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')format("woff");}.ff2{font-family:ff2;line-height:1.432129;font-style:normal;font-weight:normal;visibility:visible;}
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sU5yfsE3KGLYk1h+0Fk2AeXAfLwM+WcH6M8yP2EQmyD0kc9IIRMAnmwTIIsA9hQ+wD9EakFXEvYOwD2BB7H7f1PmyQ3UZ0m93G1P7kJrcnZmRgxqsBj1WDppZqEG5MlNkf3bvrsaMMPGnsqDmlnfSQzUq7G3sC26/Z3fk8L7O/lnSTX05tYjeJAxhmchMj3yQ6GACj4DjwI7qF6BaxwSvgMnAAdhlsCOhsEbwHbpFNwAIDQGU3XAxTZtddI81TjewP7DekCSv+e/Zb6d9j70j/O/Zr6d+Fj8AvsnfcCCepOtQJrgnBh+DjqD/CflnqCPNKqoHNY+04bBz0gn4wAiaAn82zdvcwD6OTObKoEihd8pn0PyevqcQ6yi1jFzagLoyx4ylEMJP6pMEs4+JP0BTGuPAqImGM7/0AkTDGd84iEsZ48SQiYYzDRxEJYwyNIBLG6B9EBFNmP/tFxzqe7H+B6qkgO4VVOoVVOoVVOkV87JQ4yV2fmNtP3c5OrNgly1zfye1Zal+l9h5qv0btMWqfpvZZau+k9n5qm9TWqB2htkXtOboNS2FT6+0HmtutZmovUvstahepbVA7Ru0Oaus0aZVZm/vMZumy0pVS4qWDf6oHX58ga8OKtmHPt+GbMA97HVRky4JIb/fEayPCt5c6e732xh2JY3h9FnDhAh7DAvkY+PCAFrCNFtDJAjoIwvaCEXANLIMK8EPdjolPSBuEjYNeMALOgGXgl9NZBowcq07xipyYmHS8OvF+4GMLONtxtrE2qzWkhczQ08qERoMR2h+pRFiSNDYSQsINakOZ1k9/Vf+vr+pJTaqGXWAT4tPNXqn6CfcuPt30x64xx1Nr6I9IxIedR7cTg8bgt5GibG8lmir8FqKxN+ETrrYPlwVdYwOfpavEVdP8rvY3/plWZgj/rs3xv+hlH3X5n5F5c5rf1M7zd+NlFZmrRpnCzepSOqNt428tSulZFC65/LRw0/y7Wh9/QZOFMa+wv4iWFeR7jCH+NPrLaAe5VUSf07xX2893eqqt4pppvglTML2wE5Ndr8lBoxFk3uZbn3suWaZHrA2Bi4F8oD/wZCAR2BBoC/BAa6AlsFoNqyF1lfqoWquqql/1qUwl6upyZckyCR7gan9IOL9PWJ+MQ0xYGPnpoyojzxLna0qO5famac65dojkDurOP/dGy7R295DzSDRNnXCO5AbTzjYzVw5U9jhJM+cEBr6Vn6L0QgFZh32/TMlgvkwrInWuxQnvys8QShvOvdwi/OPnXi4USHPjyd7m3nBPw/avZx5iRqvWvH80PxC3pp2Lub15d+sbb7SmC05CxpUK4pzzw736cH6Gfkm/yGZm6B3hCvkZpYd+md0j8kpPplDIlek+qSM6vQMdts4dqVPxX1roiK5GPN0lTxfD9dB1CAddTQ2JSV2spkbqfFTopood2cxUR4fUNOmkKDXFJv0/NYsxaGIxqWm0yaLULDbaQuP0SImmQRLRpIQ+RjQp0ehjUrLvviRelZy/JzkvR1LofY3maeqXVjT1S9CY/+8xljZNWuouHBrOjkWzo9HsGBh1Xjp5pNmxD+r61KGCKOiOYowePHRE+ANjTiE6lnEORTP6VPfwQ8rDotwdzUyR4exgfmrYGsu43VZ3NnogUyj1DWxJPjDW+XtjbRl4SGcDorMtYqy+5EPKSVHuE2MlxVhJMVaf1SfHInKrD+SnVJIu7Br2fInV1WLbjra0FdKNoeM9cg93tzWfbpnFT5fXSZ1ZcB6Npp16IEpdqa6UKOHVEqVVSAerpebT3W0ts/T1aimEdEM0TczxE8UTpDn7fMb7K+JAavyEWHDPmsX/daCWdawDmeI4ITmnc2/O6d09lJ8KBJAdFbfk7FjJ1dVly5VrXnIjkjtEUlHuCUVup8jV1FSF//38T1T9LvEW2GyuRK0IHSfFguJEcoMMX4TBIdzr8FB+Fj+sxP+KYgE3WKQmLa70UZ22aRKvTcQ9rzB+ohpV12K86r0rcUlxZUnuHWKxzHsrNi67lctpDudTq5QnlThJ4bfzJvgu+C74BHxCiVthgyssyWvUJK+rzfCAP8NXei2Y/wZmGjb3AAAAeJxVVHlQ1lUUPfe+934fIdJULkCWgsskZCaOmaODW2IL4L5koFkygKaIyoiJKwpqrgyS4Ja5oSaa80FIWu7ZKEtqbhUoZpCTQs2kuf1eV+uP+s68efO933v33XveuceUItCUIshsR6BuhwDA1sqoezS7SbZOvgU+mvkGgJJ/B1CA3ZSE3fgaR6hBTu3BfnhxEs3xGtYhHTnIgoNRsrIYgwVG1nMo0HrREZugZJTJ3hGYjVI0owD7K+ZgoTorpxaiMULQGwORjGUUZVMRi2qdga6IwiRMprl2pF1us+0WbMV+ddI+RCME4X1Bmb1lLtof0UFOrEYeqin7iSL0klvmys71mIJ8FafJJth7kkEwpksOGtEoo0McJtHjUUsBlK76SpTNdq89JrtaIA6JyEcpdaH+HGxibbQtQzO5I02i5mEfigUlOIjL5Gca7BbbgEC8iDekHi/K6ZByH85zewpjRlhqj27yJRlf4RtUUms6zMnGz4SbXuZDew5N0AnDJNvtcvIXusOzBXPUCR1p+8BfeFn1iG0cx1UKoo40gIZze07mDWoKfOTGToJxSBK+10j0KgqjYvbjCrVZ79L3nefcK9ZfXqQd1mI9DlNjqbQVTaX5dJ6ucV8ew2u5RuXoHfqMZ6xUPRoTsQy7cIeepldpEL1DiZROWbSK8qiMKqmOe/NQnsD1KlGlqIO6j2CInqozTKb5yKlzR7rH3O/cOzbcZmKQ6GGeZL8aG6Sy/ajAJUE1ashQI/IXtKJgGkYzBbNpGX1KBbSDvHJLJdXQr/QH/Un3GQKHn+VgDhG05ik8nXN4HVcIKvk3vquaqxAVprqoHuptlSxZZamVgiJ1VQfpCm2F53CTazaaArPLHDENjp9nvg98Tj/Y/DD0YZULd5Gb6+5zvfYqmsobBgkLLdFDsh8rGC/vnSuK24Oz5CfcBVEoRVCUMDOGxlMKpQmTCyiftj7OvZAOCEsXqF5ybswtHuf8EnfhPjxAMJrjOYVXcjZ7+TzfUx7VSD2pmqpQ1V/FqXg1Tc1QuWqvOq1+UjXqtnogsNpXt9Qhup0O0/31GJ2qN+haXWtizSlz3fF1JjqZTonzu+cVT4RnoGeQJ86zwlPsOefzrqjzKIrwBf7zoytqnuqnirCcO+tALudy0fMYjFPRLErlAlrEs8jLbUya0527UwwadDvh+gRv5NvcXUXTWzQE47nTP9GcJnqnTD30UdzUB6S2comc5vjRbK53/LCPwN3kzuPqZR2mTuGyqiaP3oQftC81p5u8XQ0UFRzUEWYkgtU6FKoUmoUi7gf43vdZKjqOoZ3iC0MpnP5SFopjREVd1TVkYAJfxE3p40X4mMbpBCxHZ0pHLbZJV7Q3k5xQpyl9y0l6CT9DXrDeIdV1ozakTBMsoDiV79TzJaSiQvuiSn0m2VdwoYrWDWYwJUoHzEImUuw8zDAj9RlKgKLhaKuviLulq3AdLPMccZVY8bRi6e5S8YHeKlpWAkQ5UaKLYeIQ+YI14hNaFJQkPT5CXKwcXmcolyDB+JO4DqBPuYMxym5Dnk3AJJuNDuIHWTZdIhbgOlaggBa6MzEZz0vnVFGUieQKE2k78BK+xEM49//vK2y3pQDcEBTKnwjzJZboCxiCnnap/V7U/YI4bB7ew5v4Waq8JTe8rg6hsxvDn9tINVnqrcYgu922JF8k2g8wAAew1WMw1hMmb7yXzki9MxHPg+00Fe8mCQ8rhIVewlaq+M9inaIz9F0slZ7PFb/5RPpmp3SO9L556m9PZsVfAAAAeJxjYGDQgcIJjHVMC5jOMUswlzDvYX7BIsASwNrEpsCexrGI8xw3C48NzwI+P/59/D8EUgRPCf0RPiGySNRAdJ3YAfEqCT2JW1IKUk0yfrJpcm7yHAoNSjnKXMrnVLnUdmhM0LynfUjnl16E/iSDK4YrjP6ZsJjKmDGYL7EosoqzLrNZZLvP7px9geMJp2XOq1y+eYh4+nk98v7mk+ZzxeeDr4DfE783fl/8/viz+PP4i/h3+U/yn+W/yP9YgEZAS6BW4KUghqBzwSxgmAaGP0LsQiYA4RMQDNMJ+4CA4Wa0hhFtVIB7SIWRbHCoRTSsivwVNWkUjsJROALgGprAY6NwFA5C+CDqV7TIKByFo3AUjsJROApH4SgchaNwFI5CYmCMAhIsGoWDClaNwlE4pOEOKPwSGxS7JvZSnE3cNArhm3ix+CUJcQkLEkUS5yTeSCpK+pHMkMyVLJQslayUrJVslGyV7JTslfwmpSblSKpTalfqtjShtBPpVulx6UvS72TEZbRkvMjMyfyQJZMVkhWTdSc7IPtQDkeOR05VzqtcqVyT3IzcA7lP8uLy1uVL5acUqBW0FVoURhVuKxIp+lScVbyq+AsEluyBwiso8A0tYCkLDSFPqQgYygChChjqgKEJENqUJoFhVmnRgMGm0gml80rXlO4pPVV6q/RF6Y8yjjKJMo0yi7IArDCDLrCBNFjuVx5XnlNeVd41CkfhKByFo3CwQwCoBA/gAHicpL0JfFTV2T9+zrn7fufOvmRmsk0SBggkYQnG5qKARWRxYSTICBZxAayEzb3iBohUo31dawWXulUKJAEi0JpaqlXLq63WVq1KW8SljeW1lFogk9855947maD9v30//0nm3ufeuXOXc77P/pwzAIFJAKCLudmAAQIYuR2C+pZOga3ta9jOc39o6WQQJsF2huzmyO5OgR93oqUTkv2NvnJfdbmvfBJKF6rgA4XLuNnHfjSJ3Q/wKcGFTBe6itsNOKCA7227LTvneQAGvuyqqG7iega+tCsydU0KLwscYCHgOF75XBJFhkFAEFtkQ1ojIalnoNcOakaT9AFk2BYEbc3XBKNq+1OR7AzzSLZlen+L2Z/Nt/S3gNYWE//1t+AF9FnNzeQ9ehTMZuO2CllBBhyPRHxTINLaau4LN48a3eZnxjQGmUa67GjYP+L90ftHMV0wfPhw4VNniR8D3/1VA6/ym7g38VOEQRzUgEY4njyNLXdEO2LoMjEWj/egh2wjEg1EItFIPGhEY6Oz1l60CUhwEVDRJlthYtEoA+ORSHUt2Z/C+0eiTZ3VSmIveghkIQCj0UNdFc+N4cl2EG8b+JRSGkCwqun8uZGseTTfd6TPPIoXoLWvv488LX1mTBcfeN3I7A3mvtGjIqdfY58DG+uS2RRoTI9OwREZTNVXYUpDRgqE2WAK+mRM+UVMDSurTcGGcrwYXjMyBUZV4oUO1RQMcXhhKlYKBAS8AFn3BT3iJpiPb69N9cBFndWWhFf4SSORkdVKFKoMxG3d2Nra2FhvHmzA/6TJm8Y2NoSCAb6yIgMr+GAg1NgwdkxThoGNEvw3n131yH0bduxae9t22Hx629zTJuE3U3HPiT/Cjx65H3+wDn8wgeyc3DaXnfuDP/zihd2vvAR/sfL7312x8qE7VxxbwUv/+ie885H3yAcvw30rv79xJfmA9C0D5gx8wNXgvk2B4WAsvI/26y+vDS4PLQ9fO/La+rWhJ+vfB+J9ZY+H0O31t4xFtyRuLUfdIbggfFE5CgXt0GLAPJt8N4RWJFaUoVWx5XG0ClwXQhvCt8TRM8Efh9AtyQ1ptEG+JYFeS79Ug/aHXoyj3bGXAujysbtD6PLwoka0qB7mGueNRVMa56bQ9NBpcTQq1pxCmXhVGoERI5IjRsoyiIdCZcF0KJRO75ZHBGR5RKbOhE11yQmMEl9bVnnhAv8y/2Y/U++3/cj/h7K7IjDSg+baieg3ksvTZbBs/Pi6CzdrUNs8+sK0AIXF49ofcFGV7zOP5A8e6cvjFaYPgtaDfa196/SRWR2jSdBb1ulkZbZQAjNV/qsv4K7jdhLiOx4ZiseD0UikzBwZDDaZaVlmMmV2UmKaepjR3UsZycz0MPWdS02CkSz+i+3H+PU1eov6Rp+3hVFTrcPKiprMmKax40bCMS5MODh2XJgXQmEhA7+B92YqKWbCEtShgx1mf9tvrv3jrUu2/njhaa//4L4XCn+BwojonlHnLFpzzRWF5KrJ88+YelFlJZxe2HnPJXfefPaWLQsXPnD9g+vfO3f5nafd+vOem379X4Xtc1bW9l6/9oK7pjC3Tb6sddr8CydVTBvWPwY+eP69U9t6FwHMoHOx0Kihcq6F4icIOAZynyPA3JSGHRDBxTyRWKStMetCRzLFd2CpZ1N5FNvfPCiO1o+kQsj6xz8Kn+NzX184Gy3A+DTBDEfm1BgQmJYgmmYPbOwCm3QRr22fsEm/EDAmk2YY5jnfDzbSy/UfJQIDi8bWFtJr8S5gCKTBW/HVYAb5msaNHdfIC/gvaEL44b3/PX3u3puuqTm1EjN44ey98Euof/5u//E32jbct+cnhVQhTXim9J5W03tSa1GtiSQZdyaRAY1d8iYG4nU32MRcqPcMHO42TTQbE192GwYlDnZrGiX+ahuyjGYbekpH+nOWe99Esnzl3qEheffurwS+ppoM/msMhUNBE/XfhCVSxak11960d+701wtnwwPwj3ufv2/D3N8c73/388IXBZHc97OFD+AtYD+QwcXkvnfIWOH9iO+Bs+wMZFoQgjJsATJi8AbgxwsTZoL54EpwI9iMe3az8ihhlyP5IwfNPix2cUdS4Ws60pf0p8BDG4i0P+v347tsxN0Z4IWab8BxO/fPOr+hGQNyf/sdmenRiy6g7TgR9qDF6AoshU6l7RhdhpYxaDqcjm+lEqAYtwwfFGWXfZdou4N58xCon943ehRox83RCWzcGvUxciH/mPLgRFQHe3bsoOfdjRfr8HMyYBw9bwSRx2pxHmYrYDfjYzazjzrsTzGJb7+rePPure/ev3+/099g4GPUjPubcdrtecAMfNAZaEY9Ax/Y6UDz/QxEzCZmK4OY1QAG8DcQxMfKzCcAfYJx8Ay+K7brWny1FhNrMKdP13Ejs/kbHGmCdXQX1pRe7wZhI4TPdBTmRLm/HgtglT174GPWx/VivJXBArmD7Qidfh7mhViS5QJJTQtjQ+ETii1C2FECLskHVLIHhFQVL1WyD9RjYO3Hi/34melTb+e/eqYj+Ew8OdMhjFJKfG5HFYUnpzTJHmCqKlmSfcVTDp7TnsHy69B6Zb3xis5JghJBk/1nBc+Mnh4/zz8vOC96TnyJsERZ6F8aXBJdEL8GXcWvVq411vEPCPeZr0TeRW/zbyvvGbHiLU00B44AFai4g3IgPPAFtkMUl/4SaECDtu3LhVdIdnll0yjMI5KJLaeJMv6Sd6A08Ilz4K6c1JHyqaraA+3unE9XFIcQNQ0TXTnfCkBMLhWfKQ1s3PTeoUB0DwXOoTtzoCP58h0EQfjR89k+vCRkvp2SblPAfDvIb0Onb7Nnzenm01EzgYVBJ0orPx04AEL4beG3gd/jyQvid1tbW3y7FsC6oXupprExqiRYzlESBOqmhaV/ElqY6XmiE/wmkfQ+E0t/gZ+95M3NqztXnrb4zUffuubu55+5/vpnnvnO9Wfm0ZuQhac+N7+rMPBuoVD4+ZYHdsEfFO7/22F4GVz8+eVrMcY/xAbrcYwxGeoEYV1y8ck9QvZaC3iE7LRFsVHs8hxDLNQl7I3oLvSgyD7HQgnwHGIkDqoIvirT1pVJPwFITLuegQNUNmLiM9tH4ZqgcNUpXHFr2VECRg9xFH0xlbOxTcyRc+nkXBxMczaHuKiyG7bA24AjLtqdHqEvvEFsZdDaGm6GPmIXY4XtWXHYQEZQ4m2Ok6AqkbZuxQqYKmTc4uWVPh0KY7AQa0THuye+ed79f6pfyV73jetTPz7j1flUPrRg/hZw2yVRDeVOh6ckn6lF/H5+tkZYyuejxOe2ZJqYSga4JGHVMDkgmSSfJhM6/iSpkmdM9qA9+K7kcDidMn0IpVPEJniL3FL9flBPIJZtJct9DYSJUfGCqmUhekFbMnzIu84BW7H8aHYyQPaRc3fiUxORoShodphoIdreX3c1wtfkeuRq9GL2Gadwp/B7uBf4PcLL4isJYarapp6nL1Ev1q+1rvXfbu21Pop9FD8cU19QdvlRUjZFnn81EQskEjExEcOyUowlGC1p9qAnumb6oK8HRnaQ+wTkxrogUuUhDC+XMLxcZHgtJ68Iv4kbnzA93INuAmlgwvG26tvRiuajK9GNiEW7URV2NO7aTtk0T5yHLJHAlD+xp4S9iPxBn0UQgReeuedoM5dpbSluJswyM2nyPx04DATMqiJeS/jtcez4NpCH+eWYb0nXanFB0FCyh2nsXorUgEb5N+DyLzHpcJMSgy5YnhmHIeXZbURJUqMOQw3/s8KJcShc/fhDf3v6wetufhg+7//y128e/eZTLz42L7lly8SWhb3f2ffRJUu+9/AG/+vvfLZlzrN7n1h/0WiKxdzAITaEsZiFR0s0hRKN2KSHIwkACdtkVbwB6yplzVCNpCzXBZMJNlmX4Oq0Sk2NRLEhkzYJI6aFDMEJOTxTT+Q8Vu34D1jN2IvEugw/Tt9L5ktWs7kv20DeBCGjOC2kTdbWauxk3/m+1XHmnNBSc3Hg4tAq7ZrAWm1D4Pb4DzVZUTWdFSC+HiRQsPHN74ERUIf7d0y3qgbZyG70BIiiy2wJ3x2Hb0+zhiDDKkGGVaIKrBXz01emUTpCOCm9RhjyJaHkS0LJl4QVGao/MhBkzAzCT31kF/l+pmNEpAeO74y+CXfD8dgU6LWVonboGN4D73HhlaXeqacAjmTzRT3Qf5AwEraUCNocsBUB1smlGcyfGEhtRCTBdgIjACFbqWqGjNGzY6lhJOpYTO1aWqdhjyIRpJhKUEw11DcSWNVnGxua8Yr4Cv5xSej4jVgjjAt5pAuxJCQmGVkC7GXmulP3Lrlx62M3NJ4VsJQVPWsXX74x0F3+2Y+vfnXJJRff3FH45O2fDcBbIg+u23bz9Y8GHkFX37Dw5ltvTe94+dLOi+c/PDL5kzt7C/84RGIdMSwDTewDyEBDCYK8vUAdOOY0e3dO410lwnnahPcIqahfPILz9AvvEVJR43iEILoHix4heBpaFIvHuOpJ9AjOI3iPkDzC1WX2uJw1R71MfUh9Rn1F5c5iztL+i2UsLLSAyjMCJyuMgDWipr3KsAGGYRkNIFVjBWYP2oPNRwQ32zJgWXwIeFVme9AluzhOtstSTbKn6mTHrqLE59TAknvgOFsT7IrKJmFN+Rihw0CERxUt0ASQidKIQeTL5DuYOLiTfAft0HvgRgq9vxL7g2i6I0QrtJiHTKrozCMtR1t8zc3QjYuwWLYZhoFV3+nzsAmrYRPWasaa4i1baWxmKkY0M2xZWQs5RRsGIj7GDqi20qyumdWs2plmtSKB1yOaqcZsK8Y/Sl4gG9+pshLPaKiHadhFzBegsp46zTY2Njj61Fc+Bjb6GoOVPsYH0X39t6IffO+ll7oLY+D8HzI7T5z5w8KjWHbf27+EyjNi+5ZzT2LdKlC7xO+hxPIIv+r2t+URftXtVAsTzxNWd8Tg8wDidtVIQ8KELieDwYRFFK1isGwyoekQCBFsiFBDmhJUZBIVSEQeYWX8IP37sJgjUq7JoqraoMtpsWvKNpTd53/K/3P1bfW9uCj5I/qwGOOXg5bf/6puBHR/QDc0LOlsP7m0rW/GHp9u2EHo3sYug4VvEimIFaLtIzfkm29ead5o3mWy5n8sxSJUikWwL2FGUMSTYpGOtLUXjgEGvBcfOb5T3/F10iw1VJoNkWd54vFhCUbbII9lTR6L/4PrxJFZDgMLlCrNbmkUN0rZjXUlQyUbkW3t2MlpK5pbACQ0v45tDjboyLhg0Eiw1OhNaIaFtWfnUoP1lGY9eTc6YZGTBByWav7yYDmDbWIQDAgkcjb7J8EHl97cvWXj+Rtrn7kTvdO/a+atd/dCceV3j/yyH64xN9yx77GHOme2htD/PFdYPa9w9Ncv3915gMZrp2OsBbHuLAPD4Kcl2jNlwBScDxkYr03aGtQ0bFTFuYpkQJOTEFSbxNyiPpeZDJsEPGGqO8PU5wq7DtL+t/abv/BAlO8z9+UJiEYsicJJgh2cFJ2Unmudl17CXCxcLC62Lk6vFFclbhPXJt4W3wr5hDTpxRpHDPCzK4lJFydUOf2A3NYsDeEbi8M35xMIEa3p3SQk+gvsqB6CoOoSBFWXIKh6hUkRZEJgYnGFn+3wLmJ7mx3DsZwa35X02C7pieIklpx76HmSsNnWWsPzw1eGbwyzYdM9ALcGFa16LhwipwqHyD2He1BVV7boQjn6shRxfY7ypEoTN1gRXs8TM6y7Jl2ZLu/x8EVjslhstcV3QMjJWi1FlabFAxUUVQEtzlG1GecGUdXg4AkKmRqiK7HdRTSkRYywygrgM8eROBsMlKCNOd4VGT51SW7i7G+hiXsv7e6/6o1b/1g4+IPbP9nyfv+4mXfOWP7EY9dd+yx7rr541PRR3/j8DwsXFP75mw1934HT4PXwmZ89/eKJ9/PPtvU88sDWrbiXLsI6M8Q9hdv+Dhqn0PdpkMX/SGQlrFiIaBqFICup2gqGQaRbZlLblkExQ1wh/QXMxKicj5hWvLoS3oh9vKjusvAM80i+vWX6kb4Z5lHi+5CoA7F5sZXgGLiYI+PdEolRU26DlNsaW91oCg8YXqgcG4PjLmJ2bCz0TRtrPM/c/Pfb2WNbNt5bsArHe97bAj+DLz9MY8jnYr6JYr4Jg0owCr00yDndKognRxJlhv0cNHvkSKs8yXO1SUtLErVPwxVHdtJoRdYgcTLCPIbnmBCCfmhEGC+IxnhHMUWmY6qCKjk8SM8YpEwXHIxKDA15EE3UR8OPjpe2i94I790I79zIQRoBMTxl616f7MPECbuC7CSXJd8MUvkfpE86+HzexfC1YL17A96b8P30MSFYF5oampo5pH46ipNGwRvADfB6dqXYrixXV2nXhu8AG+BGdq14k3Krulb7bvhXvpf8lgqSEaDiK20eCUsacwhnJ0s4O+lx9s5ccsULEpQmWuhSkC05OltydLZEDmRXGHYaywEDAsM0kNED7+5uiHjMH/GYP+KFQyIrtjGQ6UGXdlV5B1V5B1V54ZWqFUHPaU8H7SAKdox+2dM3VMnQMMqRos4pmtBWc542pRM6LgqCioEDnYl0DIuBznS6nqxGpLHlfmB7XZrKBUf35Je3g3bsn3XhlhtJBUM8zlu1VDBYGl9OBQNfIhhoNBoORtqLBjPAe/yBQZuaKRUOcPGypYde6P1syRXrvls4+s47haN3f2vtkstuu/2SS9dPmNpx7k1Pb7n5xqeYeN0Dize/++HmS+6vG75v/d4BbOz33vUzeN5lt94yf+G6W08MTO+Y+eSam599GlCdNNvlrSQYhuYORhd2KSms46t9WMMfpcAkqp7qhggJmtQSZEZ8FJo+GjvxRXzDs0ptkkSaZ+qMrgfALAipM6iZPn42JAZHBXHDSXvvy+YbqNRtoE2OUUvYyCQ67P1fFCMOJTcxaDTZw6jV5KPc+G+uOvRaJ12qvvRC9hkTYmeF7MoLQudXXsIsDV0Ru7Ty2tgNyY2xO5IPhZ6J7Y19FjqUPpr2nxp6JLQlxEyou5hHtcmZ+nxiXSXIReCbsxyN2E0um5pYU4L+VAn6Ux76CQ2bgVJynDJwtHicUnKcAsfbvqEmV8dwom93YH3r8UG1xwfVHh9Ur/AV+cBn+5CvIzuED7AadHnA5YCi4TWoBveAGmxhVQ4c6CpP82kvEtEO821UCbKK7ihB3OZF04pqw9J4RFEJOkbVN9CYphqi/fAaYOhbPhplzEAvuYTBvmxL6PqLzr1h1lg4ds8VO09A4aW7+q679n8ee+5d9NoPV17d+cz1NzwKzzWv/fZZN/5+mRrJLYHi7z+E5kOFPxe+KHxc6PrxC0zT93fue3gjVoEY389jI38tm6G5dyfDk8Y+Ay9IiG9hmRbIszJqwcY3QCRe+KjoZiHaiT7rM51kkptP4ljRSwq0OmmBxiBJKT2/f/9+pm3//hNP7Xfy8jQPQq+pg030mvUrlFuU7ymPK4cVDndqRh4nT5Fz8iJ5h/wnWVBkXSD3IrTwPKezyo9kkjOp5FpYens3AcDxQgsrj1cmcPVsK4vSLGQfNbxbbTlyELtkJFlC3LJ+J3VtujcPzFeIMgbL2+O7FHnII9SXPkQxkbLfTaV4T1RMqKCBfnwjbdgHF4CONpDnmliGPZ4vS0JpJ4q0VLKfK6FZjy5xrXm26GOr6k/drxxzGAIfxivKT93vHvF2ItXbCQd38rLnmYe8ULLnsilegECWvSiAR0i6dxveHsHZsysHdcOkTvEX3S7xJZWBiBgHbVSvUx3N0WW9Ocq8VLxMWmCuZzrMV7iX+F7zsKmIXBvMoVnmZco28+/q37W/6xKrshqrM4oscSyrarrIC4KKaZFXBQgAKd4waJg6LagB/BFiGLIvSPYxaVYN4G9JSY4TkzzD96BltgRE9VMbQYR2QwVLfMW21DRYJDDnzGJfZz9kmQ6MmB4IbWWW2it8qDIdKlTJtmkIrwvoRmGNgITvGW//zkFUFL/xfwRjKBY1+/owO7fE+loPtpDUXB9JLZEyiHUjI3TtVEc0N68z9+3T9+1bxzlrDLtp25Rzp21Lnj3XkSlz53SzBiMKuwcOk0IVR3sub89/jbNffMW3i3wPM9pWl4oigBi+ogqRU/dAw8cYwpWwEVYy5Yy/nMnU8AKDGn+N5rz/o/7vP/oO/J8Hp1QkGrndx6bAvYVJaC687/mrvnsH5sz7sG38Kcayj3pjHzh5Nwwwu45knVh2SmWu8pLKFdKtEn95bBW3TMIczN2i8DUhiYnUDEuGyiRsFX1SgvdPvpoOsiM5SfJbyWHD6upAoiyJOyiVTPqAGMHfLRS/GynREhGsCVT6XTkXyfAqMUr5noFDdjVRgLxFlB/PEyDwIrlTnkKPDxBY8udVDznvUB/MO6+Zq86oCXJeVSZnUwmYVXIuNTYc3+NX/C/Zc6+SaZpUSbsZlaNUJ1PCzaYc66aodQjeya/INKeSz54yL1LMl+Rb+kkoaQbdnu7EM53XYPAcv3H/tmDJRswDEtu2miENbdLcSrxTsoZh12LHUsuCwAmIAxGWOd4GKjG2SLrVV14SmdRRJSxvoLHxkbCy3Edo5ND3oczTr6245NLb7jp/zc82Fr4HT71p/JnTptz8SOE9eMWFmdPnTjjv3o2FLdzutucXXfhkY83eNZduXzCaOccXumT61Cvrjm8W1PFLppxzjRMrv2TgY2419yYog/U0H74QLS5D0HE/aOt8Ys8nVBo0aAvBMrCybA24tawDPMT9iPmh9jzTrb2svQEOlv29zKdbZb6yMmYYX+sblkinztBygfODuehl3JKy66w7rIeYB/WHEk/DJ9DTvt/qfhAAMTNgxliSQu6sbaZmWLq22TQwC8X9SZWJJ1nJzBhngkwa20uxVNjr9rDX7WG32+VcOJMWIZbMdFPLiRQrYjS5cJ5TJZbN0y7EvYkJ1632hZ3isDzJUGLfeXnclrFkYw3TVNl4D9PQvRT7nX5MdC5VGae3nKoUGmSGYZ6trKjCvWJVNTawYQF3TgWPggGLmAhs94unFn7+UV/hd9/fCk9/8Q9w+CkvNL74vWf+PO+KQ2sf/xNCo/92/Gfw27/5CM7efuC1EZvveazwt7v3FD7dsNexeR/Bemwu5n0D94xjE1jpFDxddDjUZyYNIIaHcNLQrLDHSSnSNBJM0dSHRNlCkmmWPEL3UMaiWiKWKjO9hjVlN3poOgYcZizzP2asf3qM9aXHWMmvYSx3Mz+Em0aPOv0aeywTF0Re5ERWZPloJBZBvCJjOSAzfDAUCPlDDB9nwuXQ0vEiIibKYUj2lQNakTYMv2g9GjC/nt1cTguHwiErGECYz6rLG8Y6SaiaTGX5I/BfP5r7nbaVK2Zce/f+2wrbYfPdPxw9efr9S2dsKfyK2x0sO+tbhdf3PVUoPHNRw5axoyd/+uShfw5LOjUSj2HwfIL7TAF9Tg0QzyVFURAAw5JOk6WkAkSB4DxgWk3CecyZaTmtITmmsRIqanov3l8UadL/QaRJ0r+RbeopF7ic4HbCdE+85acfOfgVeUb8G06ksovjIJC8xmS/IrucBg2Wu+/H2KoTjzDZE79lbuV2bym0PlfQtpC2wa4cextuGwm8SdumgrbNXQIsNg9umofTKK0gFFP+f7aHrTj1Hq4IK3ylNeRT5v3b1jjoRImIpzGkJXbRljipCayTW+Bp5v0TH6Ft/bPI00/Y0n8JvtMrsIx9HsvYavgUffZYPBAPogU18ELRDy2mqgqUW2FUDZKICsEguVsI+XBSZ8qTvARhpqa6agivV5XwelWR17VcVZphcBvWLKD5koO0Zahp6CZO3qVIoaahTq6Clq+pgTVlXmOXeY1dVhSsZZm0DOWiYJWpIy1HMwsvGCJYp5v5o25LmrQpieFTjDbh5iRlfDTx10wib5jLJ7GV8UQsEU0wvJoxq4OZVEasZjOV1RGtrByEDH85PjjgTwt4q4KrLocJBbN7wIcXSam8HFQxeEGLUTHbE2+iaI4RAQDy8V2MXVVVrtPg3o6lEOokytGwaykvWX6/HqZiXWeGZBB9tOaByPYx1b4h0j2ExTuqrNChgF1Ai8UCfpyPOQtdcVfhjc2/L2zq7oKz3tsE4T2ZreXf2nnlbS9eVT5+HUR3f+fwN1Drc7D/wPIVz8MLf/82XNF9ac9/jVq2ZvrZt85cv2lf4cs1F42DPoyRJ7C8ryCyA05x7DwNIyHkDzaxTFKSN8tvyEjmEFJELBeHQEEsgYLoQWFHTkwLAk+ya9QkwxCwFWqW0ag8T2LnQWqaQWqa5ddoUEOKhwPFw4Hi4GBXTkm7tSq9toxv6j9gPtFlvhJtEHJFUVqDaW2WtkBbprGntEWy+fZikUpROzhwyrY4aKLlYs35eqoiIDa4GRn3qq0tZRgAsdEtcogyZOugxU2SJeX4XYmXT7yIjr34Yj/P7e5/Es09NgV19U/HT/MCFkw34TZn4CyaV0Pe8zMegQS3IRhMTNRcZ+5fxQYHHo0P5VRHZTKYKB563OkPeqhL78wRWYdI6U7X+FNpCU9XY5OzHjHKWdfWOevKamddlnTWkZhT8jNMM5vSXAe3lcP8jm2Wu8BmsA2w9cAGs8CH4DDgrDTe2QEYzkmjkr6JuH32V6/PPvf67KhtOq4c7bPH2LfbStT16fPmdK7B/lq+rX15S3/RESL5VWo+Fb2gLiwckVu/R1r/hReJT4PbedzAx8xFxI+BUSr/zEXoUn4lWsWv19b7eIlKvW6FCL0eGOtmk4YkDYG4VAJxaRDiUkaW/wNe6MqJGYVE58jjK15KU3HUAiUcW5fssWlyRsmn/TDtt/2z/Av8rB9mAK3/cHTsZx6e/+Aqk2nWTq+5+sx8+9Gij4DdUCdy1ZfFLYUl0g7cipLBUl2Kn5G2VXZIyQI2Q3DD0eRL5pStwrKFUxfXvtj2s5t/th9ujjx9/ekrvsN8cSLa8+riD4hOxf4hdw6RGeg82q5JpmJcsyhNqJHH8GPlM+TzmbXM7xhhtfwO8w42nojUp0ZfLbeR3cA9y34mcjILx7Bvs2SUxQFbssqbmDRZYJO8S222yN4uvC26a5asy+i6t8sKkf0f2KdH8TWrq08VpWj0VHZYJHIadv4ESZZEmWNYNs3JAY7DW1gi8QEslGQZcIiFmLUw38oMUiBge9AE2xjFwc3cNq6XO8Cx3Jki2aeMEmAaO/7bBEboQWu7/q2EwqpJSf9fHb8vBo2jp0lQITtokfbn2/tIhI0olhYiflpayBvLFhJZIDVSeB2hBQWCaLaILXDatsi507bFB+MIxFX//fg2J1ZNNg53qT7StIftMCZ4U/c1iaZuNkmEkk3M0u7YirbsIGORIgSfVIHbeHi0mSXvingzZuoPdoYwGWrmSRcoVrNYEWhm7UAz6ZId1ZgMNpdEKNrImWH78nwWkFBGHJ+S51kGdwWVnuwQ6dnoVtwTHoblEiyHgu++F9HvodD/ILp5APQfPYwFaR36Xf+PTzyADn1WYB0sssNo/fsTTj04RFhzcUAkccAe9NQOARWlKuN1HlO06Zj/2MY9+hXvgv867+JQ3jFpifkGGM98dVjO0w5B/FS/wTLq71sc+/0BAHgDP4PJOPpAHKY4Ih1hYkgNBRYujpoTdc1HDSosSzHBkerGWkKpFvmYM1RGAhCJkqIDUUKywlMpZLoi6NhOKoJMQApi3Gf/0nv2E91D6pVJ9q61t9d8441eUj6VdUECvPrllEDFN0+XDF2ydMnRpUjwXkkoRO1ibHYRA1AfjBDKdCl4AUSRNHGK1n9xUE3LVpNBFxz2haGOPRncnLR+h5yNEvQke1AOWMBEOVtzDXDe6zB6WkBygdkj9Ueo24eZynmYfIkucdggbt8IkCEGUFxkV6tr1V/iplSnqlMNpo6t1obrc5gL2NXa1fo6TVQQJzZrY/WZaBozSbDF6dppuvwAepC5T7hPfJp5SuAtZOj6KA5hUYREVdNGcSImRfUc4xxoQ4REUZIVrCZ13ST9tMBaYyFrN3oaK5DRnVxa7IGjd6iS7AVv3QitLeXktK3eqEBlN35sHSr4WNSDVwYEE+WShAmg2kglphRIG8tMaPag3K40t4Bbw2EdjZ7u8hFLKEoGF+RbIv1Ue5C4Jt6KlWwezBMEt9Bxbt5fzOyj8c51N9BwJ15hbVMMa875CVCx6SEOvA3QwNs0nDltm4o/qy0VVdrAl9t1mXzoVka9tbO8WR9eTqujdo5r1hvGUXLHCLzXrYDKti1vz2N5QtItgPSXRiQ6p4uqiAw3AEr+HHsAe+nhseNgOTbIYCX0PQCr4AWjQtExcD7k9hRyWwtzuN3Hv7j7m7O+z5w4NoV97fgY9sDxNOXLh7GeSxHfESHKl0zEC8GLXnSzM2cpnnEqRtQQTY5jnR1ys+SVPt9ps0WVLhG2mQQRqyIRCQwjSixCkiCyDDYljhdNCabElGC8/TuwnOJ5zjOhuKJZzTncjq1dO0ZZLp9WYFqZpSxQlilrFE4RS/1Y17NNO/a0hm/5P/Nn2a+a1EV/tsRiy+azLRQx+fYjJ9vQFkkgNzevYylcPN3EDBzYhVWSmMYLQIuURo8ifhXGQrdoT2nGTdi7c0qzaDc4ZEOzgDUSCdztjGKywSHJ3kpnRIhS2SzoAfz2k+0jO/2YLHPIMkwGCfnl9qKKgiV870BJZUQAhZNVkxMnbYTErIe+h19m0O6XTxQwbm5ib8SYWXN8DY2dLcT+9vvcW0AHcehYRtNiBgyYgUA8HI+zrMkGlLASZ58J79Rf0plwOBJH6TLbN9M/M2zH5nBzpPPN2b75/rnh+ZFc7Pz4HeEHkRlNMoyVVKTgEIszWAKToGdx7swFM2R43U9Lhl8IGI2kgwXP7BZIOQXpVoHYlKRnBS99LZAup4JZiK0pg2WGpzgND0RG0T83MgQ7xZEZrqPuzwG+RPZGEwsH4x1eJDRfhMv0k4dr5PPt8e2KRUOgisREqa/MMCUjMEB5A0viZ9RHHmeCxgbga0KZygqwEK6HY1+DU37UXdj5wuuF3U//Epb97j0Yv+bTu/+78Dv0KrwC/uDFwg//8GFh845fwrk/Lfyz8DpsgvEuqHyv8JEX+2T7Mb9rIAJHOpbtIt+SAJpmTgtcYF4QYBU1icU5CEecuJE1pEu+tiS6K2dlxD24g5ych54TaV5BNF3VeMS2SEuJsXQM4v9YRPPaXPPaXCsaK9r/NQD11XBctNRmGcw1tDud4naIF4+jTi8JaWzXVRqI0nUSiIp8fSCqIZxEuGfqYBSW07oMGtZEdfdMX3pP2+eFVwrr4XV7H8mfNfrWwu3cbt1atPOKPYX+/ucYuPHGebcENSf+/CiWuVtwH0RABbqR9kG5pejQGpuYm7pEvCLFSnQgikiXAl1WETeOPDcd7EEI1SMUj7B6Bv7UZcWa8PpwV0VNk49sl9U0me7acNf48993lWWcz/Hxprsmn9tTMVGtn5k4M32uMi9xRWK5dLV+jXGbvN64X3vG6DE+0T82TMw/aZ8R8PkMn6FKVhyVx0Iyb5HxIVxEkkLhWDQZ/ulAb0nMvNeJiYTDoLyCIisSMQxdTA6B19DSoqIzmszoD/PeCDTewwINtERpyIWn2a98umpZ1Zoqpqoigr5SR1QEWOQ/BRj/bzVCJXFpvhrhdLk+ejDixt2dIeQUZ9jrwRvN9XQ0iDMYhCuOzit5ATcqYMuibTQb5gSfNYEIbthObQcdy/9YtNmHNYSF37qdaDaxc2JWpPC7KPLb4p1SlAThbGVpNAqggWU9rKCCxkW0E8kZmhoLhUNhWMmMRDWZLMW3M3ik/FG0Yd+vrn31zem1s88CA0denP3t80eUT/sjfPS2+2bc/3hhFLd75i+vefjtsuqqGasK7XD0rRvHK0L/KqZx3DVnXLaW2BjzBj5m/8K9CUYxE2nVgA/UlNS4ZEroYqUo7jHT7cOoR8QwMTFFj9NKsq1qCa2U0IkSOu7R2C+KuJBAHgEdwq7NLWQWsiuYlSxbXTOGaU6czkwVziqbnJpUNaXmXKZNmFd2fu3tfr2SBH0JfKo8otojMh5R4xGVFFnOwQ5R7REZj6ghUaIphKrVMlWoiqmpHms0VU6qnlw/N52rnF29VFmsLdEvCSyKXKNcq11r3GCuqlpRvZbZoNyubTC+a95WdUv1Pdp9xn3BpOuwjCjPWPFMTMrUwQwAdTGLbRidAYuw8NFGXBO/PY7i1SFtRLKmGlZzIa6YqOKSI6RkMsRQhUVCtnkntkxWeTqypL7P+YvbI6qrdE3hyhNlybgoYI8X8bC6qgLv47lkfETMJlx0F5b3fSEwggbfqSFnwjScBRfAZbAD8rAHbrPVEcm033/abHJhjjC1RrbIreAnOFMaUnw4NFxVLD6UMqAO1hFlr+todh15HsrEdbGGcq9MqtyTBeVeTSFuI5ixiMVJvmV5MsAq1l9Y5xFRER3tBuTz0w/SQJSb7fS0O015kgFsZn8+e5AsjpCWwmxOzCqSs24jIar2QS6HpRuU5+O7YByOiIdGcNSdHqGEklQDhRgvG4QZ1i2kQo0NbkqtqoYUETrjbtwcaTAQDrFhmubGm1WZebu0+b+84cpnz50175TC0rMvv/Q7X/zX4/9ay+02tjyz7dHm8fCdOWuuXXv8By8X/v4g/J357e+ef9qKSZMvrQxflB33+KIrf3bx5b+6Sb/jzpsumNnYuKT2lB2rV72+YuWnjk8/CtsSu0k9EAxT34H3xK7gEbwX4xX+1xgv78V4hf8lxotlOIeSGG4Ao45jpR60oivtlLfs4tMQ1ZM6UQh3QDeq/omtUFkvuoL+Cy/a8SdP4p/wJHzB8aLJGcWdD5YGPnDnY1P/YP6QScemt7rB8uIr3g1EnkG0zxgqYxta3cEoJHOF/IUydkMhzmlbthz7O2m7R7EdTXISAXiKM+9AxpjDzhFfEdlQj5udaGJPEaewZ4qrjSe5TwxBBchHhlbyUmCI0gyUsERgMDAbyCDPl0JFXwqZbo7qgONLoXw6BNOhWSG0ILQstCbEhP6tbbYzp9F0lecJyml3tJGjQWWPe+SiBpVZN3rhaFC5qEHlfJD4VIMa1IkLTjfzboi3aDRT4yxLrDPeh9t251JeAkhxnBZiksFGn2sn09gurZb1sQtevLhw/K3/Lhxb9uIZW254eye3+8T29wsnHr8Tap8yM090vrDjWy+ScfSkHyRsi00h48qwu04wzA33Bod56oHFhKt2xCHx8GNFGgxxRkrj5F8U1Y7XnEgvcoI08FlR84ke3Z2TA5r2U/e8h7ydsMqtGkAeIcc8T50c5tbUwSovu4KJkrCabZH8KrXoZcBJIgcRV//+fvP9/b7GRuB4gKQctqqeg8NALVMt16uj1AXq7eLtUofaqx5WlbQ6S0UsUkTklghLUFVo3K+1lZaA4W/LkpQWuYAocgCzH+ICCHESvtSnaRmI0iIRLkIiTZrUNs8S4RqxQ8TbENoasmub5yN4F9qEECJ7fGluFodGcQu4Dq6XO8xxXA9a36UseNoJ5LST8dfkHTGdGQ9i0b6IM+uBW5lGCtOcQE1gMBjTCQwMw//plCxIVmKARBe9Ou5p22rx0WPPnkvnUeod39ZGXTYy7OOr49Go0N7JAVH0nGgS1i2HjU4ophGiif2//A28YWSqYgTc+FL/i9iT/t2aZVdfzdbRvE0UAGE18QHQP53RjIaHLdx3mAddiOglKDMG+otHMEOO8PBmDNZCsnwxDlwCPAfQnkZkPAJfz7OsdHwKD5NGCT6NEiWsDryFL6O5hZoubTfm6kDGV2dlIs1gLNZXYyNTwRm+qdYZkTngfN8c6/yI+YD4gIF8EZLGMOnStVYaTRiLZoNNXJM6iZukTguex52nXhC8mLtYXRJcya1UrwsaXJDERi1syhqItnmrE7gIU8OEoC/JsByHeAGjT8YCSNJ0w1ADfssKhsKRSLBnoKWLA5E0WauWj6ztuUFRSgMOoTTEkhiCCCeKyWAkEAxGLFWSkkELk5ZPNYy06QuYps+SVDES5AyficUxviWOiZiGIUkYBvieIpbl8wExFg7HzIkSPBukcYudDYL4bQMOnr0zTaqtotEeeMd2x4XIx6LT+2OR/v5YtD8yY/KiSYeKfoMXgiQugzv9lFdoOb00IDl0hWFJJhHahxct+zyqdIFhbmCY+0qYwpJJmb/DAtX4s2Gl0UvKCW7IUx/8oEu1OZvMJwFpsHx5HpTMWlXUiramWlgW4C6DKCi6dZskcOnwit/hFb+FV/5GWAlJ/SaEjxSue/nDqth4GYY/+83MysSIQz8vfHtP4bUaIRwovIKleev99/6livmgP1b469/v6GZ+fGwKm9+YXnTG8ceLMn0q5i0/M4f6GwowS8LFhkd353zFKmJ9kHOs4k5xsAiZ44vM432qDfoU/oi3U/qKo2EPy2EzMwpDCqqz6vzj4ThmvDheGq9N0MdY4/yy5SdZQYssdDcVqLnr0hShvZTkCNNeFvEqeJWCMmydUKsM0zPWWHaCOEEhZ/ymeB6bF+cpc/XzrEvhInaxuES5XF9krWKvFYnzcJV1lX8tu0HYIN/L9oi7rJfYV8Tfsb8X39Hftj5mPxE/0Q9Zw3k6XYbqw9Z6iCwVkSyxyPyyixAu1yoqCAbMiOzjiS/+ia0TyuQB0rCSQYjGRAliMTAcBs1j3pQkiI02hsE2md/QNQ2apuaz/H4FdxvSFEb1ywrkTeSXZL8/DSSspiUGaVpaZQKqymAFwzAI+TVNVYFYH4RBzGtp1VYRlmTzd6XlDrlXZuQe2LNjvqtLemyZ77bNWebrJmPig2w5DaKB4IvlRJdkZxwhHJiPfBTty/flMUGZMD+EC9dxQxiODEbFL8MgPNYi7itdOTy2r40qCCeyVOQK6sErJIIbbYbEe4/Emy1SoBlv9jsrloxIizeLFfFmMjVfZ4LkBXrtVKLZjz19Br81PRRu8Vuh8KmihCmGxZRCosIjLXxOq1lRy8pPhaCsvEWRCYUIpfrDeJ8/jPcRCmFqKJ+WMm4bbD/ZPYnv0kSSuUFutJiEDaSippM8vpXQuIL6MZTPrRx9Oqx5s78fZQ8X7kqVjw4WOtAJ9NPC+lWts86Ht/VPP/EvpIwYMytZgJRfedcGU9ECaoMpnGviqJgocQW0ElfANYuKdf0qX9SIcIhlVpwjgMXm6ES/a6OdKLHRjpV4lIP2muElwT0XRv1fXJhdOVGawLCn4J77uMsKE6792NYxwUbxgiELiUTeIpShf2+fggm2Fi8szMfiMLleZy+Dl/GXKR/wLOEQXhQknpd4RpJVUlmalpWALCs8w0sMCRiEyF4mjSA2siCvKjzEjgdUelDUlmQZMw229fQeFLElVTrHltfICLPFDltTFDUNmHNmorsoe+ywycxQAS8cZivUTVJd1+hPrrOEIjs13WUZaqITj6iPDDshq0PEI2rBNE04Ym21bmQ2K2ILjKNjBAi1jowMMPFi2rYw1iSJkjEBoiqp7G4sgJmBI844I+IuQxoGk2h6Hr8xa3ywPUoiXG1fC1tX4XRChSeBL3mpgt2EQczSGQKoQzZoofnQKf2v/RWWz5p82oUw8af+XegKZnphyvXXr+iAW0909X+PxGrPHPiETbDfALVgHFNBPbXhkiYNi2qxYXXasGHN2tjguPiEYVOH5bX8sMXa5cMWjNqgra17KPT92DNasNYrgKmh82YR6snos7U7o3tq90Vfr/1N8P1acVIIJknAwkecJMsaHE8yhoj9mYRKhVOR7PBhTc1s8/Cp7DeH58S27CXi5dnV6jr1FfVf2r+yvnFNOmTN+qqmcEN5IDK/7so6VJeo11v1u/RN+oDObdK36n/TGX2PB/ddOV11Z4v7zJs/7ogdILMH6XRcn86TcX96xuVFPUI5bUdO1xNMuAc92xVxXCUSUx0uy6fNjtwbSCQEUHwWMLlGbkgwSt1F5kVgojkkY/tlCYeecBMHSg7wFHbV5VXEdXVDbH91XNcqliCxilRektG4VSTqTdqzilQLKeS2q+gNV3n+fFUPusDWa2wy30o6MyqzNcM1kyg6ifVkegbedog9nr3blcuMbqY5w2Rl06jm3ma0uRk2h8kMB+TkYdHLSoerIxX13rQe9Z4JXe9Y17YvV1/1Av86j1J8K4/4gOdNBoozgzjnGZnjdRrOppzGR2gcm44z5mlmg9dpTJuWhPKjxw8W8ZHJppyoUzZrYkFN5wfrK3rSNNuR/egj4j0fzLb24c2DzjxLxS+3OzE9b6YYQCPQdAYF0B7fBZhsVlX1uh5mBEmGJGpkpoHSjBIJhxMBZ3YYoVjb2UoHWdDZE7yZJDMkJjVuLPkb01TjTg6DaJAqVAYDoXBlhuEFHTkD/vBBTMvFzy/euveMFd8cs+TdS2Hj5PU3XlO2LfLtN25f/+wsUwpX7E2Ev7XvynkNV1x+2WOZsltmT/nRbTNumhHQtVhVtfztEae2tUfa75hmX3TmyKsPH7/t1PHw/dqEWTu9/psLLph56lWEj9diPiZ5bhOUIYvy8XWQU40qbgw3meNaU9tSKJWqSDQmTkssS3Wk+An+llBL7KzQWbG8mNfmGPnQhbHF4lLtMuPboW/HelPvqO+G343+yf/X8F+jfy47kBpIRdNcvVEfGMW1GjZ3ljGLu4R7t+wf7DFTNYM6yyMQT2AlKQcTukKG/wwGvSMlrlVxKJBdkYtUvaFAU7GVBcoahXVGGSiUZ5WIW+Ny1MsAHfbK7JzJ9RQykwMtt6OhUAIlZSUWeC4IfQ4Id+Z8jcDy0pus5qU3WScjTmNhjUUnkXFnsInmmGqEeiHsgJvhNngYsinYCmdCBpIAGmFaSAaxlxH2ghTdkEadoEXQDSm6iSnZTdiKHhoitwwjtDSbDmSC0eQZ44YEiAhwlzv1z3TfQQz+/qEMQRCP/+lAIUeBtC/HgO6GsqkHnaGqCsvH6VBVXnAmKs42e4G6SoxgMvMdCpqgsqKGCYQHh2HDEU91L9/+ra3tduGLn+xdgppm3736uR+uWv0ct7v/H3fNvOvVFYW/Fd7+Abzvhdl37H/tjZf2Y5tm1sAnTB/WGzF0kePfhwcOe5aI7A18lDzC8AjTI0gXlcZvmvQbDWgQ8TkLLAMMYK2EIkQSrAL1oCCSthZoWwt0XLRgkrYWKNfvf+slGs439+UbyJuOepZUmEqc7j89fK7/3PAC/4Lw99H3mYe0J8wnYqqoReXF6HJmMbdKXaat0Z5Ud0g75R2qGlLXqn9GjF4x37jSuNFgDIjVgJ0ZRStjF+Db6gCbwQFwGDtghqGAwXtM4FunEyYOhjI8mBs5o0oXqb6piANa2XOkRDd8XjwMVCnZFLZUsANt61kncWO7eIa222pwrCOF03gXxZlNQfZNCq0YhdbURNAT3kEP2kFXeJfnglWvCzAltApI0GndgExOIFCtLHjT/giqyz7C6HjTvmKY2IFhSbn18mnnVk6j4SRInGj86fIjpHp1uVe8j0WnmT+I/2l+AAO2rThlIBktZWENYbERilhsvFpU9CpCcXzI4GgpZ0aRJjJ3Y6iYCKBT9LZsL/vbj98t/HP5p7dv+UNqa/TGueuffeLWxXfC28K7XodlUH4Oopu2PhpfsvTnb7794s00Pz0FY/dDZ2wk8lNZeb2MWK1aa9ImadyYwJjE+eg8+ZzAuYlL0cXcImlhYEGiN/UW91v/+9GP/B8F/hb+S/QjKhNDqVQ2RgTptBiRqsJIVKWNDE1AY7RpaLI2JTA1cb6c0y7VPuI/Dh2DR3QTBhldMQ0sKxXBB7CwxFpnojxEWBbHD0caIdgzaLGDap8xRK4aXwu4qpxRbZpv+KDps30LfGt8WLISZnHkq88iAsxHbRgiaX08YS0flbc+GkYnqPDpBBU+ry7P59Xf+fZ4d4dF60pLLE4T5c0p5eBsZ86qErysJsnvE+ydkntBeF34UBgQWIK/mQIjJCkTU9NASDrMTTFJzTMhRjEZTTbNKpGUxHOj0fOicKQ7nXJpLDFbDrqBdfIeFJWk1iy+nSFiEpvODBYqOpAVR1YqguHIytZGq5lG3cvH8JUVJPPk4I2UspZOWjF+0b4bf7tq8Vu3LLivvqs//dyq1T98+rqrH137yMbjj2+CzIazJyL92BRk/erVn7307q/2OTUR07B+TmJ5GcSYC1HMhVMgEcQeTp7LS7OVRcwS7kppkSIGndmNaasftM8hVFmCzl5kvcMdCxyNsaOtCdHRiYnW9NjExNnWvOg5iYusK2IXJa7mrw4eRUcjJghBQwuHZ4VI0oMJJYwOc7OJTJONJ2QB7EbPEn71NFmvTTvbxHLnXj+WZWRg4OH/7+liu3JhGzvuf6D5EM2bhk3z6tupTy/VDGvapkEtliL13tWZJrLeRUzPFEyF9nhG8c5cqLGoEwaHEIqerjarBLtqWJOHGA9orqiyszlSuFoEUYKCyBFsCQofOmyEgGious1naUnDQbwPA+ooDQdML84VgT9wZoto6W9vcWdIcIfl0krouF0GqJpagzUCN8olesEbxNNnzRBBmbbUBOYoE/kZU2b9roiT41TEyYI3IHT+hfn6rK+xPt9eIuaciqiAUE7TPbCcTq/EMxfuHv75858W/gYDf/gt1OGJT+TO2xZu7H8Xna2Oz91+/TMwF368G6awnaLC2sIHhX+Z6a27L4P3rj39siedXJAfA3EN9yYIwwudyqiABI1ofXRU1I4ui35ffVh7RhNjWq22LdobZaM0NBNLNZWJGqMaCRkGUTbgZxkeyJsCMDDgd7prV85vs4PDaj2hEHZHfyrYoWABg+6BtGSxa/T4Jlq6mE2kmjoAjNpEDEVtDYsh10uvpR56BRFMYLjrp3/hFq0E3KKVz6h1RUuf6fy2PQPH6DRb4PFIdC/cDcrBUSgDz5kv9jpx61vMFios+rJ9ecevJ1OZNvucoWUB08dLAi9i38aUrDjw8UYcYk982E03wSwWI8vjO4Ac8pNU6IjupQwvG7TuRHbnoW9scCpWK8c0jmkaRzLXYYH0XhkkE/Z1btrkj92y+qx58fEN50x6/XXmoY3tS5qmnG/9QJ6y4FsbT1ziyIrTCmczn2FZQeasqaM9tUBRuMBwpTpwljI5wEtl0bLhSiYwvLJZGRs4U5kSyAlzlMuUY/I/gvrIyuE136j8Rs1ZNR3DNw8XxpaPrWsdPkWZUj657rzy8+ouFxaWL6xbMHzN8HdrPin/vPJvNb5wiA/2oO3dtQm/QC0eMw1GUXtnDQU1dnnRDbbJJRKGPLkiocqhYGN1I5lltnRm2S9KpsnwpkGqysnVkcgbYWiG7fCC8JowOxz3I5o9nOqiMNVF4aIuClNdRGY3o3s/c3QROYrMdubqorBT244JrDaPlcipY+411Vx4pQGrQUXKg2TKg2TKhWQ4l6p6wXjd+NAYMNiU0WrMxLaeJ1oMV1+NzBlUtBgxAjyjgk6klSB35MxYaFD9ZESzw1eWExWVnTEoXdrdugmzVEtRNUWlzlEyF+BBd1aag04SuB0bSNgqwmwaYgDwJzhq0eMWVyvo3KW41fmgv5bKD7/jnTrmPZZTWIpg0KVgKOz4mzU8nYGGaK/wGG9IUOm8S5dsVRpOX3nD+ogOV2977/C3f/3dvdc+uei9zT/97MEnb7j+6S3XXv30nNjZ1Q0Xzx237Q7Y8v4DEG58YM2JxV++fvWPmGG/7n3hVz9/6eeOTFkHAPMJzfO/4ow9DGEeD4bJWJUDNvXxq9kxzGRmt8bSXcFwtCks+lRfgOEgMBKcEFBkdYhdo5bgSvVsHLsmp1ZLduPYpgEJ9kowRI2akE0HpdfSZYDARyIBFR8dnk7dPClGjpNo5I/OwU4jQBLJ1VO3kQxop9tHd9LRDDNoeUK4aWzTttDhEFoW2hzaFhoIsSEU8GAU8KAS8BAWqHbKsU18e4fJhPdpzDYHAEvLN93I4zE7TCUa641wLCnKPua4iABREYaoYzojeMasSKm13Z71hje2Z48MxZU3rYTjHpIAJZVlOq8L1TqvxqEmYikGSEDxJpAlE3fHdyoykBkOS69R3Us5MiuL4y56A/DoLOlBX6WPAEbH1Lru7/Su/vG07lVLZn23BTuGX9yTf+Lh/vno0XXXnXvnDf17sNxajwHRQsZEAgHJzqhI+eQs7eAcNpiYGHXDzSdKQmeDNFdCsx7dnUOK57F7BO8RAiaKJ+0v8bMGaa6EZksyzqzbu4xH8B4hYKLkTgej9IM0V0KzxYDfuJw0lvTzTKlD2ixtk3qlD6XDkgCklLRMWiNtcncdkAYkOSVh109gESPxzJ6BXvcMw3LMdyDgOZ6VeaGaA+wmdjO7je1lD7B8L3uYRYBNs2/gLZZ1Ig5oNluEGkuhxsrkFliqOFlPcbJeLRBL4hMygR07QzwZcMvp7yIRWGVLfxIpv7w0fTL0Fd/FyhxP5mCiPwXh/NoGmYIJQ2p9d3c3+5fXXz8eZDPH3wVo4LHC2XACxYsF1zp4KY7u8gi1WKbjEXppVn9onl/1CK14jMe0jEeoHqG5RmZ1juWquVPYRm4tx4VFjhNYFrGcH0BNQUxAZX2cIpT0SSXtE4UXEj6jA9tB4TDWBFq1LHcoMKW0KjMVhozOsseRPnBHa9EAkULDn0qSRrJU0g2KSGNYVJ8oUX9gS/kZJ2sSEhNqmWGSpF07aJ1OQkBZOhC+2CO+xsZ1puhMf6GLppERTTkOJV2IA4fjTyrBjW/3CZjrbWmpz1BKuyrr9hV0Zr0mBUdkRti13YXLKsamxo3tbpx4/1T201//+l/XPahPvYedd3zzvukXY3GH+Z75kowlZSxnjI1ezERJX1ctRJmk6NcWjfrilNbuJNd2Isc7riCf4+dKjKH9nTvKM5I3Z5BTFS57hOQRZPSOTavKZzNXycji036akjrcZdWQFNXhbry2OLqDJqEP27fiPTzLciw/TjoDw4EfIc+Rr2JWye8yf+aFJ3lYyWeEarGZHy+1ajO1NraNnyO0STew13APSi/xv2Hf5g/ynwr/5P8lBi1Z5hiGRWQgqyTiDUkUq53hqwzLVjtDWmXM5iypLWI5UtChKEBme6BhSxxLEyQVItkKpmmkxnSGc3Rgd2pw7KoHY0V1J/NSqkGRfYqwR8U5WFA1hNjebgUzsaQmw5VHU3VE8QmcIdxUUpCAKVY/NCIEaOAKRFXtj+VnXFKKTApM14wmxaLtR0mx6JFsXzGxjN3vcDOpV2K9Aa/0x6AwUsUWhi7dNLs2TYIp6VYGSRGNDCHKt7c5k2zbsjS8rFkSy8payEjVzjIyYPWtzjRdbS93p9Kmo8jagZt+5gd6O8vpQKPOEFl90GnSYa54RbdUutqueKPQSDyKXMp6n4ViIISvFgi00AWpw++MkC//dXvcORzm25xkwmCBKx1wZMhYarOAFbFKZXlHlTqlO95IWJpEFrAEhM9+WlgMX/ig8OiN3O4Te+G2wur+i1Hq2sIFmI9uwfpzHJ1T4Kavas9iavZrdOVJOrF46NdowJM0XclZv6LXduU4qr7o7AHjxjuzCDSNcdajRjtr58f4eu1qbPMZXIrbxH3IsTPx4jDHpLhl3BpugGNxk8iIcYwkciZqLAWxh7QJwF5wmPyq3qDF9OWgxVRWYjE54HT8P9F1/rx61oEBr8LVVWZgBjtUmRFtRpJH7swDdOsruqsLyE7nud12SzedhMCzc/kM9skqmStpzc09wF8izswh44YGaV8JXVbSxokSOl5Cx0rospLZBhMldLyEjpXQaknxplZC6yW0UUL7S1w2s4S2SmhfCe0vMdFLzXWrhPaV0Jo7Ik30hqaR6gB7uqI1VbMH2YPSH8MfpbnfckfTKCymK6VIPC0xTGUywQeJlyVAvjIWNeU3qmFH9eZqVI3VrF7d4YM+lkYwIzR6SbOnNIIZoNOl0p+EIUDxIRrHpFrWR/OmPm8o1WA0swfmuyJe8GlwKI2bKNJykeqOOIzTK8WLV4rTK8XJYG0fuVKcGvFxGkePE7lK3Yq4Sq4Z93K1cXypnQA1VnoXqfQEdKUroAO5ymr4BoAkxYBSgIhphorpsq+IaWpGgJDrO5zwIiFH7AB1IhwG0B3JXVXdA6/uOtmscJJN1BctSUHlSyeqI9v9tFaofbkzhUErkfgmmfmsZCYeXQ34MwHVF4eWFvRcDC9S9m+NRFs25RgWlpBXgtgU2blUESSGT2KycynvOLcNZBSPx4lB+usuYTqbMHFJnARAqXPyaMOTi1ffn/rOq48821U57xvL/qt7zsVn3TSBzdw7Y/635uzeurO/Bv1g6fwJ9z7Rfz/qvPrqWQ/d3f+O578ewnwdgodopMXPMbwfPW32mH9mPvYfZo76eZZYCBUYt9eY8AHzjciByECETYsBPRCysP8K+ZAma7qqD3Fi9RLO14tObCKnV0Wozxqh/qtCPVeFeq5K0XNVqMRTKugRNMFJTUbqueLtf7kJT9nNhB51xh8q1DlWIP5XZkSIhI0RLzZyOIKWRTZHtkV6I2yEQY3BkIe9kIfGkGd5haiMPtrt87kTJ3yt8yqf5Lz6SpxX1pXIvbZ1sjM8I0yn5S2+HHf2CHVoh3yQ9eZAoeOOW/sGPdoQ75NkURZkhjczPl6PQ0O2XNiRqZvaifkQtyVNDmFwMZxFIcV58RIPTmOdXH0pltY9tur9BY/OMuXuYUu+ueIpNnP/1snLpjfc0L8Crf32FRPv+VX/XhqbmzTwCVuD8aKBKBwgiNkZpL+T4yeVMDQuRGTQIkJF6QeWIEfVM/hvijm+TbyUv1wUm8wJ1oTQmMhkc5o1LTQ5Mo+bJ51j5q186JzIFdwV0sXmFdYVoYsjV8GgxHPaBcx53HnyBepSZhG3SF6qyuEEK/iwjAwMicAFSrJBgWIEzswFquI02hangBOKPxQm0JyPm0j1EuyUcIcROxO2u0ONKdFr61XVTaMECARTSAuMUCwuIanCD7GspLXvJMiPad2DWdFh09005ETMBUDVSZSXzvcJaE4XJCisaPTeFV9UfAM6rw6w8aWJXETAS1MO/ric6qadwOgYCfS7vylXiiWzPZvHJmp+KMK8ccskPUSrsc7lzpW+xX1LYompR0XVdsXnZIkUNuz8mJxQMpR5nPPDGTRuXxpgm/TE7b94D4au+8sdHxb6nu9ct7az67Z1ncgPa+5cXfhj//6/3AyTUPvVa7/69S9ee5Xial3hcrYc48oCSfhbKolWquYI81Rzmsm2prelUSpdp1aWNQQbyk4rW5buSIsTwhPiZ4bPjLeJF6jzwvPii8Ul6uXmFeEl8d70m4H3I+/H3kweDBxMHkgPpEOVbNbMBsewE8wp7JnmXPMj5S9lBVPx6UwoQco2+FBCV4AeHQKpaAmkokVIJXLRqjdkaMq2vEBeI7NpCqy07Q6OOeRU2MkRb7CM56UVJ/twSjhkwicGHTizEvobUeNgOtETS25e0Y7mrGoAvr4iwyvEMEsKMcwhhRhHTy7EoMVnWF/RQozUGeMicEglRrEQI0vmnR7c646r7qMCaWgJBtB9eoiGaXUFix0+0cOMKGoyGlYjaHH1GBm7RmcFr/ExJZBZ98SEey5b/8biVR9eN/eukb4nV1/9o6dWrtheuJz7yYazz9448MDjheN3nDWh/zjzxP59r/32tVd/R3HzzcLlzAGMGxMk4E8pbpYqKIuGRU5B09A1Kt8abI1Oi3YkNye5Jn9TvDU5yT8pfq7/3PhC/8L4guSa5Fv8b61D/KfqZxGzDlWo2WAzGqNORVPUuehy9I76XuTPoU+jh+InkAFZLRBLKILOBxIsBktYbwRD8AKGlDYMJgEASUgb0DRsY4GxxmCTNAmQpIgxaBLAKCYBDJoEMGgSwKDmFA2/h0gfGs5UWrxzOB1qZaz0ebA5+Wcp7XDOV/WVnPNJNQ52bU6ooiKQhvkFGuYXQo7D7eQOy5InB/jd+H5JcN8L7R9p+SpCHIBANkABwio6rykxChBlKECgzy1zoGmjMSdlnYcPu3/2Twp/u/LN7/yi/bH+8ueuXvHk1tWrHi9cjsRTZsCRUNhcuOXJO4+dzmzZv//nL7/19suO33IbBslLGB8+SH//yT6l3g9NFlayTezp7LnsJexKlpd8oiRKmt8naYARoUIFApCl2g4RihVpP/SjipN/67O0vf999Lvoy31p+0oMCJ5K+iG2qxMA50uiDjOsM/Z9XQD8oJk/spxMtElaudn7hS5gvrLu//H23oFRHefi6HxzztlTtp3tVavd1TZpkVbSSkgCgRYMSIjeRJXBRgJENYgONtgYMGAb3HFJjBN3OzZFFGM7cVHccfkljmPHLQkuKUp87yW+sY2WNzNnVxK273v3/fGeyjlzds+enfnmm6/NV0wse03rGmj1naTCJZEp9ae4wQNkyoHypLYxJxLev/Nnwzsa5l46fOTIoZfaA3zsvtVNQx6KNzYsWNP7WwrDhgtfckcIDMv5ANPL+zY7+3QGD7V41TDETwxYBANLJcQuKh7U344MaBcNaIcHtEMD2sE+YXJrCx+2h4fIzfKoSEu4PbxVvlG+NvKg7bFBL3BG2eV1u8rHDfqdS/DhGRirlaC450nz5HnKPP08wzzjUmmpvFRZql9qWGrsinXFzTTcNlI8ODJHma1vi7Ul1hatjWyP3KLcY7g5cceg28rvVx4x/Dx+f+JY7NcxZyKv1IXzjaJ8I5JvJDSDXO4e2ijKNyL5RgH17bcG6uZI8ahB4b3BmIPXlxV46TZk2DOIOa54GjyTPPM9T3re8ujMnkLPKs8nHr7Qs9+DPc8SNHIQDGceDRk7vV2lOZlUeBswAhVYfsBjdmcV83SgydIAyuYVLC/ABX6HyGtOtsxo/nneMP55xkZxkfeX6Qu94I14MjZ3VSX9eCXbqnZrR0ooPKw2sCdIP+kJ0k95mK3Ow9wO6LsjZI174rn9gZPHCMkpIc877q97uwRK6FfTx5TkM0CU5MlciZZwkDSezk/6sZYSL+tLKF5StaDyuUrcULm9EldS940IcmtaIls+QW0aCGemDdpD2jhJOxnMEUhnSzBiZszSzAZiDuao7rdUlaRVtRmx1bY7tUCEjKXFHP4kb0b0VOT8KghFHJjhnMgayZ41E/Puu8nkaupdMUC17KEuYklaFXU1892l9hgaWU5PfdleXZrMn4mXBooE+6CYRbWqNpXThY1BH5ITog+EUnII2MllyFTkQ+Eio0EqVnyQiMuKLsn7UKFaQLUDLccrOzCltCR59dVXowHUm+5ptPa/AJqSigAK9LFYQZlWPrJM7/F6HQVMCnT0OwizQvPfqx0Zj8XLMC03/4PYdfJLU6ywLdmGo+Y9W7ZurI7e8tKdk0bUltw07cpn51gOGzo7ti51OlO+a391R0vHS1e+9T4M8y9b0z5qWJE7Wjn26omNmxKFyaYti91T502tKfIX2JRIesTWeXPunfk4o/mRC/+JS4Q7kQtWMltV8CLbkP6iIN/+tjigrRvQVmgu0Ri1kz+XiZDGdg8gMBgV4JBTlZNmhciOnN6shlEYjD8ixOXSnYWJEGeAC6I0Wh69QLxC3C4eEHlE1IhD4mHxOfFtUcfSG+XyHJ1jK0Gk0ezM91Oz2eQaucxH3zKspgoKFTnpNkFOT9EUMfE0XorcMPjIou8ZAlkFdm0r9Sxl2D002p0ybEs6zaqJ5LUE3xHOyfIYcXqaCbgyIy8HInVYTIrM+LeiY0W/KitTOYUg6tIcx6j7h6WG1WhkMdtY9Y6vv3z5oGuvPXb8uC2ZCNx3rzq8/Wd44fUgLs/ecH3vLRMGeTV+vYPwmk/5GOn4SW0/3UudqRyuKhy0OWkKm68yHqu9KmmDiGRzGsDm1BNWbSEzgNLOiywQzgGSmXOABcIZdbuoqcDL7BAuZoFwWZnrRV8wgovxaVef7cFlzzlh5HbNXcy85aK2ByMF+gUXPOcC10Qvi+2nZgfvV158hfeQ97D3gpf39m269W3n5bbqjtFd/T7hgRYfD8pvy5/KvJwXHuQ+4SG3oa+wbXwWIcS27pndQWab5vJEz0Vm39zO+A8NDJogwTyq6+tyFd0IqfHyqsloNtIYW5pDntOpvMGHjJJF20orKblaC3cjAh1BfwszXXF6p44hQkPe1VrzHozH2A6aqz81K9ew9d1Lfz5J1XfpLSunTLlxaNc9XU0rJlV34pt7j91Q0Thl2v7rcN13HzA88FK/CoIHCl6o+VcPiLUfEGKPfjzEHjv7TPsDhXKp30ebZkoY6H/tEiSkSDrQ9YXPR1iaulRyYBQ9C6I/WS0AClvqFMq7jZY62Wn1V0n0gAnDOkbOkDsr1OIrB0JVKEEOTOOTw9Eq5CQHcvVB5qpEWRUKkoPZUIwSckypQ9VKE2pUWqAFz5ZmyYtgEe6QOuSNaANswJukjfIGZTfsxru4PeJ10l75J+igfJPyOPqZ8iw6KR5RXkW/Vj5A7yp/R39WvkPnlEFkOIobOZUEokWJJqGMIgsZq7NKIIhcla80TnMH6KjISxHezFI4IMb1KCxYgi9myCZQYa9iQTDoadDJR0kCG/J/JnkmiVJ9SQZqFFGSorJil2UFcRhHteBrQVGQokVS60RF5hAIKQMYwlImk5G3y1g+Bb7jGWG7gAXSyshBnIGw/q//hyJ0j9fT29rb6nX3nG3NlWzq22mz1F2cwZGGl+UCXvp/Bgb507h+NtcD4/pZrLItDfBEdvkvz0YL3cm/P5Vdycd6r128avp6fF0OL2ks40mCl1bh788Q3OrDSWrb+eUAlx1jbvcxVwoiv+ck9HlX4D4M5S7afOrDYTUf+qjrD32UB7h8mfpDH839d1gH3CH130F5Q757F60jrXv56GcdPyB5xfmLDLi5z5gNfXdYB2TFkPrvEPvvUAYkG+DzbaIwhQfc8eWAPfG+2GpLMK9khcnITLlbPx7guNLXzqeVtVINmrFILchMl7O//JYVH+dZnhjasgQN2hvPdZk0d5HnMinasmTYtWLhABmIXgQ6M8FXo4EV4zFYAPMKb1Fy2ywaN7bQcoxn1N+dUX/LMszmdj0Z/vXLUU6zHUr4YgU3W+ZabrRwlqBWtTlXjJXPNyyUucmFoSrVX6Bt1GdOFkaqeJ1Btul8sscq8IjX6WW9SbKqyMbZRb/k0xeYIigqlkhJUxWqFodIQ02juEZdRpwgjdNfYm60NFvnmqdal4lt0mLrJt1mca30lO60+YT1X7rv5ITekkAJY9yUMMetKXstqrFukHZJB7k7DA/Bw/hh/YOG4+iE7rTpFf53uvflL/kvzV9Yz+m+lf16lpLNwI6qTgsn1MRkZvPNERafYjLzVmSRRCkqmqMmasYyiZwRDFHjqQu/y9RQVmYk9KGE2aqMYLfpFL0lpiQt0/mpyjzLcstWy16LYlF4Qi3odGgT8/3cEKnkuZSWlEk9S381EZr8+TJ2juWMEAVZUSS9waCoFguRIsYdE5CVKARjM4sUsyn4okWUgqLFak0Kol0QRBOZ56jRZDcaTZLFbE4qkp18nCaSyNEyhEG08pLZYjAZWfesRA6g9UoocbOaaYZFxf61agSaqH+7kSPY/FBGCU5SYJWyjUbq4hkZeZIFVlm2WWjanxkZvSrAArZhzBHy99Bx+Nr29SKmXHgmnGttdRPlgPxRMtjq/vEkEjm6aGHH/0UOCdGk1tN/2qb/4w4XTusL2jUGDUH8zIVPiWL5KVn/b3ehcnPQmi+Yy6J4xx2umtafR0K68PYRsRzY66Fp4w6nByaZkC58ekQMam9aLy4ZRpPevX2CqF7kCwmvefuoWE6/5iiqxae1r+/7xr6PuwZ+3HLh02NKkA8i+v7sfH1y04XfnrDWoUHkn3pL2Poji7W9b7pCWfrdi7We/+mHMgjGH2wulsmCi3MwLvv06Uca+PQjT91bPezEk9mupx8pfo8wjLvPWl7DK3sPvn4GL/ruA7z1+Pm3NNnWTGSa/yC8Q8VJTaYx9tNi1dSfYuKipEIDhRSHGfQ6Hss6rDOSxWBmqrg5lWTrgZVk8p00W8Ec9mi5zSd76uaYb+dvl+403WV+TnhO95z4ulk2Z5x1Xs4mO4xetRqG6K+GG/VSyjqTny3O1s8y3QEHlYP6k/iU4RX9a6Y31A+4d+V3jH9QP1Os1v7MEFaL2W1U85khaMvMMkMoCtb9MDPEIp2O03JD6GSWHcJsVmlyCLPZqPZlhlAVnRmbFfUl9JKM1WhfboiXjGCMDkwPoVNZeghlkhWsY41XGcKK+TKdfFVGIWLDyYxusm47K5t3ScYU5K7C4UkE9GMtW5kxrfWcJkkQQUL9TD3X84NMEGXJ1txCac3VJaeJIFj2h27tSE4iywhRn0O2LpO7oI4ladAX1BnCrjqO/NPro6E6laXTctRBOFQnZ/x9eeVns6065lLDJJKMgYGPCkhkci9O2itDmmjNgxuYFw0XBzNcm73zjz8v8w+KHnsvexPs++iDIdm/4ARkv2ksH5n+LmvofROaZ2dbKc6FslO4fxCc8+JfM9sdmbW8F29flFx+OzTfMPP5BFXWfqZtyr9rzDcMfff3bXD9wP+Qqjn5R/WhteF7aF2g2M2cnvN7zFadXmfLWM1BfcYQzKG3J5X0fuR1n/F6VHpihk/GZH3HzH4wU7h3+usS9hbzkwqXMWYIDgUT5VUqPYgG2eo0uq1xfdwQNw42DDZWm+606BPWhK3JOds62zbb0WHtsHU4NunWGzdZNts3O3Ya91qut15v22M/qDysf0Z92nLa/lflC/u/jL3qN/YL/oDV5jaZ+lIbOW16v483jzJfa+bMnr5BaOZZa1/uohqz2aAS/kLkYY/dZotaFTu5MBsIA4nqFbter9hoagC9jj4A+VU/Tvl/5cf+U7jhuJlAJGM/hadn9A3WjBXPt/7Kiq2nYOQJM4TRaJ9C32IwywQN5YZJBm6y4QJLmDLyWMpMIIQbunzBrYSZEBD20sKPBPtpQnS3eu6sRz3burrH61Z7WItgXk//UpAGuq7RtZBLhTLusIlQYXc/FX5ay9J54UtK4lkJBkaE7Rc+PlFTp4Rr6kyETBx31FlySUxnU22UllPI4f8AOT3pO+KhNQcyynKP2awoDJpMTtf2HOOaj38NSyyUk9l1IrUnbbMPHVTf5LLEBH12xQsfJcOFyT93ZZePiJRvbanKLn5ETUR8y8wFfKL3znVXb12Pl333ypMjZ0/TaHOC0ObfknVign+wdQI/zJOeMbVYT+FXJWyFSi3/x5sZmTRgeID5V76QaSaNYpyQU2od1CljYQweI42VJ6nzYDqeLs2RJ6vLYSFeKC2Vt8BaaYu8D3ZKe+Rv4Bz2eaQYFEtJuU56QHoPREo3TqqOKkwYGJEEf5spstYBHiIrWFKUKGAig2CghUXxZUJS1OmUy8gypZqazESqpEnBp8DcRSQSQfc0nkuGKNJNBrbHHTYeMgEyZUwLTNtNX5kElhgiQt8yrUXKVQBPIpiEVqELiENuthvtMatrQ5SA0j0gzfVR7aWNs0kWT6T2UnNmvfpZQ33vZyzqMKeRqabuXKmFnHmRoMXxYohJ1C6tQU+isCRXL5ykUKSg1ApTrZ7NMoRQ2eHjo2YKhNzpy5O+Olly+oZRCfmoq44ZSBRnHbaTf6+zn8RS38RjChHmT3Hlx5dTjU/QSnVrZiu6IULJazXoimgWRxAHp0OOBL6/c1Z2EtfW+/yqTUvhbzdzku7mDb2XbpHvZvuNu1AT9wn3eyQQYqbV/tXLnFH2cAUyT11YX8/oJSx9I4r6b5R1Omp89/ir6DnjM1uqdE/IGXItZ0yWKvlehL+EIcI3/DqUu0/zGyH3oScQp3JBjuMeNzy5iTGu3mTy615a2ZltvH3dS4GeT29NlGUOyUQyUHgJuVPdlWnmeknYBeEdNnaE6cDdnH0eGm69CqSD2Zeh7iBWs7XwCrySrdXObHzXk/F9lhvf3dr4dByWnZxV5kGk43MLeqVvgHQ0uow2stwgmDmrKDfAb8gAvyQDpPehDBuZmSvkMPe48SdPwS70PwytRyVj+zo/Np2MOF4PonDR2Bg31I6u7He3QkP2+Vu2Zf99BwzJvnQHVvvHRc9Esb6g5XoRXrDGUCVCFhGtR9+SMfsyJnxv3T/rcJ1faUpiqHsKh1ExtXe1ViP2ORa7yj43OPe5j8gbsSOYxnRmLHpjlbkQriiEQgXRBxT2P2B1sposoqsvHOHb+MXIg0IoybkZVC+4OYcQRoOMUc8YNN3T5pEcHvCp1OKXCIHK2wXCBCx+qyM8hhtrHK+Ot4wuGBeb413kaAssCu/1bg+/5bVZvclBXNKbCg9FggHpMW/2Yv605e/8d/C1mR9mqY1NLziN+U9K/4L+iv/G8bPkeZZLY3vD/E6017hX3evj/wJ/9X6LvsX8a6EP0Afc38L8a+g1/A3P3Wu5K/Qo91iI3+rbFNoUfqyIXxrqKNps3Kzyyy2LvCti6xDvQkPDo3GzmY95Sr2DwnVe/gHU7X0ff27mJxgu8YwNjInzm8Pri25VbwvzbfIKx4rAkvC+sGDlwkWZGqPJhJE3pJqBiIFXmjB1AgsVecN8ohCXEh2cS4jmQarRxBXakd9ljOrNJjumAXpzu/x+l2gijRNRv16fiDAfnZzh/O956/i/8w493+bdd3rznj05RwhRpUZduj/+T/ErkRe9paw0k6OKnjPVRrXqQOmh0q9KOVQaLN1e+mkpX1oYsSP6RXbmAmYX6FfY2S6RnTl+2XP7+LoZhfZP7P+0k76D3TPoNKTxTSi3U6RRpwk9bHso+XXeSjWhRwuKO2up61Nf2SYQbeWPNK849SI31ZMfUWWnPLNFzL07RKtJ+OvCYWtdERWNFE+dNxyt82YCdTmtZ3YrrVGwGloH/Kxm7j+BYk/YWxTm/mImayriDYa5z9Fn+Cz3Z/5s+J+lOi1Ibzb1/Sas25fxEy3XqKp6V6ioyB/2eqN+RCR7FwZw6aM5pyGXn5FcVz6pQTpFE8lYcod8o1JLc1DjoknKHSqNuoiL8ZpYPFZNg4GdolY+3iWDM7e9xN2xcMGyBlfhI3uev3dzx6XLh3oSEHtp6l7X3LadXVXYnG2YePm+4waJ+2L7mL0tY9p2Zn97w+rJuxtvGDVqxV4oBWPJkTFvvHZ7O/y196mGN94YX1dy4UK+/rlVR63PZN3nakiTax+7ztUoJdcBdp2rO0iuQ/n7aU0xch1h17naK+Q6zmSMfJ1CEb2i7W3I1KXM5qjiaO2XAGAhyOXLDnI05tdDjUwcc+rhWrfLIOuC/5syT//KEGFdlysjmCs9eIJWHmyVWK0yG3tdhqA8WV4gXyHnCgnSfYMcNvZoue5ZrV9Wqc53nJbmBt3Asgm52jRalUD+KlYj8NsxgvHb/yJjz+WOJmMfxGCRywFHrivYdc6PkFxnKGwunIfX+FVEUCGLjdFHM1Qj7BVYfm7+2Ga6ds62qp+j1IQeVpaKFrmnSMMRzs3znfDaTTcxGG/n/gumCL8h3OtW9pzBW6TrJWyUoFeEj8lCx8/Sguh3i0+IeI64XMSSqEfcNxiDHtWDVLsKtsF+6lgFkzMOkTxPrJXiqJ5WBgXsMfxkk7aIqYPUubPUP7OnFc4imieNMC2wUDcM6k9Hf9Ca1b7jWC9lRGABRilWHNNRVF1FZFeXCUQY8XywZO6gmiqO737ngV31k4vHuObOJN+5nPsLDBNeJWPYw8YQ+434ZxEfEV8U8X9KcIt0n4Q7pWskPENqlzCWQNJzSHpMpH0OQN9gEObqte4jlpV0YOepZxfpvNZttbeHaimI9Jz0mfyQ/vu6JCRup0D2vsG0UBoYZRdpoieo2fp8YXLuoMHVHP9v0u+hU4obnfOnEdlhGvdfeA6DvQt9y3o+717Pkx78T/GfNvyJ+IkNvyW+ZcO/En9lw0+KT9rwveK9Nrxf3G/DV4lX2fB30nd2vFxabsdzpDl2bJAMdmy3SaLLYCaTZP7GRMZmMmIw1BtRvZHNUcq2Stwm7hc5EWy19nqT0VBvNpsyLm+VaR2QwddjoLO3n86ee/VD/bNHs30TfK/XWqihlYhSPSqrWUe9vEEjwGQ61TxYtFmlDUL7DFivN7nsNuib3gYywekfzHFo4Hzb8/MNt/7YzA/AAYwaub/giQwHXKiXwXIig+VX0ld2DBLY8afipzb8tvi2DT8nPmfDh8XDNvwz8Wc2fLN4sw1fI15jw1eIV9hwu9Rux9OkaTlYmg0EW+yP2Sj0DEYCVBMBJ+TQp5yhD0EeMJnrDQSicaNrONHzKUCN63AfRlGEWsrgScS3eoZNDJhn85jVo+FV/nwxOPsgyRYJA6ckinabwYj6w/H6wDkQ89ID2jPzWPj7H0PHAYjJ6MIKeBsv4V4n8CzXaC8H0zImWfcGjfXHaJ1hpjaYHpSiBOYol5Ep8rMOVDHHezv1WVxx25KO227rWHIbfrPj1ls7SJvQrrMXvuCnEbxPgcR0x0UYqAnzmNGiVX2ULbQWCzsT0eKNjNPkrypNlpWhmCtImi6P0xmwi7FTeFqXtD8KUdI4WmgOkFOmzFRIxJ9AkrMHPLJRJTK+qSAYifP6WGGY1vHRE8DpS8vKXBXRgD4WTvX8tl79Xb3mkMHqrVODMJEeXHVa2XZWEYfOGasqnLLWJala76YNTU8jk2EnHbKrAWOgsNAjR3XRWCzpsZ/iKk8s98ilZUnEEj4kteq/WgB+Oq19Iz2lWZ44CJNZ0okhMUT5Njmx2Pwah64oyMXiRTXpGFkW5GSNDmaeaJzz4TWjamoV/Kiv9zKi217r7/1FyaHOXU93XHlHtv7eoOtOfwcHO/xrh4Nw3wuntyU2C6VTymfNnbrLYZtg3vXZgtGXvzkENo5fvqukwu7YBWNunDXldDvCNAGpQH5pTDYa2YXhrE48he/M2JDAn+WQIvJnCYMhmuFZzD2DK5AMd0IZ00rqadjpufoJFJspzM4zXStEeF2UHADx6HyQe+58RkDfoSD/HNWdDhNE28/qOMrodooJmo3oKEbCKfwkUQzrdYo8hK/XDQFInaVUp/fzBt8RP3s3Rt7FSKfoX+fkIUItX49qyX1cPc1dDfC6ouivDt13kKrgGgXrUc+SR5xV/4EaGgg9+3zctFnHBB4BUBJG7eC+k0Tpz+gkLROa90wlKy9BA5H1QJbRFzWfVP38LVjOyTA6+/T5/87eeobmNctwC/G7BJfdiOUzyDTrQa/4wKfwimwwmVWLqNMDdpPlYBMRz0kuq1EUdYKbyG02q0U1Gw16Oy9yEig6QY+QGiQC8K90RJt8QHcKbssYhQdQxmKrQh7PFddrKWkmnKOQqO9trSfIaWW4qsm9rrp8AkMia1LHGrPAuVwOwWG3q2ScilkVVH1GESj9JSu1Uj1TSeTLMxfLmJpbktMVi6d1IqHDtA6OSNPZxgfXxDJl9zbZ4CbOvnhn2bbNw1ZtHDKpuXb92sqr+V/cWFt8fNTC26oG3Vhiqr5uxqTrbmiesb/Mw2jJGtTDD+FPEFoym8GoEK2U8TcSt1IQdfJKAqlvBFjZgCdhTESGmXNytUXO1RNieLa+HqXOEVQ6xyaIoKYisrISR5aTBZWizjRpVgckSitLWLTa6Biyq2H/o7A/u7oHbn6Ynh/OrtTo2hXoT/xQ/kUiX23Vaofu57YLmBN0nISFp/Ec8gaH5xzFGd1pmEzWAxFr0GPwWJDHXomvZyU01om0j5QoEJ3ka+RJeSf0kB+3N8cI83Ogp9iFBZ2Oy2BGGysJsOtSZzTxABwyOK7gXj+f5TC++mG461i2O/v8sR/t43a8n8c8Bk4UMO0jWU2kj0IGaB8FrY+6x4IcV09EcSkogJDr4+etpIf1RFUinfzxPnJIpxOICsJnhO/3UYZq8gf80PPVHJy/wL2Or85edgwaoP5YdhFdv7Mu3Cj8Q/gtcqAE5lhPb5sfuzdGJIcaB9b7+UJadt1eaC/SlQilrmRsqFDvGhIbL4x3jY21CjOKZsVWCVu4zcL13PXCbegu7n70GPcuetf5GfrM9Znb6xeSqEQYKvCtws3u22PvxviosyRW5ayLjXWP9Y8uHF00LtYizbLMcMzxzyloKZwZnBnuEBY5lsW2xG703xj7g/vDmEfvBgeNAvaxfa1Mua+Od9vdJcIQgcecM8GJiZjbKSBdiLN5BUwvkBAJBMwcliIBUfZeVFrEO8BFypsvLZJRWrwxG7O92/IF92z5Is62fKSMLe/lausrAGdrxt5gyfYSXBLKFxnpr8nTV3QvFAsSktJXa0/PLIx65rqm9xT319rrL7WXd63sTwJJOZoWhUf4miVNpQqtBmprKxEoWFiCL+MgVF80u2OxSCDhdEbMOMNxYoT5s4ky4a6Ui5lz5XfSBFMoPzzTTzjoGtRIxYBS9rRsH3l1cK5eH0tVRdRU/l+719T99Cc///XL2WeePAyjX6U1/Fb2fv7wisc2/eWm97N/At+HS+bNbf9Ja3J33Za5z8G8D96HttPPZx/44Hj2kxtSrfdA3VFQbsm+lyU3Z9+MD/XQdVNMdKjDNG82TPuBD1RfTUxFaxxtsZqo2cJMhI4maJSaZE6R9HKulgdRCJHJCPqAQSKKJuEzRPRv6O3ObU4kH+OBo2tGVnhJUWIFoaqEAt8ooASBt5PXlYTeXwX0QDNbHyNnnno22eir5CNCQNRhvRIwIEl5Go7T5QzHMz4klksZCUvNhgYy414TIEE3BXmMtPIOmeMJ1HI8kZKdCedWU9HxvFZ1mPzXW+rYZizbjltNDcm5LepuWDObxSuxoHUZh0N14A4x4/BxTx0Oe7TdBbaNcBQQLXR/fDmSmOWXKK66XOWeZM7wO7hGM/yGHMX4n5Obzr/Je8+/Opt7uIt7rK35F784Ly7+BZ2H2fyj8I7wApEhVmsWUa7W5anCzJxJTUbkgmPxhk5P1WSYzBFMI6SWI4yXeWDvJg0q0sEu7hRecAx7+NVPQUozB03oodWlCO9TmbGTqd+k59txXviEIi4N79z0xX+QPrhJD6Zd+LXQI3yFfCiGyuEb1p/txagEomZOxWEU5mrNQ3yjY2PjoxNT5XmhqbHpZR2mHWg7eeYO7lrfTv/TvvPo25hT7xdj+jg3hB9W3gzN/NiC0cGm+LjSuWguN9s/Izg7NDc+tXhO6TLowJvL9+Gd0X3xn8nnwM1zepud99l4PqgvtQd9pbwVUaPCUEXRzTAHJXLk4gmzqmLkj1ktFihJxKJ8gT9ezodT/e1BhVhVyy1gJ3cU0rJHHm4QPellotfpu3BpKsY8Wf/Hup/f/kjdT70WtxKshErLaaIEq1CRcYVjDlbqz8FoTNABDk9Fjsy0UrNbb09/PU9tOnoaenOGNkQ5S04ecdXlDG65k1YAgJneEhc+PmGv84ftdQmKiVbStOb2uVpzma38FlU1W616TyyRKIz7/YMKqbHMQ1adRz8oVyzUU8iIkof7f2EsY+WR4jFqLmMZGyPUXFbG4miot7WsJcVCRBP508MLD7cEEieyJ5/ae0VLJ7m6fGQXjH5516v8pTfM/0P2T041zdX3eiaMmLHwA/ALVc9Mf2n7gqvu+WP2UFc8MOOZ6b++7Te3/gkuO9H4SfNgSqnWzrnkcvzh+ecaPCGoAufbVB7J1l14mSsi8iOHxuVqmSPUwGE7R5YDdwquzChEJsdeATz8m0/B42QVeCaStf85GTLh63W5Aj90c7dPFSSjFSBNHs1P+Ml3x+p0hm/OabLPS+SwmY+R79pCv+s4pi6MAk0bqTLfzZ+znAsoyBJ+nM2H4vy9y6gZzr7qL2qfj8fJsPAFVMB2vX7Oa76HGmpQlelzVliUdU7RvAdzmRJe6mIpfUifPiPrtFvY22fHMhEph+jTRHF+nX//X8yVEaV62XL3HUWahSWv5X72Cf/op59qY1uGP4IPhTeIJtHJnqPS6g8c+RclBDwno1NQeEzivuRP4Z9nzKIogSRXA/kSbp0yUyMvRFL6mmV8qFdpKrZ6zaCseaf5niJfUpiRxQzPcQDMhpGmCEcEKhaKpROrqb5tgXGLNg8/mFqOP8IlU4Jb7EuH9Vpo/zzkhetI//zoZ6x/Po43uPE6N5V0znM8kcq9HjcnGt0eq/c0vgz5ofCExRhvMIHpND6FFHxZxm4Bn3+IWGz/FTIWm+LIU/DIkhxnoDYD6pree671rNrba8klM9eY2XG3xc9ZvEizKczOxa/6jhuNXsVL4XJUsbDxnK2kPJ0Cd3DN4EhNLpKMGg+YPq9pqA6PrrgBgr7omFEjRzjuKNi/644bhpYemlYE1+CP6upa3gkUJ8uHpy5RV3WsnzF9XG3nsMgm6leBX8e7yPiT6Ek2fkuRpNqK1Alms1OAeDm54xkyTIGMvJjA2VDgic/3rvLiBi946fidZPyeAjAfshUH41Jx7BPkKfbGoRh5BuWB0KNBofccA8MaCgcCDTqi8zQe3MJcbY0AQpFq1utVVRCKydhPFng9HqezoG9C1bOVzBCQpjkLUjltqC+uTtQV1Ti/DxidyCqGFoVjoZvtweTQxpammQaHSXJOGVc/tLbBtb/4yo0HdjReMnv6T2++/lbuPnO9MzCxprIew0qoT0arBg1xLZ2+bHJNi83ZPqp17ypq3z0NUXgYKF1wP4sw/icC/Dcic391RICUSj3RyTQSZgwPZ63wD4g+kfuM4Pt//ozg+/Ze4bL+zwD6nz7zWf/3oOxpGNP/Gel/8RkJ/fdpacBn1P/FZ1T0z9Oq9hkVLUJz+Ln8RCQiM3KhQhRHKVSDGlAjmoRmovloMVqFNqBt6JXMwiXLJ0+fPm/Wxq219VesTQxa0BYZ32SQRmV4JJFffzBSPygSGVTPzfJXldtV1e2f2Lx+zZrLF40ZedXmwZUrl1qdU1uwbsjwFvIbvnROwDtn89I5c5Zu5haFFVNJWVksvAilPj5DJN63z7Cyn6mU+vYZlehKpKmeoc2B/+w+SGln9U3t/u/d/IP7CQTsReHqqnRlPHe25c6u3Dn/vvi96++fv//+96+j33t+/vu435ZXVZXfSg//na5IV0RoK1tTSX5+ka6oSOOp9NjrpS/gHX339j5RXlVZyW6GV+h72Xn0+N/05ltpi7u9kvoOVKSz76XTFZ+QC7iDNFrow7aQAzxbmarubSKt28rLq3Awd1NWJI0v6cferyqvKiMNRuu1PHCEj5lRh2abxBe+zJRJhiqTTvbzZqQDI6czRlEGZapqq1DG4a4yE/TBk9AFmiuFsDiLSukC82wEr1ud0Ns9/9JWKsiwvZsjvMzSHPJmE2Na1I9GYLnN4jTVWQ3NdQZD0iNvHzsqPLhwglPpGvLixDbbnaaJRUv5eRo/GvBTQfA8ewYthTS3jKgjPlR4AhUbdMV29RlC7hTkJkcepXo+7IFUz8d0IdDvClqqagangxwrGCGyWDD61ZAeO+nu7BlygPQ99vBll4Xt2hH+dqRtOWwnh+z2tTXz59euZUf63b9GW6GefLeCjGhEhigfcvFOIywyrjdiI47xg3nMEw1T0M3kgNOfwkTHl4kumDrzUXdvZWs34YKp7nTrmbrW1t5ugqQ11aFqoEGxRQ7Owo3KXg23bV6y5MDnW+/aAh9kXcvvAh2I2W+IbPM2GXMFNxsF0OxMYcwx2EFEWFexaDFYi01GIyH0IgKjAcgvp5Cv7bLa7ZyFwsSEOHL0MZhQO2kPWznUWAqpj3uIQNdTWamSc0V5K+RmhBHnuC3kCImDc9yKynnZtw94N41JpWcOHzPmhknwu+ze8KTZV9x7+ZxtqyZMh2HWjmjxqOFTMh7YtOmn1QdWbR0/Jl1L/Tqy75C+pwjMnARxJmbMLkux4Cc9Bn2xH0GA9DZjEgXxgHhIxEQaEDnP06THZtrvIzYzSn1IM9/QTrcSdbuH9rsnnepRP+xJk+ml27M0p4hL62bQooZIG+yMyRSFoeBe68J7yrZtHDd15rRt2ddh+Kpxw7Prrhs+Zf91+Elxwu/GDB+1cV3TKFgBtw5PZ1fsHjNiB5Ml/0Hm2UbgLSEiqWAkoGJe0mHS1yM8ol0iE/lGzxuUEcatNqrJYe4Od092O46eC2+FEVC0aXL2bHY/eRaX/R0Zf5KM34GKCNVtyjiQIuFip9NeHCmRiv1+Q3EJwVyKLGVlwRgdvIqC9JvU/OBTPUQK0Yb9MT1aaDJILlZdFdIG3jdH1VU1dm0ONVTnBlxdfw1Iq8fOu/6h+VM2b5q64MimiqJEoiidCsf8tzUUp8pLMjdjJdX5q3jlks7S4v2dDYOrhq259flFLl+qwu92+7J7txWE6oeHA3ROPyRjSpAxuYmI25wx0ek0Fhd4bMUEDwvZlMqifK/8pIxBJkvAR1HRwmQSRw4VL57QD+mwyHxqAkJ1fjBk1ZIZJW0gk+kgg8l+eK+uIJK+o2zT+jHjpky8CkqzL6+amIF923dcfQ3ERK+zgMzpJZvWN47K3pJdPrwKbt69e4eW25nWCnfxw5CN4GFTZtAyK8yxwjIDzDFAmwQzyB9ux1joPOAClytU0Bk0g9keUIzeADrFaQlLINXKspOTrubcF6CSxZTiojCNOh2ObfmsAQ67E9dtPLZxaMOmY50bjm2ob9h0tPOWmw/ccdPNN/HDxt345rU73rpx3Lgb39px7Zs3jjs//O2XX3n7rVdfflujeQ2kw/P4GkJnoieV12QBMNEuaIVenXKKKzkCBqINMESA1Jtp0ptQkcUEmtyM5x0d1dV5z7s167imwa2xJ8uubdSe2USQ8S9k/An0QGbR2Chsdu514r0O2OSAdgu0WGCPCTaaYKwETTyE44lEQedeHQzVbdHhYh2hRHp9yetxuCv+aPx0nFsdvzqOJ8cXxPHIOCTitXEcB2unzTYJAGy6cNxqjasB92kCtzh++ggy5PeArHV1ZMJbKSqf0SDI9oLImRAhup76PUOKgcCzZjhXXVWGKUUazqVzwBZNnBji/nJ+fmHLXZtXXTPa7qubM/xfjlPi6HWHFrbfs7QmMWPHnJZ1zTERHx28acvmmsqm4cPjkRHlBedsc/bNLy+bvnFs09KW5uJYfWWJjcJmWLaNyxLY1BMJaMvOobCzBq4dDHsqYU8FLBzUOQi3DILGQdBRvKkYz4rAUgd0WqHNCjOsMMYKe4ywxwCLOGhDawmiBes6Y6FgsCwWEzrdbvPwsk4iq3ReZYZJZlrehDOnGsqgrCyJ6kOBYIFZLVehQC1QbclAFUG0Y7aAYsqBS1sklnQPja0gUCOQa2UEgACNnKl0TelD60Cw5X8gwOURM86Co4djDZI6sWZAuw+sOhH/PbOoMTpu5/GOy362abz+uPfAxszyyaUl4zoy3kzUPmLDnMGRhukVnXttXdbJ626fOffOVcPa2uB2Y+bSjWPaH9p8yZDlBy/13HJjyeQrGod1jE8q8k89da2jB88YWnjdNaH5N84vr16we2rnbaXaeqzIbuGH8mmC4ybUmPEZRT0PSH5tnWmnCS8iypqOX2qAJsLSJILyR/U6mSyALuANmECngfDT7oY0GWXqTCXhpme61e7KSrYOiiwaUw1ZioAf+lJX7xX48K0vZXcJ2Wh2C+x8kLvhfCde2Xsz0uZ9ES/xUaJLXpcZt9FznQcn1FoV15hgjwJLlI0KHqtAszxHXipzY0QYzcEcAJ9P6LRa9QGP2633I5fL0KlHOOB26Q0Ol8HgcnBm/2n8NPJyJcfMASk3l0xwZXNZSQheJduxZEaWlMZ9++dNS2yEisKReD6ovY8jQ3L3gROgZv/+6YnsOcezzttX7n30ib2PX/roAfxe7yn4al42+/772Tffet20b89bd9x19AY7/s8nCKwvJ7SvWHieyP5F6GBmcVXRqKJri7hYEewOw/ow7A7CWA9EHCA4HA7cYYPdKqxXYa0ZrjfCEGOzEY+WYbrYJuI2DqZxUAtgISAgtNJHoBENIVcnNa1brIEA0Ujc9oBJcAckY37Rp3verKSks7KSEU9G6n+IsGzk1MytmbdDtN4MGTi2wACaCu4tn3ed//ad32TfI9IOuv9zd1fFy3tehjFX3nnnjg2PP4rPvZD9+q13sn8gfdwPu+H6p7rUv2T/kX2/d/erN9zw9JP7b3qL0dfsNu4cmXcFNWQKbhBhubhVxOPEuSJOEBGE8HgD18lLEo9EOpMKIbkcxTo6d+mUqhEy2mXCsnSIK7IiKgRw597LvuB9Sge+T3rT3HHurn/0NmX3QRK/DvgJivMcaiHz4CPz4ERhVIYezqxpK4MZ5K+kvQQvS8CcBCyLwJwILAxDewCW+WGpG3Y6YK0Ddtlggw22qPtUvNm414g3KXsUvBtgPRGkkMne6fXiTjV2IIZjMak82GkyDeoslEAyOPWIdwWKi4sKAhahKCD0TUqPqw5SfdSktU+u+JGJaQXeYufJtNC8CtWEMefkwviAiRnI+DgJbNn/+M172XMHt3345TO/+tt7b7Xv2de+aPe+tm2PHr5yx/0Pc55Z2T8+mwX0/L63XPwln9/3waf3/n7CJVdf1rZ757wV23p99+/Y8fDjW7Y9TnB3eraN8W03iqADmdbBwTFB3ByAugDsKYCkE7xOkJ2w1g6L7DDbAnMpiK4xwRgTVJmgWYGlEswlf/wyHvsNneiAG9xuXcxG8DfcqbPaPAHEcYWOgNlUGJDzjL4Pafvgk6by5o9Ahrr/E2LKCofQ+l4xpthYLcJAeCyoPrWiKwv49TNQnP3n+Qc+dj9e/PoDR7Jv7Ljn0Jatv3gYUi1LQXn3fXBmX8xuynZmNx4/ZfoCUiAVPb3/phffuuX6w5o/8AyCPxbhOauO0Ex6PZQQ0pnCcyrR6y8wdYm8Vo8QL7J7VHbdcuFz3smuLey6kryfYP5wVnf+mSHhQXJtY+9TWlFCnqlDdgfzQSb3I+Ehcu34K72eRt73sOc5+/rkYfe7GF1feuEjYYXwG/I9jWhLZsK+0bB5NHSMgvYMtGRg0RCYWQyLEzAjAY0BGFUAzR4oVgENCjp5CDZCY6NpbDAWCg2LmULBdMDpHOkLxLiRAV6WiThOxJ4c+l48O+nunsrvzU+oqAziJi4vmdUQ4YjxPCI/5JmexU+4JBBpwkR4ZQAzHims+NjslhLzNt7ZvunZa0bVXfv7e596ryQw5YZV86+/fKj5OfvsW965/qfvXj1YkK2+CyjSsW3/2IVXNfljU66aNfexnVPCrbWxiQ3xoSvuvmzOgVWTPL6U2nrLkpqiceumulc9umbImBvfuzn72pLbV00aOQx/aPB4PHpz3fg55XWXjopWtd98KYPhwgtfCKsIDAMoju7NrNgVg7YoiFFXFC8NQ4sHRA+0uKHRDTHLessuC7fXCFsM0CHBUhGqOYhzMBjD/gBcRYhIAOYFYGwAiODuiKGgGsTBYHGhMxZUwKwUKlhBgSABs68oYOZ8AUHuIxCMaBOqzcgD4VitGsX74RKgMAa6UanlXLEWQCjA0VgZCNH9ABMWVgVX3/Pimvt6n2yd/8S/77zp80MzvntWbN7yyJJDHyfOX82ts/3u6bb7NoyFdzac3JpZ+ioUPXU/mJ5f2vFC9m+PN25/afeYX56E5r99PXTjcU2WfRAhYR6Bjx/VZkLr5V0y3inBEB58QepWgAJmfdBo0QWcnAkjA8GabkK7qaJR2S+9hyw5bKC5KNOOdB4l+LtS8w9cds0jC+PPnZAKF2w+MHHjKzdN5pp3P9VZOfOmXy0+/4lw+r30zBHRzK3/6jr/aF9/pCdIf6rQ0syonRWwoQISg2oH4RlFMKYIGr0wxtPiwaMJMZdhgwwJvpbHvnQQxYIJRPuKygL+UCjX44SBIno36zOREYjW8WFPpUpVwYtR/MdH4OobSVH/+3xzsuWamesOzikig/LPXr2zacKeNbMLpHj7pn0TVp66tvk58v6sdQdnF/3IQAtHr5p8yfLxCW3AA29gY7+H4OpU4TSZi8GZwn0ybJahmgezMUhFAn0ABX10XLJJMhDE7psJjeew8YAlv/YstHxPUW7NWuDSsvn76Uwknj8hBxds3k9m4sBk4fT5k9edXkN7sIQLfjvm3cqZGTIX/9XFzdLmgtLEl2lOfJTMuPQiUZ64YFA+IGOZlwOipHABoLvQ3XQXOtXa+1G3+lF3RTmRrigQQ9WkC0Px9WfP9q79/HPh9BPf/eyJJ/hL8z7UC8hzFbQzM/k7CT5X4KTyHlk/CpJEKUiTTiiS9LUMohyXN8i75ZOyIMtWCEMlcAoiKhyGIFLs5AHIIOIgL+uwKIIOcwi0+SYwqVNJp3q7iWy4O6mi53cLV5IXVqfdZCGm6WVyt3RlN7BlSHRuOu8WCIGwIHuu1/rCC/gTQL0WfK7XIJzuHY+7escTkC+4sEDnYn5VKfRe5oYdKWgpA0cZ7CqFxtKZpbixGFoS4EiALgGzI+CNgByBpiLYVAhLC6GuEPYFYGkAlvhglhtGO8HlaHTgRWboIKyVh10IAk5Xgasg5kNuv9+fDLljLpcthkJqKBjiQqGKZCwoglksFLEYCxi4An/A5yFo6nYiTGhNOv1xt9pbWflxN1Ovc/p1pUbXr9zd3Q3uHpWe2Sb1//QTpa4SMVZ5J0KQn3fQeI0iqKzh0q5+uk9pPL/6tmfvy/aeWrjkNOC7F528+8pZqbWLwfXX3q82t//7r3eOaMLjdx1fuvyp3ePHXnuqZvKaV8B0z3EIvrKsonXXI6+u6cp+1JZ9DkoroODwuA/27f/o4MTmg1/8ZNv/uX0aq2/4BfcJkVUcqBgtzzTXJBoTuCbcGMa1gaYArnU3uTFRtGeZlpjwLGmJhH0+RxTsdm23HpLRiFbGYr6e1zt0Qb9VFZ1+TqenciplfOQvb4KgYmi6X3EI0XUDeV6XrnSlq9PQp+ZpQ+c+eZivuHlJ+wMbRoxY90D7s218V3bkkMUTBsXGrhjTuLSxKDW5Y/fkyVNueWPLtjcPTLxp0/mW8stuWTj/J6uG1S+/fc6iO9vTlDftyS6BYVqtGVSUsfM4qqNbDEGWeJAziQINw/74DO1pdy9dWZa0B4qq03u6urqyS4Rnv71Et+uNXP7nf7P1NCtToS0ilrlFkUWMFCVKy4+DgqO00AqmDmAgYpBkHRG4ESgagXyeFhtOtZJlzBYHXSyqu5usHbpMqDqYWyJp4P79UTbY1QXPvpetw77ezwgZWQdfZw0azdhz4T+xQvpiQyUZjyzZohkLIEvQ8qnlKwtvsSFJ8MsGPcHWnko6rtW9b1ZS4zIlW8zDWiNYaQIXe3GRNeF0Jy7xz29PiV1QGq8tsgjcIUmqaNnQyOdsUROz0/kugicRVIsWZhpqahprcE1FYwWuLW0qxbP1HXq8CMMMDD6/PRopKbFGIkOqIoVSg4Qlsnr8hWabLhVQjWI0ABzrF/1rYMolw49ugh+9b/Txi2iRrh83nBQ5NJrb1/fo93ElzXc8cvkjW5uGr3toyeLb0sLP6cgig/IDy37d0DGuJDlxeWbEkuZE2aSlq66bdMs7VxNWOWXK5D3fLYnVFFl0hyRdORn0n9Ptty+ce/eqhppl9yxqu729UoM5kWBxg1BK6HQ4o+oVKSrwWI+TOkHSMXzvPkMJ9Jluotxrin01c/J1FMHVR59//ugvf8ndtQ+k7L/30Vyb2ancZ0SfS6LxmdJdYVhq3mzGs81gtaJocbG/VB9RlEKi5gf92F8S0OmViN/uUox+wUylHSrqN3QP0IbyKyuat+xRq+RwPAyK+qZ6AM/iPqtc8cSWlltXNRy2/WZER3OCH37n0o7rp4e7jKUzx41fNqqwy3P5Q5tGR6de0+p7ODRuy+zb5s69pPOeOXhd729mXT29uKJ19wzsydsoCwgeBoj03JkZP6MCGFbMjsOcEHQ4oM0Ciw2wTr9Tj9v0sEG3W4d1ZZsDewN4NhHwOhEydR6IQCRSVdYZJHpOcUBHpObCgI0ogaghp9b0GTEJkaXmt4EiHVDTGpPiLrJqNgD3ffxYvXfR9a11trI72xbcs7J+xOZfrFh38qqRg9cc2Tpv7PCOCYMGTewYdsnKScmyySuE0/uX3rXhssqykSM3PNS26MjVzeNueH17+wtvfLR9wbfPp1o2j5u0dkK0ePwVY5qunFul2WqJzlFAeFaQSFSrM2PnpKEuPTZNxalFLlhqgyUm2GLcZ8TLjXAd0XKRt/NAOZSXq4MXB2FGEGJBCBJgxDqDKqjJAC3yEgo4BIZW/UBI0/G3atrvRWAI1QwXagZSUw0aZrDlRp83pkHh7lFLJtaVFBrL72i77J5V9ZdsObxi3fGtmdTSx7fOqx7eMT6ZGNs+/JI101Jlk1fd0Lh2/qQxI0Lll1yy8aH29sPXNI/b88LG9td++9m2S4WG1AwNDonxq5qatjI4/H8ny/z/Su+IjpirT0Z0xiFsfskPv5pfTTiIAz2RudRssil2B8fb+FrdQYLSpBEVdHZBN1aAWgFEAQTBtsgGcdtMG7ZhSVZEUCCKRDt5Atqs0JB3BccVkBUPEcgw55ccNkWxOYhypxOJUt9F/dMZz+gmdEUzxhHmBJ4UnW8iXu3OxYwLROAgio6FSVyt7FVoVYn4Yeq2WIHaR0JFXIgrgrSNK+PiRFYVOX71mSuz6toX4cU3J15hsqsGHS/ojTbTShiTPc2v7l1LGHt1ssTrT5ZWx7J/oHagg2T8STJ+OwqhMjQ3U47K1IhPiCSCPkAJNYF9CV9CX+4oiyJ9UI/1yJG8ohRoUCguLQ2HkoZTXMmxcFKv5JW11tV0T6qVSI5WZjVuZQUjaM2wnBk4ZAlRm40JR/PImwTyUm5Vh7iaYfOGBTLrH1qSrYRXXn3VlRrT+/eeqnmj4/GRs9PnwDph0TCPb+SKKRcQXqDWNreUzbxycoxfvftAUdPIujJTZHh5eV1AOv+WL5WJxUeU5XIqzrvwD/5KggQRtDHTOC4MNYVQ44FmIzRJMFuEZhFmcDCTcPqIw4EiByKHIocjXEUEUESNBCNcJBLzRwoVIMiBIg7yG3L5zdRGHvIL+n4bubadqVG11u/bF6HfBMDUI2pTzK/iwTX8ld5ZVz3QvvvNfY0zbn9rS9vdaya6TzR+OmfPPKLv7pi04+dBWDXrxvbBM+75cPfe926ZUD5ry7jQu0NW/GTh2oeWV+3bRnCZzuUeMpcSweUhmXCtAUbp4BIMfEQ1B83YbHY5okgKEs6tJCXFQaNYSn5kN8kWClILUjHU9E/QQXiCqA+h7BfZL7OZ0+eW3nppsrLttoU9/OrsX7Nns3/OfvzT9JJ7l688eGmxBm/alyLSFz2akIlLkp7nM3qo0APSqwSPOL0ejDo5iiBIxE0xKcsgJDFFJSUJfajUk8cjCsw0AS7hhcXAwgHYP190fh23kqgXu3s34Xf41Yeyrx/K3t/3/dyL5PtlogsShhbkgef1WIjSbKNYxEme10GS2vOP6PK0OPd1aSrSUs8V9iVFlhD3Yu9+XND759Ncknsn+/KhrESem8epUwSnQgSnxu7yQNQDu90Qs+2y4etUaDfCNCPUKk0KHsvDUB7WARQWOgtMEbM5FEUFwYJMwaECvsAZJVqJaDIHkqGQz+InCyp51OfHKDXQ+NHTLxJcpHlHdaE8SgVtYizUh1B0Rz/En/oy+9fdnxyaNfXuPx6A21seHpH97/Y7F6Vrl9w+//Rd2Qex4a7Hp9353rXXvH/PzOwzkTeHr/7p/CX3raxrP31/fg5nsTksz1j1URljwShxUUFKYswrIt0MAZ7SsoZuKwOfNlnd2jZgiAm8IUuan3Wq9+jp03jiKaz0fk0wpg5ezs8RTCXP55A3I3MEGd4myMCxbUU6J8AQkjwpDVNPn87BvPjCP/CfSduKEhlDrQ6sUVW1yxHJSj52XJL1bDkSJtGgafYUo4HJD7HqGmdOTMJ/Lp+3Y9ojTz7KPTJkVJF8GpYuuWlO8a+etP0pmplRjr/Nj30nG/vmzBCRBgBxpHOECNoRImRQ4QhtR0iRZDmqcHaFI9KNEqQqOIUQEoICFjhgMDqWJ/gN3Za6fhRjagKti0Z0Ahp7RlRLUzffvVtwqzmdAYguBWJebeB39mQXPXHqFC79z6wT+27PbiEE/Q1clQ304Ttd+wIqzli07xdEPrfAONaN3MqiYKU9YGuJTBC3p9d8Gtfwq8+ntOcIKfIcB7ovM++gHTbZYZYdxtrBbrVGec7Oc1Z+t/4OPV6vh8V6aNHDaAIco1HjkkZhrwCbCKs0N5nxOgJAzKtmgRc5RxRjl06M0tyuWObsNCl7CeGFIOV4Ybpb25hhMi9Nakd+1D5VqrXv0t13rYniRLdmO20QAFeaKNiQFlJP6LKP78s+wT8BBD/sPgnrAy7w9HD7CLm453wbgZuz6vJg4eJ6/HEfrZrO5nplpmYGWYwi3VwbCyBRr1Ay65Jol4hSqI+qMsiyEedn+HoMy/AWjLFIN8Mzhh0StElrCX3VlkVlays75AdGlvBuVWPk+QGwzqfpLiE//Ze9J/jDz+Bm/ig35/yDZD4e5Obk/AX+wb9L6IwNxdGCTMOuGOwKwl4/7HHCEGuzFY8zwBADjJRgsAQ1IozCUI1BiCCP6gl6OI+HqEuF1IXAr+gD/v8bFwKNS/3Aj2A4Hmi2wHdt+z93TJt2+2+2XfvubZOnH/zNlbOuv6wa1yzcO33GDYvqqhfewO+Ycffvr93x+7umz7777Q03fnrX1PN8/apD7Yt+tmro4FWPrJ13cNUwNi4K9xCBuwl50MhMfKPjOgfebNlrwboIsqlEvrKZfAZzFJmCJmwyJ/V6o+LpY1oXsQc2Blso33VCemxsu1JjXd0bHl9ZVbnswbXZL0+fPr93b7xpyYh/86tLicYz7tq2IdkW3Ny6rK45aWGwvp//N4G1j8j7n2Xu2pWGnZWwpwz2JKDaO9qLazyNHjzUMc6Bx9mhzg6jOKjhYAwDeQgFg9SmHSs36PXtZphJgM4TpUCILCaq0Cxq+I6psWCMi8UGl0cKXeDaFYEN5C1/KNkUmBXAgaDfb9UnDYbrzNBh3mTGrWYYZ4YhZigmjyqRQC8RbJbILX3TSEREzRzOPBl6P65rpdvwrX3GGfLbU9lKkLBS2+NtTdMgsR9OOPV3pSnK4/3aho2G9dSQlwf/cP5nTqpsr6weu6u+4cYpeTyY1jRuYrxpS6Kd+wEyXPf+pGDKssM1qjwY6keKgjLzTmtteOVbF2GGhhevErxwEa1rVqbU7qQVKSIqc/KL0MRgQT/n9ythtxTViK7DbncnRVEOJvWMKcmMKTHuqQlkeTSppLSvzpqTnsu4JLXKhHIAcDhdENI2y0L8q2ffjQ5raK742Wnsbzt0Rf0vHtmyrPdSGLrnwJY92cNQM7gxacmq/Org2A2zrrnPyVfcBRNb2iZNo/SkmaxXD8GhoejpzNr1dbCuFjan9qbwppI9JXhjFPZEYEcQ2oMwPQi7CmGTFzZ6YJEKM1TYh8EoWSPxoRGElg+CuYNgEIqr8QNxLh6vGFYQ8fulCKoIVuCKocz9ESEjZxwc9qMCtQAXFAwKD3Jx/sFUMA37XXnBVJt3zVVc893o266q0/Cmx/LD/VbQdkzonLsu8uDg8mJhvIzrE2a5BnnP9tr5Y+L+MZvnX3poHdGwH2zb/vyOUfxRvnbO+pGZJc0J36T9nYtunpesv+LehW0PbRzDc4ULlzuKh0ZDlYmIzV4+cd2s5q2zK2vbb2wxNLQOD3jLLymODykvdjnqJy0cNqqT6K6ztk/V5DsiZnJfML2tICOLECXclk/qqOyAqexAtdA3e88wMY76YYS4L7JbTmW3cb/k3jmf4t45RJ9xE5mnieQZhWhOZvBsb4cXz3QsduB9ChBFTts/2C3AOgF28rCeh8JoDsohNUeTAiplrG6/yCCd/lGKSqQPngCO1yw1fE4E4SfKoeFL71m15cFltR7uKcEWbZg3cvGm4Zan4ZPqzlULxw2qnNqxamkS39x7RXL6uBEpb8WcK8fjA2zsElkfC0i/zUTuHDoToIXoJXqjjuewDvNRGmiCOQ4bzQiMQMgn2BFMposHdgCsAWgDAGzmEcfWCtYEOKJtDmMba0zh7Df5M+lk4GUds0/QWqZpotFpPJdfkK14KTvsVaiWDIokYMluhlH86u/2Eyb2kiMcCtmLRsW4IbTvRFrRDSV9j8LgTFdcBdVkNKgGU9RosBsNtxjBaDTsMcASA8QNYNCfdkHCBV4X6F1wmwx0NwO7PLLepZejHpfd45I9dzMhpEkPJXpwE1HE0+wBj7eIDLsIomzwCHg/3MVDgge/l8d+AiOv3+718957GFQWU3i8iOEUhlsxLMYwG0MNhgQGvNi7wbvbyw32tnixN+o1GZGHyi16DIa8Dt+tga6PDBMAajDUpJe+rROqxBPRbgBc6Z0D5JqBd2qP+cFkAAE9hTwh00U0mQZV/pncw9GsrLnZsOmGZl9+NPtv1cQRYc2UPX8i+/ZTD9tdOtJps0n48/uvG5wWBXidTe2ic8Qtqa6zmMemzh8iglF66rUxy9CGISo+17sgMXvqSGv5+hE4F49D8a6NyYZ3ZKY67BIyWGQbMlhV2SabaUuRbXoQ7Tq7pAeBHmySXYrKNrss21xEhLQbTciAMMfrDaAnwrTBTi6RS6+X7TYDkwglQHI/ZKmPC9uA0kwi3d0qkZG7gQGFCVI0hSo90JfNZo2oQ1wnaknfGOuionPbJx+V1pnlkuwffgPvZi///d/sAb1UAsrL2VmQqp9uVxuyW/F0XJA95S+zGhtgVu9nA8drQvWZgC4q8AoPpmgQHSZ0F3K7AQSQHGdihIdjtmIr82bp/aiVElj1ox46Y4QEad2h08O3ZeOnszV/OFdQbjEmY98SqF+RLYQ/4gPZm5Ljiwoaa2GFBu9CQuP+SL7fgqZkIqrI8zz8lgcj+dao3mgn4pDFwnY2bRIRcXmiRVMdyIjVJDUv9lRW0v8cCAmVz4ueqy3pSir7VwMR7FjspwmLIe6P54fjWd5Y0tp7BdfRe4c9EbXh/3gQ3x8oLrMeOtQ70VmasBNNreLCe/w5/n4iH8VRGv0lc+uGcmgvh/Up2J2EXSUQL4GOCGwqgj0BGOJt9uJiwn/GWrhatUnFow1QZYBGPdTooJGDKg6izOgyGsOi8vXleFMELNGITrAK9vIKaoSzCtaojbfbbLwgyBEUglDIVW2zlUaCLqDyU3nU7zfZrFa7xaSviCT8SCB6PafJRpWVldQpkYAhTTevVQYMZpTJywIaRHZ3M8SiRyYa/fjmHlQ6XTUuFhTEtMl8sGFeQI7FiQaiWWWJGFEG+K6Orsab2m+tHUZF5c7TTfvbb68e3Ccu+z29z5ZfNZUKSU4XbijbyO8YWnvrgtubn72CCs6ZITctONj05MJ+4blpU7r3RDLFXU7lpPplZbgpVkztmcx+qbNaY8brc3n5XkWTkTOjYPR/VXU1P00EUXxntlChlhYaIFC6uIUl/VyQ0tKqlIIlYcO3gWBCuPhBogKJCTVyMGj4EBMkiAajJpoY/wIhIUQT/QP04k0j3ownRC7GA1DfvJ3dwqGHl9/vvZls3pt9b2b2tazMam2jpHxLDOmt+KLAx32Z/GLgr3D+P6GP8YlgP0nFNkLsx/j3wRHH8r4C/wnw84VfrznbYkW2JccWzPlYbpbks/nw8YIoPzTlGpRXTPkiyo9NeR7lNVMeRPkZyrwWAvm5Wbt1Yx5QlyqyKqxPCCkQIR3AZMDYn9gxzvnNnQnZ0r118H5T3BC/7KtsbwFs85wCbL9Cmcc/yG9Q9mb/0EW6V2y1nyVD2QWhYB0eA7z6o7xH4g2Y0He667IK+4JwUCNY3wosEqMMY4cqi4gdGFiVgclgd4HuAXYImMIwv41j5aC3THdhzFZyITuHY6JRPqY3+5vO0m3AU4iDrtvQVQFbQt02Msp1HUfmq4HtSdRtJyO6rjnfAOjOoO55MgiYbYMSwYnKiEdMPE2Gue3SI7ZV+oku5X3Wx6aXEHeJOTwC+AzioM/x4iO4F/BFxOFZc7zwCI53u6wh8Mvbuh+TNXJd93uts64O/F7bonLOj/EeE/KnOT9j8P0+hwP4/mN8PD9n/S7td3mcsP9+RX4w6HQCP2i2uGT9LYez25YXkPOHhRahS/iYmsy0kPlConrkRK2zsjYSDAQEJe2tlZNSWra1RpwRWY44xZ507YkCcA66oJAh5aqSUURBEb1jyVtJOiuRQemKNCWJD1pJq5QUtQzLdcZsdEqdU+mYSlSbR5RlLVZVCiveplYlBoJBPIRlyx3WP/pGCt9PiUDhw5ay+h39azfWFwl++FULrpVO/eIlLIKKUQbGmnNJPiuS2CuMNfKCZAOqRcIuxet3CyXqIsbltZjY27N+bWBlIvVo1dfoLvT3Z7pbJvrrJ+98c0m2D2VpxdUUT1RmGsYPn4bj1YVarLmroCL883AvofmdcqIvrM3d6+1oGJ7Wxl+2q53nou6m0Q5fTdtIfGA1tVtzOXyqe6WxxOdTHEueATrnVkOhiliiKVokhVoO/pLT1fHmZo8/3eA+gzEEvrSc906PIdqvxy097muziEMMga9BHBRRHgca/UEnEYMY0TGLgQVMH4YYAQxjxCLqMfIfQ8elZwB4nLUZTY8jR7Vm7clult1lRQIK2U14ilB2BnVmZhOkTWYBqcfuGTvx2Fbbs5PJJSp3l8e929Pd6m6vNeLCmTMnToC4ROIAEheQEAJ+AFKiwBnEhVMQZw6896q63fZ8kKxEJu5+9erV+673qmuFEJtXtsWK4P9WvnwFDLwiVmvfMfAVcbXmGrgmXqv9xMB1pPmzgVfFjdpnBn5OrNavGfiquF9PDXxNvFT/i4GfF87q9w188+r1F/6KnFfqNZR14+W/M7yK8O2X/8Xwc4S/c4Xhq4S/c5vhawy/xvDzqOirrCHBK+J6bcvAV8St2o6Ba6JZ+8DAdaT5k4FXxUu1Tw38HOL/Y+CrYlS/ZeBrYqv+cwM/L35Y/8zAN2+9uPoHhq+znt9m+Eusm5Z7g/FDhm8xPGL4Nul2J2H4BYS/cucHDL/IND9i+KvM52cMf43xv2b467z2jwzfYZqPGX6Faf7B8DcY/jfD3yT6u9o/32JY+/ANhoHga6z/XfbbNZZ193sE39D4DsNsy90PxEcCxJtiS9wXDxAaiolQ+N4XsYjwl4tTkTCmgaMUYXpKxAdMsYEztgjxD4SLuGNcn4uMRwrfCqmf4tNnypviOv9aiBnhjBIzxPZYQoSyC1kdlHCK/KfIC5B3jHwD4SHsIZzgXFrKgtKCLfEWQq+XowfCYj0kckiQFlCuRDnEwxNPDO27OJoglmanqGdW2kW+CNiW8EJ9xuwPEDs4HuEMYSV7Y9FGzSc2lgJLmeKsx/bSaIy8Z7g2ZcwUqXz2HiC+iEkbdSLvBLwuYv8+5PWKKZQ4QZnkbZ+fYDQqaIHxGWLIf0kZxbkdNJ+jFgGuzNAL4iN4c+v+AxhOFOzHUZyfJgoacZrEqcyDONoAOwzBDY4neQauylT6VPkbcPP6zestNUrVDHqJioa0qiNP42kOYXwceODFyWlKq4AEbL0Fr9PrgQWuDJMJtGTkxd4TxL4bTyJoTf2MZA0nQQZhlc84TmEnGIWBJ0MwEpEmRqGQxdPUU/ga5zOZKphGvkohJ0vaQ+gEnooy9RAypUCdjJTvKx9CjQVfZV4aJGQiy/BVLoMwQ4fY7DuKsbDTQOKLMv0YIxZy9ISrjqehRGB5D21X1sLSKhBrSB9wZOIyH9aRiXH6NgsDwxzW9gMvjcm09fNUesSpk5XhfYChpC0hHqk0I5sebGxtnbewqqHOWckZSHve5/wibZ9wLo+fqV5oSRQkCXkqfXUi0ycQjy9OMfGFpYiLeJ0NClTKTpOZzJBJhKGhwjTGv8Bs0jc4aDFusIB92uWZCWIohBkXmz4rkfJMwK4b4HO+mcmh98U74m0sUWVogbdHM5WzIDqG3niMOQhvgBuPggi6gTeJQ5lZ0Jd5GniBhIHkTM7g/jtvE5szaUMFYYo2Jbz9dSEYs905F7YjLj7AwTzlYqOLQ14WvIKacDGXXSpLZJtiO32mS0xhtDhNIpaTsPV6rWe4KDOWzDthT5wgVc5ztGrEehSFbrlo5WaFLqHpGcy4tMEqx/OiedY7CY99XOPh2DIFlBqVlmuVcpYt0JGfsZ88binn+WxmLA242YTcVooWuOx7WhMytIb06wtF/HzuWodn9W21RRR5nnJTKPK22ETnWVBIP6vXw0oOkCXalpzlFdsz5bZyyvkTo5cibqXyQkt17smFrNItMTZPbZWGqTknpkWTtkU0Cz5ESQeBy3JUH2ciE5k592KHBMbLKR8aAq4FuYltcbgpitWYK0PIlhaeXsxsi6MjGfZNLpxt98u7YY2PPWTrttjEP8VllWQ84aauOLISceSlY6Qo5jYNzw+XjhDrZgfPK0ZWeq3Q5osc0j7noQjuLvHoFDzglTKjHyNOx6rIHMUHytAcpuYZftlBr8jMiw97RfT65Q7KKv1Tx11ngzLyjjmnIxN/i+1OzUFM1yCqEJJjoGNd5LPOr8R0BC2B+oo+eEVltkgxP/Au17X/QzxKL0m2PTY9rKgjPmOm6Bu9V+btFrhLhiZv1godL46voL64cOTFiK9XfORztwkX6s1ZGy/hx1U44HUF9flVzlqqcoXvl1eT13Rdrdpd6DX/HJnvnHlHKmJocd2PWcq4HKtKhlD90hHKkNu802qtR6yLMh1rWsayWk90DDdNxDPeKWGpQ7G3F3Pp83u12um1ldWOs5jTc0/M2I8nzxjHoivQ51JkPKMqGvj8JJlzvzxGCq/SQ/JLarLuAD5bUHS+7TPVXCLXmCvP+R+h+kxZdJy5j4quNvdTta4srsq4Xuh4jYzt5/dfeUFU09IDGWdqxNz1TtJduNrdnzULqr2uJRym6IldHB1i93QZ00YcnYddnHmEoyZim4i5hxQDM3+PI3bIPamFdAfc7zQPF59dHB9xrdsVwGMavYf0XeRFax3xPstwkNuAKV3mvY/YDr4dQ0crGog5wDHBe1wNtbwurtKf1W3TH7WmQ8RDaeGiVm2WWGi2jyMX+bfMrI2828yP9Cf5uwx3Sz13jaY2+4g4E88GatThEWEP8N1HugHLt9lmrW2XbdjFeW2LwxqQ5A1jq6Yj/zwyMxQj0q+Df3OrbPZBi7WZ+6+B7z5qTvz3cHbInaKHK5ts6YC95xifkbUdHs2t0pFqsDXkVfJBE+F9/O2VvnP5qXVxK9wWfXfI83MqbZ9tng32XI9HOhoNHg05VjRrmVi6bMey1EPORIepbLZ4UGbILmev1r7ITi2jV9FEy6PYVnUpshou2SOaSzF/YCJ91i/kdZt9QnoNSskXccYv5vJ6ALJpkoSB8mEcR/kGHMVTOJGnMM0U5HSdQmjIY/BSJXNlgR9kSShPLZCRD0ka4KyHJArfMoNEpSdBniO70SlfpRQXJjlOZBCnBTAmCRa9+cKlVCdJY3/q5RbQVRGutWhNIQC/d2cT/OCtaDZDoUHkhVOf7pUK7eMoPIW1YF1f3FTIkcNl2up7HvrMTlVGn9N0KTAXQMtLXg/ZA2sBSsnVCd0gpAFK9eNZFMbSX/Se1K5SKZkToyh8TvNkmoOvyEyimagwWfToBtjRqSGngCBD9M8kGAWo8wZdotFFxjgOw5jvBoyzLRjJDLWNo/I2qwjD2iTPk+3NTRVtzIInQaL8QG7E6fEmjTaR8kNz77WOAebEyEg1YnP+Rd15F2wfG4oOUXxCjn4co1XkHPVUhXGiHb54lUfOXLjMI/P6FKCMb6TQdnSDwnXHqUTv+BaMU6Uog7yJTI/RavIz+gujigwgHuUyiMgtkq8Ti1z7/HaQSjLLYi+QlCN+7E1PMCpS3/oFIfpmjTgu2AsDc5/4yTpr5Cu6zdKROJcOZkE+IXQl5SyTcqR9MR0GmKtaNvFK9Z0qSuCNRBZacBL7wZjeih2STNGgbMKbFlmPprSBM0KaPEELN9HwTIUhcaBoGy+dq6re9ChSbxzjaVZiNolPLrGRtsI0jVAZxQz8GLKYdXmsvLxIsXkm4wbwA95820Way1H8VFUuhqM4p43DGtFWS+a5YqayiUS7Rmph/8qKqSkpkOWYTnTliFtYb/fLXKB3XcuBQW93eGi7DrQH0Hd7j9pNpwn37AGO71lw2B62egdDQArX7g6PoLcLdvcI3mt3mxY47/ddZzCAngvt/X6n7SCu3W10Dprt7h7s4LpubwidNu5HZDrsAQk0rNrOgJjtO26jhUN7p91pD48s2G0Pu8RzF5na0LfdYbtx0LFd6B+4/d7AQfFNZNttd3ddlOLsO93hBkpFHDiPcACDlt3psCj7ALV3Wb9Gr3/ktvdaQ2j1Ok0HkTsOambvdBwtCo1qdOz2vgVNe9/ec3hVD7m4TGa0O2w5jEJ5Nv7fGLZ7XTKj0esOXRxaaKU7LJcetgeOBbbbHpBDdt0esid34ooeM8F1XUdzIVfDQkSQhMYHA2euS9OxO8hrQIurxNgLu3zwPdH33PyhfbpyE4+xj/EY/E/ERAvzA3Nw9vmw6wtR+3HtV7Xf1X6Pv9/Uflv7hVjmOB9J/iC7aP5vS9T0wbwoz0i8kH/IVwdL8/VX6/fr79X36t/F5ztL8iKWcTE/Gkn8rKFLOPKDoM+BlV+u/LQm+PNI/4tAylfYpOf/4nXh6L9YKni1AHicbNpVlF1lF63rNd1tJSS4SyBEVh9TcQtOcNcAAYIlSHB3d3d3d3d3d3d313PaOftn9IvNBe1rUFW96mK8bV08PbP3//3z95+9U3r/l3+KM/7ffxk9s2f1nJ7fC3phL+rFvayX94pevzekN7Q3TW9Yb3hv2t50vel7M/Rm7M3Um7k3Z2+u3ty9eXojevP25uuN7M3fG9Ub3RvTG9sb9NCTXtWre02v7XW9BXoL9hbqLdUb11u6t0xv2d5yveV7K/RW7K3UG99bubdKb9Xear3Ve2v01uyt1Vu7t05v3d56vfV7G/Q27F3eu6K3dW+H3vmGaViGbTiGa3iGbwRGaES9G3q39G7t3dS7uXeoERuJkRqZkRuF0TeGGEONaYxhxnBjWmM6Y3pjBmNGYyZjZmMWY1ZjNmN2Yw5jTmMuY25jHmOEMa8xnzHSmN8YZYw2xhhjjYEBQ4zSqIzaaIzW6IwFjAWNhYyFjUWMRY3FjMWNJYwljaWMccbSxjLGssZyxvLGCsaKxkrGeGNlYxVjVWM1Y3VjDWNNYy1jbWMdY11jPWN9YwNjQ2MjY2NjE2OCsamxmbG5MdHYwtjS2MqYZGxtbGNsa2xnbG9MNqYYOxg7GjsZOxtTjV2MXY3djN2NPYw9jb2MvY19jH2N/Yz9jQOMA42DjIONQ4xDjcOMw40jjCONo4yjjWOMY43jjOONE4wTjZOMk41TjFON04zTjTOMM42zjLONc4xzjfOM840LjAuNi4yLjUuMS43LjMuNK4wrjauMq41rjGuN64zrjRuMG42bjJuNW4xbjduM2407jDuNu4y7jXuMe437jPuNB4wHjYeMh41HjEeNx4zHjSeMJ42njKeNZ4xnjeeM540XjBeNl4yXjVeMV43XjNeNN4w3jbeMt413jHeN94z3jQ+MD42PjI+NT4xPjc+Mz40vjC+Nr4yvjW+Mb43vjO+NH4wfjZ+Mn41fjF+N34zfjT+MP42/jL+Nf4x/zZ5pmKZpmbbpmK7pmb4ZmKEZmbGZmKmZmblZmH1ziDnUnMYcZg43pzWnM6c3ZzBnNGcyZzZnMWc1ZzNnN+cw5zTnMuc25zFHmPOa85kjzfnNUeZoc4w51hyYMMUszcqszcZszc5cwFzQXMhc2FzEXNRczFzcXMJc0lzKHGcubS5jLmsuZy5vrmCuaK5kjjdXNlcxVzVXM1c31zDXNNcy1zbXMdc11zPXNzcwNzQ3Mjc2NzEnmJuam5mbmxPNLcwtza3MSebW5jbmtuZ25vbmZHOKuYO5o7mTubM51dzF3NXczdzd3MPc09zL3Nvcx9zX3M/c3zzAPNA8yDzYPMQ81DzMPNw8wjzSPMo82jzGPNY8zjzePME80TzJPNk8xTzVPM083TzDPNM8yzzbPMc81zzPPN+8wLzQvMi82LzEvNS8zLzcvMK80rzKvNq8xrzWvM683rzBvNG8ybzZvMW81bzNvN28w7zTvMu827zHvNe8z7zffMB80HzIfNh8xHzUfMx83HzCfNJ8ynzafMZ81nzOfN58wXzRfMl82XzFfNV8zXzdfMN803zLfNt8x3zXfM983/zA/ND8yPzY/MT81PzM/Nz8wvzS/Mr82vzG/Nb8zvze/MH80fzJ/Nn8xfzV/M383fzD/NP8y/zb/Mf81+pZhmValmVbjuVanuVbgRVakRVbiZVamZVbhdW3hlhDrWmsYdZwa1prOmt6awZrRmsma2ZrFmtWazZrdmsOa05rLmtuax5rhDWvNZ810prfGmWNtsZYY62BBUus0qqs2mqs1uqsBawFrYWsha1FrEWtxazFrSWsJa2lrHHW0tYy1rLWctby1grWitZK1nhrZWsVa1VrNWt1aw1rTWsta21rHWtdaz1rfWsDa0NrI2tjaxNrgrWptZm1uTXR2sLa0trKmmRtbW1jbWttZ21vTbamWDtYO1o7WTtbU61drF2t3azdrT2sPa29rL2tfax9rf2s/a0DrAOtg6yDrUOsQ63DrMOtI6wjraOso61jrGOt46zjrROsE62TrJOtU6xTrdOs060zrDOts6yzrXOsc63zrPOtC6wLrYusi61LrEuty6zLrSusK62rrKuta6xrreus660brButm6ybrVusW63brNutO6w7rbusu617rHut+6z7rQesB62HrIetR6xHrcesx60nrCetp6ynrWesZ63nrOetF6wXrZesl61XrFet16zXrTesN623rLetd6x3rfes960PrA+tj6yPrU+sT63PrM+tL6wvra+sr61vrG+t76zvrR+sH62frJ+tX6xfrd+s360/rD+tv6y/rX+sf+2ebdimbdm27diu7dm+HdihHdmxndipndm5Xdh9e4g91J7GHmYPt6e1p7Ont2ewZ7Rnsme2Z7FntWezZ7fnsOe057LntuexR9jz2vPZI+357VH2aHuMPdYe2LDFLu3Kru3Gbu3OXsBe0F7IXthexF7UXsxe3F7CXtJeyh5nL20vYy9rL2cvb69gr2ivZI+3V7ZXsVe1V7NXt9ew17TXste217HXtdez17c3sDe0N7I3tjexJ9ib2pvZm9sT7S3sLe2t7En21vY29rb2dvb29mR7ir2DvaO9k72zPdXexd7V3s3e3d7D3tPey97b3sfe197P3t8+wD7QPsg+2D7EPtQ+zD7cPsI+0j7KPto+xj7WPs4+3j7BPtE+yT7ZPsU+1T7NPt0+wz7TPss+2z7HPtc+zz7fvsC+0L7Ivti+xL7Uvsy+3L7CvtK+yr7avsa+1r7Ovt6+wb7Rvsm+2b7FvtW+zb7dvsO+077Lvtu+x77Xvs++337AftB+yH7YfsR+1H7Mftx+wn7Sfsp+2n7GftZ+zn7efsF+0X7Jftl+xX7Vfs1+3X7DftN+y37bfsd+137Pft/+wP7Q/sj+2P7E/tT+zP7c/sL+0v7K/tr+xv7W/s7+3v7B/tH+yf7Z/sX+1f7N/t3+w/7T/sv+2/7H/tfpOYZjOpZjO47jOp7jO4ETOpETO4mTOpmTO4XTd4Y4Q51pnGHOcGdaZzpnemcGZ0ZnJmdmZxZnVmc2Z3ZnDmdOZy5nbmceZ4QzrzOfM9KZ3xnljHbGOGOdgQNHnNKpnNppnNbpnAWcBZ2FnIWdRZxFncWcxZ0lnCWdpZxxztLOMs6yznLO8s4KzorOSs54Z2VnFWdVZzVndWcNZ01nLWdtZx1nXWc9Z31nA2dDZyNnY2cTZ4KzqbOZs7kz0dnC2dLZypnkbO1s42zrbOds70x2pjg7ODs6Ozk7O1OdXZxdnd2c3Z09nD2dvZy9nX2cfZ39nP2dA5wDnYOcg51DnEOdw5zDnSOcI52jnKOdY5xjneOc450TnBOdk5yTnVOcU53TnNOdM5wznbOcs51znHOd85zznQucC52LnIudS5xLncucy50rnCudq5yrnWuca53rnOudG5wbnZucm51bnFud25zbnTucO527nLude5x7nfuc+50HnAedh5yHnUecR53HnMedJ5wnnaecp51nnGed55znnRecF52XnJedV5xXndec1503nDedt5y3nXecd533nPedD5wPnY+cj51PnE+dz5zPnS+cL52vnK+db5xvne+c750fnB+dn5yfnV+cX53fnN+dP5w/nb+cv51/nH/dnmu4pmu5tuu4ruu5vhu4oRu5sZu4qZu5uVu4fXeIO9Sdxh3mDnendadzp3dncGd0Z3JndmdxZ3Vnc2d353DndOdy53bncUe487rzuSPd+d1R7mh3jDvWHbhwxS3dyq3dxm3dzl3AXdBdyF3YXcRd1F3MXdxdwl3SXcod5y7tLuMu6y7nLu+u4K7oruSOd1d2V3FXdVdzV3fXcNd013LXdtdx13XXc9d3N3A3dDdyN3Y3cSe4m7qbuZu7E90t3C3drdxJ7tbuNu627nbu9u5kd4q7g7uju5O7szvV3cXd1d3N3d3dw93T3cvd293H3dfdz93fPcA90D3IPdg9xD3UPcw93D3CPdI9yj3aPcY91j3OPd49wT3RPck92T3FPdU9zT3dPcM90z3LPds9xz3XPc89373AvdC9yL3YvcS91L3Mvdy9wr3Svcq92r3Gvda9zr3evcG90b3Jvdm9xb3Vvc293b3DvdO9y73bvce9173Pvd99wH3Qfch92H3EfdR9zH3cfcJ90n3Kfdp9xn3Wfc593n3BfdF9yX3ZfcV91X3Nfd19w33Tfct9233Hfdd9z33f/cD90P3I/dj9xP3U/cz93P3C/dL9yv3a/cb91v3O/d79wf3R/cn92f3F/dX9zf3d/cP90/3L/dv9x/3X63mGZ3qWZ3uO53qe53uBF3qRF3uJl3qZl3uF1/eGeEO9abxh3nBvWm86b3pvBm9GbyZvZm8Wb1ZvNm92bw5vTm8ub25vHm+EN683nzfSm98b5Y32xnhjvYEHT7zSq7zaa7zW67wFvAW9hbyFvUW8Rb3FvMW9JbwlvaW8cd7S3jLest5y3vLeCt6K3kreeG9lbxVvVW81b3VvDW9Nby1vbW8db11vPW99bwNvQ28jb2NvE2+Ct6m3mbe5N9HbwtvS28qb5G3tbeNt623nbe9N9qZ4O3g7ejt5O3tTvV28Xb3dvN29Pbw9vb28vb19vH29/bz9vQO8A72DvIO9Q7xDvcO8w70jvCO9o7yjvWO8Y73jvOO9E7wTvZO8k71TvFO907zTvTO8M72zvLO9c7xzvfO8870LvAu9i7yLvUu8S73LvMu9K7wrvau8q71rvGu967zrvRu8G72bvJu9W7xbvdu82707vDu9u7y7vXu8e737vPu9B7wHvYe8h71HvEe9x7zHvSe8J72nvKe9Z7xnvee8570XvBe9l7yXvVe8V73XvNe9N7w3vbe8t713vHe997z3vQ+8D72PvI+9T7xPvc+8z70vvC+9r7yvvW+8b73vvO+9H7wfvZ+8n71fvF+937zfvT+8P72/vL+9f7x//Z5v+KZv+bbv+K7v+b4f+KEf+bGf+Kmf+blf+H1/iD/Un8Yf5g/3p/Wn86f3Z/Bn9GfyZ/Zn8Wf1Z/Nn9+fw5/Tn8uf25/FH+PP68/kj/fn9Uf5of4w/1h/48MUv/cqv/cZv/c5fwF/QX8hf2F/EX9RfzF/cX8Jf0l/KH+cv7S/jL+sv5y/vr+Cv6K/kj/dX9lfxV/VX81f31/DX9Nfy1/bX8df11/PX9zfwN/Q38jf2N/En+Jv6m/mb+xP9Lfwt/a38Sf7W/jb+tv52/vb+ZH+Kv4O/o7+Tv7M/1d/F39Xfzd/d38Pf09/L39vfx9/X38/f3z/AP9A/yD/YP8Q/1D/MP9w/wj/SP8o/2j/GP9Y/zj/eP8E/0T/JP9k/xT/VP80/3T/DP9M/yz/bP8c/1z/PP9+/wL/Qv8i/2L/Ev9S/zL/cv8K/0r/Kv9q/xr/Wv86/3r/Bv9G/yb/Zv8W/1b/Nv92/w7/Tv8u/27/Hv9e/z7/ff8B/0H/If9h/xH/Uf8x/3H/Cf9J/yn/af8Z/1n/Of95/wX/Rf8l/2X/Ff9V/zX/df8N/03/Lf9t/x3/Xf89/3//A/9D/yP/Y/8T/1P/M/9z/wv/S/8r/2v/G/9b/zv/e/8H/0f/J/9n/xf/V/83/3f/D/9P/y//b/8f/N+gFRmAGVmAHTuAGXuAHQRAGURAHSZAGWZAHRdAPhgRDg2mCYcHwYNpgumD6YIZgxmCmYOZglmDWYLZg9mCOYM5grmDuYJ5gRDBvMF8wMpg/GBWMDsYEY4NBgECCMqiCOmiCNuiCBYIFg4WChYNFgkWDxYLFgyWCJYOlgnHB0sEywbLBcsHywQrBisFKwfhg5WCVYNVgtWD1YI1gzWCtYO1gnWDdYL1g/WCDYMNgo2DjYJNgQrBpsFmweTAx2CLYMtgqmBRsHWwTbBtsF2wfTA6mBDsEOwY7BTsHU4Ndgl2D3YLdgz2CPYO9gr2DfYJ9g/2C/YMDggODg4KDg0OCQ4PDgsODI4Ijg6OCo4NjgmOD44LjgxOCE4OTgpODU4JTg9OC04MzgjODs4Kzg3OCc4PzgvODC4ILg4uCi4NLgkuDy4LLgyuCK4OrgquDa4Jrg+uC64MbghuDm4Kbg1uCW4PbgtuDO4I7g7uCu4N7gnuD+4L7gweCB4OHgoeDR4JHg8eCx4MngieDp4Kng2eCZ4PngueDF4IXg5eCl4NXgleD14LXgzeCN4O3greDd4J3g/eC94MPgg+Dj4KPg0+CT4PPgs+DL4Ivg6+Cr4Nvgm+D74Lvgx+CH4Ofgp+DX4Jfg9+C34M/gj+Dv4K/g3+Cf8NeaIRmaIV26IRu6IV+GIRhGIVxmIRpmIV5WIT9cEg4NJwmHBYOD6cNpwunD2cIZwxnCmcOZwlnDWcLZw/nCOcM5wrnDucJR4TzhvOFI8P5w1Hh6HBMODYchAglLMMqrMMmbMMuXCBcMFwoXDhcJFw0XCxcPFwiXDJcKhwXLh0uEy4bLhcuH64QrhiuFI4PVw5XCVcNVwtXD9cI1wzXCtcO1wnXDdcL1w83CDcMNwo3DjcJJ4SbhpuFm4cTwy3CLcOtwknh1uE24bbhduH24eRwSrhDuGO4U7hzODXcJdw13C3cPdwj3DPcK9w73CfcN9wv3D88IDwwPCg8ODwkPDQ8LDw8PCI8MjwqPDo8Jjw2PC48PjwhPDE8KTw5PCU8NTwtPD08IzwzPCs8OzwnPDc8Lzw/vCC8MLwovDi8JLw0vCy8PLwivDK8Krw6vCa8NrwuvD68IbwxvCm8ObwlvDW8Lbw9vCO8M7wrvDu8J7w3vC+8P3wgfDB8KHw4fCR8NHwsfDx8InwyfCp8OnwmfDZ8Lnw+fCF8MXwpfDl8JXw1fC18PXwjfDN8K3w7fCd8N3wvfD/8IPww/Cj8OPwk/DT8LPw8/CL8Mvwq/Dr8Jvw2/C78Pvwh/DH8Kfw5/CX8Nfwt/D38I/wz/Cv8O/wn/DfqRUZkRlZkR07kRl7kR0EURlEUR0mURlmUR0XUj4ZEQ6NpomHR8GjaaLpo+miGaMZopmjmaJZo1mi2aPZojmjOaK5o7mieaEQ0bzRfNDKaPxoVjY7GRGOjQYRIojKqojpqojbqogWiBaOFooWjRaJFo8WixaMloiWjpaJx0dLRMtGy0XLR8tEK0YrRStH4aOVolWjVaLVo9WiNaM1orWjtaJ1o3Wi9aP1og2jDaKNo42iTaEK0abRZtHk0Mdoi2jLaKpoUbR1tE20bbRdtH02OpkQ7RDtGO0U7R1OjXaJdo92i3aM9oj2jvaK9o32ifaP9ov2jA6IDo4Oig6NDokOjw6LDoyOiI6OjoqOjY6Jjo+Oi46MTohOjk6KTo1OiU6PTotOjM6Izo7Ois6NzonOj86LzowuiC6OLooujS6JLo8uiy6Mroiujq6Kro2uia6ProuujG6Ibo5uim6Nboluj26LbozuiO6O7oruje6J7o/ui+6MHogejh6KHo0eiR6PHosejJ6Ino6eip6Nnomej56LnoxeiF6OXopejV6JXo9ei16M3ojejt6K3o3eid6P3ovejD6IPo4+ij6NPok+jz6LPoy+iL6Ovoq+jb6Jvo++i76Mfoh+jn6Kfo1+iX6Pfot+jP6I/o7+iv6N/on/jXmzEZmzFduzEbuzFfhzEYRzFcZzEaZzFeVzE/XhIPDSeJh4WD4+njaeLp49niGeMZ4pnjmeJZ41ni2eP54jnjOeK547niUfE88bzxSPj+eNR8eh4TDw2HsSIJS7jKq7jJm7jLl4gXjBeKF44XiReNF4sXjxeIl4yXioeFy8dLxMvGy8XLx+vEK8YrxSPj1eOV4lXjVeLV4/XiNeM14rXjteJ143Xi9ePN4g3jDeKN443iSfEm8abxZvHE+Mt4i3jreJJ8dbxNvG28Xbx9vHkeEq8Q7xjvFO8czw13iXeNd4t3j3eI94z3iveO94n3jfeL94/PiA+MD4oPjg+JD40Piw+PD4iPjI+Kj46PiY+Nj4uPj4+IT4xPik+OT4lPjU+LT49PiM+Mz4rPjs+Jz43Pi8+P74gvjC+KL44viS+NL4svjy+Ir4yviq+Or4mvja+Lr4+viG+Mb4pvjm+Jb41vi2+Pb4jvjO+K747vie+N74vvj9+IH4wfih+OH4kfjR+LH48fiJ+Mn4qfjp+Jn42fi5+Pn4hfjF+KX45fiV+NX4tfj1+I34zfit+O34nfjd+L34//iD+MP4o/jj+JP40/iz+PP4i/jL+Kv46/ib+Nv4u/j7+If4x/in+Of4l/jX+Lf49/iP+M/4r/jv+J/436SVGYiZWYidO4iZe4idBEiZREidJkiZZkidF0k+GJEOTaZJhyfBk2mS6ZPpkhmTGZKZk5mSWZNZktmT2ZI5kzmSuZO5knmREMm8yXzIymT8ZlYxOxiRjk0GCRJIyqZI6aZI26ZIFkgWThZKFk0WSRZPFksWTJZIlk6WSccnSyTLJsslyyfLJCsmKyUrJ+GTlZJVk1WS1ZPVkjWTNZK1k7WSdZN1kvWT9ZINkw2SjZONkk2RCsmmyWbJ5MjHZItky2SqZlGydbJNsm2yXbJ9MTqYkOyQ7JjslOydTk12SXZPdkt2TPZI9k72SvZN9kn2T/ZL9kwOSA5ODkoOTQ5JDk8OSw5MjkiOTo5Kjk2OSY5PjkuOTE5ITk5OSk5NTklOT05LTkzOSM5OzkrOTc5Jzk/OS85MLkguTi5KLk0uSS5PLksuTK5Irk6uSq5NrkmuT65LrkxuSG5ObkpuTW5Jbk9uS25M7kjuTu5K7k3uSe5P7kvuTB5IHk4eSh5NHkkeTx5LHkyeSJ5OnkqeTZ5Jnk+eS55MXkheTl5KXk1eSV5PXkteTN5I3k7eSt5N3kneT95L3kw+SD5OPko+TT5JPk8+Sz5Mvki+Tr5Kvk2+Sb5Pvku+TH5Ifk5+Sn5Nfkl+T35Lfkz+SP5O/kr+Tf5J/015qpGZqpXbqpG7qpX4apGEapXGapGmapXlapP10SDo0nSYdlg5Pp02nS6dPZ0hnTGdKZ05nSWdNZ0tnT+dI50znSudO50lHpPOm86Uj0/nTUenodEw6Nh2kSCUt0yqt0yZt0y5dIF0wXShdOF0kXTRdLF08XSJdMl0qHZcunS6TLpsuly6frpCumK6Ujk9XTldJV01XS1dP10jXTNdK107XSddN10vXTzdIN0w3SjdON0knpJumm6WbpxPTLdIt063SSenW6Tbptul26fbp5HRKukO6Y7pTunM6Nd0l3TXdLd093SPdM90r3TvdJ9033S/dPz0gPTA9KD04PSQ9ND0sPTw9Ij0yPSo9Oj0mPTY9Lj0+PSE9MT0pPTk9JT01PS09PT0jPTM9Kz07PSc9Nz0vPT+9IL0wvSi9OL0kvTS9LL08vSK9Mr0qvTq9Jr02vS69Pr0hvTG9Kb05vSW9Nb0tvT29I70zvSu9O70nvTe9L70/fSB9MH0ofTh9JH00fSx9PH0ifTJ9Kn06fSZ9Nn0ufT59IX0xfSl9OX0lfTV9LX09fSN9M30rfTt9J303fS99P/0g/TD9KP04/ST9NP0s/Tz9Iv0y/Sr9Ov0m/Tb9Lv0+/SH9Mf0p/Tn9Jf01/S39Pf0j/TP9K/07/Sf9N+tlRmZmVmZnTuZmXuZnQRZmURZnSZZmWZZnRdbPhmRDs2myYdnwbNpsumz6bIZsxmymbOZslmzWbLZs9myObM5srmzubJ5sRDZvNl82Mps/G5WNzsZkY7NBhkyyMquyOmuyNuuyBbIFs4WyhbNFskWzxbLFsyWyJbOlsnHZ0tky2bLZctny2QrZitlK2fhs5WyVbNVstWz1bI1szWytbO1snWzdbL1s/WyDbMNso2zjbJNsQrZptlm2eTYx2yLbMtsqm5RtnW2TbZttl22fTc6mZDtkO2Y7ZTtnU7Ndsl2z3bLdsz2yPbO9sr2zfbJ9s/2y/bMDsgOzg7KDs0OyQ7PDssOzI7Ijs6Oyo7NjsmOz47LjsxOyE7OTspOzU7JTs9Oy07MzsjOzs7Kzs3Oyc7PzsvOzC7ILs4uyi7NLskuzy7LLsyuyK7Orsquza7Jrs+uy67Mbshuzm7Kbs1uyW7PbstuzO7I7s7uyu7N7snuz+7L7sweyB7OHsoezR7JHs8eyx7Mnsiezp7Kns2eyZ7PnsuezF7IXs5eyl7NXslez17LXszeyN7O3srezd7J3s/ey97MPsg+zj7KPs0+yT7PPss+zL7Ivs6+yr7Nvsm+z77Lvsx+yH7Ofsp+zX7Jfs9+y37M/sj+zv7K/s3+yf/NebuRmbuV27uRu7uV+HuRhHuVxnuRpnuV5XuT9fEg+NJ8mH5YPz6fNp8unz2fIZ8xnymfOZ8lnzWfLZ8/nyOfM58rnzufJR+Tz5vPlI/P581H56HxMPjYf5MglL/Mqr/Mmb/MuXyBfMF8oXzhfJF80XyxfPF8iXzJfKh+XL50vky+bL5cvn6+Qr5ivlI/PV85XyVfNV8tXz9fI18zXytfO18nXzdfL1883yDfMN8o3zjfJJ+Sb5pvlm+cT8y3yLfOt8kn51vk2+bb5dvn2+eR8Sr5DvmO+U75zPjXfJd813y3fPd8j3zPfK9873yffN98v3z8/ID8wPyg/OD8kPzQ/LD88PyI/Mj8qPzo/Jj82Py4/Pj8hPzE/KT85PyU/NT8tPz0/Iz8zPys/Oz8nPzc/Lz8/vyC/ML8ovzi/JL80vyy/PL8ivzK/Kr86vya/Nr8uvz6/Ib8xvym/Ob8lvzW/Lb89vyO/M78rvzu/J783vy+/P38gfzB/KH84fyR/NH8sfzx/In8yfyp/On8mfzZ/Ln8+fyF/MX8pfzl/JX81fy1/PX8jfzN/K387fyd/N38vfz//IP8w/yj/OP8k/zT/LP88/yL/Mv8q/zr/Jv82/y7/Pv8h/zH/Kf85/yX/Nf8t/z3/I/8z/yv/O/8n/7foFUZhFlZhF07hFl7hF0ERFlERF0mRFlmRF0XRL4YUQ4tpimHF8GLaYrpi+mKGYsZipmLmYpZi1mK2YvZijmLOYq5i7mKeYkQxbzFfMbKYvxhVjC7GFGOLQYFCirKoirpoirboigWKBYuFioWLRYpFi8WKxYsliiWLpYpxxdLFMsWyxXLF8sUKxYrFSsX4YuVilWLVYrVi9WKNYs1irWLtYp1i3WK9Yv1ig2LDYqNi42KTYkKxabFZsXkxsdii2LLYqphUbF1sU2xbbFdsX0wuphQ7FDsWOxU7F1OLXYpdi92K3Ys9ij2LvYq9i32KfYv9iv2LA4oDi4OKg4tDikOLw4rDiyOKI4ujiqOLY4pji+OK44sTihOLk4qTi1OKU4vTitOLM4ozi7OKs4tzinOL84rziwuKC4uLiouLS4pLi8uKy4sriiuLq4qri2uKa4vriuuLG4obi5uKm4tbiluL24rbizuKO4u7iruLe4p7i/uK+4sHigeLh4qHi0eKR4vHiseLJ4oni6eKp4tnimeL54rnixeKF4uXipeLV4pXi9eK14s3ijeLt4q3i3eKd4v3iveLD4oPi4+Kj4tPik+Lz4rPiy+KL4uviq+Lb4pvi++K74sfih+Ln4qfi1+KX4vfit+LP4o/i7+Kv4t/in/7vb7RN/tW3+47fbfv9f1+0A/7UT/uJ/20n/XzftHv94f0h/an6Q/rD+9P25+uP31/hv6M/Zn6M/dn6c/an60/e3+O/pz9ufpz9+fpj+jP25+vP7I/f39Uf3R/TH9sf9BHX/plv+rX/abf9rv+Av0F+wv1F+4v0l+0v1h/8f4S/SX7SzmLbztlqwn2EhN3nuCNm7LTpG0nb2+N23mCs8KEKVMmmOOnmqtMstaYMNVb8///f97k7SZttuPk7e1xU3ec7I+fsN3ElSaOHvu/x+B/D/zvUf7vUf/v0QT/+2L571X+7yWD/1747/Xf14l+XfW/V/Xf19X/fW+t/+2/763/+976v++t6/9e//1W3X9f1/33dd1/X9fp17X/vbrwf3/H2LH6HOgT+hR9lvqs9Nnos9WnTgx0YqATA50Y6M8d6M8d1PrUiYFODHQCOgGdgE5A/wroGnQNugZdg65B10TXRNdE10TXRNdEJ0QnRCdEJ0qdKHWi1IlSJ0qdKPUPKnWt1LVS10pdq3St0rVK1ypdq3St0rVK1ypdq3St0rVa12qdqHWi1olaJ2qdqHWi1olGf/VGf26jP7fRn9voz2305zb6w1r9tla/rdVva/XbWv11Wv0zO/0zO/3NOv3NOp3odKLTiU4nOp3o9JfUO4beMfSOoXcMvWPoHUPvGGNrfTb6bPWpa3rS0JOGnjQGuqbXDb1u6HVDrxt63dDrhl439Lqh1w29buh1Q68bet3Q64ZeN/S6odcNvW7odUOvG3rdEF3TQ4ceOvTQoYcOPXTooUMPHXro0EOHHjr00KGHDj106KFDDx166NBDhx469NChhw49dOihQw8deujQQ0eta3rz0JuH3jz05qE3D7156M2j1rVG17QE0BJASwAtAbQE0BKg0TWNAhpda3Wt1bVW1zQg0IBAAwINCDQgaHVNWwJtCbQl0JZAWwJtCbQl0JZAWwJtCbQloi0RbYloS0RbItoS0ZaItkS0JaItEW2JaEtEWyLaEtGWiLZEtCWiLRFtiWhLRFsi2hLRloi2RLQloi0RbYloS0RbItoS0ZaItkS0JaItEW2JaEtEWyLaEtGWiLZEtCWiLRFtiWhLRFsi2hLRloi2RLQloi0RbYloS0RbItoS0ZaItkS0JaItEW2JaEtEWyLaEtGWiLZEtCWiLRFtiWhLRFsi2hLRloi2RLQloi0RbYloS0RbItoS0ZaItkS0JaItEW2JaEtEWyLaEtGWiLZEtCWiLRFtiWhLRFsi2hLRloi2RLQloi0RbYloS0RbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWltqTUlpTaklJbUmpLSm1JqS0ptSWVtqTSllTakkpbUmlLKq1GpamotA+VRqHSKFRagkpLUOn5V3r+lR56pYde6aFXeuiVHnqlh17poVd66JUeeqWHXumhV3rolR56pYde6aFXeuiVHnqlh17poVd66JUeeqXXXel1V3rdlV53pddd6XVXet2VXnel113pdVd63ZVed6XXXel1V3rdlV53pddd6XVXet2VXnel113pdVd63ZVed6XXXel1V3rdlV53pddd6XVXet2VXnel113pdVd63ZVed6XXXel1V3rdlV53pddd6XVXet2VXnel113pdVd63ZVed6XXXel1V3rdlV53pddd6XVXet21Xnet113rddd63bVed62fFGr9pFDrzdf6SaHW86/1k0KtJaj1k0KtUag1CrV+Uqi1D7X2odZPCrWmotZU1PpJodZPCrUGpNaA1BqQWgNSa0BqDUitAak1ILUGpNaA1BqQWgNSa0BqDUitAak1ILUGpNaA1BqQWgNSa0Bq/aRQa0tqbUmtLam1JbW2pNaW1NqSWltSa0tqbUmtLam1JbW2pNaW1NqSWltSa0tqbUmtLam1JbW2pNaW1NqSWltSa0tqbUmtLam1JbW2pNaW1NqSWltSa0tqbUmtLam1JbW2pNaW1NqSWltSa0tqbUmtLam1JbW2pNaW1NqSWltSa0tqbUmtLam1JbW2pNaW1NqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm0JY22pNGWNNqSRlvSaEsabUmjLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSVlvSaktabUmrLWm1Ja22pNWWtNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUmnLem0JZ22pNOWdNqSTlvSaUs6bUnXddH/eQ7Gjh1L7wG9QW+hd0nvit41vRt6t/Sm3QHtDmh3QLsD2h3Q7oB2B7Q7oN0B7Q5oF7QL2gXtgnZBu6Bd0C5oF7QL2hXaFdoV2hXaFdoV2hXaFdoV2hXaLWm3pN2SdkvaLWm3pN2SdkvaLWm3pN2KdivarWi3ot2KdivarWi3ot2KdivarWm3pt2admvarWm3pt2admvarWm3pt2GdhvabWi3od2GdhvabWi3od2GdhvabWm3pd2WdlvabWm3pd2WdlvabWm3pd2Odjva7Wi3o92Odjva7Wi3o92OdqlXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddQr8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/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')format("woff");}.fff{font-family:fff;line-height:1.432129;font-style:normal;font-weight:normal;visibility:visible;}
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+bHINcCnQI0ddiEKM7qoH8C2kdk1wOqT/5w+A1AZpKzxDPP77E3gXo1G91nGtAm6PJgzQDoKtA+6bDZiZJ9F0YD4OLsCLyMs6g6wHcpEu9Uf3qEBmc7MO7CDHItwmI2RqknUJFysjKCWZviTTEew9qIOCOQcgg7DvwB8RqsBj4hOi6t8wndh7RekIRgQ7CJWDv0yZVHqSwnfkyZdcGXNIfTOHA+AS9cWBkDCuwpf+Pe62/xhmtHQRz0El4OojCIrMQN/BLXPY9Hbn+QxDwSsYieCKd09dLVS1XRjcSYt0Lhdyah4HVrEowS7gV91+Z2EE5oEUfl997kr+LXfY2blhcOeNXy7cA+Ae67wcDn1ZETo6nOwI25l9fTCyK+43Y917Y8riyCTABGeRyMIltw9HhsRYKPfEdEPBkI3qh1eN21hR+LhzwWgothVziOcLgnudwRsR25IUZINhyRWK4XAxgdQGYASA3hm3WsQTCE7x1geAAc2wk8+Fy2c/Lr+HTBFFSpi0sNp0jPyBxSbcRZ/u5DrrDm2aGIYnT8funevVlVc4qW2ZJValHN4R53qKKwJk+oensz1bgYZ5/GI6isVNom3SHtO5dqr5RFArmyeBJZjhha0QkPejI/GSj9KBiFyLaDYWj5rsAUPPvBxJbWLGpAGRnGmFZjgAkByhpWAk6MedmKEgHjAYmG7AHbhp8x/ZQgonknSirSbaAn5EqfnMFzZwJqkiR8sL09Ho9Lw9SrEoS1nUzCoB9Z4WCyPLSY0AxpH8sd3aPgEjqhjgltTjma0Kkhd3mSnVypNPICygeeLxaFq9F+R7lQnXAaZd8nOyGdEXKtrbQINbZId0iQIRYJzeGqLvmR1sj86ZOoFfIsjBY4vSwG7ZnqLaSxA2tsGGvqJMR+I+1qmZ35CFzaNWPCyabesAyzsYrUpa7hUX+QnWwRe1zjEbUF8ndnTuPl2qUPnxbb/FmPmvpZx00oc3a2EZZFkFpf9OthrgYwEhlLQvbSLRZRf5hQ/QSAkk890To1Ull71kxVyd4WqE8ZlaRHtONkr0Vv02ymelDSozPm9BqVTyW+ysxUe7pDXIVyRN0fe7ercJ4+pXQU0j06OD2KNEV6trI1yo5FtKNqYbFvz++GrbnTRdBzB9o4oe4sKLMW8BClPp0/cm5b6Xx/7lngrtrB0xMjzlBLvXmep61nfLrh63M66qkOvpFV9GPgyVyllSPoudBTT0XTCj/riS2tzNOf2tLs7Wc7KM71SZl3WQ1C2ZMnta/yr1HckXqiSrvYgKq+r3Kd1rOsr1D1YmkhAK3yCcrPqsVi0yfX+XPt/5CPDCWLYkfsXHXmO2rP2qB9qPbKtGWiBdzZsm62Uh9Pzy/Q7dlnV8j43RxGDnUbb+a8WYzxDH10Cru0LpVefsppc6dciv38akRNnqv5uFO/Zt9gZAzTjpTmUKNzPyArvWwschWC55fMUAzapp1Wet0lX4TqWKMsl/nzROZwW2U8pp3iZT6ke3u2lp4d1Xynl1HmO85sTU+RGKtnxU+Xx7Qr4HuPr5AROQ8c+kSbU1weg4Sd6yHJGWey7AAORZB2vgcLp7kFWgM6eZa/TfrUL9KOM8Uo7WpTnPLnyuyqmM4Lma+uin15/7VOyWqUIRBTpfqkXe4k2YXz3f3TVkG+11WZQRItVoHREXRPkzg14HE4TU2YOYTRLnB3gXMHJNpq/g5l7Ih6UhXkDqjfSR0mfDZhfExnXYVxGuPoEcg3QReuNdh7ZMMAbW2SNEl3A7h1+DaUHK4oA+cAxkjv0Wko7TVhlXw/rqn+KD3tAJ9nEc56VSOLqWcNGJmgv6pmddBdI33oP9qvEN3M/KwoT3XCCDWjzjJ4VKcRcg/gex/k2mRfp5ilt02KoQLzMhaDPEDLJRWrlEN8DtUM5gj9q8PPNCqdMKiSN1P8yvC9D56j/j2Y7VCnaMHKXYq0TegZCjOMtk6jaVQyU2WKBlFFDHaBbsDvXoadSZ/SFzOnbRa7I5qfSsn4dPVZJuRaNJLZKNOoQ7nCWU3l0qQ45q0eUSUaJKVTxO2sQipUvdL7tDqljVbOE2kPc5v3Ja1qfsYekVrS+QOV6UVcEHWdMEG/2pnl0zTL/Zl7kY1HYei5wuG9wE9K/DgY8aE14aNYwLszvE8jmycBtyNhJULjjhuHnjXRuOU7PIxcmLVBRMC3FfNQREM3SUBdd0Lv3ukNCLz6DmMeRCnRQwva4ht6GAXOyE40jlc/sFbDNakB1+fjgWsPcp6Nwajr297IEc7U+8D3JnzLvStvYnLioOEsb+XFjev38e4piVwb3++nBnB5pushIbDlgpVEDPEyIHLBqhOMfS+wnFn0LAmViDCcAEzB5ygJRwl3BIaJMgPhhbOIlrjuT5Q4JgQUAj4Dt+sm6lasA073As8Lxui0AlvjXSsGbwM/u55K07Clrg2EXxq7J24oHNcqBVF/G0fbIPm+usi6CwmmwojRNVSz/OZt2Y3Zn5VEHSU+QKAfBxAVgiOeCC8IJeCzd3MI5sztHIa3jwmK6fYJYgcYBKzrRxag42i8FwlBlzkDK+pD1Igz4AVZBQU86CaW6yMsFt0PprX27HGgS1YcB7ZrYY04gT0aQlYseY3neoDNFmqciZe31QXhB3fJI0eAQldmYqkcH7vJANm5ktNUyaH36bTnQq1K26hL3ZGCBdpIGKHGh4Hj9vBbECDhCAKKB7RpQXV3hBs4RqaqE4hwGwKPheehBsy2Qmmpq3LTg0m5cRTS5MR4EAzPiBG3wijywRlBCpyAxwH58ljYSVpi00qGDeC4tPkepGVudYMnInfT6wcJbhzyCLdaOK0VNRUPLIirK2b2r5ULNUIH4gTKyYUkwRaW2/0sCOSuqxq83ap0jnTT4LU23zdbh7VdY5ff0dswvqPxo1qn2jrocJAw9WbnmLcqXG8e80e15q7Gjff2TaPd5i2T1xr79ZoBvFqzXD/YrTX3+A6sa7Y6vF6D/QhKOy2OBpWqmtFGZQ3DLFdhqO/U6rXOscYrtU4TdVZAqc73dbNTKx/UdZPvH5j7rbYB5ndBbbPWrJhgxWgYzU4JrAKPG4cw4O2qXq+TKf0AvDfJv3Jr/9is7VU7vNqq7xrA3DHAM32nbkhTEFS5rtcaGt/VG/qeQataoMUkMeXdUdUgFtjT4X+5U2s1MYxyq9kxYahBlGYnW3pUaxsa181aGwGpmC1Qj3DCihYpgXVNQ2pBqPlMRkAExwdtY+rLrqHXQVcbF+eFIZ8MGqagV3b5h4r5K+z52YSNVq7CY/JHC5L5mR49lM9LpNwKaUsW5jN+4XuF3xX+UPg9fP5yXmpuLvXPPdP7dBavd/BV4gldnoDHCyuWSezRhUa8IDvlVyBqj52wT2DdR3jvvRDZ/Hy6NlYxB6dqz0scEj0vmXKr9ELzhHBelJqf3VeX6iO6rAvo8mV+zXKZPKqLfs/NFm8Xv1J8WCwXv1x8q/jV4jvFR8W359ecKnNareVnKkujTbmPMOqV1/HvF3MS+ZlHVOEhZGgxnpm5lc+yvxdehpk5qRy/ri4yFqsxP/N8dftciD+n7v9Z3f8FLqn7U3icbNpT0H1nFq79/7T1xra5xphrIrZt23Y66ti2bdu2bdvuON1J9le79nOtky8HXfMg77hXqvp6jn7j7HH/95+/Phj35Lj/n3+qLf+//7HG2eOccdW48caNP26CcROOm37cjONmHTf3uME4GafjhuO6cfNZtuVYruVZvhVYoRVZsZVYqZVZuVVYpVVZY9Z41vjWBNaE1kTWxNYk1qTWZNbk1hTWlNZU1tTWNNa01nTW9NYM1ozWTNbM1izWrNZs1uzWHNac1lzW3NbAEkut2hpajdVandVb81jzWvNZ81sLWAtaC1kLW4tYi1qLWYtbS1hLWktZS1vLWMtay1nLWytYK1orWStbq1irWqtZq1trWGtaa1lrW+tY61rrWetbG1gbWhtZG1ubWJtam1mbW1tYW1pbWVtb21jbWttZ21s7WDtaO1k7W7tYu1q7Wbtbe1h7Wv+y9rL2tvax9rX2s/5t7W8dYB1oHWQdbB1iHWodZh1uHWEdaR1lHW0dYx1rHWcdb51gnWidZJ1snWKdap1mnW6dYZ1pnWWdbZ1jnWudZ51vXWBdaF1kXWxdYl1qXWZdbl1hXWldZV1tXWNda11nXW/dYN1o3WTdbN1i3WrdZt1u3WHdad1l3W3dY91r3Wfdbz1gPWg9ZD1sPWI9aj1mPW49YT1pPWU9bT1jPWs9Zz1vvWC9aL1kvWy9Yr1qvWa9br1hvWm9Zb1tvWO9a71nvW99YH1ofWR9bH1ifWp9Zn1ufWF9aX1lfW19Y31rfWd9b/1g/Wj9x/rJ+tn6xfrV+s363frD+tP6r/U/6y/rb+sfe5xt2bbt2K7t2b4d2KEd2bGd2Kmd2bld2KVd2WP2ePb49gT2hPZE9sT2JPak9mT25PYU9pT2VPbU9jT2tPZ09vT2DPaM9kz2zPYs9qz2bPbs9hz2nPZc9tz2wBZb7doe2o3d2p3d2/PY89rz2fPbC9gL2gvZC9uL2Ivai9mL20vYS9pL2Uvby9jL2svZy9sr2CvaK9kr26vYq9qr2avba9hr2mvZa9vr2Ova69nr2xvYG9ob2Rvbm9ib2pvZm9tb2FvaW9lb29vY29rb2dvbO9g72jvZO9u72Lvau9m723vYe9r/svey97b3sfe197P/be9vH2AfaB9kH2wfYh9qH2Yfbh9hH2kfZR9tH2Mfax9nH2+fYJ9on2SfbJ9in2qfZp9un2GfaZ9ln22fY59rn2efb19gX2hfZF9sX2Jfal9mX25fYV9pX2VfbV9jX2tfZ19v32DfaN9k32zfYt9q32bfbt9h32nfZd9t32Pfa99n328/YD9oP2Q/bD9iP2o/Zj9uP2E/aT9lP20/Yz9rP2c/b79gv2i/ZL9sv2K/ar9mv26/Yb9pv2W/bb9jv2u/Z79vf2B/aH9kf2x/Yn9qf2Z/bn9hf2l/ZX9tf2N/a39nf2//YP9o/8f+yf7Z/sX+1f7N/t3+w/7T/q/9P/sv+2/7H2ecYzm24ziu4zm+EzihEzmxkzipkzm5UzilUzljznjO+M4EzoTORM7EziTOpM5kzuTOFM6UzlTO1M40zrTOdM70zgzOjM5MzszOLM6szmzO7M4czpzOXM7czsARR53aGTqN0zqd0zvzOPM68znzOws4CzoLOQs7iziLOos5iztLOEs6SzlLO8s4yzrLOcs7KzgrOis5KzurOKs6qzmrO2s4azprOWs76zjrOus56zsbOBs6GzkbO5s4mzqbOZs7WzhbOls5WzvbONs62znbOzs4Ozo7OTs7uzi7Ors5uzt7OHs6/3L2cvZ29nH2dfZz/u3s7xzgHOgc5BzsHOIc6hzmHO4c4RzpHOUc7RzjHOsc5xzvnOCc6JzknOyc4pzqnOac7pzhnOmc5ZztnOOc65znnO9c4FzoXORc7FziXOpc5lzuXOFc6VzlXO1c41zrXOdc79zg3Ojc5Nzs3OLc6tzm3O7c4dzp3OXc7dzj3Ovc59zvPOA86DzkPOw84jzqPOY87jzhPOk85TztPOM86zznPO+84LzovOS87LzivOq85rzuvOG86bzlvO2847zrvOe873zgfOh85HzsfOJ86nzmfO584XzpfOV87XzjfOt853zv/OD86PzH+cn52fnF+dX5zfnd+cP50/mv8z/nL+dv5x93nGu5tuu4ruu5vhu4oRu5sZu4qZu5uVu4pVu5Y+547vjuBO6E7kTuxO4k7qTuZO7k7hTulO5U7tTuNO607nTu9O4M7ozuTO7M7izurO5s7uzuHO6c7lzu3O7AFVfd2h26jdu6ndu787jzuvO587sLuAu6C7kLu4u4i7qLuYu7S7hLuku5S7vLuMu6y7nLuyu4K7oruSu7q7iruqu5q7truGu6a7lru+u467rrueu7G7gbuhu5G7ubuJu6m7mbu1u4W7pbuVu727jbutu527s7uDu6O7k7u7u4u7q7ubu7e7h7uv9y93L3dvdx93X3c//t7u8e4B7oHuQe7B7iHuoe5h7uHuEe6R7lHu0e4x7rHuce757gnuie5J7snuKe6p7mnu6e4Z7pnuWe7Z7jnuue557vXuBe6F7kXuxe4l7qXuZe7l7hXule5V7tXuNe617nXu/e4N7o3uTe7N7i3ure5t7u3uHe6d7l3u3e497r3ufe7z7gPug+5D7sPuI+6j7mPu4+4T7pPuU+7T7jPus+5z7vvuC+6L7kvuy+4r7qvua+7r7hvum+5b7tvuO+677nvu9+4H7ofuR+7H7ifup+5n7ufuF+6X7lfu1+437rfud+7/7g/uj+x/3J/dn9xf3V/c393f3D/dP9r/s/9y/3b/cfb5xnebbneK7neb4XeKEXebGXeKmXeblXeKVXeWPeeN743gTehN5E3sTeJN6k3mTe5N4U3pTeVN7U3jTetN503vTeDN6M3kzezN4s3qzebN7s3hzenN5c3tzewBNPvdobeo3Xep3Xe/N483rzefN7C3gLegt5C3uLeIt6i3mLe0t4S3pLeUt7y3jLest5y3sreCt6K3kre6t4q3qreat7a3hremt5a3vreOt663nrext4G3obeRt7m3ibept5m3tbeFt6W3lbe9t423rbedt7O3g7ejt5O3u7eLt6u3m7e3t4e3r/8vby9vb28fb19vP+7e3vHeAd6B3kHewd4h3qHeYd7h3hHekd5R3tHeMd6x3nHe+d4J3oneSd7J3ineqd5p3uneGd6Z3lne2d453rneed713gXehd5F3sXeJd6l3mXe5d4V3pXeVd7V3jXetd513v3eDd6N3k3ezd4t3q3ebd7t3h3end5d3t3ePd693n3e894D3oPeQ97D3iPeo95j3uPeE96T3lPe094z3rPec9773gvei95L3sveK96r3mve694b3pveW97b3jveu9573vfeB96H3kfex94n3qfeZ97n3hfel95X3tfeN9633nfe/94P3o/cf7yfvZ+8X71fvN+937w/vT+6/3P+8v72/vH3+cb/m27/iu7/m+H/ihH/mxn/ipn/m5X/ilX/lj/nj++P4E/oT+RP7E/iT+pP5k/uT+FP6U/lT+1P40/rT+dP70/gz+jP5M/sz+LP6s/mz+7P4c/pz+XP7c/sAXX/3aH/qN3/qd3/vz+PP68/nz+wv4C/oL+Qv7i/iL+ov5i/tL+Ev6S/lL+8v4y/rL+cv7K/gr+iv5K/ur+Kv6q/mr+2v4a/pr+Wv76/jr+uv56/sb+Bv6G/kb+5v4m/qb+Zv7W/hb+lv5W/vb+Nv62/nb+zv4O/o7+Tv7u/i7+rv5u/t7+Hv6//L38vf29/H39ffz/+3v7x/gH+gf5B/sH+If6h/mH+4f4R/pH+Uf7R/jH+sf5x/vn+Cf6J/kn+yf4p/qn+af7p/hn+mf5Z/tn+Of65/nn+9f4F/oX+Rf7F/iX+pf5l/uX+Ff6V/lX+1f41/rX+df79/g3+jf5N/s3+Lf6t/m3+7f4d/p3+Xf7d/j3+vf59/vP+A/6D/kP+w/4j/qP+Y/7j/hP+k/5T/tP+M/6z/nP++/4L/ov+S/7L/iv+q/5r/uv+G/6b/lv+2/47/rv+e/73/gf+h/5H/sf+J/6n/mf+5/4X/pf+V/7X/jf+t/53/v/+D/6P/H/8n/2f/F/9X/zf/d/8P/0/+v/z//L/9v/59gXGAFduAEbuAFfhAEYRAFcZAEaZAFeVAEZVAFY8F4wfjBBMGEwUTBxMEkwaTBZMHkwRTBlMFUwdTBNMG0wXTB9MEMwYzBTMHMwSzBrMFswezBHMGcwVzB3MEgkECDOhgGTdAGXdAH8wTzBvMF8wcLBAsGCwULB4sEiwaLBYsHSwRLBksFSwfLBMsGywXLBysEKwYrBSsHqwSrBqsFqwdrBGsGawVrB+sE6wbrBesHGwQbBhsFGwebBJsGmwWbB1sEWwZbBVsH2wTbBtsF2wc7BDsGOwU7B7sEuwa7BbsHewR7Bv8K9gr2DvYJ9g32C/4d7B8cEBwYHBQcHBwSHBocFhweHBEcGRwVHB0cExwbHBccH5wQnBicFJwcnBKcGpwWnB6cEZwZnBWcHZwTnBucF5wfXBBcGFwUXBxcElwaXBZcHlwRXBlcFVwdXBNcG1wXXB/cENwY3BTcHNwS3BrcFtwe3BHcGdwV3B3cE9wb3BfcHzwQPBg8FDwcPBI8GjwWPB48ETwZPBU8HTwTPBs8FzwfvBC8GLwUvBy8ErwavBa8HrwRvBm8FbwdvBO8G7wXvB98EHwYfBR8HHwSfBp8FnwefBF8GXwVfB18E3wbfBd8H/wQ/Bj8J/gp+Dn4Jfg1+C34Pfgj+DP4b/C/4K/g7+CfcFxohXbohG7ohX4YhGEYhXGYhGmYhXlYhGVYhWPheOH44QThhOFE4cThJOGk4WTh5OEU4ZThVOHU4TThtOF04fThDOGM4UzhzOEs4azhbOHs4RzhnOFc4dzhIJRQwzochk3Yhl3Yh/OE84bzhfOHC4QLhguFC4eLhIuGi4WLh0uES4ZLhUuHy4TLhsuFy4crhCuGK4Urh6uEq4arhauHa4RrhmuFa4frhOuG64XrhxuEG4YbhRuHm4SbhpuFm4dbhFuGW4Vbh9uE24bbhduHO4Q7hjuFO4e7hLuGu4W7h3uEe4b/CvcK9w73CfcN9wv/He4fHhAeGB4UHhweEh4aHhYeHh4RHhkeFR4dHhMeGx4XHh+eEJ4YnhSeHJ4SnhqeFp4enhGeGZ4Vnh2eE54bnheeH14QXhheFF4cXhJeGl4WXh5eEV4ZXhVeHV4TXhteF14f3hDeGN4U3hzeEt4a3hbeHt4R3hneFd4d3hPeG94X3h8+ED4YPhQ+HD4SPho+Fj4ePhE+GT4VPh0+Ez4bPhc+H74Qvhi+FL4cvhK+Gr4Wvh6+Eb4ZvhW+Hb4Tvhu+F74ffhB+GH4Ufhx+En4afhZ+Hn4Rfhl+FX4dfhN+G34Xfh/+EP4Y/if8Kfw5/CX8Nfwt/D38I/wz/G/4v/Cv8O/wn2hcZEV25ERu5EV+FERhFEVxlERplEV5VERlVEVj0XjR+NEE0YTRRNHE0STRpNFk0eTRFNGU0VTR1NE00bTRdNH00QzRjNFM0czRLNGs0WzR7NEc0ZzRXNHc0SCSSKM6GkZN1EZd1EfzRPNG80XzRwtEC0YLRQtHi0SLRotFi0dLREtGS0VLR8tEy0bLRctHK0QrRitFK0erRKtGq0WrR2tEa0ZrRWtH60TrRutF60cbRBtGG0UbR5tEm0abRZtHW0RbRltFW0fbRNtG20XbRztEO0Y7RTtHu0S7RrtFu0d7RHtG/4r2ivaO9on2jfaL/h3tHx0QHRgdFB0cHRIdGh0WHR4dER0ZHRUdHR0THRsdFx0fnRCdGJ0UnRydEp0anRadHp0RnRmdFZ0dnROdG50XnR9dEF0YXRRdHF0SXRpdFl0eXRFdGV0VXR1dE10bXRddH90Q3RjdFN0c3RLdGt0W3R7dEd0Z3RXdHd0T3RvdF90fPRA9GD0UPRw9Ej0aPRY9Hj0RPRk9FT0dPRM9Gz0XPR+9EL0YvRS9HL0SvRq9Fr0evRG9Gb0VvR29E70bvRe9H30QfRh9FH0cfRJ9Gn0WfR59EX0ZfRV9HX0TfRt9F30f/RD9GP0n+in6Ofol+jX6Lfo9+iP6M/pv9L/or+jv6J94XGzFduzEbuzFfhzEYRzFcZzEaZzFeVzEZVzFY/F48fjxBPGE8UTxxPEk8aTxZPHk8RTxlPFU8dTxNPG08XTx9PEM8YzxTPHM8SzxrPFs8ezxHPGc8Vzx3PEglljjOh7GTdzGXdzH88TzxvPF88cLxAvGC8ULx4vEi8aLxYvHS8RLxkvFS8fLxMvGy8XLxyvEK8YrxSvHq8SrxqvFq8drxGvGa8Vrx+vE68brxevHG8QbxhvFG8ebxJvGm8Wbx1vEW8ZbxVvH28TbxtvF28c7xDvGO8U7x7vEu8a7xbvHe8R7xv+K94r3jveJ9433i/8d7x8fEB8YHxQfHB8SHxofFh8eHxEfGR8VHx0fEx8bHxcfH58QnxifFJ8cnxKfGp8Wnx6fEZ8ZnxWfHZ8TnxufF58fXxBfGF8UXxxfEl8aXxZfHl8RXxlfFV8dXxNfG18XXx/fEN8Y3xTfHN8S3xrfFt8e3xHfGd8V3x3fE98b3xffHz8QPxg/FD8cPxI/Gj8WPx4/ET8ZPxU/HT8TPxs/Fz8fvxC/GL8Uvxy/Er8avxa/Hr8Rvxm/Fb8dvxO/G78Xvx9/EH8YfxR/HH8Sfxp/Fn8efxF/GX8Vfx1/E38bfxd/H/8Q/xj/J/4p/jn+Jf41/i3+Pf4j/jP+b/y/+K/47/ifZFxiJXbiJG7iJX4SJGESJXGSJGmSJXlSJGVSJWPJeMn4yQTJhMlEycTJJMmkyWTJ5MkUyZTJVMnUyTTJtMl0yfTJDMmMyUzJzMksyazJbMnsyRzJnMlcydzJIJFEkzoZJk3SJl3SJ/Mk8ybzJfMnCyQLJgslCyeLJIsmiyWLJ0skSyZLJUsnyyTLJsslyycrJCsmKyUrJ6skqyarJasnayRrJmslayfrJOsm6yXrJxskGyYbJRsnmySbJpslmydbJFsmWyVbJ9sk2ybbJdsnOyQ7JjslOye7JLsmuyW7J3skeyb/SvZK9k72SfZN9kv+neyfHJAcmByUHJwckhyaHJYcnhyRHJkclRydHJMcmxyXHJ+ckJyYnJScnJySnJqclpyenJGcmZyVnJ2ck5ybnJecn1yQXJhclFycXJJcmlyWXJ5ckVyZXJVcnVyTXJtcl1yf3JDcmNyU3Jzcktya3JbcntyR3Jncldyd3JPcm9yX3J88kDyYPJQ8nDySPJo8ljyePJE8mTyVPJ08kzybPJc8n7yQvJi8lLycvJK8mryWvJ68kbyZvJW8nbyTvJu8l7yffJB8mHyUfJx8knyafJZ8nnyRfJl8lXydfJN8m3yXfJ/8kPyY/Cf5Kfk5+SX5Nfkt+T35I/kz+W/yv+Sv5O/kn3RcaqV26qRu6qV+GqRhGqVxmqRpmqV5WqRlWqVj6Xjp+OkE6YTpROnE6STppOlk6eTpFOmU6VTp1Ok06bTpdOn06QzpjOlM6czpLOms6Wzp7Okc6ZzpXOnc6SCVVNM6HaZN2qZd2qfzpPOm86XzpwukC6YLpQuni6SLpouli6dLpEumS6VLp8uky6bLpcunK6QrpiulK6erpKumq6Wrp2uka6ZrpWun66Trpuul66cbpBumG6Ubp5ukm6abpZunW6RbplulW6fbpNum26XbpzukO6Y7pTunu6S7prulu6d7pHum/0r3SvdO90n3TfdL/53unx6QHpgelB6cHpIemh6WHp4ekR6ZHpUenR6THpselx6fnpCemJ6Unpyekp6anpaenp6RnpmelZ6dnpOem56Xnp9ekF6YXpRenF6SXppell6eXpFemV6VXp1ek16bXpden96Q3pjelN6c3pLemt6W3p7ekd6Z3pXend6T3pvel96fPpA+mD6UPpw+kj6aPpY+nj6RPpk+lT6dPpM+mz6XPp++kL6YvpS+nL6Svpq+lr6evpG+mb6Vvp2+k76bvpe+n36Qfph+lH6cfpJ+mn6Wfp5+kX6ZfpV+nX6Tfpt+l36f/pD+mP4n/Sn9Of0l/TX9Lf09/SP9M/1v+r/0r/Tv9J9sXGZlduZkbuZlfhZkYRZlcZZkaZZleVZkZVZlY9l42fjZBNmE2UTZxNkk2aTZZNnk2RTZlNlU2dTZNNm02XTZ9NkM2YzZTNnM2SzZrNls2ezZHNmc2VzZ3Nkgk0yzOhtmTdZmXdZn82TzZvNl82cLZAtmC2ULZ4tki2aLZYtnS2RLZktlS2fLZMtmy2XLZytkK2YrZStnq2SrZqtlq2drZGtma2VrZ+tk62brZetnG2QbZhtlG2ebZJtmm2WbZ1tkW2ZbZVtn22TbZttl22c7ZDtmO2U7Z7tku2a7Zbtne2R7Zv/K9sr2zvbJ9s32y/6d7Z8dkB2YHZQdnB2SHZodlh2eHZEdmR2VHZ0dkx2bHZcdn52QnZidlJ2cnZKdmp2WnZ6dkZ2ZnZWdnZ2TnZudl52fXZBdmF2UXZxdkl2aXZZdnl2RXZldlV2dXZNdm12XXZ/dkN2Y3ZTdnN2S3Zrdlt2e3ZHdmd2V3Z3dk92b3Zfdnz2QPZg9lD2cPZI9mj2WPZ49kT2ZPZU9nT2TPZs9lz2fvZC9mL2UvZy9kr2avZa9nr2RvZm9lb2dvZO9m72XvZ99kH2YfZR9nH2SfZp9ln2efZF9mX2VfZ19k32bfZd9n/2Q/Zj9J/sp+zn7Jfs1+y37Pfsj+zP7b/a/7K/s7+yffFxu5Xbu5G7u5X4e5GEe5XGe5Gme5Xle5GVe5WP5ePn4+QT5hPlE+cT5JPmk+WT55PkU+ZT5VPnU+TT5tPl0+fT5DPmM+Uz5zPks+az5bPns+Rz5nPlc+dz5IJdc8zof5k3e5l3e5/Pk8+bz5fPnC+QL5gvlC+eL5Ivmi+WL50vkS+ZL5Uvny+TL5svly+cr5CvmK+Ur56vkq+ar5avna+Rr5mvla+fr5Ovm6+Xr5xvkG+Yb5Rvnm+Sb5pvlm+db5FvmW+Vb59vk2+bb5dvnO+Q75jvlO+e75Lvmu+W753vke+b/yvfK9873yffN98v/ne+fH5AfmB+UH5wfkh+aH5Yfnh+RH5kflR+dH5Mfmx+XH5+fkJ+Yn5SfnJ+Sn5qflp+en5GfmZ+Vn52fk5+bn5efn1+QX5hflF+cX5Jfml+WX55fkV+ZX5VfnV+TX5tfl1+f35DfmN+U35zfkt+a35bfnt+R35nfld+d35Pfm9+X358/kD+YP5Q/nD+SP5o/lj+eP5E/mT+VP50/kz+bP5c/n7+Qv5i/lL+cv5K/mr+Wv56/kb+Zv5W/nb+Tv5u/l7+ff5B/mH+Uf5x/kn+af5Z/nn+Rf5l/lX+df5N/m3+Xf5//kP+Y/yf/Kf85/yX/Nf8t/z3/I/8z/2/+v/yv/O/8n2JcYRV24RRu4RV+ERRhERVxkRRpkRV5URRlURVjxXjF+MUExYTFRMXExSTFpMVkxeTFFMWUxVTF1MU0xbTFdMX0xQzFjMVMxczFLMWsxWzF7MUcxZzFXMXcxaCQQou6GBZN0RZd0RfzFPMW8xXzFwsUCxYLFQsXixSLFosVixdLFEsWSxVLF8sUyxbLFcsXKxQrFisVKxerFKsWqxWrF2sUaxZrFWsX6xTrFusV6xcbFBsWGxUbF5sUmxabFZsXWxRbFlsVWxfbFNsW2xXbFzsUOxY7FTsXuxS7FrsVuxd7FHsW/yr2KvYu9in2LfYr/l3sXxxQHFgcVBxcHFIcWhxWHF4cURxZHFUcXRxTHFscVxxfnFCcWJxUnFycUpxanFacXpxRnFmcVZxdnFOcW5xXnF9cUFxYXFRcXFxSXFpcVlxeXFFcWVxVXF1cU1xbXFdcX9xQ3FjcVNxc3FLcWtxW3F7cUdxZ3FXcXdxT3FvcV9xfPFA8WDxUPFw8UjxaPFY8XjxRPFk8VTxdPFM8WzxXPF+8ULxYvFS8XLxSvFq8VrxevFG8WbxVvF28U7xbvFe8X3xQfFh8VHxcfFJ8WnxWfF58UXxZfFV8XXxTfFt8V3xf/FD8WPyn+Kn4ufil+LX4rfi9+KP4s/hv8b/ir+Lv4p9yXGmVdumUbumVfhmUYRmVcZmUaZmVeVmUZVmVY+V45fjlBOWE5UTlxOUk5aTlZOXk5RTllOVU5dTlNOW05XTl9OUM5YzlTOXM5SzlrOVs5ezlHOWc5Vzl3OWglFLLuhyWTdmWXdmX85TzlvOV85cLlAuWC5ULl4uUi5aLlYuXS5RLlkuVS5fLlMuWy5XLlyuUK5YrlSuXq5SrlquVq5drlGuWa5Vrl+uU65brleuXG5QblhuVG5eblJuWm5Wbl1uUW5ZblVuX25TbltuV25c7lDuWO5U7l7uUu5a7lbuXe5R7lv8q9yr3Lvcp9y33K/9d7l8eUB5YHlQeXB5SHloeVh5eHlEeWR5VHl0eUx5bHlceX55QnlieVJ5cnlKeWp5Wnl6eUZ5ZnlWeXZ5TnlueV55fXlBeWF5UXlxeUl5aXlZeXl5RXlleVV5dXlNeW15XXl/eUN5Y3lTeXN5S3lreVt5e3lHeWd5V3l3eU95b3lfeXz5QPlg+VD5cPlI+Wj5WPl4+UT5ZPlU+XT5TPls+Vz5fvlC+WL5Uvly+Ur5avla+Xr5Rvlm+Vb5dvlO+W75Xvl9+UH5YflR+XH5Sflp+Vn5eflF+WX5Vfl1+U35bfld+X/5Q/lj+p/yp/Ln8pfy1/K38vfyj/LP8b/m/8q/y7/KfalxlVXblVG7lVX4VVGEVVXGVVGmVVXlVVGVVVWPVeNX41QTVhNVE1cTVJNWk1WTV5NUU1ZTVVNXU1TTVtNV01fTVDNWM1UzVzNUs1azVbNXs1RzVnNVc1dzVoJJKq7oaVk3VVl3VV/NU81bzVfNXC1QLVgtVC1eLVItWi1WLV0tUS1ZLVUtXy1TLVstVy1crVCtWK1UrV6tUq1arVatXa1RrVmtVa1frVOtW61XrVxtUG1YbVRtXm1SbVptVm1dbVFtWW1VbV9tU21bbVdtXO1Q7VjtVO1e7VLtWu1W7V3tUe1b/qvaq9q72qfat9qv+Xe1fHVAdWB1UHVwdUh1aHVYdXh1RHVkdVR1dHVMdWx1XHV+dUJ1YnVSdXJ1SnVqdVp1enVGdWZ1VnV2dU51bnVedX11QXVhdVF1cXVJdWl1WXV5dUV1ZXVVdXV1TXVtdV11f3VDdWN1U3VzdUt1a3VbdXt1R3VndVd1d3VPdW91X3V89UD1YPVQ9XD1SPVo9Vj1ePVE9WT1VPV09Uz1bPVc9X71QvVi9VL1cvVK9Wr1WvV69Ub1ZvVW9Xb1TvVu9V71ffVB9WH1UfVx9Un1afVZ9Xn1RfVl9VX1dfVN9W31XfV/9UP1Y/af6qfq5+qX6tfqt+r36o/qz+m/1v+qv6u/qn7FxY9aYPeaMuWPemD8WjIVj0Vg8loylY9lYPlaMlWPV2NjYeGPjj00wNuHYRGMTj00yNunYZGOTj00xNuXYVGNTj00zNu3YdGPTj80wNuPYTGMzj80yNuvYbGOzj80xNufYXGNzjw3GZEzH6rHhWDPWjnVj/dg8Y/OOzTc2/9gCYwuOLTS28NgiY4uOLTa2+NgSY0uOLTW29NgyY8uOLTe2/NgKYyuOrTS28tgqY6uOrTa2erjCxttvvvzmc85tPgbmQ8yHmo/afAzNR2M+WvPRmY8+Mgfn5mvAl/ClfNV8Dflq+OrMl/AXwl8IfyH8hbR8jf6WX6X8KuVXKb9K2VA2lA3lsnKv5l7NvZorNVdqrtT80pp7Q37BkL8Y8hfD0b/Hf9GQX9Cw23Cl4Rc03Gu41/ALGi43XG643PLf1rLRstGy0bLRstGy0bLRstGy0bHRsdGx0bHRsdGx0bHRsdGx0bHRs9Gz0bPRs9Gz0bPRs9Gz0bPR9zH/b5979DkYfcroU0ef9ehzOPpsRp/t6LMbfY7WBqO1wWhtMFobjNYGo7XBaG0wWhuM1gajtcFoTUZrMlqT0ZqM1mS0JqM1Ga3JaE1GazJa09GajtZ0tKajNR2t6WhNR2s6WtPRmo7W6tFaPVqrR2v1aK0erdWjtXq0Vo/W6tFaPVobjtaGo7XhaG04WhuO1oajteFobThaG47WhqO1ZrTWjNaa0VozWmtGa81orRmtNaO1ZrTWjNba0Vo7WmtHa+1orR2ttaO1drTWjtba0Vo7WutGa91orRutdaO1brTWjda60Vo3WutGa91orR+t9aO1frTWj9b60Vo/WutHa/1orR+tjd4SGb0lMnpLZPSWyOgtkdFbIqO3REZviYzeEhm9JTJ6S2T0lsjoLZHRWyKjt0RGb4mM3hIZvSUyektk9JbI6C2R0Vsio7dERm+JjN4SGb0lMnpLZPSWyOgtkdFbIqO3REZviYzeEhm9JTJ6S2T0lsjoLZHRWyKjt0RGb4mM3hIZvSUyektk9JbI6C2R0Vsio7dERm+JjN4SGb0lMnpLZPSWyOgtkdFbIqO3REZviQyH4Zbb7bXTVjJszEdrPjrz0f+/j2Zu8zEwH2I+1HzU5sNcbszlxlxuzOXGXG7N5dZcbs3l1lxuzeXWXG7N5dZcbs3l1lzuzOXOXO7M5c5c7szlzlzuzOXOXO7M5c5c7s3l3lzuzeXeXO7N5d5c7s3l3lzuzeX+/13Wuec2HwPzIeZDzUdtPobmozEfrfnozIe5PDCXB+bywFwemMsDc3lgLg/M5YG5PDCXB+aymMtiLou5LOaymMtiLou5LOaymMtiLqu5rOaymstqLqu5rOaymstqLqu5rOZybS7X5nJtLtfmcm0u1+ZybS7X5nJtLtfm8tBcHprLQ3N5aC4PzWXToJoG1TSopkE1DappUE2DahpU06CaBtU0qKZBNQ2qaVBNg2oaVNOgmgbVNKimQTUNqmlQTYNqGlTToJoG1TSopkE1DappUE2DahpU06CaBtU0qKZBNQ2qaVBNg2oaVNOgmgbVNKimQTUN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr02BtGqxNg7VpsDYN1qbB2jRYmwZr0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PT4NA0ODQNDk2DQ9Pg0DQ4NA0OTYND0+DQNDg0DQ5Ng0PTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ02psHGNNiYBhvTYGMabEyDjWmwMQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGsabE2DrWmwNQ22psHWNNiaBlvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw12psHONNiZBjvTYGca7EyDnWmwMw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBnvTYG8a7E2DvWmwNw32psHeNNibBvu+j/7vx2Duuefma8CX8KV81XwN+Wr4avnq+GJjwMaAjQEbAzYGbAzYGLAxYGPAxoANYUPYEDaEDWFD2BA2hA1hQ9hQNpQNZUPZUDaUDWVD2VA2lI2ajZqNmo2ajZqNmo2ajZqNmo2ajSEbQzaGbAzZGLIxZGPIxpCNIRtDNho2GjYaNho2GjYaNho2GjYaNho2WjZaNlo2WjZaNlo2WjZaNlo2WjY6Njo2OjY6Njo2OjY6Njo2OjY6Nno2ejZ6Nno2ejZ6Nno2ejZ6Nuh8QOcDOh/Q+YDOB3Q+oPMBnQ/ofEDnAzof0PmAzgd0PqDzAZ0P6HxA5wM6H9D5gM4HdD6g8wGdD+h8QOcDOh/Q+YDOB3Q+oPMBnQ/ofEDnAzof0PmAzgd0PqDzAZ0P6HxA5wM6H9D5gM4HdD6g8wGdD+h8QOcDOh/Q+YDOB3Q+oPMBnQ/ofEDnAzof0PmAzgd0PqDzAZ0P6HxA5wM6H9D5gM4HdD6g8wGdD+h8QOcDOh/Q+YDOB3Q+oPMBnQ/ofEDnAzof0PmAzgd0PqDzAZ0P6HxA5wM6H9D5gM4HdD6g8wGdD+h8QOcDOh/Q+YDOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6FzoXOhc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6VzpXOlc6Vzms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r+m8pvOazms6r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" class="bi x0 y0 w1 h1" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h2 y6 ff1 fs0 fc0 sc0 ls1 ws0">  <span class="ls0"> <span class="_ _0"> </span> </span></div><div class="t m0 x2 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 ya ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 yb ff2 fs0 fc0 sc0 ls0 ws0"><ix:nonnumeric name="ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification" id="fact-1" contextRef="c-1" escape="false" xml:lang="en">ATTICA HOLDING<span class="_ _1" />S S.A. </ix:nonnumeric></div><div class="t m0 x2 h3 yc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 yd ff1 fs0 fc0 sc0 ls0 ws0"><ix:nonnumeric name="ifrs-full:DescriptionOfNatureOfFinancialStatements" id="fact-399" contextRef="c-1" escape="false" xml:lang="en">ANNUAL FINANC<span class="_ _1" />IAL REPORT</ix:nonnumeric><span class="_ _1" /> </div><div class="t m0 x6 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">For Fiscal Year 2<span class="_ _1" />021 (<span class="ls2" /><ix:nonnumeric name="ifrs-full:PeriodCoveredByFinancialStatements" id="fact-400" contextRef="c-1" escape="false" xml:lang="en"><span class="ls2">1.1</span>-<ix:nonnumeric name="ifrs-full:DateOfEndOfReportingPeriod2013" id="fact-3" format="ixt4:date-day-month-year" contextRef="c-1" escape="false" xml:lang="en">31.12.<span class="_ _1" />2021</ix:nonnumeric></ix:nonnumeric>) </div><div class="t m0 x7 h3 yf ff1 fs0 fc0 sc0 ls0 ws0">In compliance with Art<span class="_ _1" />icle 4, Law 3556/2<span class="_ _1" />007<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x2 h3 y10 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h3 y11 ff1 fs0 fc0 sc0 ls0 ws0">(Amounts in <ix:nonnumeric name="ifrs-full:DescriptionOfPresentationCurrency" id="fact-401" contextRef="c-1" escape="false" xml:lang="en">Euro</ix:nonnumeric> <ix:nonnumeric name="ifrs-full:LevelOfRoundingUsedInFinancialStatements" id="fact-402" contextRef="c-1" escape="false" xml:lang="en">t<span class="_ _1" />housand</ix:nonnumeric>)<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x2 h3 y12 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y14 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y16 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y18 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y1a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y1c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y1d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y1e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y20 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y22 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h2 y23 ff1 fs0 fc0 sc0 ls0 ws0"><ix:nonnumeric name="ifrs-full:ExplanationOfChangeInNameOfReportingEntityOrOtherMeansOfIdentificationFromEndOfPrecedingReportingPeriod" id="fact-2" contextRef="c-1" escape="false" xml:lang="en">ATTICA HOLDING<span class="_ _1" />S S.A.</ix:nonnumeric> </div><div class="t m0 xa h2 y24 ff1 fs0 fc0 sc0 ls0 ws0">Registration Numb<span class="_ _1" />er: 7702/06/B/86/<span class="_ _1" />128 </div><div class="t m0 xb h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">Commercial Registrat<span class="_ _1" />ion Number: 57<span class="_ _1" />80001000<span class="_ _1" /> </div><div class="t m0 xc h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">1-7 Lysikratous &amp; <span class="_ _1" />Evripidou Street,<span class="_ _1" /> </div><div class="t m0 xd h2 y27 ff1 fs0 fc0 sc0 ls0 ws0">Kallithea, 176 74<span class="_ _1" /> </div><div class="t m0 x2 h2 y28 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y29 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y2a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y2b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y2c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y2d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y2e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h2 y2f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y30 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y31 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 2</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y38 ff2 fs0 fc0 sc0 ls0 ws0">CONTENTS </div><div class="t m0 x14 h2 y39 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h9 y3a ff1 fs0 fc0 sc0 ls0 ws0">STATEMENTS OF TH<span class="_ _1" />E BOARD OF <span class="_ _1" /><span class="ff6">DIRECTOR<span class="_ _1" />S’ MEMBERS<span class="_ _1" /></span> <span class="_ _7" /><span class="ls1">.......................................................................<span class="ls0"> <span class="_ _8" />5<span class="ff7 fs1"> </span></span></span></div><div class="t m0 x14 h9 y3b ff6 fs0 fc0 sc0 ls0 ws0">Independent Auditor’s R<span class="_ _1" />eport<span class="_ _1" /><span class="ff1"> <span class="_ _7" /><span class="ls1">.............................................................................................................................<span class="ls0"> <span class="_ _8" />6<span class="ff7 fs1"> </span></span></span></span></div><div class="t m0 x14 h9 y3c ff1 fs0 fc0 sc0 ls0 ws0">BOARD OF DIRECTO<span class="_ _1" />RS ANNUAL RE<span class="_ _1" />PORT FOR THE <span class="_ _1" />PERIOD <span class="_ _1" />1.1.20<span class="ls2">21</span> <span class="_ _1" /><span class="ff6">–</span> 31.12.20<span class="ls2">21<span class="_ _1" /></span> <span class="_ _9" /><span class="ls1">............................<span class="ls2">13<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y3d ff1 fs0 fc0 sc0 ls0 ws0">Annual Consolidate<span class="_ _1" />d and Compa<span class="_ _1" />ny Financial Statem<span class="_ _1" />ents for the Fiscal<span class="_ _1" /> Year 2021<span class="_ _1" /> <span class="_ _a" /><span class="ls1">.......................................<span class="ls2">81<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y3e ff1 fs0 fc0 sc0 ls0 ws0">Statement of compr<span class="_ _1" />ehensive income for th<span class="_ _1" />e period end<span class="_ _1" />ed Dece<span class="_ _1" />mber 31 202<span class="_ _1" />1 &amp; 20<span class="ls2">20<span class="_ _1" /><span class="ls1">..................................</span>82</span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y3f ff1 fs0 fc0 sc0 ls0 ws0">Statement of financ<span class="_ _1" />ial position as at 31st of D<span class="_ _1" />ecember 202<span class="_ _1" />1<span class="_ _1" /> and at December 3<span class="_ _1" />1, 20<span class="ls2">20<span class="_ _1" /></span> <span class="_ _b" /><span class="ls1">..............................<span class="ls2">83<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y40 ff1 fs0 fc0 sc0 ls0 ws0">Statement of changes i<span class="_ _1" />n equity of the G<span class="_ _1" />roup (period 1.1 to 31.1<span class="_ _1" />2.202<span class="_ _1" />1) <span class="ls1">........................................................<span class="ls2">84</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y41 ff1 fs0 fc0 sc0 ls0 ws0">Statement of changes i<span class="_ _1" />n equity of the G<span class="_ _1" />roup (period 1.1 to 31.1<span class="_ _1" />2.202<span class="_ _1" />0) <span class="ls1">........................................................<span class="ls2">84</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y42 ff1 fs0 fc0 sc0 ls0 ws0">Statement of changes i<span class="_ _1" />n equity of the <span class="_ _1" />Compa<span class="_ _1" />ny (period 1.1 to 31.1<span class="_ _1" />2.2021)<span class="_ _1" /> <span class="_ _7" /><span class="ls1">...................................................<span class="ls2">85<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y43 ff1 fs0 fc0 sc0 ls0 ws0">Statement of changes i<span class="_ _1" />n equity of the <span class="_ _1" />Compa<span class="_ _1" />ny (period 1.1 to 31.1<span class="_ _1" />2.2020)<span class="_ _1" /> <span class="_ _7" /><span class="ls1">...................................................<span class="ls2">85<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y44 ff1 fs0 fc0 sc0 ls0 ws0">Cash Flow Stateme<span class="_ _1" />nt (period 1.1 to 31.<span class="_ _1" />12 202<span class="_ _1" />1 and 20<span class="ls2">20</span>)<span class="_ _1" /> <span class="_ _8" /><span class="ls1">.............................................................................<span class="ls2">86<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y45 ff1 fs0 fc0 sc0 ls0 ws0">Notes to Financial Stat<span class="_ _1" />ements<span class="_ _1" /> <span class="_ _a" /><span class="ls1">..........................................................................................................................<span class="ls2">87<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y46 ff1 fs0 fc0 sc0 ls2 ws0">1.<span class="ff7 fs1 ls0"> <span class="_ _c"> </span></span><span class="ls0">General Informatio<span class="_ _1" />n <span class="_ _8" /><span class="ls1">................................................................<span class="_ _1" />...........................................................<span class="ls2">87<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y47 ff1 fs0 fc0 sc0 ls2 ws0">2.<span class="ff7 fs1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Significant accounting p<span class="_ _1" />olicies applied by th<span class="_ _1" />e Group<span class="_ _1" /> <span class="_ _d" /><span class="ls1">........................................................................<span class="ls2">87<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y48 ff1 fs0 fc0 sc0 ls2 ws0">2.1.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Basis for preparation o<span class="_ _1" />f financial statemen<span class="_ _1" />ts <span class="_ _b" /><span class="ls1">....................................................................................<span class="ls2">87<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y49 ff1 fs0 fc0 sc0 ls0 ws0">2.1.1.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Significant accounting p<span class="_ _1" />olicies and main sourc<span class="_ _1" />es <span class="_ _1" />of uncertainty of acc<span class="_ _1" />ounting estimates<span class="_ _1" /> <span class="_ _9" /><span class="ls1">...............<span class="ls2">89<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y4a ff1 fs0 fc0 sc0 ls2 ws0">2.2. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Consolidation<span class="_ _1" /> <span class="_ _d" /><span class="ls1">.....................................................................................................................................<span class="ls2">90<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y4b ff1 fs0 fc0 sc0 ls0 ws0">2.2.1.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Accounting Policy in acc<span class="_ _1" />ordance with the <span class="_ _1" />presentation of ANE<span class="_ _1" />K S.A. <span class="_ _1" />- SUPERF<span class="_ _1" />AST in the financ<span class="_ _1" />ial </div><div class="t m0 x14 h9 y4c ff1 fs0 fc0 sc0 ls0 ws0">statements of the Gro<span class="_ _1" />up <span class="_ _b" /><span class="ls1">...................................................................................................................................<span class="ls2">90<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y4d ff1 fs0 fc0 sc0 ls0 ws0">2.2.2. <span class="ff7 fs1"> <span class="_ _11"> </span></span>Subsidiaries <span class="_ _9" /><span class="ls1">................................................................................................................................<span class="_ _1" />.......<span class="ls2">90<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y4e ff1 fs0 fc0 sc0 ls0 ws0">2.2.3. <span class="ff7 fs1"> <span class="_ _11"> </span></span>Consolidated financ<span class="_ _1" />ial statements<span class="_ _1" /> <span class="ls1">....................................................................................................<span class="ls2">90</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y4f ff1 fs0 fc0 sc0 ls2 ws0">2.3. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Investments <span class="_ _12" /><span class="ls1">.......................................................................................................................................<span class="ls2">91<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y50 ff1 fs0 fc0 sc0 ls2 ws0">2.4. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Associates <span class="_ _12" /><span class="ls1">.........................................................................................................................................<span class="ls2">91<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y51 ff1 fs0 fc0 sc0 ls2 ws0">2.5<span class="ls0">. <span class="ff7 fs1"> <span class="_ _10"> </span></span>Joint arrangements<span class="_ _1" /> <span class="_ _8" /><span class="ls1">................................................................................................<span class="_ _1" />............................<span class="ls2">92<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y52 ff1 fs0 fc0 sc0 ls2 ws0">2.6. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Tangible assets<span class="_ _1" /> <span class="_ _12" /><span class="ls1">................................................................<span class="_ _1" />................................................................<span class="ls0">.<span class="ls2">92</span><span class="ff7 fs1"> </span></span></span></span></div><div class="t m0 x14 h9 y53 ff1 fs0 fc0 sc0 ls2 ws0">2.7.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Intangible Assets<span class="_ _1" /> <span class="_ _7" /><span class="ls1">...............................................................................................................................<span class="ls2">94<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y54 ff1 fs0 fc0 sc0 ls0 ws0">2.7.1.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Goodwill <span class="_ _a" /><span class="ls1">.............................................................................................................................................<span class="ls2">94<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y55 ff1 fs0 fc0 sc0 ls0 ws0">2.7.2.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Trademarks<span class="_ _1" /> <span class="_ _b" /><span class="ls1">.......................................................................................................................................<span class="ls2">94<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y56 ff1 fs0 fc0 sc0 ls0 ws0">2.7.3.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Software <span class="_ _3" /><span class="ls1">............................................................................................................................................<span class="ls2">94<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y57 ff1 fs0 fc0 sc0 ls2 ws0">2.8.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Impairment of assets/ Rev<span class="_ _1" />ersal of tangible as<span class="_ _1" />sets impairment<span class="_ _13" /> <span class="_ _8" /><span class="ls1">.........................................................<span class="ls2">95<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y58 ff1 fs0 fc0 sc0 ls2 ws0">2.9. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Inventories <span class="_ _9" /><span class="ls1">................................................................................................<span class="_ _1" />.........................................<span class="ls2">95<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y59 ff1 fs0 fc0 sc0 ls2 ws0">2.10.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Trade receivables<span class="_ _1" /> <span class="_ _a" /><span class="ls1">..............................................................................................................................<span class="ls2">95<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y5a ff1 fs0 fc0 sc0 ls2 ws0">2.11.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Cash and cash equ<span class="_ _1" />ivalents<span class="_ _1" /> <span class="_ _7" /><span class="ls1">................................<span class="_ _1" />...............................................................................<span class="ls2">96<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y5b ff1 fs0 fc0 sc0 ls2 ws0">2.12.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Share Capital<span class="_ _1" /> <span class="_ _d" /><span class="ls1">.....................................................................................................................................<span class="ls2">96<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y5c ff1 fs0 fc0 sc0 ls2 ws0">2.13.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Distribution of dividends / <span class="_ _1" />optional reserv<span class="_ _1" />es<span class="_ _1" /> <span class="_ _8" /><span class="ls1">......................................................................................<span class="ls2">96<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y5d ff1 fs0 fc0 sc0 ls2 ws0">2.14.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Revenue <span class="_ _12" /><span class="ls1">............................................................................................................................................<span class="ls2">96<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y5e ff1 fs0 fc0 sc0 ls0 ws0">2.14.1.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Revenue from passen<span class="_ _1" />gers and vehicle fares<span class="_ _13" /> <span class="_ _d" /><span class="ls1">....................................................................................<span class="ls2">96<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y5f ff1 fs0 fc0 sc0 ls0 ws0">2.14.2.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Revenue from on boar<span class="_ _1" />d sales of goods and serv<span class="_ _1" />ices<span class="_ _1" /> <span class="_ _a" /><span class="ls1">................................<span class="_ _1" />.......................................<span class="ls2">97<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y60 ff1 fs0 fc0 sc0 ls0 ws0">2.14.3.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Interest income<span class="_ _1" /> <span class="_ _a" /><span class="ls1">..................................................................................................................................<span class="ls2">97<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y61 ff1 fs0 fc0 sc0 ls0 ws0">2.14.4.<span class="ff7 fs1"> <span class="_ _15"> </span></span><span class="ls1">In</span>come from dividen<span class="_ _1" />ds <span class="_ _12" /><span class="ls1">......................................................................................................................<span class="_ _1" /><span class="ls2">97<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y62 ff1 fs0 fc0 sc0 ls0 ws0">2.14.5.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Income from charteri<span class="_ _1" />ng <span class="ls1">.....................................................................................................................<span class="ls2">97</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y63 ff1 fs0 fc0 sc0 ls2 ws0">2.15.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Government Grants <span class="_ _1" /><span class="ff6">–</span> Government Ass<span class="_ _1" />istance<span class="_ _1" /> <span class="_ _b" /><span class="ls1">................................................................................<span class="ls2">97<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y64 ff1 fs0 fc0 sc0 ls0 ws0">2.15.1.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Assets related grants<span class="_ _1" /> <span class="_ _8" /><span class="ls1">................................................................................................<span class="_ _1" />.........................<span class="ls2">97<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y65 ff1 fs0 fc0 sc0 ls2 ws0">2.15<span class="ls0">.2.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Income related <span class="_ _1" />grants <span class="_ _d" /><span class="ls1">........................................................................................................................<span class="ls2">97<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y66 ff1 fs0 fc0 sc0 ls2 ws0">2.16.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Operating segments<span class="_ _1" /> <span class="_ _7" /><span class="ls1">..........................................................................................................................<span class="ls2">98<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y67 ff1 fs0 fc0 sc0 ls0 ws0">2.17. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Expenses <span class="_ _d" /><span class="ls1">................................<span class="_ _1" />...........................................................................................................<span class="ls2">98<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y68 ff1 fs0 fc0 sc0 ls0 ws0">2.17.1.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Recognition of expenses<span class="_ _1" /> <span class="_ _7" /><span class="ls1">...................................................................................................................<span class="ls2">98<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y69 ff1 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0">17.2.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Financial expenses<span class="_ _1" /> <span class="_ _d" /><span class="ls1">............................................................................................................................<span class="ls2">98<span class="ff7 fs1 ls0"> </span></span></span></span></div></div><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf6" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pfd" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf51" class="l"><span class="d m1" /></a><a 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href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5a" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5b" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5b" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5c" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5c" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5e" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5e" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf5e" class="l"><span class="d m1" /></a><a 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 3</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h9 y6a ff1 fs0 fc0 sc0 ls0 ws0">2.17.3.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Borrowing costs<span class="_ _1" /> <span class="_ _a" /><span class="ls1">................................................................................................................................<span class="ls0">.<span class="ls2">98<span class="_ _1" /></span><span class="ff7 fs1"> </span></span></span></div><div class="t m0 x14 h9 y6b ff1 fs0 fc0 sc0 ls0 ws0">2.17.4.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Employee benefits<span class="_ _1" /> <span class="_ _a" /><span class="ls1">.............................................................................................................................<span class="ls2">99<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y6c ff1 fs0 fc0 sc0 ls0 ws0">2.17.4.1. Short-term <span class="_ _1" />benefits<span class="_ _1" /> <span class="_ _12" /><span class="ls1">............................................................................................................................<span class="ls2">99<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y6d ff1 fs0 fc0 sc0 ls2 ws0">2.17<span class="ls0">.4.2. Post-e<span class="_ _1" />mployment bene<span class="_ _1" />fits <span class="_ _12" /><span class="ls1">.................................................................................................................<span class="ls2">99<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y6e ff1 fs0 fc0 sc0 ls0 ws0">2.17.5.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Leases <span class="_ _9" /><span class="ls1">................................................................<span class="_ _1" />.............................................................................<span class="ls2">100<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y6f ff1 fs0 fc0 sc0 ls0 ws0">2.17.5.1. Finance <span class="_ _1" />Leases <span class="ls1">...............................................................................................................................<span class="ls2">100</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y70 ff1 fs0 fc0 sc0 ls0 ws0">2.17.5.2. Operating Le<span class="_ _1" />ase <span class="_ _12" /><span class="ls1">................................................................................................<span class="_ _1" />..............................<span class="ls2">102<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y71 ff1 fs0 fc0 sc0 ls0 ws0">2.17.6<span class="ls1">. </span><span class="ff7 fs1"> <span class="_ _16"> </span></span>Contingent liabilities<span class="_ _1" /> and contingent ass<span class="_ _1" />ets<span class="_ _1" /> <span class="_ _12" /><span class="ls1">....................................................................................<span class="ls2">102<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y72 ff1 fs0 fc0 sc0 ls0 ws0">2.17.7.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Allocation of revenue an<span class="_ _1" />d expenses<span class="_ _1" /> <span class="_ _12" /><span class="ls1">................................<span class="_ _1" />...............................................................<span class="ls2">102<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y73 ff1 fs0 fc0 sc0 ls0 ws0">2.17.7.1. Allocation o<span class="_ _1" />f joint revenue and<span class="_ _1" /> expenses<span class="_ _1" /> <span class="_ _9" /><span class="ls1">........................................................................................<span class="ls2">102<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y74 ff1 fs0 fc0 sc0 ls0 ws0">2.1.1.1.<span class="ff7 fs1"> <span class="_ _16"> </span></span>Allocation of expenses<span class="_ _1" /> <span class="ls1">....................................................................................................................<span class="ls2">103</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y75 ff1 fs0 fc0 sc0 ls2 ws0">2.18.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Current and deferred i<span class="_ _1" />ncome taxes<span class="_ _1" /> <span class="_ _d" /><span class="ls1">................................................................................................<span class="ls0">.<span class="ls2">103</span><span class="ff7 fs1"> </span></span></span></span></div><div class="t m0 x14 h9 y76 ff1 fs0 fc0 sc0 ls0 ws0">2.18.1.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Profit from shipping act<span class="_ _1" />ivities<span class="_ _1" /><span class="ls1">...........................................................................................................<span class="ls2">103</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y77 ff1 fs0 fc0 sc0 ls0 ws0">2.18.2.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Profit from non-s<span class="_ _1" />hipping activities<span class="_ _1" /> <span class="_ _b" /><span class="ls1">...................................................................................................<span class="ls2">103<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y78 ff1 fs0 fc0 sc0 ls0 ws0">2.19. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Effect of changes in forei<span class="_ _1" />gn exchange rates<span class="_ _13" /> <span class="_ _9" /><span class="ls1">...................................................................................<span class="ls2">103<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y79 ff1 fs0 fc0 sc0 ls2 ws0">2.20.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Financial liabilities<span class="_ _1" /> <span class="ls1">...........................................................................................................................</span></span>104<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y7a ff1 fs0 fc0 sc0 ls2 ws0">2.21.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Financial assets<span class="_ _1" /> <span class="_ _d" /><span class="ls1">...............................................................................................................................<span class="ls2">105<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y7b ff1 fs0 fc0 sc0 ls2 ws0">2.22.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Earnings per share<span class="_ _1" /> <span class="_ _7" /><span class="ls1">..........................................................................................................................<span class="ls2">107<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y7c ff1 fs0 fc0 sc0 ls2 ws0">2.23.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Application of new St<span class="_ _1" />andards <span class="_ _a" /><span class="ls1">..........................................................................................................<span class="ls2">107<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y7d ff1 fs0 fc0 sc0 ls0 ws0">2.23.1.<span class="ff7 fs1"> <span class="_ _15"> </span></span>New Standards, Interpret<span class="_ _1" />ations, Revisions a<span class="_ _1" />nd Amendments to exist<span class="_ _1" />ing Standard<span class="_ _1" />s that are effective </div><div class="t m0 x14 h9 y7e ff1 fs0 fc0 sc0 ls0 ws0">and have been adopt<span class="_ _1" />ed by the European<span class="_ _1" /> Union<span class="_ _1" /> <span class="_ _9" /><span class="ls1">............................................................................................<span class="ls2">107<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y7f ff1 fs0 fc0 sc0 ls2 ws0">2.23.2.<span class="_ _1" /><span class="ff7 fs1 ls0"> <span class="_ _15"> </span></span><span class="ls0">New Standards, Interpretations, Revis<span class="_ _1" />ions and Amend<span class="_ _1" />ments to existing Stand<span class="_ _1" />ards that have n<span class="_ _1" />ot </span></div><div class="t m0 x14 h9 y80 ff1 fs0 fc0 sc0 ls0 ws0">been applied yet or h<span class="_ _1" />ave not been ado<span class="_ _1" />pted by th<span class="_ _1" />e European Union<span class="_ _1" /> <span class="_ _12" /><span class="ls1">.............................................................<span class="ls2">108<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y81 ff1 fs0 fc0 sc0 ls2 ws0">2.23<span class="ls4">.3<span class="ls0">.<span class="ff7 fs1"> <span class="_ _15"> </span></span>Change in accounting polic<span class="_ _1" />y regarding a<span class="_ _1" />ttributing defin<span class="_ _1" />ed benefit to periods<span class="_ _1" /> of service <span class="_ _1" />in accordance </span></span></div><div class="t m0 x14 h9 y82 ff1 fs0 fc0 sc0 ls0 ws0">with IAS 19 <span class="ff6">“</span>Em<span class="_ _1" />ployee Benefits<span class="ff6">”<span class="_ _1" /></span> <span class="_ _12" /><span class="ls1">....................................................................................................................<span class="ls2">110<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y83 ff1 fs0 fc0 sc0 ls2 ws0">3.<span class="ff7 fs1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Financial risk manag<span class="_ _1" />ement<span class="_ _1" /> <span class="_ _b" /><span class="ls1">.............................................................................................................<span class="ls2">112<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y84 ff1 fs0 fc0 sc0 ls2 ws0">3.1. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Financial risk factors<span class="_ _1" /> <span class="_ _8" /><span class="ls1">................................................................<span class="_ _1" />........................................................<span class="ls2">112<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y85 ff1 fs0 fc0 sc0 ls0 ws0">3.1.1.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Foreign currency risk<span class="_ _1" /> <span class="_ _a" /><span class="ls1">.......................................................................................................................<span class="ls2">112<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y86 ff1 fs0 fc0 sc0 ls0 ws0">3.1.2.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Credit risk <span class="_ _3" /><span class="ls1">........................................................................................................................................<span class="ls2">113<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y87 ff1 fs0 fc0 sc0 ls0 ws0">3.1.3. <span class="ff7 fs1"> <span class="_ _11"> </span></span>Liquidity risk<span class="_ _1" /> <span class="_ _d" /><span class="ls1">.....................................................................................................................................<span class="ls2">113<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y88 ff1 fs0 fc0 sc0 ls0 ws0">3.1.4.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Interest rate risk <span class="_ _d" /><span class="ls1">................................................................................................<span class="_ _1" />...............................<span class="ls2">115<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y89 ff1 fs0 fc0 sc0 ls0 ws0">3.1.5.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Capital Risk Managem<span class="_ _1" />ent <span class="_ _12" /><span class="ls1">...............................................................................................................<span class="ls2">115<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y8a ff1 fs0 fc0 sc0 ls0 ws0">3.1.6.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Fuel prices fluctuation ris<span class="_ _1" />k <span class="_ _a" /><span class="ls1">...............................................................................................................<span class="ls2">115<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y8b ff1 fs0 fc0 sc0 ls0 ws0">3.1.7.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Competition<span class="_ _1" /> <span class="_ _b" /><span class="ls1">.....................................................................................................................................<span class="ls2">116<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y8c ff1 fs0 fc0 sc0 ls0 ws0">3.1.8.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Risks arising from CO<span class="_ _1" />VID-19 pande<span class="_ _1" />mic <span class="ls1">.........................................................................................<span class="ls2">116</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y8d ff1 fs0 fc0 sc0 ls2 ws0">4. <span class="ff7 fs1 ls0"> <span class="_ _17"> </span></span><span class="ls0">Fair value of financial i<span class="_ _1" />nstruments<span class="_ _1" /> <span class="_ _d" /><span class="ls1">...................................................................................................<span class="ls2">119<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y8e ff1 fs0 fc0 sc0 ls2 ws0">4.1. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Financial derivatives<span class="_ _1" /> <span class="_ _a" /><span class="ls1">........................................................................................................................<span class="ls2">119<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y8f ff1 fs0 fc0 sc0 ls2 ws0">4.2.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Investments carried at f<span class="_ _1" />air value<span class="_ _1" /> <span class="_ _b" /><span class="ls1">.....................................................................................................<span class="ls2">119<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y90 ff1 fs0 fc0 sc0 ls2 ws0">4.3.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Other financial assets an<span class="_ _1" />d liabilities carried at f<span class="_ _1" />air value<span class="_ _1" /> <span class="_ _b" /><span class="ls1">................................................................<span class="ls2">120<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y91 ff1 fs0 fc0 sc0 ls2 ws0">5.<span class="ff7 fs1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Consolidation - Jo<span class="_ _1" />int venture revenu<span class="_ _1" />e agreement<span class="_ _1" /> <span class="_ _b" /><span class="ls1">..........................................................................<span class="ls2">121<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y92 ff1 fs0 fc0 sc0 ls0 ws0">5.1.1.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Consolidation of ATTICA <span class="_ _1" />S.A. HOLDING s<span class="_ _1" />ubsidiaries<span class="_ _1" /> <span class="_ _b" /><span class="ls1">...................................................................<span class="ls2">121<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y93 ff1 fs0 fc0 sc0 ls2 ws0">5.1.2<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Consolidation of assoc<span class="_ _1" />iates / Joint vent<span class="_ _1" />ures<span class="_ _1" /> <span class="_ _9" /><span class="ls1">...................................................................................<span class="ls2">121<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y94 ff1 fs0 fc0 sc0 ls2 ws0">5.2. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Agreement betwe<span class="_ _1" />en ATTICA HOLDING<span class="_ _1" />S S.A. and AN<span class="_ _1" />EK <span class="_ _d" /><span class="ls1">.............................................................<span class="ls2">122<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y95 ff1 fs0 fc0 sc0 ls2 ws0">5.3. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Business combinatio<span class="_ _1" />ns <span class="_ _8" /><span class="ls1">....................................................................................................................<span class="_ _1" /><span class="ls2">122<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y96 ff1 fs0 fc0 sc0 ls0 ws0">5.3.1.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Attica Group aquires contro<span class="_ _1" />l at Naxos<span class="_ _1" /> Resort Beach H<span class="_ _1" />otel Single Member <span class="_ _1" />S.A.<span class="_ _1" /> <span class="_ _d" /><span class="ls1">...........................<span class="_ _1" /><span class="ls2">122<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y97 ff1 fs0 fc0 sc0 ls2 ws0">6.<span class="ff7 fs1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Related Party disclosures<span class="_ _1" /> <span class="_ _8" /><span class="ls1">................................................................................................................<span class="ls2">123<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y98 ff1 fs0 fc0 sc0 ls2 ws0">6.1. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Intercompany trans<span class="_ _1" />actions <span class="_ _12" /><span class="ls1">..............................................................................................................<span class="ls2">123<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y99 ff1 fs0 fc0 sc0 ls0 ws0">6.1.1.<span class="ff7 fs1"> <span class="_ _f"> </span></span>Intercompany trans<span class="_ _1" />actions with the co<span class="_ _1" />mpanies of Marfin Investm<span class="_ _1" />ent Group and Pir<span class="_ _1" />aeus Bank<span class="_ _13" /> <span class="_ _8" /><span class="ls1">....<span class="ls0">1<span class="ls2">25</span><span class="ff7 fs1"> </span></span></span></div><div class="t m0 x14 h9 y9a ff1 fs0 fc0 sc0 ls2 ws0">6.2.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Participation of the <span class="_ _1" />members of the Bo<span class="_ _1" />ard of Directors of ATTIC<span class="_ _1" />A HOLDING <span class="_ _1" />S.A. in the Board of </span></div><div class="t m0 x14 h9 y9b ff1 fs0 fc0 sc0 ls0 ws0">Directors of other co<span class="_ _1" />mpanies<span class="_ _1" /> <span class="_ _d" /><span class="ls1">..........................................................................................................................<span class="ls2">125<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y9c ff1 fs0 fc0 sc0 ls2 ws0">6.3. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span></span><span class="ls0">Guarantees <span class="_ _d" /><span class="ls1">................................................................<span class="_ _1" />......................................................................<span class="ls2">125<span class="ff7 fs1 ls0"> </span></span></span></span></div></div><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf62" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf63" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf63" 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/></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf6b" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf6b" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf6c" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf6c" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf6e" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf6e" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf70" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf70" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf70" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf71" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf71" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf73" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf73" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf73" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf74" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf74" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf77" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf77" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf77" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf78" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf79" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf79" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf79" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7a" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7a" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7a" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7b" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7b" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7d" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7d" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7d" class="l"><span class="d m1" /></a><a href="https://attica-group.com/images/213800HBUHCXKIPIYO13-2021-12-31-en.xhtml#pf7d" class="l"><span class="d m1" /></a></div><div class="pi" /></div>
<div id="pf4" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 4</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h9 y6a ff1 fs0 fc0 sc0 ls2 ws0">6.4. <span class="ff7 fs1 ls0"> <span class="_ _10"> </span><span class="ff6 fs0">Board of Directors an<span class="_ _1" />d Executive D<span class="_ _1" />irectors’ Fees<span class="_ _1" /><span class="ff1"> <span class="_ _b" /><span class="ls1">..........................................................................<span class="ls2">126<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 x14 h9 y6b ff1 fs0 fc0 sc0 ls2 ws0">7. <span class="ff7 fs1 ls0"> <span class="_ _17"> </span></span><span class="ls0">Notes to the Financi<span class="_ _1" />al Statements for th<span class="_ _1" />e period 1.<span class="_ _1" />1.2021- 31.12.20<span class="_ _1" />21 <span class="ls1">........................................</span></span>126<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y6c ff1 fs0 fc0 sc0 ls2 ws0">7.1.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Operating Segments <span class="_ _1" /><span class="ff6">–</span> Geo<span class="_ _1" />graphical Segment R<span class="_ _1" />eport <span class="ls1">..................................................................</span></span>126<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y6d ff1 fs0 fc0 sc0 ls2 ws0">7.2.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Cost of Sales <span class="ff6">–</span> Ad<span class="_ _1" />ministrative Expenses <span class="_ _1" /><span class="ff6">–</span> Distrib<span class="_ _1" />ution Expenses<span class="_ _1" /> <span class="_ _b" /><span class="ls1">................................................<span class="ls2">129<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y6e ff1 fs0 fc0 sc0 ls2 ws0">7.3.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Other operating <span class="_ _1" />income <span class="_ _a" /><span class="ls1">...................................................................................................................<span class="ls2">130<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y6f ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">4.<span class="ff7 fs1"> <span class="_ _e"> </span></span>Other financial results<span class="_ _1" /> <span class="_ _8" /><span class="ls1">......................................................................................................................<span class="ls2">130<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y70 ff1 fs0 fc0 sc0 ls2 ws0">7.5.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Financial expenses<span class="_ _1" /> <span class="_ _8" /><span class="ls1">................................................................<span class="_ _1" />..........................................................<span class="ls2">131<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y71 ff1 fs0 fc0 sc0 ls2 ws0">7.6.<span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Financial income<span class="_ _1" /> <span class="ls1">.............................................................................................................................</span></span>131<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y72 ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">7.<span class="ff7 fs1"> <span class="_ _e"> </span></span>Income from dividends<span class="_ _1" /> <span class="_ _12" /><span class="ls1">....................................................................................................................<span class="ls2">131<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y73 ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">8.<span class="ff7 fs1"> <span class="_ _e"> </span></span>Profit from acquisiton of<span class="_ _1" /> subsidiaries<span class="_ _1" /> <span class="ls1">..............................................................................................</span></span>131<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y74 ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">9<span class="ls1">. </span><span class="ff7 fs1"> <span class="_ _10"> </span></span>Share in net profit <span class="ls1">/ (<span class="_ _1" /></span>loss<span class="ls5">) </span>of compani<span class="_ _1" />es acounted for under th<span class="_ _1" />e equity method<span class="_ _1" /> <span class="ls1">............................</span></span>131<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y75 ff1 fs0 fc0 sc0 ls2 ws0">7.10<span class="ls4">. <span class="ff7 fs1 ls0"> <span class="_ _f"> </span></span><span class="ls0">Profit <span class="ls1">/ (</span>loss<span class="ls5">) </span>from disposal <span class="_ _1" />of assets<span class="_ _1" /> <span class="_ _12" /><span class="ls1">..............................................................................................<span class="ls2">131<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x14 h9 y76 ff1 fs0 fc0 sc0 ls2 ws0">7.11<span class="ls4">. <span class="ff7 fs1 ls0"> <span class="_ _f"> </span></span><span class="ls0">Income Tax <span class="_ _d" /><span class="ls1">......................................................................................................................................<span class="ls2">132<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x14 h9 y77 ff1 fs0 fc0 sc0 ls2 ws0">7.12.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Earnings per share<span class="_ _1" /> <span class="_ _7" /><span class="ls1">..........................................................................................................................<span class="ls2">133<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y78 ff1 fs0 fc0 sc0 ls2 ws0">7.13.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Tangible assets<span class="_ _1" /> <span class="_ _12" /><span class="ls1">................................................................<span class="_ _1" />...............................................................<span class="ls2">133<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y79 ff1 fs0 fc0 sc0 ls2 ws0">7.14.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Goodwill <span class="_ _a" /><span class="ls1">...........................................................................................................................................<span class="ls2">136<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y7a ff1 fs0 fc0 sc0 ls2 ws0">7.15.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Intangible Assets<span class="_ _1" /> <span class="_ _7" /><span class="ls1">.............................................................................................................................<span class="ls2">137<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y7b ff1 fs0 fc0 sc0 ls2 ws0">7.16.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Investments in subsid<span class="_ _1" />iaries<span class="_ _1" /> <span class="_ _12" /><span class="ls1">.............................................................................................................<span class="ls2">139<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y7c ff1 fs0 fc0 sc0 ls0 ws0">7.17. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Investments in Associat<span class="_ _1" />es and Joint Ve<span class="_ _1" />ntures<span class="_ _1" /><span class="ls1">................................................................................<span class="ls2">141</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y7d ff1 fs0 fc0 sc0 ls0 ws0">7.18. <span class="ff7 fs1"> <span class="_ _f"> </span></span><span class="ls2">Long</span>-term Financ<span class="_ _1" />ial Receivables<span class="_ _1" /> <span class="_ _9" /><span class="ls1">....................................................................................................<span class="ls2">141<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y7e ff1 fs0 fc0 sc0 ls0 ws0">7.19. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Other Non-current<span class="_ _1" /> Assets <span class="_ _8" /><span class="ls1">................................................................................................................<span class="ls2">141<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y7f ff1 fs0 fc0 sc0 ls2 ws0">7.20.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Deferred Tax Ass<span class="_ _1" />ets <span class="ff6">–</span> Liabilities<span class="_ _1" /> <span class="_ _d" /><span class="ls1">.....................................................................................................<span class="ls2">142<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y80 ff1 fs0 fc0 sc0 ls0 ws0">7.21. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Inventory <span class="_ _a" /><span class="ls1">..........................................................................................................................................<span class="ls2">143<span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y81 ff1 fs0 fc0 sc0 ls0 ws0">7.22. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Trade and other rece<span class="_ _1" />ivables<span class="_ _1" /><span class="ls1">............................................................................................................<span class="ls2">143</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y82 ff1 fs0 fc0 sc0 ls2 ws0">7.23.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Other current assets<span class="_ _1" /> <span class="_ _a" /><span class="ls1">........................................................................................................................<span class="ls2">144<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y83 ff1 fs0 fc0 sc0 ls0 ws0">7.24. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Financial derivatives<span class="_ _1" /> <span class="_ _a" /><span class="ls1">........................................................................................................................<span class="ls2">144<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></div><div class="t m0 x14 h9 y84 ff1 fs0 fc0 sc0 ls2 ws0">7.25<span class="ls0">.<span class="ff7 fs1"> <span class="_ _14"> </span></span>Cash and cash equ<span class="_ _1" />ivalents<span class="_ _1" /> <span class="_ _7" /><span class="ls1">................................................................<span class="_ _1" />.............................................<span class="ls2">146<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y85 ff1 fs0 fc0 sc0 ls2 ws0">7.26.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Share Capital <span class="ff6">–</span> Res<span class="_ _1" />erves<span class="_ _1" /> <span class="_ _b" /><span class="ls1">...............................................................................................................<span class="ls2">147<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y86 ff1 fs0 fc0 sc0 ls2 ws0">7.27.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">End of service employe<span class="_ _1" />e benefit obligations<span class="_ _1" /> <span class="_ _a" /><span class="ls1">...................................................................................<span class="ls2">148<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y87 ff1 fs0 fc0 sc0 ls2 ws0">7.28.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span>Long<span class="ls0">-term and <span class="_ _1" />Short-term <span class="_ _1" />Loan Liabilities<span class="_ _1" /> <span class="_ _9" /><span class="ls1">......................................................................................<span class="ls2">151<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y88 ff1 fs0 fc0 sc0 ls2 ws0">7.29.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span>Long<span class="ls0">-term <span class="_ _1" />Provisions <span class="ls1">......................................................................................................................</span></span>153<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y89 ff1 fs0 fc0 sc0 ls2 ws0">7.30.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Trade and other <span class="_ _1" />payables <span class="ls1">...............................................................................................................</span></span>153<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y8a ff1 fs0 fc0 sc0 ls2 ws0">7.31.<span class="ff7 fs1 ls0"> <span class="_ _14"> </span></span><span class="ls0">Trade and other <span class="_ _1" />payables <span class="ls1">...............................................................................................................</span></span>153<span class="ff7 fs1 ls0"> </span></div><div class="t m0 x14 h9 y8b ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">32.<span class="ff7 fs1"> <span class="_ _14"> </span></span>Income <span class="ls1">tax</span> payable<span class="_ _1" /> <span class="_ _12" /><span class="ls1">.........................................................................................................................<span class="ls2">153<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y8c ff1 fs0 fc0 sc0 ls0 ws0">7.33. <span class="ff7 fs1"> <span class="_ _f"> </span></span>Other short-term <span class="_ _1" />liabilities <span class="ls1">...............................................................................................................<span class="ls2">154</span></span><span class="ff7 fs1"> </span></div><div class="t m0 x14 h9 y8d ff1 fs0 fc0 sc0 ls2 ws0">8.<span class="ff7 fs1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Contingent assets and <span class="_ _1" />liabilities<span class="_ _1" /> <span class="_ _a" /><span class="ls1">................................<span class="_ _1" />......................................................................<span class="ls2">154<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y8e ff1 fs0 fc0 sc0 ls2 ws0">9. <span class="ff7 fs1 ls0"> <span class="_ _17"> </span></span><span class="ls0">Significant Events<span class="_ _1" /> <span class="_ _a" /><span class="ls1">............................................................................................................................<span class="ls2">155<span class="_ _1" /><span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y8f ff1 fs0 fc0 sc0 ls2 ws0">10.<span class="ff7 fs1 ls0"> <span class="_ _18"> </span></span><span class="ls0">Events after the State<span class="_ _1" />ment of Financial Posi<span class="_ _1" />tion date<span class="_ _1" /> <span class="_ _b" /><span class="ls1">....................................................................<span class="ls2">157<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h9 y90 ff1 fs0 fc0 sc0 ls2 ws0">11. <span class="ff7 fs1 ls0"> <span class="_ _e"> </span></span><span class="ls0">Dividends <span class="_ _a" /><span class="ls1">.........................................................................................................................................<span class="ls2">157<span class="ff7 fs1 ls0"> </span></span></span></span></div><div class="t m0 x14 h2 y91 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y92 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y93 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y94 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y95 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y96 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y97 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y98 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y99 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y9a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0"> 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 5</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x15 ha y6a ff8 fs0 fc0 sc0 ls0 ws0">STATEMENTS OF TH<span class="_ _1" />E BOARD OF DIR<span class="_ _1" />ECTORS’ MEMB<span class="_ _1" />ERS<span class="_ _1" /><span class="ff2 fs4"> </span></div><div class="t m0 x16 h2 y9d ff1 fs0 fc0 sc0 ls0 ws0">(In accordance with art<span class="_ _1" />icle 4, par. 2 of Law<span class="_ _1" /> 3556/2007<span class="_ _1" />) </div><div class="t m0 x14 h2 y9e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y9f ff1 fs0 fc0 sc0 ls0 ws0">The following <span class="_ _1" />members of the Board of D<span class="_ _1" />irectors of ATT<span class="_ _1" />ICA HOLDINGS S.A.:<span class="_ _13" /> </div><div class="t m0 x14 h2 ya0 ff1 fs0 fc0 sc0 ls0 ws0">1.  Kyriakos Magiras, C<span class="_ _1" />hairman of the Board of D<span class="_ _1" />irectors,<span class="_ _1" /> </div><div class="t m0 x14 h2 ya1 ff1 fs0 fc0 sc0 ls2 ws0">2.  <span class="ls0">Spyridon P<span class="_ _1" />aschal<span class="ls6">is<span class="_ _1" /></span>, Chief Executive Off<span class="_ _1" />icer and<span class="_ _1" /> </span></div><div class="t m0 x14 h2 ya2 ff1 fs0 fc0 sc0 ls0 ws0">3.  <span class="_ _3" />Michalis Sakellis<span class="ls1">, </span>Vice President<span class="ls1">, </span>Non Executive Member, having been specifically assigned by the B<span class="_ _3" />oard of </div><div class="t m0 x14 h2 ya3 ff1 fs0 fc0 sc0 ls0 ws0">Directors,<span class="_ _1" /> </div><div class="t m0 x14 h2 ya4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 ya5 ff1 fs0 fc0 sc0 ls0 ws0">In our abovemen<span class="_ _1" />tioned capacity decl<span class="_ _1" />are that, to the be<span class="_ _1" />st of our knowledg<span class="_ _1" />e:<span class="_ _1" /> </div><div class="t m0 x14 h3 ya6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">a) <span class="_ _1" />the <span class="_ _1" />ac<span class="_ _1" />companying <span class="_ _1" />finan<span class="_ _1" />cial <span class="_ _1" />statements <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />Attica <span class="_ _1" />H<span class="_ _1" />olding<span class="_ _1" />s <span class="_ _1" />S.A. <span class="_ _13" />for <span class="_ _1" />the <span class="_ _1" />per<span class="_ _1" />iod <span class="_ _1" />1.<span class="_ _1" />1.2021 <span class="_ _1" /><span class="ff6">–</span> <span class="_ _13" />31.12.2021, <span class="_ _1" />draw<span class="_ _1" />n </div><div class="t m0 x14 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0">up <span class="_ _13" />in <span class="_ _13" />accordanc<span class="_ _1" />e <span class="_ _1" />w<span class="_ _1" />ith <span class="_ _13" />the <span class="_ _13" />app<span class="_ _1" />licable <span class="_ _13" />accounting <span class="_ _13" />stan<span class="_ _1" />dards, <span class="_ _13" />reflect <span class="_ _13" />in <span class="_ _13" />a <span class="_ _13" />tru<span class="_ _1" />e <span class="_ _13" />manner <span class="_ _13" />the <span class="_ _13" />as<span class="_ _1" />sets <span class="_ _13" />and <span class="_ _13" />liabilitie<span class="_ _1" />s, </div><div class="t m0 x14 h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">equity and <span class="_ _1" />results of<span class="_ _1" /> Attica <span class="_ _13" />Holdings S.<span class="_ _1" />A. as <span class="_ _1" />well as<span class="_ _1" /> of <span class="_ _1" />the co<span class="_ _1" />mpanies incl<span class="_ _1" />uded in <span class="_ _1" />the co<span class="_ _1" />nso<span class="_ _1" />lidation, take<span class="_ _1" />n as <span class="_ _1" />a </div><div class="t m0 x14 h2 yaa ff1 fs0 fc0 sc0 ls0 ws0">whole, </div><div class="t m0 x14 h2 yab ff1 fs0 fc0 sc0 ls0 ws0">b) the <span class="_ _1" />accomp<span class="_ _1" />anying <span class="_ _1" />Report <span class="_ _1" />of <span class="_ _1" />the B<span class="_ _1" />oard of <span class="_ _1" />Directors<span class="_ _1" /> r<span class="_ _1" />eflects in <span class="_ _1" />a <span class="_ _1" />true <span class="_ _1" />manner <span class="_ _1" />the <span class="_ _1" />development, <span class="_ _1" />performanc<span class="_ _1" />e </div><div class="t m0 x14 h2 yac ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1a" />financial <span class="_ _1a" />posi<span class="_ _1" />tion <span class="_ _1a" />of <span class="_ _1a" />At<span class="_ _1" />tica <span class="_ _1a" />Holding <span class="_ _1a" />S.A. <span class="_ _1b" />and <span class="_ _1a" />of <span class="_ _1a" />the <span class="_ _1b" />companies <span class="_ _1a" />include<span class="_ _1" />d <span class="_ _1a" />in <span class="_ _1a" />the <span class="_ _1c"> </span>consolidation, <span class="_ _1a" />t<span class="_ _1" />aken <span class="_ _1a" />as <span class="_ _1a" />a </div><div class="t m0 x14 h2 yad ff1 fs0 fc0 sc0 ls0 ws0">whole, including the <span class="_ _1" />description of the principa<span class="_ _1" />l risks<span class="_ _1" /> and uncertai<span class="_ _1" />nties, </div><div class="t m0 x14 h2 yae ff1 fs0 fc0 sc0 ls0 ws0">c) <span class="_ _1" />the <span class="_ _1" />annual <span class="_ _1" />financial <span class="_ _1" />stat<span class="_ _1" />ements <span class="_ _1" />were <span class="_ _1" />approved<span class="_ _1" /> by <span class="_ _13" />the <span class="_ _1" />Board <span class="_ _1" />of <span class="_ _1" />Directors <span class="_ _1" />of <span class="_ _13" />Attica H<span class="_ _1" />olding <span class="_ _1" />S.A. <span class="_ _1" />on <span class="_ _1a" />5.4.2022 </div><div class="t m0 x14 h2 yaf ff1 fs0 fc0 sc0 ls0 ws0">and are available in th<span class="_ _1" />e internet on the we<span class="_ _1" />b address <span class="_ _1" />www.attica-grou<span class="_ _1" />p.com. </div><div class="t m0 x14 h2 yb0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h2 yb1 ff1 fs0 fc0 sc0 ls0 ws0">Athens, 5 April, <span class="_ _1" />2022 </div><div class="t m0 x14 h3 yb2 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h3 yb3 ff2 fs0 fc0 sc0 ls0 ws0">Confirmed by<span class="_ _1" /> </div><div class="t m0 x14 h3 yb4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 yb5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 yb6 ff2 fs0 fc0 sc0 ls1 ws0">          <span class="ls0">Chai<span class="_ _1" />rman of the B.O.D.<span class="_ _1" /> <span class="_ _1d"> </span>Chief Executive Off<span class="_ _1" />icer </span></div><div class="t m0 x14 h3 yb7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 yb8 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 yb9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x19 h3 yba ff2 fs0 fc0 sc0 ls0 ws0">Kyriakos D. Magira<span class="_ _1" />s <span class="_ _1e"> </span>Spyridon Ch. P<span class="_ _1" />aschalis </div><div class="t m0 x19 h3 ybb ff2 fs0 fc0 sc0 ls0 ws0">I.D. No: <span class="ff8">ΑΚ 109642<span class="_ _1" /></span> <span class="_ _1f"> </span>I.D. No: <span class="ff8">ΑΒ 215<span class="_ _1" />327<span class="ff1"> </span></span></div><div class="t m0 x14 h2 ybc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1a h3 ybd ff2 fs0 fc0 sc0 ls0 ws0">Vice President<span class="_ _1" /> </div><div class="t m0 x1b h3 ybe ff2 fs0 fc0 sc0 ls0 ws0">Specifically assigned<span class="_ _1" /> </div><div class="t m0 x1c h3 ybf ff2 fs0 fc0 sc0 ls0 ws0">by the BoD<span class="_ _1" /> </div><div class="t m0 x1d h3 yc0 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1d h3 yc1 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h3 yc2 ff2 fs0 fc0 sc0 ls0 ws0">Michalis G. Sak<span class="_ _1" />ellis </div><div class="t m0 x1e h3 yc3 ff2 fs0 fc0 sc0 ls0 ws0">I.D. No: X 64359<span class="_ _1" />7 </div><div class="t m0 x14 h9 yc4 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 ha yc5 ff2 fs4 fc0 sc0 ls0 ws0"> <span class="_ _20"> </span> </div></div><span class="d m1" /></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 6</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h9 yc6 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 yc7 ff8 fs0 fc0 sc0 ls0 ws0">Independent Auditor’s <span class="_ _1" />Report<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h3 yc8 ff8 fs0 fc0 sc0 ls0 ws0">To the Shareholders of “<span class="_ _1" />ATTICA HOLDING<span class="_ _1" />S S.A.”<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x14 h2 ya0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 yc9 ff2 fs0 fc0 sc0 ls0 ws0">Report on the audit of th<span class="_ _1" />e separate and con<span class="_ _1" />solidated financial<span class="_ _1" /> statements<span class="_ _13" /> </div><div class="t m0 x14 h2 yca ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 ycb ff1 fs0 fc0 sc0 ls0 ws0">Opinion </div><div class="t m0 x14 h2 ycc ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />have <span class="_ _13" />audited <span class="_ _13" />the <span class="_ _1" />acc<span class="_ _1" />ompanying <span class="_ _13" />separate <span class="_ _13" />and <span class="_ _13" /><span class="ff6">co<span class="_ _1" />nsolidated <span class="_ _1" />f<span class="_ _1" />inancial <span class="_ _1" />s<span class="_ _1" />tatements <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />company <span class="_ _13" />“ATTICA </span></div><div class="t m0 x14 hb ycd ff6 fs0 fc0 sc0 ls0 ws0">HOLDINGS S.A.” <span class="_ _3" />(the Company), which <span class="_ _b" />c<span class="_ _1" />omprise the separate <span class="_ _3" />and consolidated statement of <span class="_ _b" />financ<span class="_ _1" />ial <span class="_ _3" />position </div><div class="t m0 x14 h2 yce ff1 fs0 fc0 sc0 ls0 ws0">as at December 3<span class="_ _1" />1, 2021, and the<span class="_ _1" /> separate and c<span class="_ _1" />onsolidated statem<span class="_ _1" />ent of comp<span class="_ _1" />rehensive income<span class="_ _13" />, changes<span class="_ _1" /> in </div><div class="t m0 x14 h2 ycf ff1 fs0 fc0 sc0 ls0 ws0">equity and cash flow for t<span class="_ _1" />he year then ended, as we<span class="_ _1" />ll as a summary of s<span class="_ _1" />ignificant accounting <span class="_ _1" />policies and other </div><div class="t m0 x14 h2 yd0 ff1 fs0 fc0 sc0 ls0 ws0">explanatory notes.<span class="_ _1" /> </div><div class="t m0 x14 h2 yd1 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />our <span class="_ _13" />opinion, <span class="_ _1" />the <span class="_ _13" />accompanyin<span class="_ _1" />g <span class="_ _1" />separate <span class="_ _13" />and <span class="_ _1" />conso<span class="_ _1" />lidated <span class="_ _13" />financial <span class="_ _1" />statemen<span class="_ _1" />ts <span class="_ _1" />pres<span class="_ _1" />ent <span class="_ _1" />fairly, <span class="_ _13" />in <span class="_ _1" />all <span class="_ _13" />material </div><div class="t m0 x14 h2 yd2 ff1 fs0 fc0 sc0 ls0 ws0">respects, the<span class="_ _1" /> financia<span class="_ _1" />l position <span class="_ _1" />of the<span class="_ _1" /> Company<span class="_ _1" /> and <span class="_ _1" />its <span class="_ _1" />subsidiaries (t<span class="_ _1" />he Group) <span class="_ _1" />as <span class="_ _1" />of Decem<span class="_ _1" />ber 31, <span class="_ _1" />2021, <span class="_ _1" />and </div><div class="t m0 x14 h2 yd3 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1a" />their <span class="_ _1a" />financ<span class="_ _1" />ial <span class="_ _1a" />performan<span class="_ _1" />ce <span class="_ _1a" />and <span class="_ _1a" />the<span class="_ _1" />ir <span class="_ _1a" />cash <span class="_ _1a" />f<span class="_ _1" />lows <span class="_ _1a" />for <span class="_ _1a" />the <span class="_ _1b" />year <span class="_ _1a" />then <span class="_ _1b" />ended <span class="_ _1a" />in <span class="_ _1a" />a<span class="_ _1" />ccordance <span class="_ _1a" />wi<span class="_ _1" />th <span class="_ _1a" />Internation<span class="_ _1" />al </div><div class="t m0 x14 h2 yd4 ff1 fs0 fc0 sc0 ls0 ws0">Financial Reporting <span class="_ _1" />Standards as endo<span class="_ _1" />rsed by the <span class="_ _1" />European Unio<span class="_ _1" />n. </div><div class="t m0 x14 h2 yd5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 yd6 ff1 fs0 fc0 sc0 ls0 ws0">Basis for opinion <span class="_ _1" /> </div><div class="t m0 x14 h2 yd7 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />conducted <span class="_ _13" />our <span class="_ _13" />audit <span class="_ _1" />in <span class="_ _13" />accordanc<span class="_ _1" />e <span class="_ _1" />with <span class="_ _13" />the <span class="_ _13" />International <span class="_ _1" />Stand<span class="_ _1" />ards <span class="_ _13" />on <span class="_ _1" />Auditing <span class="_ _13" />(ISAs) <span class="_ _13" />as <span class="_ _1" />they <span class="_ _13" />have <span class="_ _1" />been<span class="_ _1" /> </div><div class="t m0 x14 hb yd8 ff6 fs0 fc0 sc0 ls0 ws0">transposed <span class="_ _1b"> </span>in <span class="_ _1c"> </span>Greek <span class="_ _1b"> </span>Le<span class="_ _1" />gislation. <span class="_ _1b"> </span>Our <span class="_ _1c"> </span>responsibilit<span class="_ _1" />ies <span class="_ _1b"> </span>under <span class="_ _1b"> </span>those <span class="_ _1c"> </span>standards <span class="_ _1c"> </span>are <span class="_ _1c"> </span>described <span class="_ _1b"> </span>in <span class="_ _1c"> </span>the <span class="_ _1b"> </span>“Aud<span class="_ _13" />it<span class="_ _1" />or’s </div><div class="t m0 x14 hb yd9 ff6 fs0 fc0 sc0 ls0 ws0">responsibilities for the audit of the separate and consolidated financial statements” sec<span class="_ _1" />tion of our <span class="_ _3" />report. During </div><div class="t m0 x14 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">our <span class="_ _3" />audit, we <span class="_ _3" />remained independent of <span class="_ _3" />the Company and <span class="_ _b" />the<span class="_ _1" /> Group, <span class="_ _b" />i<span class="_ _1" />n <span class="_ _3" />accordance with the <span class="_ _3" />International Ethics </div><div class="t m0 x14 h2 ydb ff1 fs0 fc0 sc0 ls0 ws0">Standards Board for Acco<span class="_ _1" /><span class="ff6">untants’ Cod<span class="_ _1" />e of Ethics for Profession<span class="_ _1" />al Accountants (IESBA Co<span class="_ _1" />de) as transposed i<span class="_ _1" />n </span></div><div class="t m0 x14 h2 ydc ff1 fs0 fc0 sc0 ls0 ws0">Greek <span class="_ _1" />le<span class="_ _1" />gislation <span class="_ _13" />and <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />ethica<span class="_ _1" />l <span class="_ _1" />require<span class="_ _1" />ments <span class="_ _13" />relevant <span class="_ _13" />to <span class="_ _1" />the <span class="_ _13" />audit <span class="_ _13" />of <span class="_ _13" />the <span class="_ _1" />separa<span class="_ _1" />te <span class="_ _13" />and <span class="_ _1" />cons<span class="_ _1" />olidated <span class="_ _13" />financial </div><div class="t m0 x14 h2 ydd ff1 fs0 fc0 sc0 ls0 ws0">statements <span class="_ _13" />in <span class="_ _13" />Gr<span class="_ _1" />eece. <span class="_ _13" />We <span class="_ _1a" />have <span class="_ _13" />fulfilled <span class="_ _13" />our <span class="_ _1a" />responsibilities <span class="_ _1a" />in <span class="_ _13" />accordance <span class="_ _1a" />with <span class="_ _1" />th<span class="_ _1" />e <span class="_ _13" />provisions <span class="_ _1a" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _13" />currently </div><div class="t m0 x14 h2 yde ff1 fs0 fc0 sc0 ls0 ws0">enacted law <span class="_ _1" />and the <span class="_ _1" />requirements<span class="_ _1" /> of the <span class="_ _1" />IESBA <span class="_ _1" />Code. <span class="_ _1" />We believe t<span class="_ _1" />hat the <span class="_ _1" />audit e<span class="_ _1" />vidence we <span class="_ _1" />have obtai<span class="_ _1" />ned is </div><div class="t m0 x14 h2 ydf ff1 fs0 fc0 sc0 ls0 ws0">sufficient and appropria<span class="_ _1" />te to provide a basis f<span class="_ _1" />or our opinion.<span class="_ _13" /> </div><div class="t m0 x14 h2 ye0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 ye1 ff1 fs0 fc0 sc0 ls0 ws0">Key audit matters<span class="_ _1" /> </div><div class="t m0 x14 h2 ye2 ff1 fs0 fc0 sc0 ls0 ws0">Key audit matters are those matters that, in our professional<span class="_ _1" /> judgment, were of most significance in our audit of </div><div class="t m0 x14 h2 ye3 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1a" />separate <span class="_ _1a" />and <span class="_ _1a" />the <span class="_ _1a" />consolidated <span class="_ _1a" />fin<span class="_ _1" />ancial <span class="_ _1a" />statements <span class="_ _1a" />of <span class="_ _1a" />the <span class="_ _1a" />current<span class="_ _1" /> <span class="_ _1a" />annual <span class="_ _1a" />period. <span class="_ _1a" />These <span class="_ _1a" />matters<span class="_ _1" /> <span class="_ _1a" />and <span class="_ _1a" />the </div><div class="t m0 x14 h2 ye4 ff1 fs0 fc0 sc0 ls0 ws0">related <span class="_ _1b" />risks <span class="_ _1b" />of <span class="_ _1b" />material <span class="_ _1b" />mis<span class="_ _1" />statements <span class="_ _1b" />were <span class="_ _1b" />addres<span class="_ _1" />sed <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1b" />contex<span class="_ _1" />t <span class="_ _1b" />of <span class="_ _1a" />our <span class="_ _1b" />a<span class="_ _1" />udit <span class="_ _1a" />o<span class="_ _1" />f <span class="_ _1b" />the <span class="_ _1b" />separate <span class="_ _1b" />and <span class="_ _1b" />the </div><div class="t m0 x14 h2 ye5 ff1 fs0 fc0 sc0 ls0 ws0">consolidated <span class="_ _1a" />fin<span class="_ _1" />ancial <span class="_ _1a" />state<span class="_ _1" />ments <span class="_ _1a" />as <span class="_ _1a" />a <span class="_ _1b" />whole, <span class="_ _1a" />an<span class="_ _1" />d <span class="_ _1a" />in <span class="_ _1b" />forming <span class="_ _1a" />our <span class="_ _1a" />o<span class="_ _1" />pinion <span class="_ _1a" />there<span class="_ _1" />on, <span class="_ _1a" />and <span class="_ _1b" />we <span class="_ _1a" />do <span class="_ _1b" />not <span class="_ _1a" />provi<span class="_ _1" />de <span class="_ _1a" />a </div><div class="t m0 x14 h2 ye6 ff1 fs0 fc0 sc0 ls0 ws0">separate opinion on t<span class="_ _1" />hese matters.<span class="_ _1" /> </div><div class="t m0 x14 h2 ye7 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 ye8 w4 hc"><div class="t m0 x1f h3 ye9 ff2 fs0 fc4 sc0 ls0 ws0">Key audit matters <span class="_ _1" /><span class="ff1"> </span></div></div><div class="c x20 ye8 w5 hc"><div class="t m0 x1f h3 yea ff2 fs0 fc4 sc0 ls0 ws0"> </div></div><div class="c x21 ye8 w6 hc"><div class="t m0 x1f h3 yea ff2 fs0 fc4 sc0 ls0 ws0">How <span class="_ _1c" />our <span class="_ _1c" />audit <span class="_ _1c" />addressed <span class="_ _1c"> </span>the <span class="_ _1c"> </span>key </div><div class="t m0 x1f h3 yeb ff2 fs0 fc4 sc0 ls0 ws0">audit matter <span class="ff1"> </span></div></div><div class="c x14 yec w7 hd"><div class="t m0 x1f h2 yed ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yee w8 he"><div class="t m0 x1f h2 yef ff1 fs0 fc0 sc0 ls0 ws0">  </div></div><div class="c x22 yee w9 he"><div class="t m0 x1f h2 yef ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yf0 w7 hd"><div class="t m0 x1f h3 yed ff2 fs0 fc5 sc0 ls0 ws0">Vessels book value  <span class="_ _1" /><span class="ff1 fc0"> </span></div></div><div class="c x14 yf1 wa hf"><div class="t m0 x1f h2 yf2 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _b" />tt<span class="_ _b" />i<span class="_ _3" />c<span class="_ _3" />a<span class="_ _b" /> <span class="_ _21"> </span>G<span class="_ _b" />ro<span class="_ _b" />u<span class="_ _3" />p<span class="_ _3" /> <span class="_ _22"> </span>o<span class="_ _b" />pe<span class="_ _b" />r<span class="_ _3" />a<span class="_ _b" />te<span class="_ _12" />s <span class="_ _22"> </span>R<span class="_ _3" />o<span class="_ _b" />p<span class="_ _3" />a<span class="_ _b" />x <span class="_ _22"> </span>V<span class="_ _b" />es<span class="_ _b" />s<span class="_ _3" />e<span class="_ _3" />l<span class="_ _b" />s<span class="_ _3" /> <span class="_ _22"> </span>w<span class="_ _3" />i<span class="_ _b" />th<span class="_ _b" /> <span class="_ _22"> </span>a<span class="_ _b" /> </div><div class="t m0 x1f h2 yf3 ff6 fs0 fc0 sc0 ls0 ws0">c<span class="_ _3" />a<span class="_ _b" />rr<span class="_ _b" />yi<span class="_ _b" />n<span class="_ _3" />g<span class="_ _b" /> <span class="_ _1a" />va<span class="_ _b" />l<span class="_ _3" />u<span class="_ _b" />e <span class="_ _1a" />o<span class="_ _b" />f<span class="_ _3" /> <span class="_ _1a" />€ <span class="_ _1a" />6<span class="_ _3" />4<span class="_ _b" />9<span class="ff1">.<span class="_ _b" />3<span class="_ _3" />m<span class="_ _b" />il<span class="_ _b" />.<span class="_ _b" /> <span class="_ _1b" />a<span class="_ _3" />s<span class="_ _b" /> <span class="_ _1b" />a<span class="_ _3" />t<span class="_ _b" /> <span class="_ _1b" />3<span class="_ _b" />1 <span class="_ _1a" />D<span class="_ _3" />e<span class="_ _b" />ce<span class="_ _b" />m<span class="_ _3" />b<span class="_ _b" />er<span class="_ _b" />,<span class="_ _b" /> </span></div><div class="t m0 x1f h2 yf4 ff1 fs0 fc0 sc0 ls7 ws0">2021. <span class="_ _23"> </span><span class="ff6 ls0">In <span class="_ _23"> </span>accorda<span class="_ _1" />nce <span class="_ _23"> </span>w<span class="_ _1" />ith <span class="_ _24"> </span>Group’s <span class="_ _23"> </span>acc<span class="_ _1" />ounting </span></div><div class="t m0 x1f h2 yf5 ff1 fs0 fc0 sc0 ls0 ws0">policy, <span class="_ _25"> </span>vessels <span class="_ _25"> </span>are <span class="_ _25"> </span>stated <span class="_ _25"> </span>at <span class="_ _25"> </span>cost <span class="_ _25"> </span>less </div><div class="t m0 x1f h2 yf6 ff1 fs0 fc0 sc0 ls0 ws0">accumulated <span class="_ _26"> </span>depreciation<span class="_ _1" /> <span class="_ _26"> </span>and <span class="_ _26"> </span>l<span class="_ _3" />ess/plus <span class="_ _26"> </span>any </div><div class="t m0 x1f h2 yed ff1 fs0 fc0 sc0 ls0 ws0">impairment <span class="_ _27"> </span>losses/reversal <span class="_ _27"> </span>of <span class="_ _27"> </span>impairment </div></div><div class="c x23 yf1 wb hf"><div class="t m0 x1f h2 yf2 ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _1a" />audit <span class="_ _1b" />approach <span class="_ _1b" />included, <span class="_ _1b" />among <span class="_ _1a" />o<span class="_ _1" />thers, </div><div class="t m0 x1f h2 yf7 ff1 fs0 fc0 sc0 ls0 ws0">the following proced<span class="_ _1" />ures: <span class="_ _1" /> </div><div class="t m0 x24 h2 yf8 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff6">We <span class="_ _29"> </span>assessed <span class="_ _29"> </span>ma<span class="_ _1" />nagement’s </span></span></div><div class="t m0 x11 h2 yf9 ff1 fs0 fc0 sc0 ls0 ws0">procedures <span class="_ _2a"> </span>for <span class="_ _2a"> </span>the <span class="_ _2a"> </span>identificat<span class="_ _1" />ion <span class="_ _21"> </span>of<span class="_ _1" /> </div><div class="t m0 x11 h2 yfa ff1 fs0 fc0 sc0 ls0 ws0">impairment/reversa<span class="_ _1" />l <span class="_ _2b"> </span>of <span class="_ _2b"> </span>impairment<span class="_ _1" /> </div><div class="t m0 x11 h2 yfb ff1 fs0 fc0 sc0 ls0 ws0">indications relating to vess<span class="_ _1" />els value.<span class="_ _1" /> </div><div class="t m0 x24 h2 yfc ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff6">We <span class="_ _29"> </span>assessed <span class="_ _29"> </span>ma<span class="_ _1" />nagement’s </span></span></div><div class="t m0 x11 h2 yef ff1 fs0 fc0 sc0 ls0 ws0">procedures <span class="_ _1a" />relating <span class="_ _1a" />to <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />preparation </div></div></div><div class="pi" /></div>
<div id="pf7" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc7 w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 7</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yfd wa h10"><div class="t m0 x1f h2 yfe ff1 fs0 fc0 sc0 ls0 ws0">losses. <span class="_ _1" />At the <span class="_ _1" />end <span class="_ _1" />of <span class="_ _1" />each r<span class="_ _1" />eporting <span class="_ _1" />period, <span class="_ _1" />the </div><div class="t m0 x1f hb yff ff6 fs0 fc0 sc0 ls0 ws0">Group’s <span class="_ _2c"> </span>management<span class="_ _1" /> <span class="_ _2c"> </span>assesses <span class="_ _2c"> </span>the </div><div class="t m0 x1f h2 y100 ff1 fs0 fc0 sc0 ls0 ws0">recoverable  amount  of <span class="_ _24"> </span>ve<span class="_ _1" />ssels,  which <span class="_ _24"> </span>is  the </div><div class="t m0 x1f h2 y101 ff1 fs0 fc0 sc0 ls0 ws0">higher <span class="_ _1a" />of <span class="_ _1a" />f<span class="_ _1" />air <span class="_ _1a" />value <span class="_ _1b" />less <span class="_ _1a" />co<span class="_ _1" />sts <span class="_ _1a" />of <span class="_ _1a" />d<span class="_ _1" />isposal <span class="_ _1a" />and<span class="_ _1" /> </div><div class="t m0 x1f h2 y102 ff1 fs0 fc0 sc0 ls0 ws0">value-<span class="ls6">in</span>-use.<span class="_ _1" /> <span class="_ _1" />Fair <span class="_ _1" />value <span class="_ _1" />of <span class="_ _1" />vess<span class="_ _1" />els is <span class="_ _1" />estima<span class="_ _1" />ted </div><div class="t m0 x1f hb y103 ff6 fs0 fc0 sc0 ls0 ws0">according <span class="_ _26"> </span>to<span class="_ _1" /> <span class="_ _26"> </span>indepe<span class="_ _1" />ndent <span class="_ _26"> </span>ex<span class="_ _1" />pert’s <span class="_ _26"> </span>valuat<span class="_ _1" />ion </div><div class="t m0 x1f h2 y104 ff1 fs0 fc0 sc0 ls0 ws0">reports less estimated cos<span class="_ _1" />ts of disposal.<span class="_ _1" /> </div><div class="t m0 x1f h2 y105 ff1 fs0 fc0 sc0 ls0 ws0">Value <span class="_ _1a" />in <span class="_ _13" />use <span class="_ _1a" />is <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />pres<span class="_ _1" />ent <span class="_ _1a" />value <span class="_ _13" />of <span class="_ _1a" />estim<span class="_ _1" />ated </div><div class="t m0 x1f h2 y106 ff1 fs0 fc0 sc0 ls0 ws0">future <span class="_ _1a" />cash <span class="_ _1a" />flows <span class="_ _1b" />expected <span class="_ _1b" />to <span class="_ _1a" />arise <span class="_ _1a" />from <span class="_ _1a" />c<span class="_ _1" />ash </div><div class="t m0 x1f h2 y107 ff1 fs0 fc0 sc0 ls0 ws0">generating <span class="_ _28"> </span>u<span class="_ _1" />nits <span class="_ _28"> </span>(C.G.U<span class="_ _1" />.) <span class="_ _28"> </span>determined <span class="_ _2d"> </span>by </div><div class="t m0 x1f h2 y108 ff1 fs0 fc0 sc0 ls0 ws0">management. <span class="_ _2e"> </span>The <span class="_ _2e"> </span>estimation <span class="_ _2e"> </span>of <span class="_ _2e"> </span>future <span class="_ _2f"> </span>cash </div><div class="t m0 x1f h2 y109 ff1 fs0 fc0 sc0 ls0 ws0">flows <span class="_ _28"> </span>de<span class="_ _1" />pends <span class="_ _2d"> </span>on <span class="_ _28"> </span>esti<span class="_ _1" />mations <span class="_ _2d"> </span>used <span class="_ _28"> </span>by<span class="_ _1" /> </div><div class="t m0 x1f h2 y10a ff1 fs0 fc0 sc0 ls0 ws0">management  regarding  future  fuel  oil  prices, </div><div class="t m0 x1f h2 y10b ff1 fs0 fc0 sc0 ls0 ws0">traffic <span class="_ _1a" />volumes, <span class="_ _1a" />capital <span class="_ _1a" />expenses <span class="_ _1a" />and <span class="_ _1a" />di<span class="_ _3" />s<span class="_ _1" />count </div><div class="t m0 x1f h2 y10c ff1 fs0 fc0 sc0 ls0 ws0">rates. <span class="_ _1a" />Taking <span class="_ _1b" />into <span class="_ _1a" />consider<span class="_ _1" />ation <span class="_ _1a" />the <span class="_ _1a" />s<span class="_ _1" />ignificant </div><div class="t m0 x1f h2 y10d ff1 fs0 fc0 sc0 ls0 ws0">value <span class="_ _30"> </span>of <span class="_ _30"> </span>vessels, <span class="_ _30"> </span>the <span class="_ _30"> </span>i<span class="_ _1" />mportance <span class="_ _30"> </span>of <span class="_ _30"> </span>the </div><div class="t m0 x1f h2 y10e ff1 fs0 fc0 sc0 ls0 ws0">management's <span class="_ _1" />assu<span class="_ _1" />mptions <span class="_ _1" />and <span class="_ _1" />es<span class="_ _1" />timates, <span class="_ _1" />we<span class="_ _1" /> </div><div class="t m0 x1f h2 y10f ff1 fs0 fc0 sc0 ls0 ws0">consider this area as a<span class="_ _1" /> key audit matter.<span class="_ _1" /> </div><div class="t m0 x1f hb y110 ff6 fs0 fc0 sc0 ls8 ws0">Management’s <span class="_ _b" />disclosures <span class="_ _3" />for <span class="_ _12" />the <span class="_ _3" />accounting <span class="_ _b" />policy, </div><div class="t m0 x1f h2 yf5 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _b" />ss<span class="_ _3" />u<span class="_ _b" />mp<span class="_ _b" />t<span class="_ _3" />i<span class="_ _b" />on<span class="_ _b" /> <span class="_ _13" />a<span class="_ _3" />n<span class="_ _b" />d <span class="_ _1" />e<span class="_ _b" />st<span class="_ _b" />i<span class="_ _3" />m<span class="_ _3" />a<span class="_ _b" />te<span class="_ _12" />s <span class="_ _13" />u<span class="_ _b" />se<span class="_ _b" />d<span class="_ _3" /> <span class="_ _1" />fo<span class="_ _b" />r <span class="_ _1" />t<span class="_ _3" />h<span class="_ _b" />e <span class="_ _1" />an<span class="_ _b" />a<span class="_ _3" />l<span class="_ _b" />y<span class="_ _3" />s<span class="_ _3" />i<span class="_ _b" />s <span class="_ _1" />o<span class="_ _b" />f<span class="_ _3" /> </div><div class="t m0 x1f h2 yea ff1 fs0 fc0 sc0 ls9 ws0">the above are included in expl<span class="_ _3" />anatory notes 2.6, 2.8<span class="_ _3" /> </div><div class="t m0 x1f h2 yed ff1 fs0 fc0 sc0 ls7 ws0">and 7.13 of the financial statements.<span class="ls0"> </span></div></div><div class="c x23 yfd wb h10"><div class="t m0 x11 h2 yfe ff1 fs0 fc0 sc0 ls0 ws0">of  business  plans  in  order  to  define </div><div class="t m0 x11 h2 y111 ff1 fs0 fc0 sc0 ls0 ws0">value-<span class="ls6">in</span>-use.<span class="_ _1" /> </div><div class="t m0 x24 h2 y112 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _2f"> </span>assessed <span class="_ _2f"> </span>the <span class="_ _2f"> </span>the <span class="_ _2e"> </span>independence </span></div><div class="t m0 x11 h2 y113 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _28"> </span>suffici<span class="_ _1" />ency <span class="_ _28"> </span>o<span class="_ _1" />f <span class="_ _28"> </span>the<span class="_ _1" /> <span class="_ _28"> </span>estimates<span class="_ _1" /> </div><div class="t m0 x11 hb y114 ff6 fs0 fc0 sc0 ls0 ws0">performed <span class="_ _31"> </span>regarding <span class="_ _31"> </span>the <span class="_ _31"> </span>vess<span class="_ _1" />el’s </div><div class="t m0 x11 h2 y115 ff1 fs0 fc0 sc0 ls0 ws0">valuations. <span class="_ _1" /> </div><div class="t m0 x24 h2 y116 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We  reviewed  the<span class="_ _1" />  appropriateness  of<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y117 ff1 fs0 fc0 sc0 ls0 ws0">capitalization that was<span class="_ _1" /> considered as a<span class="_ _1" /> </div><div class="t m0 x11 h2 y118 ff1 fs0 fc0 sc0 ls0 ws0">separate <span class="_ _32"> </span>element <span class="_ _32"> </span>in <span class="_ _32"> </span>the <span class="_ _32"> </span>value <span class="_ _32"> </span>of </div><div class="t m0 x11 h2 y119 ff1 fs0 fc0 sc0 ls0 ws0">vessels <span class="_ _27"> </span>in <span class="_ _27"> </span>accordance <span class="_ _27"> </span>with <span class="_ _31"> </span>th<span class="_ _1" />e </div><div class="t m0 x11 h2 y11a ff1 fs0 fc0 sc0 ls0 ws0">requirements <span class="_ _32"> </span>of <span class="_ _2a"> </span>IAS <span class="_ _32"> </span>16 <span class="_ _2a"> </span>"Property<span class="_ _1" />, </div><div class="t m0 x11 h2 y11b ff1 fs0 fc0 sc0 ls0 ws0">Plant and Equipme<span class="_ _1" />nt". </div><div class="t m0 x24 h2 y11c ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _33"> </span>assessed <span class="_ _33"> </span>the <span class="_ _34"> </span>mathematical </span></div><div class="t m0 x11 h2 y11d ff1 fs0 fc0 sc0 ls0 ws0">accuracy <span class="_ _30"> </span>of <span class="_ _32"> </span>discounte<span class="_ _1" />d <span class="_ _30"> </span>cash <span class="_ _32"> </span>flow </div><div class="t m0 x11 h2 y11e ff1 fs0 fc0 sc0 ls0 ws0">models <span class="_ _22"> </span>and <span class="_ _22"> </span>the <span class="_ _22"> </span>reasona<span class="_ _1" />bleness <span class="_ _22"> </span>of </div><div class="t m0 x11 hb y11f ff6 fs0 fc0 sc0 ls0 ws0">management’s <span class="_ _35"> </span>assumptions <span class="_ _35"> </span>and </div><div class="t m0 x11 h2 y120 ff1 fs0 fc0 sc0 ls0 ws0">estimates.   </div><div class="t m0 x24 h2 y121 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _36"> </span>assessed <span class="_ _36"> </span>the <span class="_ _36"> </span>adequ<span class="_ _1" />acy <span class="_ _36"> </span>of <span class="_ _26"> </span>t<span class="_ _1" />he </span></div><div class="t m0 x11 h2 y122 ff1 fs0 fc0 sc0 ls0 ws0">related disclosures in the separate and </div><div class="t m0 x11 h2 y123 ff1 fs0 fc0 sc0 ls0 ws0">consolidated financial stat<span class="_ _1" />ements.<span class="_ _1" /> </div></div><div class="c x14 y124 w7 h11"><div class="t m0 x1f h3 yeb ff2 fs0 fc5 sc0 ls0 ws0">Book Value of Inv<span class="_ _1" />estments in subsidi<span class="_ _1" />aries  <span class="_ _1" /><span class="ff1 fc0"> </span></div></div><div class="c x14 y125 wc h12"><div class="t m0 x1f h2 y126 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _b" />s  a<span class="_ _b" />t<span class="_ _3" />  3<span class="_ _b" />1<span class="_ _3" />.<span class="_ _b" />12<span class="_ _b" />.<span class="_ _3" />2<span class="_ _b" />02<span class="_ _b" />1<span class="_ _b" />, <span class="_ _24"> </span>th<span class="_ _b" />e<span class="_ _b" />  p<span class="_ _3" />a<span class="_ _b" />re<span class="_ _12" />nt<span class="_ _b" />  c<span class="_ _3" />o<span class="_ _b" />mp<span class="_ _b" />a<span class="_ _3" />n<span class="_ _b" />y,<span class="_ _b" />  A<span class="_ _b" />t<span class="_ _3" />t<span class="_ _3" />i<span class="_ _b" />ca<span class="_ _12" /> </div><div class="t m0 x1f h2 y127 ff1 fs0 fc0 sc0 ls0 ws0">H<span class="_ _3" />o<span class="_ _b" />ld<span class="_ _b" />i<span class="_ _b" />ng<span class="_ _b" />s <span class="_ _b" />S<span class="_ _3" />.<span class="_ _b" />A.<span class="_ _b" /> <span class="_ _3" />h<span class="_ _b" />ol<span class="_ _b" />d<span class="_ _b" />s <span class="_ _b" />i<span class="_ _3" />n<span class="_ _b" />ve<span class="_ _b" />st<span class="_ _b" />m<span class="_ _3" />e<span class="_ _b" />n<span class="_ _3" />t<span class="_ _3" />s<span class="_ _b" /> i<span class="_ _b" />n<span class="_ _b" /> s<span class="_ _b" />ub<span class="_ _12" />si<span class="_ _b" />d<span class="_ _3" />i<span class="_ _b" />ar<span class="_ _b" />ie<span class="_ _12" />s <span class="_ _b" />o<span class="_ _3" />f<span class="_ _b" /> </div><div class="t m0 x1f h2 y128 ff6 fs0 fc0 sc0 ls0 ws0">€<span class="_ _b" />  7<span class="_ _b" />74<span class="_ _b" />m<span class="_ _3" />i<span class="_ _b" />l.<span class="_ _b" />  <span class="ff1">As <span class="_ _2f"> </span>also <span class="_ _2f"> </span>referre<span class="_ _1" />d <span class="_ _2f"> </span>to <span class="_ _2f"> </span>the <span class="_ _2e"> </span>attached </span></div><div class="t m0 x1f h2 y129 ff1 fs0 fc0 sc0 ls0 ws0">Financial <span class="_ _37"> </span>Statements, <span class="_ _37"> </span>the <span class="_ _37"> </span>Company </div><div class="t m0 x1f h2 y12a ff1 fs0 fc0 sc0 ls0 ws0">measures <span class="_ _30"> </span>i<span class="_ _3" />ts <span class="_ _30"> </span>investments <span class="_ _30"> </span>at <span class="_ _32"> </span>fair <span class="_ _38"> </span>value, </div><div class="t m0 x1f h2 y12b ff1 fs0 fc0 sc0 ls0 ws0">recognizing <span class="_ _16"> </span>the <span class="_ _16"> </span>valuation <span class="_ _16"> </span>differences<span class="_ _1" /> <span class="_ _16"> </span>in </div><div class="t m0 x1f h2 y12c ff1 fs0 fc0 sc0 ls0 ws0">Equity. <span class="_ _13" />No <span class="_ _13" />su<span class="_ _1" />bsidiary <span class="_ _13" />of <span class="_ _1a" />the <span class="_ _13" />parent <span class="_ _13" />com<span class="_ _1" />pany </div><div class="t m0 x1f h2 y12d ff1 fs0 fc0 sc0 ls0 ws0">has <span class="_ _1b" />stocks<span class="_ _1" /> <span class="_ _1b" />traded <span class="_ _1c"> </span>in <span class="_ _1b" />an <span class="_ _1c"> </span>active <span class="_ _1c"> </span>market. <span class="_ _1c"> </span>Two </div><div class="t m0 x1f h2 y12e ff1 fs0 fc0 sc0 ls0 ws0">methods <span class="_ _26"> </span>are <span class="_ _26"> </span>used <span class="_ _26"> </span>to <span class="_ _36"> </span>determine <span class="_ _26"> </span>the<span class="_ _1" />ir <span class="_ _26"> </span>fair </div><div class="t m0 x1f h2 y12f ff1 fs0 fc0 sc0 ls0 ws0">value.  Specifically,  the  methods  of <span class="_ _24"> </span>present </div><div class="t m0 x1f h2 y130 ff1 fs0 fc0 sc0 ls0 ws0">value <span class="_ _36"> </span>of <span class="_ _36"> </span>the <span class="_ _36"> </span>estimate<span class="_ _1" />d <span class="_ _26"> </span>f<span class="_ _1" />uture <span class="_ _36"> </span>cash <span class="_ _36"> </span>flows<span class="_ _1" /> </div><div class="t m0 x1f h2 y131 ff1 fs0 fc0 sc0 ls2 ws0">ex<span class="ls0">pected <span class="_ _13" />to <span class="_ _1a" />be <span class="_ _13" />derived <span class="_ _13" />from <span class="_ _1a" />the<span class="_ _3" /> <span class="_ _13" />subs<span class="_ _1" />idiaries </span></div><div class="t m0 x1f h2 y132 ff1 fs0 fc0 sc0 ls0 ws0">are us<span class="_ _1" />ed, an<span class="_ _1" />d t<span class="_ _1" />hat <span class="_ _1" />of t<span class="_ _1" />he v<span class="_ _1" />alue <span class="_ _1" />resulting <span class="_ _1" />from </div><div class="t m0 x1f h2 y133 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1b" />adjusted <span class="_ _1a" />(<span class="_ _1" />based <span class="_ _1b" />on <span class="_ _1b" />the <span class="_ _1a" />fa<span class="_ _1" />ir <span class="_ _1a" />va<span class="_ _1" />lue <span class="_ _1a" />of<span class="_ _1" /> <span class="_ _1a" />th<span class="_ _1" />e </div><div class="t m0 x1f h2 y134 ff1 fs0 fc0 sc0 ls0 ws0">vessels) <span class="_ _13" />net <span class="_ _13" />assets <span class="_ _13" />of <span class="_ _13" />each <span class="_ _13" />subsi<span class="_ _1" />diary. <span class="_ _13" />Then </div><div class="t m0 x1f h2 y135 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _1a" />the <span class="_ _1a" />final <span class="_ _1a" />value <span class="_ _1a" />of <span class="_ _1a" />each <span class="_ _1a" />subsidiary <span class="_ _1a" />follows<span class="_ _1" /> </div><div class="t m0 x1f h2 y136 ff1 fs0 fc0 sc0 ls0 ws0">the weighting of the tw<span class="_ _1" />o meth<span class="_ _1" />ods. </div><div class="t m0 x1f h2 y137 ff1 fs0 fc0 sc0 ls0 ws0">M<span class="_ _3" />an<span class="_ _b" />ag<span class="_ _b" />em<span class="_ _b" />en<span class="_ _b" />t'<span class="_ _b" />s <span class="_ _1a" />as<span class="_ _3" />s<span class="_ _3" />u<span class="_ _3" />m<span class="_ _3" />pt<span class="_ _b" />io<span class="_ _b" />ns<span class="_ _b" /> <span class="_ _1b" />an<span class="_ _3" />d<span class="_ _b" /> <span class="_ _1b" />es<span class="_ _b" />ti<span class="_ _3" />m<span class="_ _b" />at<span class="_ _3" />e<span class="_ _3" />s<span class="_ _b" /> <span class="_ _1b" />ar<span class="_ _3" />e<span class="_ _3" /> </div><div class="t m0 x1f h2 y138 ff1 fs0 fc0 sc0 ls0 ws0">m<span class="_ _3" />ai<span class="_ _b" />nl<span class="_ _b" />y <span class="_ _13" />re<span class="_ _b" />la<span class="_ _b" />te<span class="_ _3" />d<span class="_ _b" /> <span class="_ _1a" />to<span class="_ _b" /> <span class="_ _1a" />i<span class="_ _b" />nt<span class="_ _b" />er<span class="_ _3" />n<span class="_ _3" />a<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />o<span class="_ _3" />na<span class="_ _b" />l<span class="_ _3" /> <span class="_ _1a" />f<span class="_ _b" />ue<span class="_ _3" />l<span class="_ _b" /> <span class="_ _1a" />p<span class="_ _b" />ri<span class="_ _3" />c<span class="_ _3" />e<span class="_ _3" />s,<span class="_ _b" /> <span class="_ _1a" />t<span class="_ _b" />ra<span class="_ _b" />ff<span class="_ _3" />i<span class="_ _3" />c<span class="_ _b" /> </div><div class="t m0 x1f h2 yef ff1 fs0 fc0 sc0 ls0 ws0">v<span class="_ _3" />o<span class="_ _3" />l<span class="_ _3" />um<span class="_ _b" />es<span class="_ _b" />, <span class="_ _b" />ca<span class="_ _3" />p<span class="_ _3" />i<span class="_ _3" />t<span class="_ _3" />a<span class="_ _3" />l<span class="_ _3" /> <span class="_ _3" />e<span class="_ _b" />xpe<span class="_ _b" />ns<span class="_ _b" />es<span class="_ _3" /> <span class="_ _b" />an<span class="_ _3" />d<span class="_ _3" /> <span class="_ _b" />di<span class="_ _3" />s<span class="_ _3" />co<span class="_ _b" />un<span class="_ _b" />t <span class="_ _b" />ra<span class="_ _b" />te<span class="_ _b" />s. </div></div><div class="c x25 y125 wd h12"><div class="t m0 x1f h2 y126 ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _3" />audit <span class="_ _3" />approach included, among <span class="_ _3" />others, the </div><div class="t m0 x1f h2 y127 ff1 fs0 fc0 sc0 ls0 ws0">following procedures<span class="_ _1" />: </div><div class="t m0 x24 h2 y139 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff6">We <span class="_ _1a" />assessed <span class="_ _1b"> </span>management’s <span class="_ _1a" />proc<span class="_ _1" />edure </span></span></div><div class="t m0 x11 h2 y13a ff1 fs0 fc0 sc0 ls0 ws0">relating <span class="_ _24"> </span>to  the  preparation <span class="_ _24"> </span>of  business </div><div class="t m0 x11 h2 y13b ff1 fs0 fc0 sc0 ls0 ws0">plans. </div><div class="t m0 x24 h2 y13c ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _b" />assessed <span class="_ _3" />the <span class="_ _b" />m<span class="_ _1" />athematical <span class="_ _3" />accuracy </span></div><div class="t m0 x11 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _13" />discounted<span class="_ _1" /> <span class="_ _13" />cash <span class="_ _1a" />flow <span class="_ _13" />models <span class="_ _1a" />and <span class="_ _13" />the </div><div class="t m0 x11 h2 y13e ff1 fs0 fc0 sc0 ls0 ws0">reasonableness <span class="_ _f"> </span>of <span class="_ _39"> </span>manageme<span class="_ _1" /><span class="ff6">nt’s </span></div><div class="t m0 x11 h2 y13f ff1 fs0 fc0 sc0 ls0 ws0">assumptions and es<span class="_ _1" />timates<span class="_ _1" />. </div><div class="t m0 x24 h2 y12f ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _26"> </span>revi<span class="_ _1" />ewed <span class="_ _26"> </span>t<span class="_ _1" />he <span class="_ _26"> </span>com<span class="_ _1" />putation <span class="_ _36"> </span>of <span class="_ _26"> </span>th<span class="_ _1" />e </span></div><div class="t m0 x11 h2 y140 ff1 fs0 fc0 sc0 ls0 ws0">adjusted <span class="_ _28"> </span>va<span class="_ _1" />lues <span class="_ _28"> </span>of <span class="_ _2d"> </span>net <span class="_ _2d"> </span>assets <span class="_ _28"> </span>of<span class="_ _1" /> </div><div class="t m0 x11 h2 y141 ff1 fs0 fc0 sc0 ls0 ws0">subsidiaries, <span class="_ _22"> </span>taking <span class="_ _22"> </span>into <span class="_ _22"> </span>consideration </div><div class="t m0 x11 hb y142 ff6 fs0 fc0 sc0 ls0 ws0">the <span class="_ _3a"> </span>independent <span class="_ _3a"> </span>ex<span class="_ _1" />pert’s <span class="_ _3a"> </span>vessel <span class="_ _3a"> </span>fair<span class="_ _1" /> </div><div class="t m0 x11 h2 y143 ff1 fs0 fc0 sc0 ls0 ws0">value <span class="_ _1c"> </span>valuation <span class="_ _1c"> </span>repor<span class="_ _1" />ts <span class="_ _1c"> </span>received <span class="_ _1c"> </span>by <span class="_ _1c"> </span>t<span class="_ _1" />he </div><div class="t m0 x11 h2 y144 ff1 fs0 fc0 sc0 ls0 ws0">management.<span class="_ _1" /> </div><div class="t m0 x24 h2 y145 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _22"> </span>assessed <span class="_ _22"> </span>the <span class="_ _22"> </span>independence <span class="_ _22"> </span>and </span></div><div class="t m0 x11 h2 y146 ff6 fs0 fc0 sc0 ls0 ws0">sufficiency of <span class="_ _b" />the <span class="_ _3" />management’s e<span class="ff1">xperts. </span></div><div class="t m0 x24 h2 y147 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>For  the  above  proc<span class="_ _1" />edures, <span class="_ _2f"> </span>where  this </span></div><div class="t m0 x11 h2 y148 ff1 fs0 fc0 sc0 ls0 ws0">was <span class="_ _1c"> </span>dee<span class="_ _1" />med <span class="_ _23"> </span>appropriate, <span class="_ _23"> </span>we <span class="_ _23"> </span>used <span class="_ _23"> </span>our </div><div class="t m0 x11 h2 y149 ff6 fs0 fc0 sc0 ls0 ws0">firm’s specialist.<span class="_ _1" /><span class="ff1"> </span></div></div></div><div class="pi" /></div>
<div id="pf8" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 8</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y14a wc h13"><div class="t m0 x1f h2 y14b ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> <span class="_ _13" />2<span class="_ _3" />0<span class="_ _3" />21<span class="_ _b" />, <span class="_ _1" />pr<span class="_ _b" />of<span class="_ _b" />it<span class="_ _3" /> <span class="_ _1" />fr<span class="_ _3" />o<span class="_ _3" />m<span class="_ _3" /> <span class="_ _13" />i<span class="_ _b" />nv<span class="_ _3" />e<span class="_ _3" />s<span class="_ _3" />t<span class="_ _3" />e<span class="_ _3" />me<span class="_ _b" />nt<span class="_ _b" />s <span class="_ _1" />me<span class="_ _b" />as<span class="_ _3" />u<span class="_ _b" />re<span class="_ _3" />me<span class="_ _b" />nt<span class="_ _b" /> </div><div class="t m0 x1f h2 y14c ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />t<span class="_ _3" /> <span class="_ _3" />f<span class="_ _3" />ai<span class="_ _b" />r <span class="_ _b" /><span class="ff6">va<span class="_ _3" />l<span class="_ _b" />ue<span class="_ _b" /> a<span class="_ _3" />mo<span class="_ _b" />un<span class="_ _b" />te<span class="_ _b" />d <span class="_ _b" />to<span class="_ _b" /> €<span class="_ _3" /> 3<span class="_ _b" />1<span class="ff1">.<span class="_ _b" /><span class="lsa">6 ml<span class="ls0">n.<span class="_ _b" /> </span></span></span></span></div><div class="t m0 x1f h2 y14d ff1 fs0 fc0 sc0 ls0 ws0">Taking <span class="_ _30"> </span>into <span class="_ _30"> </span>consideratio<span class="_ _1" />n <span class="_ _30"> </span>the <span class="_ _38"> </span>si<span class="_ _1" />gnificant </div><div class="t m0 x1f h2 y14e ff1 fs0 fc0 sc0 ls0 ws0">amounts <span class="_ _25"> </span>of <span class="_ _16"> </span>the <span class="_ _25"> </span>investments <span class="_ _16"> </span>ment<span class="_ _1" />ioned </div><div class="t m0 x1f h2 y14f ff1 fs0 fc0 sc0 ls0 ws0">above, <span class="_ _b" />the <span class="_ _b" />use <span class="_ _b" />of <span class="_ _b" />manage<span class="_ _1" />ment's <span class="_ _b" />assumptions </div><div class="t m0 x1f h2 y150 ff1 fs0 fc0 sc0 ls0 ws0">and  estimates  for  the <span class="_ _24"> </span>det<span class="_ _1" />ermination  of  the </div><div class="t m0 x1f h2 y151 ff1 fs0 fc0 sc0 ls0 ws0">relative <span class="_ _1" />rec<span class="_ _1" />overable <span class="_ _13" />amounts<span class="_ _1" />, <span class="_ _1" />and <span class="_ _13" />the <span class="_ _13" />use <span class="_ _13" />of </div><div class="t m0 x1f h2 y152 ff1 fs0 fc0 sc0 ls0 ws0">independent <span class="_ _15"> </span>experts <span class="_ _15"> </span>regarding <span class="_ _15"> </span>vessels </div><div class="t m0 x1f h2 y153 ff1 fs0 fc0 sc0 ls0 ws0">values, <span class="_ _1a" />we <span class="_ _13" />consider <span class="_ _1a" />this <span class="_ _1a" />area <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" />a <span class="_ _1a" />key <span class="_ _13" />au<span class="_ _1" />dit </div><div class="t m0 x1f h2 y154 ff1 fs0 fc0 sc0 ls0 ws0">matter. </div><div class="t m0 x1f hb y155 ff6 fs0 fc0 sc0 ls0 ws0">Management’s disclosur<span class="_ _1" />es for the accounting </div><div class="t m0 x1f h2 y156 ff1 fs0 fc0 sc0 ls0 ws0">policy, <span class="_ _3" />assumption <span class="_ _3" />and <span class="_ _b" />es<span class="_ _1" />timates <span class="_ _3" />used <span class="_ _b" />f<span class="_ _1" />or <span class="_ _3" />the </div><div class="t m0 x1f h2 y157 ff1 fs0 fc0 sc0 ls0 ws0">analysis <span class="_ _30"> </span>of <span class="_ _30"> </span>the <span class="_ _30"> </span>a<span class="_ _1" />bove <span class="_ _30"> </span>are <span class="_ _16"> </span>i<span class="_ _3" />ncluded <span class="_ _30"> </span>i<span class="_ _1" />n </div><div class="t m0 x1f h2 y158 ff1 fs0 fc0 sc0 ls0 ws0">explanatory <span class="_ _b" />no<span class="_ _1" />tes <span class="_ _b" />2.1.1., <span class="_ _3" />2.2.2 <span class="_ _3" />and <span class="_ _b" />7.<span class="_ _1" />16 <span class="_ _b" />of <span class="_ _3" />the </div><div class="t m0 x1f h2 y159 ff1 fs0 fc0 sc0 ls0 ws0">financial statements.<span class="_ _1" /> </div><div class="t m0 x1f h2 yed ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x25 y14a wd h13"><div class="t m0 x24 h2 y15a ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _3a"> </span>as<span class="_ _1" />sessed <span class="_ _32"> </span>the <span class="_ _32"> </span>adequacy<span class="_ _1" /> <span class="_ _3a"> </span>of <span class="_ _32"> </span>the<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y15b ff1 fs0 fc0 sc0 ls0 ws0">related <span class="_ _1b" />disc<span class="_ _1" />losures <span class="_ _1b" />in<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c"> </span>separate <span class="_ _1c"> </span>and </div><div class="t m0 x11 h2 y15c ff1 fs0 fc0 sc0 ls0 ws0">consolidated financia<span class="_ _1" />l statements.<span class="_ _1" /> </div></div><div class="c x14 y15d w7 hd"><div class="t m0 x1f h3 yed ff2 fs0 fc5 sc0 ls0 ws0">Impairment of go<span class="_ _1" />odwill and intangible as<span class="_ _1" />sets <span class="_ _1" /><span class="ff1 fc0"> </span></div></div><div class="c x14 y15e we h14"><div class="t m0 x1f h2 y15f ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _16"> </span>of <span class="_ _3b"> </span>December <span class="_ _3b"> </span>31, <span class="_ _3b"> </span>2021, <span class="_ _3b"> </span>the <span class="_ _3b"> </span>Group </div><div class="t m0 x1f h2 y160 ff6 fs0 fc0 sc0 ls0 ws0">recognized <span class="_ _23"> </span>goodwill <span class="_ _23"> </span>of<span class="_ _1" /> <span class="_ _23"> </span>€ <span class="_ _23"> </span>10<span class="ff1">.8<span class="_ _1" /> <span class="_ _23"> </span>mil, <span class="_ _23"> </span>intangible </span></div><div class="t m0 x1f h2 y161 ff1 fs0 fc0 sc0 ls0 ws0">assets <span class="_ _b" />relating <span class="_ _12" />t<span class="_ _1" />o <span class="_ _12" />H<span class="_ _1" />SW <span class="_ _12" />tr<span class="_ _1" />ademark <span class="_ _b" />amounting <span class="_ _b" />to </div><div class="t m0 x1f h2 y162 ff6 fs0 fc0 sc0 ls0 ws0">€ <span class="_ _23"> </span>5<span class="ff1">.</span>7 <span class="_ _23"> </span>m<span class="_ _1" />il. <span class="_ _23"> </span>According<span class="_ _1" /> <span class="_ _23"> </span>to <span class="_ _23"> </span>IF<span class="_ _1" />RS’s <span class="_ _23"> </span>requireme<span class="_ _1" />nts </div><div class="t m0 x1f h2 y163 ff1 fs0 fc0 sc0 ls0 ws0">goodwill <span class="_ _36"> </span>as <span class="_ _22"> </span>well <span class="_ _26"> </span>as<span class="_ _1" /> <span class="_ _36"> </span>inta<span class="_ _1" />ngible <span class="_ _36"> </span>assets <span class="_ _22"> </span>with </div><div class="t m0 x1f h2 y164 ff1 fs0 fc0 sc0 ls0 ws0">indefinite <span class="_ _1a" />useful <span class="_ _1a" />l<span class="_ _1" />ife <span class="_ _1a" />are <span class="_ _1a" />tes<span class="_ _1" />ted <span class="_ _1a" />for <span class="_ _1a" />impairment </div><div class="t m0 x1f h2 y165 ff1 fs0 fc0 sc0 ls0 ws0">at least on an annua<span class="_ _1" />l basis.<span class="_ _1" /> </div><div class="t m0 x1f h2 y166 ff1 fs0 fc0 sc0 ls0 ws0">The  impairment  test  incurs  determinat<span class="_ _1" />ion  of </div><div class="t m0 x1f h2 y167 ff1 fs0 fc0 sc0 ls0 ws0">recoverable <span class="_ _36"> </span>amounts <span class="_ _36"> </span>based <span class="_ _36"> </span>on <span class="_ _36"> </span>the <span class="_ _36"> </span>assets<span class="_ _1" /> </div><div class="t m0 x1f h2 y168 ff1 fs0 fc0 sc0 ls0 ws0">value-<span class="ls6">in</span>-use.<span class="_ _1" /> <span class="_ _1c"> </span>T<span class="_ _1" />he <span class="_ _1c"> </span>c<span class="_ _1" />alculation <span class="_ _23"> </span>of <span class="_ _1c"> </span>th<span class="_ _1" />e <span class="_ _1c"> </span>v<span class="_ _1" />alue-<span class="_ _1" /><span class="ls6">in</span>-</div><div class="t m0 x1f h2 y169 ff1 fs0 fc0 sc0 ls0 ws0">use <span class="_ _2e"> </span>arises <span class="_ _2e"> </span>from <span class="_ _2e"> </span>the<span class="_ _1" /> <span class="_ _2e"> </span>discount<span class="_ _1" />ed <span class="_ _2f"> </span>c<span class="_ _1" />ash <span class="_ _2e"> </span>flows </div><div class="t m0 x1f h2 y14e ff1 fs0 fc0 sc0 ls0 ws0">method, <span class="_ _23"> </span>based <span class="_ _23"> </span>on <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>business <span class="_ _23"> </span>plans <span class="_ _23"> </span>which </div><div class="t m0 x1f h2 y16a ff1 fs0 fc0 sc0 ls0 ws0">incorporate <span class="_ _1" />k<span class="_ _1" />ey <span class="_ _13" />assumptions <span class="_ _13" />and <span class="_ _1" />es<span class="_ _1" />ti<span class="_ _1" />mates <span class="_ _13" />of </div><div class="t m0 x1f h2 y16b ff1 fs0 fc0 sc0 ls0 ws0">the Management.<span class="_ _1" /> </div><div class="t m0 x1f h2 y16c ff1 fs0 fc0 sc0 ls0 ws0">T<span class="_ _3" />a<span class="_ _b" />ki<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _1a" />in<span class="_ _b" />to<span class="_ _b" /> <span class="_ _1a" />co<span class="_ _b" />ns<span class="_ _b" />id<span class="_ _3" />e<span class="_ _b" />ra<span class="_ _3" />ti<span class="_ _b" />o<span class="_ _3" />n <span class="_ _13" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1a" />s<span class="_ _3" />i<span class="_ _3" />g<span class="_ _3" />n<span class="_ _3" />i<span class="_ _b" />fi<span class="_ _b" />ca<span class="_ _3" />nt<span class="_ _b" /> <span class="_ _1a" />va<span class="_ _b" />l<span class="_ _3" />ue<span class="_ _b" /> <span class="_ _1a" />of<span class="_ _b" /> </div><div class="t m0 x1f h2 y16d ff1 fs0 fc0 sc0 ls0 ws0">g<span class="_ _3" />oo<span class="_ _b" />dw<span class="_ _b" />il<span class="_ _b" />l <span class="_ _36"> </span>an<span class="_ _3" />d<span class="_ _b" /> <span class="_ _22"> </span>in<span class="_ _b" />ta<span class="_ _b" />ng<span class="_ _b" />ib<span class="_ _3" />l<span class="_ _3" />e<span class="_ _3" /> <span class="_ _22"> </span>a<span class="_ _b" />ss<span class="_ _b" />et<span class="_ _b" />s <span class="_ _36"> </span>wi<span class="_ _3" />t<span class="_ _3" />h <span class="_ _36"> </span>in<span class="_ _b" />de<span class="_ _b" />fi<span class="_ _b" />ni<span class="_ _b" />te<span class="_ _3" /> </div><div class="t m0 x1f h2 y16e ff1 fs0 fc0 sc0 ls0 ws0">u<span class="_ _b" />sef<span class="_ _b" />ul<span class="_ _b" /> <span class="_ _30"> </span>li<span class="_ _b" />fe<span class="_ _b" /> <span class="_ _30"> </span>as<span class="_ _3" /> <span class="_ _30"> </span>we<span class="_ _b" />ll<span class="_ _b" /> <span class="_ _30"> </span>as<span class="_ _b" /> <span class="_ _30"> </span>th<span class="_ _3" />e<span class="_ _b" /> <span class="_ _30"> </span>si<span class="_ _3" />g<span class="_ _3" />n<span class="_ _3" />i<span class="_ _3" />fi<span class="_ _b" />ca<span class="_ _b" />nc<span class="_ _3" />e<span class="_ _b" /> <span class="_ _16"> </span>o<span class="_ _b" />f </div><div class="t m0 x1f h2 y16f ff1 fs0 fc0 sc0 ls0 ws0">m<span class="_ _3" />an<span class="_ _b" />ag<span class="_ _b" />em<span class="_ _b" />en<span class="_ _b" />t'<span class="_ _b" />s <span class="_ _12" />as<span class="_ _b" />sum<span class="_ _b" />p<span class="_ _3" />ti<span class="_ _b" />on<span class="_ _b" />s/<span class="_ _3" />a<span class="_ _b" />cc<span class="_ _3" />ou<span class="_ _b" />n<span class="_ _3" />ti<span class="_ _b" />ng<span class="_ _b" /> <span class="_ _b" />re<span class="_ _b" />ga<span class="_ _b" />rd<span class="_ _3" />i<span class="_ _3" />n<span class="_ _3" />g<span class="_ _3" /> </div><div class="t m0 x1f h2 y170 ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _1a" />m<span class="_ _b" />at<span class="_ _b" />te<span class="_ _b" />r,<span class="_ _b" /> <span class="_ _1a" />we<span class="_ _b" /> <span class="_ _1a" />c<span class="_ _3" />o<span class="_ _3" />n<span class="_ _3" />si<span class="_ _b" />d<span class="_ _3" />e<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1a" />t<span class="_ _b" />hi<span class="_ _b" />s <span class="_ _1a" />a<span class="_ _b" />re<span class="_ _b" />a <span class="_ _13" />a<span class="_ _3" />s <span class="_ _13" />a <span class="_ _13" />ke<span class="_ _3" />y<span class="_ _3" /> <span class="_ _1a" />a<span class="_ _b" />ud<span class="_ _3" />i<span class="_ _3" />t<span class="_ _b" /> </div><div class="t m0 x1f h2 y171 ff1 fs0 fc0 sc0 ls0 ws0">m<span class="_ _3" />a<span class="_ _3" />t<span class="_ _3" />t<span class="_ _3" />e<span class="_ _3" />r<span class="_ _3" />. </div><div class="t m0 x1f hb y172 ff6 fs0 fc0 sc0 ls0 ws0">Management’s <span class="_ _1b"> </span>disclosures<span class="_ _1" /> <span class="_ _1a" />for <span class="_ _1b"> </span>the <span class="_ _1b"> </span>accounting </div><div class="t m0 x1f h2 y173 ff1 fs0 fc0 sc0 ls0 ws0">policy, <span class="_ _1" />as<span class="_ _1" />sumption <span class="_ _13" />and <span class="_ _13" />estimates <span class="_ _13" />used <span class="_ _1" />for <span class="_ _13" />the<span class="_ _1" /> </div><div class="t m0 x1f h2 y174 ff1 fs0 fc0 sc0 ls0 ws0">analysis <span class="_ _3b"> </span>of<span class="_ _1" /> <span class="_ _3b"> </span>the <span class="_ _25"> </span>above <span class="_ _25"> </span>are <span class="_ _25"> </span>included <span class="_ _25"> </span>in </div><div class="t m0 x1f h2 y175 ff1 fs0 fc0 sc0 ls0 ws0">explanatory <span class="_ _1" />notes <span class="_ _13" />2.1.1, <span class="_ _1" />2.7.1, <span class="_ _1" />2.<span class="_ _1" />7.2, <span class="_ _1" />7.14 <span class="_ _1" />and<span class="_ _1" /> </div><div class="t m0 x1f h2 y176 ff1 fs0 fc0 sc0 ls0 ws0">7.15 of the financial stat<span class="_ _1" />ement<span class="lsb">s.<span class="_ _1" /></span> </div></div><div class="c x26 y15e wf h14"><div class="t m0 x1f h2 y15f ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _23"> </span>audit <span class="_ _1b" />a<span class="_ _1" />pproach <span class="_ _23"> </span>included, <span class="_ _1c"> </span>am<span class="_ _1" />ong <span class="_ _1c"> </span>oth<span class="_ _1" />ers,<span class="_ _1" /> </div><div class="t m0 x1f h2 y160 ff1 fs0 fc0 sc0 ls0 ws0">the following proced<span class="_ _1" />ures:<span class="_ _1" /> </div><div class="t m0 x24 h2 y177 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="ff6">We <span class="_ _3c"> </span>assessed <span class="_ _3c"> </span>management’s<span class="_ _1" /> </span></span></div><div class="t m0 x11 h2 y178 ff1 fs0 fc0 sc0 ls0 ws0">procedures <span class="_ _32"> </span>for <span class="_ _32"> </span>th<span class="_ _1" />e <span class="_ _32"> </span>iden<span class="_ _1" />tification <span class="_ _32"> </span>of </div><div class="t m0 x11 h2 y179 ff1 fs0 fc0 sc0 ls0 ws0">impairment <span class="_ _1" />indications <span class="_ _1" />relati<span class="_ _1" />ng t<span class="_ _1" />o thes<span class="_ _1" />e </div><div class="t m0 x11 h2 y17a ff1 fs0 fc0 sc0 ls2 ws0">non<span class="ls0">-current ass<span class="_ _1" />ets. </span></div><div class="t m0 x24 h2 y17b ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span><span class="lsc">We</span> <span class="_ _b" /><span class="ff6">assessed <span class="_ _b" />ma<span class="_ _1" />nagement’s<span class="_ _1" /> <span class="_ _b" />procedure </span></span></div><div class="t m0 x11 h2 y14b ff1 fs0 fc0 sc0 ls0 ws0">relating <span class="_ _1a" />t<span class="_ _1" />o <span class="_ _1b" />the <span class="_ _1b" />preparation <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />business </div><div class="t m0 x11 h2 y17c ff1 fs0 fc0 sc0 ls0 ws0">plans. </div><div class="t m0 x24 h2 y17d ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _3d"> </span>assessed <span class="_ _3d"> </span>the <span class="_ _3d"> </span>mathema<span class="_ _1" />tical </span></div><div class="t m0 x11 h2 y17e ff1 fs0 fc0 sc0 ls0 ws0">accuracy <span class="_ _16"> </span>of <span class="_ _16"> </span>discounted<span class="_ _1" /> <span class="_ _16"> </span>cash <span class="_ _16"> </span>flow </div><div class="t m0 x11 h2 y17f ff1 fs0 fc0 sc0 ls0 ws0">models. </div><div class="t m0 x24 h2 y180 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>For <span class="_ _1c"> </span>the <span class="_ _1c"> </span>above <span class="_ _1c"> </span>proc<span class="_ _1" />edures, <span class="_ _1c"> </span>where<span class="_ _1" /> <span class="_ _1b" />th<span class="_ _1" />is </span></div><div class="t m0 x11 h2 y181 ff1 fs0 fc0 sc0 ls0 ws0">was <span class="_ _13" />dee<span class="_ _1" />med <span class="_ _3e" />appropriate, <span class="_ _1a" />we <span class="_ _13" />us<span class="_ _1" />ed <span class="_ _3e" />our </div><div class="t m0 x11 h2 y182 ff6 fs0 fc0 sc0 ls0 ws0">firm’s specialist.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x24 h2 y183 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _28"> </span>We <span class="_ _22"> </span>assess<span class="_ _1" />ed <span class="_ _22"> </span>the <span class="_ _22"> </span>ade<span class="_ _1" />quacy <span class="_ _22"> </span>of <span class="_ _22"> </span>t<span class="_ _1" />he </span></div><div class="t m0 x11 h2 y184 ff1 fs0 fc0 sc0 ls0 ws0">related <span class="_ _1" />d<span class="_ _1" />isclosures <span class="_ _13" />in <span class="_ _13" />the <span class="_ _1" />separat<span class="_ _1" />e <span class="_ _1" />a<span class="_ _1" />nd </div><div class="t m0 x11 h2 y185 ff1 fs0 fc0 sc0 ls0 ws0">consolidated financ<span class="_ _1" />ial statements.<span class="_ _1" /> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h2 y186 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y187 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0">Other Information <span class="_ _1" /> </div><div class="t m0 x14 h2 y189 ff1 fs0 fc0 sc0 ls0 ws0">Management i<span class="_ _3" />s <span class="ff6">responsible <span class="_ _3" />for <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />oth<span class="_ _1" />er <span class="_ _3" />information. <span class="_ _3" />The other <span class="_ _b" />infor<span class="_ _1" />mation <span class="_ _3" />is <span class="_ _b" />i<span class="_ _1" />ncluded i<span class="_ _3" />n <span class="_ _b" />t<span class="_ _1" />he B<span class="_ _3" />oard <span class="_ _3" />of Di<span class="_ _3" />rectors<span class="_ _1" />’ </span></div><div class="t m0 x14 hb y18a ff6 fs0 fc0 sc0 ls0 ws0">Report, <span class="_ _1" />as <span class="_ _1" />re<span class="_ _1" />ferred <span class="_ _1" />to<span class="_ _1" /> <span class="_ _1" />the <span class="_ _1" />“<span class="_ _1" />Report <span class="_ _1" />on <span class="_ _13" />other <span class="_ _1" />Legal<span class="_ _1" /> <span class="_ _1" />and <span class="_ _13" />Regulatory <span class="_ _1" />Require<span class="_ _1" />ments” <span class="_ _13" />section, <span class="_ _1" />in <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />Declarati<span class="_ _1" />on <span class="_ _1" />of </div><div class="t m0 x14 h2 y18b ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _13" />Board <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />Directors <span class="_ _13" />Re<span class="_ _1" />presentatives <span class="_ _3e" />but <span class="_ _13" />doe<span class="_ _1" />s <span class="_ _3e" />not <span class="_ _13" />includ<span class="_ _1" />e <span class="_ _13" />the <span class="_ _13" />financia<span class="_ _1" />l <span class="_ _13" />statements <span class="_ _3e" />an<span class="_ _1" /><span class="ff6">d <span class="_ _13" />our <span class="_ _13" />au<span class="_ _1" />ditor’s <span class="_ _13" />report </span></div><div class="t m0 x14 h2 y18c ff1 fs0 fc0 sc0 ls0 ws0">thereon. </div><div class="t m0 x14 h2 y18d ff1 fs0 fc0 sc0 ls0 ws0">Our opinion on <span class="_ _3" />the separate and consolidated financial statements does no<span class="_ _3" />t cover the other i<span class="_ _3" />nformation and we </div><div class="t m0 x14 h2 y18e ff1 fs0 fc0 sc0 ls0 ws0">will not express any<span class="_ _1" /> form of assurance conc<span class="_ _1" />lusion thereon.<span class="_ _13" /> </div></div></div><div class="pi" /></div>
<div id="pf9" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc9 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _6"> </span><span class="ff1 fs3">Page 9</span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> <span class="_ _13" />co<span class="_ _3" />nn<span class="_ _b" />ect<span class="_ _3" />io<span class="_ _b" />n <span class="_ _1" />wit<span class="_ _b" />h <span class="_ _13" />o<span class="_ _3" />u<span class="_ _3" />r <span class="_ _1" />au<span class="_ _3" />di<span class="_ _b" />t <span class="_ _1" />of the<span class="_ _3" /> <span class="_ _1" />sep<span class="_ _b" />ara<span class="_ _b" />te and<span class="_ _3" /> <span class="_ _1" />con<span class="_ _b" />sol<span class="_ _3" />id<span class="_ _3" />a<span class="_ _3" />ted<span class="_ _b" /> <span class="_ _13" />f<span class="_ _3" />in<span class="_ _3" />a<span class="_ _3" />nc<span class="_ _3" />ia<span class="_ _3" />l<span class="_ _3" /> <span class="_ _1" />sta<span class="_ _b" />tem<span class="_ _3" />en<span class="_ _b" />ts,<span class="_ _b" /> <span class="_ _13" />ou<span class="_ _3" />r res<span class="_ _3" />p<span class="_ _3" />on<span class="_ _3" />si<span class="_ _3" />bi<span class="_ _b" />lit<span class="_ _b" />y <span class="_ _1" />is to <span class="_ _1" />re<span class="_ _3" />ad<span class="_ _b" /> <span class="_ _13" />t<span class="_ _3" />he </div><div class="t m0 x14 h2 y6b ff1 fs0 fc0 sc0 ls0 ws0">o<span class="_ _3" />the<span class="_ _b" />r in<span class="_ _b" />form<span class="_ _b" />ati<span class="_ _3" />o<span class="_ _3" />n i<span class="_ _3" />de<span class="_ _3" />n<span class="_ _3" />ti<span class="_ _3" />f<span class="_ _3" />ie<span class="_ _3" />d a<span class="_ _3" />bo<span class="_ _b" />ve an<span class="_ _3" />d<span class="_ _3" />, i<span class="_ _3" />n d<span class="_ _3" />oi<span class="_ _b" />ng so<span class="_ _b" />, con<span class="_ _b" />sid<span class="_ _b" />er w<span class="_ _3" />he<span class="_ _b" />the<span class="_ _3" />r th<span class="_ _b" />e ot<span class="_ _3" />he<span class="_ _b" />r in<span class="_ _3" />fo<span class="_ _b" />rma<span class="_ _3" />ti<span class="_ _3" />on<span class="_ _b" /> <span class="_ _1" />is<span class="_ _3" /> ma<span class="_ _3" />t<span class="_ _3" />er<span class="_ _3" />ia<span class="_ _3" />ll<span class="_ _b" />y in<span class="_ _b" />con<span class="_ _3" />si<span class="_ _b" />sten<span class="_ _b" />t </div><div class="t m0 x14 h2 y6c ff1 fs0 fc0 sc0 ls0 ws0">wi<span class="_ _b" />th <span class="_ _b" />th<span class="_ _b" />e <span class="_ _b" />sep<span class="_ _b" />arat<span class="_ _b" />e <span class="_ _b" />an<span class="_ _3" />d <span class="_ _12" />con<span class="_ _3" />so<span class="_ _3" />li<span class="_ _3" />d<span class="_ _3" />at<span class="_ _3" />ed<span class="_ _3" /> <span class="_ _b" />fi<span class="_ _3" />na<span class="_ _3" />n<span class="_ _3" />ci<span class="_ _3" />al<span class="_ _3" /> <span class="_ _12" />stat<span class="_ _b" />eme<span class="_ _b" />nts <span class="_ _12" />or <span class="_ _b" />o<span class="_ _3" />ur<span class="_ _3" /> <span class="_ _b" />kno<span class="_ _b" />wle<span class="_ _3" />dg<span class="_ _3" />e <span class="_ _12" />obt<span class="_ _b" />ain<span class="_ _3" />ed<span class="_ _3" /> <span class="_ _b" />in<span class="_ _3" /> <span class="_ _b" />th<span class="_ _3" />e <span class="_ _12" />aud<span class="_ _3" />it<span class="_ _b" />, <span class="_ _b" />or <span class="_ _b" />o<span class="_ _3" />th<span class="_ _3" />er<span class="_ _b" />wise<span class="_ _b" /> <span class="_ _3" />ap<span class="_ _3" />p<span class="_ _3" />ea<span class="_ _b" />rs </div><div class="t m0 x14 h2 y6d ff1 fs0 fc0 sc0 ls0 ws0">to<span class="_ _b" /> b<span class="_ _3" />e <span class="_ _b" />ma<span class="_ _3" />te<span class="_ _3" />ri<span class="_ _3" />al<span class="_ _b" />ly <span class="_ _b" />mis<span class="_ _b" />sta<span class="_ _3" />te<span class="_ _3" />d<span class="_ _3" />. <span class="_ _b" />If<span class="_ _3" />, <span class="_ _b" />ba<span class="_ _3" />se<span class="_ _3" />d <span class="_ _b" />on <span class="_ _b" />th<span class="_ _3" />e <span class="_ _b" />pro<span class="_ _b" />cedu<span class="_ _b" />re<span class="_ _3" />s <span class="_ _b" />per<span class="_ _3" />fo<span class="_ _b" />rme<span class="_ _3" />d,<span class="_ _b" /> we<span class="_ _b" /> c<span class="_ _3" />on<span class="_ _3" />c<span class="_ _3" />lu<span class="_ _3" />de<span class="_ _b" /> t<span class="_ _3" />ha<span class="_ _3" />t <span class="_ _b" />the<span class="_ _b" />re <span class="_ _b" />is<span class="_ _3" /> <span class="_ _3" />a <span class="_ _b" />mat<span class="_ _3" />e<span class="_ _3" />ri<span class="_ _3" />al<span class="_ _b" /> mi<span class="_ _b" />sst<span class="_ _3" />a<span class="_ _3" />te<span class="_ _3" />m<span class="_ _3" />en<span class="_ _b" />t </div><div class="t m0 x14 h2 y6e ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />ere<span class="_ _3" />in<span class="_ _b" />; w<span class="_ _3" />e <span class="_ _3" />a<span class="_ _3" />re<span class="_ _3" /> <span class="_ _3" />re<span class="_ _3" />qu<span class="_ _3" />i<span class="_ _3" />re<span class="_ _b" />d t<span class="_ _3" />o<span class="_ _3" /> c<span class="_ _3" />o<span class="_ _3" />mmu<span class="_ _b" />ni<span class="_ _3" />cat<span class="_ _b" />e t<span class="_ _3" />ha<span class="_ _b" />t m<span class="_ _3" />at<span class="_ _b" />ter<span class="_ _b" />. W<span class="_ _3" />e <span class="_ _3" />ha<span class="_ _b" />ve <span class="_ _3" />no<span class="_ _3" />th<span class="_ _b" />ing<span class="_ _b" /> to<span class="_ _3" /> <span class="_ _3" />re<span class="_ _3" />po<span class="_ _b" />rt <span class="_ _3" />in<span class="_ _b" /> th<span class="_ _3" />i<span class="_ _3" />s <span class="_ _3" />re<span class="_ _b" />spe<span class="_ _3" />ct<span class="_ _3" />. </div><div class="t m0 x14 h2 y6f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 ya2 ff1 fs0 fc0 sc0 ls0 ws0">Responsibilities of <span class="_ _b" />manage<span class="_ _1" />ment <span class="_ _3" />and <span class="_ _3" />those <span class="_ _3" />charged <span class="_ _3" />with go<span class="_ _3" />vernance for <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />s<span class="_ _1" />eparate <span class="_ _3" />and <span class="_ _3" />consolidated financial </div><div class="t m0 x14 h2 y18f ff1 fs0 fc0 sc0 ls0 ws0">statements<span class="_ _1" /> </div><div class="t m0 x14 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y191 ff1 fs0 fc0 sc0 ls0 ws0">M<span class="_ _3" />ana<span class="_ _b" />gem<span class="_ _3" />e<span class="_ _3" />nt<span class="_ _3" /> <span class="_ _1b" />i<span class="_ _3" />s <span class="_ _1a" />res<span class="_ _3" />po<span class="_ _3" />n<span class="_ _3" />si<span class="_ _b" />ble <span class="_ _1a" />fo<span class="_ _b" />r <span class="_ _1b" />th<span class="_ _3" />e <span class="_ _1a" />pre<span class="_ _3" />p<span class="_ _3" />ar<span class="_ _3" />a<span class="_ _3" />ti<span class="_ _3" />on<span class="_ _b" /> <span class="_ _1b" />and<span class="_ _3" /> <span class="_ _1b" />fa<span class="_ _3" />ir<span class="_ _b" /> <span class="_ _1b" />pre<span class="_ _b" />sen<span class="_ _3" />ta<span class="_ _3" />ti<span class="_ _b" />on <span class="_ _1a" />of<span class="_ _3" /> <span class="_ _1b" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1b" />sep<span class="_ _b" />ara<span class="_ _b" />te <span class="_ _1a" />and<span class="_ _b" /> <span class="_ _1c"> </span>con<span class="_ _b" />soli<span class="_ _3" />d<span class="_ _3" />at<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _1c" />f<span class="_ _3" />in<span class="_ _3" />an<span class="_ _b" />cia<span class="_ _3" />l </div><div class="t m0 x14 h2 y192 ff1 fs0 fc0 sc0 ls0 ws0">st<span class="_ _b" />ate<span class="_ _3" />me<span class="_ _b" />nts<span class="_ _3" /> <span class="_ _b" />in<span class="_ _b" /> <span class="_ _3" />a<span class="_ _3" />cc<span class="_ _3" />o<span class="_ _3" />rd<span class="_ _3" />an<span class="_ _b" />ce <span class="_ _12" />wit<span class="_ _3" />h <span class="_ _12" />In<span class="_ _b" />tern<span class="_ _b" />ati<span class="_ _b" />onal<span class="_ _b" /> <span class="_ _b" />Fi<span class="_ _3" />nan<span class="_ _b" />cia<span class="_ _b" />l <span class="_ _b" />Re<span class="_ _3" />po<span class="_ _b" />rti<span class="_ _3" />ng<span class="_ _3" /> <span class="_ _12" />Sta<span class="_ _3" />nd<span class="_ _3" />a<span class="_ _3" />rd<span class="_ _b" />s, <span class="_ _12" />as <span class="_ _12" />en<span class="_ _3" />do<span class="_ _3" />r<span class="_ _3" />sed<span class="_ _3" /> <span class="_ _12" />by <span class="_ _12" />th<span class="_ _3" />e <span class="_ _12" />Eur<span class="_ _b" />ope<span class="_ _3" />an<span class="_ _3" /> <span class="_ _b" />Un<span class="_ _b" />ion<span class="_ _3" />, <span class="_ _12" />an<span class="_ _3" />d </div><div class="t m0 x14 h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">fo<span class="_ _b" />r <span class="_ _23"> </span>su<span class="_ _3" />ch<span class="_ _3" /> <span class="_ _23"> </span>in<span class="_ _b" />ter<span class="_ _3" />n<span class="_ _3" />al<span class="_ _3" /> <span class="_ _23"> </span>co<span class="_ _b" />ntro<span class="_ _b" />l <span class="_ _23"> </span>as<span class="_ _3" /> <span class="_ _23"> </span>ma<span class="_ _3" />na<span class="_ _b" />gem<span class="_ _3" />en<span class="_ _3" />t<span class="_ _3" /> <span class="_ _23"> </span>de<span class="_ _3" />te<span class="_ _b" />rmi<span class="_ _3" />ne<span class="_ _b" />s <span class="_ _23"> </span>is<span class="_ _3" /> <span class="_ _23"> </span>ne<span class="_ _b" />ces<span class="_ _3" />sa<span class="_ _3" />r<span class="_ _3" />y <span class="_ _23"> </span>to<span class="_ _b" /> <span class="_ _23"> </span>ena<span class="_ _3" />bl<span class="_ _b" />e <span class="_ _23"> </span>th<span class="_ _3" />e <span class="_ _1c"> </span>pre<span class="_ _3" />pa<span class="_ _b" />rat<span class="_ _3" />i<span class="_ _3" />on<span class="_ _3" /> <span class="_ _23"> </span>of<span class="_ _3" /> <span class="_ _23"> </span>s<span class="_ _3" />ep<span class="_ _3" />ar<span class="_ _3" />a<span class="_ _3" />te<span class="_ _b" /> <span class="_ _24"> </span>an<span class="_ _b" />d </div><div class="t m0 x14 h2 y194 ff1 fs0 fc0 sc0 ls0 ws0">co<span class="_ _b" />nso<span class="_ _3" />li<span class="_ _b" />dat<span class="_ _3" />ed<span class="_ _b" /> fi<span class="_ _3" />na<span class="_ _3" />n<span class="_ _3" />ci<span class="_ _3" />al<span class="_ _b" /> st<span class="_ _3" />a<span class="_ _3" />te<span class="_ _3" />me<span class="_ _b" />nts<span class="_ _3" /> t<span class="_ _3" />h<span class="_ _3" />at<span class="_ _3" /> a<span class="_ _b" />re <span class="_ _3" />f<span class="_ _3" />re<span class="_ _3" />e <span class="_ _b" />fro<span class="_ _3" />m <span class="_ _3" />m<span class="_ _3" />at<span class="_ _3" />e<span class="_ _3" />ria<span class="_ _b" />l m<span class="_ _b" />is<span class="_ _3" />sta<span class="_ _b" />tem<span class="_ _3" />en<span class="_ _b" />t, w<span class="_ _3" />h<span class="_ _3" />et<span class="_ _b" />her<span class="_ _3" /> d<span class="_ _3" />ue<span class="_ _b" /> to<span class="_ _3" /> <span class="_ _3" />f<span class="_ _3" />rau<span class="_ _b" />d o<span class="_ _3" />r<span class="_ _3" /> e<span class="_ _b" />rro<span class="_ _3" />r.<span class="_ _3" /> </div><div class="t m0 x14 h2 y195 ff1 fs0 fc0 sc0 ls0 ws0">In preparing <span class="_ _1" />the separ<span class="_ _1" />ate and <span class="_ _1" />consolidated fi<span class="_ _1" />nancial statem<span class="_ _1" />ents, manage<span class="_ _1" />ment is <span class="_ _1" />responsible <span class="_ _1" />for asses<span class="_ _1" />sing the<span class="_ _1" /> </div><div class="t m0 x14 h2 y196 ff6 fs0 fc0 sc0 ls0 ws0">Group’s <span class="_ _1" />ability <span class="_ _1" />to <span class="_ _1" />continue<span class="_ _1" /> <span class="_ _1" />as <span class="_ _1" />a <span class="_ _1" />going <span class="_ _1" />concern, <span class="_ _13" />discl<span class="_ _1" /><span class="ff1">osing, <span class="_ _1" />as<span class="_ _1" /> ap<span class="_ _1" />plicable, <span class="_ _1" />matters <span class="_ _1" />r<span class="_ _1" />elated <span class="_ _1" />to <span class="_ _1" />going <span class="_ _1" />concern <span class="_ _13" />and </span></div><div class="t m0 x14 h2 y197 ff1 fs0 fc0 sc0 ls0 ws0">using the <span class="_ _3" />going concern basis of <span class="_ _b" />ac<span class="_ _1" />counting unless management either <span class="_ _3" />intends to <span class="_ _3" />liquidate the Company or <span class="_ _b" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y198 ff1 fs0 fc0 sc0 ls0 ws0">Group or to cease opera<span class="_ _1" />tions, or has no realist<span class="_ _1" />ic alternative but to d<span class="_ _1" />o so<span class="_ _1" />. </div><div class="t m0 x14 h2 y199 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Audit <span class="_ _13" />Co<span class="ff6">m<span class="_ _1" />mittee <span class="_ _1" />(<span class="_ _1" />Art. <span class="_ _13" />44, <span class="_ _13" />Law <span class="_ _13" />444<span class="_ _1" />9/2017) <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Comp<span class="_ _1" />any <span class="_ _13" />is <span class="_ _1" />r<span class="_ _1" />esponsible <span class="_ _13" />fo<span class="_ _1" />r <span class="_ _13" />overseeing <span class="_ _13" />the <span class="_ _13" />Company’<span class="_ _1" />s </span></div><div class="t m0 x14 h2 y19a ff6 fs0 fc0 sc0 ls0 ws0">and the Group’s financia<span class="_ _1" />l reporting process.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y19b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y19c ff6 fs0 fc0 sc0 ls0 ws0">Auditor’s responsibilities f<span class="_ _1" />or the audit of the s<span class="_ _1" />eparate and conso<span class="_ _1" />lidated financial st<span class="_ _1" />atements<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y19d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y19e ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _13" />objectives <span class="_ _1" />are <span class="_ _13" />to <span class="_ _13" />obtain <span class="_ _1" />r<span class="_ _1" />easonable <span class="_ _1" />as<span class="_ _1" />surance <span class="_ _13" />about <span class="_ _1" />wh<span class="_ _1" />ether <span class="_ _13" />the <span class="_ _1" />separate <span class="_ _13" />and <span class="_ _13" />the <span class="_ _13" />consolidated <span class="_ _13" />financial </div><div class="t m0 x14 h2 y19f ff1 fs0 fc0 sc0 ls0 ws0">statements <span class="_ _1b" />as <span class="_ _1a" />a <span class="_ _1a" />wh<span class="_ _1" />ole <span class="_ _1a" />are<span class="_ _1" /> <span class="_ _1a" />free <span class="_ _1a" />fr<span class="_ _1" />om <span class="_ _1a" />mater<span class="_ _1" />ial <span class="_ _1a" />misstat<span class="_ _1" />ement, <span class="_ _1a" />whet<span class="_ _1" />her <span class="_ _1a" />due <span class="_ _1b" />to <span class="_ _1a" />fr<span class="_ _1" />aud <span class="_ _1a" />or <span class="_ _1b" />error, <span class="_ _1a" />an<span class="_ _1" />d <span class="_ _1a" />to <span class="_ _1b" />issue <span class="_ _1a" />a<span class="_ _1" />n </div><div class="t m0 x14 h2 y1a0 ff6 fs0 fc0 sc0 ls0 ws0">auditor’s <span class="_ _1b"> </span>report <span class="_ _1b"> </span>th<span class="_ _1" />at <span class="_ _1b"> </span>includes <span class="_ _1b"> </span>our<span class="_ _1" /> <span class="_ _1b"> </span>opinion. <span class="_ _1b"> </span>R<span class="_ _1" />e<span class="ff1">as<span class="_ _1" />onable <span class="_ _1b" />assuranc<span class="_ _1" />e <span class="_ _1b" />is <span class="_ _1b" />a<span class="_ _1" /> <span class="_ _1b" />high <span class="_ _1b" />level <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />assurance,<span class="_ _1" /> <span class="_ _1b" />bu<span class="_ _1" />t <span class="_ _1b" />is <span class="_ _1b" />not <span class="_ _1b" />a<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y1a1 ff1 fs0 fc0 sc0 ls0 ws0">guarantee tha<span class="_ _3" />t an<span class="_ _3" /> au<span class="_ _3" />dit <span class="_ _3" />conducted in <span class="_ _b" />acc<span class="_ _1" />ordance wi<span class="_ _3" />th <span class="_ _3" />ISAs, <span class="_ _3" />as <span class="_ _3" />they <span class="_ _3" />have <span class="_ _3" />been <span class="_ _3" />transposed in <span class="_ _b" />Greek Legislation, </div><div class="t m0 x14 h2 y1a2 ff1 fs0 fc0 sc0 ls0 ws0">will <span class="_ _1" />always <span class="_ _1" />de<span class="_ _1" />tect <span class="_ _1" />a <span class="_ _1" />mater<span class="_ _1" />ial <span class="_ _1" />misstatemen<span class="_ _1" />t <span class="_ _1" />when <span class="_ _1" />it <span class="_ _13" />exists. <span class="_ _13" />Misstatem<span class="_ _1" />ents <span class="_ _1" />can <span class="_ _1" />aris<span class="_ _1" />e <span class="_ _1" />from <span class="_ _1" />fraud <span class="_ _13" />or <span class="_ _1" />error <span class="_ _13" />and <span class="_ _1" />are </div><div class="t m0 x14 h2 y1a3 ff1 fs0 fc0 sc0 ls0 ws0">considered <span class="_ _1b" />mater<span class="_ _1" />ial <span class="_ _1b" />if, <span class="_ _1b" />individually <span class="_ _1c"> </span>or <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1c" />aggregate, <span class="_ _1b" />they <span class="_ _1b" />cou<span class="_ _1" />ld <span class="_ _1a" />r<span class="_ _1" />easonably <span class="_ _1b" />b<span class="_ _1" />e <span class="_ _1b" />expected <span class="_ _1b" />to <span class="_ _1c"> </span>influence <span class="_ _1b" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y1a4 ff1 fs0 fc0 sc0 ls0 ws0">economic decisions of user<span class="_ _1" />s taken on the bas<span class="_ _1" />is of these separat<span class="_ _1" />e and consol<span class="_ _1" />idated financial sta<span class="_ _13" />tements.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1a5 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _13" />part <span class="_ _13" />of <span class="_ _13" />an <span class="_ _13" />a<span class="_ _1" />udit <span class="_ _13" />in <span class="_ _13" />acco<span class="_ _1" />rdance <span class="_ _13" />with <span class="_ _3e" />ISAs <span class="_ _13" />as <span class="_ _3e" />they <span class="_ _13" />have <span class="_ _13" />been <span class="_ _13" />tra<span class="_ _1" />nsposed <span class="_ _13" />in <span class="_ _13" />Gr<span class="_ _1" />eek <span class="_ _13" />Legislation, <span class="_ _13" />we <span class="_ _3e" />exercis<span class="_ _1" />e </div><div class="t m0 x14 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0">professional judgment<span class="_ _1" /> and maintain <span class="_ _1" />professional skept<span class="_ _1" />icism<span class="_ _1" /> throughout the au<span class="_ _1" />dit. We also:<span class="_ _1" /> </div><div class="t m0 x14 h2 y1a7 ff6 fs0 fc0 sc0 ls0 ws0">• Iden<span class="_ _1" />tify a<span class="_ _1" />nd <span class="_ _1" />assess <span class="_ _1" />the <span class="_ _1" />risks <span class="_ _1" />of <span class="_ _1" />material <span class="_ _1" />missta<span class="_ _1" /><span class="ff1">tement <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />separat<span class="_ _1" />e and <span class="_ _1" />cons<span class="_ _1" />olidated <span class="_ _1" />financial <span class="_ _1" />statement<span class="_ _1" />s, </span></div><div class="t m0 x14 h2 y1a8 ff1 fs0 fc0 sc0 ls0 ws0">whether <span class="_ _1" />due to <span class="_ _1" />fraud <span class="_ _1" />or <span class="_ _1" />error, <span class="_ _1" />design <span class="_ _1" />and p<span class="_ _1" />erform au<span class="_ _1" />dit proc<span class="_ _1" />edures <span class="_ _1" />responsive <span class="_ _1" />to <span class="_ _1" />those r<span class="_ _1" />isks, <span class="_ _1" />and obtain <span class="_ _1" />audit<span class="_ _1" /> </div><div class="t m0 x14 h2 y1a9 ff1 fs0 fc0 sc0 ls0 ws0">evidence that is <span class="_ _3" />sufficient and appropriate to provide a basis for <span class="_ _3" />our opinion. The<span class="_ _1" /> risk of not <span class="_ _b" />d<span class="_ _1" />etecting a material </div><div class="t m0 x14 h2 y1aa ff1 fs0 fc0 sc0 ls0 ws0">misstatement <span class="_ _3e" />res<span class="_ _1" />ulting <span class="_ _3e" />from <span class="_ _1a" />fraud <span class="_ _3e" />is <span class="_ _3e" />hig<span class="_ _1" />her <span class="_ _3e" />than <span class="_ _3e" />for <span class="_ _1a" />one <span class="_ _3e" />resulting <span class="_ _1a" />from <span class="_ _3e" />error, <span class="_ _1a" />as <span class="_ _1a" />fraud <span class="_ _3e" />may <span class="_ _3e" />involve <span class="_ _3e" />c<span class="_ _1" />ollusion, </div><div class="t m0 x14 h2 y1ab ff1 fs0 fc0 sc0 ls0 ws0">forgery, intentiona<span class="_ _1" />l omissions, misrepresenta<span class="_ _1" />tions, or the override o<span class="_ _1" />f<span class="_ _1" /> internal contr<span class="_ _1" />ol. </div><div class="t m0 x14 h2 y1ac ff6 fs0 fc0 sc0 ls0 ws0">• <span class="_ _1" />Obta<span class="_ _1" />in <span class="_ _1" />an <span class="_ _13" />unders<span class="_ _1" />tand<span class="ff1">ing <span class="_ _13" />of <span class="_ _13" />internal <span class="_ _13" />control <span class="_ _1" />re<span class="_ _1" />levant <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />audi<span class="_ _1" />t <span class="_ _1" />in <span class="_ _13" />order <span class="_ _13" />to <span class="_ _1" />d<span class="_ _1" />esign <span class="_ _13" />audit <span class="_ _1" />pr<span class="_ _1" />ocedures <span class="_ _13" />that <span class="_ _13" />are </span></div><div class="t m0 x14 h2 y1ad ff1 fs0 fc0 sc0 ls0 ws0">appropriate <span class="_ _13" />in <span class="_ _1" />the <span class="_ _13" />circumstances, <span class="_ _13" />but <span class="_ _1" />not <span class="_ _13" />for <span class="_ _13" />the <span class="_ _1" />purpos<span class="_ _1" />e <span class="_ _1" />of <span class="_ _13" />expressing <span class="_ _13" />an <span class="_ _1" />opini<span class="_ _1" />on <span class="_ _1" />on <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />effec<span class="_ _1" />tiveness <span class="_ _13" />of <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x14 h2 y1ae ff6 fs0 fc0 sc0 ls0 ws0">Company’s and the Gro<span class="_ _1" />up’s interna<span class="_ _1" /><span class="ff1">l control.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y1af ff6 fs0 fc0 sc0 ls0 ws0">• <span class="_ _3e" />Evaluate<span class="ff1"> <span class="_ _1a" />the <span class="_ _3e" />appropr<span class="_ _1" />iateness <span class="_ _3e" />of <span class="_ _1a" />accounting <span class="_ _3e" />p<span class="_ _1" />olicies <span class="_ _3e" />us<span class="_ _1" />ed <span class="_ _3e" />and <span class="_ _3e" />the <span class="_ _3e" />r<span class="_ _1" />easonablen<span class="_ _1" />ess <span class="_ _3e" />of <span class="_ _3e" />account<span class="_ _1" />ing <span class="_ _3e" />estimate<span class="_ _1" />s </span></div><div class="t m0 x14 h2 y1b0 ff1 fs0 fc0 sc0 ls0 ws0">and related disc<span class="_ _1" />losures made by mana<span class="_ _1" />gement.<span class="_ _1" /> </div><div class="t m0 x14 hb yf0 ff6 fs0 fc0 sc0 ls0 ws0">• Conclu<span class="_ _1" />de on <span class="_ _1" />the <span class="_ _1" />appropriatenes<span class="_ _1" />s <span class="_ _1" />of managem<span class="_ _1" />ent’s us<span class="_ _1" />e of <span class="_ _1" />the <span class="_ _1" />going <span class="_ _1" />concern <span class="_ _1" />basis <span class="_ _1" />of <span class="_ _1" />accounting a<span class="_ _1" />nd, bas<span class="_ _1" />ed </div><div class="t m0 x14 h2 y1b1 ff1 fs0 fc0 sc0 ls0 ws0">on <span class="_ _1" />the <span class="_ _13" />audit <span class="_ _13" />evidence <span class="_ _13" />obtained, <span class="_ _13" />whether <span class="_ _13" />a <span class="_ _1" />mat<span class="_ _1" />erial <span class="_ _1" />u<span class="_ _1" />ncertainty <span class="_ _13" />exists <span class="_ _13" />related <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />ev<span class="_ _1" />ents <span class="_ _1" />or <span class="_ _13" />conditions <span class="_ _13" />that <span class="_ _1" />m<span class="_ _1" />ay </div><div class="t m0 x14 hb y1b2 ff6 fs0 fc0 sc0 ls0 ws0">cast significant d<span class="_ _1" />oubt on th<span class="_ _1" />e Company’s <span class="_ _1" />and the <span class="_ _1" />Group’s ab<span class="_ _1" />ility to cont<span class="_ _1" />inue as a <span class="_ _1" />going concern. <span class="_ _1" />If we c<span class="_ _1" />onclude </div><div class="t m0 x14 h2 y1b3 ff1 fs0 fc0 sc0 ls0 ws0">that <span class="_ _23"> </span>a <span class="_ _23"> </span>material <span class="_ _23"> </span>uncerta<span class="_ _1" />inty <span class="_ _23"> </span>exists, <span class="_ _23"> </span>we <span class="_ _23"> </span>are <span class="_ _23"> </span>r<span class="_ _1" /><span class="ff6">equir<span class="_ _1" />ed <span class="_ _23"> </span>to <span class="_ _23"> </span>draw <span class="_ _23"> </span>attentio<span class="_ _1" />n <span class="_ _23"> </span>in <span class="_ _23"> </span>our <span class="_ _23"> </span>auditor’s <span class="_ _23"> </span>report <span class="_ _24"> </span>to <span class="_ _23"> </span>the <span class="_ _23"> </span>related </span></div><div class="t m0 x14 h2 y123 ff1 fs0 fc0 sc0 ls0 ws0">disclosures <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _1a" />the <span class="_ _1b" />separate <span class="_ _1b" />and <span class="_ _1a" />co<span class="_ _1" />nsolidated <span class="_ _1b" />financial <span class="_ _1b" />statements <span class="_ _1b" />or, <span class="_ _1a" />if <span class="_ _1b" />such <span class="_ _1b" />disclosures<span class="_ _1" /> <span class="_ _1a" />are <span class="_ _1b" />inadequate, <span class="_ _1b" />to </div><div class="t m0 x14 h2 y1b4 ff1 fs0 fc0 sc0 ls0 ws0">modify <span class="_ _13" />our <span class="_ _13" />opinion. <span class="_ _13" />Our <span class="_ _13" />co<span class="_ _1" />nclusions <span class="_ _13" />are <span class="_ _13" />based <span class="_ _13" />on <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />audit <span class="_ _1" />ev<span class="_ _1" />idence <span class="_ _13" />obta<span class="_ _1" />ined <span class="_ _13" />up <span class="_ _13" />to<span class="_ _1" /> <span class="_ _13" /><span class="ff6">t<span class="_ _1" />he <span class="_ _13" />date <span class="_ _13" />of <span class="_ _13" />our <span class="_ _13" />auditor<span class="_ _1" />’s </span></div><div class="t m0 x14 h2 y1b5 ff1 fs0 fc0 sc0 ls0 ws0">report. However, f<span class="_ _1" />uture events<span class="_ _1" /> or conditions <span class="_ _1" />may cause the <span class="_ _1" />Company an<span class="_ _1" />d the Group<span class="_ _1" /> to cease <span class="_ _13" />to cont<span class="_ _1" />inue as a<span class="_ _1" /> </div><div class="t m0 x14 h2 y1b6 ff1 fs0 fc0 sc0 ls0 ws0">going concern.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">10</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff6 fs0 fc0 sc0 ls0 ws0">•  Evaluate  t<span class="_ _1" />he  overall  pre<span class="_ _1" />sentation,  structure <span class="_ _2f"> </span>and  c<span class="_ _1" />ontent  of  the <span class="_ _2e"> </span><span class="ff1">stand-alo<span class="_ _1" />ne  and  c<span class="_ _1" />onsolidated  financ<span class="_ _1" />ial </span></div><div class="t m0 x14 h2 y1b7 ff1 fs0 fc0 sc0 lsb ws0">st<span class="ls0">atements, <span class="_ _23"> </span>including <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>disclosures, <span class="_ _24"> </span>and <span class="_ _23"> </span>whet<span class="_ _1" />her <span class="_ _23"> </span>the  stand-alone <span class="_ _23"> </span>and <span class="_ _24"> </span>consolidated <span class="_ _24"> </span>financial <span class="_ _23"> </span>state<span class="_ _1" />ments </span></div><div class="t m0 x14 h2 y1b8 ff1 fs0 fc0 sc0 ls0 ws0">represent the underlyin<span class="_ _1" />g transactions and events <span class="_ _1" />in a manner t<span class="_ _13" />hat achieves fair pr<span class="_ _1" />esentation.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1b9 ff6 fs0 fc0 sc0 ls0 ws0">• <span class="_ _1b"> </span>Obtain <span class="_ _1b"> </span>sufficien<span class="_ _1" />t <span class="_ _1b"> </span>appropriate <span class="_ _1c"> </span>audit <span class="_ _1b"> </span>evidence<span class="_ _1" /> <span class="_ _1b"> </span>regarding <span class="_ _1b"> </span>th<span class="_ _13" /><span class="ff1">e <span class="_ _1b" />financial <span class="_ _1b" />inform<span class="_ _1" />ation <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1c"> </span>entities <span class="_ _1b" />or <span class="_ _1c" />business </span></div><div class="t m0 x14 h2 y1ba ff1 fs0 fc0 sc0 ls0 ws0">activities within the <span class="_ _3" />Group to express an opinion on <span class="_ _b" />th<span class="_ _1" />e separate and consolidated financial statements. We are </div><div class="t m0 x14 h2 y1bb ff1 fs0 fc0 sc0 ls0 ws0">responsible <span class="_ _1a" />for <span class="_ _1b" />the <span class="_ _3e" />d<span class="_ _1" />irection, <span class="_ _1a" />s<span class="_ _1" />upervision <span class="_ _1a" />and <span class="_ _1a" />perf<span class="_ _1" />ormance <span class="_ _1a" />of <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />audit <span class="_ _1a" />of <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />Company <span class="_ _1b" />and <span class="_ _3e" />t<span class="_ _3e" />he <span class="_ _1a" />Group. <span class="_ _1a" />W<span class="_ _1" />e </div><div class="t m0 x14 h2 y1bc ff1 fs0 fc0 sc0 ls0 ws0">remain solely responsib<span class="_ _1" />le for our audit op<span class="_ _1" />inion.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1bd ff1 fs0 fc0 sc0 ls0 ws0">We communicate with th<span class="_ _1" />ose charged with governanc<span class="_ _1" />e regarding, among o<span class="_ _1" />ther matters, the planne<span class="_ _1" />d scope and<span class="_ _1" /> </div><div class="t m0 x14 h2 y1be ff1 fs0 fc0 sc0 ls0 ws0">timing of the <span class="_ _1" />audit a<span class="_ _1" />nd significant a<span class="_ _1" />udit find<span class="_ _1" />ings, including <span class="_ _1" />any significant <span class="_ _1" />deficienci<span class="_ _1" />es<span class="_ _13" /> in internal <span class="_ _1" />control th<span class="_ _1" />at we </div><div class="t m0 x14 h2 y1bf ff1 fs0 fc0 sc0 ls0 ws0">identify <span class="_ _23"> </span>during <span class="_ _1c"> </span>our <span class="_ _23"> </span>audit. <span class="_ _23"> </span>We <span class="_ _23"> </span>also <span class="_ _1c"> </span>prov<span class="_ _1" />ide <span class="_ _1c"> </span>th<span class="_ _1" />ose <span class="_ _1c"> </span>c<span class="_ _1" />harged <span class="_ _23"> </span>with <span class="_ _1c"> </span>g<span class="_ _1" />overnance <span class="_ _23"> </span>with <span class="_ _23"> </span>a <span class="_ _1c"> </span>sta<span class="_ _1" />tement <span class="_ _23"> </span>that <span class="_ _1c"> </span>we <span class="_ _23"> </span>hav<span class="_ _1" />e </div><div class="t m0 x14 h2 y1c0 ff1 fs0 fc0 sc0 ls0 ws0">complied  with  relevant  ethical  requireme<span class="_ _1" />nts  regarding  independence,  a<span class="_ _1" />nd  to  communicate  with  them  all </div><div class="t m0 x14 h2 y1c1 ff1 fs0 fc0 sc0 ls0 ws0">relationships <span class="_ _1c"> </span>and <span class="_ _1c"> </span>other<span class="_ _1" /> <span class="_ _1c"> </span>m<span class="_ _1" />atters <span class="_ _1c" />that <span class="_ _1c"> </span>may <span class="_ _1c"> </span>reas<span class="_ _1" />onably <span class="_ _1c"> </span>be <span class="_ _1c"> </span>thought <span class="_ _1c"> </span>t<span class="_ _1" />o <span class="_ _1b" />b<span class="_ _1" />ear <span class="_ _1c"> </span>on <span class="_ _1c"> </span>our <span class="_ _1c"> </span>inde<span class="_ _1" />pendence, <span class="_ _1c"> </span>and <span class="_ _1c"> </span>wh<span class="_ _1" />ere </div><div class="t m0 x14 h2 y1c2 ff1 fs0 fc0 sc0 ls0 ws0">applicable, <span class="_ _23"> </span>related <span class="_ _23"> </span>s<span class="_ _1" />afeguards. <span class="_ _23"> </span>Fr<span class="_ _1" />om <span class="_ _23"> </span>the <span class="_ _23"> </span>matters <span class="_ _23"> </span>c<span class="_ _1" />ommunicated <span class="_ _23"> </span>with <span class="_ _23"> </span>t<span class="_ _1" />hose <span class="_ _23"> </span>charged <span class="_ _23"> </span>with <span class="_ _24"> </span>governance, <span class="_ _24"> </span>we </div><div class="t m0 x14 h2 y1c3 ff1 fs0 fc0 sc0 ls0 ws0">determine <span class="_ _1" />those <span class="_ _13" />matters <span class="_ _1" />th<span class="_ _1" />at <span class="_ _1" />were <span class="_ _1" />of <span class="_ _13" />most <span class="_ _1" />sign<span class="_ _1" />ificance <span class="_ _1" />in <span class="_ _1" />the <span class="_ _13" />audit <span class="_ _1" />of <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />c<span class="_ _13" />onsolidated <span class="_ _1" />fina<span class="_ _1" />ncial <span class="_ _1" />statements<span class="_ _1" /> <span class="_ _1" />of </div><div class="t m0 x14 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">the current period and<span class="_ _1" /> are therefore the key<span class="_ _1" /> audit matters.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1c5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y1c6 ff1 fs0 fc0 sc0 ls0 ws0">Report on Other Lega<span class="_ _1" />l and Regulatory<span class="_ _1" /> Requirements<span class="_ _1" /> </div><div class="t m0 x14 h2 y1c7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1c8 ff2 fs0 fc0 sc0 ls2 ws0">1.<span class="ls0"> <span class="_ _16"> </span><span class="ff8">Board of Director<span class="_ _1" />s’ Report<span class="_ _1" /></span> </span></div><div class="t m0 x27 h3 y1c9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y1ca ff1 fs0 fc0 sc0 ls0 ws0">Taking into<span class="_ _1" /> considerat<span class="_ _1" />ion that <span class="_ _1" />managemen<span class="_ _1" />t is <span class="_ _1" />responsible<span class="_ _1" /> for <span class="_ _1" />the <span class="_ _13" /><span class="ff6">preparatio<span class="_ _1" />n of <span class="_ _1" />the <span class="_ _1" />Board of<span class="_ _1" /> Directors<span class="_ _1" />’ Rep<span class="_ _1" />ort </span></div><div class="t m0 x14 h2 y1cb ff1 fs0 fc0 sc0 ls0 ws0">which also includes<span class="_ _1" /> the Corporate Gov<span class="_ _1" />ernance Statem<span class="_ _1" />ent, according t<span class="_ _1" />o the provisions of<span class="_ _1" /> paragraph 5<span class="_ _1" /> of article </div><div class="t m0 x14 h2 y1cc ff1 fs0 fc0 sc0 ls0 ws0">2 (part B) of L. 43<span class="_ _1" />36/2015, we note t<span class="_ _1" />he following:<span class="_ _1" /> </div><div class="t m0 x14 h2 y1cd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y1ce ff6 fs0 fc0 sc0 ls0 ws0">a. <span class="_ _b" />The <span class="_ _b" />B<span class="_ _1" />oard <span class="_ _b" />of <span class="_ _b" />D<span class="_ _1" />irectors’ <span class="_ _b" />R<span class="_ _1" />eport <span class="_ _b" />includ<span class="_ _1" />es <span class="_ _b" />the <span class="_ _b" />C<span class="_ _1" /><span class="ff1">orp<span class="_ _1" />orate <span class="_ _b" />Gov<span class="_ _1" />ernance <span class="_ _b" />Stateme<span class="_ _1" />nt, <span class="_ _3" />which <span class="_ _b" />provi<span class="_ _1" />des <span class="_ _b" />the <span class="_ _b" />i<span class="_ _1" />nformation </span></div><div class="t m0 x14 h2 y1cf ff1 fs0 fc0 sc0 ls0 ws0">required by Article 152 o<span class="_ _1" />f Law 4548/2018.<span class="_ _13" /> </div><div class="t m0 x14 h2 y1d0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 hb y1d1 ff6 fs0 fc0 sc0 ls0 ws0">b. In <span class="_ _3" />our opinion the B<span class="_ _3" />oard of Directors’ Report <span class="_ _3" />has been prepared in accordance with <span class="_ _b" />th<span class="_ _1" />e legal requirements of </div><div class="t m0 x14 h2 y1d2 ff1 fs0 fc0 sc0 ls0 ws0">articles 150-151 <span class="_ _3" />and 153 <span class="_ _3" />- <span class="_ _3" />154 <span class="_ _3" />and para<span class="ff6">graph 1 <span class="_ _b" />(cas<span class="_ _1" />es c’ <span class="_ _b" />and d’) <span class="_ _3" />of A<span class="_ _3" />rticle 152, <span class="_ _3" />Law 4548/2018 an<span class="_ _3" />d the <span class="_ _b" />c<span class="_ _1" />ontent </span></div><div class="t m0 x14 hb y1d3 ff6 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>Board <span class="_ _23"> </span>of <span class="_ _1c"> </span>Direct<span class="_ _1" />ors’ <span class="_ _1c"> </span>report<span class="_ _1" /> <span class="_ _1c"> </span>is<span class="_ _1" /> <span class="_ _23"> </span>consistent <span class="_ _23"> </span>with <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>accompanying <span class="_ _23"> </span>separate <span class="_ _23"> </span>and <span class="_ _23"> </span>consolidated <span class="_ _23"> </span>financial </div><div class="t m0 x14 h2 y1d4 ff1 fs0 fc0 sc0 ls0 ws0">statements for the ye<span class="_ _1" />ar ended 31<span class="_ _1" />.<span class="ls2">12</span>.2021.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1d5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y1d6 ff1 fs0 fc0 sc0 ls0 ws0">c. Based<span class="_ _3" /> on <span class="_ _b" />t<span class="_ _1" />he knowledge we <span class="_ _3" /><span class="ff6">obtained during our <span class="_ _b" />a<span class="_ _1" />udit about <span class="_ _b" />t<span class="_ _1" />he Company <span class="_ _3" />“<span class="_ _1" /><span class="ff1">ATTICA HOLDINGS S.A.</span>” <span class="_ _3" />and its </span></div><div class="t m0 x14 h2 y1d7 ff6 fs0 fc0 sc0 ls0 ws0">environment, we have <span class="_ _1" />not identified any m<span class="_ _1" />aterial incons<span class="_ _1" />istencies in the Board of D<span class="_ _1" />irectors’ Report.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1d9 ff2 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0"> <span class="_ _16"> </span>Additional Report t<span class="_ _1" />o the Audit Commit<span class="_ _1" />te </span></div><div class="t m0 x14 h2 y1da ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _3e" />audit <span class="_ _3e" />opini<span class="_ _1" />on <span class="_ _13" />on <span class="_ _1a" />the <span class="_ _1a" />separate <span class="_ _3e" />and <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />consolidat<span class="_ _1" />ed <span class="_ _3e" />financial <span class="_ _3e" />stateme<span class="_ _1" />nts <span class="_ _3e" />is <span class="_ _3e" />consistent <span class="_ _3e" />w<span class="_ _1" />ith <span class="_ _3e" />the <span class="_ _3e" />ad<span class="_ _1" />ditional </div><div class="t m0 x14 h2 y1db ff1 fs0 fc0 sc0 ls0 ws0">report to the Audit Co<span class="_ _1" />mmittee referred to in <span class="_ _1" />articl<span class="_ _1" />e 11 of EU Regu<span class="_ _1" />lation 537/2014.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1dc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y2d ff2 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0"> <span class="_ _16"> </span>Non Audit Servic<span class="_ _1" />es </span></div><div class="t m0 x14 h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _b" />have not <span class="_ _b" />provided <span class="_ _b" />t<span class="_ _1" />o <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />Company and <span class="_ _b" />its <span class="_ _b" />subs<span class="_ _1" />idiaries <span class="_ _3" />any <span class="_ _b" />prohi<span class="_ _1" />bit<span class="_ _1" />ed <span class="_ _b" />non-<span class="_ _1" />audit <span class="_ _3" />services <span class="_ _3" />referred <span class="_ _b" />to <span class="_ _3" />in <span class="_ _b" />art<span class="_ _1" />icle </div><div class="t m0 x14 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">5 of EU Regulation No <span class="_ _1" />537/2014.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1de ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />allowed <span class="_ _13" />services<span class="_ _1" /> <span class="_ _13" />provided <span class="_ _13" />to <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Company <span class="_ _13" />and <span class="_ _13" />i<span class="_ _1" />ts <span class="_ _13" />subsidisaries,<span class="_ _1" /> <span class="_ _13" />in <span class="_ _13" />addition <span class="_ _3e" />to <span class="_ _13" />the <span class="_ _13" />statutory <span class="_ _13" />au<span class="_ _1" />dit, <span class="_ _13" />during </div><div class="t m0 x14 h2 y1df ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _23"> </span>year <span class="_ _23"> </span>ended <span class="_ _23"> </span>31 <span class="_ _23"> </span>Dece<span class="_ _1" />mber <span class="_ _23"> </span>2021 <span class="_ _23"> </span>have <span class="_ _23"> </span>been <span class="_ _23"> </span>d<span class="_ _1" />isclosed <span class="_ _23"> </span>in <span class="_ _23"> </span>Note <span class="_ _23"> </span>7.2 <span class="_ _23"> </span>to  the <span class="_ _23"> </span>accompanying <span class="_ _23"> </span>separate <span class="_ _24"> </span>and </div><div class="t m0 x14 h2 y1e0 ff1 fs0 fc0 sc0 ls0 ws0">consolidated financia<span class="_ _1" />l statements.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1e1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1e2 ff2 fs0 fc0 sc0 ls2 ws0">4.<span class="ls0"> <span class="_ _16"> </span><span class="ff8">Auditor’s Appointment<span class="_ _13" /></span> </span></div><div class="t m0 x14 h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1a" />w<span class="_ _1" />ere <span class="_ _1b" />appointed <span class="_ _1b" />as <span class="_ _1b" />sta<span class="_ _1" />tutory <span class="_ _1b" />auditors <span class="_ _1b" />for <span class="_ _1b" />the <span class="_ _1b" />f<span class="_ _1" />irst <span class="_ _1b" />time <span class="_ _1b" />by <span class="_ _1b" />the <span class="_ _1b" />Gener<span class="_ _1" />al <span class="_ _1b" />Assembly <span class="_ _1b" />of <span class="_ _1b" />shareh<span class="_ _1" />olders <span class="_ _1b" />of <span class="_ _1b" />the </div><div class="t m0 x14 h2 y1e4 ff1 fs0 fc0 sc0 ls0 ws0">Company on <span class="_ _3" />17/06/2008. Our <span class="_ _3" />appointment has <span class="_ _3" />been, <span class="_ _3" />since then, <span class="_ _3" />u<span class="_ _1" />ninterrupted renewed by <span class="_ _b" />the Annual General </div><div class="t m0 x14 h2 y1e5 ff1 fs0 fc0 sc0 ls0 ws0">Assembly of shareho<span class="_ _1" />lders of the Co<span class="_ _1" />mpany for 1<span class="_ _1" />4 consecutive years.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1e6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">11</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6b ff2 fs0 fc0 sc0 ls2 ws0">5.<span class="ls0"> <span class="_ _16"> </span><span class="lse">By</span>laws (Internal R<span class="_ _1" />egulation Code)<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y9e ff1 fs0 fc0 sc0 ls0 ws0">The C<span class="_ _1" />ompany <span class="_ _1" />has <span class="_ _1" />in <span class="_ _1" />effect <span class="_ _1" />Bylaws<span class="_ _1" /> (Inter<span class="_ _1" />nal <span class="_ _1" />Regulation <span class="_ _1" />Co<span class="_ _1" />de) <span class="_ _1" />in co<span class="_ _1" />nformance <span class="_ _1" />with <span class="_ _1" />the <span class="_ _1" />prov<span class="_ _1" />isions <span class="_ _1" />of <span class="_ _3e" />article <span class="_ _1" />14<span class="_ _1" /> </div><div class="t m0 x14 h2 y9f ff1 fs0 fc0 sc0 ls0 ws0">of Law 4706/2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 ya0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 ya1 ff2 fs0 fc0 sc0 ls2 ws0">6.<span class="ls0"> <span class="_ _16"> </span>Assurance Repo<span class="_ _1" />rt on Eur<span class="_ _1" />opean Single Electroni<span class="_ _1" />c Format<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y1e7 ff1 fs0 fc0 sc0 ls0 ws0">We<span class="_ _b" /> <span class="_ _1b" />exa<span class="_ _b" />min<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _1b" />the<span class="_ _b" /> <span class="_ _1b" />di<span class="_ _3" />gi<span class="_ _b" />tal<span class="_ _3" /> <span class="_ _1a" />rec<span class="_ _3" />o<span class="_ _3" />rd<span class="_ _b" />s <span class="_ _1b" />of<span class="_ _b" /> <span class="_ _1b" />the<span class="_ _b" /> <span class="_ _1b" />Com<span class="_ _b" />pan<span class="_ _3" />y,<span class="_ _b" /> <span class="_ _1b" />pre<span class="_ _3" />p<span class="_ _3" />a<span class="_ _3" />red<span class="_ _b" /> <span class="_ _1b" />in<span class="_ _b" /> <span class="_ _1b" />acc<span class="_ _3" />o<span class="_ _3" />rd<span class="_ _3" />an<span class="_ _b" />ce <span class="_ _1a" />wit<span class="_ _b" />h <span class="_ _1a" />the<span class="_ _b" /> <span class="_ _1b" />Eur<span class="_ _3" />o<span class="_ _3" />pe<span class="_ _3" />an<span class="_ _b" /> <span class="_ _1b" />Sin<span class="_ _3" />gl<span class="_ _b" />e <span class="_ _1a" />Ele<span class="_ _b" />ctr<span class="_ _3" />on<span class="_ _3" />i<span class="_ _3" />c </div><div class="t m0 x14 h2 y18f ff1 fs0 fc0 sc0 ls0 ws0">Fo<span class="_ _b" />rma<span class="_ _3" />t<span class="_ _3" />  (E<span class="_ _b" />SEF<span class="_ _3" />)  a<span class="_ _b" />s  de<span class="_ _b" />fin<span class="_ _b" />ed  b<span class="_ _b" />y  th<span class="_ _3" />e<span class="_ _3" />  Eu<span class="_ _b" />rop<span class="_ _3" />ea<span class="_ _b" />n  Co<span class="_ _3" />mm<span class="_ _b" />iss<span class="_ _3" />io<span class="_ _b" />n  D<span class="_ _3" />el<span class="_ _b" />ega<span class="_ _3" />te<span class="_ _3" />d<span class="_ _3" />  Re<span class="_ _3" />gul<span class="_ _b" />ati<span class="_ _3" />on<span class="_ _3" />  2<span class="_ _3" />01<span class="_ _b" />9/8<span class="_ _3" />15<span class="_ _b" />,  a<span class="_ _3" />me<span class="_ _3" />nd<span class="_ _3" />ed<span class="_ _b" />  by<span class="_ _3" />  th<span class="_ _b" />e </div><div class="t m0 x14 h2 y1e8 ff1 fs0 fc0 sc0 ls0 ws0">Re<span class="_ _3" />gu<span class="_ _b" />lat<span class="_ _b" />ion<span class="_ _3" /> (<span class="_ _3" />EU<span class="_ _b" />) 20<span class="_ _3" />20<span class="_ _b" />/19<span class="_ _3" />89<span class="_ _b" /> (ES<span class="_ _b" />EF R<span class="_ _3" />e<span class="_ _3" />gu<span class="_ _3" />l<span class="_ _3" />at<span class="_ _3" />i<span class="_ _3" />on<span class="_ _b" />), w<span class="_ _3" />hi<span class="_ _b" />ch <span class="_ _3" />com<span class="_ _b" />pri<span class="_ _b" />se t<span class="_ _3" />h<span class="_ _3" />e <span class="_ _3" />se<span class="_ _3" />pa<span class="_ _b" />rat<span class="_ _3" />e a<span class="_ _b" />nd<span class="_ _3" /> co<span class="_ _3" />ns<span class="_ _3" />ol<span class="_ _b" />ida<span class="_ _b" />ted<span class="_ _3" /> f<span class="_ _3" />in<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />cia<span class="_ _3" />l<span class="_ _3" /> st<span class="_ _b" />ate<span class="_ _b" />men<span class="_ _3" />ts<span class="_ _3" /> </div><div class="t m0 x14 h2 y1e9 ff1 fs0 fc0 sc0 ls0 ws0">o<span class="_ _3" />f <span class="_ _b" />the<span class="_ _3" /> <span class="_ _3" />Co<span class="_ _3" />m<span class="_ _3" />pan<span class="_ _b" />y <span class="_ _3" />f<span class="_ _3" />or<span class="_ _3" /> <span class="_ _3" />th<span class="_ _b" />e <span class="_ _3" />ye<span class="_ _3" />a<span class="_ _3" />r <span class="_ _3" />e<span class="_ _3" />nd<span class="_ _3" />ed<span class="_ _3" /> <span class="_ _3" />D<span class="_ _3" />ec<span class="_ _3" />em<span class="_ _3" />be<span class="_ _b" />r 3<span class="_ _b" />1, <span class="_ _b" />202<span class="_ _b" />1, <span class="_ _b" />in <span class="_ _b" />XHT<span class="_ _3" />ML<span class="_ _b" /> f<span class="_ _3" />or<span class="_ _3" />ma<span class="_ _3" />t<span class="_ _3" /> <span class="_ _3" /><span class="fc6">"21<span class="_ _b" />380<span class="_ _3" />0H<span class="_ _3" />BU<span class="_ _b" />HCX<span class="_ _3" />KI<span class="_ _3" />P<span class="_ _3" />IY<span class="_ _b" />O13-<span class="_ _3" />20<span class="_ _b" />21-<span class="_ _3" /><span class="lsf">12<span class="ls0">-<span class="lsa">31</span>-</span></span></span></div><div class="t m0 x14 h2 y1ea ff1 fs0 fc6 sc0 ls0 ws0">el<span class="_ _b" />"<span class="fc0">, a<span class="_ _3" />s we<span class="_ _3" />ll<span class="_ _b" /> <span class="_ _1" />a<span class="_ _3" />s th<span class="_ _3" />e<span class="_ _3" /> pro<span class="_ _3" />vi<span class="_ _b" />ded<span class="_ _3" /> XB<span class="_ _3" />RL<span class="_ _3" /> fi<span class="_ _3" />le<span class="_ _b" /> <span class="_ _1" /><span class="fc6">"21<span class="_ _3" />38<span class="_ _b" />00HB<span class="_ _b" />UHC<span class="_ _3" />XK<span class="_ _b" />IPI<span class="_ _3" />YO<span class="_ _3" />1<span class="_ _3" />3-<span class="_ _3" />20<span class="_ _b" />21-<span class="_ _3" /><span class="lsf">12<span class="ls0">-<span class="_ _3" /><span class="lsf">31<span class="ls0">-e<span class="_ _3" />l<span class="_ _3" />.<span class="_ _3" />zip<span class="_ _b" />"<span class="fc0"> wit<span class="_ _3" />h<span class="_ _3" /> th<span class="_ _3" />e ap<span class="_ _3" />p<span class="_ _3" />ro<span class="_ _3" />p<span class="_ _3" />ri<span class="_ _3" />at<span class="_ _3" />e<span class="_ _3" /> ma<span class="_ _3" />rk-<span class="_ _3" />u<span class="_ _3" />p,<span class="_ _b" /> </span></span></span></span></span></span></span></div><div class="t m0 x14 h2 y1eb ff1 fs0 fc0 sc0 ls0 ws0">o<span class="_ _3" />n <span class="_ _3" />th<span class="_ _3" />e<span class="_ _3" /> a<span class="_ _b" />fore<span class="_ _b" />men<span class="_ _b" />tion<span class="_ _b" />ed <span class="_ _b" />con<span class="_ _3" />so<span class="_ _3" />l<span class="_ _3" />id<span class="_ _3" />a<span class="_ _3" />ted<span class="_ _b" /> fi<span class="_ _b" />nan<span class="_ _b" />cial<span class="_ _b" /> st<span class="_ _3" />a<span class="_ _3" />te<span class="_ _3" />me<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" />s. </div><div class="t m0 x14 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1ed ff2 fs0 fc0 sc0 ls0 ws0">Regulatory Fram<span class="_ _1" />ework </div><div class="t m0 x14 h2 y1ee ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />digital <span class="_ _3e" />records <span class="_ _3e" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />ESEF <span class="_ _3e" />are <span class="_ _1a" />prepared <span class="_ _3e" />in <span class="_ _3e" />acc<span class="_ _1" />ordance <span class="_ _3e" />with<span class="_ _1" /> <span class="_ _13" />the <span class="_ _1a" />ESEF <span class="_ _1b" />Regulati<span class="_ _1" />on <span class="_ _13" />an<span class="_ _1" />d <span class="_ _13" />t<span class="_ _1" />he <span class="_ _3e" />Commission </div><div class="t m0 x14 h2 y1ef ff1 fs0 fc0 sc0 ls0 ws0">Interpretative <span class="_ _13" />Communicati<span class="_ _1" />on <span class="_ _1" />2020/C37<span class="_ _1" />9/01 <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />Nove<span class="_ _1" />mber <span class="_ _1" />1<span class="_ _1" />0, <span class="_ _13" />2020, <span class="_ _1" />in <span class="_ _13" />conform<span class="_ _1" />ance <span class="_ _1" />w<span class="_ _1" />ith <span class="_ _1" />Law<span class="_ _1" /> <span class="_ _1" />3556/2<span class="_ _1" />007 <span class="_ _13" />and </div><div class="t m0 x14 h2 y1f0 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _b" />rel<span class="_ _1" />evant <span class="_ _b" />a<span class="_ _1" />nnouncements<span class="_ _1" /> <span class="_ _b" />of the <span class="_ _b" />Hellenic Capital <span class="_ _b" />Market Commission <span class="_ _b" />and the <span class="_ _b" />Athens Stock <span class="_ _b" />Exc<span class="_ _1" />hange <span class="_ _b" />(ES<span class="_ _1" />EF </div><div class="t m0 x14 h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0">Regulatory F<span class="_ _1" />ramework). </div><div class="t m0 x14 h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">In summary, this frame<span class="_ _1" />work includes, inter al<span class="_ _1" />ia, the<span class="_ _1" /> following requiremen<span class="_ _1" />ts: </div><div class="t m0 x14 h2 y1f3 ff1 fs0 fc0 sc0 ls0 ws0">- All annual financia<span class="_ _1" />l reports sha<span class="_ _1" />ll be prepare<span class="_ _1" />d in XHTML for<span class="_ _1" />mat. </div><div class="t m0 x14 h2 y1f4 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _23"> </span>For <span class="_ _23"> </span>the <span class="_ _23"> </span>consolidated <span class="_ _23"> </span>financial <span class="_ _23"> </span>statements <span class="_ _23"> </span>in <span class="_ _23"> </span>accordance <span class="_ _23"> </span>with <span class="_ _23"> </span>IFRS, <span class="_ _23"> </span>financ<span class="_ _1" />ial <span class="_ _23"> </span>information <span class="_ _23"> </span>included <span class="_ _23"> </span>in <span class="_ _23"> </span>the </div><div class="t m0 x14 h2 y1f5 ff1 fs0 fc0 sc0 lsb ws0">st<span class="ls0">atements of<span class="_ _1" /> c<span class="_ _1" />omprehensiv<span class="_ _1" />e inco<span class="_ _1" />me, <span class="_ _1" />financial <span class="_ _1" />positio<span class="_ _1" />n, cha<span class="_ _1" />nges <span class="_ _1" />in <span class="_ _1" />equity <span class="_ _1" />and <span class="_ _1" />cash <span class="_ _1" />flows <span class="_ _1" />shall <span class="_ _1" />be <span class="_ _1" />mark<span class="_ _1" />ed<span class="_ _13" />-up </span></div><div class="t m0 x14 h2 y1f6 ff1 fs0 fc0 sc0 ls0 ws0">with XBRL tags, in accordance with the effective ESEF Taxonomy. ESEF technical specifications, including the<span class="_ _1" /> </div><div class="t m0 x14 h2 y1f7 ff1 fs0 fc0 sc0 ls0 ws0">relevant taxonomy, are s<span class="_ _1" />et out in the ESE<span class="_ _1" />F Regu<span class="_ _1" />latory Technica<span class="_ _1" />l Standards.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1f8 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />requirements <span class="_ _1b" />s<span class="_ _1" />et <span class="_ _1b" />out <span class="_ _1b" />i<span class="_ _1" />n <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1b" />current <span class="_ _1c"> </span>ESEF <span class="_ _1b" />Re<span class="_ _1" />gulatory <span class="_ _1b" />Fram<span class="_ _1" />ework <span class="_ _1b" />constitut<span class="_ _1" />e <span class="_ _1b" />the <span class="_ _1b" />appropr<span class="_ _1" />iate <span class="_ _1b" />criteria <span class="_ _1c"> </span>for </div><div class="t m0 x14 h2 y1f9 ff1 fs0 fc0 sc0 ls0 ws0">expressing a conclus<span class="_ _1" />ion of reasonable assuranc<span class="_ _1" />e.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1fa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1fb ff2 fs0 fc0 sc0 ls0 ws0">Responsibilities of M<span class="_ _1" />anagement and Th<span class="_ _1" />ose Charged with<span class="_ _1" /> Governance f<span class="_ _1" />or t<span class="_ _1" />he ESEF Digital R<span class="_ _1" />ecords<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y1fc ff1 fs0 fc0 sc0 ls0 ws0">Management <span class="_ _1c"> </span>is <span class="_ _1c"> </span>res<span class="_ _1" />ponsible <span class="_ _1c"> </span>for <span class="_ _1c"> </span>th<span class="_ _1" />e <span class="_ _1c"> </span>preparation<span class="_ _1" /> <span class="_ _1b" />an<span class="_ _1" />d <span class="_ _1c"> </span>submission <span class="_ _1c"> </span>of<span class="_ _1" /> <span class="_ _1b" />the<span class="_ _1" /> <span class="_ _1b" />s<span class="_ _1" />eparate <span class="_ _1c"> </span>and<span class="_ _1" /> <span class="_ _1b" />c<span class="_ _1" />onsolidated <span class="_ _1c"> </span>financi<span class="_ _1" />al </div><div class="t m0 x14 h2 y1fd ff1 fs0 fc0 sc0 ls0 ws0">statements <span class="_ _3e" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />Compan<span class="_ _1" />y <span class="_ _3e" />for <span class="_ _3e" />the <span class="_ _3e" />y<span class="_ _1" />ear <span class="_ _3e" />ended <span class="_ _3e" />Dec<span class="_ _1" />ember <span class="_ _3e" />31, <span class="_ _1a" />2021, <span class="_ _3e" />in <span class="_ _3e" />acc<span class="_ _1" />ordance <span class="_ _3e" />with <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />requireme<span class="_ _1" />nts <span class="_ _3e" />of </div><div class="t m0 x14 h2 y1fe ff1 fs0 fc0 sc0 ls0 ws0">ESEF Regula<span class="_ _1" />tory Framewor<span class="_ _1" />k, and for <span class="_ _1" />such internal c<span class="_ _1" />ontrol as ma<span class="_ _1" />nagement de<span class="_ _1" />termines <span class="_ _1" />is necessary <span class="_ _1" />to enable </div><div class="t m0 x14 h2 y1a7 ff1 fs0 fc0 sc0 ls0 ws0">the preparation of di<span class="_ _1" />gital records that are free <span class="_ _1" />from material miss<span class="_ _1" />tatement, whether<span class="_ _1" /> due to fraud or error.<span class="_ _13" /> </div><div class="t m0 x14 h2 y1ff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y200 ff8 fs0 fc0 sc0 ls0 ws0">Auditor’s Responsibiliti<span class="_ _1" />es for the Reasonabl<span class="_ _1" />e A<span class="_ _1" /><span class="ff2">ssurance of <span class="_ _1" />ESEF Digital Re<span class="_ _1" />cords  </span></div><div class="t m0 x14 h2 ye7 ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _3e" />responsibility <span class="_ _3e" />is <span class="_ _3e" />to <span class="_ _3e" />des<span class="_ _1" />ign <span class="_ _13" />an<span class="_ _1" />d <span class="_ _13" />con<span class="_ _1" />duct <span class="_ _13" />t<span class="_ _1" />his <span class="_ _13" />ass<span class="_ _1" />urance <span class="_ _3e" />engage<span class="_ _1" />ment <span class="_ _13" />i<span class="_ _1" />n <span class="_ _13" />acc<span class="_ _1" />ordance <span class="_ _3e" />with <span class="_ _3e" />No. <span class="_ _3e" />2<span class="_ _1" />14/4/11<span class="_ _13" />-<span class="ls10">02</span>-</div><div class="t m0 x14 h2 y201 ff1 fs0 fc0 sc0 ls0 ws0">2022 <span class="_ _3e" />Decision <span class="_ _3e" />o<span class="_ _1" />f <span class="_ _3e" />the <span class="_ _3e" />B<span class="_ _1" />oard <span class="_ _3e" />of <span class="_ _3e" />D<span class="_ _1" />irectors <span class="_ _3e" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />Helle<span class="_ _1" />nic <span class="_ _3e" />Accounting <span class="_ _3e" />a<span class="_ _1" />nd <span class="_ _3e" />Auditin<span class="_ _1" />g <span class="_ _3e" />Standards <span class="_ _1a" />Oversight <span class="_ _1a" />Board </div><div class="t m0 x14 h2 y202 ff1 fs0 fc0 sc0 ls0 ws0">(HAASOB) <span class="_ _3e" />an<span class="_ _1" /><span class="ff6">d <span class="_ _3e" />the <span class="_ _3e" />"Guidelines <span class="_ _3e" />on <span class="_ _1a" />the <span class="_ _3e" />auditors<span class="_ _1" />’ <span class="_ _3e" />engagement <span class="_ _1a" />and <span class="_ _3e" />reasonabl<span class="_ _1" />e <span class="_ _3e" />assuranc<span class="_ _1" />e <span class="_ _3e" />report <span class="_ _3e" />on <span class="_ _1a" />European </span></div><div class="t m0 x14 h2 y203 ff1 fs0 fc0 sc0 ls0 ws0">Single <span class="_ _1" />Electronic <span class="_ _13" />Format <span class="_ _1" />(ESEF) <span class="_ _1" />for <span class="_ _13" />issuers <span class="_ _1" />whose <span class="_ _13" />securities <span class="_ _1" />are <span class="_ _13" />admitted <span class="_ _1" />to <span class="_ _1" />trad<span class="_ _1" />ing <span class="_ _1" />on <span class="_ _1" />a <span class="_ _1" />re<span class="_ _1" />gulated <span class="_ _1" />market <span class="_ _13" />in </div><div class="t m0 x14 h2 y204 ff1 fs0 fc0 sc0 ls0 ws0">Greece" as <span class="_ _1" />issued by <span class="_ _1" />the Institute of Cert<span class="_ _1" />ified Pub<span class="_ _1" />lic A<span class="_ _1" />ccountants <span class="_ _1" />of Greece on <span class="_ _1" />14/02/2022 <span class="_ _1" />(hereinafter "<span class="_ _1" />ESEF </div><div class="t m0 x14 h2 y205 ff1 fs0 fc0 sc0 ls0 ws0">Guidelines"), <span class="_ _2f"> </span>in <span class="_ _2f"> </span>order<span class="_ _1" /> <span class="_ _2f"> </span>to <span class="_ _2e"> </span>obtain <span class="_ _2f"> </span>reasonable <span class="_ _2f"> </span>as<span class="_ _1" />surance <span class="_ _2f"> </span>tha<span class="_ _1" />t <span class="_ _2f"> </span>the <span class="_ _2f"> </span>sep<span class="_ _1" />arate <span class="_ _2f"> </span>and <span class="_ _2f"> </span>the<span class="_ _1" /> <span class="_ _2f"> </span>consolidated <span class="_ _2e"> </span>financial </div><div class="t m0 x14 h2 y206 ff1 fs0 fc0 sc0 ls0 ws0">statements <span class="_ _13" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Comp<span class="_ _1" />any, <span class="_ _13" />prepared <span class="_ _13" />by <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />m<span class="_ _1" />anagement <span class="_ _13" />in <span class="_ _1" />acc<span class="_ _1" />ordance <span class="_ _13" />with <span class="_ _13" />ESEF <span class="_ _1" />are <span class="_ _13" />in <span class="_ _13" />compliance,<span class="_ _1" /> <span class="_ _1" />in<span class="_ _13" /> <span class="_ _13" />all<span class="_ _1" /> </div><div class="t m0 x14 h2 y207 ff1 fs0 fc0 sc0 ls0 ws0">material respects, w<span class="_ _1" />ith the effective<span class="_ _1" /> ESEF Regulatory<span class="_ _1" /> Framework.<span class="_ _1" /> </div><div class="t m0 x14 h2 y208 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y209 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1a" />conducted <span class="_ _1a" />o<span class="_ _1" />ur <span class="_ _1a" />work <span class="_ _1b" />in <span class="_ _1a" />accordanc<span class="_ _1" />e <span class="_ _1a" />with <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />Cod<span class="_ _1" />e <span class="_ _1a" />of <span class="_ _1a" />Ethics <span class="_ _1b" />for <span class="_ _1a" />Professio<span class="_ _1" />nal <span class="_ _1a" />Accounta<span class="_ _1" />nts <span class="_ _1a" />(IESBA <span class="_ _1a" />C<span class="_ _1" />ode) </div><div class="t m0 x14 h2 y20a ff1 fs0 fc0 sc0 ls0 ws0">issued <span class="_ _3" />by <span class="_ _3" />the <span class="_ _3" />International Ethics <span class="_ _b" />Standards Board <span class="_ _3" />for Accountants, <span class="_ _b" />as incorporated<span class="_ _1" /> in <span class="_ _b" />Greek legislation an<span class="_ _3" />d we </div><div class="t m0 x14 h2 y20b ff1 fs0 fc0 sc0 ls0 ws0">have <span class="_ _1b" />compl<span class="_ _1" />ied <span class="_ _1b" />with <span class="_ _1c" />the <span class="_ _1c"> </span>ethical <span class="_ _1b" />r<span class="_ _1" />equirements <span class="_ _1c"> </span>of <span class="_ _1b" />ind<span class="_ _1" />ependence, <span class="_ _1c"> </span>in <span class="_ _1b" />accordanc<span class="_ _1" />e <span class="_ _1c"> </span>with <span class="_ _1b" />Law<span class="_ _1" /> <span class="_ _1b" />4449/201<span class="_ _1" />7 <span class="_ _1b" />and <span class="_ _1c"> </span>EU </div><div class="t m0 x14 h2 y20c ff1 fs0 fc0 sc0 ls0 ws0">Regulation <span class="_ _1b" />537/2014. <span class="_ _1c"> </span>We <span class="_ _1b" />conducte<span class="_ _1" />d <span class="_ _1b" />our <span class="_ _1b" />work <span class="_ _1b" />in <span class="_ _1b" />acc<span class="_ _1" />ordance <span class="_ _1b" />with <span class="_ _1b" />the <span class="_ _1b" />Internat<span class="_ _1" />ional <span class="_ _1b" />Standard <span class="_ _1b" />on<span class="_ _1" /> <span class="_ _1b" />Assurance </div><div class="t m0 x14 h2 y20d ff1 fs0 fc0 sc0 ls0 ws0">Engagements <span class="_ _23"> </span>(ISAE) <span class="_ _23"> </span>3000 <span class="_ _23"> </span><span class="ff6">“Assurance<span class="_ _1" /> <span class="_ _23"> </span>Engagements<span class="_ _1" /> <span class="_ _1c"> </span>other<span class="_ _1" /> <span class="_ _1c"> </span>th<span class="_ _1" />an <span class="_ _23"> </span>Audits <span class="_ _1c"> </span>or<span class="_ _1" /> <span class="_ _23"> </span>Reviews <span class="_ _1c"> </span>o<span class="_ _1" />f <span class="_ _1c"> </span>H<span class="_ _1" />istorical <span class="_ _23"> </span>Financial </span></div><div class="t m0 x14 hb y20e ff6 fs0 fc0 sc0 ls0 ws0">Information” and our <span class="_ _1" />procedures are<span class="_ _1" /> limited to th<span class="_ _1" />e requirements of <span class="_ _1" />ESEF Guideli<span class="_ _1" />nes. Reasonable assura<span class="_ _1" />nce is </div><div class="t m0 x14 h2 y20f ff1 fs0 fc0 sc0 ls0 ws0">a <span class="_ _13" />high <span class="_ _3e" />level <span class="_ _13" />of <span class="_ _3e" />assurance,<span class="_ _1" /> <span class="_ _3e" />but <span class="_ _3e" />is <span class="_ _13" />n<span class="_ _1" />ot <span class="_ _13" />a <span class="_ _13" />g<span class="_ _1" />uarantee <span class="_ _13" />th<span class="_ _1" />at <span class="_ _13" />this <span class="_ _3e" />work <span class="_ _13" />w<span class="_ _1" />ill <span class="_ _13" />al<span class="_ _1" />ways <span class="_ _3e" />detec<span class="_ _1" />t <span class="_ _13" />a <span class="_ _13" />mater<span class="_ _1" />ial <span class="_ _13" />misstate<span class="_ _1" />ment <span class="_ _13" />of </div><div class="t m0 x14 h2 y210 ff1 fs0 fc0 sc0 ls2 ws0">non<span class="ls0">-compliance <span class="_ _1" />with the requiremen<span class="_ _1" />ts of ESEF Regu<span class="_ _1" />lation.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y211 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pfc" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcc w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">12</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">Conclusion<span class="_ _1" /> </div><div class="t m0 x14 h2 y6b ff1 fs0 fc0 sc0 ls0 ws0">Based <span class="_ _23"> </span>on  the <span class="_ _23"> </span>procedures <span class="_ _24"> </span>performed  and <span class="_ _23"> </span>the <span class="_ _24"> </span>evidence <span class="_ _24"> </span>obtained, <span class="_ _24"> </span>the <span class="_ _24"> </span>separat<span class="_ _1" />e <span class="_ _23"> </span>an<span class="_ _1" />d <span class="_ _23"> </span>conso<span class="_ _1" />lidated <span class="_ _23"> </span>f<span class="_ _1" />inancial </div><div class="t m0 x14 h2 y6c ff1 fs0 fc0 sc0 ls0 ws0">statements <span class="_ _31"> </span>of <span class="_ _31"> </span>the <span class="_ _31"> </span>Company <span class="_ _31"> </span>for <span class="_ _31"> </span>the <span class="_ _31"> </span>ye<span class="_ _1" />ar <span class="_ _31"> </span>ended <span class="_ _31"> </span>De<span class="_ _1" />cember <span class="_ _31"> </span>31<span class="_ _1" />, <span class="_ _31"> </span>2021, <span class="_ _31"> </span>in <span class="_ _31"> </span>XHTML <span class="_ _31"> </span>format<span class="_ _1" /> </div><div class="t m0 x14 h2 y6d ff1 fs0 fc6 sc0 ls0 ws0">"213800HBUHC<span class="_ _1" />XKIPIYO13<span class="_ _1" />-2021-<span class="ls2">12</span>-<span class="ls2">31</span>-<span class="_ _1" />el"<span class="fc0">, <span class="_ _1c"> </span>as <span class="_ _23"> </span>well <span class="_ _1c"> </span>as<span class="_ _1" /> <span class="_ _1c"> </span>the <span class="_ _1c"> </span>prov<span class="_ _1" />ided <span class="_ _23"> </span>XBRL <span class="_ _1c"> </span>file <span class="_ _23"> </span></span>"213800H<span class="_ _1" />BUHCXKIPIYO1<span class="_ _1" />3-</div><div class="t m0 x14 h2 y6e ff1 fs0 fc6 sc0 ls2 ws0">2021<span class="ls0">-</span>12<span class="ls0">-</span>31<span class="ls0">-<span class="_ _1" />el.zip"<span class="fc0"> <span class="_ _1b" />with <span class="_ _1a" />the <span class="_ _1b" />appropriate <span class="_ _1b" />mark-up <span class="_ _1a" />o<span class="_ _1" />n <span class="_ _1a" />the <span class="_ _1b" />above <span class="_ _1a" />conso<span class="_ _1" />lidated <span class="_ _1a" />finan<span class="_ _1" />cial <span class="_ _3e" />s<span class="_ _1" />tatements, <span class="_ _1b" />have <span class="_ _1a" />been </span></span></div><div class="t m0 x14 h2 y6f ff1 fs0 fc0 sc0 ls0 ws0">prepared, in all mat<span class="_ _1" />erial respects<span class="_ _1" />, in accordance with t<span class="_ _1" />he requirements of t<span class="_ _1" />he ESEF Regulatory Fr<span class="_ _1" />amework.<span class="_ _13" /> </div><div class="t m0 x14 h2 y70 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y212 w10 h15"><div class="t m0 x28 h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">Athens, 5 April <span class="ls10">20</span>22 </div></div><div class="c x12 y214 w10 h16"><div class="t m0 x29 h2 y215 ff1 fs0 fc0 sc0 ls0 ws0">The Certified Publ<span class="_ _1" />ic Accountant<span class="_ _1" /> </div><div class="t m0 x2a h2 y213 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y216 w11 h17"><div class="t m0 x28 h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">Manolis Michalios<span class="_ _1" /> </div></div><div class="c x2b y216 w12 h17"><div class="t m0 x1f h2 y217 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y218 w11 h15"><div class="t m0 x2c h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">I.C.P.A. Reg. No. <span class="_ _1" />25131 </div></div><div class="c x2b y218 w12 h15"><div class="t m0 x1f h2 y213 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y218 w13 h18"><div class="t m0 x2e h19 y1 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x2d y219 w13 h1a"><div class="t m0 x1e h1b y21a ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h9 y21b ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h9 y21c ff7 fs1 fc0 sc0 ls0 ws0"> <span class="_ _40"> </span> </div></div></div><div class="pi" /></div>
<div id="pfd" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pcd w0 h0"><img 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rWcqn7WqZ8Ig2aP/c69L61avabVp6qvr//To0/f8c+9qe3xo0/ITG0v/fVh381lZbZgAIB2b3tGP/Lk5DlrE02v4nl0YXxAt+y2PMuGivpZa7bPWllRlr7ltw/88JuXNV3n388Z8ZU/vNV41aHKRDj6uolnH13QryCve36nzIz44IMKT/jkMU0fMmTwoMFdg6VNuvQPMzdP+fxPzz26YEj/7h1ysnJzss449YQuXbrs0Wced9JR8UcWp5r8PWHSwprBn7v1jBHdh/Trltcxu2FCTjKV3lxetXR92T/e3rSsLAqCYNry+hGX3Pa18YO/+dXPNZ5d8fBhh40elD19+fafh84vTg26/L5++bHBBVndOmXGgjAIgrpkqri8/t3iRGViL/+OkZmZeWjmhgXpge/vbcWmvTb3wjNPtxEDAHwskj2ZTF5+1+x088sn/en75x85YnhbnqWouLjfhD82PjwKwpv/vuq0Y2eNPun4xnUu/fw5//34/EWl24+RLyuL7pi6MQi2/6xy2b3dBh08sPFmVlbWxBs+dfp//iPd5MevK5o/avzkt6fc/Z09+swjhg/9zhl9b3uu2SyX5WXRXTNKg2A3f2dYVJq+/uEl549fO/CgAY0Lb5owavotU5uulg7C1eXR6vK6IGhxZpgPNO/opCHdFyzafnP2qsoLbcIAAO3dtkPFpeVVLU4Uc/Wobm0580mDwt69f/b5wU3nh0RB+NVfP19X1yxYb7/6lIIOu3qe8orKFktGn3T8P/5r7EH5O33Iqs31e/Gxb73x8j9/fWTfvD0O6C7Z0TdG9+hT2LvpwvGnnfzcTad9YWTeBzhdZJucfNzIzsntOxWr0r12NgMHAID2luwtTlXeIze484df26MLDH37a5cc2qPZ5ZaKtqZbTBD/9NjRKx654aaz+ubEW584Hou18orjTh017fbLjuvXeg5n7HAxqKzmizIzYq29UOxLnz175h2XnjooKwzaOjn+zKG5qx751p3/9fWsrKwWd50x5pRHfvmtV3954bmHd8je3QVJC3Kjc4Y323cZPqBNF0Pt0KHDV4/bvvuSjOXc+excGzEAQPsWNlR1XV39edffUfb+WRQvPvng66+6eE+f675H/n735AXb4jI7fsNFx55zxphW15zz1rzf/HXa8wvKi6u2N3qvjtF7f7k+L6/1y4JGUfSXxyfd89zbC4oTm2qihjnxYRDdeuGgH1zzpaZrvvzanNP/3+REOgiCIC8rmH7bBSOPGrGLt714ydLfPfL8M/M2rSlPp3Y4YU4YRIO6xs48ssf444acNW50RsbuD6QXFRfPmDV3zYaytSUVFTWJRDIVhmFOZrx755xBfbof0r/XccccmZube9cDj7++uCiKop75uT+98Ss77gbsbBwuv3NGdUaX92+mfjym07DDDrUpAwC082TfL6IoqqysrKmprU8kUqlUr54FOTk5bXxUZVVVMpmKx2OtXgR048aSqurqMAwLenTv2LFjG99PbW1tRcXWRDLRcAXTWCyWk52dl9epLe9qX7r9gadfrT6o8WaPZNHtV52WnZ1tawYAkOwcEN5duPhH05v9SODfDq8ec8oJRgYAoF2KGYKPnKFDBndKbmq6ZP7KEsMCANBeZbTXD1ZVVbV85eowDAt79ezevdu+fOnlK1au21AaBEG3/LxBAwfk5ubuxZMUFRdXVlYfOnjQjnfF4/FvjOp++ys1ifi2Z55XnldVVdX2KUAAAHyEtM+JMQ8/Oemy389JpBt+opq+54qjrrjk/H3z0lNnzrp7fmYUy3h/fFM9U8UTTuh9wrEj2/4kU6a9cs/CDrEofVrXoq+cP6bV6L/vscmTS/s23jyx46rrv3yODRoAoP1phxNjSkpKvznxjeP6Z71487hpP/7Ut8YWHjao77556crKynvnphp7PQiCKIxvyOj7P6+n7nr42UQi0cbneWHh5jCMRbGMqeX9r5n42oJFS3Zc53OfPiWe2j6jfXZFz+rqahs0AED7096Osm/eXDb6mt8fNyh/4k+u2fG88gsWLZ40/Y2jhx40480leR2zb7zqixs2bHzxlTeWrN6Y3ynnvLEnNFx79d6Hnrzii+c3PPzxZ6b07tFt1AnH/uIPD404pO+SVcWl5dX9CvI/f/aYrl27tHj+ex+dNGVzv529t8LU2q+PHzJ0yODdfoqnn3/p/xantmZsO1l7ZqpmSNaGEX07jTnpmK5dtr/orROfmpcY2Hjzor4bv3DOONs0AEA7096Osj8+edq7G9Nf/vQnwjCsqakpKi5u/C+RSLy7ZOX3H136HxNfKuzR+dD+vdauW3/IZX+4duKcKIqmvLlm/HceTCaTQRBMfH5ROr3t+kqPT1/48tzFQRD88pll5942/a2lG7vm5dz/wpKhl/52y5YtTV86iqKZG3c1m7wo3u/mf26Z89b83X6Kc8aPvvea047KXNlwMxHPfTc18K+re1z/4NuTXpjRuJc1enizE1y+vDphgwYAaH/a289PN5VXBUHQOa9jEASP/P35r94zr/GuN399QRAEqSC897vnHTlieBAEd//5icxYOOuOCQ2/8hx9xc/+/Nizl1983s6e/PPH5N//39cFQXD+uJWDr3xg+qtvnHfm2MZ7J784szqj667fXjqWNWnOimNHHrnbDxKG4XcvPfPuR/8xc0vvKL7tKkvVGfn3vxe8tuzp73xxTF5ep359egXztu82bIz1LCkpKSgosFkDALQn7e0o+0lHD4mH0TtLVgVBcO74k+f86rw5vzrvW2N65mUFAwf0C4IgLytq6PUgCJauLf3sJ7o2npXllGEFU95Y0fDvxiPZqXQ69v4Em1OO2DbpZdDBA4f3jK9cX7p9f2De2w8viu/27cVTdaMO69nGz5KZmXndhLPvuuSQ0zqvzkpVNS5flB541Z8XX/e75+6aNK/Z/kCY+ZNHZ1dWVtqsAQAk+4Fr9EnHXXVyj58+Nr+qqqp7926fOPrIY446YtbSshvOGNAw9TzeZH77wN5d/2/u5rXr1jXcnPVe6egj+gVB0Ck7Y9acuUEQpNPp11dW9eyW17DCawu3rbli5aoFG1MDem+ba55IJO6YUVYX77SbNxelrzoyNXb0iXv0ibp17fqNS86eeOUx47uujaW3TX1JxzI3ZPRZGR7UYuWieL+7/vaizRoAoD1ph+dl/81NV33vF/cN+9Kvj+ybGwTBspLascN7/Oe1ExrujTfZSZlw/vh5yzecceP9A7pllVYmjhmYf/WEC4Ig+OoZIyb8fPLgghfrkunDC3POPG1bZL+ztvL0q36W3yFjzea6G8cXfnrMqIblz/xzZs37PxXdRa+f3WvDmFPO2LsPlZ2dfdUXzjpxwaInX1mysL53MpazszXn1PRbsGjJ8KFDbNwAAO1D+zwvexAE6XR63tsL4vHY0CGDs7K2zQWvq6urrKza8cpKpaWbunTJz8hocnLGKNq8uSwrKzMvb9sh9l7n3HLn1cef9+nTN5aU9CwoyMzMbFz5+jufXRfvv4s3E0snvn506tSTjvtQPtq8dxb8atqm2oz8na1wfO7KGy8718YNANA+tNurn8ZisZFHjWixMDs7Ozs7e8eVe/RoeYw8DMNWr5mamZnZt0+fpku2lJcXhb12/WZGdV5/6kkf2nWOjhox/LcDKv73/6a/VtUvCluZQL9sa44tGwCg/ZStIfgg6urqbv3LS+lYVut3R1Hv1LovDCj9+sVnfrivm9+58/WXnvODk7OOyFjZIVnW4t7SeM9JL7zk2wEAaB/a7cSYD11RcXGX/Pzc3NymC3d97aThsZU3X/0vn6ASRdGvH3hmVk2zn6IOja388dXmxgAAtAeOsrdVYe/eLXo9mUzO2Ji3s/W7JDdc99mT98VeVxjeeNk51x5VW5Bc37Aknq77zCcG+MoAANoHR9n33vPTX7lnYSsndsxLll40LHPcKcc3/ux1nyndtKmqqjo/v3OX/HxfEABA+5BhCPbaa++VBkHLZM9Jlt98/mH9+/XdL2+pR/fuPbp399UAAEh2giAI1tXmtBi/DsktP73o0D6FhQYHAADJvp8tWrK0LN6z8WYYpQ4O115x5uF6HQAAyX5AeG7WwijcdpKWrFTVd0/tcuSIcwwLAACS/UAxsKDTm+UV8SB1UHb5F04fNuywQ40JAAD/Cs4YAwAABzTnZQcAAMkOAABIdgAAkOwAAIBkBwAAAACAjwoneQQAgAOaiTEAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAABtl2EI/hXCMDQIAAC7FkWRQWgLR9kBAOCAFtq5AQCAA5mj7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZDQEAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgOoni1EAABMdSURBVGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7IYAAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHZDAAAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACS7IQAAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDwP9vtw6NAABgEIhd9x+aToDs1SQWh3oAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJLsLAABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGR3AQAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAAHBjXAAAAO+StGkBsAWsw69efxUAAAAASUVORK5CYII=" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">13</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2f h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">BOARD OF DIRECTO<span class="_ _1" />RS ANNUAL RE<span class="_ _1" />PORT FOR THE <span class="_ _1" />PERIOD <span class="_ _1" />1.1.2021 <span class="_ _1" /><span class="ff6">–</span> 31.12.2021<span class="_ _1" /> </div><div class="t m0 x14 h2 y6b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 hb y21d ff6 fs0 fc0 sc0 ls0 ws0">The present Board of <span class="_ _3" />Directors<span class="_ _1" /> Annual Report of <span class="_ _3" />Attica Holdings S.A. (hereinafter referred to as <span class="_ _3" />“the Company<span class="_ _1" />” </div><div class="t m0 x14 h2 y21e ff6 fs0 fc0 sc0 ls0 ws0">or <span class="_ _b" />“Attica <span class="_ _b" />G<span class="_ _1" />roup”) <span class="_ _b" />refers to <span class="_ _12" />the <span class="_ _3" />fiscal <span class="_ _b" />year <span class="_ _3" />2021 <span class="_ _b" />(1.1.20<span class="_ _1" />21 <span class="ff1">- <span class="_ _b" />31.12.2021). <span class="_ _3" />The <span class="_ _b" />report <span class="_ _3" />has <span class="_ _b" />been <span class="_ _b" />pr<span class="_ _1" />epared <span class="_ _3" />according </span></div><div class="t m0 x14 h2 y21f ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _1a" />the <span class="_ _1a" />relevant <span class="_ _1b" />provisions <span class="_ _1b" />of <span class="_ _1a" />Law <span class="_ _1a" />45<span class="_ _1" />48/2018, <span class="_ _1a" />Law <span class="_ _1b" />4706/2020 <span class="_ _1b" />and <span class="_ _1a" />Law <span class="_ _1a" />35<span class="_ _1" />56/2007 <span class="_ _1a" />a<span class="_ _1" />nd <span class="_ _1a" />the <span class="_ _1a" />iss<span class="_ _1" />ued <span class="_ _1a" />executiv<span class="_ _1" />e </div><div class="t m0 x14 h2 y220 ff1 fs0 fc0 sc0 ls0 ws0">decisions of the Hell<span class="_ _1" />enic Capital Mark<span class="_ _1" />et Commission.<span class="_ _1" /> </div><div class="t m0 x14 h2 y221 ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1" />pr<span class="_ _3" />e<span class="_ _3" />se<span class="_ _3" />nt<span class="_ _3" /> Rep<span class="_ _3" />o<span class="_ _3" />rt<span class="_ _3" /> cont<span class="_ _b" />ain<span class="_ _3" />s fin<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />cia<span class="_ _3" />l<span class="_ _3" /> <span class="_ _1" />an<span class="_ _b" />d <span class="_ _13" />no<span class="_ _b" />n-f<span class="_ _3" />i<span class="_ _3" />na<span class="_ _3" />nc<span class="_ _3" />i<span class="_ _3" />al<span class="_ _3" /> <span class="_ _1" />in<span class="_ _b" />form<span class="_ _b" />ati<span class="_ _b" />on reg<span class="_ _3" />a<span class="_ _3" />rdi<span class="_ _b" />ng At<span class="_ _3" />ti<span class="_ _b" />ca <span class="_ _1" />Gr<span class="_ _b" />oup<span class="_ _3" /> <span class="_ _1" />fo<span class="_ _b" />r <span class="_ _1" />th<span class="_ _3" />e fi<span class="_ _3" />sc<span class="_ _3" />al<span class="_ _3" /> yea<span class="_ _b" />r <span class="_ _1" />202<span class="_ _b" />1 </div><div class="t m0 x14 h2 y222 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />s wel<span class="_ _3" />l<span class="_ _3" /> as<span class="_ _3" /> <span class="_ _1" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1" />Co<span class="_ _3" />rp<span class="_ _3" />o<span class="_ _3" />ra<span class="_ _b" />te Gov<span class="_ _3" />e<span class="_ _3" />rn<span class="_ _3" />an<span class="_ _b" />ce Sta<span class="_ _b" />tem<span class="_ _b" />ent<span class="_ _b" /> <span class="_ _13" />an<span class="_ _3" />d<span class="_ _3" /> des<span class="_ _3" />cr<span class="_ _3" />ib<span class="_ _b" />es<span class="_ _3" /> sign<span class="_ _b" />ifi<span class="_ _b" />cant<span class="_ _b" /> <span class="_ _1" />eve<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" />s ta<span class="_ _3" />ki<span class="_ _3" />n<span class="_ _3" />g pl<span class="_ _3" />a<span class="_ _3" />ce<span class="_ _3" /> <span class="_ _1" />wi<span class="_ _b" />thi<span class="_ _3" />n<span class="_ _3" /> <span class="_ _1" />th<span class="_ _3" />i<span class="_ _3" />s pe<span class="_ _3" />ri<span class="_ _3" />od<span class="_ _b" /> <span class="_ _1" />as </div><div class="t m0 x14 h2 y223 ff1 fs0 fc0 sc0 ls0 ws0">we<span class="_ _3" />ll<span class="_ _b" /> <span class="_ _1c"> </span>as<span class="_ _3" /> <span class="_ _1b" />the<span class="_ _3" />i<span class="_ _3" />r <span class="_ _1b" />ef<span class="_ _3" />fe<span class="_ _b" />ct <span class="_ _1b" />on <span class="_ _1a" />the<span class="_ _3" /> <span class="_ _1b" />ann<span class="_ _3" />u<span class="_ _3" />al<span class="_ _3" /> <span class="_ _1b" />fin<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />cia<span class="_ _3" />l <span class="_ _1a" />sta<span class="_ _b" />tem<span class="_ _3" />en<span class="_ _3" />ts<span class="_ _b" />. <span class="_ _1c"> </span>Mo<span class="_ _b" />reo<span class="_ _3" />ve<span class="_ _b" />r, <span class="_ _1b" />it <span class="_ _1b" />de<span class="_ _3" />sc<span class="_ _b" />ribe<span class="_ _b" />s <span class="_ _1b" />the<span class="_ _3" /> <span class="_ _1b" />mai<span class="_ _3" />n <span class="_ _1a" />ris<span class="_ _3" />ks<span class="_ _b" /> <span class="_ _1c"> </span>and<span class="_ _3" /> <span class="_ _1b" />unc<span class="_ _b" />ert<span class="_ _3" />ai<span class="_ _b" />nti<span class="_ _3" />es </div><div class="t m0 x14 h2 y224 ff1 fs0 fc0 sc0 ls0 ws0">p<span class="_ _3" />ote<span class="_ _b" />nti<span class="_ _b" />all<span class="_ _b" />y <span class="_ _3" />fa<span class="_ _b" />ced<span class="_ _3" /> <span class="_ _b" />by <span class="_ _b" />th<span class="_ _3" />a<span class="_ _3" />t <span class="_ _b" />the<span class="_ _3" /> <span class="_ _b" />Gro<span class="_ _3" />u<span class="_ _3" />p <span class="_ _b" />an<span class="_ _3" />d <span class="_ _b" />re<span class="_ _b" />cor<span class="_ _3" />ds<span class="_ _3" /> <span class="_ _b" />sig<span class="_ _3" />ni<span class="_ _b" />fi<span class="_ _3" />ca<span class="_ _3" />nt<span class="_ _b" /> t<span class="_ _b" />ran<span class="_ _b" />sac<span class="_ _3" />ti<span class="_ _3" />on<span class="_ _b" />s <span class="_ _3" />be<span class="_ _b" />twe<span class="_ _3" />en<span class="_ _b" /> t<span class="_ _b" />he <span class="_ _b" />Co<span class="_ _3" />mp<span class="_ _3" />an<span class="_ _b" />y <span class="_ _3" />an<span class="_ _b" />d <span class="_ _3" />i<span class="_ _3" />t<span class="_ _3" />s <span class="_ _b" />rel<span class="_ _b" />ate<span class="_ _3" />d <span class="_ _b" />pa<span class="_ _b" />rti<span class="_ _3" />es<span class="_ _3" />. </div><div class="t m0 x14 h2 y225 ff1 fs0 fc0 sc0 ls0 ws0">Since <span class="_ _1" />Attica <span class="_ _1" />Grou<span class="_ _1" />p <span class="_ _1" />also <span class="_ _1" />pr<span class="_ _1" />epares <span class="_ _1" />conso<span class="_ _1" />lidated <span class="_ _1" />financi<span class="_ _1" />al s<span class="_ _1" />tatements, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />present <span class="_ _1" />Report <span class="_ _13" />is <span class="_ _1" />uni<span class="_ _13" />fied <span class="_ _1" />and <span class="_ _1" />focus<span class="_ _1" />es </div><div class="t m0 x14 h2 y226 ff1 fs0 fc0 sc0 ls0 ws0">on <span class="_ _1" />the <span class="_ _13" />consolidated <span class="_ _13" />financi<span class="_ _1" />al <span class="_ _1" />data <span class="_ _13" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Co<span class="_ _1" />mpany <span class="_ _13" />and <span class="_ _1" />its <span class="_ _13" />subsidiaries <span class="_ _13" />with <span class="_ _1" />r<span class="_ _1" />eferences <span class="_ _13" />to <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />fina<span class="_ _1" />ncial <span class="_ _1" />d<span class="_ _1" />ata <span class="_ _1" />of<span class="_ _1" /> </div><div class="t m0 x14 h2 y227 ff1 fs0 fc0 sc0 ls0 ws0">the Parent, only insofar <span class="_ _1" />as considered nec<span class="_ _1" />essary to facilitate bett<span class="_ _1" />er understandin<span class="_ _1" />g of the content.<span class="_ _13" /> </div><div class="t m0 x14 h2 y228 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>Report <span class="_ _24"> </span>is <span class="_ _24"> </span>inc<span class="_ _1" />luded <span class="_ _23"> </span>together  wi<span class="_ _3" />th <span class="_ _23"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>financ<span class="_ _1" />ial <span class="_ _23"> </span>statements <span class="_ _24"> </span>of <span class="_ _24"> </span>the <span class="_ _23"> </span>Co<span class="_ _1" />mpany<span class="_ _1" /> <span class="_ _23"> </span>and <span class="_ _24"> </span>the <span class="_ _23"> </span>Grou<span class="_ _1" />p <span class="_ _23"> </span>and <span class="_ _24"> </span>other<span class="_ _13" /> </div><div class="t m0 x14 h2 y229 ff1 fs0 fc0 sc0 ls0 ws0">information and state<span class="_ _1" />ments required by law <span class="_ _1" />in the Annual F<span class="_ _1" />inancial Report for th<span class="_ _1" />e closing year 2021<span class="_ _1" />.<span class="_ _13" /> </div><div class="t m0 x14 h2 y22a ff1 fs0 fc0 sc0 ls0 ws0">The required items are<span class="_ _1" /> pres<span class="_ _1" />ented below per them<span class="_ _1" />atic unit:<span class="_ _1" /> </div><div class="t m0 x14 h3 y22b ff8 fs0 fc7 sc0 ls0 ws0">Α<span class="ff2">. BUSINES<span class="_ _1" />S MODEL </span></div><div class="t m0 x14 h2 y22c ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _3" />tti<span class="_ _b" />ca <span class="_ _1c"> </span>Hol<span class="_ _b" />din<span class="_ _3" />gs<span class="_ _b" /> <span class="_ _24"> </span>S<span class="_ _3" />.A<span class="_ _b" />., <span class="_ _23"> </span>u<span class="_ _3" />nd<span class="_ _3" />e<span class="_ _3" />r <span class="_ _1c"> </span>the<span class="_ _b" /> <span class="_ _23"> </span>dis<span class="_ _3" />ti<span class="_ _b" />nct<span class="_ _3" />i<span class="_ _3" />ve<span class="_ _3" /> <span class="_ _23"> </span>t<span class="_ _3" />it<span class="_ _b" />le <span class="_ _1c"> </span>"At<span class="_ _3" />ti<span class="_ _b" />ca <span class="_ _23"> </span>G<span class="_ _3" />ro<span class="_ _3" />u<span class="_ _3" />p<span class="_ _3" />",<span class="_ _3" /> <span class="_ _23"> </span>is<span class="_ _b" /> <span class="_ _23"> </span>a <span class="_ _23"> </span>ho<span class="_ _3" />ld<span class="_ _b" />ing<span class="_ _b" /> <span class="_ _23"> </span>com<span class="_ _3" />pa<span class="_ _b" />ny <span class="_ _1c"> </span>and<span class="_ _3" /> <span class="_ _23"> </span>ma<span class="_ _b" />inl<span class="_ _b" />y <span class="_ _23"> </span>op<span class="_ _3" />er<span class="_ _b" />ate<span class="_ _3" />s <span class="_ _1c"> </span>in </div><div class="t m0 x14 h2 y22d ff1 fs0 fc0 sc0 ls0 ws0">p<span class="_ _3" />as<span class="_ _b" />seng<span class="_ _b" />er <span class="_ _3" />sh<span class="_ _b" />ipp<span class="_ _3" />in<span class="_ _3" />g<span class="_ _3" /> t<span class="_ _b" />hro<span class="_ _3" />ug<span class="_ _3" />h<span class="_ _3" /> s<span class="_ _3" />hi<span class="_ _b" />po<span class="_ _3" />wni<span class="_ _b" />ng <span class="_ _b" />comp<span class="_ _b" />ani<span class="_ _3" />e<span class="_ _3" />s <span class="_ _3" />b<span class="_ _3" />y <span class="_ _3" />me<span class="_ _b" />ans<span class="_ _3" /> o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />co<span class="_ _3" />n<span class="_ _3" />ven<span class="_ _b" />tio<span class="_ _3" />na<span class="_ _3" />l<span class="_ _3" /> a<span class="_ _3" />n<span class="_ _3" />d <span class="_ _b" />high<span class="_ _b" /> sp<span class="_ _b" />eed<span class="_ _3" /> p<span class="_ _3" />a<span class="_ _3" />ss<span class="_ _3" />en<span class="_ _3" />g<span class="_ _3" />e<span class="_ _3" />r <span class="_ _3" />fe<span class="_ _b" />rri<span class="_ _3" />es<span class="_ _b" /> in </div><div class="t m0 x14 h2 y22e ff1 fs0 fc0 sc0 ls0 ws0">Gr<span class="_ _b" />eec<span class="_ _3" />e<span class="_ _3" /> <span class="_ _12" />(C<span class="_ _3" />ycl<span class="_ _b" />ade<span class="_ _b" />s, <span class="_ _12" />Do<span class="_ _b" />dec<span class="_ _3" />ane<span class="_ _b" />se,<span class="_ _b" /> <span class="_ _b" />Cr<span class="_ _3" />et<span class="_ _b" />e, <span class="_ _12" />No<span class="_ _b" />rth<span class="_ _3" /> <span class="_ _12" />Ea<span class="_ _3" />st<span class="_ _b" /> <span class="_ _b" />Ae<span class="_ _3" />ge<span class="_ _3" />an<span class="_ _b" />, <span class="_ _12" />Sa<span class="_ _3" />ro<span class="_ _3" />ni<span class="_ _b" />c <span class="_ _12" />Gul<span class="_ _3" />f<span class="_ _3" /> <span class="_ _12" />and<span class="_ _b" /> <span class="_ _b" />Sp<span class="_ _3" />o<span class="_ _3" />ra<span class="_ _3" />de<span class="_ _3" />s<span class="_ _3" />) <span class="_ _12" />an<span class="_ _b" />d <span class="_ _12" />on<span class="_ _3" /> <span class="_ _12" />in<span class="_ _3" />te<span class="_ _b" />rna<span class="_ _3" />ti<span class="_ _b" />ona<span class="_ _3" />l<span class="_ _3" /> <span class="_ _12" />rou<span class="_ _b" />tes<span class="_ _3" />. </div><div class="t m0 x14 h2 y22f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 hb y230 ff6 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1" />fl<span class="_ _3" />ee<span class="_ _b" />t <span class="_ _1" />of the<span class="_ _3" /> <span class="_ _1" />Gro<span class="_ _b" />up und<span class="_ _3" />er<span class="_ _b" /> <span class="_ _13" />th<span class="_ _b" />e <span class="_ _1" />bra<span class="_ _b" />nds<span class="_ _3" /> <span class="_ _1" />“Su<span class="_ _b" />pe<span class="_ _3" />rfa<span class="_ _b" />st Fer<span class="_ _3" />r<span class="_ _3" />ie<span class="_ _b" />s”,<span class="_ _3" /> <span class="_ _1" />“Bl<span class="_ _b" />ue Sta<span class="_ _3" />r Fer<span class="_ _b" />rie<span class="_ _3" />s”<span class="_ _b" /> <span class="_ _13" />an<span class="_ _3" />d “He<span class="_ _3" />ll<span class="_ _3" />e<span class="_ _3" />ni<span class="_ _b" />c <span class="_ _13" />S<span class="_ _3" />ea<span class="_ _3" />w<span class="_ _3" />ay<span class="_ _b" />s” <span class="_ _1" />in<span class="_ _b" />clud<span class="_ _b" />es </div><div class="t m0 x14 h2 y231 ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />irt<span class="_ _b" />y <span class="_ _1" />(30<span class="_ _b" />) <span class="_ _1" />ve<span class="_ _3" />ss<span class="_ _b" />els<span class="_ _3" />, twe<span class="_ _b" />nt<span class="_ _3" />y (20<span class="_ _3" />) of whi<span class="_ _b" />ch are<span class="_ _3" /> con<span class="_ _3" />ve<span class="_ _b" />nti<span class="_ _3" />on<span class="_ _3" />a<span class="_ _3" />l Ro-P<span class="_ _3" />a<span class="_ _3" />x fer<span class="_ _b" />rie<span class="_ _b" />s, nine<span class="_ _3" /> (9<span class="_ _3" />) hig<span class="_ _3" />h-<span class="_ _b" />spe<span class="_ _3" />ed<span class="_ _3" /> ves<span class="_ _3" />se<span class="_ _3" />l<span class="_ _3" />s and<span class="_ _3" /> <span class="_ _1" />on<span class="_ _b" />e <span class="_ _1" />(1)<span class="_ _3" /> </div><div class="t m0 x14 h2 y232 ff1 fs0 fc0 sc0 ls11 ws0">Ro<span class="ls0">-R<span class="_ _3" />o ve<span class="_ _b" />ssel<span class="_ _b" />. <span class="_ _1" />Wi<span class="_ _3" />th<span class="_ _b" />in 20<span class="_ _3" />22<span class="_ _b" />, <span class="_ _1" />th<span class="_ _3" />ree<span class="_ _b" /> <span class="_ _1" />sta<span class="_ _b" />te-<span class="_ _3" /><span class="lsa">of<span class="ls0">-th<span class="_ _b" />e-a<span class="_ _b" />rt Aer<span class="_ _b" />o <span class="_ _1" />Ca<span class="_ _b" />tam<span class="_ _3" />a<span class="_ _3" />ran<span class="_ _b" /> <span class="_ _13" />n<span class="_ _3" />ew<span class="_ _3" />bu<span class="_ _3" />il<span class="_ _b" />din<span class="_ _3" />g<span class="_ _3" /> ves<span class="_ _3" />se<span class="_ _3" />l<span class="_ _3" />s ar<span class="_ _3" />e exp<span class="_ _b" />ect<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _1" />to be<span class="_ _3" /> add<span class="_ _3" />ed<span class="_ _3" /> </span></span></span></div><div class="t m0 x14 h2 ybf ff1 fs0 fc0 sc0 ls0 ws0">to<span class="_ _b" /> <span class="_ _1" />th<span class="_ _3" />e fl<span class="_ _b" />eet<span class="_ _b" /> <span class="_ _1" />of<span class="_ _3" /> the<span class="_ _b" /> <span class="_ _1" />Gro<span class="_ _3" />u<span class="_ _3" />p i<span class="_ _3" />n 20<span class="_ _b" />22 to<span class="_ _3" /> <span class="_ _1" />be<span class="_ _3" /> dep<span class="_ _b" />lo<span class="_ _3" />yed<span class="_ _b" /> <span class="_ _1" />in<span class="_ _3" /> the<span class="_ _b" /> <span class="_ _1" />Sa<span class="_ _3" />ro<span class="_ _3" />ni<span class="_ _b" />c Gul<span class="_ _b" />f<span class="ls12">. <span class="_ _13" /></span>Al<span class="_ _3" />l<span class="_ _3" /> Gro<span class="_ _b" />up ve<span class="_ _b" />sse<span class="_ _3" />ls<span class="_ _3" /> ar<span class="_ _3" />e p<span class="_ _3" />ri<span class="_ _3" />va<span class="_ _b" />tel<span class="_ _3" />y ow<span class="_ _3" />ne<span class="_ _3" />d<span class="_ _3" /> ex<span class="_ _3" />ce<span class="_ _3" />pt<span class="_ _3" /> </div><div class="t m0 x14 h2 y233 ff1 fs0 fc0 sc0 ls0 ws0">fo<span class="_ _b" />r o<span class="_ _3" />ne<span class="_ _b" /> (1<span class="_ _b" />) p<span class="_ _3" />as<span class="_ _b" />sen<span class="_ _3" />ge<span class="_ _3" />r<span class="_ _3" /> -<span class="_ _3" /> v<span class="_ _3" />eh<span class="_ _b" />icl<span class="_ _3" />e<span class="_ _3" /> v<span class="_ _3" />es<span class="_ _b" />sel<span class="_ _3" />, <span class="_ _3" />w<span class="_ _3" />hi<span class="_ _b" />ch <span class="_ _3" />i<span class="_ _3" />s <span class="_ _3" />un<span class="_ _3" />de<span class="_ _b" />r l<span class="_ _3" />on<span class="_ _3" />g<span class="_ _3" />-t<span class="_ _3" />e<span class="_ _3" />rm<span class="_ _3" /> b<span class="_ _3" />a<span class="_ _3" />re<span class="_ _3" />bo<span class="_ _b" />at <span class="_ _b" />cha<span class="_ _3" />rt<span class="_ _3" />e<span class="_ _3" />r.<span class="_ _3" /> A<span class="_ _3" />ll<span class="_ _b" /> ve<span class="_ _b" />sse<span class="_ _3" />l<span class="_ _3" />s <span class="_ _3" />fl<span class="_ _b" />y t<span class="_ _3" />h<span class="_ _3" />e <span class="_ _3" />G<span class="_ _3" />ree<span class="_ _b" />k f<span class="_ _b" />lag<span class="_ _3" />. </div><div class="t m0 x14 h2 y234 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y235 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _3" />tti<span class="_ _b" />ca G<span class="_ _3" />ro<span class="_ _3" />up<span class="_ _b" /> <span class="_ _1" />i<span class="_ _3" />s th<span class="_ _b" />e la<span class="_ _3" />rg<span class="_ _3" />es<span class="_ _b" />t Gre<span class="_ _b" />ek Pa<span class="_ _b" />sse<span class="_ _3" />ng<span class="_ _3" />e<span class="_ _3" />r S<span class="_ _3" />hi<span class="_ _3" />p<span class="_ _3" />pi<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _1" />Gro<span class="_ _b" />up.<span class="_ _b" /> <span class="_ _1" />In<span class="_ _3" /> ad<span class="_ _3" />di<span class="_ _b" />tio<span class="_ _3" />n<span class="_ _3" />, ba<span class="_ _b" />sed<span class="_ _3" /> on<span class="_ _3" /> th<span class="_ _3" />e a<span class="_ _b" />vail<span class="_ _b" />abl<span class="_ _3" />e d<span class="_ _3" />at<span class="_ _3" />a<span class="_ _3" />, it<span class="_ _b" /> is t<span class="_ _3" />he t<span class="_ _b" />hir<span class="_ _3" />d </div><div class="t m0 x14 h2 y236 ff1 fs0 fc0 sc0 ls0 ws0">la<span class="_ _b" />rge<span class="_ _b" />st <span class="_ _3" />Gr<span class="_ _3" />ou<span class="_ _b" />p i<span class="_ _3" />n <span class="_ _b" />the<span class="_ _3" /> M<span class="_ _3" />e<span class="_ _3" />di<span class="_ _3" />t<span class="_ _3" />er<span class="_ _b" />ran<span class="_ _3" />ea<span class="_ _b" />n a<span class="_ _3" />nd<span class="_ _b" /> amo<span class="_ _b" />ng <span class="_ _3" />th<span class="_ _b" />e t<span class="_ _3" />op<span class="_ _b" /> te<span class="_ _3" />n<span class="_ _3" /> f<span class="_ _b" />err<span class="_ _3" />y <span class="_ _3" />o<span class="_ _3" />pe<span class="_ _b" />rat<span class="_ _3" />or<span class="_ _b" />s i<span class="_ _3" />n <span class="_ _3" />E<span class="_ _3" />ur<span class="_ _3" />op<span class="_ _b" />e.  </div><div class="t m0 x14 h2 y94 ff1 fs0 fc0 sc0 ls0 ws0">The Group's vessels co<span class="_ _1" />nnect 2 countries, 62 u<span class="_ _1" />nique destinations<span class="_ _1" /> and serve over <span class="_ _13" /><span class="ls2">13</span>,000 sa<span class="_ _1" />ilings annually.<span class="_ _1" /> </div><div class="t m0 x14 h2 y237 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />the <span class="_ _1" />context <span class="_ _13" />of <span class="_ _1" />implemen<span class="_ _1" />ting <span class="_ _1" />its <span class="_ _1" />exp<span class="_ _1" />ansion <span class="_ _1" />strate<span class="_ _1" />gic <span class="_ _1" />plan, <span class="_ _1" />Attica <span class="_ _13" />Group <span class="_ _1" />investe<span class="_ _1" />d <span class="_ _1" />into <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />hospitality <span class="_ _13" />insdustry </div><div class="t m0 x14 h2 y238 ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _3e" />2021, <span class="_ _3e" />a <span class="_ _3e" />s<span class="_ _1" />ector <span class="_ _3e" />comple<span class="_ _1" />mentary <span class="_ _3e" />to <span class="_ _3e" />its <span class="_ _1a" />key <span class="_ _3e" />activites, <span class="_ _1a" />capitalizing <span class="_ _3e" />of <span class="_ _1a" />its <span class="_ _3e" />strong <span class="_ _3e" />dy<span class="_ _1" />namics <span class="_ _3e" />in <span class="_ _3e" />the <span class="_ _3e" />G<span class="_ _1" />reek <span class="_ _3e" />tourism </div><div class="t m0 x14 h2 y239 ff1 fs0 fc0 sc0 ls0 ws0">indusrty. <span class="_ _1b" />In <span class="_ _1a" />this <span class="_ _1b" />context, <span class="_ _1b" />thro<span class="_ _1" />ugh <span class="_ _1a" />its <span class="_ _1b" />100% <span class="_ _1a" />s<span class="_ _1" />ubsidiary,<span class="_ _1" /> <span class="_ _1a" />Attica <span class="_ _1b" />Group <span class="_ _1a" />ac<span class="_ _1" />quired <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />owni<span class="_ _1" />ng <span class="_ _1a" />company <span class="_ _1b" />of <span class="_ _1b" />Naxos </div><div class="t m0 x14 h2 y23a ff1 fs0 fc0 sc0 ls0 ws0">Resort Beach Hote<span class="_ _1" />l located in Agios G<span class="_ _1" />eorgios, Naxos.<span class="_ _13" /> </div><div class="t m0 x14 h2 y23b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pfe" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pce w0 h0"><img 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VpOVT/j5E+EQbPH3nDPi6tWr2n1qerr6//8yFO3/2tvanv86OMyU9tLf33Yd3NZmS0YAKDd257RDz8xec7aRNOreB5ZGB/QLbstz7Khon7Wmu2zVlaUpW/+3f0/+tYlTdf59lkjvvLHNxuvOlSZCEdfM/HMIwv6FeR1z++UmREffEDhcZ88qulDhgweNLhrsLRJl/5x5uYpn//Z2UcWDOnfvUNOVm5O1mknH9elS5c9+szjTjgi/vDiVJO/J0xaWDP4c7ecNqL7kH7d8jpmN0zISabSm8urlq4v++dbm5aVRUEQTFteP+KiW782fvC3vvq5xrMrHjrskNGDsqcv3/7z0PnFqUGX3tsvPza4IKtbp8xYEAZBUJdMFZfXv1OcqEzs5d8xMjMzD87csCA98L29rdi0V+eef/qpNmIAgI9FsieTyUvvnJ1ufvmkP//g3MNHDG/LsxQVF/eb8KfGh0dBeNM/Vp1y9KzRJxzbuM7Fnz/rvx+bv6h0+zHyZWXR7VM3BsH2n1Uuu6fboAMHNt7MysqaeN2nTv3Pf6ab/Ph1RfNHjZ/81pS7btijzzxi+NAbTut767PNZrksL4vunFEaBLv5O8Oi0vS1Dy05d/zagQcMaFx444RR02+e2nS1dBCuLo9Wl9cFQYszw7yveUcnDOm+YNH2m7NXVZ5vEwYAaO+2HSouLa9qcaKYK0d1a8uZTxoU9u79888Pbjo/JArCr/7mubq6ZsF625UnFXTY1fOUV1S2WDL6hGP/+V9jD8jf6UNWba7fi499y/WX/uUbI/vm7XFAd8mOvjm6R5/C3k0Xjj/lxGdvPOULI/Pex+ki2+TEY0Z2Tm7fqViV7rWzGTgAALS3ZG9xqvIeucEdP/raHl1g6Ltfu+jgHs0ut1S0Nd1igvinx45e8fB1N57RNyfe+sTxWKyVVxx38qhpt11yTL/Wczhjh4tBZTVflJkRa+2FYl/67Jkzb7/45EFZYdDWyfGnD81d9fB37vivb2RlZbW467QxJz38q++88qvzzz60Q/buLkhakBudNbzZvsvwAW26GGqHDh2+esz23ZdkLOeOZ+baiAEA2rewoarr6urPufb2svfOonjhiQdee8WFe/pc9z78j7smL9gWl9nx6y44+qzTxrS65pw35/32b9OeW1BeXLW90Xt1jN7967V5ea1fFjSKor8+NunuZ99aUJzYVBM1zIkPg+iW8wf98KovNV3zpVfnnPr/JifSQRAEeVnB9FvPG3nEiF287cVLlv7+4eeenrdpTXk6tcMJc8IgGtQ1dvrhPcYfM+SMcaMzMnZ/IL2ouHjGrLlrNpStLamoqEkkkqkwDHMy49075wzq0/2g/r2OOerw3NzcO+9/7LXFRVEU9czP/dn1X9lxN2Bn43DpHTOqM7q8dzP1kzGdhh1ysE0ZAKCdJ/t+EUVRZWVlTU1tfSKRSqV69SzIyclp46Mqq6qSyVQ8Hmv1IqAbN5ZUVVeHYVjQo3vHjh3b+H5qa2srKrYmkomGK5jGYrGc7Oy8vE5teVf70m33P/VK9QGNN3ski2674pTs7GxbMwCAZOdD4Z2Fi388vdmPBL5+aPWYk44zMgAA7VLMEHzkDB0yuFNyU9Ml81eWGBYAgPYqo71+sKqqquUrV4dhWNirZ/fu3fblSy9fsXLdhtIgCLrl5w0aOCA3N3cvnqSouLiysvrgwYN2vCsej39zVPfbXq5JxLc987zyvKqqqrZPAQIA4COkfU6MeeiJSZf8YU4i3fAT1fTdlx1x2UXn7puXnjpz1l3zM6NYxnvjm+qZKp5wXO/jjh7Z9ieZMu3luxd2iEXpU7oWfeXcMa1G/72PTp5c2rfx5vEdV1375bNs0AAA7U87nBhTUlL6rYmvH9M/64Wbxk37yae+M7bwkEF9981LV1ZW3jM31djrQRBEYXxDRt//eS1150PPJBKJNj7P8ws3h2EsimVMLe9/1cRXFyxasuM6n/v0SfHU9hntsyt6VldX26ABANqf9naUffPmstFX/eGYQfkTf3rVjueVX7Bo8aTprx859IAZbyzJ65h9/RVf3LBh4wsvv75k9cb8TjnnjD2u4dqr9zz4xGVfPLfh4Y89PaV3j26jjjv6l398cMRBfZesKi4tr+5XkP/5M8d07dqlxfPf88ikKZv77ey9FabWfmP8kKFDBu/2Uzz13Iv/tzi1NWPbydozUzVDsjaM6NtpzAlHde2y/UVvmfjkvMTAxpsX9N34hbPG2aYBANqZ9naU/bHJ097ZmP7ypz8RhmFNTU1RcXHjf4lE4p0lK3/wyNL/mPhiYY/OB/fvtXbd+oMu+ePVE+dEUTTljTXjb3ggmUwGQTDxuUXp9LbrKz02feFLcxcHQfCrp5edfev0N5du7JqXc9/zS4Ze/LstW7Y0fekoimZu3NVs8qJ4v5v+tWXOm/N3+ynOGj/6nqtOOSJzZcPNRDz3ndTAv63uce0Db016fkbjXtbo4c1OcPnS6oQNGgCg/WlvPz/dVF4VBEHnvI5BEDz8j+e+eve8xrve+M15QRCkgvCe751z+IjhQRDc9ZfHM2PhrNsnNPzKc/RlP//Lo89ceuE5O3vyzx+Vf99/XxMEwbnjVg6+/P7pr7x+zuljG++d/MLM6oyuu3576VjWpDkrjh55+G4/SBiG37v49Lse+efMLb2j+LarLFVn5N/3bvDqsqdu+OKYvLxO/fr0CuZt323YGOtZUlJSUFBgswYAaE/a21H2E44cEg+jt5esCoLg7PEnzvn1OXN+fc53xvTMywoGDugXBEFeVtTQ60EQLF1b+tlPdG08K8tJwwqmvL6i4d+NR7JT6XTsvQk2Jx22bdLLoAMHDu8ZX7m+dPv+wLy3HloU3+3bi6fqRh3Ss42fJTMz85oJZ9550UGndF6dlapqXL4oPfCKvyy+5vfP3jlpXrP9gTDzp4/MrqystFkDAEj2D6/RJxxzxYk9fvbo/Kqqqu7du33iyMOPOuKwWUvLrjttQMPU83iT+e0De3f9v7mb165b13Bz1rulow/rFwRBp+yMWXPmBkGQTqdfW1nVs1tewwqvLty25oqVqxZsTA3ovW2ueSKRuH1GWV28027eXJS+4vDU2NHH79En6ta16zcvOnPi5UeN77o2lt429SUdy9yQ0WdleECLlYvi/e78+ws2awCA9qQdnpf9tzde8f1f3jvsS785vG9uEATLSmrHDu/xn1dPaLg33mQnZcK54+ct33Da9fcN6JZVWpk4amD+lRPOC4Lgq6eNmPCLyYMLXqhLpg8tzDn9lG2R/fbaylOv+Hl+h4w1m+uuH1/46TGjGpY//a+ZNe/9VHQXvX5mrw1jTjpt7z5Udnb2FV844/gFi554ecnC+t7JWM7O1pxT02/BoiXDhw6xcQMAtA/t87zsQRCk0+l5by2Ix2NDhwzOyto2F7yurq6ysmrHKyuVlm7q0iU/I6PJyRmjaPPmsqyszLy8bYfYe5118x1XHnvOp0/dWFLSs6AgMzOzceVr73hmXbz/Lt5MLJ34xpGpk0845gP5aPPeXvDraZtqM/J3tsKxuSuvv+RsGzcAQPvQbq9+GovFRh4xosXC7Ozs7OzsHVfu0aPlMfIwDFu9ZmpmZmbfPn2aLtlSXl4U9tr1mxnVef3JJ3xg1zk6YsTw3w2o+N//m/5qVb8obGUC/bKtObZsAID2U7aG4P2oq6u75a8vpmNZrd8dRb1T674woPQbF57+wb5ufufO11581g9PzDosY2WHZFmLe0vjPSc9/6JvBwCgfWi3E2M+cEXFxV3y83Nzc5su3PW1k4bHVt505b99gkoURb+5/+lZNc1+ijo0tvInV5obAwDQHjjK3laFvXu36PVkMjljY97O1u+S3HDNZ0/cF3tdYXj9JWddfURtQXJ9w5J4uu4znxjgKwMAaB8cZd97z01/+e6FrZzYMS9ZesGwzHEnHdv4s9d9pnTTpqqq6vz8zl3y831BAADtQ4Yh2GuvvlsaBC2TPSdZftO5h/Tv13e/vKUe3bv36N7dVwMAINkJgiBYV5vTYvw6JLf87IKD+xQWGhwAACT7frZoydKyeM/Gm2GUOjBce9nph+p1AAAk+4fCs7MWRuG2k7Rkpaq+d3KXw0ecZVgAAJDsHxYDCzq9UV4RD1IHZJd/4dRhww452JgAAPDv4IwxAADwoea87AAAINkBAADJDgAAkh0AAJDsAAAAAADwUeEkjwAA8KFmYgwAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdkMAAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJLshAAAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAN/Mza4AABMGSURBVJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJLdEAAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJbggAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAP+/3To0AgCAQSB23X9oOgGyV5NYHOoBJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMnuAgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZXQAAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAODAuAACAd0natIm+psUidh/PAAAAAElFTkSuQmCC" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">14</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff8 fs0 fc0 sc0 ls0 ws0">Attica Group’s Vision<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x14 hb y23c ff6 fs0 fc0 sc0 ls0 ws0">“To <span class="_ _1b"> </span>strengthen <span class="_ _1c"> </span>the <span class="_ _1b"> </span>G<span class="_ _1" />roup’s <span class="_ _1c"> </span>leading <span class="_ _1b"> </span>position <span class="_ _1c"> </span>and <span class="_ _1b"> </span>val<span class="_ _1" />ue, <span class="_ _1b"> </span>through <span class="_ _1c"> </span>profitable <span class="_ _1c"> </span>expansion <span class="_ _1b"> </span>in<span class="_ _1" />to <span class="_ _1b"> </span>new <span class="_ _1c"> </span>markets <span class="_ _1b"> </span>a<span class="_ _1" />nd </div><div class="t m0 x14 h3 y23d ff6 fs0 fc0 sc0 ls0 ws0">activities, as well as prov<span class="_ _1" />ide high quality serv<span class="_ _1" />ices which exc<span class="_ _1" />eed market expectat<span class="_ _1" />ions”.<span class="_ _13" /><span class="ff2"> </span></div><div class="t m0 x14 h3 y23e ff2 fs0 fc0 sc0 ls0 ws0">Business Mission<span class="_ _1" /> </div><div class="t m0 x14 h2 y23f ff6 fs0 fc0 sc0 ls0 ws0">“Attica Group <span class="_ _3" />is an <span class="_ _3" />international Shipping Group, <span class="_ _3" />which offers high <span class="_ _3" />quality shipping services <span class="_ _3" />with inno<span class="_ _1" /><span class="ff1">vat<span class="_ _1" />ive <span class="_ _3" />and<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y240 ff6 fs0 fc0 sc0 ls0 ws0">aesthetic vessels”.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y241 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span><span class="ff6">Group’s  activities <span class="_ _23"> </span>g<span class="_ _1" />enerate  added <span class="_ _23"> </span>v<span class="_ _1" />alue <span class="_ _24"> </span>for <span class="_ _24"> </span>s<span class="_ _1" />hareholders  and <span class="_ _23"> </span>empl<span class="_ _1" />oyees, <span class="_ _24"> </span>reduce<span class="_ _1" /> <span class="_ _24"> </span>where <span class="_ _24"> </span>feasib<span class="_ _1" />le <span class="_ _24"> </span>its </span></div><div class="t m0 x14 h2 y242 ff6 fs0 fc0 sc0 ls0 ws0">environmental footpri<span class="_ _1" />nt and operate for <span class="_ _1" />the partners’ an<span class="_ _1" />d local co<span class="_ _1" />mmunities’ bene<span class="_ _1" />fit”.<span class="ff1"> </span></div><div class="t m0 x14 h3 y243 ff2 fs0 fc0 sc0 ls0 ws0">Strategic Development K<span class="_ _1" />eystones<span class="_ _1" /> </div><div class="t m0 x14 h2 y244 ff1 fs0 fc0 sc0 ls0 ws0">The Group has defined<span class="_ _1" /> the following str<span class="_ _1" />ateg<span class="_ _1" />ic development direction<span class="_ _1" /><span class="lsb">s:</span> </div><div class="t m0 x14 h2 y245 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _2a"> </span>To be t<span class="_ _1" />he first choice of <span class="_ _1" />the customer<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y246 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _2a"> </span>To prov<span class="_ _1" />ide reliable services<span class="_ _1" /> and to constantly impr<span class="_ _1" />ov<span class="_ _1" />e the quality of its pr<span class="_ _1" />oduct, </span></div><div class="t m0 x14 h2 y247 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _2a"> </span>To <span class="_ _1" />establish <span class="_ _1" />relationsh<span class="_ _1" />ips o<span class="_ _1" />f good <span class="_ _1" />faith <span class="_ _1" />and <span class="_ _1" />long<span class="_ _1" />-term <span class="_ _1" />c<span class="_ _1" />ooperation <span class="_ _1" />with <span class="_ _1" />the c<span class="_ _1" />ustomers, <span class="_ _1" />as<span class="_ _1" />sociates <span class="_ _1" />and <span class="_ _1" />local </span></div><div class="t m0 x30 h2 y19 ff1 fs0 fc0 sc0 ls0 ws0">communities,<span class="_ _1" /> </div><div class="t m0 x14 h2 y248 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _2a"> </span>To responsibly manage <span class="_ _3" />the Group's <span class="_ _b" />r<span class="_ _1" />esources, actively <span class="_ _3" />participating in <span class="_ _3" />its <span class="_ _3" />healthy, sustainable <span class="_ _3" />and profitable </span></div><div class="t m0 x30 h2 y249 ff1 fs0 fc0 sc0 ls0 ws0">growth to the benefit <span class="_ _1" />of shareholders and soc<span class="_ _1" />ial partners.<span class="_ _1" /> </div><div class="t m0 x30 h2 y24a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1f ff2 fs0 fc0 sc0 ls0 ws0">ESG <span class="ff8">–</span> <span class="ls13">En<span class="_ _1" /></span>vironmental, Social Gov<span class="_ _1" />ernance<span class="_ _1" /> </div><div class="t m0 x14 h2 y24b ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _3" />core <span class="_ _3" />commitment is <span class="_ _b" />to operate <span class="_ _b" />respo<span class="_ _1" />nsibly <span class="_ _3" />and <span class="_ _3" />facilitate <span class="_ _3" />harmonious collaborations <span class="_ _b" />w<span class="_ _1" />ith <span class="_ _3" />our <span class="_ _3" />Social P<span class="_ _3" />artners </div><div class="t m0 x14 h9 y24c ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _13" />ensure <span class="_ _13" />generat<span class="_ _1" />ing <span class="_ _13" />mutual <span class="_ _13" />long<span class="_ _1" />-term <span class="_ _13" />val<span class="_ _1" />ue.<span class="ff7 fs1"> <span class="_ _13" /></span>In <span class="_ _13" />this <span class="_ _13" />context,<span class="_ _1" /> <span class="_ _13" />we <span class="_ _13" />have <span class="_ _13" />develope<span class="_ _1" />d <span class="_ _13" />a <span class="_ _13" />Sustainab<span class="_ _1" />le <span class="_ _13" />Development </div><div class="t m0 x14 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">Policy <span class="_ _22"> </span>that <span class="_ _21"> </span>describes <span class="_ _21"> </span>our <span class="_ _22"> </span>principl<span class="_ _1" />es <span class="_ _22"> </span>regarding<span class="_ _1" /> <span class="_ _21"> </span>su<span class="_ _1" />stainable <span class="_ _22"> </span>develop<span class="_ _1" />ment <span class="_ _22"> </span>and <span class="_ _21"> </span>manageme<span class="_ _1" />nt <span class="_ _22"> </span>of <span class="_ _2a"> </span>Social, </div><div class="t m0 x14 h2 y115 ff1 fs0 fc0 sc0 ls0 ws0">Environmental <span class="_ _1" />and <span class="_ _1" />Govern<span class="_ _1" />ance <span class="_ _1" />issues <span class="_ _1" />(ESG) <span class="_ _1" />in <span class="_ _1" />3 ma<span class="_ _1" />in <span class="_ _1" />Dimensions <span class="_ _1" />(Governance, <span class="_ _1" />Social, <span class="_ _1" />Environm<span class="_ _1" />ental) <span class="_ _1" />and </div><div class="t m0 x14 h3 y116 ff1 fs0 fc0 sc0 ls0 ws0">5 Areas (Administr<span class="_ _1" />ation, Society, Emp<span class="_ _1" />loyees, Customer<span class="_ _1" />s, Environment).<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x14 h3 y24e ff2 fs0 fc0 sc0 ls0 ws0">Corporate Values<span class="_ _1" /> </div><div class="t m0 x14 h2 y24f ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />Group’s valu<span class="ff1">es arise from <span class="_ _3" />the vision <span class="_ _3" />and principles adopted <span class="_ _3" />by the <span class="_ _3" />Manageme<span class="_ _1" />nt <span class="_ _3" />and constitute the <span class="_ _3" />basis of </span></div><div class="t m0 x14 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">the Group's c<span class="_ _1" />ulture and developme<span class="_ _1" />nt policy. </div><div class="t m0 x14 h3 y251 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2">Innovaiton </span></span></div><div class="t m0 x14 h2 y252 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />encourage<span class="_ _1" /> <span class="_ _1" />and <span class="_ _1" />pro<span class="_ _1" />mote <span class="_ _1" />commun<span class="_ _1" />icating <span class="_ _1" />and <span class="_ _1" />d<span class="_ _1" />eveloping <span class="_ _1" />ne<span class="_ _1" />w <span class="_ _1" />ideas, <span class="_ _13" />suggestions <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />solutions, <span class="_ _13" />in <span class="_ _1" />order <span class="_ _13" />to </div><div class="t m0 x14 h2 y253 ff1 fs0 fc0 sc0 ls0 ws0">continuously improve t<span class="_ _1" />he quality of our product a<span class="_ _1" />nd the efficie<span class="_ _13" />ncy of the Group's operat<span class="_ _1" />ions. </div><div class="t m0 x14 h3 y254 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2">Quality </span></span></div><div class="t m0 x14 h2 y255 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />work <span class="_ _1" />to<span class="_ _1" /> <span class="_ _1" />provide<span class="_ _1" /> <span class="_ _1" />high <span class="_ _1" />q<span class="_ _1" />uality <span class="_ _1" />services, <span class="_ _1" />w<span class="_ _1" />hile <span class="_ _1" />ensur<span class="_ _1" />ing <span class="_ _1" />custo<span class="_ _1" />mer <span class="_ _1" />satisfact<span class="_ _1" />ion, <span class="_ _1" />sus<span class="_ _1" />tainability <span class="_ _1" />a<span class="_ _3e" />nd <span class="_ _1" />the <span class="_ _13" />future <span class="_ _1" />of </div><div class="t m0 x14 h2 y256 ff1 fs0 fc0 sc0 ls0 ws0">our employees.<span class="_ _1" /> </div><div class="t m0 x14 h2 y257 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">15</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2">Reliability </span></span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _3" />build l<span class="_ _3" />ong-term<span class="_ _1" /> <span class="_ _3" />relationships <span class="_ _3" />of <span class="_ _3" />confidence<span class="_ _1" /> <span class="_ _b" />wi<span class="_ _1" />th <span class="_ _3" />our pa<span class="_ _3" />ssengers and <span class="_ _3" />employees, consistently <span class="_ _3" />de<span class="_ _13" />livering <span class="_ _3" />high </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">quality services.<span class="_ _1" /> </div><div class="t m0 x14 h3 y25a ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2">Transparency<span class="_ _1" /></span> </span></div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">We create open a<span class="_ _1" />nd on-goi<span class="_ _1" />ng communicatio<span class="_ _1" />n frameworks at all <span class="_ _1" />levels of the Grou<span class="_ _1" />p, making our i<span class="_ _1" />ncentives and<span class="_ _1" /> </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">choices clear. We pr<span class="_ _1" />ovide comp<span class="_ _1" />lete and accurate i<span class="_ _1" />nformation to our as<span class="_ _1" />soc<span class="_ _1" />iates and Social Partners<span class="_ _1" />. </div><div class="t m0 x14 h3 y25d ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2">Integrity </span></span></div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0">W<span class="_ _3" />e <span class="_ _b" />b<span class="_ _3" />eh<span class="_ _b" />av<span class="_ _b" />e <span class="_ _b" />wi<span class="_ _3" />t<span class="_ _3" />h <span class="_ _b" />i<span class="_ _3" />nt<span class="_ _b" />eg<span class="_ _b" />ri<span class="_ _3" />t<span class="_ _b" />y <span class="_ _b" />an<span class="_ _3" />d <span class="_ _b" />ho<span class="_ _b" />ne<span class="_ _b" />st<span class="_ _b" />y i<span class="_ _b" />n <span class="_ _b" />al<span class="_ _b" />l <span class="_ _b" />as<span class="_ _3" />p<span class="_ _3" />e<span class="_ _3" />c<span class="_ _3" />t<span class="_ _3" />s<span class="_ _3" /> <span class="_ _3" />o<span class="_ _3" />f <span class="_ _b" />ou<span class="_ _b" />r <span class="_ _b" />bu<span class="_ _b" />si<span class="_ _3" />n<span class="_ _3" />e<span class="_ _3" />s<span class="_ _3" />s<span class="_ _3" /> <span class="_ _3" />a<span class="_ _3" />c<span class="_ _3" />co<span class="_ _b" />rd<span class="_ _3" />i<span class="_ _3" />n<span class="_ _b" />g <span class="_ _3" />t<span class="_ _3" />o<span class="_ _3" /> <span class="_ _3" />o<span class="_ _3" />u<span class="_ _b" />r e<span class="_ _b" />th<span class="_ _b" />i<span class="_ _3" />ca<span class="_ _b" />l <span class="_ _b" />st<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />d<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />d<span class="_ _3" />s.<span class="_ _b" /> </div><div class="t m0 x14 h3 y25f ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _38"> </span><span class="ff2">Responsibilit<span class="_ _1" />y </span></span></div><div class="t m0 x14 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">We operate <span class="_ _1" />resp<span class="_ _1" />onsibly <span class="_ _1" />and fac<span class="_ _1" />ilitate <span class="_ _1" />har<span class="_ _1" />monious c<span class="_ _1" />ollaborations <span class="_ _1" />with <span class="_ _1" />our <span class="_ _1" />Social <span class="_ _1" />Partners<span class="_ _1" /> to <span class="_ _1" />ensure <span class="_ _1" />gen<span class="_ _1" />erati<span class="_ _1" />ng </div><div class="t m0 x14 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">mutual long-term va<span class="_ _1" />lue. </div><div class="t m0 x14 h3 y262 ff2 fs0 fc0 sc0 ls0 ws0">Our Group contributes to <span class="_ _1" />economic growth<span class="_ _13" /> </div><div class="t m0 x14 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _3e" />business<span class="_ _1" /> <span class="_ _3e" />operations <span class="_ _3e" />e<span class="_ _1" />nsure <span class="_ _3e" />creation <span class="_ _1a" />of <span class="_ _3e" />signif<span class="_ _1" />icant <span class="_ _3e" />economic <span class="_ _3e" />v<span class="_ _1" />alue <span class="_ _3e" />for <span class="_ _1a" />our <span class="_ _3e" />S<span class="_ _1" />ocial <span class="_ _3e" />Partners, <span class="_ _1a" />mainly <span class="_ _3e" />in <span class="_ _1a" />the </div><div class="t m0 x14 h2 y264 ff1 fs0 fc0 sc0 ls0 ws0">form <span class="_ _26"> </span>of <span class="_ _2e"> </span>purchas<span class="_ _1" />es <span class="_ _26"> </span>(from <span class="_ _26"> </span>our <span class="_ _2e"> </span>suppliers)<span class="_ _1" />, <span class="_ _26"> </span>commissions <span class="_ _26"> </span>(to <span class="_ _2e"> </span>our <span class="_ _26"> </span>agents), <span class="_ _26"> </span>wages, <span class="_ _26"> </span>benefits <span class="_ _2e"> </span>an<span class="_ _1" />d <span class="_ _26"> </span>insurance </div><div class="t m0 x14 h2 y265 ff1 fs0 fc0 sc0 ls0 ws0">contributions <span class="_ _3" />(to <span class="_ _3" />employees)<span class="_ _1" />, <span class="_ _b" />taxes<span class="_ _1" /> <span class="_ _b" />(<span class="_ _1" />to <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />s<span class="_ _1" />tate) <span class="_ _3" />and <span class="_ _3" />investments, while <span class="_ _3" />at <span class="_ _b" />the same <span class="_ _b" />ti<span class="_ _1" />me <span class="_ _b" />w<span class="_ _1" />e <span class="_ _3" />transport <span class="_ _3" />essential </div><div class="t m0 x14 h2 y266 ff1 fs0 fc0 sc0 ls0 ws0">goods and food to the <span class="_ _1" />islands in order to<span class="_ _1" /> develop the<span class="_ _1" />ir economy <span class="_ _1" />and their tourist <span class="_ _1" />product.<span class="_ _1" /> </div><div class="t m0 x14 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">I<span class="_ _3" />t<span class="_ _3" /> <span class="_ _13" />i<span class="_ _b" />s <span class="_ _1" />wo<span class="_ _b" />rt<span class="_ _b" />h <span class="_ _1" />no<span class="_ _b" />ti<span class="_ _3" />n<span class="_ _3" />g<span class="_ _b" /> <span class="_ _13" />th<span class="_ _b" />at<span class="_ _b" /> <span class="_ _13" />th<span class="_ _3" />i<span class="_ _b" />s <span class="_ _1" />ec<span class="_ _b" />on<span class="_ _3" />o<span class="_ _b" />mi<span class="_ _3" />c<span class="_ _3" /> <span class="_ _1" />ac<span class="_ _3" />t<span class="_ _3" />i<span class="_ _b" />vit<span class="_ _b" />y<span class="_ _3" />, as<span class="_ _3" /> <span class="_ _1" />we<span class="_ _3" />l<span class="_ _3" />l<span class="_ _b" /> <span class="_ _13" />as<span class="_ _b" /> <span class="_ _13" />ot<span class="_ _b" />he<span class="_ _b" />r <span class="_ _1" />ac<span class="_ _b" />ti<span class="_ _3" />o<span class="_ _3" />n<span class="_ _3" />s<span class="_ _3" /> <span class="_ _1" />an<span class="_ _3" />d<span class="_ _b" /> <span class="_ _13" />co<span class="_ _b" />rp<span class="_ _3" />o<span class="_ _b" />rat<span class="_ _b" />e res<span class="_ _b" />po<span class="_ _b" />ns<span class="_ _b" />ib<span class="_ _3" />i<span class="_ _3" />l<span class="_ _3" />i<span class="_ _b" />ty<span class="_ _3" /> <span class="_ _1" />pr<span class="_ _3" />o<span class="_ _3" />g<span class="_ _b" />ram<span class="_ _b" />s<span class="_ _3" /> <span class="_ _13" />f<span class="_ _3" />o<span class="_ _3" />l<span class="_ _3" />l<span class="_ _3" />o<span class="_ _3" />w<span class="_ _3" />e<span class="_ _3" />d,<span class="_ _b" /> </div><div class="t m0 x14 h2 y268 ff6 fs0 fc0 sc0 ls0 ws0">i<span class="_ _3" />n<span class="_ _3" />di<span class="_ _b" />re<span class="_ _b" />ct<span class="_ _b" />ly<span class="_ _b" /> <span class="_ _12" />con<span class="_ _b" />tr<span class="_ _b" />ib<span class="_ _3" />u<span class="_ _b" />te<span class="_ _3" /> <span class="_ _12" />to<span class="_ _b" /> <span class="_ _12" />me<span class="_ _3" />e<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _12" />17<span class="_ _b" /> <span class="_ _b" />Su<span class="_ _b" />st<span class="_ _b" />ai<span class="_ _3" />n<span class="_ _3" />ab<span class="_ _b" />l<span class="_ _3" />e<span class="_ _3" /> <span class="_ _12" />De<span class="_ _b" />ve<span class="_ _3" />l<span class="_ _3" />o<span class="_ _3" />p<span class="_ _3" />me<span class="_ _b" />nt<span class="_ _b" /> <span class="_ _12" />Go<span class="_ _3" />al<span class="_ _b" />s <span class="_ _12" />(<span class="_ _3" />S<span class="_ _3" />D<span class="_ _b" />G’<span class="_ _3" />s<span class="_ _3" />)<span class="_ _3" /> <span class="_ _12" />of<span class="_ _b" /> <span class="_ _b" />t<span class="_ _3" />he<span class="_ _b" /> <span class="_ _12" />Un<span class="_ _3" />i<span class="_ _3" />t<span class="_ _b" />ed<span class="_ _b" /> <span class="_ _b" />Na<span class="_ _b" />ti<span class="_ _b" />on<span class="_ _b" />s <span class="_ _12" />f<span class="ff1">o<span class="_ _b" />r <span class="_ _12" />20<span class="_ _b" />30<span class="_ _b" />, <span class="_ _12" />a<span class="_ _3" />s <span class="_ _12" />p<span class="_ _b" />re<span class="_ _b" />sen<span class="_ _b" />te<span class="_ _b" />d </span></div><div class="t m0 x14 h2 y269 ff1 fs0 fc0 sc0 ls0 ws0">i<span class="_ _3" />n<span class="_ _3" /> <span class="_ _3" />t<span class="_ _3" />h<span class="_ _3" />e <span class="_ _b" />re<span class="_ _b" />le<span class="_ _b" />va<span class="_ _b" />nt<span class="_ _3" /> <span class="_ _b" />se<span class="_ _3" />ct<span class="_ _b" />io<span class="_ _b" />n <span class="_ _b" />of<span class="_ _b" /> t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />rel<span class="_ _b" />a<span class="_ _3" />ti<span class="_ _b" />ve<span class="_ _b" /> u<span class="_ _3" />n<span class="_ _3" />i<span class="_ _b" />t <span class="_ _3" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />t<span class="_ _3" />he<span class="_ _b" /> R<span class="_ _b" />es<span class="_ _b" />po<span class="_ _b" />nsi<span class="_ _b" />bi<span class="_ _b" />li<span class="_ _b" />ty<span class="_ _b" /> R<span class="_ _3" />e<span class="_ _3" />po<span class="_ _b" />rt<span class="_ _b" />, <span class="_ _b" />is<span class="_ _b" />su<span class="_ _3" />e<span class="_ _3" />d<span class="_ _b" /> b<span class="_ _3" />y <span class="_ _b" />th<span class="_ _3" />e<span class="_ _b" /> C<span class="_ _3" />o<span class="_ _3" />mp<span class="_ _b" />an<span class="_ _b" />y <span class="_ _b" />on<span class="_ _3" /> <span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />n<span class="_ _3" />u<span class="_ _3" />al<span class="_ _b" /> <span class="_ _3" />b<span class="_ _3" />as<span class="_ _b" />is<span class="_ _b" />. </div><div class="t m0 x14 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> t<span class="_ _b" />abl<span class="_ _3" />e,<span class="_ _b" /> re<span class="_ _b" />cord<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _b" /> di<span class="_ _3" />s<span class="_ _3" />tr<span class="_ _3" />ib<span class="_ _3" />u<span class="_ _3" />ti<span class="_ _3" />o<span class="_ _3" />n o<span class="_ _b" />f <span class="_ _3" />th<span class="_ _3" />e <span class="_ _b" />Fin<span class="_ _3" />an<span class="_ _b" />cia<span class="_ _3" />l <span class="_ _3" />V<span class="_ _3" />al<span class="_ _3" />ue<span class="_ _b" /> to<span class="_ _3" /> o<span class="_ _b" />ur <span class="_ _3" />So<span class="_ _b" />cia<span class="_ _3" />l<span class="_ _3" /> P<span class="_ _3" />ar<span class="_ _3" />t<span class="_ _3" />ne<span class="_ _b" />rs <span class="_ _3" />in<span class="_ _3" /> <span class="_ _3" />202<span class="_ _b" />1 is<span class="_ _3" /> <span class="_ _3" />p<span class="_ _3" />re<span class="_ _3" />se<span class="_ _3" />nt<span class="_ _b" />ed <span class="_ _3" />be<span class="_ _3" />lo<span class="_ _b" />w a<span class="_ _b" />s f<span class="_ _3" />ol<span class="_ _3" />l<span class="_ _3" />ow<span class="_ _3" />s:<span class="_ _b" /> </div><div class="t m0 x31 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y26b ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y26c w14 h1c"><div class="t m0 x1f h3 y26d ff2 fs0 fc0 sc0 ls0 ws0">Social Partners  <span class="_ _1" /> </div></div><div class="c x32 y26c w15 h1c"><div class="t m0 x33 h3 y26e ff2 fs0 fc0 sc0 ls0 ws0">Amounts  </div><div class="t m0 x34 h3 y26f ff2 fs0 fc0 sc0 ls0 ws0">(in mln Euro) <span class="_ _1" /> </div></div><div class="c x14 y270 w14 h1d"><div class="t m0 x1f h2 y271 ff1 fs0 fc0 sc0 ls0 ws0">State (Taxes) </div></div><div class="c x32 y270 w15 h1d"><div class="t m0 x11 h3 y271 ff1 fs0 fc0 sc0 ls2 ws0">56<span class="ls0">.8<span class="ff2"> </span></span></div></div><div class="c x14 y272 w14 h15"><div class="t m0 x1f h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">Capital Providers<span class="_ _1" /> </div></div><div class="c x32 y272 w15 h15"><div class="t m0 x11 h3 y213 ff1 fs0 fc0 sc0 ls2 ws0">19<span class="ls0">.2<span class="ff2"> </span></span></div></div><div class="c x14 y273 w14 h17"><div class="t m0 x1f h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">Suppliers </div></div><div class="c x32 y273 w15 h17"><div class="t m0 xf h3 y217 ff1 fs0 fc0 sc0 ls2 ws0">194<span class="ls0">.0<span class="ff2"> </span></span></div></div><div class="c x14 y274 w14 h15"><div class="t m0 x1f h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">Society  </div></div><div class="c x32 y274 w15 h15"><div class="t m0 x35 h3 y213 ff1 fs0 fc0 sc0 ls0 ws0">1.6<span class="ff2"> </span></div></div><div class="c x14 y275 w14 h15"><div class="t m0 x1f h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">Investments </div></div><div class="c x32 y275 w15 h15"><div class="t m0 x11 h3 y213 ff1 fs0 fc0 sc0 ls2 ws0">47<span class="ls0">.9<span class="ff2"> </span></span></div></div><div class="c x14 y276 w14 h17"><div class="t m0 x1f h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">Employees  </div></div><div class="c x32 y276 w15 h17"><div class="t m0 x11 h3 y217 ff1 fs0 fc0 sc0 ls2 ws0">87<span class="ls0">.3<span class="ff2"> </span></span></div></div><div class="c x14 y277 w14 h1e"><div class="t m0 x1f h2 y278 ff1 fs0 fc0 sc0 ls0 ws0">Agents </div></div><div class="c x32 y277 w15 h1e"><div class="t m0 x11 h3 y278 ff1 fs0 fc0 sc0 ls2 ws0">19<span class="ls0">.2<span class="ff2"> </span></span></div></div><div class="c x14 y279 w14 h15"><div class="t m0 x1f h3 y213 ff2 fs0 fc0 sc0 ls0 ws0">TOTAL DISTRIBUTED FI<span class="_ _1" />NANCIAL <span class="_ _1" />VALUE  <span class="_ _1" /> </div></div><div class="c x32 y279 w15 h15"><div class="t m0 xf h3 y213 ff2 fs0 fc0 sc0 ls2 ws0">426<span class="ls0">.0 </span></div></div></div><div class="pi" /></div>
<div id="pf10" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc10 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">16</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">Organizational Structure<span class="_ _1" /> </div><div class="t m0 x14 hb y23c ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _26"> </span>Group’s <span class="_ _36"> </span>structure <span class="_ _26"> </span>c<span class="_ _1" />ontains <span class="_ _26"> </span>four <span class="_ _26"> </span>(4) <span class="_ _36"> </span>Chief <span class="_ _36"> </span>Executive <span class="_ _26"> </span>Depart<span class="_ _1" />ments <span class="_ _26"> </span>(Mar<span class="_ _1" />itime <span class="_ _26"> </span>Operations, <span class="_ _36"> </span>Financia<span class="_ _1" />l </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">Operations, Commerc<span class="_ _1" />ial Operations and <span class="_ _1" />Manage<span class="_ _1" />ment &amp; Transfor<span class="_ _1" />mation<span class="ls5">).</span> </div><div class="t m0 x14 h2 y23e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>Chief <span class="_ _23"> </span>Exec<span class="_ _1" />utive <span class="_ _23"> </span>Marit<span class="_ _1" />ime <span class="_ _23"> </span>Operations <span class="_ _24"> </span>Department <span class="_ _23"> </span>is <span class="_ _24"> </span>supported <span class="_ _24"> </span>by <span class="_ _23"> </span>the <span class="_ _24"> </span>Safety, <span class="_ _23"> </span>Qua<span class="_ _1" />lity <span class="_ _23"> </span>&amp;<span class="_ _13" /> <span class="_ _23"> </span>Environme<span class="_ _1" />nt </div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">department, <span class="_ _23"> </span>the <span class="_ _1c"> </span>M<span class="_ _1" />arine <span class="_ _1c"> </span>d<span class="_ _1" />epartment, <span class="_ _23"> </span>the <span class="_ _1c"> </span>T<span class="_ _1" />echnical <span class="_ _23"> </span>Support <span class="_ _23"> </span>department, <span class="_ _23"> </span>the <span class="_ _23"> </span>Electrical <span class="_ _1c"> </span>/ <span class="_ _23"> </span>Electronic <span class="_ _23"> </span>Support </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">department and the Crew<span class="_ _1" /> Department<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27c ff1 fs0 fc0 sc0 ls0 ws0"> The Chief <span class="_ _1" />Executive F<span class="_ _1" />inancial Depart<span class="_ _1" />ment is <span class="_ _1" />supported <span class="_ _1" />by the F<span class="_ _1" />inancial serv<span class="_ _1" />ices &amp; <span class="_ _1" />Accounts <span class="_ _1" />Department<span class="_ _13" />, t<span class="_ _1" />he </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">Financial Department, <span class="_ _1" />the Supply Department<span class="_ _1" /> and the IT and<span class="_ _1" /> Telecommunicati<span class="_ _1" />ons Department.<span class="_ _13" /> </div><div class="t m0 x14 h2 y27e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Chief <span class="_ _1b" />Executive <span class="_ _1b" />Com<span class="_ _1" />mercial <span class="_ _1b" />Department <span class="_ _1b" />is <span class="_ _1b" />supported <span class="_ _1b" />by <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />Hotel <span class="_ _1b" />Customer <span class="_ _1b" />Service <span class="_ _1b" />D<span class="_ _1" />epartment, <span class="_ _1b" />the </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">Marketing Department<span class="_ _1" /> and the Comm<span class="_ _1" />ercial Departmen<span class="_ _1" />t. </div><div class="t m0 x14 h2 y280 ff1 fs0 fc0 sc0 ls0 ws0">The  Chief  Executive  Managem<span class="_ _1" />ent  &amp;  Transformatio<span class="_ _1" />n  department  is  supported  by  the  Human  Resourc<span class="_ _1" />es </div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">Department, C<span class="_ _1" />orporate G<span class="_ _1" />overnance <span class="_ _1" />&amp; Reg<span class="_ _1" />ulatory C<span class="_ _1" />ompliance <span class="_ _1" />Department<span class="_ _1" /> and <span class="_ _1" />Organizat<span class="_ _1" />ional Transfor<span class="_ _1" />matio<span class="_ _13" /><span class="ls10">n </span></div><div class="t m0 x14 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">&amp; Risk Management<span class="_ _1" /> Department.<span class="_ _1" /> </div><div class="t m0 x14 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">In addition to the<span class="_ _1" /> above Chi<span class="_ _1" />ef Execu<span class="_ _1" />tive Departments,<span class="_ _1" /> the Group's<span class="_ _1" /> operations are<span class="_ _1" /> also support<span class="_ _1" />ed by the Leg<span class="_ _1" />al, </div><div class="t m0 x14 h2 y283 ff1 fs0 fc0 sc0 ls0 ws0">Insurance <span class="_ _3e" />&amp; <span class="_ _1a" />Corporate <span class="_ _3e" />Iss<span class="_ _1" />ues <span class="_ _3e" />Departme<span class="_ _1" />nt, <span class="_ _3e" />the <span class="_ _3e" />Int<span class="_ _1" />ernal <span class="_ _3e" />Audit <span class="_ _3e" />De<span class="_ _1" />partment <span class="_ _1a" />and <span class="_ _3e" />the <span class="_ _1a" />Strategic <span class="_ _3e" />Plann<span class="_ _1" />ing <span class="_ _3e" />&amp; <span class="_ _3e" />Ne<span class="_ _1" />w </div><div class="t m0 x14 h2 y284 ff1 fs0 fc0 sc0 ls0 ws0">Business Development<span class="_ _1" /> Office.<span class="_ _1" /> </div><div class="t m0 x14 h3 y24a ff8 fs0 fc7 sc0 ls0 ws0">Β<span class="ff2">. FINANCIAL DEV<span class="_ _1" />ELOPMENTS AND<span class="_ _1" /> PERFORMANCE DU<span class="_ _1" />RING <span class="_ _1" />2021, PROS<span class="_ _1" />PECTS FOR TH<span class="_ _1" />E FUTURE </span></div><div class="t m0 x14 h3 y1f ff2 fs0 fc7 sc0 ls0 ws0">AND RISK MANAGE<span class="_ _1" />MENT<span class="_ _1" /><span class="fc8"> </span></div><div class="t m0 x14 h1f y285 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y286 ff2 fs0 fc0 sc0 ls2 ws0">1.<span class="ls0"> <span class="_ _2c"> </span>ACTIVITI<span class="_ _1" />ES REVIEW<span class="ff1"> </span></span></div><div class="t m0 x36 h2 y287 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y288 ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _13" />G<span class="_ _1" />roup<span class="ff6 ls6">’s<span class="_ _1" /></span> <span class="_ _13" />turn<span class="_ _1" />over <span class="_ _3e" />in <span class="_ _3e" />2021 <span class="_ _3e" />continue<span class="_ _1" />d <span class="_ _3e" />to <span class="_ _3e" />be <span class="_ _3e" />adve<span class="_ _1" />rsely <span class="_ _3e" />affected, <span class="_ _13" />f<span class="_ _1" />or <span class="_ _3e" />the <span class="_ _3e" />second <span class="_ _3e" />conse<span class="_ _1" />quitive <span class="_ _3e" />year, <span class="_ _3e" />by <span class="_ _3e" />the </div><div class="t m0 x14 h2 y289 ff1 fs0 fc0 sc0 ls0 ws0">Covid-19 pand<span class="_ _1" />emic and the<span class="_ _1" /> restrictions on<span class="_ _1" /> the movement <span class="_ _1" />of pass<span class="_ _1" />engers and veh<span class="_ _1" />icles as well as t<span class="_ _1" />he imposition </div><div class="t m0 x14 h2 y28a ff1 fs0 fc0 sc0 ls0 ws0">of a reduced passen<span class="_ _1" />ger capacity<span class="_ _1" /> protocol on boar<span class="_ _1" />d of the vessels<span class="_ _1" />. </div><div class="t m0 x14 h2 y28b ff1 fs0 fc0 sc0 ls0 ws0">Traffic <span class="_ _1b" />v<span class="_ _1" />olumes <span class="_ _1c"> </span>i<span class="_ _1" />n <span class="_ _1c"> </span>2021 <span class="_ _1c"> </span>are <span class="_ _1c"> </span>lower<span class="_ _1" /> <span class="_ _1c" />than <span class="_ _1c"> </span>those <span class="_ _1c"> </span>record<span class="_ _1" />ed <span class="_ _1c"> </span>in <span class="_ _23"> </span>the <span class="_ _1c"> </span>pre-CO<span class="_ _1" />VID-19 <span class="_ _1c"> </span>period.<span class="_ _1" /> <span class="_ _1b" />H<span class="_ _1" />owever, <span class="_ _1c"> </span>desp<span class="_ _1" />ite <span class="_ _1b" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y28c ff1 fs0 fc0 sc0 ls0 ws0">increased <span class="_ _3e" />restrictive <span class="_ _3e" />measures<span class="_ _1" /> <span class="_ _13" />im<span class="_ _1" />posed <span class="_ _13" />on<span class="_ _1" /> <span class="_ _13" />p<span class="_ _1" />assenger <span class="_ _3e" />traffic, <span class="_ _3e" />especial<span class="_ _1" />ly <span class="_ _13" />dur<span class="_ _1" />ing <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />f<span class="_ _1" />irst <span class="_ _13" />four<span class="_ _1" /> <span class="_ _13" />mo<span class="_ _1" />nths <span class="_ _3e" />of <span class="_ _3e" />2021,<span class="_ _1" /> </div><div class="t m0 x14 h2 y28d ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _3" />the <span class="_ _3" />delay<span class="ls10">ed</span> <span class="_ _b" />to<span class="_ _1" />urist <span class="_ _3" />traffic resumption, <span class="_ _3" />passenger traffic <span class="_ _3" />increased <span class="_ _3" />compared to <span class="_ _b" />2020, marking <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />beginnin<span class="_ _1" />g </div><div class="t m0 x14 h2 y236 ff1 fs0 fc0 sc0 ls0 ws0">of the <span class="_ _3" />gradual normalization of the <span class="_ _3" />Group's operations.<span class="_ _1" /> In particular, in 2021, <span class="_ _3" />the Group recorded an increase in </div><div class="t m0 x14 h2 y28e ff1 fs0 fc0 sc0 ls0 ws0">turnover in <span class="_ _1" />both geogra<span class="_ _1" />phical segmen<span class="_ _1" />ts, in w<span class="_ _1" />hich it o<span class="_ _1" />perates, n<span class="_ _1" />amely Gr<span class="_ _1" />eek <span class="_ _13" />domestic <span class="_ _1" />and internat<span class="_ _1" />ional routes<span class="_ _1" />, </div><div class="t m0 x14 h2 y28f ff6 fs0 fc0 sc0 ls0 ws0">in <span class="_ _1" />relation <span class="_ _13" />to <span class="_ _1" />202<span class="_ _1" />0. <span class="_ _1" />Ov<span class="_ _1" />erall, <span class="_ _13" />in <span class="_ _1" />2021, <span class="_ _1" />G<span class="_ _1" />roup’s <span class="_ _1" />turnov<span class="_ _1" />er <span class="_ _1" />inc<span class="_ _1" />reased <span class="_ _1" />by <span class="_ _13" />20% <span class="_ _1" />re<span class="_ _1" />aching <span class="_ _13" />Euro <span class="_ _1" />347.<span class="_ _13" /><span class="ff1">91 <span class="_ _13" />mln <span class="_ _1" />c<span class="_ _1" />ompared </span></div><div class="t m0 x14 h2 y290 ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _3e" />Euro <span class="_ _3e" />290.40 <span class="_ _3e" />m<span class="_ _1" />ln <span class="_ _3e" />in <span class="_ _1a" />2020<span class="ls1">, <span class="_ _1a" /></span>gross <span class="_ _1a" />profit <span class="_ _3e" />also <span class="_ _3e" />incre<span class="_ _1" />ased <span class="_ _3e" />by <span class="_ _3e" />20% <span class="_ _3e" />reach<span class="_ _1" />ing <span class="_ _3e" />Euro <span class="_ _1a" />37.43 <span class="_ _3e" />mln <span class="_ _3e" />c<span class="_ _1" />ompared <span class="_ _3e" />to <span class="_ _3e" />Eu<span class="_ _1" />ro </div><div class="t m0 x14 h2 y291 ff1 fs0 fc0 sc0 ls0 ws0">31.07 mln and <span class="_ _1" />consolidated<span class="_ _1" /> <span class="_ _1" />earnings before <span class="_ _1" />interest, ta<span class="_ _1" />xes, depreciatio<span class="_ _1" />n and amor<span class="_ _1" />tization<span class="_ _1" /> (EBITD<span class="_ _1" />A) increase<span class="_ _1" />d </div><div class="t m0 x14 h2 y292 ff1 fs0 fc0 sc0 ls0 ws0">by 4% reaching Euro 4<span class="_ _1" />1.96 mln c<span class="_ _1" />ompared to Euro <span class="_ _1" />40.39 mln in 2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y293 ff1 fs0 fc0 sc0 ls0 ws0">These r<span class="_ _1" />esults were <span class="_ _1" />achieve<span class="_ _1" />d despit<span class="_ _1" />e the <span class="_ _1" />significant <span class="_ _1" />inc<span class="_ _1" />rease in <span class="_ _1" />fuel <span class="_ _13" />oil <span class="_ _1" />prices, <span class="_ _1" />by <span class="_ _1" />over <span class="_ _1" />32% <span class="_ _1" />compared <span class="_ _1" />to <span class="_ _1" />2020, </div><div class="t m0 x14 h2 y185 ff1 fs0 fc0 sc0 ls0 ws0">which <span class="_ _1a" />resulted <span class="_ _1a" />in <span class="_ _1a" />the <span class="_ _1a" />incre<span class="_ _1" />ase <span class="_ _3e" />of<span class="_ _13" /> <span class="_ _3e" />Group's <span class="_ _1b" />operating <span class="_ _3e" />c<span class="_ _1" />osts <span class="_ _1a" />by <span class="_ _1a" />approxi<span class="_ _1" />mately <span class="_ _1a" />Euro <span class="_ _1a" />31.76<span class="_ _1" /> <span class="_ _3e" />m<span class="_ _1" />ln <span class="_ _3e" />an<span class="_ _1" />d <span class="_ _3e" />des<span class="_ _1" />pite <span class="_ _3e" />t<span class="_ _1" />he </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">17</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">imposition <span class="_ _1c"> </span>of <span class="_ _23"> </span>reduced <span class="_ _1c"> </span>passenger <span class="_ _23"> </span>capac<span class="_ _1" />ity <span class="_ _1c"> </span>protocol <span class="_ _1c"> </span>o<span class="_ _1" />n <span class="_ _1c"> </span>board <span class="_ _23"> </span>of <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1c"> </span>vessels<span class="_ _1" /> <span class="_ _1c"> </span>thr<span class="_ _1" />oughout <span class="_ _1c"> </span>2021<span class="_ _1" /><span class="ls1">, <span class="_ _1c"> </span></span>while <span class="_ _23"> </span>similar </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">restrictions were i<span class="_ _1" />mposed in 20<span class="_ _1" />20 from the end o<span class="_ _1" />f March<span class="_ _1" /> onwards. </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">In 2021, co<span class="_ _1" />nsolidated E<span class="_ _1" />arnings before In<span class="_ _1" />terest and Tax<span class="_ _1" /> (<span class="_ _1" />EBIT) amounte<span class="_ _1" />d to Euro<span class="_ _1" /> 9.47 mln <span class="_ _1" />losses co<span class="_ _1" />mpared to<span class="_ _1" /> </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">losses of Euro <span class="_ _1" />8.53 mln in 2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">Moreover, in <span class="_ _3" />2021, consolidated losses after <span class="_ _3" />tax <span class="_ _3" />stood at Euro 13<span class="_ _3" />.19 mln <span class="_ _3" />compare<span class="_ _1" />d to losses of Euro 49.42 <span class="_ _3" />mln </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _13" />2020. <span class="_ _13" />T<span class="_ _1" />he <span class="_ _13" />improvemen<span class="_ _1" />t <span class="_ _13" />is <span class="_ _13" />mai<span class="_ _1" />nly <span class="_ _13" />due <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />the <span class="_ _13" />profi<span class="_ _1" />t <span class="_ _13" />arising <span class="_ _3e" />from <span class="_ _13" />t<span class="_ _13" /><span class="ff6">he <span class="_ _13" />Company’s<span class="_ _1" /> <span class="_ _13" /></span>fuel <span class="_ _13" />o<span class="_ _1" />il <span class="_ _13" />hedging <span class="_ _13" />a<span class="_ _1" />gainst <span class="_ _13" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">losses incurred in 20<span class="_ _1" />20 (profit of <span class="_ _1" />Euro 12.99 mln.in 20<span class="_ _1" />21 compared to loss 24.<span class="_ _1" />58 mln. in 2020)<span class="_ _1" />. <span class="_ _1" /> </div><div class="t m0 x14 h3 y27d ff2 fs0 fc0 sc0 ls0 ws0">2. THE MARKET<span class="_ _1" />S WHE<span class="ff8">RE THE GRO<span class="_ _1" />UP’S VESSEL<span class="_ _1" />S OPERATE<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y27e ff1 fs0 fc0 sc0 ls0 ws0">Markets </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">In 2021, the Group ves<span class="_ _1" />sels operate w<span class="_ _1" />ithin the f<span class="_ _1" />ollowing geographical<span class="_ _1" /> segments:<span class="_ _1" /> </div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y262 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="ls5">) <span class="_ _b" /><span class="ls0">In <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />internati<span class="_ _1" />onal <span class="_ _b" />mark<span class="_ _1" />ets: <span class="_ _b" />on <span class="_ _3" />the <span class="_ _b" />rout<span class="_ _1" />es <span class="_ _b" />of P<span class="_ _3" />atras<span class="_ _1" /><span class="ff6">–</span>Igoum<span class="_ _1" />enitsa<span class="ff6">–</span>Anco<span class="_ _1" />na <span class="_ _b" />and <span class="_ _3" />Patras-<span class="_ _1" />Igoumenitsa-Bari <span class="_ _3" />with </span></span></div><div class="t m0 x37 h2 y295 ff1 fs0 fc0 sc0 ls0 ws0">an intermediate dest<span class="_ _1" />ination of the port<span class="_ _1" /> of Corfu <span class="_ _1" />during summer mont<span class="_ _1" />hs.<span class="_ _1" /> </div><div class="t m0 x14 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">b) In the Greek m<span class="_ _1" />arket: </div><div class="t m0 x27 h2 y298 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Pira<span class="_ _1" />eus - Cyclades.<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y299 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Pira<span class="_ _1" />eus - Dodecanes<span class="_ _1" />e </span></div><div class="t m0 x27 h2 y29a ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Pira<span class="_ _1" />eus <span class="ff6">–</span> Heraklion, Cr<span class="_ _1" />ete </span></div><div class="t m0 x27 h2 y29b ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Pira<span class="_ _1" />eus <span class="ff6">–</span> Chania, Crete<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y29c ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Pira<span class="_ _1" />eus - North-East <span class="_ _1" />Aegean </span></div><div class="t m0 x27 h2 y29d ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Rafi<span class="_ _1" />na - Cyclades<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y29e ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Saron<span class="_ _1" />ic Gulf </span></div><div class="t m0 x27 h2 y29f ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _27"> </span>Spora<span class="_ _1" />des  </span></div><div class="t m0 x14 h2 y2a0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2a1 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />addition, <span class="_ _1" />o<span class="_ _1" />n <span class="_ _13" />March <span class="_ _13" />6, <span class="_ _1" />20<span class="_ _1" />21, <span class="_ _13" />the <span class="_ _1" />Grou<span class="_ _1" />p <span class="_ _13" />commenced <span class="_ _13" />the <span class="_ _13" />ferry <span class="_ _13" />connection <span class="_ _13" />between <span class="_ _13" />the <span class="_ _13" />port <span class="_ _13" />of <span class="_ _1a" />Thessalonik<span class="_ _1" />i </div><div class="t m0 x14 h2 y2a2 ff1 fs0 fc0 sc0 ls0 ws0">with the North Ae<span class="_ _1" />gean islands and the <span class="_ _1" />Cyclades.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2a3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2a4 ff1 fs0 fc0 sc0 ls0 ws0">Regarding <span class="_ _13" />I<span class="_ _1" />nternational <span class="_ _3e" />Routes, <span class="_ _3e" />as <span class="_ _13" />we<span class="_ _1" />ll <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" />on <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />rou<span class="_ _1" />tes <span class="_ _13" />of <span class="_ _13" />Herak<span class="_ _1" />lion <span class="_ _3e" />and <span class="_ _13" />C<span class="_ _1" />hania, <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Group <span class="_ _3e" />operate<span class="_ _13" />s<span class="_ _1" /> <span class="_ _13" />in <span class="_ _3e" />a </div><div class="t m0 x14 h2 y2a5 ff1 fs0 fc0 sc0 ls0 ws0">Joint venture with th<span class="_ _1" />e vessels of ANEK LIN<span class="_ _1" />ES.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2a6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2a7 ff1 fs0 fc0 sc0 ls0 ws0">Traffic Volumes<span class="_ _1" /> </div><div class="t m0 x14 h2 y2a8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2a9 ff1 fs0 fc0 sc0 ls0 ws0">In 2021, <span class="_ _1" />the <span class="_ _1" />Group's <span class="_ _13" />traffic <span class="_ _1" />volumes <span class="_ _1" />c<span class="_ _1" />ontinued <span class="_ _1" />to b<span class="_ _1" />e a<span class="_ _1" />dversely <span class="_ _1" />affected <span class="_ _1" />by <span class="_ _1" />the <span class="_ _1" />ev<span class="_ _1" />olution <span class="_ _1" />of Cov<span class="_ _1" />id-19 <span class="_ _1" />pande<span class="_ _1" />mic </div><div class="t m0 x14 h2 y2aa ff1 fs0 fc0 sc0 ls0 ws0">and the <span class="_ _1" />restrictio<span class="_ _1" />ns on <span class="_ _1" />the <span class="_ _1" />movement <span class="_ _1" />of <span class="_ _1" />passengers<span class="_ _1" /> and <span class="_ _1" />vehicles<span class="_ _13" />, loca<span class="_ _1" />lly or <span class="_ _1" />on <span class="_ _1" />a <span class="_ _1" />broader <span class="_ _1" />scale, <span class="_ _1" />as <span class="_ _1" />well <span class="_ _1" />as <span class="_ _1" />the </div><div class="t m0 x14 h2 y61 ff1 fs0 fc0 sc0 ls0 ws0">imposition of passenger <span class="_ _1" />capacity re<span class="_ _1" />strictions on bo<span class="_ _1" />ard the vessels.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2ab ff1 fs0 fc0 sc0 ls0 ws0">More <span class="_ _1" />spec<span class="_ _1" />ifically, <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />tr<span class="_ _1" />affic <span class="_ _1" />v<span class="_ _1" />olume <span class="_ _13" />in <span class="_ _1" />2021 <span class="_ _13" />amounted <span class="_ _13" />to <span class="_ _1" />4.<span class="_ _1" />4 <span class="_ _1" />m<span class="_ _1" />ln <span class="_ _1" />pass<span class="_ _1" />engers <span class="_ _13" />(3.3 <span class="_ _1" />mln <span class="_ _13" />passengers <span class="_ _13" />in <span class="_ _13" /> <span class="_ _1" /> <span class="_ _13" />202<span class="_ _1" />0), </div><div class="t m0 x14 h2 y2ac ff1 fs0 fc0 sc0 ls0 ws0">0.87 mln private vehicles (<span class="_ _1" />0.63 mln private vehicles in 2020) and 0.37 mln fre<span class="_ _1" />ight units (0.34 mln freight <span class="_ _13" />units in </div><div class="t m0 x14 h2 y2ad ff1 fs0 fc0 sc0 ls0 ws0">2020). In 2021 the Gr<span class="_ _1" />oup performed 12,<span class="_ _1" />252 sail<span class="_ _1" />ings (10,911 sai<span class="_ _1" />lings in 2020).<span class="_ _1" /> </div><div class="t m0 x14 h2 y2ae ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />abov<span class="_ _1" />e <span class="_ _1a" />traffic <span class="_ _1b" />volum<span class="_ _1" />es <span class="_ _1a" />of <span class="_ _1b" />2021 <span class="_ _1b" />present <span class="_ _1b" />increased <span class="_ _1b" />traffic <span class="_ _1b" />volumes <span class="_ _1b" />in <span class="_ _1a" />al<span class="_ _1" />l <span class="_ _1a" />reve<span class="_ _1" />nue <span class="_ _1a" />categor<span class="_ _1" />ies, <span class="_ _1a" />m<span class="_ _1" />arking <span class="_ _23"> </span>the </div><div class="t m0 x14 h2 yf1 ff1 fs0 fc0 sc0 ls0 ws0">gradual <span class="_ _b" />normalization <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />Group's <span class="_ _b" />operatio<span class="_ _1" />ns. <span class="_ _12" />These<span class="_ _1" /> <span class="_ _b" />perform<span class="_ _1" />ances <span class="_ _b" />were <span class="_ _b" />achieve<span class="_ _1" />d <span class="_ _12" />des<span class="_ _1" />pite <span class="_ _12" />th<span class="_ _1" />e <span class="_ _b" />implementation<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">18</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _24"> </span>restrictive  measures <span class="_ _23"> </span>a<span class="_ _1" />nd <span class="_ _24"> </span>reduced  passenger  capacity  protocol <span class="_ _24"> </span>throughout  2021. <span class="_ _23"> </span>The<span class="_ _1" /> <span class="_ _24"> </span>trend <span class="_ _24"> </span>of  gradual </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">normalization <span class="_ _1c"> </span>of <span class="_ _23"> </span>the <span class="_ _1c"> </span>Group's <span class="_ _23"> </span>operations <span class="_ _1c"> </span>is <span class="_ _23"> </span>underpin<span class="_ _1" />ned <span class="_ _1c"> </span>by <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1c"> </span>traffic <span class="_ _1c"> </span>v<span class="_ _1" />olumes <span class="_ _1c"> </span>durin<span class="_ _1" />g <span class="_ _1c"> </span>the <span class="_ _1c"> </span>per<span class="_ _1" />iod <span class="_ _1c"> </span>January<span class="_ _1" /> <span class="_ _23"> </span>- </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">February 2022, <span class="_ _1" />as described in the<span class="_ _1" /> section "<span class="_ _1" />Prospects and busin<span class="_ _1" />ess developments<span class="_ _1" /> for the fiscal year 2022".<span class="_ _13" /> </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">More specifically, the <span class="_ _1" />development of th<span class="_ _1" />e transport op<span class="_ _1" />erations per g<span class="_ _1" />eo<span class="_ _1" />graphical area is as f<span class="_ _1" />ollows:<span class="_ _1" /> </div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1b" />international <span class="_ _1b" />rout<span class="_ _1" />es <span class="_ _1b" />(lines <span class="_ _1b" />Patras <span class="_ _1c"> </span><span class="ff6">–</span> <span class="_ _1b" />Ig<span class="_ _1" />oumenits<span class="ls2">a <span class="_ _1b" /></span><span class="ff6">–<span class="_ _1" /></span> <span class="_ _1b" />Ancona <span class="_ _1b" />and <span class="_ _1b" />Patr<span class="_ _1" />as <span class="_ _1b" /><span class="ff6">–</span> <span class="_ _1b" />Igo<span class="_ _1" />umenitsa <span class="_ _1b" /><span class="ff6">–</span> <span class="_ _1c"> </span>Bari), <span class="_ _1b" />the <span class="_ _1b" />traffic<span class="_ _1" /> </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">volumes of <span class="_ _3" />Superfast vessels i<span class="_ _3" />ncreased compared to <span class="_ _3" />the corresponding <span class="_ _3" />period last year <span class="_ _3" />by <span class="_ _3" />57% in <span class="_ _3" />passengers, </div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">by 123% in privat<span class="_ _1" />e vehicles and <span class="_ _1" />5% in freight. Sailings <span class="_ _1" />in the Adriatic decr<span class="_ _1" />eased by 1% com<span class="_ _13" />pared to 2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">Transport <span class="_ _b" />vo<span class="_ _1" />lumes <span class="_ _3" />in <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />domestic <span class="_ _3" />routes i<span class="_ _3" />ncreased <span class="_ _3" />compared <span class="_ _3" />to <span class="_ _b" />202<span class="_ _1" />0 <span class="_ _b" />by<span class="_ _1" /> <span class="_ _b" />33% in <span class="_ _b" />passengers, by <span class="_ _b" />34% <span class="_ _3" />in private<span class="_ _1" /> </div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">vehicles and by 13%<span class="_ _1" /> in freight. Sailings increase<span class="_ _1" />d by 14% compared <span class="_ _1" />to 2020.<span class="_ _13" /> </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y280 ff2 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0"> <span class="_ _2c"> </span><span class="ff8">THE GROUP’S STA<span class="_ _1" /></span>TEME<span class="_ _1" />NT OF COMPREH<span class="_ _1" />ENSIVE INCOM<span class="_ _1" />E </span></div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">In 2021, the G<span class="_ _1" />roup's turnov<span class="_ _1" />er <span class="_ _1" />increased <span class="_ _1" />to Euro 3<span class="_ _1" />47.91 mln com<span class="_ _1" />pared to Eur<span class="_ _1" />o 290.40 m<span class="_ _1" />ln in 20<span class="_ _1" />20, despite t<span class="_ _1" />he </div><div class="t m0 x14 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">fact <span class="_ _3e" />that <span class="_ _1a" />within <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />entire <span class="_ _1a" />year <span class="_ _3e" />i<span class="_ _1" />t <span class="_ _3e" />was <span class="_ _1a" />adversely <span class="_ _1a" />affected <span class="_ _1a" />by <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />restrictive <span class="_ _1a" />meas<span class="_ _1" />ures <span class="_ _3e" />in <span class="_ _3e" />r<span class="_ _1" />espect <span class="_ _3e" />of<span class="_ _1" /> <span class="_ _3e" />passenger </div><div class="t m0 x14 h2 y264 ff1 fs0 fc0 sc0 ls0 ws0">movements <span class="_ _1" />and <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />implement<span class="_ _1" />ation <span class="_ _1" />pass<span class="_ _1" />enger <span class="_ _1" />c<span class="_ _1" />apacity <span class="_ _1" />r<span class="_ _1" />estrictions <span class="_ _1" />o<span class="_ _1" />n <span class="_ _1" />board <span class="_ _1" />of <span class="_ _13" />vessels <span class="_ _13" />due to<span class="_ _1" /> <span class="_ _1" />the <span class="_ _1" />COVID<span class="_ _1" />-19 </div><div class="t m0 x14 h9 y265 ff1 fs0 fc0 sc0 ls0 ws0">pandemic.<span class="ff7 fs1"> <span class="_ _13" /></span>The <span class="_ _1" />increased <span class="_ _13" />tra<span class="_ _1" />ffic <span class="_ _1" />volumes <span class="_ _13" />and <span class="_ _13" />the <span class="_ _1" />subs<span class="_ _1" />equent <span class="_ _13" />increase <span class="_ _1" />in <span class="_ _13" />turnover<span class="_ _1" /> <span class="_ _1" />achieved <span class="_ _13" />in <span class="_ _1" />2<span class="_ _1" />02<span class="_ _1" />1 <span class="_ _13" />underline </div><div class="t m0 x14 h2 y266 ff1 fs0 fc0 sc0 ls0 ws0">the gradual norma<span class="_ _1" />lization of the Gro<span class="_ _1" />up's operations.<span class="_ _1" /> </div><div class="t m0 x14 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">In particular, turnover, per<span class="_ _1" /> geograph<span class="_ _1" />ical area, is as fol<span class="_ _1" />lows:<span class="_ _1" /> </div><div class="t m0 x14 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">In the<span class="_ _1" /> Do<span class="_ _1" />mestic M<span class="_ _1" />arket, <span class="_ _1" />the <span class="_ _1" />Group's <span class="_ _1" />turnover <span class="_ _1" />in <span class="_ _1" />2021 <span class="_ _1" />amounte<span class="_ _1" />d to <span class="_ _1" />Euro<span class="_ _1" /> 26<span class="_ _1" />3.32 <span class="_ _1" />mln c<span class="_ _1" />ompared <span class="_ _1" />to <span class="_ _1" />Euro <span class="_ _1" />218.89<span class="_ _1" /> </div><div class="t m0 x14 h2 y2af ff1 fs0 fc0 sc0 ls0 ws0">mln in 2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y24c ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> <span class="_ _13" />I<span class="_ _3" />nt<span class="_ _3" />er<span class="_ _b" />nat<span class="_ _3" />io<span class="_ _3" />n<span class="_ _3" />al<span class="_ _b" /> <span class="_ _13" />Ro<span class="_ _b" />ute<span class="_ _b" />s, the<span class="_ _3" /> <span class="_ _1" />Gro<span class="_ _3" />u<span class="_ _3" />p'<span class="_ _b" />s <span class="_ _1" />tu<span class="_ _3" />rn<span class="_ _3" />o<span class="_ _3" />ve<span class="_ _3" />r in 202<span class="_ _b" />1 <span class="_ _1" />am<span class="_ _3" />ou<span class="_ _3" />nt<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _1" />to <span class="_ _1" />Eu<span class="_ _b" />ro<span class="_ _3" /> <span class="_ _1" />84.<span class="_ _3" />59<span class="_ _b" /> <span class="_ _1" />mln<span class="_ _3" /> <span class="_ _1" />co<span class="_ _3" />mp<span class="_ _3" />are<span class="_ _3" />d<span class="_ _3" /> <span class="_ _1" />to Eu<span class="_ _3" />ro<span class="_ _3" /> <span class="_ _1" />71.<span class="_ _b" />51 mln<span class="_ _3" /> <span class="_ _1" />in<span class="_ _3" /> </div><div class="t m0 x14 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">2<span class="_ _3" />020<span class="_ _b" />. </div><div class="t m0 x14 h2 y2b0 ff1 fs0 fc0 sc0 ls0 ws0">It is <span class="_ _3" />to be noted <span class="_ _3" />that Domestic Market turnover, include<span class="_ _1" />s compensations <span class="ls2">by</span> the competent Ministry with regards </div><div class="t m0 x14 h2 y2b1 ff1 fs0 fc0 sc0 ls1 ws0">to<span class="ls0"> <span class="_ _1" />the <span class="_ _13" />execution <span class="_ _1" />of <span class="_ _13" />public <span class="_ _1" />serv<span class="_ _1" />ice <span class="_ _1" />r<span class="_ _1" />outes, <span class="_ _1" />as <span class="_ _13" />well <span class="_ _1" />as<span class="_ _1" />, <span class="_ _1" />compe<span class="_ _1" />nsations <span class="_ _13" />due <span class="_ _1" />to <span class="_ _1" />CO<span class="_ _1" />VID-19 <span class="_ _1" />f<span class="_ _1" />or <span class="_ _1" />the <span class="_ _1" />exec<span class="_ _1" />ution <span class="_ _1" />of <span class="_ _1" />t<span class="_ _1" />he<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y24e ff1 fs0 fc0 sc0 ls0 ws0">minimum <span class="_ _3e" />req<span class="_ _1" />uired <span class="_ _3e" />routes <span class="_ _1a" />to <span class="_ _3e" />facilitate <span class="_ _1a" />the <span class="_ _3e" />uninterr<span class="_ _1" />upted <span class="_ _3e" />prov<span class="_ _1" />ision <span class="_ _3e" />of <span class="_ _3e" />services<span class="_ _13" />, <span class="_ _3e" />t<span class="_ _1" />otalling <span class="_ _3e" />Euro <span class="_ _1a" />38.31 <span class="_ _1a" />mln <span class="_ _3e" />vers<span class="_ _1" />us </div><div class="t m0 x14 h2 y2b2 ff1 fs0 fc0 sc0 ls0 ws0">Euro <span class="_ _1b" />46.34 <span class="_ _1c"> </span>mln <span class="_ _1b" />i<span class="_ _1" />n <span class="_ _1b" />2020. <span class="_ _1b" />T<span class="_ _1" />he <span class="_ _1b" />geographica<span class="_ _1" />l <span class="_ _1b" />segment <span class="_ _1c"> </span>"International <span class="_ _1c" />Routes"<span class="_ _1" /> <span class="_ _1b" />includes <span class="_ _1b" />rev<span class="_ _1" />enues <span class="_ _1b" />from <span class="_ _1c"> </span>vessels </div><div class="t m0 x14 h2 y2b3 ff1 fs0 fc0 sc0 ls0 ws0">chartering <span class="_ _13" />activities <span class="_ _3e" />amoun<span class="_ _1" />ting <span class="_ _13" />to <span class="_ _13" />Euro <span class="_ _3e" />5.7 <span class="_ _13" />mln <span class="_ _3e" />in <span class="_ _3e" />2021 <span class="_ _3e" />compared <span class="_ _13" />to <span class="_ _3e" />the <span class="_ _13" />corr<span class="_ _1" />esponding <span class="_ _13" />reve<span class="_ _1" />nues <span class="_ _13" />of <span class="_ _3e" />Euro <span class="_ _13" />7.4 </div><div class="t m0 x14 h2 y2b4 ff1 fs0 fc0 sc0 ls0 ws0">mln in 2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2b5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">Operating expenses a<span class="_ _1" />nd other accounts<span class="_ _1" /> </div><div class="t m0 x14 h2 y2b7 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />Grou<span class="_ _1" />p's <span class="_ _1a" />operat<span class="_ _1" />ing <span class="_ _3e" />exp<span class="_ _1" />enses <span class="_ _1a" />incr<span class="_ _1" />eased <span class="_ _1a" />to <span class="_ _1a" />Euro <span class="_ _1a" />310.48 <span class="_ _1a" />mln <span class="_ _1a" />com<span class="_ _1" />pared <span class="_ _3e" />to<span class="_ _1" /> <span class="_ _3e" />E<span class="_ _1" />uro <span class="_ _1a" />259.34 <span class="_ _1a" />mln <span class="_ _1a" />in <span class="_ _1a" />2<span class="_ _1" />020. <span class="_ _3e" />Th<span class="_ _1" />e </div><div class="t m0 x14 h2 y2b8 ff1 fs0 fc0 sc0 ls0 ws0">increase in operating expenses <span class="_ _1" />is mainly due to the increase in the fuel oil price, as<span class="_ _1" /> the average price of fuel oil<span class="_ _1" /> </div><div class="t m0 x14 h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0">consumed in 2021 w<span class="_ _1" />as by 32.4% higher t<span class="_ _1" />han in 20<span class="_ _1" /><span class="ls2">20.<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0">However, <span class="_ _3e" />the <span class="_ _3e" />i<span class="_ _1" />ncrease <span class="_ _3e" />in <span class="_ _1a" />turnover <span class="_ _1a" />result<span class="_ _1" />ed <span class="_ _3e" />in <span class="_ _3e" />stab<span class="_ _1" />le <span class="_ _3e" />percentage <span class="_ _3e" />of <span class="_ _1a" />oper<span class="_ _1" />ating <span class="_ _3e" />expenses <span class="_ _1a" />on <span class="_ _3e" />turnover <span class="_ _1a" />between<span class="_ _1" /> </div><div class="t m0 x14 h2 y2b9 ff6 fs0 fc0 sc0 ls0 ws0">2020 an<span class="_ _1" />d 2<span class="_ _1" />021 <span class="_ _1" />(89% <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Group’s <span class="_ _1" />turnover <span class="_ _1" />of <span class="_ _1" />t<span class="_ _1" />he Gr<span class="_ _1" />oup <span class="_ _1" />in <span class="_ _1" />both <span class="_ _1" />years) <span class="_ _1" />and <span class="_ _1" />led <span class="_ _1" />to <span class="_ _1" />an <span class="_ _1" />increase <span class="_ _1" />in <span class="_ _1a" /><span class="ff1">gross <span class="_ _1" />profit<span class="_ _1" /> </span></div></div></div><div class="pi" /></div>
<div id="pf13" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc13 w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">19</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">(Euro <span class="_ _23"> </span>37.43 <span class="_ _24"> </span>versus<span class="_ _1" /> <span class="_ _23"> </span>Euro <span class="_ _24"> </span>31.07 <span class="_ _24"> </span>mln <span class="_ _24"> </span>in <span class="_ _23"> </span>202<span class="_ _1" />0), <span class="_ _23"> </span>as <span class="_ _24"> </span>well <span class="_ _24"> </span>as <span class="_ _24"> </span>in <span class="_ _23"> </span>conso<span class="_ _1" />lidated  earnings <span class="_ _24"> </span>before <span class="_ _24"> </span>interest, <span class="_ _24"> </span>taxes, </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">depreciation and am<span class="_ _1" />ortization<span class="_ _1" /> (profit of Euro 4<span class="_ _1" />1.96 mln vers<span class="_ _1" />us profit of 40.39<span class="_ _1" /> mln in 2020).<span class="_ _1" /> </div><div class="t m0 x14 h2 y23d ff6 fs0 fc0 sc0 ls0 ws0">The Group’s <span class="_ _1" />administrative <span class="_ _1" />expenses <span class="_ _1" />amounted <span class="_ _1" />to Euro <span class="_ _1" />29.<span class="_ _1" /><span class="ff1 ls2">93<span class="ls0"> <span class="_ _1" />mln <span class="_ _1" />(</span>8.<span class="ls0">6% <span class="_ _1" />of turn<span class="_ _1" />over) <span class="_ _1" />compared <span class="_ _1" />to Euro<span class="_ _1" /> 26.8<span class="_ _1" />3 </span></span></div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">mln (9.2% of tur<span class="_ _1" />nover) in 2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">The Group's <span class="_ _3" />distribution expenses amounted to <span class="_ _3" />Euro 22.69 <span class="_ _3" />mln (6.5%<span class="_ _1" /> of <span class="_ _b" />turn<span class="_ _1" />over) compared to <span class="_ _3" />Euro 17.07 <span class="_ _3" />mln </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls5 ws0">(5<span class="ls0">.9%) in 2020. Th<span class="_ _1" />e increase in distr<span class="_ _1" />ibution expenses <span class="_ _1" />arises mainly fro<span class="_ _1" />m the incre<span class="_ _1" />ase in commission <span class="_ _1" />expenses </span></div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">due to the increas<span class="_ _1" />e in turnover c<span class="_ _1" />ompared to 202<span class="_ _1" />0. </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">Other operating income stood at Euro 5.72 <span class="_ _3" />mln compared to Euro 4.31 mln i<span class="_ _3" />n 2020. The increase is mainly due </div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">to vessel compe<span class="_ _1" />nsation from insurers<span class="_ _1" />. </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">Other <span class="_ _3" />financial <span class="_ _b" />r<span class="_ _1" />esults <span class="_ _3" />stood <span class="_ _3" />at <span class="_ _3" />profit <span class="_ _b" />of Euro <span class="_ _b" />12.07 mln <span class="_ _b" />(loss<span class="_ _1" /> <span class="_ _b" />of Euro <span class="_ _b" />24.57 mln <span class="_ _b" />in 2020) <span class="_ _b" />and mainly <span class="_ _b" />in<span class="_ _1" />c<span class="_ _1" />lude <span class="_ _b" />prof<span class="_ _1" />it </div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0">of Euro 12.99 mln (loss of Euro 24.58 <span class="_ _1" />mln in 2020) relate<span class="_ _1" />d to partial hed<span class="_ _1" />ging the risk of fuel oil price fluctuatio<span class="_ _1" />n. </div><div class="t m0 x14 hb y262 ff6 fs0 fc0 sc0 ls0 ws0">Fuel <span class="_ _23"> </span>oil <span class="_ _1c"> </span>constitute <span class="_ _23"> </span>the <span class="_ _1c"> </span>Gr<span class="_ _1" />oup’s <span class="_ _1c"> </span>m<span class="_ _1" />ost <span class="_ _23"> </span>significant <span class="_ _23"> </span>operating <span class="_ _1c"> </span>cos<span class="_ _1" />ts <span class="_ _1c"> </span>and<span class="_ _1" /> <span class="_ _1c"> </span>ther<span class="_ _1" />efore <span class="_ _23"> </span>fuel <span class="_ _1c"> </span>oil <span class="_ _23"> </span>price <span class="_ _23"> </span>fluctuation <span class="_ _1c"> </span>c<span class="_ _1" />an </div><div class="t m0 x14 h2 y2ba ff1 fs0 fc0 sc0 ls0 ws0">significantly <span class="_ _b" />affect <span class="_ _b" />Attica <span class="_ _b" />Group <span class="_ _b" />results.<span class="_ _1" /> <span class="_ _12" />Relevan<span class="_ _1" />t <span class="_ _b" />information <span class="_ _b" />is <span class="_ _b" />presente<span class="_ _1" />d <span class="_ _b" />in <span class="_ _12" />the<span class="_ _1" /> <span class="_ _12" />No<span class="_ _13" />tes <span class="_ _b" />to <span class="_ _12" />the<span class="_ _1" /> <span class="_ _12" />f<span class="_ _1" />inancial <span class="_ _12" />s<span class="_ _1" />tatements<span class="_ _1" /> </div><div class="t m0 x14 h2 y2bb ff6 fs0 fc0 sc0 ls0 ws0">for 2021 in the section “Fi<span class="_ _1" />nancial Derivatives"<span class="_ _1" />.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y265 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s financial expenses amounted to Euro <span class="_ _3" />16.39 mln versus Euro 15.1<span class="_ _1" /><span class="ff1">6 mln last year pertaining mainly </span></div><div class="t m0 x14 h2 y266 ff1 fs0 fc0 sc0 ls0 ws0">to interest on loans.<span class="_ _1" /> </div><div class="t m0 x14 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">Financial income in 20<span class="_ _1" />21 amounted to Euro <span class="_ _1" />0.3<span class="_ _1" />0 mln compared to Euro<span class="_ _1" /> 0.27 mln in 202<span class="_ _1" />0. </div><div class="t m0 x14 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />2021, <span class="_ _13" />pro<span class="_ _1" />fit <span class="_ _13" />of <span class="_ _13" />E<span class="_ _1" />uro <span class="_ _13" />1.79 <span class="_ _3e" />mln <span class="_ _13" />arose <span class="_ _3e" />due <span class="_ _13" />to <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />difference <span class="_ _3e" />between <span class="_ _13" />the <span class="_ _3e" />acquisit<span class="_ _1" />ion <span class="_ _13" />consideration <span class="_ _1b" /><span class="ls2">of <span class="_ _3e" />a <span class="_ _13" /></span>100<span class="_ _1" />% </div><div class="t m0 x14 h2 y2af ff1 fs0 fc0 sc0 ls0 ws0">subsidiary <span class="_ _1c"> </span>an<span class="_ _1" />d <span class="_ _1c"> </span>the <span class="_ _1c"> </span>f<span class="_ _1" />air <span class="_ _1c"> </span>value <span class="_ _23"> </span>of <span class="_ _1c"> </span>its <span class="_ _23"> </span>assets. <span class="_ _1c"> </span>Relevant<span class="_ _1" /> <span class="_ _1c"> </span>information <span class="_ _23"> </span>is <span class="_ _1c"> </span>presented <span class="_ _23"> </span>in <span class="_ _1c"> </span>the <span class="_ _23"> </span>Notes <span class="_ _1c"> </span>to <span class="_ _23"> </span>the <span class="_ _1c"> </span>financi<span class="_ _3e" />al </div><div class="t m0 x14 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">statements for 2021 i<span class="_ _1" />n section 5.3 "business<span class="_ _1" /> Combinations"<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x14 h9 y24d ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3e" />addition, <span class="_ _3e" />in <span class="_ _3e" />2<span class="_ _1" />021, <span class="_ _3e" />losses<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />Euro <span class="_ _1a" />1.41 <span class="_ _3e" />mln <span class="_ _1a" />arose <span class="_ _3e" />fr<span class="_ _1" />om <span class="_ _3e" />the <span class="_ _1a" />aff<span class="_ _1" />iliated <span class="_ _3e" />company<span class="_ _1" /><span class="ff7 fs1"> <span class="_ _3e" /></span>Africa <span class="_ _3e" />Moroc<span class="_ _1" />co <span class="_ _3e" />Links <span class="_ _1a" />(AML), </div><div class="t m0 x14 h2 y115 ff1 fs0 fc0 sc0 ls0 ws0">which is consolidate<span class="_ _1" />d using the equity me<span class="_ _1" />thod, against loss<span class="_ _1" />es of Euro 1.21 m<span class="_ _1" />ln in 202<span class="_ _1" /><span class="ls10">0.</span> </div><div class="t m0 x14 h2 y116 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2bc ff6 fs0 fc0 sc0 ls0 ws0">The parent Company’s <span class="_ _1" />participating interest <span class="_ _1" />in all subsidiaries of the Gr<span class="_ _1" />oup stands<span class="_ _1" /> <span class="_ _1" /><span class="ff1">at 100%.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y2b2 ff1 fs0 fc0 sc0 ls0 ws0">Consolidated loss<span class="_ _1" />es after taxes stood at E<span class="_ _1" />uro 13.19 mln in 2021<span class="_ _1" /> against losses of<span class="_ _1" /> Euro 49.42 mln in 20<span class="_ _1" />20.<span class="_ _13" /> </div><div class="t m0 x14 h2 y2b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2b4 ff6 fs0 fc0 sc0 ls0 ws0">It <span class="_ _13" />should <span class="_ _13" />be <span class="_ _13" />n<span class="_ _1" />oted <span class="_ _13" />that <span class="_ _13" />Gr<span class="_ _1" />oup‘s <span class="_ _13" />revenues <span class="_ _3e" />are <span class="_ _3e" /><span class="ff1">h<span class="_ _1" />ighly <span class="_ _13" />seasonal. <span class="_ _13" />Th<span class="_ _1" />e <span class="_ _13" />highest <span class="_ _13" />vol<span class="_ _1" />ume <span class="_ _13" />traffic <span class="_ _3e" />for <span class="_ _13" />passeng<span class="_ _1" />ers <span class="_ _13" />and </span></div><div class="t m0 x14 h2 y2b5 ff1 fs0 fc0 sc0 ls0 ws0">vehicles <span class="_ _13" />is <span class="_ _1" />observ<span class="_ _1" />ed <span class="_ _13" />during <span class="_ _13" />the <span class="_ _13" />months <span class="_ _13" />July <span class="_ _13" />to <span class="_ _13" />September <span class="_ _13" />while <span class="_ _13" />the <span class="_ _13" />lowest <span class="_ _13" />volu<span class="_ _1" />me <span class="_ _1" />tr<span class="_ _1" />affic <span class="_ _13" />for <span class="_ _13" />passengers <span class="_ _13" />and </div><div class="t m0 x14 h2 y2bd ff1 fs0 fc0 sc0 ls0 ws0">vehicles <span class="_ _3e" />is <span class="_ _3e" />observed <span class="_ _3e" />bet<span class="_ _1" />ween <span class="_ _3e" />November <span class="_ _3e" />a<span class="_ _1" />nd <span class="_ _3e" />February. <span class="_ _3e" />On <span class="_ _3e" />the <span class="_ _3e" />other<span class="_ _1" /> <span class="_ _13" />ha<span class="_ _1" />nd, <span class="_ _3e" />freight <span class="_ _3e" />sales <span class="_ _1b" />are<span class="_ _1" /> <span class="_ _13" />n<span class="_ _1" />ot <span class="_ _13" />si<span class="_ _1" />gnificantly<span class="_ _1" /> </div><div class="t m0 x14 h2 y2be ff1 fs0 fc0 sc0 ls0 ws0">affected by seasonality.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0">It is <span class="_ _3" />noted that the items of the <span class="_ _3" />Group's Statement of Comprehensive<span class="_ _1" /> Income for the <span class="_ _3" />comparative annual period </div><div class="t m0 x14 h2 y2c0 ff1 fs0 fc0 sc0 ls0 ws0">ended <span class="_ _b" />31.12.<span class="_ _1" />2020 <span class="_ _b" />are <span class="_ _3" />restated <span class="_ _b" />du<span class="_ _1" />e <span class="_ _b" />to <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />change i<span class="_ _3" />n <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />accounting <span class="_ _3" />policy <span class="_ _3" />under <span class="_ _b" />IAS <span class="_ _3" />19. <span class="_ _b" />The <span class="_ _3" />relative<span class="_ _13" /> <span class="_ _b" />informati<span class="_ _1" />on </div><div class="t m0 x14 h2 y2c1 ff1 fs0 fc0 sc0 ls0 ws0">is presented in the N<span class="_ _1" />otes to the financia<span class="_ _1" />l statements for the ye<span class="_ _1" />ar 01.01.2021 <span class="_ _13" />-31.12.2021.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c2 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">20</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls2 ws0">4.<span class="ls0">  <span class="_ _39"> </span>BALANCE SHEET AND C<span class="_ _1" />ASH FLOWS<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y23c ff6 fs0 fc0 sc0 ls0 ws0">As <span class="_ _b" />at <span class="_ _3" />31.12.2021,<span class="_ _1" /> <span class="_ _b" />the <span class="_ _3" />Grou<span class="_ _1" />p’s <span class="_ _b" />"Property, Plant <span class="_ _b" />and <span class="_ _3" />Equipment"<span class="_ _1" /> <span class="_ _b" />am<span class="_ _1" />ounted <span class="_ _b" />to<span class="_ _1" /> <span class="_ _3" />Euro <span class="_ _3" />673<span class="_ _1" /><span class="ff1">.84 <span class="_ _3" />mln <span class="_ _b" />co<span class="_ _1" />mpared <span class="_ _3" />to <span class="_ _b" />E<span class="_ _1" />uro </span></div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">678.66 mln in 20<span class="_ _1" />20 and mainly relat<span class="_ _1" />e to the vessels ow<span class="_ _1" />ned by the Group.<span class="_ _1" /> </div><div class="t m0 x14 h2 y23e ff1 fs0 fc0 sc0 ls0 ws0">"Goodwill" amount<span class="_ _1" />ing to Euro 10.<span class="_ _1" />78 mln (Euro <span class="_ _1" />10.78 mln in<span class="_ _1" /> 2020) arose fro<span class="_ _1" />m the ac<span class="_ _1" />quisition Hellenic S<span class="_ _1" />eawa<span class="_ _13" />ys </div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">Single Member Mar<span class="_ _1" />itime S.A. a<span class="_ _1" />nd its 100% subsidi<span class="_ _1" />aries (hereinafter "H<span class="_ _1" />SW").<span class="_ _1" /> </div><div class="t m0 x14 h2 y240 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="ff6">Group’s "Intangible <span class="_ _1" />Assets" amounting to Euro 11.31 m<span class="_ _1" />ln (Euro 11.1 mln in 2020) includ<span class="_ _1" />e the Group’s cost </span></div><div class="t m0 x14 h2 y27c ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _23"> </span>research<span class="_ _1" /> <span class="_ _23"> </span>an<span class="_ _1" />d <span class="_ _23"> </span>tr<span class="_ _1" />ademarks<span class="_ _1" /> <span class="_ _23"> </span>registration<span class="_ _1" /> <span class="_ _23"> </span>an<span class="_ _1" />d <span class="_ _23"> </span>fair <span class="_ _24"> </span>value <span class="_ _24"> </span>of <span class="_ _24"> </span>the <span class="_ _24"> </span>tradem<span class="_ _1" />ark <span class="_ _23"> </span>of<span class="_ _1" /> <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>acq<span class="_ _1" />uired <span class="_ _23"> </span>com<span class="_ _1" />pany <span class="_ _24"> </span>HSW.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">Moreover, <span class="_ _13" />software <span class="_ _3e" />progra<span class="_ _1" />ms <span class="_ _13" />including <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />cost <span class="_ _13" />of <span class="_ _1a" />de<span class="_ _1" />veloping <span class="_ _13" />the <span class="_ _13" />t<span class="_ _1" />icket <span class="_ _13" />reservat<span class="_ _1" />ion <span class="_ _13" />systems, <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />the <span class="_ _13" />c<span class="_ _1" />ost <span class="_ _13" />of </div><div class="t m0 x14 h2 y25f ff6 fs0 fc0 sc0 ls0 ws0">purchasing and devel<span class="_ _1" />oping the Group’s Integra<span class="_ _1" />ted Inform<span class="_ _1" /><span class="ff1">ation Sys<span class="_ _1" />tem are also incl<span class="_ _1" />uded.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />account <span class="_ _13" />"Investments <span class="_ _3e" />in <span class="_ _13" />associates"<span class="_ _1" /> <span class="_ _13" />amounting <span class="_ _13" />to <span class="_ _13" />Euro <span class="_ _13" />5.52 <span class="_ _13" />mln <span class="_ _13" />(Euro<span class="_ _1" /> <span class="_ _13" />3.66 <span class="_ _13" />mln <span class="_ _13" />in <span class="_ _13" />2020) <span class="_ _13" />perta<span class="_ _1" />ins <span class="_ _13" />to <span class="_ _13" />the </div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls14 ws0">Gro<span class="ls0">up's <span class="_ _b" />investment <span class="_ _b" />in <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />affiliated <span class="_ _b" />compa<span class="_ _1" />ny <span class="_ _b" />Africa <span class="_ _b" />Moroc<span class="_ _1" />co <span class="_ _b" />Links <span class="_ _b" />(AML), <span class="_ _b" />co<span class="_ _1" />nsolidated <span class="_ _b" />un<span class="_ _1" />der <span class="_ _b" />the <span class="_ _b" />equ<span class="_ _1" />i<span class="_ _1" />ty <span class="_ _b" />metho<span class="_ _1" />d.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">"Non-current <span class="_ _1a" />financial <span class="_ _1a" />recei<span class="_ _1" />vables" <span class="_ _3e" />amo<span class="_ _1" />unting <span class="_ _3e" />t<span class="_ _1" />o <span class="_ _3e" />Euro<span class="_ _1" /> <span class="_ _3e" />9.1 <span class="_ _1a" />mln <span class="_ _1a" />(Euro <span class="_ _1a" />10 <span class="_ _1a" />mln <span class="_ _1a" />in <span class="_ _3e" />2<span class="_ _1" />020) <span class="_ _3e" />rel<span class="_ _1" />ate <span class="_ _3e" />to <span class="_ _1a" />the <span class="_ _1a" />long<span class="_ _13" />-term </div><div class="t m0 x14 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">component <span class="_ _13" />of <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />financ<span class="_ _1" />ial <span class="_ _13" />receivables <span class="_ _1" />a<span class="_ _1" />r<span class="_ _1" />ising <span class="_ _13" />within <span class="_ _13" />2020 <span class="_ _13" />from <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />acqu<span class="_ _1" />isition <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />financ<span class="_ _1" />ial <span class="_ _1" />l<span class="_ _1" />ease <span class="_ _13" />with <span class="_ _1" />resa<span class="_ _1" />le </div><div class="t m0 x14 h2 y264 ff1 fs0 fc0 sc0 ls0 ws0">obligation of the <span class="_ _1" />vessel Mor<span class="_ _1" />occo Star by the subsid<span class="_ _1" />iary Tange<span class="_ _1" />r Morocco <span class="_ _1" />Maritime S.A. to AM<span class="_ _1" />L.<span class="_ _1" /> </div><div class="t m0 x14 h2 y283 ff1 fs0 fc0 sc0 ls0 ws0">"Other <span class="_ _1" />non-curr<span class="_ _1" />ent <span class="_ _1" />assets"<span class="_ _1" /> <span class="_ _1" />amounted <span class="_ _1" />to <span class="_ _13" />Euro <span class="_ _1" />6.62 <span class="_ _13" />mln <span class="_ _1" />against <span class="_ _1" />Euro <span class="_ _13" />8.06 <span class="_ _1" />mln <span class="_ _13" />in 2<span class="_ _1" />020 <span class="_ _1" />and <span class="_ _1" />incl<span class="_ _13" />ude <span class="_ _1" />guara<span class="_ _1" />ntees </div><div class="t m0 x14 h2 y284 ff1 fs0 fc0 sc0 ls0 ws0">and other long-term r<span class="_ _1" />eceivables.<span class="_ _1" /> </div><div class="t m0 x14 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y268 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />"Inventory"<span class="_ _1" /> <span class="_ _3" />account increased <span class="_ _3" />to Euro <span class="_ _b" />7.<span class="_ _1" />09 mln <span class="_ _b" />fro<span class="_ _1" />m Euro <span class="_ _b" />5.<span class="_ _1" />44 mln <span class="_ _b" />in<span class="_ _1" /> <span class="_ _3" />2020. The <span class="_ _3" />change in <span class="_ _3" />inventory is <span class="_ _3" />due </div><div class="t m0 x14 h2 y269 ff1 fs0 fc0 sc0 ls0 ws0">to the increase in the prices<span class="_ _1" /> of fuel and lubrican<span class="_ _1" />ts.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2c4 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />account <span class="_ _1" />"<span class="_ _1" />Trade <span class="_ _13" />and <span class="_ _13" />other <span class="_ _13" />r<span class="_ _1" />eceivables" <span class="_ _13" />amounted <span class="_ _13" />to <span class="_ _13" />Euro <span class="_ _13" />91.46 <span class="_ _13" />mln <span class="_ _13" />versus <span class="_ _13" />Euro <span class="_ _13" />75.18 <span class="_ _13" />mln <span class="_ _13" />in <span class="_ _13" />2020. <span class="_ _13" />The<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c5 ff1 fs0 fc0 sc0 ls0 ws0">increase <span class="_ _3" />in <span class="_ _b" />the <span class="_ _3" />account <span class="_ _3" />is <span class="_ _b" />mainly due <span class="_ _12" />t<span class="_ _1" />o <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />delay in <span class="_ _12" />c<span class="_ _1" />ollection <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />receiva<span class="_ _1" />bles <span class="_ _b" />from<span class="_ _1" /> <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />executi<span class="_ _1" />on <span class="_ _b" />of publi<span class="_ _3" />c <span class="_ _b" />s<span class="_ _1" />ervice<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c6 ff1 fs0 fc0 sc0 ls0 ws0">routes contracts, <span class="_ _1" />as well as, to the inc<span class="_ _1" />reased revenue<span class="_ _1" />. </div><div class="t m0 x14 h2 y2c7 ff1 fs0 fc0 sc0 ls0 ws0">"Other <span class="_ _3" />current assets" <span class="_ _b" />inc<span class="_ _1" />reased <span class="_ _b" />t<span class="_ _1" />o <span class="_ _3" />Euro <span class="_ _3" />33.63 <span class="_ _3" />mln compared <span class="_ _b" />to<span class="_ _1" /> <span class="_ _3" />Euro <span class="_ _3" />20.93 <span class="_ _3" />mln in <span class="_ _b" />2020. <span class="_ _3" />The increase <span class="_ _b" />is mainly </div><div class="t m0 x14 h2 y2c8 ff1 fs0 fc0 sc0 ls0 ws0">due <span class="_ _1" />to <span class="_ _1" />the <span class="_ _1" />increase <span class="_ _1" />of <span class="_ _1" />the <span class="_ _13" />Group's <span class="_ _1" />restricted <span class="_ _1" />depos<span class="_ _1" />its, <span class="_ _1" />provided <span class="_ _1" />as <span class="_ _1" />a <span class="_ _1" />guarantee<span class="_ _1" /> f<span class="_ _1" />or <span class="_ _1" />bank <span class="_ _1" />loans <span class="_ _1" />receive<span class="_ _1" />d by<span class="_ _1" /> t<span class="_ _1" />he </div><div class="t m0 x14 h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">Group's companies, as we<span class="_ _1" />ll as to the increa<span class="_ _1" />se in rece<span class="_ _1" />ivables from vess<span class="_ _1" />els<span class="ff6">’</span> insurer<span class="_ _1" />s. </div><div class="t m0 x14 h2 y2c9 ff1 fs0 fc0 sc0 ls0 ws0">"Financial <span class="_ _3e" />Deriv<span class="_ _1" />atives" <span class="_ _1a" />in <span class="_ _3e" />c<span class="_ _1" />urrent <span class="_ _1a" />assets <span class="_ _1a" />(Euro <span class="_ _3e" />4<span class="_ _1" />.71 <span class="_ _3e" />mln <span class="_ _1a" />against <span class="_ _1a" />Euro <span class="_ _1a" />0.97 <span class="_ _1a" />mln <span class="_ _1a" />in <span class="_ _3e" />2020),<span class="_ _1" /> <span class="_ _3e" />as <span class="_ _1a" />well <span class="_ _3e" />as<span class="_ _1" /> <span class="_ _3e" />financial<span class="_ _1" /> </div><div class="t m0 x14 h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">derivatives <span class="_ _1b" />in <span class="_ _1b" />Liabilities <span class="_ _1b" />(Euro <span class="_ _1b" />zero <span class="_ _1b" />against <span class="_ _1b" />Euro <span class="_ _1b" />3.3 <span class="_ _1b" />mln <span class="_ _1b" />in <span class="_ _1b" />2020) <span class="_ _1b" />refers <span class="_ _1b" />to <span class="_ _1b" />partial <span class="_ _1b" />hedgin<span class="_ _1" />g <span class="_ _1b" />of <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _1a" />fu<span class="_ _1" />el <span class="_ _1a" />pr<span class="_ _1" />ice </div><div class="t m0 x14 h2 y2cb ff1 fs0 fc0 sc0 ls0 ws0">fluctuation risk <span class="_ _b" />and is <span class="_ _3" />measured at <span class="_ _b" />fair value. <span class="_ _b" />In<span class="_ _1" />formation regarding <span class="_ _b" />t<span class="_ _1" />he hedging<span class="_ _1" /> <span class="_ _3" />part <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />risk exposure <span class="_ _b" />re<span class="_ _1" />lated </div><div class="t m0 x14 h2 y2cc ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _13" />cha<span class="_ _1" />nges <span class="_ _3e" />in <span class="_ _3e" />fuel <span class="_ _3e" />price <span class="_ _3e" />is <span class="_ _3e" />pres<span class="_ _1" />ented <span class="_ _3e" />in <span class="_ _3e" />the <span class="_ _3e" />section <span class="_ _3e" />"F<span class="_ _1" />inancial <span class="_ _3e" />Derivatives<span class="_ _1" />" <span class="_ _13" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _13" />fin<span class="_ _1" />ancial <span class="_ _3e" />statements <span class="_ _3e" />for<span class="_ _1" /> <span class="_ _13" />th<span class="_ _3e" /><span class="ls10">e </span></div><div class="t m0 x14 h2 y2cd ff1 fs0 fc0 sc0 ls0 ws0">period 01.01.2021<span class="_ _1" />-31.12.2021.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2ce ff1 fs0 fc0 sc0 ls0 ws0">On 31.12.2021, th<span class="_ _1" /><span class="ff6">e Group’s<span class="_ _1" /> "Cash and cash equiva<span class="_ _1" />lents" amounted to Euro<span class="_ _1" /> <span class="_ _1" /></span>97.36 mln vers<span class="_ _1" />us Euro 80.53 <span class="_ _1" />mln </div><div class="t m0 x14 h2 y2cf ff1 fs0 fc0 sc0 ls0 ws0">as at 31.12.2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d0 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf15" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc15 w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">21</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff6 fs0 fc0 sc0 ls0 ws0">The total <span class="_ _3" />Group’s Equity amounted to Euro <span class="ff1">361.7 mln against Euro 380.93 mln as at <span class="_ _3" />31.12.2020. The decrease </span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">is mainly related to<span class="_ _1" /> losses incurr<span class="_ _1" />ed in 2021 and f<span class="_ _1" />inancial distribution<span class="_ _1" /> of previous years<span class="_ _13" /> profits <span class="ff6">to<span class="_ _1" /> the Compan<span class="_ _1" />y’s </span></div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">shareholders, accord<span class="_ _1" />ing to the decision of the<span class="_ _1" /> Extraordinary Gen<span class="_ _1" />e<span class="_ _1" />ral Meeting h<span class="_ _1" />eld on 23.12.20<span class="_ _1" />21. </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1b" />at <span class="_ _1c"> </span>31.12.2021 <span class="_ _1c"> </span>the <span class="_ _1b" />Gr<span class="_ _1" />oup <span class="_ _1b" />had<span class="_ _1" /> <span class="_ _1b" />long<span class="_ _1" />-ter<span class="_ _1" />m <span class="_ _1b" />borrowi<span class="_ _1" />ngs <span class="_ _1b" />of <span class="_ _1c"> </span>Euro <span class="_ _1c"> </span>346.36 <span class="_ _1c"> </span>mln <span class="_ _1c"> </span>against <span class="_ _1c" />Euro <span class="_ _1b" />4<span class="_ _1" />05.49 <span class="_ _1b" />mln <span class="_ _1c"> </span>as <span class="_ _1c"> </span>at </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">31.12.2020 <span class="_ _3e" />and <span class="_ _1a" />short-<span class="_ _1" />term <span class="_ _3e" />borrowings<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />E<span class="_ _1" />uro <span class="_ _3e" />135.2<span class="_ _1" />3 <span class="_ _3e" />mln <span class="_ _3e" />agai<span class="_ _1" />nst <span class="_ _3e" />Eur<span class="_ _1" />o <span class="_ _3e" />25.05 <span class="_ _1a" />mln <span class="_ _3e" />as <span class="_ _3e" />at <span class="_ _1a" />31.12.2020. <span class="_ _1a" />D<span class="_ _1" />uring </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">2021, <span class="_ _3" />the <span class="_ _b" />Gro<span class="_ _1" />up <span class="_ _b" />r<span class="_ _1" />eceived loans <span class="_ _b" />amountin<span class="_ _1" />g <span class="_ _b" />to Euro <span class="_ _3" />94 <span class="_ _3" />mln <span class="_ _b" />and repaid <span class="_ _3" />Euro <span class="_ _3" />20 <span class="_ _b" />m<span class="_ _1" />ln <span class="_ _3" />for <span class="_ _b" />a long-<span class="_ _1" />term <span class="_ _3" />loan <span class="_ _3" />and <span class="_ _3" />Euro </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">27.1 <span class="_ _13" />mln <span class="_ _13" />as <span class="_ _13" />instalme<span class="_ _1" />nts <span class="_ _13" />of <span class="_ _13" />its <span class="_ _13" />long-ter<span class="_ _1" />m <span class="_ _13" />and <span class="_ _13" />short-term <span class="_ _13" />loans. <span class="_ _13" />It <span class="_ _13" />is <span class="_ _13" />note<span class="_ _1" />d <span class="_ _13" />that <span class="_ _13" />on <span class="_ _13" />31.12.2021,<span class="_ _1" /> <span class="_ _13" />bond <span class="_ _13" />loans <span class="_ _13" />of <span class="_ _13" />a </div><div class="t m0 x14 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">Group <span class="_ _13" />s<span class="_ _1" />ubsidiary, <span class="_ _3e" />amounti<span class="_ _1" />ng <span class="_ _13" />to <span class="_ _3e" />Eur<span class="_ _1" />o <span class="_ _13" />97.5 <span class="_ _1a" />mln, <span class="_ _3e" />were <span class="_ _3e" />reclass<span class="_ _1" />ified <span class="_ _13" />from <span class="_ _3e" />long<span class="_ _13" />-term<span class="_ _1" /> <span class="_ _13" />to <span class="_ _3e" />short-<span class="_ _1" />term <span class="_ _3e" />loans, <span class="_ _3e" />as <span class="_ _3e" />their </div><div class="t m0 x14 h2 y2d2 ff1 fs0 fc0 sc0 ls0 ws0">contractual <span class="_ _1b" />maturity <span class="_ _1b" />is <span class="_ _1a" />in <span class="_ _1b" />October <span class="_ _1b" />2022. <span class="_ _1b" />The <span class="_ _1a" />G<span class="_ _1" />roup's <span class="_ _1b" />manage<span class="_ _1" />ment <span class="_ _1b" />is <span class="_ _1a" />in <span class="_ _1b" />discu<span class="_ _1" />ssions <span class="_ _1a" />with <span class="_ _1b" />the <span class="_ _1c"> </span>lending <span class="_ _1b" />banks<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0">regarding the refin<span class="_ _1" />ancing of the above<span class="_ _1" />-ment<span class="_ _1" />ioned maturing fac<span class="_ _1" />ilities.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2d5 ff1 fs0 fc0 sc0 ls0 ws0">As at 31.12.2021, "L<span class="_ _1" />ong-term provisi<span class="_ _1" />ons" amounted to <span class="_ _1" />Euro 1.92 mln compare<span class="_ _1" />d to Euro 1.62 m<span class="_ _1" />ln in 2020.<span class="_ _13" /> </div><div class="t m0 x14 h2 y2d6 ff1 fs0 fc0 sc0 ls0 ws0">As at <span class="_ _1" />31.12.2021, <span class="_ _1" />"Other <span class="_ _1" />non-<span class="_ _1" />current <span class="_ _1" />liabilities" <span class="_ _1" />includes tax<span class="_ _1" /> and <span class="_ _1" />insurance <span class="_ _1" />liabilities of<span class="_ _1" /> the G<span class="_ _1" />roup<span class="_ _1" />, <span class="_ _1" />which <span class="_ _1" />arose </div><div class="t m0 x14 h2 y2d7 ff1 fs0 fc0 sc0 ls0 ws0">during the pandem<span class="_ _1" />ic and have been <span class="_ _1" />settled acc<span class="_ _1" />ording to the curr<span class="_ _1" />ent applicabl<span class="_ _1" />e framework.<span class="_ _1" /> </div><div class="t m0 x14 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _24"> </span>at  31.12.2021,  "Trade  and <span class="_ _24"> </span>othe<span class="_ _1" />r  payables"  amounted  to <span class="_ _24"> </span>Euro  37.94  mln  versus <span class="_ _24"> </span>Euro  39.08  mln  on </div><div class="t m0 x14 h2 y298 ff1 fs0 fc0 sc0 ls2 ws0">31.1<span class="ls0">2.2020.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1c"> </span>at <span class="_ _23"> </span>31.12.2021, <span class="_ _1c"> </span>"Oth<span class="_ _1" />er <span class="_ _1c"> </span>c<span class="_ _1" />urrent <span class="_ _1c"> </span>liabilities" <span class="_ _23"> </span>amounted <span class="_ _1c"> </span>to<span class="_ _1" /> <span class="_ _1c"> </span>Euro <span class="_ _23"> </span>52.96 <span class="_ _1c"> </span>mln <span class="_ _23"> </span>compared <span class="_ _1c"> </span>to<span class="_ _1" /> <span class="_ _1c"> </span>Euro <span class="_ _1c"> </span>4<span class="_ _1" />7.25 <span class="_ _1c"> </span>mln<span class="_ _1" /> <span class="_ _1c"> </span>on<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d9 ff1 fs0 fc0 sc0 ls0 ws0">31.12.2020. <span class="_ _1" />T<span class="_ _1" />he <span class="_ _1" />i<span class="_ _1" />tem <span class="_ _1" />ma<span class="_ _1" />inly <span class="_ _1" />includes <span class="_ _13" />income <span class="_ _13" />carried <span class="_ _13" />forward <span class="_ _1" />r<span class="_ _1" />egarding <span class="_ _1" />t<span class="_ _1" />ickets <span class="_ _3e" />th<span class="_ _1" />at <span class="_ _1" />have <span class="_ _13" />already <span class="_ _13" />been <span class="_ _1" />issu<span class="_ _1" />ed </div><div class="t m0 x14 h2 y2da ff1 fs0 fc0 sc0 ls2 ws0">but not used till th<span class="ls0">e<span class="_ _1" /> year end, liabilities to <span class="_ _3" />insurance co<span class="_ _1" />mpanies, other tax obligations as well as well as accrued </span></div><div class="t m0 x14 h2 y2db ff1 fs0 fc0 sc0 ls0 ws0">expenses. <span class="_ _b" />Th<span class="_ _1" />e <span class="_ _b" />increase <span class="_ _3" />is <span class="_ _3" />mainly <span class="_ _b" />related <span class="_ _3" />to distribution <span class="_ _b" /><span class="ff6">of <span class="_ _3" />previous <span class="_ _b" />y<span class="_ _1" />ears <span class="_ _b" />prof<span class="_ _1" />its <span class="_ _b" />to <span class="_ _3" />the <span class="_ _b" />Com<span class="_ _1" />pany’s <span class="_ _b" />sh<span class="_ _1" />areholders, </span></div><div class="t m0 x14 h2 y2dc ff1 fs0 fc0 sc0 ls0 ws0">according to the decisi<span class="_ _1" />on of the Extraord<span class="_ _1" />inary<span class="_ _1" /> General Meet<span class="_ _1" />ing held on 23.12.2<span class="_ _1" />021.<span class="_ _1" /> </div><div class="t m0 x14 h1f y2dd ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2de ff1 fs0 fc0 sc0 ls0 ws0">Cash flows<span class="_ _1" /> </div><div class="t m0 x14 h2 y2df ff1 fs0 fc0 sc0 ls0 ws0">In 2021, <span class="_ _1" />net infl<span class="_ _1" />ows from <span class="_ _1" />operating <span class="_ _1" />activities sto<span class="_ _1" />od at <span class="_ _1" />Euro <span class="_ _1" />19.32 mln<span class="_ _1" /> against <span class="_ _13" />i<span class="_ _1" />nflows of <span class="_ _1" />Euro <span class="_ _1" />6.38 mln<span class="_ _1" /> in 20<span class="_ _1" />20. </div><div class="t m0 x14 h2 y2e0 ff1 fs0 fc0 sc0 ls0 ws0">Adjustments <span class="_ _1" />as <span class="_ _1" />w<span class="_ _1" />ell <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />changes <span class="_ _13" />in w<span class="_ _1" />orking <span class="_ _1" />c<span class="_ _1" />apital <span class="_ _1" />conc<span class="_ _1" />erning <span class="_ _1" />operating <span class="_ _13" />cash <span class="_ _1" />flows<span class="_ _1" /> <span class="_ _1" />are <span class="_ _3e" />ana<span class="_ _1" />lytically <span class="_ _1" />present<span class="_ _1" />ed </div><div class="t m0 x14 h2 y2e1 ff1 fs0 fc0 sc0 ls0 ws0">in the Cash Flow S<span class="_ _1" />tatemen<span class="_ _1" />t of 2021. </div><div class="t m0 x14 hb y1ad ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />2021, <span class="_ _13" />the <span class="_ _13" />Group<span class="_ _1" />’s <span class="_ _13" />outflows <span class="_ _13" />from<span class="_ _1" /> <span class="_ _13" />investing <span class="_ _13" />activities<span class="_ _1" /> <span class="_ _13" />stood <span class="_ _13" />at <span class="_ _13" />Euro <span class="_ _13" />46.<span class="_ _1" />71 <span class="_ _13" />mln <span class="_ _13" />compared <span class="_ _3e" />to <span class="_ _13" />outflows <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />Euro </div><div class="t m0 x14 h2 y2e2 ff1 fs0 fc0 sc0 ls0 ws0">39.43 <span class="_ _13" />mln <span class="_ _3e" />in <span class="_ _13" />202<span class="_ _1" />0. <span class="_ _13" />The <span class="_ _3e" />increase <span class="_ _3e" />is <span class="_ _13" />mai<span class="_ _1" />nly <span class="_ _13" />related <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />the <span class="_ _13" />ac<span class="_ _1" />quisition <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />the <span class="_ _1a" />ow<span class="_ _1" />ning <span class="_ _3e" />company <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />Naxos <span class="_ _13" />R<span class="_ _1" />esort </div><div class="t m0 x14 h2 y2e3 ff1 fs0 fc0 sc0 ls0 ws0">Beach <span class="_ _1" />Hotel <span class="_ _1" />for <span class="_ _13" />a <span class="_ _1" />net <span class="_ _1" />cash<span class="_ _1" /> <span class="_ _1" />flow <span class="_ _1" />of <span class="_ _13" />Euro <span class="_ _13" />5.8 <span class="_ _1" />mln, <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />well <span class="_ _1" />as <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />participation <span class="_ _13" />in th<span class="_ _1" />e <span class="_ _1" />share <span class="_ _1" />capita<span class="_ _1" />l <span class="_ _1" />increase <span class="_ _1" />of <span class="_ _1" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y2e4 ff1 fs0 fc0 sc0 ls0 ws0">affiliated company<span class="_ _1" /> Africa Morocco L<span class="_ _1" />inks amounting <span class="_ _1" />to Euro 3.3 mln.<span class="_ _1" /> </div><div class="t m0 x14 hb y2e5 ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />2021, <span class="_ _1" />inflows <span class="_ _13" />from <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />roup’s <span class="_ _1" />financing <span class="_ _1" />ac<span class="_ _1" />tivities <span class="_ _1" />stood <span class="_ _1" />at <span class="_ _13" />Euro <span class="_ _1" />44.29 <span class="_ _1" />m<span class="_ _1" />ln <span class="_ _1" />compared <span class="_ _1" />to <span class="_ _1" />inf<span class="_ _1" />lows <span class="_ _1" />of <span class="_ _1" />Eur<span class="_ _1" />o <span class="_ _1" />8.3 </div><div class="t m0 x14 h2 y276 ff1 fs0 fc0 sc0 ls0 ws0">mln <span class="_ _1c"> </span>in <span class="_ _1c"> </span>2020. <span class="_ _23"> </span>Net <span class="_ _1c"> </span>inflows <span class="_ _1c"> </span>f<span class="_ _1" />or <span class="_ _1c"> </span>the <span class="_ _1c"> </span>period <span class="_ _1c"> </span>aros<span class="_ _1" />e <span class="_ _1c"> </span>mainly<span class="_ _1" /> <span class="_ _1c"> </span>from <span class="_ _1c"> </span>loans <span class="_ _23"> </span>proc<span class="_ _1" />eeds <span class="_ _1c"> </span>amo<span class="_ _1" />unting <span class="_ _1c"> </span>to <span class="_ _1c"> </span>Euro <span class="_ _23"> </span><span class="ls10">94</span> <span class="_ _1b" />mln <span class="_ _23"> </span>and </div><div class="t m0 x14 h2 y2e6 ff1 fs0 fc0 sc0 ls0 ws0">repayments <span class="_ _1c"> </span>of <span class="_ _23"> </span><span class="ls2">a <span class="_ _1c"> </span></span>long-term<span class="_ _1" /> <span class="_ _1c"> </span>facility <span class="_ _23"> </span>of <span class="_ _1b" />E<span class="_ _1" />uro <span class="_ _1c"> </span>20mln<span class="_ _1" /> <span class="_ _1c"> </span>and <span class="_ _23"> </span>scheduled <span class="_ _1c"> </span>repayments <span class="_ _23"> </span>of <span class="_ _1c"> </span>long <span class="_ _1c"> </span>an<span class="_ _1" />d <span class="_ _1c"> </span>s<span class="_ _1" />hort-term <span class="_ _1c"> </span>loa<span class="_ _1" />ns </div><div class="t m0 x14 h20 y2e7 ff1 fs0 fc0 sc0 ls0 ws0">amounting to Euro <span class="_ _1" />27.1 mln.<span class="_ _1" /><span class="fs1"> </span></div></div></div><div class="pi" /></div>
<div id="pf16" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc16 w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">22</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">It <span class="_ _b" />is<span class="_ _1" /> <span class="_ _3" />noted that <span class="_ _b" />the items of <span class="_ _b" />the Group's S<span class="_ _3" />tatement of <span class="_ _b" />Fi<span class="_ _1" />nancial <span class="_ _3" />Position for <span class="_ _b" />the comparative annual <span class="_ _b" />p<span class="_ _1" />eriod ended </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">31.12.2020 <span class="_ _13" />ar<span class="_ _1" />e <span class="_ _13" />restated <span class="_ _13" />du<span class="_ _1" />e <span class="_ _13" />to <span class="_ _13" />the <span class="_ _3e" />change <span class="_ _3e" />in <span class="_ _13" />the <span class="_ _13" />acc<span class="_ _1" />ounting <span class="_ _13" />po<span class="_ _1" />licy <span class="_ _13" />under <span class="_ _13" />IA<span class="_ _1" />S <span class="_ _13" />19. <span class="_ _13" />The <span class="_ _13" />r<span class="_ _1" />elative <span class="_ _13" />inform<span class="_ _1" />ation <span class="_ _13" />is<span class="_ _1" /> </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">presented in the Notes<span class="_ _1" /> to the financia<span class="_ _1" />l statements for<span class="_ _1" /> the year 0<span class="_ _1" />1.01.2021 -3<span class="_ _1" />1.12.2021.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y27a ff6 fs0 fc0 sc0 ls0 ws0">Financial Ratios (Alter<span class="_ _1" />native Performanc<span class="_ _1" />e Measure “<span class="_ _1" /><span class="ff2">APMs</span><span class="ls5">”)</span><span class="ff1"> </span></div><div class="t m0 x14 h2 y2e8 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s main financi<span class="_ _1" />al ratios are presented <span class="_ _1" />as follows:<span class="_ _1" /><span class="ff1"> </span></div></div><div class="c x14 y2e9 w16 h1d"><div class="t m0 x1f h1f y2ea ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1f h1f y271 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y2e9 w17 h1d"><div class="t m0 x34 h3 y271 ff2 fs0 fc0 sc0 ls2 ws0">2021<span class="ls0"> </span></div></div><div class="c x39 y2e9 w18 h1d"><div class="t m0 x1f h3 y271 ff2 fs0 fc0 sc0 ls2 ws0">2020<span class="ls0"> </span></div></div><div class="c x14 y2eb w19 h21"><div class="t m0 x1f h3 y2ec ff2 fs0 fc0 sc0 ls0 ws0">Current Ratio </div><div class="t m0 x1f h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">Total Current Assets<span class="_ _1" /> </div><div class="t m0 x1f h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">Total Current Liabilities<span class="_ _1" />  </div></div><div class="c x38 y2eb w17 h21"><div class="t m0 x3a h2 yfb ff1 fs0 fc0 sc0 ls0 ws0">1.<span class="ls2">03</span> </div></div><div class="c x39 y2eb w18 h21"><div class="t m0 x34 h2 yfb ff1 fs0 fc0 sc0 ls0 ws0">1.<span class="ls2">59</span> </div></div><div class="c x14 y247 w19 h21"><div class="t m0 x1f h3 y2ec ff2 fs0 fc0 sc0 ls0 ws0">Debt-Equity Ratio<span class="_ _1" /> </div><div class="t m0 x1f h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">Total Equity </div><div class="t m0 x1f h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">Total Liabilities <span class="_ _1" /> </div></div><div class="c x38 y247 w17 h21"><div class="t m0 x3a h2 y2ef ff1 fs0 fc0 sc0 ls0 ws0">0.<span class="ls2">61</span> </div></div><div class="c x39 y247 w18 h21"><div class="t m0 x34 h2 y2ef ff1 fs0 fc0 sc0 ls0 ws0">0.<span class="ls2">73</span> </div></div><div class="c x14 y2f0 w19 h22"><div class="t m0 x1f h3 y2f1 ff2 fs0 fc0 sc0 ls0 ws0">Gearing Ratio </div><div class="t m0 x1f h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">Net Debt </div><div class="t m0 x1f h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">Total Capital Employe<span class="_ _1" />d </div></div><div class="c x38 y2f0 w17 h22"><div class="t m0 x3a h2 yfb ff1 fs0 fc0 sc0 ls0 ws0">0.<span class="ls2">52</span> </div></div><div class="c x39 y2f0 w18 h22"><div class="t m0 x34 h2 yfb ff1 fs0 fc0 sc0 ls0 ws0">0.<span class="ls2">48</span> </div></div><div class="c x14 y2f2 w19 h23"><div class="t m0 x1f h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">Net Debt </div><div class="t m0 x1f h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">EBITDA </div></div><div class="c x38 y2f2 w17 h23"><div class="t m0 x3a h2 y2f3 ff1 fs0 fc0 sc0 ls0 ws0">9.<span class="ls2">16</span> </div></div><div class="c x39 y2f2 w18 h23"><div class="t m0 x34 h2 y2f3 ff1 fs0 fc0 sc0 ls0 ws0">8.<span class="ls2">65</span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h2 y2f4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2f5 ff1 fs0 fc0 sc0 ls0 ws0">Definitions/Agreeme<span class="_ _1" />nts APMs<span class="_ _1" /> <span class="_ _41"> </span> </div><div class="t m0 x14 h2 y2f6 ff1 fs0 fc0 sc0 ls0 ws0">General Liquidity an<span class="_ _1" />d Debt-<span class="_ _1" />Equity Ratios <span class="_ _1" /><span class="ff6">arise from the items of the Gr<span class="_ _1" />oup’s Stat<span class="_ _1" />ement of Financial Posit<span class="_ _1" />ion. <span class="_ _1" /></span> </div><div class="t m0 x14 h2 y2f7 ff1 fs0 fc0 sc0 ls0 ws0">EBITDA <span class="_ _2f"> </span>(Earni<span class="_ _1" />ngs <span class="_ _2f"> </span>before <span class="_ _2e"> </span>Interest, <span class="_ _2f"> </span>Taxes, <span class="_ _2f"> </span>Deprec<span class="_ _1" />iation <span class="_ _2f"> </span>and <span class="_ _2f"> </span>Amortiza<span class="_ _1" />tion) <span class="_ _2f"> </span>is <span class="_ _2e"> </span>intended <span class="_ _2f"> </span>to <span class="_ _2f"> </span>prov<span class="_ _1" />ide <span class="_ _2f"> </span>useful </div><div class="t m0 x14 h2 y2f8 ff1 fs0 fc0 sc0 ls0 ws0">information in order t<span class="_ _1" />o analy<span class="_ _1" />s<span class="ls2">e the</span> <span class="ff6">Group’s o<span class="_ _1" />perating performance.<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y2f9 ff1 fs0 fc0 sc0 ls0 ws0">Gearing <span class="_ _b" />Rat<span class="_ _1" />io <span class="_ _b" /><span class="ls6">is<span class="_ _1" /><span class="ls0"> <span class="_ _b" />used<span class="_ _1" /> <span class="_ _b" />to <span class="_ _3" />evaluate <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />capit<span class="_ _1" />al <span class="_ _b" />structure of <span class="_ _b" />the <span class="_ _b" />Group and <span class="_ _b" />its <span class="_ _b" />leverag<span class="_ _1" />e <span class="_ _b" />capaci<span class="_ _1" />ty. <span class="_ _b" />Net <span class="_ _3" />debt <span class="_ _b" />is <span class="_ _3" />defined<span class="_ _1" /> </span></span></div><div class="t m0 x14 h2 y2fa ff1 fs0 fc0 sc0 ls0 ws0">as <span class="_ _13" />s<span class="_ _1" />hort-term <span class="_ _3e" />borrow<span class="_ _1" />ings <span class="_ _13" />p<span class="_ _1" />lus <span class="_ _13" />l<span class="_ _1" />ong-t<span class="_ _1" />erm <span class="_ _3e" />borrowings <span class="_ _3e" />plus<span class="_ _1" /> <span class="_ _13" />short<span class="_ _1" />-term <span class="_ _3e" />comp<span class="_ _1" />onent <span class="_ _3e" />of <span class="_ _3e" />long<span class="_ _1" />-term <span class="_ _3e" />borrowi<span class="_ _1" />ngs <span class="_ _13" />l<span class="_ _1" />ess </div><div class="t m0 x14 h2 y2fb ff1 fs0 fc0 sc0 ls0 ws0">cash and cash equiva<span class="_ _1" />lents. Total Capital Em<span class="_ _1" />ployed <span class="_ _1" />is defined as Net<span class="_ _1" /> Debt plus Equity.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2fc ff1 fs0 fc0 sc0 ls0 ws0">Net Debt/EB<span class="_ _1" />ITDA Rat<span class="_ _1" />io <span class="_ _1" />is used <span class="_ _1" />as an<span class="_ _1" />other pl<span class="_ _1" />anning tool<span class="_ _1" /> of <span class="_ _1" />the Group's <span class="_ _1" />appropri<span class="_ _1" />ate capit<span class="_ _1" />al structure <span class="_ _1" />in re<span class="_ _1" />lation </div><div class="t m0 x14 h2 y28f ff1 fs0 fc0 sc0 ls0 ws0">to its ability to gener<span class="_ _1" />ate future cash flows an<span class="_ _1" />d operating profit. Net<span class="_ _1" /> Debt and EBITD<span class="_ _1" />A are defined above.<span class="_ _13" /> </div><div class="t m0 x14 h3 y2fd ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y18b ff2 fs0 fc0 sc0 ls0 ws0">5. <span class="_ _2c"> </span>FINANCIAL RESULT<span class="_ _1" />S OF THE P<span class="_ _1" />ARENT COMPAN<span class="_ _1" />Y </div><div class="t m0 x14 h2 y16f ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _3" />TT<span class="_ _3" />IC<span class="_ _3" />A <span class="_ _b" />HOL<span class="_ _3" />DI<span class="_ _3" />N<span class="_ _3" />GS<span class="_ _3" /> S<span class="_ _3" />.A<span class="_ _b" />. i<span class="_ _b" />s a<span class="_ _3" /> H<span class="_ _b" />oldi<span class="_ _b" />ng <span class="_ _b" />Com<span class="_ _3" />pa<span class="_ _3" />n<span class="_ _3" />y <span class="_ _3" />a<span class="_ _3" />nd <span class="_ _b" />as <span class="_ _3" />su<span class="_ _b" />ch <span class="_ _3" />i<span class="_ _3" />t<span class="_ _3" />s i<span class="_ _b" />nco<span class="_ _3" />me<span class="_ _b" /> ar<span class="_ _3" />i<span class="_ _3" />se<span class="_ _b" />s ma<span class="_ _3" />in<span class="_ _b" />ly <span class="_ _b" />fro<span class="_ _3" />m<span class="_ _3" /> di<span class="_ _b" />vi<span class="_ _3" />de<span class="_ _3" />nd<span class="_ _b" />s a<span class="_ _3" />nd<span class="_ _b" /> in<span class="_ _3" />te<span class="_ _b" />res<span class="_ _3" />ts<span class="_ _3" />. </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">23</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _3" />at <span class="_ _b" />31.12.2<span class="_ _1" />021, <span class="_ _3" />the <span class="_ _b" />C<span class="_ _1" />ompany's <span class="_ _3" />participating i<span class="_ _3" />nterest<span class="_ _1" />s <span class="_ _3" />amounted <span class="_ _b" />to Euro <span class="_ _b" />774.<span class="_ _1" />75 <span class="_ _3" />mln <span class="_ _b" />co<span class="_ _1" />mpared <span class="_ _3" />to <span class="_ _b" />E<span class="_ _1" />uro <span class="_ _3" />717.<span class="_ _1" /><span class="ls2">60 </span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">mln on<span class="_ _3" /> 31.12.2020. The <span class="_ _3" />Company measures i<span class="_ _3" />ts participating interests <span class="_ _3" />at <span class="_ _3" />fair value. <span class="_ _3" />The increase <span class="_ _3" />in investments </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">arises from the net share capi<span class="_ _3" />tal increases of the Group's subsidiaries (capital increases less capital decreases<span class="_ _1" /> </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _b" />su<span class="_ _1" />bsidiaries) as <span class="_ _b" />wel<span class="_ _1" />l <span class="_ _3" />as increase <span class="_ _3" />from <span class="_ _3" />adjustments in <span class="_ _b" />fair value valuations of <span class="_ _b" />the Group's <span class="_ _3" />subsidiaries in <span class="_ _b" />202<span class="_ _1" />1. </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">In 2021, <span class="_ _1" />the Com<span class="_ _1" />pany part<span class="_ _1" />icipated in <span class="_ _1" />share c<span class="_ _1" />apital incr<span class="_ _1" />eases of <span class="_ _1" />its 100% <span class="_ _1" />subsidiar<span class="_ _1" />ies total<span class="_ _13" />ling <span class="_ _1" />Euro <span class="_ _1" />31.82 <span class="_ _1" />mln. </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">The returns related to th<span class="_ _1" />e share capital <span class="_ _1" />decr<span class="_ _1" />eases of its 100% subs<span class="_ _1" />idiaries<span class="_ _1" /> amounted Euro 6.3 <span class="_ _1" />mln.<span class="_ _1" /> </div><div class="t m0 x14 h20 y25d ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1" />at <span class="_ _1" />31.<span class="_ _1" />12.2021, <span class="_ _1" />"Other<span class="_ _1" /> <span class="_ _1" />current <span class="_ _1" />ass<span class="_ _1" />ets" <span class="_ _1" />amounte<span class="_ _1" />d <span class="_ _1" />to <span class="_ _1" />Euro<span class="_ _1" /> <span class="_ _1" />9.92 <span class="_ _1" />ml<span class="_ _1" />n <span class="_ _1" />against <span class="_ _13" />Euro <span class="_ _1" />3.04 <span class="_ _13" />mln <span class="_ _1" />as <span class="_ _13" />at <span class="_ _1" />31.12.202<span class="_ _1" />0.<span class="_ _13" /><span class="fs1"> </span></div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />i<span class="_ _1" />ncrease <span class="_ _3" />is <span class="_ _3" />mainly <span class="_ _3" />due <span class="_ _3" />to <span class="_ _3" />the <span class="_ _3" />increase <span class="_ _3" />in <span class="_ _b" />the<span class="_ _1" /> <span class="_ _3" />Company's restricted <span class="_ _b" />deposi<span class="_ _1" />ts <span class="_ _3" />provided <span class="_ _3" />as<span class="_ _1" /> collateral <span class="_ _3" />for <span class="_ _3" />a <span class="_ _3" />bank </div><div class="t m0 x14 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">loan received by t<span class="_ _1" />he Group's c<span class="_ _1" />ompanies.<span class="_ _1" /> </div><div class="t m0 x14 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">As at 31.12.2021, "Cash and cash equivalents" amounted to Euro 45.53 mln compared to Euro 19.25 mln as at </div><div class="t m0 x14 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">31.12.2020. The increas<span class="_ _1" />e is mainly due t<span class="_ _1" />o proc<span class="_ _1" />eeds from a <span class="_ _1" />long-term loan w<span class="_ _1" />ithin 2021<span class="_ _1" />. </div><div class="t m0 x14 h2 y262 ff1 fs0 fc0 sc0 ls0 ws0">T<span class="ff6">he <span class="_ _1" />Company’s <span class="_ _13" />"Equity" <span class="_ _1" />amoun<span class="_ _1" />ted <span class="_ _1" />to <span class="_ _1" />Euro <span class="_ _13" />568<span class="_ _1" /></span>.28 <span class="_ _1" />mln <span class="_ _1" />ag<span class="_ _1" />ainst <span class="_ _1" />Euro <span class="_ _13" />544.58 <span class="_ _13" />mln <span class="_ _1" />on <span class="_ _1" />3<span class="_ _1" />1.12.2020. <span class="_ _1" />T<span class="_ _1" />he <span class="_ _1" />increas<span class="_ _1" />e </div><div class="t m0 x14 h2 y2ba ff1 fs0 fc0 sc0 ls0 ws0">is mainly due to the fair va<span class="_ _1" />lue measure<span class="_ _1" />ment of the<span class="_ _1" /> Group's subsid<span class="_ _1" />iaries in 2021.<span class="_ _1" /> </div><div class="t m0 x14 h2 y264 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Company’s <span class="_ _13" />"Long<span class="ff1">-Term <span class="_ _13" />Loan <span class="_ _1" />Liabilities" <span class="_ _1" />amount<span class="_ _1" />ed <span class="_ _1" />to <span class="_ _1" />Euro <span class="_ _1" />241.88 <span class="_ _13" />mln <span class="_ _1" />(Euro <span class="_ _13" />194.05 <span class="_ _1" />mln <span class="_ _1" />on <span class="_ _1" />31.12.2<span class="_ _1" />020). </span></div><div class="t m0 x14 h2 y265 ff1 fs0 fc0 sc0 ls0 ws0">"Short-Term <span class="_ _23"> </span>Loan <span class="_ _23"> </span>Liabilities<span class="_ _1" />" <span class="_ _1c"> </span>amou<span class="_ _1" />nted <span class="_ _1c"> </span>t<span class="_ _1" />o <span class="_ _23"> </span>Euro <span class="_ _23"> </span><span class="ls2">8.<span class="_ _1" /></span>04 <span class="_ _1c"> </span>m<span class="_ _1" />ln <span class="_ _23"> </span>(Euro <span class="_ _1c"> </span>1.<span class="_ _1" />04 <span class="_ _23"> </span>mln <span class="_ _1c"> </span>as <span class="_ _23"> </span>a<span class="_ _1" />t <span class="_ _1c"> </span>31.12.<span class="_ _1" />2020). <span class="_ _23"> </span>In <span class="_ _23"> </span>2021, <span class="_ _1c"> </span>th<span class="_ _1" />e </div><div class="t m0 x14 h2 y266 ff1 fs0 fc0 sc0 ls0 ws0">Company received <span class="_ _1" />loans a<span class="_ _1" />mounting to Euro 74 m<span class="_ _1" />ln and repai<span class="_ _1" />d a long-term lo<span class="_ _1" />an of Euro 20 mln.<span class="_ _1" /> </div><div class="t m0 x14 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0"> "Other <span class="_ _13" />curr<span class="_ _1" />ent <span class="_ _13" />liabilities"<span class="_ _1" /> <span class="_ _13" />amounted<span class="_ _1" /> <span class="_ _13" />to <span class="_ _13" />E<span class="_ _1" />uro <span class="_ _13" />11.75 <span class="_ _3e" />mln <span class="_ _3e" />against <span class="_ _13" />E<span class="_ _1" />uro <span class="_ _13" />0.16<span class="_ _1" /> <span class="_ _13" />mln <span class="_ _3e" />on <span class="_ _13" />31<span class="_ _1" />.12.2020. <span class="_ _3e" /> <span class="_ _13" />The <span class="_ _3e" />change <span class="_ _13" />is </div><div class="t m0 x14 h2 y268 ff1 fs0 fc0 sc0 ls0 ws0">mainly related <span class="_ _1" />to d<span class="_ _1" />istribution<span class="_ _1" /> of previ<span class="_ _1" />ous year<span class="ff6">’s <span class="_ _1" />profits t<span class="_ _1" />o the C<span class="_ _1" />ompany’s share<span class="_ _1" />holders, <span class="_ _1" />total<span class="_ _1" /></span>ling Euro <span class="_ _1" />10.79 <span class="_ _1" />mln </div><div class="t m0 x14 h2 y269 ff1 fs0 fc0 sc0 ls0 ws0">according to the decisi<span class="_ _1" />on of the Extraord<span class="_ _1" />inary General <span class="_ _1" />Meeting held on 23.12.2<span class="_ _1" />021.<span class="_ _13" /> </div><div class="t m0 x14 h2 y26a ff6 fs0 fc0 sc0 ls0 ws0">In 2021, “Administrative<span class="_ _1" /> expenses” stoo<span class="_ _1" />d at Euro 1.32<span class="_ _1" /> mln versus Euro 1.0<span class="_ _1" />6 mln in 2020.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">Financial expenses, <span class="_ _1" />which <span class="_ _1" />mainly concern <span class="_ _1" />interest <span class="_ _1" />on bond <span class="_ _1" />loans, am<span class="_ _1" />oun<span class="_ _1" />ted t<span class="_ _1" />o Euro <span class="_ _1" />8.8 mln (<span class="_ _1" />Euro 7.11 m<span class="_ _1" />ln in </div><div class="t m0 x14 h2 y115 ff1 fs0 fc0 sc0 ls0 ws0">2020). <span class="_ _3" />The increase in <span class="_ _b" />fi<span class="_ _1" />nancial expenses i<span class="_ _3" />s mainly <span class="_ _3" />due to <span class="_ _b" />t<span class="_ _1" />he increase <span class="_ _3" />in the <span class="_ _b" />Co<span class="_ _1" />mpany's borrowings compared </div><div class="t m0 x14 h2 y116 ff1 fs0 fc0 sc0 ls0 ws0">to the previous year.<span class="_ _1" /> </div><div class="t m0 x14 h2 y24e ff6 fs0 fc0 sc0 ls0 ws0">In 2021, the Company<span class="_ _1" />’s "Income form divid<span class="_ _1" />ends" stood at Euro <span class="_ _1" />12.90 mln (Euro 9.43 ml<span class="_ _1" />n i<span class="_ _1" /><span class="ff1">n 2020).<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y24f ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1" />a <span class="_ _13" />result <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />ab<span class="_ _1" />ove, <span class="_ _1" />in <span class="_ _13" />2021, <span class="_ _1" />the <span class="_ _13" />Company <span class="_ _13" />recorded <span class="_ _13" />profits <span class="_ _1" />of <span class="_ _13" />Euro <span class="_ _13" />2.87 <span class="_ _1" />ml<span class="_ _1" />n <span class="_ _1" />compare<span class="_ _1" />d <span class="_ _1" />to <span class="_ _13" />pr<span class="_ _1" />of<span class="_ _1" />its <span class="_ _1" />of <span class="_ _13" />Euro </div><div class="t m0 x14 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">1.47 mln in 2020.<span class="_ _1" /> </div><div class="t m0 x14 h2 y251 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />2021, <span class="_ _13" />the <span class="_ _13" />Compa<span class="_ _1" />ny <span class="_ _13" />recorded <span class="_ _13" />outflows <span class="_ _13" />from <span class="_ _3e" />opera<span class="_ _1" />ting <span class="_ _13" />activities <span class="_ _3e" /><span class="ls2">of <span class="_ _13" /></span>Euro <span class="_ _13" />15<span class="_ _1" />.84 <span class="_ _13" />mln <span class="_ _13" />compared<span class="_ _1" /> <span class="_ _13" />to <span class="_ _13" />outflows <span class="_ _13" />of </div><div class="t m0 x14 h2 y252 ff1 fs0 fc0 sc0 ls0 ws0">Euro <span class="_ _1" />2.25 <span class="_ _13" />mln <span class="_ _1" />in <span class="_ _13" />2020. <span class="_ _1" />T<span class="_ _1" />he <span class="_ _1" />adjustments <span class="_ _13" />as <span class="_ _1" />we<span class="_ _1" />ll <span class="_ _1" />as <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />changes <span class="_ _13" />in <span class="_ _1" />the <span class="_ _1" />work<span class="_ _1" />ing <span class="_ _1" />capital <span class="_ _13" />accounts <span class="_ _1" />rela<span class="_ _1" />ted <span class="_ _1" />to <span class="_ _1" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y253 ff1 fs0 fc0 sc0 ls0 ws0">operating <span class="_ _3e" />act<span class="_ _1" />ivities <span class="_ _3e" />are <span class="_ _1a" />analytically <span class="_ _1a" />presented <span class="_ _1a" />in <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />Statement<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />Cash <span class="_ _1a" />Flows<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />the<span class="_ _13" /> <span class="_ _1a" />financial <span class="_ _3e" />s<span class="_ _1" />tatements <span class="_ _3e" />f<span class="_ _1" />or </div><div class="t m0 x14 h2 y2b7 ff1 fs0 fc0 sc0 ls0 ws0">2021. </div><div class="t m0 x14 h2 y255 ff1 fs0 fc0 sc0 ls0 ws0">Outflows from investing <span class="_ _3" />activ<span class="_ _1" />ities amounted to Euro <span class="_ _3" />11.84 mln compared to <span class="_ _3" />outflows<span class="_ _1" /> of <span class="_ _3" />Euro 44.67 <span class="_ _3" />mln in <span class="_ _3" />2020.  </div><div class="t m0 x14 h2 y256 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />c<span class="_ _1" />hange <span class="_ _3" />is <span class="_ _3" />mainly <span class="_ _b" />d<span class="_ _1" />ue <span class="_ _b" />t<span class="_ _1" />o <span class="_ _3" />the <span class="_ _b" />f<span class="_ _1" />act <span class="_ _3" />that <span class="_ _3" />in <span class="_ _b" />the first <span class="_ _b" />hal<span class="_ _1" />f <span class="_ _3" />of <span class="_ _b" />2021 the <span class="_ _b" />parent company <span class="_ _3" />participated <span class="_ _3" />in <span class="_ _b" />s<span class="_ _1" />hare <span class="_ _b" />c<span class="_ _1" />apital </div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0">increases of its 100% su<span class="_ _1" />bsidiaries in accorda<span class="_ _1" />nce with the ter<span class="_ _1" />ms of the <span class="_ _1" />approve<span class="_ _1" />d Common Bond L<span class="_ _1" />oan. </div></div></div><div class="pi" /></div>
<div id="pf18" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc18 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">24</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />2021, <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />Company<span class="_ _1" />’s <span class="_ _13" />inflows <span class="_ _13" />fro<span class="_ _1" />m <span class="_ _13" />financing <span class="_ _3e" />activities<span class="_ _1" /> <span class="_ _13" />amounted <span class="_ _13" />to<span class="_ _1" /> <span class="_ _13" />Euro <span class="_ _13" />53<span class="_ _1" />.96 <span class="_ _13" />mln <span class="_ _3e" />compared <span class="_ _3e" />to <span class="_ _1b"> </span><span class="ff1 ls6">in<span class="ls0">flows <span class="_ _3e" />of </span></span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">Euro 9.20 ml<span class="_ _3" />n last <span class="_ _3" />year. In 20<span class="_ _3" />21, net i<span class="_ _3" />nflows arise mainly <span class="_ _3" />from<span class="_ _1" /> proce<span class="ls2">eds</span> of a <span class="_ _b" />cred<span class="_ _1" />it facility <span class="_ _3" />amounting to Euro 74<span class="_ _3" /> </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">mln and repayment<span class="_ _1" /> of a long<span class="_ _1" />-term loan of Euro<span class="_ _1" /> 20 mln. </div><div class="t m0 x14 hb y25a ff6 fs0 fc0 sc0 ls0 ws0">It <span class="_ _13" />is <span class="_ _13" />noted <span class="_ _3e" />that <span class="_ _3e" />the <span class="_ _13" />items <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _13" />C<span class="_ _1" />ompany’s <span class="_ _3e" />Statement <span class="_ _3e" />of <span class="_ _13" />Financi<span class="_ _1" />al <span class="_ _13" />Position <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />stateme<span class="_ _1" />nt <span class="_ _13" />of <span class="_ _13" />Co<span class="_ _1" />mprehensive<span class="_ _1" /> </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">Income f<span class="_ _1" />or the<span class="_ _1" /> c<span class="_ _1" />omparative <span class="_ _1" />annual <span class="_ _1" />period <span class="_ _1" />ended <span class="_ _1" />31.12.202<span class="_ _1" />0 are <span class="_ _1" />resta<span class="_ _1" />ted <span class="_ _1" />due to <span class="_ _1" />t<span class="_ _1" />he change <span class="_ _13" />in the <span class="_ _1" />acc<span class="_ _13" />ounti<span class="_ _1" />ng </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">policy <span class="_ _1" />under <span class="_ _1" />IA<span class="_ _1" />S <span class="_ _1" />19. <span class="_ _1" />Th<span class="_ _1" />e <span class="_ _1" />relative <span class="_ _13" />information <span class="_ _1" />is <span class="_ _1" />pres<span class="_ _1" />ented <span class="_ _1" />in <span class="_ _13" />the <span class="_ _1" />Notes <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />the <span class="_ _1" />fin<span class="_ _1" />ancial <span class="_ _1" />statements <span class="_ _13" />for <span class="_ _1" />the <span class="_ _1" />y<span class="_ _1" />ear </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">01.01.2021 -31.1<span class="_ _1" />2.2021. </div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0">There are no shares of t<span class="_ _1" />he parent company ow<span class="_ _1" />ned by Attica Ho<span class="_ _1" />l<span class="_ _1" />dings S.A. or its<span class="_ _1" /> subsidiaries.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">The Board of <span class="_ _3" /><span class="ff6">Directors, taking into account <span class="_ _3" />the Group’s consolidated results, <span class="_ _3" />the on<span class="_ _1" /><span class="ff1">-going COVID-19 pandem<span class="_ _1" />ic </span></span></div><div class="t m0 x14 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">as well <span class="_ _1" />as <span class="_ _1" />the <span class="_ _1" />changing <span class="_ _1" />conditio<span class="_ _1" />ns follow<span class="_ _1" />ing the <span class="_ _1" />Russi<span class="_ _1" />an invas<span class="_ _1" />ion <span class="_ _1" />into Ukra<span class="_ _1" />ine, wi<span class="_ _1" />ll recom<span class="_ _1" />mend to <span class="_ _1" />the <span class="_ _1" />Gener<span class="_ _1" />al </div><div class="t m0 x14 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">Meeting not to distribute<span class="_ _1" /> dividends from the<span class="_ _1" /> paren<span class="_ _1" /><span class="ls1">t C</span><span class="ff6">ompany<span class="_ _1" />’s profits for the year<span class="_ _1" />.</span> </div><div class="t m0 x14 h2 y262 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />c<span class="_ _1" />ompanies, <span class="_ _1c"> </span>in <span class="_ _1c"> </span>which <span class="_ _1c"> </span>Attica <span class="_ _23"> </span>Holdings <span class="_ _1b" />S.<span class="_ _1" />A. <span class="_ _1b" />h<span class="_ _1" />olds <span class="_ _1c"> </span>participating <span class="_ _1c"> </span>interest, <span class="_ _1c"> </span>the <span class="_ _1c"> </span>main <span class="_ _1c"> </span>financial <span class="_ _1c"> </span>fig<span class="_ _1" />ures <span class="_ _1c" />of <span class="_ _1b" />th<span class="_ _1" />e </div><div class="t m0 x14 hb y2ba ff6 fs0 fc0 sc0 ls0 ws0">Group’s <span class="_ _b" />F<span class="_ _1" />inancial <span class="_ _3" />Statements <span class="_ _3" />as <span class="_ _b" />we<span class="_ _1" />ll <span class="_ _b" />as <span class="_ _3" />the <span class="_ _3" />Accounting <span class="_ _b" />Policies<span class="_ _1" /> <span class="_ _b" />applie<span class="_ _1" />d <span class="_ _b" />by <span class="_ _3" />the <span class="_ _b" />Gro<span class="_ _1" />up <span class="_ _b" />are <span class="_ _3" />analytically <span class="_ _3" />presented<span class="_ _1" /> </div><div class="t m0 x14 h2 y2bb ff1 fs0 fc0 sc0 ls0 ws0">i<span class="ff6">n “Notes to the Fina<span class="_ _1" />ncial Statements” wh<span class="_ _1" />ich constitute<span class="_ _1" /> an integral part of this A<span class="_ _1" />nnual Fina<span class="_ _13" /></span>ncial Report.<span class="_ _1" /> </div><div class="t m0 x14 h2 y265 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y284 ff2 fs0 fc0 sc0 ls2 ws0">6.<span class="ls0"> <span class="_ _2c"> </span>SIGNIFICANT TR<span class="_ _1" />ANSACTIO<span class="_ _1" />NS WITH RELATED PA<span class="_ _1" />RTIES </span></div><div class="t m0 x14 h3 y24a ff1 fs0 fc0 sc0 ls0 ws0">Transactions between the <span class="_ _1" />Company a<span class="_ _1" />nd its related pa<span class="_ _1" />rties<span class="ff2"> </span></div><div class="t m0 x14 h2 y300 ff1 fs0 fc0 sc0 ls0 ws0">This section inc<span class="_ _1" />ludes the m<span class="_ _1" />ost significant tra<span class="_ _1" />nsactions betwe<span class="_ _1" />en the Com<span class="_ _1" />pany and its <span class="_ _1" />related parties <span class="_ _1" />as defined<span class="_ _1" /> </div><div class="t m0 x14 h2 y24b ff1 fs0 fc0 sc0 ls0 ws0">by IAS 24.<span class="_ _1" /> </div><div class="t m0 x14 h2 y301 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />particular, <span class="_ _13" />transactio<span class="_ _1" />ns <span class="_ _13" />performed <span class="_ _13" />by <span class="_ _13" />Att<span class="_ _1" />ica <span class="_ _1" />Ho<span class="_ _1" />ldings <span class="_ _13" />S.A. <span class="_ _13" />with <span class="_ _13" />affiliate<span class="_ _1" />d <span class="_ _13" />companies <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Grou<span class="_ _1" />p <span class="_ _13" />within <span class="_ _13" />the<span class="_ _1" /> </div><div class="t m0 x14 h2 y302 ff1 fs0 fc0 sc0 ls0 ws0">period 1.1.2021 <span class="_ _1" /><span class="ff6">–</span> 31.12.2021 are as<span class="_ _1" /> follows:<span class="_ _1" /> </div><div class="t m0 x14 h2 y303 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />Parent <span class="_ _1b" />Company <span class="_ _1a" />parti<span class="_ _1" />cipated <span class="_ _1a" />with <span class="_ _1a" />the <span class="_ _1b" />total <span class="_ _1a" />amo<span class="_ _1" />unt <span class="_ _1a" />of <span class="_ _1a" />31,125<span class="_ _1" /> <span class="_ _1a" />k <span class="_ _1a" /> <span class="_ _1a" />in <span class="_ _1a" />s<span class="_ _1" />hare <span class="_ _1a" />c<span class="_ _1" />apital <span class="_ _1a" />increases <span class="_ _1a" />of <span class="_ _1b" />its <span class="_ _1a" />100<span class="_ _1" />% </div><div class="t m0 x14 h2 y304 ff1 fs0 fc0 sc0 ls0 ws0">subsidiaries:  BLUE  STAR  FERRIES  SINGLE  MEMBER  MARITIME  S.A. <span class="_ _2f"> </span>-  the  amount  of  Euro  7,000  k, </div><div class="t m0 x14 h2 y305 ff1 fs0 fc0 sc0 ls0 ws0">SUPERFAST FERRIES SINGLE MEMBER MARIT<span class="_ _1" />IME S.A. - the amount of <span class="_ _3" />Euro 2,000 k, NORDIA M.C. <span class="ff6">–</span><span class="ls15">  </span>the </div><div class="t m0 x14 h9 y24f ff1 fs0 fc0 sc0 ls0 ws0">amount of<span class="_ _1" /><span class="ff7 fs1"> </span>Euro <span class="_ _1" />3,300 k<span class="_ _1" />, ATTICA <span class="_ _1" />NEXT <span class="_ _1" />GENERATION<span class="_ _1" /> HIGHSPE<span class="_ _1" />ED SING<span class="_ _1" />LE MEMB<span class="_ _1" />ER MARITIME<span class="_ _1" /> S.A. <span class="_ _13" />- <span class="_ _1" />the </div><div class="t m0 x14 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">amount <span class="_ _23"> </span>of <span class="_ _1c"> </span>Euro<span class="_ _1" /> <span class="_ _1c"> </span>7,<span class="_ _1" />500 <span class="_ _23"> </span>k, <span class="_ _23"> </span>ATTICA <span class="_ _23"> </span>BLUE <span class="_ _1c"> </span>HO<span class="_ _1" />SPITALITY <span class="_ _23"> </span>S.A<span class="_ _1" />. <span class="_ _1c"> </span>-<span class="_ _1" /> <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>amount <span class="_ _1c"> </span>of<span class="_ _1" /> <span class="_ _23"> </span>Euro <span class="_ _1c"> </span>32<span class="_ _1" />5 <span class="_ _1c"> </span>k <span class="_ _23"> </span>and <span class="_ _23"> </span>HELLENI<span class="_ _1" />C </div><div class="t m0 x14 h2 y306 ff1 fs0 fc0 sc0 ls0 ws0">SEAWAYS <span class="_ _3e" />SINGLE<span class="_ _1" /> <span class="_ _3e" />MEMBER <span class="_ _3e" />MARITI<span class="_ _1" />ME <span class="_ _3e" />S.A. <span class="_ _3e" /><span class="ff6">–<span class="_ _1" /></span> <span class="_ _3e" />the <span class="_ _3e" />amount <span class="_ _3e" />o<span class="_ _1" />f <span class="_ _3e" /> <span class="_ _13" />Eur<span class="_ _1" />o <span class="_ _13" />1<span class="_ _1" />1,000 <span class="_ _3e" />k. <span class="_ _3e" />ATTICA<span class="_ _1" /> <span class="_ _13" />FERR<span class="_ _1" />IES <span class="_ _3e" />SINGLE<span class="_ _1" /> </div><div class="t m0 x14 h2 y307 ff1 fs0 fc0 sc0 ls0 ws0">MEMBER MARITIME<span class="_ _1" /> S.A. returned to the <span class="_ _1" />parent company share c<span class="_ _1" />ap<span class="_ _1" />ital amounti<span class="_ _1" />ng to Euro 6,300 k.<span class="_ _1" /> </div><div class="t m0 x14 h2 y253 ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3e" />2021, <span class="_ _1a" />the <span class="_ _1a" />dividends <span class="_ _1a" />distributed <span class="_ _1a" />by <span class="_ _1a" />the <span class="_ _3e" />G<span class="_ _1" />roup’s <span class="_ _3e" />by<span class="_ _1" /> <span class="_ _3e" />100% <span class="_ _1a" />subsidiary<span class="_ _1" /> <span class="_ _3e" />ATTICA <span class="_ _1a" />F<span class="_ _1" />ERRIES <span class="_ _3e" />SIN<span class="_ _13" /><span class="ff1">GLE <span class="_ _1a" />MEMBER<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y2b7 ff1 fs0 fc0 sc0 ls0 ws0">MARITIME S.A. amo<span class="_ _1" />unted to Euro 12,90<span class="_ _1" />1 k.<span class="_ _1" /> </div><div class="t m0 x14 h2 y255 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _3" />a <span class="_ _b" />result of <span class="_ _b" />its <span class="_ _3" />transactions<span class="_ _1" /> <span class="_ _b" />with the <span class="_ _b" />affiliated company <span class="_ _3" />AFRICA <span class="_ _b" />MO<span class="_ _1" />ROCCO LINKS, <span class="_ _b" />Attica Group <span class="_ _b" />had <span class="_ _3" />revenu<span class="_ _1" />e </div><div class="t m0 x14 h2 y256 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _b" />E<span class="_ _1" />uro <span class="_ _3" />269 <span class="_ _3" />k <span class="_ _3" />(Euro <span class="_ _3" /><span class="ls10">36<span class="ls0"> <span class="_ _b" />k in <span class="_ _b" />2020), receivables am<span class="_ _3" />ounting to <span class="_ _b" />Euro 14,878 k <span class="_ _b" />(Eur<span class="_ _1" />o <span class="_ _3" />16,890 <span class="_ _3" />k <span class="_ _3" />in <span class="_ _3" />2020) <span class="_ _3" />and l<span class="_ _3" />iabilities </span></span></div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0">amounting <span class="_ _13" />to <span class="_ _1" />Euro<span class="_ _1" /> <span class="_ _1" />6<span class="_ _1" />80 <span class="_ _1" />k <span class="_ _13" />(Euro <span class="_ _3e" /><span class="ls2">680</span> <span class="_ _13" />k <span class="_ _1" />i<span class="_ _1" />n <span class="_ _1" /> <span class="_ _13" />2020). <span class="_ _13" />No <span class="_ _13" />expenses <span class="_ _13" />incurred <span class="_ _13" />as <span class="_ _13" />a <span class="_ _1" />result <span class="_ _13" />of <span class="_ _13" />the <span class="_ _1" />Grou<span class="_ _1" />p's <span class="_ _1" />tr<span class="_ _1" />ansactions<span class="_ _1" /> </div><div class="t m0 x14 h2 y2b9 ff1 fs0 fc0 sc0 ls0 ws0">with the affiliated com<span class="_ _1" />pany AFRIC<span class="_ _1" />A MOROCCO LIN<span class="_ _1" />KS either <span class="_ _1" />in 2021 or in <span class="_ _1" />2020. </div></div></div><div class="pi" /></div>
<div id="pf19" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc19 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">25</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls1 ws0">Inter<span class="ls0">-company <span class="_ _1" />transactions<span class="_ _1" /> in 202<span class="_ _1" />1 between<span class="_ _1" /> Attica G<span class="_ _1" />roup<span class="_ _1" />'s <span class="_ _1" />companies <span class="_ _1" />are of<span class="_ _1" /> an <span class="_ _1" />administrative <span class="_ _1" />nature, t<span class="_ _1" />hough </span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _3" />no way <span class="_ _3" />substantial and arise <span class="_ _b" />fr<span class="_ _1" />om Attica <span class="_ _b" />G<span class="_ _1" />roup's own <span class="_ _3" />operations in <span class="_ _3" />the shipping sector <span class="_ _3" />and the <span class="_ _b" />n<span class="_ _1" />eed to <span class="_ _b" />jo<span class="_ _1" />intly </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">manage <span class="_ _13" />the <span class="_ _1" />ves<span class="_ _1" />sels <span class="_ _1" />reven<span class="_ _1" />ues <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />exp<span class="_ _1" />enses <span class="_ _1" />t<span class="_ _1" />hrough <span class="_ _13" />joint <span class="_ _1" />ve<span class="_ _1" />ntures <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _13" />managing <span class="_ _1" />c<span class="_ _1" />ompanies, <span class="_ _13" />w<span class="_ _13" />hich <span class="_ _13" />perform </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">inter-company <span class="_ _1c"> </span>transactions<span class="_ _1" /> <span class="_ _1b" />with <span class="_ _1c"> </span>the <span class="_ _1c"> </span>other <span class="_ _1c" />companies<span class="_ _1" /> <span class="_ _1b" />of <span class="_ _1b" />t<span class="_ _1" />he <span class="_ _1b" />Group.<span class="_ _1" /> <span class="_ _1b" />Charteri<span class="_ _1" />ng <span class="_ _1b" />ves<span class="_ _1" />sels <span class="_ _1b" />among <span class="_ _1c"> </span>the <span class="_ _1c"> </span>Group's </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">subsidiaries constitutes<span class="_ _1" /> an exception.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />aforement<span class="_ _1" />ioned inter-company balances as <span class="_ _3" />well as the<span class="_ _3" /> inter-compa<span class="_ _1" />ny revenue-expense of the <span class="_ _3" />subsidiaries<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">are eliminated in th<span class="_ _1" />e consol<span class="_ _1" />idated statements o<span class="_ _1" />f the Group.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls1 ws0">Inter<span class="ls0">-company <span class="_ _3" />transactions<span class="_ _1" /> <span class="_ _b" />with <span class="_ _3" />the <span class="_ _b" />comp<span class="_ _1" />anies <span class="_ _b" />of MARFIN <span class="_ _b" />INVESTME<span class="_ _1" />N<span class="_ _1" />T <span class="_ _b" />GROUP<span class="_ _1" /> <span class="_ _b" />and <span class="_ _3" />PIREAUS <span class="_ _3" />BANK <span class="_ _b" />G<span class="_ _1" />roup<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />i<span class="_ _1" />nter-company <span class="_ _1c"> </span>tr<span class="_ _1" />ansactions <span class="_ _1c"> </span>of <span class="_ _23"> </span>Attica <span class="_ _1b" />Grou<span class="_ _1" />p <span class="_ _1b" />c<span class="_ _1" />ompanies <span class="_ _1c"> </span>with <span class="_ _1c"> </span>the <span class="_ _1c"> </span>comp<span class="_ _1" />anies <span class="_ _1c"> </span>of <span class="_ _1c"> </span>MARFIN<span class="_ _1" /> <span class="_ _1b" />I<span class="_ _13" />NVESTME<span class="_ _1" />NT </div><div class="t m0 x14 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">GROUP <span class="_ _1" />S.A. (MIG)<span class="_ _1" /> mai<span class="_ _1" />nly <span class="_ _1" />relate to <span class="_ _1" />Attica <span class="_ _1" />Group <span class="_ _1" />revenues <span class="_ _1" />from <span class="_ _1" />restaurants <span class="_ _1" />and <span class="_ _1" />bars <span class="_ _1" />on <span class="_ _1" />board t<span class="_ _1" />he vess<span class="_ _1" />els. In<span class="_ _1" /> </div><div class="t m0 x14 hb y261 ff6 fs0 fc0 sc0 ls0 ws0">particular, <span class="_ _23"> </span>in <span class="_ _23"> </span>2021, <span class="_ _23"> </span>Attica <span class="_ _23"> </span>Group’s <span class="_ _23"> </span>transactions <span class="_ _23"> </span>with <span class="_ _23"> </span>MIG <span class="_ _23"> </span>companies <span class="_ _23"> </span>stood <span class="_ _23"> </span>at <span class="_ _23"> </span>revenues <span class="_ _23"> </span>of <span class="_ _23"> </span>Euro <span class="_ _23"> </span>1.49 <span class="_ _23"> </span>mln, </div><div class="t m0 x14 h2 y309 ff1 fs0 fc0 sc0 ls0 ws0">expenses of Euro 1.31 mln and <span class="_ _3" />recei<span class="_ _1" />vables of Euro 0.38 mln.  The <span class="_ _3" />corresponding amounts<span class="_ _1" /> in <span class="_ _3" />the previous year </div><div class="t m0 x14 h2 y30a ff1 fs0 fc0 sc0 ls0 ws0">2020 <span class="_ _b" />stoo<span class="_ _1" />d <span class="_ _b" />at <span class="_ _3" />revenues of <span class="_ _b" />Euro <span class="_ _b" />9.5<span class="_ _1" />1 <span class="_ _b" />mln, <span class="_ _3" />expenses <span class="_ _3" />of <span class="_ _3" />Euro <span class="_ _b" />6.1<span class="_ _1" />8 <span class="_ _b" />mln, <span class="_ _3" />receivables of <span class="_ _b" />Euro <span class="_ _3" />3.01 <span class="_ _b" />mln<span class="_ _1" /> <span class="_ _b" />and li<span class="_ _3" />abilities </div><div class="t m0 x14 h2 y30b ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _3" />Euro <span class="_ _3" />253 <span class="_ _3" />k. The <span class="_ _b" />a<span class="_ _1" />bove <span class="_ _3" />amounts include transactions <span class="_ _3" />with <span class="_ _3" />VIVARTIA <span class="_ _3" />Gr<span class="_ _1" />oup and <span class="_ _b" />SING<span class="_ _1" />ULARLOGIC within <span class="_ _3" />the </div><div class="t m0 x14 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">first quarter of 2021<span class="_ _1" /><span class="ls1">, </span>when t<span class="_ _1" />he related parties r<span class="_ _1" />elationship <span class="_ _1" />was terminated<span class="_ _1" />. </div><div class="t m0 x14 h2 y30c ff1 fs0 fc0 sc0 ls0 ws0">The intercompany transactions and <span class="_ _3" />balances of Attica Group companies with <span class="_ _3" />Piraeus Bank Group (as <span class="_ _3" />a related </div><div class="t m0 x14 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0">party <span class="_ _1" />with <span class="_ _13" />MIG <span class="_ _1" />Group) <span class="_ _13" />in <span class="_ _1" />2021 <span class="_ _13" />are <span class="_ _1" />as <span class="_ _13" />fo<span class="_ _1" />llows: <span class="_ _1" />Revenu<span class="_ _1" />es <span class="_ _1" />Euro <span class="_ _1" />8<span class="_ _1" /> <span class="_ _1" />k, <span class="_ _1" />exp<span class="_ _1" />enses <span class="_ _1" />Eur<span class="_ _1" />o <span class="_ _1" />6.13 <span class="_ _1" />ml<span class="_ _1" />n, <span class="_ _1" />receivables <span class="_ _13" />Euro </div><div class="t m0 x14 h2 y2d9 ff1 fs0 fc0 sc0 ls0 ws0">52.90 mln, liabilit<span class="_ _1" />ies Euro 177.3<span class="_ _1" />7 mln. The corr<span class="_ _1" />esponding amounts <span class="_ _1" />in 2020 were a<span class="_ _1" />s follows: Revenues<span class="_ _1" /> Euro 17 </div><div class="t m0 x14 h2 y2da ff1 fs0 fc0 sc0 ls0 ws0">k,  expenses <span class="_ _24"> </span>Euro  4.63 <span class="_ _24"> </span>mln,  receivables  Euro  33.95 <span class="_ _24"> </span>mln,  liabilities  Euro <span class="_ _24"> </span>131<span class="_ _1" />.13 <span class="_ _24"> </span>ml<span class="_ _1" />n.  The <span class="_ _24"> </span>inter-<span class="_ _1" />company </div><div class="t m0 x14 h2 y2db ff1 fs0 fc0 sc0 ls0 ws0">transactions <span class="_ _1a" />with <span class="_ _1a" />Piraeus <span class="_ _1a" />Bank <span class="_ _1a" />Group <span class="_ _1a" />concern, <span class="_ _1a" />inter<span class="_ _1" />est <span class="_ _3e" />incom<span class="_ _1" />e, <span class="_ _3e" />bank<span class="_ _1" /> <span class="_ _3e" />financi<span class="_ _1" />al <span class="_ _3e" />expenses<span class="_ _1" />, <span class="_ _1b" />deposits<span class="_ _1" /> <span class="_ _3e" />and <span class="_ _1a" />loan<span class="_ _1" /> </div><div class="t m0 x14 h2 y2dc ff1 fs0 fc0 sc0 ls0 ws0">liabilities. </div><div class="t m0 x14 h2 y30d ff1 fs0 fc0 sc0 ls0 ws0">Remuneration of Exec<span class="_ _1" />utive Officers and<span class="_ _1" /> Mem<span class="_ _1" />bers of the Board <span class="_ _1" />of Directors<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c6 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />2021, <span class="_ _13" />remuneration <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />Executive <span class="_ _13" />O<span class="_ _1" />fficers <span class="_ _13" />and <span class="_ _13" />Mem<span class="_ _1" />bers <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _13" />Direct<span class="_ _1" />ors, <span class="_ _13" />including <span class="_ _13" />gross<span class="_ _1" /> <span class="_ _13" />salaries, </div><div class="t m0 x14 h2 y30e ff1 fs0 fc0 sc0 ls0 ws0">fees, social<span class="_ _1" /> security <span class="_ _1" />costs, <span class="_ _1" />potential al<span class="_ _1" />lowances <span class="_ _1" />and other <span class="_ _1" />charges, <span class="_ _1" />amounted <span class="_ _1" />to <span class="_ _1" />Euro 2<span class="_ _13" />.5 <span class="_ _1" />mln (<span class="_ _1" />Euro 2.<span class="_ _1" />4 mln <span class="_ _1" />in </div><div class="t m0 x14 h2 y30f ff1 fs0 fc0 sc0 ls0 ws0">2020). </div><div class="t m0 x14 h2 y2b ff1 fs0 fc0 sc0 ls0 ws0">In addition,<span class="_ _1" /> in 2<span class="_ _1" />021, prov<span class="_ _1" />isions for<span class="_ _1" /> <span class="_ _1" />post-ret<span class="_ _1" />irement <span class="_ _1" />benefits, <span class="_ _1" />base<span class="_ _1" />d on t<span class="_ _1" />he decis<span class="_ _1" />ion of <span class="_ _1" />the G<span class="_ _1" />eneral M<span class="_ _1" />eeting he<span class="_ _1" />ld </div><div class="t m0 x14 h2 y310 ff1 fs0 fc0 sc0 ls0 ws0">on 16.5.2017, stood at<span class="_ _1" /> Euro 0.06 m<span class="_ _1" />ln (Euro 0.14 m<span class="_ _1" />ln in 2020).<span class="_ _1" /> </div><div class="t m0 x14 h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">Guarantees </div><div class="t m0 x14 h2 y2bd ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />parent <span class="_ _3" />company <span class="_ _3" />has <span class="_ _b" />pr<span class="_ _1" />ovided <span class="_ _b" />guarant<span class="_ _1" />ees <span class="_ _b" />to <span class="_ _3" />the <span class="_ _3" />lending <span class="_ _b" />banks <span class="_ _3" />for <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />repaym<span class="_ _1" />ent <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />lo<span class="_ _1" />ans <span class="_ _b" />of <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />Grou<span class="_ _1" />p's </div><div class="t m0 x14 h2 y2be ff1 fs0 fc0 sc0 ls0 ws0">vessels amount<span class="_ _1" />ing to Euro 352.50 mln (<span class="_ _1" />Euro 313.90 m<span class="_ _1" />ln in 2020).<span class="_ _1" /> </div><div class="t m0 x14 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">26</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0"> <span class="_ _2c"> </span><span class="ff8">THE GROUP’S SIGNIFIC<span class="_ _1" />ANT EVEN<span class="_ _1" /></span><span class="ls16">TS</span> </span></div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">Significant <span class="_ _1" />ev<span class="_ _1" />ents <span class="_ _1" />that <span class="_ _13" />took <span class="_ _1" />p<span class="_ _1" />lace <span class="_ _1" />in <span class="_ _1" />2<span class="_ _1" />021 <span class="_ _1" />and<span class="_ _1" /> <span class="_ _1" />subsequently, <span class="_ _13" />until <span class="_ _1" />the <span class="_ _13" />annual <span class="_ _1" />F<span class="_ _1" />inancial <span class="_ _1" />Sta<span class="_ _1" />tements <span class="_ _1" />pu<span class="_ _1" />blication </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">date, are descr<span class="_ _1" />ibed below as follows:<span class="_ _1" /> </div><div class="t m0 x14 h2 y23e ff1 fs0 fc0 sc0 ls0 ws0">Agreement <span class="_ _3" />for <span class="_ _3" />the <span class="_ _b" />constr<span class="_ _1" />uction <span class="_ _3" />of <span class="_ _b" />t<span class="_ _1" />hree <span class="_ _b" />s<span class="_ _1" />tate-<span class="ls10">of</span>-<span class="ls1">the</span>-art Aero <span class="_ _b" />Catamaran type <span class="_ _b" />vesse<span class="_ _1" />ls <span class="_ _3" />for <span class="_ _b" />the Saronic <span class="_ _b" />G<span class="_ _1" />ulf <span class="_ _b" />r<span class="_ _1" />outes </div><div class="t m0 x14 hb y23f ff6 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1" />28.1.2021 <span class="_ _13" />Attica <span class="_ _1" />Group <span class="_ _1" />ann<span class="_ _1" />ounced <span class="_ _1" />signing <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />an <span class="_ _1" />a<span class="_ _1" />greement <span class="_ _1" />with <span class="_ _13" />the <span class="_ _1" />Norwegian <span class="_ _13" />shipyard <span class="_ _1" />Brødrene <span class="_ _13" />Aa <span class="_ _1" />f<span class="_ _1" />or </div><div class="t m0 x14 h2 y240 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _2f"> </span>c<span class="_ _1" />onstruction <span class="_ _2e"> </span>of <span class="_ _2e"> </span>three<span class="_ _1" /> <span class="_ _2e"> </span>(3) <span class="_ _2e"> </span>state-<span class="ls2">of</span>-<span class="_ _1" />the-art <span class="_ _2e"> </span>Aero<span class="_ _1" /> <span class="_ _2e"> </span>Catamaran <span class="_ _2e"> </span>vessels <span class="_ _2e"> </span>to <span class="_ _2e"> </span>s<span class="_ _1" />erve <span class="_ _2e"> </span>the <span class="_ _2e"> </span>Saronic <span class="_ _2e"> </span>islands,<span class="_ _1" /> <span class="_ _2e"> </span>in </div><div class="t m0 x14 h2 y27c ff1 fs0 fc0 sc0 ls0 ws0">replacement <span class="_ _3" />of <span class="_ _3" />existing <span class="_ _3" />capacity i<span class="_ _3" />n <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />mar<span class="_ _1" />ket. <span class="_ _b" />T<span class="_ _1" />he <span class="_ _3" />total <span class="_ _b" />invest<span class="_ _1" />ment <span class="_ _3" />amounts <span class="_ _3" />to <span class="_ _3" />Euro <span class="_ _3" />21 <span class="_ _b" />m<span class="_ _1" />ln <span class="_ _3" />and <span class="_ _b" />w<span class="_ _1" />ill <span class="_ _b" />b<span class="_ _1" />e <span class="_ _3" />covered </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">by own funds and bank f<span class="_ _1" />inancing.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27e ff1 fs0 fc0 sc0 ls0 ws0">Completing the i<span class="_ _1" />nstallation of sc<span class="_ _1" />rubbers<span class="_ _1" /> </div><div class="t m0 x14 h2 y311 ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _b" />Grou<span class="_ _1" />p <span class="_ _3" />on <span class="_ _b" />18.3.2021<span class="_ _1" /> <span class="_ _3" />and <span class="_ _b" />on <span class="_ _3" />25.6.2021 <span class="_ _3" />completed <span class="_ _3" />the <span class="_ _3" />installation <span class="_ _3" />of <span class="_ _b" />sc<span class="_ _1" />rubbers <span class="_ _3" />on <span class="_ _b" />the <span class="_ _3" />vessels <span class="_ _3" />BLUE <span class="_ _3" />STAR </div><div class="t m0 x14 h2 y280 ff1 fs0 fc0 sc0 ls0 ws0">DELOS <span class="_ _1b" /><span class="ff6">and <span class="_ _1b"> </span>BLUE <span class="_ _1b"> </span>ST<span class="_ _1" />AR <span class="_ _1b"> </span>MYCONOS, <span class="_ _1b"> </span>the <span class="_ _1b"> </span>third <span class="_ _1b"> </span>and <span class="_ _1c"> </span>fourth <span class="_ _1b"> </span>Group’s <span class="_ _1b"> </span>vessels <span class="_ _1b"> </span>on <span class="_ _1c"> </span>which <span class="_ _1b"> </span>scrubbers <span class="_ _1b"> </span>have <span class="_ _1b"> </span>been </span></div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">installed. All the relevant<span class="_ _1" /> certifications w<span class="_ _1" />ere obtained by<span class="_ _1" /> the res<span class="_ _1" />pective Classifica<span class="_ _1" />tion Society.<span class="_ _1" /> </div><div class="t m0 x14 h2 y312 ff1 fs0 fc0 sc0 ls0 ws0">Agreements for<span class="_ _1" /> the finance<span class="_ _1" /> of the construct<span class="_ _1" />ion of three<span class="_ _1" /> (3) vessels<span class="_ _1" /> <span class="_ _1" />Aero Cata<span class="_ _1" />maran type a<span class="_ _1" />nd the iss<span class="_ _1" />uance of<span class="_ _1" /> a </div><div class="t m0 x14 h2 y282 ff1 fs0 fc0 sc0 ls2 ws0">Long<span class="ls0">-term <span class="_ _1" />Bond Loan </span></div><div class="t m0 x14 h2 y248 ff1 fs0 fc0 sc0 ls0 ws0">On 24<span class="_ _3" />.3.2021, Attica <span class="_ _3" />Group announced <span class="_ _3" />the execution <span class="_ _3" />of a <span class="_ _b" />bond loan <span class="_ _3" />agreement with <span class="_ _3" />Alpha Bank <span class="_ _b" />of Greece and </div><div class="t m0 x14 h2 y249 ff1 fs0 fc0 sc0 ls0 ws0">Norwegian Export Credit Insurance <span class="_ _3" />Organisation Eksportk<span class="_ _1" />reditt Norge <span class="_ _3" />AS, with <span class="_ _3" />the guaran<span class="_ _13" />tee <span class="_ _3" />of the Norwegian </div><div class="t m0 x14 h2 y24a ff1 fs0 fc0 sc0 ls0 ws0">Export <span class="_ _13" />Credit <span class="_ _13" />Guarantee <span class="_ _13" />Agency, <span class="_ _13" />for <span class="_ _13" />an <span class="_ _13" />amount <span class="_ _3e" />of <span class="_ _13" />up <span class="_ _13" />to <span class="_ _1" />Euro <span class="_ _3e" />14.7 <span class="_ _13" />mln. <span class="_ _13" />The <span class="_ _13" />new <span class="_ _13" />bond <span class="_ _13" />loan <span class="_ _1a" />was <span class="_ _13" />iss<span class="_ _1" />ued <span class="_ _1" />by<span class="_ _1" /> <span class="_ _13" />a </div><div class="t m0 x14 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">100% subsidiary <span class="ls1">to</span> finance up <span class="_ _3" />to 70% of <span class="_ _3" />the total construction and <span class="_ _3" />acquisition cost (pre<span class="_ _1" />-delivery &amp; post-delivery<span class="_ _1" /> </div><div class="t m0 x14 h2 y2af ff1 fs0 fc0 sc0 ls0 ws0">finance) <span class="_ _1c"> </span>of <span class="_ _23"> </span>three <span class="_ _1c"> </span><span class="ff6">h<span class="_ _1" />ighspeed <span class="_ _1c"> </span>AERO<span class="_ _1" /> <span class="_ _1c"> </span>Catamarans,<span class="_ _1" /> <span class="_ _1c"> </span>accordin<span class="_ _1" />g <span class="_ _1c"> </span>to <span class="_ _1c"> </span>th<span class="_ _1" />e <span class="_ _1c"> </span>respective <span class="_ _23"> </span>agreement <span class="_ _23"> </span>with <span class="_ _1c"> </span>Brødrene<span class="_ _1" /> <span class="_ _1c"> </span>Aa </span></div><div class="t m0 x14 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">shipyard of Norway.<span class="_ _1" /> </div><div class="t m0 x14 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">Furthermore, the Gr<span class="_ _1" />oup announce<span class="_ _1" />d the conclusion <span class="_ _1" />of an agreement wi<span class="_ _1" />th Piraeus Bank <span class="_ _1" />S.A. for the issua<span class="_ _1" />nce of </div><div class="t m0 x14 h2 y115 ff1 fs0 fc0 sc0 ls0 ws0">a five-year commo<span class="_ _1" />n bond loan of Euro 5<span class="_ _1" />5 mln.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">Issuance of the Corpora<span class="_ _1" />te Responsi<span class="_ _1" />bility Report for t<span class="_ _1" />he year 2020<span class="_ _1" /> </div><div class="t m0 x14 h2 y305 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _23"> </span>12<span class="_ _1" />.5.2021, <span class="_ _24"> </span>Attica <span class="_ _24"> </span>Group  an<span class="_ _3" />nounced  the <span class="_ _23"> </span>issuanc<span class="_ _1" />e <span class="_ _23"> </span>of <span class="_ _24"> </span>the  12th <span class="_ _23"> </span>Corporate  Responsibility <span class="_ _23"> </span>Re<span class="_ _1" />port, <span class="_ _24"> </span>which </div><div class="t m0 x14 h2 y24f ff1 fs0 fc0 sc0 ls0 ws0">concerns <span class="_ _1" />the y<span class="_ _1" />ear <span class="_ _1" />2020 <span class="_ _1" />and <span class="_ _1" />follows <span class="_ _1" />GRI <span class="_ _1" />Stan<span class="_ _1" />dards g<span class="_ _1" />uidelines <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Global <span class="_ _1" />Repo<span class="_ _1" />rting <span class="_ _1" />Initia<span class="_ _13" />tive (a<span class="_ _1" />t <span class="_ _1" />the l<span class="_ _1" />evel <span class="_ _1" />of </div><div class="t m0 x14 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">"Core" <span class="_ _1b" />agreement)<span class="_ _1" />. <span class="_ _1b" />Attica <span class="_ _1c"> </span>Group <span class="_ _1b" />was <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />first <span class="_ _1b" />c<span class="_ _1" />ompany<span class="_ _1" /> <span class="_ _1b" />to <span class="_ _1b" />apply <span class="_ _1b" />GRI<span class="_ _1" /> <span class="_ _1b" />Standards<span class="_ _1" /> <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1b" />pas<span class="_ _1" />senger <span class="_ _1b" />shippin<span class="_ _1" />g </div><div class="t m0 x14 h2 y306 ff1 fs0 fc0 sc0 ls0 ws0">industry <span class="_ _23"> </span>worl<span class="_ _1" />dwide. <span class="_ _23"> </span>In <span class="_ _24"> </span>addition, <span class="_ _24"> </span>the <span class="_ _23"> </span>R<span class="_ _1" />eport <span class="_ _23"> </span>incorpora<span class="_ _1" />tes <span class="_ _23"> </span>an <span class="_ _24"> </span>ESG <span class="_ _23"> </span>s<span class="_ _1" />tructure <span class="_ _23"> </span>for <span class="_ _24"> </span>the <span class="_ _24"> </span>first <span class="_ _23"> </span>time <span class="_ _24"> </span>and <span class="_ _23"> </span>prese<span class="_ _1" />nts </div><div class="t m0 x14 h2 y307 ff1 fs0 fc0 sc0 ls0 ws0">analytically <span class="_ _3e" />the <span class="_ _3e" />co<span class="_ _1" />mpliance <span class="_ _1a" />of <span class="_ _3e" />the <span class="_ _3e" />conte<span class="_ _1" />nt <span class="_ _3e" />with <span class="_ _3e" />the <span class="_ _1a" />Universal <span class="_ _3e" />P<span class="_ _1" />act <span class="_ _3e" />Principles, <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />United <span class="_ _1a" />Nations <span class="_ _3e" />Sust<span class="_ _1" />ainable </div><div class="t m0 x14 h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">Development Goals, the <span class="_ _b" />I<span class="_ _1" />SO26000 International Directives an<span class="_ _3" />d the <span class="_ _3" />ESG Directives <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />NASDAQ and Athens </div><div class="t m0 x14 h2 y313 ff1 fs0 fc0 sc0 ls0 ws0">Stock Exchanges. <span class="_ _1" />The Rep<span class="_ _1" />ort focuses <span class="_ _1" />on issues <span class="_ _1" />of interest <span class="_ _1" />to the Soc<span class="_ _1" />ial Partners <span class="_ _1" />in the context <span class="_ _1" />of the Grou<span class="_ _1" />p's </div><div class="t m0 x14 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0">long-term <span class="_ _3" />commitment to <span class="_ _b" />responsib<span class="_ _1" />le <span class="_ _b" />o<span class="_ _1" />peration, <span class="_ _3" />referr<span class="_ _1" />ing <span class="_ _b" />to 84 <span class="_ _b" />GRI publications <span class="_ _b" />a<span class="_ _1" />nd 255 <span class="_ _b" />quantitative indicators. </div><div class="t m0 x14 h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">27</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">TOURISM AWARDS <span class="_ _1" />2021 </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">On  10.6.2021,  the  Gro<span class="_ _1" />up  announced <span class="_ _2f"> </span>its  awarding <span class="_ _2f"> </span>in  the  Tourism  Awards<span class="_ _1" />  2021  orga<span class="_ _1" />nized  by  Boussi<span class="_ _1" />as </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">Communications. In<span class="_ _1" /> particular<span class="_ _1" /> Attica Group w<span class="_ _1" />as awarded as follows:<span class="_ _1" /> </div><div class="t m0 x3b h2 y314 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3b"> </span>G<span class="_ _3" />o<span class="_ _3" />l<span class="_ _3" />d <span class="_ _12" />aw<span class="_ _3" />a<span class="_ _b" />rd <span class="_ _b" />i<span class="_ _3" />n<span class="_ _3" /> <span class="_ _b" />th<span class="_ _3" />e<span class="_ _b" /> <span class="_ _3" />"T<span class="_ _b" />ra<span class="_ _b" />vel<span class="_ _b" />-R<span class="_ _b" />ew<span class="_ _3" />a<span class="_ _b" />rd<span class="_ _3" /> <span class="_ _b" />Pr<span class="_ _b" />og<span class="_ _3" />r<span class="_ _3" />a<span class="_ _3" />m<span class="_ _3" />s-<span class="_ _b" />Lo<span class="_ _b" />ya<span class="_ _b" />lt<span class="_ _b" />y <span class="_ _3" />P<span class="_ _b" />ro<span class="_ _3" />g<span class="_ _b" />ram<span class="_ _b" />s<span class="_ _3" />" <span class="_ _b" />ca<span class="_ _b" />te<span class="_ _b" />go<span class="_ _b" />ry<span class="_ _3" />,<span class="_ _3" /> <span class="_ _b" />fo<span class="_ _b" />r <span class="_ _b" />th<span class="_ _b" />e <span class="_ _b" />Se<span class="_ _b" />as<span class="_ _3" />m<span class="_ _3" />i<span class="_ _3" />l<span class="_ _3" />e<span class="_ _b" />s <span class="_ _b" />Co<span class="_ _3" />n<span class="_ _3" />fo<span class="_ _b" />rm<span class="_ _b" />it<span class="_ _b" />y <span class="_ _b" />Pr<span class="_ _b" />og<span class="_ _b" />ra<span class="_ _3" />m<span class="_ _3" />.<span class="_ _3" /> </span></div><div class="t m0 x3b h2 y315 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3b"> </span>Gold <span class="_ _13" />award <span class="_ _13" />in <span class="_ _13" />the <span class="_ _13" />"Travel <span class="_ _13" />-<span class="_ _1" /> <span class="_ _13" />Technology <span class="_ _13" />enhanced <span class="_ _13" />exp<span class="_ _1" />erience <span class="_ _13" />- <span class="_ _13" />U<span class="_ _1" />tilizing <span class="_ _13" />technology <span class="_ _13" />solutions <span class="_ _13" />to <span class="_ _13" />improv<span class="_ _1" />e </span></div><div class="t m0 x3c h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">the travel experienc<span class="_ _1" />e" category for Seasm<span class="_ _1" />iles C<span class="_ _1" />hatbot. </div><div class="t m0 x3b h2 y317 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3b"> </span>Silver <span class="_ _1a" />award <span class="_ _1b" />in <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _1a" />"Digital <span class="_ _1b" />Tourism <span class="_ _1a" />-<span class="_ _1" /> <span class="_ _1a" />Multichannel <span class="_ _1b" />marketing <span class="_ _1a" />stra<span class="_ _1" />tegy" <span class="_ _1a" />category<span class="_ _1" /> <span class="_ _1a" />for <span class="_ _1a" />the <span class="_ _1a" />com<span class="_ _1" />munication </span></div><div class="t m0 x3c h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">strategy of Blue Star Ferri<span class="_ _1" />es in Above T<span class="_ _1" />he Line (ATL) and On<span class="_ _1" />line environment.<span class="_ _13" /> </div><div class="t m0 x3b h2 y318 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3b"> </span>Silver award<span class="_ _1" /> in the "Dig<span class="_ _1" />ital Tourism <span class="_ _1" />- User<span class="_ _1" /> interaction /<span class="_ _1" /> Use of u<span class="_ _1" />ser gen<span class="_ _1" />erated con<span class="_ _1" />tent / Use of <span class="_ _1" />influencers </span></div><div class="t m0 x3c h2 y319 ff1 fs0 fc0 sc0 ls0 ws0">/ <span class="_ _1" />Soc<span class="_ _1" />ial <span class="_ _1" />med<span class="_ _1" />ia <span class="_ _1" />contes<span class="_ _1" />t" <span class="_ _1" />cat<span class="_ _1" />egory <span class="_ _1" />for<span class="_ _1" /> <span class="_ _1" />incr<span class="_ _1" />easing <span class="_ _13" />the <span class="_ _1" />br<span class="_ _1" />and <span class="_ _13" />awareness <span class="_ _13" />of <span class="_ _1" />B<span class="_ _1" />lue <span class="_ _13" />Star <span class="_ _1" />Ferr<span class="_ _1" />ies <span class="_ _1" />thro<span class="_ _1" />ugh <span class="_ _1" />On<span class="_ _1" />line </div><div class="t m0 x3c h2 y31a ff1 fs0 fc0 sc0 ls0 ws0">competitions in Social <span class="_ _1" />Media, User Gen<span class="_ _1" />erated Content<span class="_ _1" /> (UCG) and collabora<span class="_ _1" />tions with influenc<span class="_ _1" />ers.<span class="_ _13" /> </div><div class="t m0 x3b h2 yd4 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3b"> </span>Bronze <span class="_ _3" />award <span class="_ _b" />i<span class="_ _1" />n <span class="_ _b" />the <span class="_ _3" />"Innovation <span class="_ _3" />- <span class="_ _b" />I<span class="_ _1" />nnovative <span class="_ _b" />co<span class="_ _1" />ncept" <span class="_ _3" />category <span class="_ _b" />for<span class="_ _1" /> <span class="_ _b" />Combi<span class="_ _1" />ned <span class="_ _b" />Pass<span class="_ _1" />enger <span class="_ _b" />Trans<span class="_ _1" />port <span class="_ _b" />by train </span></div><div class="t m0 x3c h2 y1c7 ff1 fs0 fc0 sc0 ls0 ws0">and ship "Sail &amp; Ra<span class="_ _1" />il". </div><div class="t m0 x3d h2 y31b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>Bronze award in the "Technology <span class="_ _1" />- Innovat<span class="_ _1" />ive use of Technology"<span class="_ _1" /> category<span class="_ _1" /> for Seasmiles Chatb<span class="_ _1" />ot. </span></div><div class="t m0 x14 h2 y31c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y31d ff1 fs0 fc0 sc0 ls0 ws0">HEALTH &amp; SAFET<span class="_ _1" />Y AWARDS 202<span class="_ _1" />1 </div><div class="t m0 x14 h2 y1a0 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1" />16.6.2021, <span class="_ _13" />the <span class="_ _1" />Group <span class="_ _13" />announced <span class="_ _13" />its <span class="_ _1" />awarding <span class="_ _13" />in <span class="_ _1" />the <span class="_ _1" />He<span class="_ _1" />alth <span class="_ _1" />&amp; <span class="_ _1" />S<span class="_ _1" />afety <span class="_ _1" />Awar<span class="_ _1" />ds <span class="_ _1" />2021 <span class="_ _1" />org<span class="_ _1" />anized <span class="_ _1" />by <span class="_ _13" />Boussias </div><div class="t m0 x14 h2 y31e ff1 fs0 fc0 sc0 ls0 ws0">Communications. In part<span class="_ _1" />icular, Attica G<span class="_ _1" />roup was awarded as<span class="_ _1" /> follows:<span class="_ _1" /> </div><div class="t m0 x14 h2 y31f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>Winner in the "Shipping" sec<span class="_ _1" />tor, </span></div><div class="t m0 x14 h2 y320 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>Gold award in the "Disabilit<span class="_ _1" />y Facilitate Space" c<span class="_ _1" />ategory,<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y321 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>Gold award in the "Premise<span class="_ _1" />s Evacuation" category<span class="_ _1" />,<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y322 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>Bronze award in the "COVI<span class="_ _1" />D-19: Res<span class="_ _1" />ources for the work<span class="_ _1" />place" category.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y323 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y15f ff1 fs0 fc0 sc0 ls0 ws0">Resignation and repl<span class="_ _1" />acement of a m<span class="_ _1" />ember of t<span class="_ _1" />he Board of Directors<span class="_ _1" /> </div><div class="t m0 x14 h2 y324 ff1 fs0 fc0 sc0 ls0 ws0">On 24.6.2021, th<span class="_ _1" />e Company anno<span class="_ _1" />unced the resignat<span class="_ _1" />ion of Mr. <span class="_ _1" />Panag<span class="_ _1" />iotis Throuvalas fro<span class="_ _1" />m the position o<span class="_ _1" />f Non<span class="_ _1" />-</div><div class="t m0 x14 h2 y325 ff1 fs0 fc0 sc0 ls0 ws0">Executive <span class="_ _13" />Member <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _13" />D<span class="_ _1" />irectors <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Co<span class="_ _1" />mpany, <span class="_ _13" />as <span class="_ _13" />well <span class="_ _13" />as <span class="_ _13" />a<span class="_ _1" /> <span class="_ _13" />Member <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Re<span class="_ _1" />muneration <span class="_ _13" />an<span class="_ _1" />d </div><div class="t m0 x14 h2 y326 ff1 fs0 fc0 sc0 ls0 ws0">Nomination Committee. In <span class="_ _3" />replaceme<span class="_ _1" />nt of <span class="_ _3" />the position, the <span class="_ _3" />Board of <span class="_ _3" />Directors, at i<span class="_ _3" />ts meeting held <span class="_ _3" />on 24.6.<span class="_ _1" />2021,<span class="_ _1" /> </div><div class="t m0 x14 h2 y327 ff1 fs0 fc0 sc0 ls0 ws0">decided on appointin<span class="_ _1" />g Mrs. Maria S<span class="_ _1" />arri as a Non-<span class="_ _1" />Executive Mem<span class="_ _1" />ber. </div><div class="t m0 x14 h2 y328 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y329 ff1 fs0 fc0 sc0 ls0 ws0">Election <span class="_ _b" />of <span class="_ _b" />a <span class="_ _b" />new <span class="_ _b" />memb<span class="_ _1" />er <span class="_ _b" />in <span class="_ _b" />the <span class="_ _b" />Remu<span class="_ _1" />neration <span class="_ _b" />&amp; <span class="_ _b" />Nomination <span class="_ _b" />Co<span class="_ _1" />mmittee <span class="_ _b" />in <span class="_ _b" />replace<span class="_ _1" />men<span class="_ _1" />t <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />resign<span class="_ _1" />ed <span class="_ _b" />member<span class="_ _1" /> </div><div class="t m0 x14 h2 y32a ff1 fs0 fc0 sc0 ls0 ws0">On 28.6.<span class="_ _1" />2021, Att<span class="_ _1" />ica Gr<span class="_ _1" />oup announc<span class="_ _1" />ed that <span class="_ _1" />followin<span class="_ _1" />g t<span class="_ _1" />he <span class="_ _13" />resignation of <span class="_ _1" />Mr. <span class="_ _1" />Pana<span class="_ _1" />giotis <span class="_ _1" />Throuvalas <span class="_ _1" />as <span class="_ _1" />member </div><div class="t m0 x14 h2 y32b ff1 fs0 fc0 sc0 ls0 ws0">of the Bo<span class="_ _1" />ard of D<span class="_ _1" />irectors an<span class="_ _1" />d member of <span class="_ _1" />the R<span class="_ _1" />emuneration and <span class="_ _1" />Nomination <span class="_ _1" />Committee, <span class="_ _1" />the Board <span class="_ _1" />of Direc<span class="_ _1" />tors </div><div class="t m0 x14 h2 y32c ff1 fs0 fc0 sc0 ls0 ws0">(BoD) <span class="_ _b" />at <span class="_ _3" />its <span class="_ _b" />meeti<span class="_ _1" />ng <span class="_ _b" />held <span class="_ _3" />on <span class="_ _b" />24.6.202<span class="_ _1" />1 <span class="_ _b" />appo<span class="_ _1" />inted <span class="_ _b" />Mr. <span class="_ _3" />Georgios <span class="_ _3" />Efstratiadis, <span class="_ _b" />as <span class="_ _3" />a <span class="_ _b" />ne<span class="_ _1" />w <span class="_ _b" />member <span class="_ _3" />of <span class="_ _b" />the C<span class="_ _1" />ommittee. </div><div class="t m0 x14 h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>new <span class="_ _23"> </span>composition<span class="_ _1" /> <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _23"> </span>Committee <span class="_ _23"> </span>is <span class="_ _23"> </span>as <span class="_ _23"> </span>f<span class="_ _1" />ollows: <span class="_ _23"> </span>Loukas <span class="_ _23"> </span>Papazo<span class="_ _1" />glou  - <span class="_ _23"> </span>Chairman, <span class="_ _23"> </span>Indepen<span class="_ _1" />dent <span class="_ _23"> </span>non<span class="_ _1" />-</div><div class="t m0 x14 h2 y32e ff1 fs0 fc0 sc0 ls0 ws0">executive <span class="_ _13" />m<span class="_ _1" />ember <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _3e" />BoD <span class="_ _3e" />/ <span class="_ _3e" />Efstratios <span class="_ _3e" />Hatzigiannis<span class="_ _1" /> <span class="_ _1a" />- <span class="_ _3e" />Member, <span class="_ _13" />Indepe<span class="_ _1" />ndent <span class="_ _13" />n<span class="_ _1" />on-execut<span class="_ _1" />ive <span class="_ _13" />member <span class="_ _3e" />of <span class="_ _3e" />the </div><div class="t m0 x14 h2 y32f ff1 fs0 fc0 sc0 ls0 ws0">BoD / Georgios Efstrati<span class="_ _1" />adis -<span class="_ _1" /> Member, N<span class="ls2">on</span>-exec<span class="_ _1" />utive member of <span class="_ _1" />the BoD.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">28</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">Decisions of the Reg<span class="_ _1" />ular Genera<span class="_ _1" />l Meeting 15.7.2021<span class="_ _1" /> </div><div class="t m0 x14 h2 y330 ff1 fs0 fc0 sc0 ls0 ws0">The Regular General Meeting (RGM) held on 15.7.2021, among other<span class="_ _1" /> issues, approved the Suitability Policy of </div><div class="t m0 x14 h2 y23e ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _b" />me<span class="_ _1" />mbers <span class="_ _3" />of <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />Board<span class="_ _1" /> <span class="_ _b" />of <span class="_ _3" />Directors <span class="_ _3" />(according to <span class="_ _b" />Article <span class="_ _3" />3, <span class="_ _3" />Law <span class="_ _b" />4<span class="_ _1" />706/<span class="_ _1" />2020), <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />rev<span class="_ _1" />ised <span class="_ _b" />Rem<span class="_ _1" />uneration <span class="_ _3" />Policy </div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">of th<span class="_ _1" />e C<span class="_ _1" />ompany <span class="_ _1" />(according<span class="_ _1" /> to <span class="_ _1" />Articl<span class="_ _1" />es 1<span class="_ _1" />10 <span class="_ _1" />and <span class="_ _1" />111, <span class="_ _1" />Law <span class="_ _1" />4548/<span class="_ _1" />2018), as<span class="_ _1" /> <span class="_ _1" />well <span class="_ _1" />as <span class="_ _1" />the <span class="_ _1" />appointme<span class="_ _1" />nt o<span class="_ _1" />f Ms.<span class="_ _1" /> <span class="_ _1" />Maria </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">Sarri as a member of the Board of Directors and appointed her as an independent non<span class="_ _1" />-ex<span class="_ _1" />ecutive member, unti<span class="ls17">l </span></div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">the end of the term of <span class="_ _1" />the curren<span class="_ _1" /><span class="ff6">t Company’s Board <span class="_ _1" />of Directors.<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">New Compos<span class="_ _1" />ition of the Board of D<span class="_ _1" />irectors<span class="_ _1" /> </div><div class="t m0 x14 h2 y27e ff1 fs0 fc0 sc0 ls0 ws0">On 19.7.2021, <span class="_ _1" />Attica Group<span class="_ _1" /> announced t<span class="_ _1" />hat follow<span class="_ _1" />ing the decis<span class="_ _1" />ion of 15.<span class="_ _1" />07.2021 <span class="_ _1" />of the Ge<span class="_ _1" />neral Meeting <span class="_ _1" />of the </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">Company, <span class="_ _b" />by <span class="_ _b" />which <span class="_ _b" />Mrs<span class="_ _1" />. <span class="_ _b" />Maria <span class="_ _b" />Sarri <span class="_ _b" />was<span class="_ _1" /> <span class="_ _b" />appointe<span class="_ _1" />d <span class="_ _12" />as<span class="_ _1" /> <span class="_ _b" />an <span class="_ _b" />independent <span class="_ _b" />non<span class="_ _1" />-<span class="ff6">executiv<span class="_ _1" />e <span class="_ _b" />member <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />Company<span class="_ _1" />’s </span></div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0">Board of <span class="_ _1" />Directors, <span class="_ _1" />until the<span class="_ _1" /> end of <span class="_ _1" />the <span class="_ _1" />term of <span class="_ _1" />the curr<span class="_ _1" />ent <span class="_ _1" />BoD. The <span class="_ _1" />new c<span class="_ _1" />omposition <span class="_ _1" />of the <span class="_ _1" />Board o<span class="_ _1" />f Directo<span class="_ _1" />rs </div><div class="t m0 x14 h2 y262 ff1 fs0 fc0 sc0 ls0 ws0">as <span class="_ _1" />well <span class="_ _13" />as <span class="_ _1" />the <span class="_ _13" />positio<span class="_ _1" />n <span class="_ _1" />of <span class="_ _13" />every <span class="_ _13" />member <span class="_ _1" />are <span class="_ _13" />as <span class="_ _13" />follows: <span class="_ _13" />Kyriakos <span class="_ _1" />D. <span class="_ _13" />Magiras <span class="_ _3e" />- <span class="_ _13" />Chairman, <span class="_ _13" />Executive <span class="_ _13" />Member <span class="_ _13" />/ </div><div class="t m0 x14 h2 y2ba ff1 fs0 fc0 sc0 ls0 ws0">Michalis <span class="_ _1a" />G. <span class="_ _1b" />Sakellis <span class="_ _1b" />- <span class="_ _1b" />Vice <span class="_ _1b" />Chairman, <span class="_ _1b" />Non-Exec<span class="_ _1" />utive <span class="_ _1b" />Member <span class="_ _1b" />/ <span class="_ _1a" />Spyridon <span class="_ _1b" />Ch. <span class="_ _1b" />Paschalis <span class="_ _1b" /><span class="ff6">–</span> <span class="_ _1b" />CEO <span class="_ _1b" />and <span class="_ _1a" />De<span class="_ _1" />puty </div><div class="t m0 x14 h2 y2bb ff1 fs0 fc0 sc0 ls0 ws0">Chairman, <span class="_ _1a" />Executive <span class="_ _1a" />Me<span class="_ _1" />mber <span class="_ _1a" />/ <span class="_ _3e" />G<span class="_ _1" />eorgios <span class="_ _1a" />E. <span class="_ _1a" />Efstratiadis <span class="_ _1b" /><span class="ff6">–</span>N<span class="_ _1" />on-Executive <span class="_ _1a" />Memb<span class="_ _1" />er <span class="_ _3e" />/ <span class="_ _1a" />L<span class="_ _1" />oukas <span class="_ _1a" />K. <span class="_ _1a" />Papazoglou <span class="_ _1b" /><span class="ff6">–</span></div><div class="t m0 x14 h2 y331 ff1 fs0 fc0 sc0 ls0 ws0">Independent <span class="_ _13" />Non<span class="_ _1" />-Executive <span class="_ _13" />M<span class="_ _1" />ember <span class="_ _13" />/ <span class="_ _13" />Efstratios <span class="_ _13" />G. <span class="_ _3e" />- <span class="_ _3e" />I. <span class="_ _13" />Chatzigiannis <span class="_ _13" />-<span class="_ _1" /> <span class="_ _13" />Independent <span class="_ _13" />Non<span class="_ _1" />-Executive <span class="_ _13" />Me<span class="_ _1" />mber <span class="_ _13" />/ </div><div class="t m0 x14 h2 y30c ff1 fs0 fc0 sc0 ls0 ws0">Maria G. Sarri - In<span class="_ _1" />dependent No<span class="_ _1" />n-Executive M<span class="_ _1" />ember.<span class="_ _1" /> </div><div class="t m0 x14 h2 y332 ff1 fs0 fc0 sc0 ls0 ws0">Credit Rating Rev<span class="_ _1" />iew </div><div class="t m0 x14 hb y268 ff6 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1a" />2.12.20<span class="_ _1" />21, <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />Comp<span class="_ _1" />any <span class="_ _1b"> </span>announced <span class="_ _1b"> </span>that <span class="_ _1a" />IC<span class="_ _1" />AP <span class="_ _1a" />S.A.<span class="_ _1" />, <span class="_ _1a" />pursu<span class="_ _1" />ant <span class="_ _1a" />to <span class="_ _1b"> </span>the <span class="_ _1b"> </span>Company’s <span class="_ _1b"> </span>regular <span class="_ _1b"> </span>reassessme<span class="_ _1" />nt, </div><div class="t m0 x14 h2 y269 ff1 fs0 fc0 sc0 ls2 ws0">upgr<span class="ls0">aded its cr<span class="_ _1" />edit rating by<span class="_ _1" /> one (1) notch with the as<span class="_ _1" />signment of a BB cred<span class="_ _1" />it<span class="_ _1" /> rating (low cre<span class="_ _1" />dit risk zone).<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">Expansion into the h<span class="_ _1" />ospitality industry<span class="_ _1" /> </div><div class="t m0 x14 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">On<span class="_ _b" /> <span class="_ _1" />7<span class="_ _3" />.1<span class="_ _3" />2.<span class="_ _3" />20<span class="_ _b" />21,<span class="_ _3" /> th<span class="_ _3" />e<span class="_ _3" /> Co<span class="_ _3" />mp<span class="_ _3" />a<span class="_ _3" />ny<span class="_ _3" /> an<span class="_ _3" />n<span class="_ _3" />ou<span class="_ _3" />nc<span class="_ _b" />ed th<span class="_ _b" />at i<span class="_ _3" />mp<span class="_ _b" />leme<span class="_ _b" />nti<span class="_ _3" />n<span class="_ _3" />g i<span class="_ _3" />t<span class="_ _3" />s st<span class="_ _b" />rat<span class="_ _3" />eg<span class="_ _3" />i<span class="_ _3" />c g<span class="_ _3" />ro<span class="_ _b" />wth<span class="_ _3" /> pl<span class="_ _3" />an<span class="_ _b" />, it<span class="_ _3" /> ex<span class="_ _b" />pan<span class="_ _3" />d<span class="_ _3" />s fu<span class="_ _b" />rth<span class="_ _3" />e<span class="_ _3" />r in<span class="_ _b" /> the<span class="_ _3" /> Gr<span class="_ _3" />eek </div><div class="t m0 x14 h2 y115 ff1 fs0 fc0 sc0 ls0 ws0">to<span class="_ _b" />uri<span class="_ _b" />sm i<span class="_ _b" />ndu<span class="_ _b" />str<span class="_ _3" />y <span class="_ _3" />a<span class="_ _3" />nd<span class="_ _3" /> i<span class="_ _b" />nve<span class="_ _3" />s<span class="_ _3" />ts<span class="_ _3" /> i<span class="_ _3" />n<span class="_ _3" /> c<span class="_ _3" />om<span class="_ _b" />ple<span class="_ _3" />me<span class="_ _3" />n<span class="_ _3" />ta<span class="_ _b" />ry <span class="_ _3" />ac<span class="_ _3" />ti<span class="_ _b" />vit<span class="_ _3" />i<span class="_ _3" />es<span class="_ _3" /> <span class="_ _3" />ca<span class="_ _3" />pi<span class="_ _3" />t<span class="_ _3" />al<span class="_ _3" />i<span class="_ _3" />zin<span class="_ _b" />g <span class="_ _3" />on <span class="_ _b" />the<span class="_ _b" /> st<span class="_ _3" />ro<span class="_ _b" />ng <span class="_ _3" />p<span class="_ _3" />ote<span class="_ _3" />n<span class="_ _3" />ti<span class="_ _3" />al<span class="_ _b" /> o<span class="_ _3" />f A<span class="_ _b" />tt<span class="_ _3" />i<span class="_ _3" />ca <span class="_ _b" />Gro<span class="_ _3" />up<span class="_ _b" />. </div><div class="t m0 x14 h2 y116 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 hb y2bc ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />th<span class="_ _1" />is <span class="_ _13" />co<span class="_ _1" />ntext, <span class="_ _3e" />Attica <span class="_ _3e" />Blue <span class="_ _1a" />Hospitality <span class="_ _3e" />S.M.<span class="_ _1" />S.A <span class="_ _13" />(“Att<span class="_ _1" />ica <span class="_ _3e" />Blue <span class="_ _3e" />Hospitality<span class="_ _1" />”), <span class="_ _3e" />a <span class="_ _3e" />100% <span class="_ _3e" />subsidiary <span class="_ _1a" />of <span class="_ _3e" />Attica <span class="_ _3e" />Group<span class="_ _1" />, </div><div class="t m0 x14 h2 y333 ff1 fs0 fc0 sc0 ls0 ws0">acquired <span class="_ _13" />the <span class="_ _13" />owning <span class="_ _13" />company <span class="_ _13" />of <span class="_ _13" />Naxos<span class="_ _1" /> <span class="_ _13" />Resort <span class="_ _13" />Beach <span class="_ _13" />Hotel <span class="_ _13" />located <span class="_ _13" />in <span class="_ _13" />the <span class="_ _1" />Cyc<span class="_ _1" />ladic<span class="_ _1" /> <span class="_ _13" />island <span class="_ _13" />of <span class="_ _13" />Naxos, <span class="_ _13" />in <span class="_ _1" />A<span class="_ _1" />gios </div><div class="t m0 x14 h2 y334 ff1 fs0 fc0 sc0 ls0 ws0">Georgios beach, for a tot<span class="_ _1" />al consideration of Eur<span class="_ _1" />o 6.5 mln, funded t<span class="_ _1" />hrough bank financ<span class="_ _1" />ing.<span class="_ _13" /> </div><div class="t m0 x14 h2 y2b4 ff1 fs0 fc0 sc0 ls0 ws0">Sale of the RO-<span class="_ _1" />PAX vessel Expres<span class="_ _1" />s Pegasus for env<span class="_ _1" />ironme<span class="_ _1" />ntally friendly recy<span class="_ _1" />cling </div><div class="t m0 x14 h9 y307 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _23"> </span>14.<span class="_ _1" />12.2021, <span class="_ _24"> </span>the <span class="_ _24"> </span>Company<span class="_ _1" /><span class="ff7 fs1"> <span class="_ _23"> </span></span>Attica <span class="_ _24"> </span>Holdings <span class="_ _24"> </span>S.A. <span class="_ _24"> </span>announced <span class="_ _24"> </span>the <span class="_ _24"> </span>sale <span class="_ _24"> </span>of <span class="_ _23"> </span>t<span class="_ _1" />he <span class="_ _24"> </span>Ro<span class="_ _1" />-Pax <span class="_ _24"> </span>vessel <span class="_ _24"> </span>EXPRESS<span class="_ _1" /> </div><div class="t m0 x14 h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">PEGASUS <span class="_ _1c"> </span>for <span class="_ _1c"> </span>safe <span class="_ _1c"> </span>an<span class="_ _1" />d <span class="_ _1b" />e<span class="_ _1" />nvironmentally <span class="_ _1c"> </span>sound <span class="_ _1c"> </span>recy<span class="_ _1" />cling <span class="_ _1b" />ac<span class="_ _1" />cording <span class="_ _1c"> </span>to <span class="_ _1c"> </span>the <span class="_ _1c"> </span>res<span class="_ _1" />pective <span class="_ _1c"> </span>European <span class="_ _1c"> </span>and <span class="_ _1c"> </span>Gre<span class="_ _1" />ek </div><div class="t m0 x14 h2 y313 ff1 fs0 fc0 sc0 ls0 ws0">legislation, <span class="_ _1" />to <span class="_ _1" />a <span class="_ _1" />sh<span class="_ _1" />ip <span class="_ _1" />recycling <span class="_ _1" />faci<span class="_ _1" />lity <span class="_ _1" />in <span class="_ _1" />Turkey, <span class="_ _1" />incl<span class="_ _1" />uded <span class="_ _1" />in <span class="_ _1" />th<span class="_ _13" />e <span class="_ _1" />European <span class="_ _1" />List <span class="_ _13" />of <span class="_ _1" />Ship <span class="_ _1" />Recycli<span class="_ _1" />ng <span class="_ _1" />Facilities. <span class="_ _1" />T<span class="_ _1" />he </div><div class="t m0 x14 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0">sale was concluded for a c<span class="_ _1" />ash considerat<span class="_ _1" />ion of U.S. dollars<span class="_ _1" /> 1.12 mln. <span class="_ _1" /> </div><div class="t m0 x14 h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">29</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">GREEK HOSPIT<span class="_ _1" />ALITY AWARDS 20<span class="_ _1" />21 </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">On  15.12.2021,  the  Company  announced  its  distinction  with  two <span class="_ _24"> </span>awards<span class="_ _1" />,  Gold  &amp;  Silver,  in <span class="_ _24"> </span>the  GREEK </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">HOSPITALITY <span class="_ _13" />AWARDS <span class="_ _13" />2021 <span class="_ _1" />org<span class="_ _1" />anized <span class="_ _13" />for <span class="_ _1" />the <span class="_ _13" />6</div><div class="t m0 x3e h24 y335 ff1 fs7 fc0 sc0 ls18 ws0">th</div><div class="t m0 x3f h2 y23d ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1" />c<span class="_ _1" />onsecutive <span class="_ _1" />y<span class="_ _1" />ear <span class="_ _13" />by <span class="_ _1" />ETHOS <span class="_ _13" />MEDIA. <span class="_ _13" /> <span class="_ _1" />In <span class="_ _1" />p<span class="_ _1" />articular, <span class="_ _13" />Attica </div><div class="t m0 x14 hb y25a ff6 fs0 fc0 sc0 ls0 ws0">received <span class="_ _1c"> </span>Gol<span class="_ _1" />den <span class="_ _1c"> </span>Award <span class="_ _23"> </span>in <span class="_ _1c"> </span>the <span class="_ _23"> </span>category <span class="_ _1c"> </span>“B<span class="_ _1" />est <span class="_ _1c"> </span>Greek<span class="_ _1" /> <span class="_ _1c"> </span>Coastal <span class="_ _23"> </span>Shipping <span class="_ _1c"> </span>Com<span class="_ _1" />pany” <span class="_ _1c"> </span>and<span class="_ _1" /> <span class="_ _1c"> </span>Silver <span class="_ _23"> </span>Award <span class="_ _1c"> </span>in<span class="_ _1" /> <span class="_ _1c"> </span>the </div><div class="t m0 x14 h2 y25b ff6 fs0 fc0 sc0 ls0 ws0">category “Best Digital <span class="_ _1" />Advertising and Performa<span class="_ _1" />nce Cam<span class="_ _1" />paign”.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">Decisions of the Extraord<span class="_ _1" />inary General Me<span class="_ _1" />eting 23.12.2021<span class="_ _13" /> </div><div class="t m0 x14 hb y27c ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Extraordinary <span class="_ _b" />G<span class="_ _1" />eneral <span class="_ _3" />Meeting <span class="_ _b" />held <span class="_ _b" />on <span class="_ _b" />2<span class="_ _1" />3.12.2021 <span class="_ _b" />una<span class="_ _1" />nimously <span class="_ _b" />approv<span class="_ _1" />ed <span class="_ _b" />the <span class="_ _3" />distribution <span class="_ _b" />of <span class="_ _b" />the <span class="_ _3" />Company’s </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">previous <span class="_ _1b" />years <span class="_ _1b" />profits,<span class="_ _1" /> <span class="_ _1a" />accordin<span class="_ _1" />g <span class="_ _1a" />t<span class="_ _1" />o <span class="_ _1a" />Artic<span class="_ _1" />le <span class="_ _1b" />162, <span class="_ _1b" />Par. <span class="_ _1b" />3, <span class="_ _1b" />law <span class="_ _1b" />4548/2018, <span class="_ _1b" />total<span class="_ _13" />ling <span class="_ _1a" />E<span class="_ _1" />uro <span class="_ _1b" />10,790,292.15, <span class="_ _1b" />whic<span class="_ _1" />h </div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">corresponds to Euro 0.0<span class="_ _1" />5 per share. Payme<span class="_ _1" />nt to beneficiaries be<span class="_ _1" />gan <span class="_ _1" />on Wednesd<span class="_ _1" />ay, January 5, 2022.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">Completion of Ap<span class="_ _1" />propriation of Funds<span class="_ _1" /> </div><div class="t m0 x14 h2 y280 ff1 fs0 fc0 sc0 ls0 ws0">Wi<span class="_ _b" />thi<span class="_ _3" />n <span class="_ _b" />the<span class="_ _b" /> fi<span class="_ _3" />rs<span class="_ _b" />t h<span class="_ _3" />al<span class="_ _b" />f o<span class="_ _3" />f<span class="_ _3" /> 2<span class="_ _3" />02<span class="_ _3" />1,<span class="_ _b" /> ap<span class="_ _b" />prop<span class="_ _b" />ria<span class="_ _b" />tio<span class="_ _3" />n<span class="_ _3" /> o<span class="_ _b" />f t<span class="_ _3" />he<span class="_ _3" /> f<span class="_ _b" />und<span class="_ _3" />s<span class="_ _3" /> wa<span class="_ _b" />s <span class="_ _3" />com<span class="_ _b" />ple<span class="_ _b" />ted<span class="_ _3" />. <span class="_ _b" />The <span class="_ _b" />fu<span class="_ _3" />nd<span class="_ _3" />s <span class="_ _b" />were<span class="_ _b" /> rai<span class="_ _b" />sed<span class="_ _3" /> f<span class="_ _b" />rom<span class="_ _3" /> t<span class="_ _b" />he <span class="_ _3" />i<span class="_ _3" />ss<span class="_ _3" />ua<span class="_ _b" />nce<span class="_ _3" /> o<span class="_ _b" />f a<span class="_ _3" /> </div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">Bo<span class="_ _b" />nd <span class="_ _3e" />loa<span class="_ _3" />n<span class="_ _3" /> <span class="_ _1a" />amo<span class="_ _3" />un<span class="_ _b" />tin<span class="_ _b" />g <span class="_ _1a" />to<span class="_ _3" /> <span class="_ _1a" />Eur<span class="_ _b" />o <span class="_ _1a" />17<span class="_ _3" />5,<span class="_ _3" />00<span class="_ _b" />0 <span class="_ _1a" />k <span class="_ _3e" />acc<span class="_ _3" />o<span class="_ _3" />rdi<span class="_ _b" />ng <span class="_ _3e" />to <span class="_ _3e" />08<span class="_ _3" />.0<span class="_ _3" />7.<span class="_ _3" />2<span class="_ _3" />01<span class="_ _3" />9<span class="_ _3" /> <span class="_ _1a" />de<span class="_ _3" />ci<span class="_ _b" />sio<span class="_ _3" />n <span class="_ _3e" />of <span class="_ _3e" />the<span class="_ _b" /> <span class="_ _1b" />Bo<span class="_ _3" />a<span class="_ _3" />rd<span class="_ _3" /> <span class="_ _1a" />of<span class="_ _3" /> <span class="_ _1a" />Di<span class="_ _3" />re<span class="_ _3" />c<span class="_ _3" />to<span class="_ _3" />r<span class="_ _3" />s <span class="_ _1a" />of<span class="_ _b" /> <span class="_ _1b" />AT<span class="_ _3" />T<span class="_ _3" />ICA<span class="_ _b" /> </div><div class="t m0 x14 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">HO<span class="_ _b" />LDI<span class="_ _3" />NG<span class="_ _3" />S an<span class="_ _3" />d th<span class="_ _3" />e d<span class="_ _3" />ec<span class="_ _3" />i<span class="_ _3" />sio<span class="_ _3" />n o<span class="_ _3" />f th<span class="_ _3" />e He<span class="_ _3" />l<span class="_ _3" />le<span class="_ _3" />ni<span class="_ _b" />c Cap<span class="_ _3" />it<span class="_ _3" />al<span class="_ _b" /> <span class="_ _1" />Ma<span class="_ _3" />rke<span class="_ _b" />t Com<span class="_ _3" />mi<span class="_ _b" />ssi<span class="_ _3" />on<span class="_ _3" /> of 16<span class="_ _3" />.0<span class="_ _b" />7.2<span class="_ _3" />01<span class="_ _b" />9, ap<span class="_ _3" />p<span class="_ _3" />ro<span class="_ _3" />vi<span class="_ _b" />ng the<span class="_ _3" /> Pr<span class="_ _3" />o<span class="_ _3" />spe<span class="_ _b" />ctu<span class="_ _3" />s.<span class="_ _b" /> </div><div class="t m0 x14 h2 y264 ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" />  Re<span class="_ _3" />p<span class="_ _3" />or<span class="_ _3" />t  o<span class="_ _3" />n  A<span class="_ _b" />ppr<span class="_ _3" />o<span class="_ _3" />pr<span class="_ _3" />ia<span class="_ _3" />t<span class="_ _3" />io<span class="_ _b" />n  of<span class="_ _3" />  Fu<span class="_ _3" />n<span class="_ _3" />d<span class="_ _3" />s  i<span class="_ _3" />s  i<span class="_ _3" />n<span class="_ _3" />clu<span class="_ _b" />ded<span class="_ _b" /> <span class="_ _2f"> </span>in<span class="_ _b" />  the<span class="_ _3" />  pu<span class="_ _3" />bl<span class="_ _b" />ish<span class="_ _3" />ed<span class="_ _b" />  int<span class="_ _3" />e<span class="_ _3" />ri<span class="_ _3" />m  s<span class="_ _b" />ix  mo<span class="_ _3" />nt<span class="_ _3" />h<span class="_ _3" />  fi<span class="_ _3" />n<span class="_ _3" />an<span class="_ _b" />cia<span class="_ _3" />l  r<span class="_ _3" />ep<span class="_ _3" />o<span class="_ _3" />rt<span class="_ _3" />  20<span class="_ _b" />21 </div><div class="t m0 x14 h9 y265 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />cc<span class="_ _3" />om<span class="_ _3" />p<span class="_ _3" />an<span class="_ _3" />ie<span class="_ _b" />d b<span class="_ _3" />y <span class="_ _3" />t<span class="_ _3" />he<span class="_ _3" /><span class="ff7 fs1"> <span class="_ _3" /><span class="ff1 fs0">Re<span class="_ _3" />po<span class="_ _3" />r<span class="_ _3" />t o<span class="_ _b" />n A<span class="_ _b" />ctua<span class="_ _b" />l <span class="_ _3" />Fi<span class="_ _3" />nd<span class="_ _b" />ing<span class="_ _3" />s <span class="_ _3" />o<span class="_ _3" />f <span class="_ _3" />A<span class="_ _3" />gr<span class="_ _3" />ee<span class="_ _3" />d<span class="_ _3" /> u<span class="_ _3" />po<span class="_ _3" />n<span class="_ _3" /> P<span class="_ _b" />roce<span class="_ _b" />du<span class="_ _3" />re<span class="_ _3" />s <span class="_ _3" />of<span class="_ _b" /> the<span class="_ _b" /> Cer<span class="_ _b" />tif<span class="_ _b" />ied<span class="_ _3" /> P<span class="_ _b" />ubl<span class="_ _3" />i<span class="_ _3" />c <span class="_ _3" />A<span class="_ _3" />cco<span class="_ _b" />unt<span class="_ _b" />ant<span class="_ _3" />. </span></span></div><div class="t m0 x14 h3 y266 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y332 ff2 fs0 fc0 sc0 ls2 ws0">8.<span class="ls0"> <span class="_ _2c"> </span>PROSPE<span class="_ _1" />CTS AND BUSIN<span class="_ _1" />ESS DEVELOPMENT<span class="_ _1" />S FOR 2022<span class="_ _1" /> </span></div><div class="t m0 x36 h3 y336 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y337 ff1 fs0 fc0 sc0 ls0 ws0">During the <span class="_ _3" />two months January<span class="_ _1" />-February 2022, the Group's <span class="_ _3" />traffic volumes increased in <span class="_ _3" />all revenue categories. </div><div class="t m0 x14 hb y338 ff6 fs0 fc0 sc0 ls0 ws0">In particular, <span class="_ _1" />the Gr<span class="_ _1" />oup’s tr<span class="_ _1" />affic volumes <span class="_ _1" />increased <span class="_ _1" />by 155.1% <span class="_ _1" />in p<span class="_ _1" />assengers, <span class="_ _1" />by 92.7% <span class="_ _1" />in private <span class="_ _1" />vehicles <span class="_ _1" />and </div><div class="t m0 x14 h2 y339 ff1 fs0 fc0 sc0 ls2 ws0">by<span class="ls0"> <span class="_ _b" />16.4% <span class="_ _3" />in <span class="_ _b" />freight <span class="_ _3" />compared <span class="_ _3" />to <span class="_ _b" />the <span class="_ _b" />corr<span class="_ _1" />esponding <span class="_ _b" />per<span class="_ _1" />iod <span class="_ _b" />last <span class="_ _3" />year. <span class="_ _b" />The <span class="_ _3" />above <span class="_ _b" />traffi<span class="_ _1" />c <span class="_ _b" />volumes increase <span class="_ _b" />u<span class="_ _1" />nderpin </span></div><div class="t m0 x14 h2 y30d ff1 fs0 fc0 sc0 ls0 ws0">the gradual normaliza<span class="_ _1" />tion of Group's operati<span class="_ _1" />ons to the pre<span class="_ _1" />-<span class="_ _1" />Covid -19 levels.<span class="_ _1" /> </div><div class="t m0 x14 h2 y33a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y33b ff1 fs0 fc0 sc0 ls0 ws0">Gradual <span class="_ _1" />de-esc<span class="_ _1" />alation of<span class="_ _1" /> th<span class="_ _1" />e pa<span class="_ _1" />ndemic <span class="_ _13" />in c<span class="_ _1" />onjunction <span class="_ _13" />with the<span class="_ _1" /> eff<span class="_ _1" />ect of<span class="_ _1" /> v<span class="_ _1" />accination <span class="_ _1" />and <span class="_ _1" />antiviral <span class="_ _1" />drugs,<span class="_ _1" /> as<span class="_ _1" /> w<span class="_ _1" />ell </div><div class="t m0 x14 h2 y33c ff1 fs0 fc0 sc0 ls0 ws0">as  the <span class="_ _24"> </span>lifting  restrictions  on <span class="_ _24"> </span><span class="ff6">vess<span class="_ _1" />els’  </span>passenger <span class="_ _24"> </span>ca<span class="_ _1" />pacity  on <span class="_ _24"> </span>12.3.20<span class="_ _1" />22,  are <span class="_ _24"> </span>factors  that  are <span class="_ _24"> </span>expected<span class="_ _1" /> <span class="_ _24"> </span>to<span class="_ _1" /> </div><div class="t m0 x14 h2 y33d ff1 fs0 fc0 sc0 ls0 ws0">significantly contribute t<span class="_ _1" />o the normalization <span class="_ _1" />of the Group's operat<span class="_ _1" />ions.<span class="_ _1" /> </div><div class="t m0 x14 h2 y33e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y33f ff1 fs0 fc0 sc0 ls0 ws0">However, <span class="_ _13" />the <span class="_ _3e" />Russian <span class="_ _3e" />invasion <span class="_ _13" />in <span class="_ _3e" />Ukraine<span class="_ _1" /> <span class="_ _13" /><span class="ls6">in</span> <span class="_ _13" />Fe<span class="_ _1" />bruary <span class="_ _3e" />2022, <span class="_ _13" />which <span class="_ _3e" />increased <span class="_ _3e" />furt<span class="_ _1" />her <span class="_ _13" /><span class="ls1">the <span class="_ _13" /></span>a<span class="_ _1" />lready <span class="_ _13" />hig<span class="_ _1" />h <span class="_ _13" />fuel <span class="_ _13" />o<span class="_ _1" />il </div><div class="t m0 x14 h2 y340 ff1 fs0 fc0 sc0 ls0 ws0">prices, <span class="_ _3e" />generates <span class="_ _1a" />new <span class="_ _1a" />conditions <span class="_ _1a" />in <span class="_ _3e" />the <span class="_ _1a" />shipping <span class="_ _1a" />sector<span class="_ _1" />. <span class="_ _3e" />In <span class="_ _3e" />particular, <span class="_ _1a" />following <span class="_ _1a" />an <span class="_ _3e" />increase <span class="_ _1a" />of <span class="_ _3e" />approximat<span class="_ _1" />ely </div><div class="t m0 x14 h2 y341 ff1 fs0 fc0 sc0 ls0 ws0">32.4% <span class="_ _b" />i<span class="_ _1" />n <span class="_ _b" />the average <span class="_ _b" />price of <span class="_ _12" />fuel<span class="_ _1" /> <span class="_ _3" />oil <span class="_ _b" />i<span class="_ _1" />n <span class="_ _b" />2021 <span class="_ _3" />compare<span class="_ _1" />d <span class="_ _3" />to <span class="_ _b" />the <span class="_ _3" />year <span class="_ _3" />2020, <span class="_ _3" />the <span class="_ _b" />avera<span class="_ _1" />ge <span class="_ _b" />price of <span class="_ _12" />f<span class="_ _1" />uel<span class="_ _1" /> <span class="_ _b" />oi<span class="_ _1" />l <span class="_ _b" />in <span class="_ _3" />February </div><div class="t m0 x14 h2 y342 ff1 fs0 fc0 sc0 ls0 ws0">this <span class="_ _13" />year <span class="_ _3e" />increased <span class="_ _3e" />further <span class="_ _3e" />by<span class="_ _1" /> <span class="_ _13" />28% <span class="_ _13" />c<span class="_ _1" />ompared <span class="_ _13" />to <span class="_ _3e" />Dece<span class="_ _1" />mber <span class="_ _13" />2021. <span class="_ _3e" />Th<span class="_ _1" /><span class="ls6">is</span> <span class="_ _3e" />trend <span class="_ _13" />also<span class="_ _1" /> <span class="_ _13" />remained <span class="_ _3e" />d<span class="_ _1" />uring <span class="_ _3e" />in <span class="_ _13" />the <span class="_ _3e" />first </div><div class="t m0 x14 h2 y343 ff1 fs0 fc0 sc0 ls0 ws0">weeks of March 2022.<span class="_ _1" /> </div><div class="t m0 x14 h2 y344 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y345 ff1 fs0 fc0 sc0 ls0 ws0">Given the above f<span class="_ _1" />actors<span class="ls1">, </span>any<span class="_ _1" /> projections for the<span class="_ _1" /> development of<span class="_ _1" /> the Group's opera<span class="_ _1" />tions in the <span class="_ _1" />following m<span class="_ _1" />onths </div><div class="t m0 x14 h2 y346 ff1 fs0 fc0 sc0 ls0 ws0">of this year rem<span class="_ _1" />ain uncertain.<span class="_ _1" /> </div><div class="t m0 x14 h2 y347 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf1e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1e w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">30</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3" />ma<span class="_ _b" />nag<span class="_ _3" />em<span class="_ _3" />e<span class="_ _3" />nt<span class="_ _3" /> <span class="_ _3" />im<span class="_ _3" />p<span class="_ _3" />le<span class="_ _3" />me<span class="_ _b" />nt<span class="lsa">ed</span> a<span class="_ _b" /> se<span class="_ _b" />rie<span class="_ _b" />s <span class="_ _3" />of<span class="_ _3" /> <span class="_ _3" />me<span class="_ _3" />a<span class="_ _3" />su<span class="_ _b" />res <span class="_ _b" />in<span class="_ _3" />cl<span class="_ _3" />u<span class="_ _3" />di<span class="_ _3" />ng<span class="_ _b" /> t<span class="_ _3" />he<span class="_ _3" /> <span class="_ _3" />ad<span class="_ _b" />jus<span class="_ _3" />tm<span class="_ _b" />ent<span class="_ _3" /> o<span class="_ _b" />f <span class="_ _3" /><span class="ff6">Gr<span class="_ _b" />oup<span class="_ _3" />’<span class="_ _3" />s <span class="_ _b" /><span class="ff1">pri<span class="_ _b" />cing<span class="_ _b" /> p<span class="_ _b" />oli<span class="_ _3" />cy<span class="_ _3" />,<span class="_ _3" /> o<span class="_ _b" />pti<span class="_ _3" />m<span class="_ _3" />i<span class="_ _3" />zat<span class="_ _b" />ion </span></span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 lsa ws0">of<span class="ls0"> fl<span class="_ _b" />eet<span class="_ _b" /> de<span class="_ _3" />pl<span class="_ _3" />o<span class="_ _3" />ym<span class="_ _3" />en<span class="_ _3" />t<span class="_ _3" /><span class="ls15">, <span class="ls0">v<span class="_ _3" />e<span class="_ _3" />sse<span class="_ _3" />l<span class="_ _3" />s <span class="_ _3" />sp<span class="_ _b" />eed<span class="_ _b" /> red<span class="_ _b" />uct<span class="_ _3" />i<span class="_ _3" />on<span class="_ _3" /> <span class="_ _3" />and<span class="_ _b" /> p<span class="_ _3" />ar<span class="_ _3" />ti<span class="_ _3" />a<span class="_ _3" />l <span class="_ _3" />he<span class="_ _b" />dgi<span class="_ _3" />ng<span class="_ _b" /> of<span class="_ _3" /> t<span class="_ _b" />he <span class="_ _3" />ri<span class="_ _b" />sk <span class="_ _3" />of<span class="_ _3" /> <span class="_ _3" />fu<span class="_ _b" />el <span class="_ _3" />oi<span class="_ _3" />l <span class="_ _3" />p<span class="_ _3" />ri<span class="_ _b" />ce <span class="_ _3" />fl<span class="_ _3" />u<span class="_ _3" />ct<span class="_ _3" />ua<span class="_ _b" />tio<span class="_ _b" />n. </span></span></span></div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />addition, the Group's <span class="_ _3" />manageme<span class="_ _1" />nt <span class="_ _3" />continuo<span class="_ _1" />usly <span class="_ _3" />evaluates every new condition regarding <span class="_ _3" />the evolution of <span class="_ _b" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">pandemic <span class="_ _1b" />and <span class="_ _1c"> </span>the <span class="_ _1b" />Ukr<span class="_ _1" />ainian <span class="_ _1b" />crisis <span class="_ _23"> </span>as <span class="_ _1b" />well <span class="_ _1b" />as <span class="_ _1b" />ac<span class="_ _1" />tively <span class="_ _1c" />manages <span class="_ _1b" />fleet <span class="_ _1c"> </span>employment<span class="_ _1" /> <span class="_ _1b" />and <span class="_ _1c"> </span>evaluates <span class="_ _1b" />acti<span class="_ _1" />ons <span class="_ _1b" />to </div><div class="t m0 x14 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">optimize <span class="_ _13" />the <span class="_ _13" />performance <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Group<span class="_ _1" />, <span class="_ _13" />having <span class="_ _13" />as <span class="_ _13" />main <span class="_ _13" />concer<span class="_ _1" />n <span class="_ _13" />to <span class="_ _1" />safe<span class="_ _1" />guard <span class="_ _13" />Group's <span class="_ _13" />financial <span class="_ _13" />position <span class="_ _3e" />while </div><div class="t m0 x14 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">maintaining the best p<span class="_ _1" />ossible service of its <span class="_ _1" />passengers and loca<span class="_ _1" />l communities.<span class="_ _13" /> </div><div class="t m0 x14 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">Additionally, the<span class="_ _3" /> <span class="_ _3" />Group <span class="_ _3" />maintains suffi<span class="_ _3" />cient liquidity <span class="_ _b" />in order <span class="_ _3" />to <span class="_ _b" />meet all <span class="_ _b" />its working <span class="_ _b" />c<span class="_ _1" />apital <span class="_ _3" />needs <span class="_ _3" />for the following </div><div class="t m0 x14 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">12 months. </div><div class="t m0 x14 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1c4 ff2 fs0 fc8 sc0 ls0 ws0">MAIN RISKS AND<span class="_ _1" /> UNCERTAINT<span class="_ _1" />IES </div><div class="t m0 x14 h2 y34b ff1 fs0 fc0 sc0 ls0 ws0">This section presents the<span class="_ _1" /> main risks and u<span class="_ _1" />ncertainties regarding th<span class="_ _1" /><span class="ff6">e<span class="_ _1" /> Group’s busin<span class="_ _1" />ess operations:<span class="_ _1" /></span> </div><div class="t m0 x14 h3 y2d7 ff2 fs0 fc0 sc0 ls0 ws0">Risks related to financi<span class="_ _1" />al and m<span class="_ _1" />arket conditions in <span class="_ _1" />our country<span class="_ _1" /> </div><div class="t m0 x14 h2 y297 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s <span class="_ _1" />operations <span class="_ _1" />are <span class="_ _1" /><span class="ff1">s<span class="_ _1" />ignificantly affect<span class="_ _1" />ed by <span class="_ _1" />the am<span class="_ _1" />ount of <span class="_ _1" />disposable <span class="_ _1" />income <span class="_ _1" />and consu<span class="_ _1" />mer spend<span class="_ _1" />ing </span></div><div class="t m0 x14 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">which, in turn, are<span class="_ _1" /> affected by the preva<span class="_ _1" />iling economic <span class="_ _1" />conditions in Gr<span class="_ _1" />eece. Shipping is s<span class="_ _1" />ensitive to the<span class="_ _1" /> effects </div><div class="t m0 x14 h2 y34c ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1" />any <span class="_ _1" />econom<span class="_ _1" />ic <span class="_ _1" />decline <span class="_ _1" />in <span class="_ _13" />either <span class="_ _1" />the <span class="_ _1" />Greek <span class="_ _1" />eco<span class="_ _1" />nomy <span class="_ _1" />or <span class="_ _13" />the to<span class="_ _13" />urism <span class="_ _1" />mark<span class="_ _1" />et <span class="_ _1" />or <span class="_ _1" />even <span class="_ _1" />emerge<span class="_ _1" />ncies <span class="_ _1" />such <span class="_ _1" />as <span class="_ _13" />the </div><div class="t m0 x14 h2 y34d ff1 fs0 fc0 sc0 ls0 ws0">COVID-19 pande<span class="_ _1" />mic and military conflicts in Eur<span class="_ _1" />ope, which could <span class="_ _1" />lead to a decreas<span class="_ _1" />e in disposable income an<span class="_ _1" />d </div><div class="t m0 x14 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">reduced <span class="_ _1b" />dem<span class="_ _1" />and <span class="_ _1b" />that, <span class="_ _1b" />c<span class="_ _1" />ombined <span class="_ _1c"> </span>with <span class="_ _1b" />a <span class="_ _1c"> </span>possible <span class="_ _1c"> </span>surplus <span class="_ _1c"> </span>supply, <span class="_ _1b" />wo<span class="_ _1" />uld <span class="_ _1b" />lead <span class="_ _1c" />to <span class="_ _1b" />reduce<span class="_ _1" />d <span class="_ _1b" />fares <span class="_ _1b" />an<span class="_ _1" />d <span class="_ _1b" />capa<span class="_ _1" />city </div><div class="t m0 x14 h2 y34f ff6 fs0 fc0 sc0 ls0 ws0">utilization, adversely aff<span class="_ _1" />ecting the Group’s pro<span class="_ _1" /><span class="ff1">f<span class="_ _1" />itability. </span></div><div class="t m0 x14 h1f y350 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y351 ff2 fs0 fc0 sc0 ls0 ws0">Liquidity risk<span class="_ _1" /> </div><div class="t m0 x14 h2 y352 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group <span class="_ _1a" />manages <span class="_ _3e" />its <span class="_ _3e" />liquidity <span class="_ _3e" />needs <span class="_ _3e" />on <span class="_ _3e" />a <span class="_ _3e" />daily <span class="_ _3e" />basis <span class="_ _3e" />through <span class="_ _3e" />sys<span class="_ _1" />tematically <span class="_ _3e" />monitoring <span class="_ _3e" />its <span class="_ _3e" />short <span class="_ _3e" />and <span class="_ _3e" />long<span class="_ _3e" />-</div><div class="t m0 x14 h2 y2df ff1 fs0 fc0 sc0 ls0 ws0">term <span class="_ _b" />financial <span class="_ _3" />liabilities. <span class="_ _b" />Furthermore,<span class="_ _1" /> <span class="_ _b" />the <span class="_ _b" />Group <span class="_ _b" />c<span class="_ _1" />onstantly <span class="_ _3" />monitors t<span class="ls2">he <span class="_ _b" /><span class="ls0">maturity <span class="_ _3" />of <span class="_ _b" />its <span class="_ _b" />receivables<span class="_ _1" /> <span class="_ _b" />and <span class="_ _b" />payab<span class="_ _1" />les<span class="_ _1" />.  </span></span></div><div class="t m0 x14 h2 y2e0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2e1 ff6 fs0 fc0 sc0 ls0 ws0">On 31.12.202<span class="_ _1" />1, the <span class="_ _1" />maturity<span class="_ _1" /> of the <span class="_ _1" />Group’s s<span class="_ _1" />hort<span class="_ _1" /><span class="ff1">-term <span class="_ _1" />liabilities f<span class="_ _1" />or a <span class="_ _1" />period <span class="_ _1" />of six <span class="_ _1" />(6) <span class="_ _1" />months was <span class="_ _1" />Euro<span class="_ _1" /> 11<span class="_ _1" />8.0<span class="_ _1" />6 </span></div><div class="t m0 x14 h2 y353 ff1 fs0 fc0 sc0 ls0 ws0">mln <span class="_ _12" />(E<span class="_ _1" />uro <span class="_ _b" />101.22 <span class="_ _b" />mln <span class="_ _b" />on <span class="_ _b" />31<span class="_ _1" />.12.2020) <span class="_ _b" />while <span class="_ _b" />the <span class="_ _b" />matur<span class="_ _1" />ity <span class="_ _b" />for <span class="_ _b" />short<span class="_ _1" />-term <span class="_ _b" />liabilities <span class="_ _b" />from <span class="_ _b" />s<span class="_ _1" />ix <span class="_ _b" />(6) <span class="_ _b" />to <span class="_ _b" />twelve <span class="_ _b" />(12) <span class="_ _b" />months </div><div class="t m0 x14 h2 y354 ff1 fs0 fc0 sc0 ls0 ws0">was Euro 108.42 m<span class="_ _1" />ln (Euro 13.7<span class="_ _1" />6 mln on 31.12.2<span class="_ _1" />020). </div><div class="t m0 x14 h2 y2e3 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _13" />31.12.2021, <span class="_ _3e" />bond <span class="_ _13" />loa<span class="_ _1" />ns <span class="_ _13" />of <span class="_ _13" />a <span class="_ _13" />Gr<span class="_ _1" />oup <span class="_ _13" />subsidiary, <span class="_ _13" /> <span class="_ _3e" />amounting <span class="_ _3e" />to <span class="_ _13" />Euro <span class="_ _13" />97<span class="_ _1" />.5 <span class="_ _13" />mln, <span class="_ _3e" />were <span class="_ _13" />rec<span class="_ _13" />lassified <span class="_ _13" />from <span class="_ _3e" />long-</div><div class="t m0 x14 h2 y2e4 ff1 fs0 fc0 sc0 ls0 ws0">term <span class="_ _1c"> </span>to <span class="_ _1c"> </span>sh<span class="_ _1" />ort-term <span class="_ _1c"> </span>loans, <span class="_ _23"> </span>as <span class="_ _1c"> </span>their <span class="_ _1c"> </span>co<span class="_ _1" />ntractual <span class="_ _1c"> </span>m<span class="_ _1" />aturity <span class="_ _1c"> </span>is <span class="_ _1c"> </span>in <span class="_ _1c"> </span>O<span class="_ _1" />ctober <span class="_ _1c"> </span>202<span class="_ _1" />2. <span class="_ _23"> </span>The <span class="_ _1c"> </span>Group's<span class="_ _1" /> <span class="_ _1c"> </span>managem<span class="_ _1" />ent <span class="_ _1c"> </span>is <span class="_ _1c"> </span>i<span class="_ _1" />n </div><div class="t m0 x14 h2 y355 ff1 fs0 fc0 sc0 ls0 ws0">discussions with the le<span class="_ _1" />nding banks r<span class="_ _1" />egarding the refinancing of the <span class="_ _1" />above<span class="_ _1" />-men<span class="_ _1" />tioned maturing faci<span class="_ _1" />lities. </div><div class="t m0 x14 h2 y276 ff6 fs0 fc0 sc0 ls0 ws0">It <span class="_ _b" />is <span class="_ _3" />noted <span class="_ _b" />that <span class="_ _3" />Group’s <span class="_ _b" />l<span class="_ _1" /><span class="ff1">iquidity <span class="_ _3" />position <span class="_ _b" />com<span class="_ _1" />pletely <span class="_ _b" />c<span class="_ _1" />overs <span class="_ _b" />the <span class="_ _3" />requirements <span class="_ _3" />of <span class="_ _b" />the <span class="_ _3" />Group <span class="_ _b" />for <span class="_ _3" />the <span class="_ _b" />next <span class="_ _3" />12 <span class="_ _b" />mo<span class="_ _1" />nths<span class="_ _1" />. </span></div><div class="t m0 x14 h3 y2e6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y356 ff2 fs0 fc0 sc0 ls0 ws0">Fuel prices fluctuation <span class="_ _1" />risk </div><div class="t m0 x14 h2 y357 ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />Gro<span class="_ _b" />up,<span class="_ _3" /> <span class="_ _b" />as <span class="_ _12" />all<span class="_ _b" /> <span class="_ _3" />shi<span class="_ _3" />p<span class="_ _3" />pi<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _3" />co<span class="_ _3" />mp<span class="_ _3" />a<span class="_ _3" />ni<span class="_ _3" />e<span class="_ _3" />s,<span class="_ _3" /> <span class="_ _b" />is <span class="_ _12" />sig<span class="_ _3" />ni<span class="_ _b" />fic<span class="_ _3" />an<span class="_ _b" />tly<span class="_ _3" /> <span class="_ _b" />aff<span class="_ _3" />e<span class="_ _3" />ct<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _3" />b<span class="_ _3" />y <span class="_ _b" />vol<span class="_ _b" />ati<span class="_ _3" />li<span class="_ _b" />ty <span class="_ _12" />of <span class="_ _b" />fu<span class="_ _3" />el<span class="_ _b" /> p<span class="_ _b" />ric<span class="_ _3" />es<span class="_ _b" />. <span class="_ _b" />It <span class="_ _b" />mu<span class="_ _b" />st <span class="_ _b" />be<span class="_ _3" /> <span class="_ _b" />not<span class="_ _b" />ed <span class="_ _b" />th<span class="_ _3" />a<span class="_ _3" />t <span class="_ _b" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />cos<span class="_ _3" />t </div><div class="t m0 x14 hb y358 ff6 fs0 fc0 sc0 ls0 ws0">o<span class="_ _3" />f fu<span class="_ _b" />el<span class="_ _3" /> and<span class="_ _b" /> <span class="_ _1" />l<span class="_ _3" />ub<span class="_ _b" />rica<span class="_ _b" />nt<span class="_ _3" />s i<span class="_ _3" />s t<span class="_ _3" />he<span class="_ _b" /> mo<span class="_ _3" />st<span class="_ _3" /> sig<span class="_ _b" />nif<span class="_ _3" />i<span class="_ _3" />ca<span class="_ _3" />n<span class="_ _3" />t o<span class="_ _3" />pe<span class="_ _b" />rat<span class="_ _3" />in<span class="_ _b" />g cos<span class="_ _b" />t of<span class="_ _b" /> <span class="_ _1" />t<span class="_ _3" />he<span class="_ _3" /> Gr<span class="_ _3" />ou<span class="_ _3" />p’<span class="_ _b" />s op<span class="_ _3" />e<span class="_ _3" />ra<span class="_ _3" />ti<span class="_ _3" />n<span class="_ _3" />g e<span class="_ _3" />xp<span class="_ _b" />en<span class="_ _3" />se<span class="_ _3" />s,<span class="_ _3" /> re<span class="_ _3" />p<span class="_ _3" />re<span class="_ _b" />sent<span class="_ _b" />ing<span class="_ _b" /> <span class="_ _1" />in<span class="_ _b" /> <span class="_ _1" />20<span class="_ _b" />21 </div></div></div><div class="pi" /></div>
<div id="pf1f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc1f w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">31</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />pp<span class="_ _3" />ro<span class="_ _b" />xim<span class="_ _3" />at<span class="_ _b" />ely <span class="ff6">44<span class="_ _b" />% of th<span class="_ _3" />e Gr<span class="_ _3" />o<span class="_ _3" />up<span class="_ _3" />’<span class="_ _3" />s co<span class="_ _b" />st of<span class="_ _3" /> <span class="_ _1" />sa<span class="_ _3" />le<span class="_ _b" />s. In<span class="_ _3" />di<span class="_ _b" />cat<span class="_ _3" />iv<span class="_ _3" />el<span class="_ _b" />y, a ch<span class="_ _3" />a<span class="_ _3" />ng<span class="_ _3" />e<span class="_ _3" /> in fu<span class="_ _3" />el<span class="_ _3" /> oi<span class="_ _3" />l pr<span class="_ _3" />i<span class="_ _3" />ce<span class="_ _3" />s eq<span class="_ _b" />ual to<span class="_ _b" /> <span class="_ _1" />10<span class="_ _3" />% on<span class="_ _3" /> an an<span class="_ _b" />nual<span class="_ _b" /> </span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">b<span class="_ _3" />as<span class="_ _3" />i<span class="_ _3" />s <span class="_ _3" />wi<span class="_ _3" />ll<span class="_ _b" /> ha<span class="_ _3" />v<span class="_ _3" />e <span class="_ _3" />an<span class="_ _3" /> <span class="_ _3" />ef<span class="_ _b" />fec<span class="_ _3" />t <span class="_ _3" />o<span class="_ _3" />f <span class="_ _3" />ap<span class="_ _b" />pro<span class="_ _b" />xim<span class="_ _3" />at<span class="_ _3" />e<span class="_ _3" />l<span class="_ _3" />y E<span class="_ _3" />u<span class="_ _3" />ro<span class="_ _3" /> <span class="_ _3" />12<span class="_ _3" />.<span class="_ _3" />97 <span class="_ _b" />mln<span class="_ _3" /> <span class="_ _3" />on<span class="_ _b" /> th<span class="_ _3" />e <span class="_ _b" />Gro<span class="_ _3" />up<span class="ff6">’<span class="_ _b" />s i<span class="_ _3" />n<span class="_ _3" />co<span class="_ _3" />me<span class="_ _b" /> sta<span class="_ _b" />tem<span class="_ _b" />ent<span class="_ _3" /> a<span class="_ _b" />nd <span class="_ _3" />eq<span class="_ _3" />ui<span class="_ _b" />ty.<span class="ff1"> </span></span></div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />addition, <span class="_ _13" />it <span class="_ _13" />is <span class="_ _13" />to <span class="_ _3e" />be <span class="_ _13" />noted <span class="_ _13" />that <span class="_ _13" />fr<span class="_ _1" />om <span class="_ _13" />1.1.2020 <span class="_ _13" />t<span class="_ _1" />he<span class="_ _1" /> <span class="_ _13" />new <span class="_ _13" />Regulation <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />International <span class="_ _13" />Marit<span class="_ _1" />ime <span class="_ _13" />Organization<span class="_ _1" /> </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">came <span class="_ _3e" />i<span class="_ _1" />nto <span class="_ _3e" />forc<span class="_ _1" />e, <span class="_ _3e" />wh<span class="_ _1" />ich <span class="_ _3e" />req<span class="_ _1" />uires <span class="_ _3e" />that <span class="_ _1a" />the <span class="_ _1a" />max<span class="_ _1" />imum <span class="_ _3e" />pe<span class="_ _1" />rcentage <span class="_ _1a" />of <span class="_ _3e" />sul<span class="_ _1" />phur <span class="_ _1a" />in <span class="_ _1a" />marine <span class="_ _3e" />fu<span class="_ _1" />els <span class="_ _3e" />sho<span class="_ _1" />uld <span class="_ _3e" />not <span class="_ _1a" />ex<span class="_ _1" />ceed </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">0.5%, <span class="_ _1" />except <span class="_ _1" />for <span class="_ _13" />vessels <span class="_ _1" />wi<span class="_ _1" />th <span class="_ _1" />scrubbers <span class="_ _1" />s<span class="_ _1" />ystem, <span class="_ _1" />where <span class="_ _1" />fue<span class="_ _1" />l <span class="_ _1" />consumption <span class="_ _13" />with <span class="_ _1" />a <span class="_ _1" />s<span class="_ _1" />ulphur <span class="_ _1" />cont<span class="_ _13" />ent <span class="_ _1" />of <span class="_ _13" />up <span class="_ _1" />to <span class="_ _1" />3.5<span class="_ _1" />% </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">is <span class="_ _1" />permitt<span class="_ _1" />ed. <span class="_ _1" />The<span class="_ _1" /> <span class="_ _1" />price<span class="_ _1" /> <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />sulphur <span class="_ _13" />fuels <span class="_ _13" />up <span class="_ _13" />to <span class="_ _1" />0.5<span class="_ _1" />% <span class="_ _13" />imposed <span class="_ _13" />by <span class="_ _1" />the <span class="_ _13" />new <span class="_ _13" />Regulation <span class="_ _13" />is <span class="_ _13" />significantly <span class="_ _13" />higher <span class="_ _13" />than </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _13" />price <span class="_ _13" />of <span class="_ _3e" />fuels <span class="_ _3e" />with <span class="_ _13" />sulphur <span class="_ _3e" />content <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />3.5% <span class="_ _13" />an<span class="_ _1" />d <span class="_ _13" />1% <span class="_ _3e" />used <span class="_ _13" />by <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />Group <span class="_ _3e" />until <span class="_ _3e" />31.12.2019, <span class="_ _3e" />which <span class="_ _13" />has <span class="_ _3e" />led <span class="_ _13" />to<span class="_ _1" /> </div><div class="t m0 x14 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">increase in the cos<span class="_ _1" />t of marine fuels.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />2021, <span class="_ _13" />the <span class="_ _13" />average<span class="_ _1" /> <span class="_ _13" />price <span class="_ _13" />of <span class="_ _13" />marin<span class="_ _1" />e <span class="_ _1" />f<span class="_ _1" />uels, <span class="_ _13" />used <span class="_ _13" />by <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Group, <span class="_ _13" />increased<span class="_ _1" /> <span class="_ _13" />32.4% <span class="_ _13" />c<span class="_ _1" />ompared <span class="_ _13" />to <span class="_ _13" />the <span class="_ _13" />year <span class="_ _13" />2<span class="_ _1" />020. </div><div class="t m0 x14 h2 y359 ff1 fs0 fc0 sc0 ls0 ws0">Moreover, <span class="_ _1a" />the <span class="_ _1a" />Russ<span class="_ _1" />ian <span class="_ _1a" />invasion <span class="_ _1b" />into <span class="_ _1a" />Ukraine <span class="_ _1a" />in <span class="_ _1a" />F<span class="_ _1" />ebruary <span class="_ _1b" />2022 <span class="_ _1a" />increased <span class="_ _1a" />a<span class="_ _1" />lready <span class="_ _1c"> </span>high <span class="_ _1a" />fuel <span class="_ _1a" />prices<span class="_ _1" />, <span class="_ _1a" />with <span class="_ _1b" />high </div><div class="t m0 x14 h2 y35a ff1 fs0 fc0 sc0 ls0 ws0">volatility <span class="_ _13" />rec<span class="_ _1" />orded <span class="_ _3e" />even <span class="_ _3e" />on <span class="_ _13" />a <span class="_ _13" />da<span class="_ _1" />ily <span class="_ _13" />basis.<span class="_ _1" /> <span class="_ _13" />Indicatively,<span class="_ _1" /> <span class="_ _13" />in <span class="_ _13" />Febru<span class="_ _1" />ary <span class="_ _13" />2022,<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />av<span class="_ _1" />erage <span class="_ _3e" />price <span class="_ _13" />of <span class="_ _3e" />fuels <span class="_ _3e" />consumed<span class="_ _1" /> </div><div class="t m0 x14 h2 y35b ff1 fs0 fc0 sc0 ls0 ws0">increased by 28% comp<span class="_ _1" />ared to Decemb<span class="_ _1" />er 2021.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2d7 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span>manageme<span class="_ _1" />nt <span class="_ _24"> </span>implem<span class="_ _1" />ented  a <span class="_ _23"> </span>series  of <span class="_ _24"> </span>measures <span class="_ _2f"> </span>including <span class="_ _24"> </span>the  adjustment  of <span class="_ _24"> </span><span class="ff6">Group’s  pricing <span class="_ _23"> </span>p<span class="_ _1" />olicy, </span></div><div class="t m0 x14 h2 y35c ff1 fs0 fc0 sc0 ls0 ws0">optimization of <span class="_ _3" />fleet deployment, <span class="_ _b" />v<span class="_ _1" />essel<span class="_ _1" />s speed <span class="_ _b" />r<span class="_ _1" />eduction and <span class="_ _3" />partial hedging <span class="_ _3" />of the <span class="_ _3" />risk of <span class="_ _b" />fue<span class="_ _1" />l <span class="_ _3" />price fluctuation. </div><div class="t m0 x14 h2 y35d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y35e ff2 fs0 fc0 sc0 ls0 ws0">Interest rate fluctuation <span class="_ _1" />risk<span class="_ _1" /> </div><div class="t m0 x14 h2 y34d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Group <span class="_ _13" />is <span class="_ _1" />exp<span class="_ _1" />osed <span class="_ _1" />to <span class="_ _13" />interest <span class="_ _13" />rate <span class="_ _1" />fluc<span class="_ _1" />tuations <span class="_ _3e" />with <span class="_ _1" />regards<span class="_ _1" /> <span class="_ _1" />to <span class="_ _13" />its <span class="_ _1" />b<span class="_ _1" />ank <span class="_ _1" />borrow<span class="_ _1" />ings, <span class="_ _1" />express<span class="_ _1" />ed <span class="_ _1" />in <span class="_ _13" />Euro <span class="_ _13" />a<span class="_ _1" /><span class="ls10">nd </span></div><div class="t m0 x14 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">subject to a variable <span class="_ _1" />interest rate.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2db ff1 fs0 fc0 sc0 ls0 ws0">Indicatively, a <span class="_ _b" />change<span class="_ _1" /> <span class="_ _3" />in <span class="_ _3" />the <span class="_ _3" />interest rate <span class="_ _b" />of 1% <span class="_ _b" />w<span class="_ _1" />ould have <span class="_ _b" />an effect up to <span class="_ _b" /><span class="ff6">Euro<span class="_ _1" /> <span class="_ _3" />2.94 <span class="_ _3" />mln on <span class="_ _b" />the<span class="_ _1" /> <span class="_ _3" />Group’s i<span class="_ _3" />ncome </span></div><div class="t m0 x14 h2 y2dc ff1 fs0 fc0 sc0 ls0 ws0">statement and equity o<span class="_ _1" />n an annual basis.<span class="_ _1" /> </div><div class="t m0 x14 h2 y35f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y360 ff2 fs0 fc0 sc0 ls0 ws0">Foreign currency risk<span class="_ _1" /> </div><div class="t m0 x14 hb y33b ff6 fs0 fc0 sc0 ls0 ws0">The Group’s functional currency<span class="_ _1" /> is Euro. The Group is affected by the exchan<span class="_ _1" />ge rates fluctuations to the exte<span class="_ _1" />nt </div><div class="t m0 x14 h2 y33c ff1 fs0 fc0 sc0 ls0 ws0">that <span class="_ _13" />the <span class="_ _13" />fue<span class="_ _1" />l <span class="_ _13" />purchased <span class="_ _13" />for <span class="_ _3e" />the <span class="_ _13" />operation <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />vessels<span class="_ _1" /> <span class="_ _13" />is <span class="_ _13" />traded <span class="_ _13" />internat<span class="_ _1" />ionally <span class="_ _13" />in <span class="_ _3e" />U.S. <span class="_ _13" />Dollars. <span class="_ _3e" />The <span class="_ _13" />Group <span class="_ _3e" />is </div><div class="t m0 x14 h2 y33d ff1 fs0 fc0 sc0 ls0 ws0">also <span class="_ _13" />affec<span class="_ _1" />ted <span class="_ _13" />by <span class="_ _3e" />excha<span class="_ _1" />nge <span class="_ _13" />r<span class="_ _1" />ates <span class="_ _13" />due <span class="_ _3e" />to <span class="_ _3e" />its <span class="_ _3e" />participatin<span class="_ _1" />g <span class="_ _13" />interes<span class="_ _1" />t <span class="_ _13" />in <span class="_ _3e" />the <span class="_ _1a" />aff<span class="_ _1" />iliated <span class="_ _3e" />compa<span class="_ _1" />ny <span class="_ _13" />AM<span class="_ _1" />L <span class="_ _13" />and <span class="_ _1a" /><span class="ls1">the</span> <span class="_ _3e" />100% </div><div class="t m0 x14 h2 y33e ff1 fs0 fc0 sc0 ls0 ws0">subsidiary <span class="_ _2e"> </span>Tanger <span class="_ _2e"> </span>Moroc<span class="_ _1" />co <span class="_ _2e"> </span>Maritime <span class="_ _2e"> </span>S.A., <span class="_ _26"> </span>whose <span class="_ _2e"> </span>curr<span class="_ _1" />ency <span class="_ _2e"> </span>is <span class="_ _2e"> </span>expressed <span class="_ _2e"> </span>in <span class="_ _2e"> </span>Moroc<span class="_ _1" />can <span class="_ _2e"> </span>Dirh<span class="_ _1" />ams. <span class="_ _2e"> </span>These </div><div class="t m0 x14 h2 y33f ff1 fs0 fc0 sc0 ls0 ws0">investments are subj<span class="_ _1" />ect to the respecti<span class="_ _1" />ve exchange r<span class="_ _1" />ates fluctuations.<span class="_ _1" /> </div><div class="t m0 x14 h2 y340 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y341 ff2 fs0 fc0 sc0 ls0 ws0">Credit risk </div><div class="t m0 x14 h2 y361 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Gr<span class="_ _1" />oup <span class="_ _1c"> </span>has <span class="_ _1c" />no <span class="_ _1b" />si<span class="_ _1" />gnificant <span class="_ _1c"> </span>credit <span class="_ _1c"> </span>risk <span class="_ _1c"> </span>concentratio<span class="_ _1" />ns <span class="_ _1c" />however, <span class="_ _1b" />d<span class="_ _1" />ue <span class="_ _1b" />t<span class="_ _1" />o <span class="_ _1b" />its <span class="_ _1c"> </span>l<span class="_ _1" />arge <span class="_ _1c"> </span>number <span class="_ _1c"> </span>of <span class="_ _1c"> </span>custom<span class="_ _1" />ers, <span class="_ _1c" />is </div><div class="t m0 x14 h2 y362 ff1 fs0 fc0 sc0 ls0 ws0">exposed to <span class="_ _b" />credit <span class="_ _3" />risk and, <span class="_ _b" />therefore<span class="_ _1" />, <span class="_ _b" />i<span class="_ _1" />t <span class="_ _3" />has <span class="_ _3" />established credit <span class="_ _b" />con<span class="_ _1" />trol <span class="_ _3" />procedures in <span class="_ _b" />order to <span class="_ _b" />m<span class="_ _1" />inimize <span class="_ _3" />bad <span class="_ _1" /><span class="ls2">debts<span class="_ _1" /><span class="ls1">. </span></span></div><div class="t m0 x14 h2 y363 ff1 fs0 fc0 sc0 ls0 ws0">More <span class="_ _3" />specifically, the <span class="_ _3" />Group has <span class="_ _3" />defi<span class="_ _1" />ned <span class="_ _3" />credit limits <span class="_ _3" />and <span class="_ _3" />specific credit <span class="_ _3" />policies for <span class="_ _3" />all i<span class="_ _3" />ts <span class="ff6">custom<span class="_ _1" />ers’</span> categories, </div><div class="t m0 x14 h2 y364 ff1 fs0 fc0 sc0 ls0 ws0">while <span class="_ _1b" />it <span class="_ _1a" />has <span class="_ _1b" />obt<span class="_ _1" />ained <span class="_ _1a" />ba<span class="_ _1" />nk <span class="_ _1a" />gu<span class="_ _1" />arantees <span class="_ _1b" />from <span class="_ _1b" />major <span class="_ _1b" />central <span class="_ _1b" />ticket <span class="_ _1b" />issuing <span class="_ _1b" />agents, <span class="_ _1b" />in <span class="_ _1b" />order <span class="_ _1b" />to <span class="_ _1b" />secure <span class="_ _1b" />its <span class="_ _1b" />trade </div><div class="t m0 x14 h2 y365 ff1 fs0 fc0 sc0 ls0 ws0">receivables. <span class="_ _b" />Furthermore, <span class="_ _3" />the <span class="_ _b" />Group <span class="_ _b" />monitors <span class="_ _b" />the <span class="_ _b" />ba<span class="_ _1" />lances <span class="_ _b" />of <span class="_ _b" />i<span class="_ _1" />ts <span class="_ _b" />customers <span class="_ _b" />and <span class="_ _b" />as<span class="_ _1" />sesses <span class="_ _b" />respective <span class="_ _b" />prov<span class="_ _1" />isions. </div><div class="t m0 x14 h2 y366 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />th<span class="_ _1" />is <span class="_ _3" />respect, potential <span class="_ _b" />ina<span class="_ _1" />bility <span class="_ _3" />of <span class="_ _3" />the <span class="_ _b" />c<span class="_ _1" />ustomers to <span class="_ _b" />fulfil <span class="_ _3" />their obligations <span class="_ _b" />may<span class="_ _1" /> <span class="_ _b" />af<span class="_ _1" />fect the<span class="_ _3" /> <span class="_ _3" />Group's results <span class="_ _b" />thro<span class="_ _1" />ugh </div><div class="t m0 x14 h2 y367 ff1 fs0 fc0 sc0 ls0 ws0">relevant provisions.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf20" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc20 w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">32</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">Capital risk manage<span class="_ _1" />ment<span class="_ _1" /> </div><div class="t m0 x14 h3 y1b7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y1b8 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s objective in ca<span class="_ _1" />pital managem<span class="_ _1" /><span class="ff1">ent is to facilitate its a<span class="_ _1" />bility to continue as<span class="_ _1" /> a going concern in order t<span class="_ _1" />o </span></div><div class="t m0 x14 h2 y368 ff1 fs0 fc0 sc0 ls0 ws0">ensure <span class="_ _1a" />returns <span class="_ _1b" />for <span class="_ _1a" />shareho<span class="_ _1" />lders <span class="_ _1a" />and <span class="_ _1a" />bene<span class="_ _1" />fits <span class="_ _1a" />of <span class="_ _1a" />other<span class="_ _1" /> <span class="_ _1b" />stakeho<span class="_ _1" />lders <span class="_ _1a" />relate<span class="_ _1" />d <span class="_ _1a" />to <span class="_ _1a" />the <span class="_ _1b" />Group <span class="_ _1a" />and <span class="_ _1b" />to <span class="_ _1a" />maintain <span class="_ _1b" />an </div><div class="t m0 x14 h2 y369 ff1 fs0 fc0 sc0 ls0 ws0">optimal capital structure <span class="_ _1" />in order<span class="_ _1" /> to decrease the ca<span class="_ _1" />pital costs.<span class="_ _1" /> </div><div class="t m0 x14 hb y36a ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b"> </span>Gr<span class="_ _1" />oup <span class="_ _1b"> </span>has <span class="_ _1c"> </span>signif<span class="_ _1" />icant <span class="_ _1c"> </span>loan <span class="_ _1b"> </span>liabilities <span class="_ _1c"> </span>du<span class="_ _1" />e <span class="_ _1b"> </span>to <span class="_ _1c"> </span>the <span class="_ _1c"> </span>fact <span class="_ _1c"> </span>that <span class="_ _1c"> </span>investments <span class="_ _1c"> </span>for <span class="_ _1c"> </span>ves<span class="_ _1" />sels’ <span class="_ _1b"> </span>acqu<span class="_ _1" />isition <span class="_ _1b"> </span>req<span class="_ _1" />uire <span class="_ _1c"> </span>a </div><div class="t m0 x14 h2 y36b ff1 fs0 fc0 sc0 ls0 ws0">significant <span class="_ _3" />amount <span class="_ _3" />of <span class="_ _3" />capital, whi<span class="_ _3" />ch i<span class="_ _3" />s <span class="_ _3" />largely financed <span class="_ _b" />throug<span class="_ _1" />h <span class="_ _b" />ba<span class="_ _1" />nk <span class="_ _3" />loans, i<span class="_ _3" />n <span class="_ _b" />ac<span class="_ _1" />cordance with <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />usua<span class="_ _1" />l <span class="_ _b" />prac<span class="_ _1" />tic<span class="_ _13" /><span class="ls10">e </span></div><div class="t m0 x14 h2 y73 ff1 fs0 fc0 sc0 ls0 ws0">widespread in the <span class="_ _1" />maritime sector.<span class="_ _1" /> </div><div class="t m0 x14 h2 y36c ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> Gr<span class="_ _3" />ou<span class="_ _3" />p<span class="_ _3" />'s<span class="_ _3" /> ab<span class="_ _3" />il<span class="_ _b" />ity<span class="_ _3" /> to<span class="_ _3" /> se<span class="_ _b" />rvi<span class="_ _3" />ce<span class="_ _b" /> <span class="_ _1" />an<span class="_ _3" />d r<span class="_ _3" />ep<span class="_ _b" />ay i<span class="_ _3" />ts<span class="_ _3" /> lo<span class="_ _3" />an<span class="_ _b" />s dep<span class="_ _b" />end<span class="_ _3" />s o<span class="_ _3" />n i<span class="_ _3" />t<span class="_ _3" />s ab<span class="_ _3" />il<span class="_ _b" />it<span class="_ _3" />y to<span class="_ _b" /> <span class="_ _1" />ge<span class="_ _3" />n<span class="_ _3" />er<span class="_ _3" />a<span class="_ _3" />te<span class="_ _3" /> ca<span class="_ _3" />sh<span class="_ _3" /> fl<span class="_ _3" />ow<span class="_ _b" />s in t<span class="_ _3" />h<span class="_ _3" />e f<span class="_ _3" />ut<span class="_ _b" />ure<span class="_ _3" />, wh<span class="_ _b" />ich<span class="_ _b" /> <span class="_ _1" />- </div><div class="t m0 x14 h2 y36d ff1 fs0 fc0 sc0 ls0 ws0">to<span class="_ _b" /> so<span class="_ _3" />me<span class="_ _b" /> ex<span class="_ _b" />ten<span class="_ _3" />t <span class="_ _3" />-<span class="_ _3" /> de<span class="_ _b" />pen<span class="_ _b" />ds o<span class="_ _b" />n <span class="_ _3" />fa<span class="_ _3" />ct<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" />s <span class="_ _b" />such<span class="_ _b" /> as<span class="_ _3" /> g<span class="_ _3" />e<span class="_ _3" />ne<span class="_ _b" />ral<span class="_ _3" /> e<span class="_ _b" />cono<span class="_ _3" />mi<span class="_ _b" />c <span class="_ _3" />con<span class="_ _3" />d<span class="_ _3" />it<span class="_ _3" />i<span class="_ _3" />on<span class="_ _b" />s, <span class="_ _3" />co<span class="_ _b" />mpet<span class="_ _3" />it<span class="_ _3" />i<span class="_ _3" />on<span class="_ _b" /> an<span class="_ _3" />d <span class="_ _b" />oth<span class="_ _3" />e<span class="_ _3" />r u<span class="_ _b" />nce<span class="_ _b" />rta<span class="_ _3" />in<span class="_ _b" />tie<span class="_ _3" />s.<span class="_ _3" /> </div><div class="t m0 x14 h2 y36e ff1 fs0 fc0 sc0 ls0 ws0">The Group m<span class="_ _1" />onitors its <span class="_ _1" />capital based <span class="_ _1" />on the <span class="_ _1" />gearing r<span class="_ _1" />ate. This rate <span class="_ _1" />is calculated <span class="_ _1" />by <span class="_ _1" />dividing the net <span class="_ _1" />borrowings<span class="_ _1" /> </div><div class="t m0 x14 h2 y36f ff1 fs0 fc0 sc0 ls0 ws0">by the total capital emp<span class="_ _1" />loyed. On 31.12.20<span class="_ _1" />21, the geari<span class="_ _1" />ng rate is 52%, compare<span class="_ _1" />d to 48% on 31.<span class="_ _1" />12.2020.<span class="_ _13" /> </div><div class="t m0 x14 h2 y370 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y371 ff2 fs0 fc0 sc0 ls0 ws0">Competition </div><div class="t m0 x14 h2 y372 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group<span class="_ _1" /> <span class="_ _13" />op<span class="_ _1" />erates <span class="_ _3e" />on <span class="_ _3e" />routes <span class="_ _3e" />with <span class="_ _1a" />intense <span class="_ _3e" />competition, <span class="_ _3e" />which <span class="_ _3e" />ca<span class="_ _1" />n <span class="_ _13" />furt<span class="_ _1" />her <span class="_ _13" />i<span class="_ _1" />ntensify <span class="_ _1b" /><span class="ff6">by <span class="_ _13" />compe<span class="_ _1" />titors’ <span class="_ _3e" /></span>efforts<span class="_ _1" /> <span class="_ _13" />to<span class="_ _1" /> </div><div class="t m0 x14 h2 y373 ff1 fs0 fc0 sc0 ls0 ws0">capture higher m<span class="_ _1" />arket shares in alre<span class="_ _1" />ady mature marke<span class="_ _1" />ts<span class="_ _1" />. </div><div class="t m0 x14 h2 y374 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />rout<span class="_ _1" />es <span class="_ _13" />wit<span class="_ _1" />h <span class="_ _13" />inte<span class="_ _1" />nse <span class="_ _13" />c<span class="_ _1" />ompetition, <span class="_ _3e" />along <span class="_ _3e" />wh<span class="_ _1" />ich <span class="_ _13" />the <span class="_ _1a" />Group <span class="_ _3e" />operated <span class="_ _3e" />in <span class="_ _3e" />2021, <span class="_ _3e" />a<span class="_ _1" />s <span class="_ _13" />well <span class="_ _3e" />as <span class="_ _3e" />its <span class="_ _3e" />most <span class="_ _3e" />signif<span class="_ _1" />icant </div><div class="t m0 x14 h2 y375 ff1 fs0 fc0 sc0 ls0 ws0">competitors are the<span class="_ _1" /> following:<span class="_ _1" /> </div><div class="t m2 x3d h2 y29d ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x37 h2 y29d ff1 fs0 fc0 sc0 ls0 ws0">Grimaldi Lines, at Intern<span class="_ _1" />ational routes <span class="_ _1" />in the Adriatic,<span class="_ _1" /> </div><div class="t m2 x3d h2 y376 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x37 h2 y376 ff1 fs0 fc0 sc0 ls0 ws0">An<span class="_ _b" />ek <span class="_ _3" />Li<span class="_ _b" />nes<span class="_ _3" />, <span class="_ _b" />Aege<span class="_ _b" />an<span class="_ _3" /> S<span class="_ _3" />pe<span class="_ _b" />ed <span class="_ _3" />Li<span class="_ _b" />nes<span class="_ _b" />, S<span class="_ _3" />ea<span class="_ _3" /> J<span class="_ _b" />ets<span class="_ _3" />, <span class="_ _b" />Fas<span class="_ _3" />t <span class="_ _b" />Fer<span class="_ _3" />ri<span class="_ _b" />es <span class="_ _3" />an<span class="_ _b" />d G<span class="_ _3" />ol<span class="_ _b" />den<span class="_ _3" /> S<span class="_ _3" />t<span class="_ _3" />a<span class="_ _3" />r <span class="_ _3" />Fe<span class="_ _3" />r<span class="_ _3" />ri<span class="_ _3" />e<span class="_ _3" />s <span class="_ _3" />at<span class="_ _3" /> P<span class="_ _3" />i<span class="_ _3" />ra<span class="_ _b" />eus<span class="_ _3" /> <span class="ff6">–<span class="_ _b" /><span class="ff1"> Cy<span class="_ _b" />clad<span class="_ _b" />es <span class="_ _b" />rou<span class="_ _3" />te<span class="_ _b" />, </span></span></div><div class="t m2 x3d h2 y377 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x37 h2 y377 ff1 fs0 fc0 sc0 ls0 ws0">Fast Ferries and Go<span class="_ _1" />lden Star Ferr<span class="_ _1" />ies at Rafina -<span class="_ _1" /> Cyclades r<span class="_ _1" />oute, </div><div class="t m2 x40 h2 y378 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x3c h2 y378 ff1 fs0 fc0 sc0 ls0 ws0">Anek Lines at Piraeus <span class="_ _1" />- Dodekanese<span class="_ _1" /> route, </div><div class="t m0 x3d h2 y379 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>Minoan Lines at Piraeus - <span class="_ _1" />Crete route,<span class="_ _1" /> </span></div><div class="t m0 x3d h2 y37a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>ANES FERRIES in Sporad<span class="_ _1" />es, </span></div><div class="t m0 x3d h2 y37b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _3d"> </span>Saronic <span class="_ _b" />Gulf Vessels <span class="_ _b" />Joint Venture, <span class="_ _b" />Aegean<span class="_ _1" /> <span class="_ _b" />Flying<span class="_ _1" /> <span class="_ _b" />Dol<span class="_ _1" />phins, <span class="_ _3" />ANES <span class="_ _b" />FERR<span class="_ _1" />I<span class="_ _1" />ES, <span class="_ _3" />Alpha <span class="_ _3" />Lines <span class="_ _3" />in <span class="_ _b" />S<span class="_ _1" />aronic <span class="_ _b" />Gu<span class="_ _1" />lf. </span></div><div class="t m0 x37 h2 y37c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y37d ff2 fs0 fc0 sc0 ls0 ws0">Risk of accidents<span class="_ _1" /> </div><div class="t m0 x14 h2 yc3 ff1 fs0 fc0 sc0 ls0 ws0">The Group's <span class="_ _1" />vessels and g<span class="_ _1" />enerally the <span class="_ _1" />entire mariti<span class="_ _1" />me sector, <span class="_ _1" />due to the <span class="_ _1" />nature of<span class="_ _1" /> their operati<span class="_ _1" />ons, are subj<span class="_ _1" />ect </div><div class="t m0 x14 h2 y37e ff1 fs0 fc0 sc0 ls0 ws0">to the <span class="_ _3" />above risk, which may have a <span class="_ _3" />negative effect on the<span class="_ _3" /> results, the <span class="_ _3" />reputation, the customer base or/and the </div><div class="t m0 x14 h2 y37f ff1 fs0 fc0 sc0 ls0 ws0">operation <span class="_ _1" />of the<span class="_ _1" /> Group. <span class="_ _1" />The <span class="_ _1" />Group's <span class="_ _1" />vessels <span class="_ _1" />are <span class="_ _1" />covered by<span class="_ _1" /> hu<span class="_ _1" />ll and<span class="_ _1" /> machinery<span class="_ _1" />, protecti<span class="_ _1" />on and <span class="_ _1" />indemnity<span class="_ _1" /> and </div><div class="t m0 x14 h2 y380 ff1 fs0 fc0 sc0 ls0 ws0">war risks insurances.<span class="_ _1" /> </div><div class="t m0 x14 h2 y381 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y382 ff2 fs0 fc0 sc0 ls0 ws0">Seasonality </div><div class="t m0 x14 h2 y383 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Group’s <span class="_ _1" />sales <span class="_ _13" />are <span class="_ _1" />highly <span class="_ _13" />seaso<span class="ff1">na<span class="_ _1" />l. <span class="_ _1" />The <span class="_ _1" />highest <span class="_ _1" />tr<span class="_ _1" />affic <span class="_ _1" />for <span class="_ _1" />p<span class="_ _1" />assengers <span class="_ _1" />and <span class="_ _1" />ve<span class="_ _1" />hicles <span class="_ _1" />is <span class="_ _1" />observ<span class="_ _1" />ed <span class="_ _1" />during <span class="_ _1" />th<span class="_ _1" />e </span></div><div class="t m0 x14 h2 y384 ff1 fs0 fc0 sc0 ls0 ws0">months between July and September, while the lowest traffic for passengers and vehicles is observed between<span class="_ _1" /> </div><div class="t m0 x14 h2 y385 ff1 fs0 fc0 sc0 ls0 ws0">November and Febru<span class="_ _1" />ary. In contrast, fre<span class="_ _1" />ight sales are not si<span class="_ _1" />gnificantly <span class="_ _1" />affected by<span class="_ _1" /> seasonality.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf21" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc21 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">33</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">COVID -19 coron<span class="_ _1" />avirus pandemic ou<span class="_ _1" />tbreak: Risk<span class="_ _1" />s -<span class="_ _1" /> effects - preventing me<span class="_ _1" />asures<span class="_ _1" /> </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />March 2020, <span class="_ _3" />the World <span class="_ _3" />Health Organization <span class="_ _3" />(WHO) declared the <span class="_ _3" />COVID<span class="_ _1" />-19 coronavirus as <span class="_ _b" />p<span class="_ _1" />andemic, whose </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">spread <span class="_ _1a" />has <span class="_ _1b" />affected <span class="_ _1b" />business <span class="_ _1b" />and <span class="_ _1b" />economic <span class="_ _1b" />activity <span class="_ _1b" />around <span class="_ _1b" />the <span class="_ _1a" />globe <span class="_ _1b" />and <span class="_ _1b" />has <span class="_ _1a" />ceas<span class="_ _1" />ed <span class="_ _1a" />or <span class="_ _1b" />slowed <span class="_ _1a" />dow<span class="_ _1" />n <span class="_ _1a" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">activities <span class="_ _1c"> </span>of <span class="_ _1c"> </span>major <span class="_ _1c"> </span>seg<span class="_ _1" />ments <span class="_ _1c"> </span>of <span class="_ _1c"> </span>the<span class="_ _1" /> <span class="_ _1b" />ec<span class="_ _1" />onomy. <span class="_ _1c"> </span>Pass<span class="_ _1" />enger <span class="_ _1b" />sh<span class="_ _1" />ipping <span class="_ _1c"> </span>is <span class="_ _1c"> </span>amo<span class="_ _1" />ng <span class="_ _1c"> </span>the <span class="_ _1c"> </span>segments<span class="_ _1" /> <span class="_ _1b" />th<span class="_ _1" />at <span class="_ _1c"> </span>have <span class="_ _1c"> </span>bee<span class="_ _1" />n </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">significantly impacted.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _23"> </span>their <span class="_ _23"> </span>attempts <span class="_ _23"> </span>to <span class="_ _23"> </span>curb<span class="_ _1" /> <span class="_ _23"> </span>the <span class="_ _23"> </span>spread <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _23"> </span>pan<span class="_ _1" />demic, <span class="_ _23"> </span>our <span class="_ _23"> </span>coun<span class="_ _13" />try, <span class="_ _23"> </span>as <span class="_ _23"> </span>well <span class="_ _23"> </span>as<span class="_ _1" /> <span class="_ _23"> </span>the <span class="_ _23"> </span>global <span class="_ _23"> </span>community,<span class="_ _1" /> <span class="_ _23"> </span>are </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">implementing a <span class="_ _b" />number <span class="_ _3" />of <span class="_ _3" />restrictive <span class="_ _3" />measures, i<span class="_ _3" />ncluding restrictions <span class="_ _b" />on movement <span class="_ _3" />of <span class="_ _b" />pass<span class="_ _1" />engers <span class="_ _3" />and <span class="_ _b" />v<span class="_ _1" />ehicles, </div><div class="t m0 x14 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">which has a direct imp<span class="_ _1" />act on Attica Group o<span class="_ _1" />perations. These restricti<span class="_ _1" />ons c<span class="_ _1" />ontinue<span class="_ _1" />d to apply during 202<span class="_ _1" />1.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d2 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />March <span class="_ _3" />2022, <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />State l<span class="_ _3" />ifted <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />restrictive measures, <span class="_ _b" />abolishing the<span class="_ _3" /> <span class="_ _b" />re<span class="_ _1" />duced<span class="_ _1" /> <span class="_ _b" />ca<span class="_ _1" />pacity <span class="_ _3" />protocol <span class="_ _b" />for <span class="_ _3" />transportin<span class="_ _1" />g </div><div class="t m0 x14 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0">passengers on board <span class="_ _1" />of vessels.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y35b ff1 fs0 fc0 sc0 ls0 ws0">Risks arising from <span class="_ _1" />COVID-19 pande<span class="_ _1" />mic </div><div class="t m0 x14 h2 y30a ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />Grou<span class="_ _1" />p’s <span class="_ _3e" />m<span class="_ _1" />anagement <span class="_ _1a" />has <span class="_ _1a" />recog<span class="_ _1" />nized <span class="_ _1a" />the <span class="_ _1a" />risks, <span class="_ _1a" />as <span class="_ _1a" />well <span class="_ _1a" />as <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _3e" />poten<span class="_ _13" /><span class="ff1">tial <span class="_ _1a" />effec<span class="_ _1" />ts <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1a" />pan<span class="_ _1" />demic <span class="_ _3e" />o<span class="_ _1" />n <span class="_ _3e" />th<span class="_ _1" />e </span></div><div class="t m0 x14 h2 y30b ff1 fs0 fc0 sc0 ls0 ws0">financial <span class="_ _1" />position <span class="_ _1" />and<span class="_ _1" /> t<span class="_ _1" />he <span class="_ _1" />income <span class="_ _1" />statement <span class="_ _1" />o<span class="_ _1" />f t<span class="_ _1" />he <span class="_ _1" />Group <span class="_ _1" />and <span class="_ _1" />con<span class="_ _1" />tinues <span class="_ _1" />to <span class="_ _1" />monito<span class="_ _1" />r the<span class="_ _1" />ir <span class="_ _1" />development, <span class="_ _13" />in ord<span class="_ _1" />er </div><div class="t m0 x14 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">to take additional measur<span class="_ _1" />es, if deemed necess<span class="_ _1" />ary.<span class="_ _1" /> </div><div class="t m0 x14 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">The identified risks<span class="_ _1" /> mainly focus<span class="_ _1" /> on the following areas<span class="_ _1" />: </div><div class="t m0 x40 h2 y34c ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span>Traffic <span class="_ _1" />vo<span class="_ _1" />lumes: <span class="_ _13" />Due <span class="_ _13" />to <span class="_ _13" />the <span class="_ _1" />pa<span class="_ _1" />ndemic <span class="_ _13" />and <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />co<span class="_ _1" />nsequent <span class="_ _13" />restrictive <span class="_ _13" />measures <span class="_ _13" />occ<span class="_ _1" />asionally <span class="_ _13" />imposed <span class="_ _1" />by<span class="_ _1" /> </span></div><div class="t m0 x3c h2 y34d ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1" />G<span class="_ _1" />reek <span class="_ _13" />State, <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Group's <span class="_ _13" />traffic <span class="_ _13" />volume <span class="_ _13" />contin<span class="_ _1" />ues <span class="_ _13" />to <span class="_ _13" />be <span class="_ _13" />decreased <span class="_ _13" />co<span class="_ _1" />mpared <span class="_ _13" />to <span class="_ _13" />the <span class="_ _13" />pre<span class="_ _13" />-COVID <span class="_ _13" />- <span class="_ _3e" />19 </div><div class="t m0 x3c h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">period <span class="_ _12" />a<span class="_ _1" />nd <span class="_ _12" />es<span class="_ _1" />pecially <span class="_ _b" />in <span class="_ _12" />re<span class="_ _1" />lation <span class="_ _b" />to <span class="_ _12" />th<span class="_ _1" />e <span class="_ _12" />f<span class="_ _1" />irst <span class="_ _12" />ha<span class="_ _1" />lf <span class="_ _12" />of<span class="_ _1" /> <span class="_ _b" />201<span class="_ _1" />9. <span class="_ _b" />However, <span class="_ _b" />the <span class="_ _b" />increase <span class="_ _b" />in <span class="_ _b" />the <span class="_ _b" />Group's <span class="_ _3" />traffic <span class="_ _12" />v<span class="_ _1" />olumes </div><div class="t m0 x3c h2 y34f ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _b" />2021 <span class="_ _b" />compared<span class="_ _1" /> <span class="_ _b" />to <span class="_ _b" />2020, <span class="_ _3" />as <span class="_ _b" />well <span class="_ _b" />as <span class="_ _b" />during<span class="_ _1" /> <span class="_ _b" />the <span class="_ _b" />first <span class="_ _b" />tw<span class="_ _1" />o <span class="_ _b" />months <span class="_ _3" />of <span class="_ _12" />2<span class="_ _1" />022 <span class="_ _b" />versus <span class="_ _3" />the <span class="_ _b" />respective <span class="_ _b" />2021<span class="_ _1" /> <span class="_ _b" />period, </div><div class="t m0 x3c h2 y386 ff1 fs0 fc0 sc0 ls0 ws0">undeline <span class="ff6">a tre<span class="_ _1" />nd of <span class="_ _1" />gradual norma<span class="_ _1" />lization of G<span class="_ _1" />roup’s operatio<span class="_ _1" />ns, expected <span class="_ _1" />to furthe<span class="_ _1" />r imp<span class="_ _1" /></span>r<span class="_ _1" />ove following <span class="_ _1" />the </div><div class="t m0 x3c h2 y387 ff1 fs0 fc0 sc0 ls0 ws0">restrictive measures <span class="_ _1" />abolition<span class="_ _1" /> in March 2022.<span class="_ _1" /> </div><div class="t m0 x40 h2 y388 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span><span class="ff6">Impairment <span class="_ _1c"> </span>of <span class="_ _1c"> </span>assets: <span class="_ _1c"> </span>Con<span class="_ _1" />sidering <span class="_ _1c"> </span>the <span class="_ _1c"> </span>normalizatio<span class="_ _1" />n <span class="_ _1c"> </span>of <span class="_ _1c"> </span>Group’s <span class="_ _1c"> </span>operations, <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1c"> </span>impoved <span class="_ _1c"> </span>performance </span></span></div><div class="t m0 x3c h2 y56 ff1 fs0 fc0 sc0 ls0 ws0">achieved <span class="_ _1c"> </span>in <span class="_ _1b" />2<span class="_ _1" />021 <span class="_ _1b" />co<span class="_ _1" />mpared <span class="_ _1c"> </span>to <span class="_ _1b" />the <span class="_ _1c"> </span>re<span class="_ _1" />levant <span class="_ _1b" />forec<span class="_ _1" />asts <span class="_ _1c"> </span>of <span class="_ _1b" />31.1<span class="_ _1" />2.2020 <span class="_ _1b" />a<span class="_ _1" />nd <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />c<span class="_ _1" />urent <span class="_ _1b" />ass<span class="_ _1" />esment <span class="_ _1b" />o<span class="_ _13" />f <span class="_ _1c"> </span>the<span class="_ _1" /> </div><div class="t m0 x3c h2 y389 ff1 fs0 fc0 sc0 ls0 ws0">pandemic impac<span class="_ _1" />t for th<span class="_ _1" />e following y<span class="_ _1" />ears, <span class="_ _1" />according <span class="_ _1" />to our <span class="_ _1" />estimations <span class="_ _1" />there <span class="_ _1" />are no <span class="_ _1" />impairment ind<span class="_ _1" />ications </div><div class="t m0 x3c h2 y38a ff1 fs0 fc0 sc0 ls0 ws0">of the assets of the Gro<span class="_ _1" />up. </div><div class="t m0 x40 h2 y38b ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span>Financial <span class="_ _1" />position/liquidity: <span class="_ _1" />The <span class="_ _1" />coron<span class="_ _1" />avirus <span class="_ _1" />pandemic <span class="_ _1" />has <span class="_ _1" />generated <span class="_ _1" />new <span class="_ _1" />condit<span class="_ _1" />ions <span class="_ _1" />due to <span class="_ _1" />the <span class="_ _1" />re<span class="_ _1" />duction </span></div><div class="t m0 x3c h2 y38c ff1 fs0 fc0 sc0 ls0 ws0">in pas<span class="_ _1" />senger <span class="_ _1" />and v<span class="_ _1" />ecilces <span class="_ _1" />traffic <span class="_ _1" />volumes,<span class="_ _1" /> <span class="_ _1" />thus <span class="_ _1" />depriving <span class="_ _1" />the <span class="_ _1" />Group <span class="_ _1" />of <span class="_ _1" />a <span class="_ _1" />significant <span class="_ _1" />direct <span class="_ _1" />liquid<span class="_ _1" />ity sourc<span class="_ _1" />e. </div><div class="t m0 x3c h2 y38d ff1 fs0 fc0 sc0 ls0 ws0">However, <span class="_ _1" />ab<span class="_ _1" />olition <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />reduced<span class="_ _1" /> <span class="_ _13" />capacity <span class="_ _13" />protocol <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />passengers <span class="_ _13" />on <span class="_ _1" />board<span class="_ _1" /> <span class="_ _1" />the <span class="_ _13" />vessles <span class="_ _1" />has <span class="_ _1" />si<span class="_ _1" />gnificantly </div><div class="t m0 x3c h2 y38e ff1 fs0 fc0 sc0 ls0 ws0">decreased <span class="_ _1" /> <span class="_ _13" />this <span class="_ _13" />risk. <span class="_ _1" />Never<span class="_ _1" />theless, <span class="_ _13" />the <span class="_ _1" />Grou<span class="_ _1" />p <span class="_ _13" />continues<span class="_ _1" /> <span class="_ _1" />to <span class="_ _13" />improve <span class="_ _1" />its <span class="_ _13" />financial <span class="_ _13" />position <span class="_ _13" />tak<span class="_ _1" />ing <span class="_ _13" />actions <span class="_ _1" />to </div><div class="t m0 x3c h2 y38f ff1 fs0 fc0 sc0 ls0 ws0">further enhance <span class="_ _1" />its liqu<span class="_ _1" />idity. More specif<span class="_ _1" />ically, in 2021<span class="_ _1" />, the Group <span class="_ _1" />issued loans <span class="_ _1" />amount<span class="_ _1" />ing to Eur<span class="_ _1" />o 94 mln, </div><div class="t m0 x3c h2 y390 ff1 fs0 fc0 sc0 ls0 ws0">while <span class="_ _1" />maintaining <span class="_ _1" />its <span class="_ _1" />strong<span class="_ _1" /> capit<span class="_ _1" />al structur<span class="_ _1" />e <span class="_ _1" />and <span class="_ _1" />low <span class="_ _1" />leverage <span class="_ _1" />ratio <span class="_ _1" />(52% <span class="_ _1" />net <span class="_ _1" />borro<span class="_ _1" />wi<span class="_ _1" />ng<span class="_ _1" /> in<span class="_ _1" /> rel<span class="_ _1" />ation t<span class="_ _1" />o t<span class="_ _1" />otal </div><div class="t m0 x3c h2 y391 ff1 fs0 fc0 sc0 ls0 ws0">employed capital).<span class="_ _1" /> </div><div class="t m0 x3d h2 y392 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span>Potential <span class="_ _3e" />non-complia<span class="_ _1" />nce <span class="_ _3e" />with <span class="_ _13" />c<span class="_ _1" />ovenants: <span class="_ _3e" />The <span class="_ _3e" />Group<span class="_ _1" /> <span class="_ _13" />is <span class="_ _3e" />under <span class="_ _3e" />obligat<span class="_ _1" />ion <span class="_ _13" />to <span class="_ _3e" />com<span class="_ _1" />ply <span class="_ _13" />with <span class="_ _3e" />certa<span class="_ _1" />in <span class="_ _13" />f<span class="_ _1" />inancial </span></div><div class="t m0 x37 h2 y393 ff1 fs0 fc0 sc0 ls0 ws0">covenants <span class="_ _13" />included <span class="_ _13" />in <span class="_ _13" />Loa<span class="_ _1" />n <span class="_ _13" />agreements. <span class="_ _13" />The <span class="_ _13" />financial <span class="_ _13" />impact <span class="_ _13" />of <span class="_ _13" />COVID<span class="_ _1" />-<span class="_ _1" /><span class="ff6">19 <span class="_ _13" />on <span class="_ _1" />t<span class="_ _1" />he <span class="_ _13" />Group’s <span class="_ _13" />operations <span class="_ _13" />in </span></div><div class="t m0 x37 h2 y394 ff1 fs0 fc0 sc0 ls0 ws0">2022 <span class="_ _1a" />rema<span class="_ _1" />ins <span class="_ _1a" />uncert<span class="_ _1" />ain <span class="_ _1b" />at <span class="_ _1a" />this <span class="_ _1b" />time. <span class="_ _1a" />T<span class="_ _1" />he <span class="_ _1a" />Gro<span class="_ _1" />up <span class="_ _1a" />is <span class="_ _1b" />monitoring <span class="_ _1b" />the <span class="_ _1b" />issue <span class="_ _1a" />on <span class="_ _1b" />an <span class="_ _1b" />on<span class="_ _1" />-going <span class="_ _1b" />basis, <span class="_ _1b" />and <span class="_ _1a" />th<span class="_ _1" />e </div><div class="t m0 x37 h2 y395 ff1 fs0 fc0 sc0 ls0 ws0">relative  ap<span class="_ _3" />provals  will <span class="_ _24"> </span>be <span class="_ _24"> </span>asked <span class="_ _24"> </span>for,<span class="_ _1" /> <span class="_ _24"> </span>if <span class="_ _24"> </span>deemed<span class="_ _1" /> <span class="_ _24"> </span>necessary<span class="_ _1" />. <span class="_ _24"> </span>As <span class="_ _24"> </span>at  31.12.2021, <span class="_ _24"> </span>the <span class="_ _24"> </span>Grou<span class="_ _1" />p <span class="_ _24"> </span>was  in <span class="_ _23"> </span>full<span class="_ _1" /> </div><div class="t m0 x37 h2 y396 ff1 fs0 fc0 sc0 ls0 ws0">compliance with the cov<span class="_ _1" />enants.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">34</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">Effects on th<span class="ff6">e Gr<span class="_ _1" />oup’s financial <span class="_ _1" /></span>performance </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">COVID-19 pandemic and the <span class="_ _b" />res<span class="_ _1" />trictive measures occasionally imposed had <span class="_ _3" />an impact <span class="_ _3" />on the Group's <span class="_ _3" />financial </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">performance. <span class="_ _1" />It is <span class="_ _1" />estimated <span class="_ _1" />that this <span class="_ _1" />impact w<span class="_ _1" />ill be s<span class="_ _1" />ignificantly r<span class="_ _1" />educed this <span class="_ _1" />year, <span class="_ _1" />following the <span class="_ _1" />abolition <span class="_ _1" />of the<span class="_ _1" /> </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">reduced passenger capacity protocol <span class="_ _3" />in March <span class="_ _3" />2022, and <span class="_ _3" />provided that <span class="_ _3" />the effects of <span class="_ _b" />th<span class="_ _1" />e <span class="_ _3" />pandemic<span class="_ _1" /> will continue </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">to decline. </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />addition, the Group's <span class="_ _3" />manageme<span class="_ _1" />nt <span class="_ _3" />continuo<span class="_ _1" />usly <span class="_ _3" />evaluates every new condition regarding <span class="_ _3" />the evolution of <span class="_ _b" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">pandemic <span class="_ _1b" />an<span class="_ _1" />d <span class="_ _1b" />actively<span class="_ _1" /> <span class="_ _1b" />manages <span class="_ _1c"> </span>fleet <span class="_ _1c"> </span>emplo<span class="_ _1" />yment, <span class="_ _1c"> </span>having <span class="_ _1c"> </span>as <span class="_ _1b" />m<span class="_ _1" />ain <span class="_ _1b" />concer<span class="_ _1" />n <span class="_ _1b" />to <span class="_ _1c"> </span>safegu<span class="_ _1" />ard <span class="_ _1b" />Group's<span class="_ _1" /> <span class="_ _1b" />financ<span class="_ _1" />ial </div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0">position while maint<span class="_ _1" />aining the best possible serv<span class="_ _1" />ice of its passen<span class="_ _1" />gers and local commu<span class="_ _1" />nities.<span class="_ _13" /> </div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">It is to be noted that av<span class="_ _1" />ailable liquidity fully cov<span class="_ _1" />ers the needs of the Gr<span class="_ _1" />o<span class="_ _1" />up for the fo<span class="_ _1" />llowing 12 months.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">Effects on <span class="ff6">the Gr<span class="_ _1" />oup’s Financial Pos<span class="_ _1" />ition</span> </div><div class="t m0 x14 h2 y397 ff1 fs0 fc0 sc0 ls0 ws0">Given <span class="_ _1a" />the <span class="_ _1b" />current <span class="_ _1a" />c<span class="_ _1" />onditions, <span class="_ _1b" />the <span class="_ _1a" />uncerta<span class="_ _1" />inty <span class="_ _1b" />about <span class="_ _1a" />the <span class="_ _1b" />future <span class="_ _1a" />deve<span class="_ _1" />lopment <span class="_ _1b" />of <span class="_ _1a" />the <span class="_ _1b" />pandemic, <span class="_ _1b" />as <span class="_ _1a" />we<span class="_ _1" />ll <span class="_ _1a" />as <span class="_ _1b" />the<span class="_ _13" /> </div><div class="t m0 x14 h2 y398 ff1 fs0 fc0 sc0 ls0 ws0">rapidly <span class="_ _2f"> </span>changing<span class="_ _1" /> <span class="_ _2f"> </span>environment<span class="_ _1" /> <span class="_ _2f"> </span>the <span class="_ _2f"> </span>mana<span class="_ _1" />gement <span class="_ _2f"> </span>ai<span class="_ _1" />ms <span class="_ _2f"> </span>to <span class="_ _26"> </span>enhance <span class="_ _2f"> </span>its <span class="_ _2f"> </span>liqui<span class="_ _1" />dity <span class="_ _2e"> </span>position <span class="_ _2f"> </span>whil<span class="_ _1" />e <span class="_ _2f"> </span>making <span class="_ _2f"> </span>t<span class="_ _1" />he </div><div class="t m0 x14 h2 y399 ff1 fs0 fc0 sc0 ls0 ws0">investment decisions <span class="_ _1" /><span class="ff6">that will facilitate<span class="_ _1" /> Group’s sustain<span class="_ _1" />able development.<span class="_ _13" /></span> </div><div class="t m0 x14 h2 y39a ff1 fs0 fc0 sc0 ls0 ws0">The Group ho<span class="_ _1" />lds adequate liquidity<span class="_ _1" /> level for <span class="_ _1" />working capital purp<span class="_ _1" />oses and, at<span class="_ _1" /> the same<span class="_ _1" /> time, <span class="_ _13" />focuses<span class="_ _1" /> its effort<span class="_ _1" />s </div><div class="t m0 x14 h2 y39b ff1 fs0 fc0 sc0 ls0 ws0">on cost optimization<span class="_ _1" />. </div><div class="t m0 x14 h2 y39c ff1 fs0 fc0 sc0 ls0 ws0">Taking measures to<span class="_ _1" /> address<span class="_ _1" /> the COVID -19 pa<span class="_ _1" />ndemic </div><div class="t m0 x14 h2 y39d ff1 fs0 fc0 sc0 ls0 ws0">Since <span class="_ _13" />the <span class="_ _1a" />COVID-19 <span class="_ _3e" />pand<span class="_ _1" />emic <span class="_ _13" />o<span class="_ _1" />utbreak, <span class="_ _3e" />the <span class="_ _13" />C<span class="_ _1" />ompany <span class="_ _3e" />has <span class="_ _3e" />set <span class="_ _3e" />the <span class="_ _3e" />following <span class="_ _3e" />thr<span class="_ _1" />ee <span class="_ _13" />key <span class="_ _3e" />objectives <span class="_ _3e" />in <span class="_ _3e" />ord<span class="_ _1" />er <span class="_ _13" />to<span class="_ _1" /> </div><div class="t m0 x14 h2 y39e ff1 fs0 fc0 sc0 ls0 ws0">address it: </div><div class="t m0 x36 h2 y39f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h2 y3a0 ff1 fs0 fc0 sc0 ls1 ws0">I.<span class="ls0"> <span class="_ _f"> </span>Protection of emp<span class="_ _1" />loyees, passengers an<span class="_ _1" />d associates <span class="_ _1" />health and safety<span class="_ _13" /> </span></div><div class="t m0 x36 h2 y3a1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />h<span class="_ _1" />ealth <span class="_ _1b" />o<span class="_ _1" />f <span class="_ _1b" />i<span class="_ _1" />ts <span class="_ _1c"> </span>employees, <span class="_ _1c"> </span>passenge<span class="_ _1" />rs<span class="_ _1" /> <span class="_ _1b" />an<span class="_ _1" />d <span class="_ _1b" />ass<span class="_ _1" />ociates <span class="_ _1c"> </span>is <span class="_ _1c"> </span>a <span class="_ _1c"> </span>matter <span class="_ _1c"> </span>of <span class="_ _23"> </span>main <span class="_ _1c" />concern <span class="_ _1c"> </span>to <span class="_ _1c"> </span>the <span class="_ _1c"> </span>Group.<span class="_ _1" /> </div><div class="t m0 x36 h2 y3a2 ff1 fs0 fc0 sc0 ls0 ws0">Therefore,  the  Group  timely  implemented  a  numbe<span class="_ _1" />r  of  precautionary  measures,  providing  speci<span class="_ _1" />fic </div><div class="t m0 x36 h2 y3a3 ff1 fs0 fc0 sc0 ls0 ws0">instructions <span class="_ _1b" />with <span class="_ _1b" />regards<span class="_ _1" /> <span class="_ _1b" />to <span class="_ _1b" />the <span class="_ _1b" />actions <span class="_ _1b" />to <span class="_ _1b" />be <span class="_ _1b" />take<span class="_ _1" />n <span class="_ _1b" />by <span class="_ _1b" />every <span class="_ _1b" />emp<span class="_ _1" />loyee <span class="_ _1b" />in <span class="_ _1b" />case <span class="_ _1b" />the <span class="_ _1b" />symp<span class="_ _1" />toms <span class="_ _1b" />of <span class="_ _1b" />the </div><div class="t m0 x36 h2 y3a4 ff1 fs0 fc0 sc0 ls2 ws0">di<span class="ls0">sease have <span class="_ _1" />appeared. <span class="_ _1" />Distance <span class="_ _1" />working of <span class="_ _1" />the as<span class="_ _1" />hore person<span class="_ _1" />nel was <span class="_ _1" />implemented <span class="_ _1" />from the f<span class="_ _1" />irst days,<span class="_ _1" /> </span></div><div class="t m0 x36 h2 y3a5 ff1 fs0 fc0 sc0 ls0 ws0">adjusting <span class="_ _1b" />the <span class="_ _1b" />proportio<span class="_ _1" />n <span class="_ _1b" />of <span class="_ _1b" />distance <span class="_ _1b" />working <span class="_ _1b" />em<span class="_ _1" />ployees <span class="_ _1b" />according <span class="_ _1b" />to <span class="_ _1b" />the <span class="_ _1b" />pande<span class="_ _1" />mic <span class="_ _1b" />development <span class="_ _1b" />an<span class="_ _1" />d </div><div class="t m0 x36 h2 y3a6 ff1 fs0 fc0 sc0 ls0 ws0">State <span class="_ _1" />recommen<span class="_ _1" />dations. <span class="_ _1" />At <span class="_ _13" />the s<span class="_ _1" />ame <span class="_ _1" />time, <span class="_ _13" />all <span class="_ _1" />busines<span class="_ _1" />s <span class="_ _1" />trips <span class="_ _13" />have <span class="_ _13" />been <span class="_ _1" />suspend<span class="_ _1" />ed, <span class="_ _1" />as <span class="_ _1" />wel<span class="_ _1" />l <span class="_ _1" />as <span class="_ _1" />physical<span class="_ _1" /> </div><div class="t m0 x36 h2 y3a7 ff1 fs0 fc0 sc0 ls0 ws0">meetings, <span class="_ _1b" />which<span class="_ _1" /> <span class="_ _1b" />are <span class="_ _1b" />now <span class="_ _1c"> </span>held <span class="_ _1b" />via <span class="_ _1b" />telec<span class="_ _1" />onference <span class="_ _1b" />or<span class="_ _1" /> <span class="_ _1b" />video <span class="_ _1b" />confere<span class="_ _1" />nce. <span class="_ _1b" />In <span class="_ _1b" />addition<span class="_ _1" />, <span class="_ _1b" />certified <span class="_ _1b" />tea<span class="_ _1" />ms <span class="_ _1b" />of </div><div class="t m0 x36 h9 y3a8 ff1 fs0 fc0 sc0 ls0 ws0">external <span class="_ _1" />c<span class="_ _1" />ollaborators <span class="_ _13" />regularly <span class="_ _13" />disinfect <span class="_ _13" />the <span class="_ _13" />office <span class="_ _13" />premises.<span class="_ _1" /><span class="ff7 fs1"> <span class="_ _13" /></span>The <span class="_ _1" />c<span class="_ _1" />rews <span class="_ _13" />of <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />Gr<span class="_ _1" />oup's <span class="_ _1" />vess<span class="_ _1" />els <span class="_ _13" />are <span class="_ _1" />fully<span class="_ _1" /> </div><div class="t m0 x36 h2 y3a9 ff1 fs0 fc0 sc0 ls0 ws0">trained <span class="_ _1" />in health <span class="_ _1" />and hyg<span class="_ _1" />iene issues<span class="_ _1" />, have <span class="_ _1" />received th<span class="_ _1" />e specialized <span class="_ _1" />instructions <span class="_ _1" />of the <span class="_ _1" />Authorities <span class="_ _1" />for th<span class="_ _1" />e </div><div class="t m0 x36 h2 y3aa ff1 fs0 fc0 sc0 ls0 ws0">necessary <span class="_ _1a" />prec<span class="_ _1" />autionary <span class="_ _1a" />measures<span class="_ _1" /> <span class="_ _1a" />against <span class="_ _1a" />CO<span class="_ _1" />VID-1<span class="_ _1" />9, <span class="_ _1a" />while <span class="_ _1a" />a<span class="_ _1" />t <span class="_ _1a" />the <span class="_ _1a" />same <span class="_ _1b" />time <span class="_ _1a" />they <span class="_ _1b" />are <span class="_ _1a" />well <span class="_ _1a" />informe<span class="_ _1" />d </div><div class="t m0 x36 h2 y3ab ff1 fs0 fc0 sc0 ls0 ws0">about  how  to  address  any  suspicious  case  at <span class="_ _24"> </span>sea<span class="_ _1" />  in  coopera<span class="_ _1" />tion  with  the  competent  Authorities.<span class="_ _1" /> </div><div class="t m0 x36 h2 y3ac ff1 fs0 fc0 sc0 ls0 ws0">Furthermore, <span class="_ _1b" />the<span class="_ _1" /> <span class="_ _1b" />Group's <span class="_ _1c"> </span>vessels <span class="_ _1b" />have <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />appropri<span class="_ _1" />ate <span class="_ _1b" />equipment <span class="_ _1b" />(m<span class="_ _1" />asks, <span class="_ _1b" />glov<span class="_ _1" />es, <span class="_ _1b" />special <span class="_ _1b" />kit), <span class="_ _1c"> </span>while </div><div class="t m0 x36 h2 y3ad ff1 fs0 fc0 sc0 ls0 ws0">special cabins ha<span class="_ _3" />ve been designated <span class="_ _3" />on each vessel for <span class="_ _3" />treatment of an<span class="_ _3" />y potentially arising <span class="_ _3" />case in order </div><div class="t m0 x36 h2 y3ae ff1 fs0 fc0 sc0 ls0 ws0">to protect the passengers and the crew. <span class="_ _1" />All vessels have full suppliers of antisep<span class="_ _1" />tic products for personal<span class="_ _1" /> </div><div class="t m0 x36 h2 y3af ff1 fs0 fc0 sc0 ls0 ws0">hygiene of <span class="_ _b" />the pa<span class="_ _3" />ssengers and <span class="_ _3" />the <span class="_ _3" />crew. <span class="_ _3" />The <span class="_ _3" />cleaning procedures <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />air <span class="_ _3" />conditioning units, <span class="_ _3" />the <span class="_ _b" />c<span class="_ _1" />abins </div></div></div><div class="pi" /></div>
<div id="pf23" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc23 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">35</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x36 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">as <span class="_ _23"> </span>well <span class="_ _23"> </span>as <span class="_ _23"> </span>the <span class="_ _23"> </span>common <span class="_ _23"> </span>areas <span class="_ _23"> </span>of <span class="_ _23"> </span>the<span class="_ _1" /> <span class="_ _23"> </span>vessels <span class="_ _23"> </span>have <span class="_ _23"> </span>been <span class="_ _23"> </span>in<span class="_ _1" />te<span class="_ _1" />nsified <span class="_ _23"> </span>and <span class="_ _23"> </span>certified <span class="_ _23"> </span>teams <span class="_ _24"> </span>of <span class="_ _23"> </span>externa<span class="_ _1" />l </div><div class="t m0 x36 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">collaborators <span class="_ _3e" />regularly <span class="_ _3e" />disi<span class="_ _1" />nfect <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />vess<span class="_ _1" />els <span class="_ _13" />The <span class="_ _3e" />vessels <span class="_ _3e" />of <span class="_ _3e" />our <span class="_ _3e" />fleet <span class="_ _3e" />have <span class="_ _3e" />been <span class="_ _3e" />i<span class="_ _1" />nspected <span class="_ _3e" />and <span class="_ _13" />c<span class="_ _1" />ertified </div><div class="t m0 x36 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">through <span class="_ _1" />a <span class="_ _1" />sp<span class="_ _1" />ecial <span class="_ _1" />marking <span class="_ _1" />"<span class="_ _1" />SAFEGUARD"<span class="_ _1" /> <span class="_ _1" />by <span class="_ _1" />the <span class="_ _1" />Bure<span class="_ _1" />au <span class="_ _1" />Veritas <span class="_ _13" />(world <span class="_ _1" />leader <span class="_ _13" />in <span class="_ _1" />laboratory <span class="_ _1" />test<span class="_ _1" />ing <span class="_ _1" />and<span class="_ _1" /> </div><div class="t m0 x36 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">inspection <span class="_ _2f"> </span>and  certification <span class="_ _2f"> </span>services) <span class="_ _2f"> </span>in  respect  of <span class="_ _2f"> </span>taking  spec<span class="_ _1" />ial  measures <span class="_ _2f"> </span>and <span class="_ _2f"> </span>implementing  the<span class="_ _1" /> </div><div class="t m0 x36 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">necessary  procedures <span class="_ _24"> </span>in  order <span class="_ _23"> </span>to  address <span class="_ _24"> </span>biological  risks <span class="_ _23"> </span>ar<span class="_ _1" />ising <span class="_ _24"> </span>from  COVID<span class="_ _13" />-19, <span class="_ _24"> </span>with <span class="_ _24"> </span>the<span class="_ _1" /> <span class="_ _24"> </span>aim  of </div><div class="t m0 x36 h9 y315 ff1 fs0 fc0 sc0 ls0 ws0">protecting <span class="_ _13" />h<span class="_ _1" />uman <span class="_ _3e" />health.<span class="ff7 fs1"> <span class="_ _3e" /></span>In <span class="_ _3e" />addition, <span class="_ _3e" />the <span class="_ _3e" />Group <span class="_ _3e" />fully <span class="_ _3e" />complies <span class="_ _3e" />with <span class="_ _3e" />CO<span class="_ _1" />VID-<span class="_ _1" />19 <span class="_ _13" />pr<span class="_ _1" />ecautionary <span class="_ _13" />me<span class="_ _1" />asures </div><div class="t m0 x36 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">before <span class="_ _b" />bo<span class="_ _1" />arding, <span class="_ _3" />during <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />v<span class="_ _1" />oyage <span class="_ _b" />and when <span class="_ _12" />t<span class="_ _1" />he <span class="_ _3" />passengers <span class="_ _3" />disembark. <span class="_ _3" />In <span class="_ _b" />particul<span class="_ _1" />ar, <span class="_ _b" />dur<span class="_ _1" />ing <span class="_ _b" />the <span class="_ _3" />voyage, </div><div class="t m0 x36 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _2f"> </span>pass<span class="_ _1" />engers <span class="_ _2e"> </span>are <span class="_ _2e"> </span>constantly <span class="_ _2e"> </span>inform<span class="_ _1" />ed <span class="_ _2f"> </span>o<span class="_ _1" />n <span class="_ _2e"> </span>prevention <span class="_ _2e"> </span>measures, <span class="_ _2e"> </span>through <span class="_ _2e"> </span>informat<span class="_ _1" />ive <span class="_ _2e"> </span>messages,<span class="_ _1" /> </div><div class="t m0 x36 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">displayed <span class="_ _2a"> </span>on <span class="_ _21"> </span>the <span class="_ _21"> </span>v<span class="_ _1" />essels' <span class="_ _2a"> </span>scr<span class="_ _1" />eens. <span class="_ _21"> </span>Moreover, <span class="_ _2a"> </span>members <span class="_ _2a"> </span>of <span class="_ _21"> </span>th<span class="_ _1" />e <span class="_ _21"> </span>vessel's <span class="_ _2a"> </span>crew <span class="_ _2a"> </span>make <span class="_ _21"> </span>freque<span class="_ _1" />nt </div><div class="t m0 x36 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">announcements an<span class="_ _1" />d recom<span class="_ _1" />mendations, so t<span class="_ _1" />hat the ob<span class="_ _1" />ligatory use of <span class="_ _1" />a protective <span class="_ _1" />mask is observ<span class="_ _1" />ed in al<span class="_ _1" />l </div><div class="t m0 x36 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">public <span class="_ _3e" />areas <span class="_ _3e" />of <span class="_ _3e" />the<span class="_ _1" /> <span class="_ _13" />vess<span class="_ _1" />el <span class="_ _3e" />(indoor <span class="_ _3e" />and<span class="_ _1" /> <span class="_ _13" />outdo<span class="_ _1" />or), <span class="_ _3e" />the <span class="_ _3e" />n<span class="_ _1" />ecessary <span class="_ _3e" />distances <span class="_ _3e" />b<span class="_ _1" />etween <span class="_ _3e" />the <span class="_ _3e" />pass<span class="_ _1" />engers<span class="_ _13" /> <span class="_ _3e" />are </div><div class="t m0 x36 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">maintained <span class="_ _13" />during <span class="_ _13" />their <span class="_ _13" />sta<span class="_ _1" />y <span class="_ _13" />in <span class="_ _1" />one <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _13" />lounges, <span class="_ _13" />bars <span class="_ _13" />or <span class="_ _13" />outdoor <span class="_ _13" />on <span class="_ _13" />the <span class="_ _13" />deck, <span class="_ _13" />av<span class="_ _1" />oiding <span class="_ _13" />overcrowding </div><div class="t m0 x36 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">when boarding/disem<span class="_ _1" />barking from the vesse<span class="_ _1" />l.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x13 h2 y3b1 ff1 fs0 fc0 sc0 ls1 ws0">II.<span class="ls0"> <span class="_ _f"> </span>Business Contin<span class="_ _1" />uity </span></div><div class="t m0 x36 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">Since <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />pand<span class="_ _1" />emic <span class="_ _1b" />outbreak, <span class="_ _1b" />Attica <span class="_ _1b" />Group, <span class="_ _1b" />formed <span class="_ _1b" />a <span class="_ _1a" />CO<span class="_ _1" />VID<span class="_ _1" />-19 <span class="_ _1b" />Task <span class="_ _1b" />Force <span class="_ _1b" />to <span class="_ _1b" />facilitate <span class="_ _1b" />provis<span class="_ _1" />ion <span class="_ _1a" />of<span class="_ _1" /> </div><div class="t m0 x36 h2 yb1 ff1 fs0 fc0 sc0 ls0 ws0">ongoing <span class="_ _1b" />informat<span class="_ _1" />ion <span class="_ _1b" />(in <span class="_ _1b" />cooperat<span class="_ _1" />ion <span class="_ _1b" />with <span class="_ _1b" />the <span class="_ _1b" />N<span class="_ _1" />ational <span class="_ _1b" />Public <span class="_ _1b" />Hea<span class="_ _1" />lth <span class="_ _1b" />Organizat<span class="_ _1" />ion <span class="_ _1b" />(EODY) <span class="_ _1b" />and<span class="_ _1" /> <span class="_ _1b" />all <span class="_ _1b" />the </div><div class="t m0 x36 h2 y3b3 ff1 fs0 fc0 sc0 ls0 ws0">competent A<span class="_ _3" />uthorities), in <span class="_ _b" />order <span class="_ _3" />to <span class="_ _3" />take <span class="_ _b" />appropr<span class="_ _1" />iate <span class="_ _b" />m<span class="_ _1" />easures regarding <span class="_ _b" />protec<span class="_ _1" />tion <span class="_ _3" />of <span class="_ _3" />passengers <span class="_ _3" />and <span class="_ _b" />the<span class="_ _1" /> </div><div class="t m0 x36 h2 y3b4 ff6 fs0 fc0 sc0 ls0 ws0">Group’s <span class="_ _13" />em<span class="_ _1" />ployees. <span class="_ _13" />T<span class="_ _1" />he <span class="_ _13" />Grou<span class="_ _1" /><span class="ff1">p <span class="_ _3e" />has <span class="_ _13" />put<span class="_ _1" /> <span class="_ _13" />in <span class="_ _3e" />place <span class="_ _3e" />and <span class="_ _3e" />implemente<span class="_ _1" />d <span class="_ _13" />a <span class="_ _3e" />specific <span class="_ _3e" />Business <span class="_ _13" />C<span class="_ _1" />ontinuity <span class="_ _3e" />Plan<span class="_ _1" /> </span></div><div class="t m0 x36 hb y3b5 ff6 fs0 fc0 sc0 ls0 ws0">(BCP) <span class="_ _13" />which <span class="_ _13" />s<span class="_ _1" />upported <span class="_ _3e" />uninterrupted <span class="_ _13" />o<span class="_ _1" />perations <span class="_ _13" />of <span class="_ _3e" />all<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />Group’s <span class="_ _3e" />services <span class="_ _3e" />implemen<span class="_ _1" />ting <span class="_ _13" />remote <span class="_ _3e" />work </div><div class="t m0 x36 h2 y3b6 ff1 fs0 fc0 sc0 ls0 ws0">through telew<span class="_ _1" />orking. The <span class="_ _1" />percentage <span class="_ _1" />of remotely <span class="_ _1" />working s<span class="_ _1" />taff is adj<span class="_ _1" />usted accordi<span class="_ _1" />ng t<span class="_ _13" />o the cours<span class="_ _1" />e of the<span class="_ _1" /> </div><div class="t m0 x36 h2 y3b7 ff1 fs0 fc0 sc0 ls0 ws0">pandemic and the rec<span class="_ _1" />ommendations, i<span class="_ _1" />ssued by th<span class="_ _1" />e State.<span class="_ _1" /> </div><div class="t m0 x41 h3 y3b8 ff1 fs0 fc0 sc0 ls1 ws0">III.<span class="ls0"> <span class="_ _25"> </span>Measures to limit the o<span class="_ _1" />perating costs and enh<span class="_ _1" />ance <span class="ff6">t<span class="_ _1" />he Group’s financia<span class="_ _1" />l position<span class="_ _1" /><span class="ff2"> </span></span></span></div><div class="t m0 x36 h2 y3b9 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _23"> </span>the <span class="_ _1c"> </span>CO<span class="_ _1" />VID-19 <span class="_ _23"> </span>pandem<span class="_ _1" />ic <span class="_ _23"> </span>is <span class="_ _1c"> </span>s<span class="_ _1" />till <span class="_ _23"> </span>ongoing, <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>Group <span class="_ _23"> </span>continues <span class="_ _23"> </span>to <span class="_ _23"> </span>implement <span class="_ _23"> </span>measures <span class="_ _23"> </span>a<span class="_ _1" />imed <span class="_ _23"> </span>at </div><div class="t m0 x36 h2 y3ba ff1 fs0 fc0 sc0 ls0 ws0">reducing its operati<span class="_ _1" />ng costs and opt<span class="_ _1" />imizing operations <span class="_ _1" />in order to further str<span class="_ _13" />engthen its financia<span class="_ _1" />l position.<span class="_ _1" /> </div><div class="t m0 x36 h3 y3bb ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3bc ff2 fs0 fc8 sc0 ls0 ws0">NON-FINANCIAL R<span class="_ _1" />EPORTING<span class="_ _1" /><span class="fc0"> </span></div><div class="t m0 x14 h2 y3bd ff1 fs0 fc0 sc0 ls0 ws0">Responsibility and Sustaina<span class="_ _1" />ble Development (including Environ<span class="_ _1" />mental, Social, Governance (ESG) issues)<span class="_ _1" /> hold </div><div class="t m0 x14 h2 y3be ff1 fs0 fc0 sc0 ls0 ws0">a <span class="_ _b" />s<span class="_ _1" />ignificant <span class="_ _3" />position <span class="_ _3" />in <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />Group's <span class="_ _3" />business mo<span class="_ _3" />del <span class="_ _3" />and <span class="_ _3" />greatly <span class="_ _3" />affect <span class="_ _b" />busi<span class="_ _1" />ness <span class="_ _3" />decision making. W<span class="_ _3" />e <span class="_ _3" />realize <span class="_ _3" />that </div><div class="t m0 x14 h2 y3bf ff1 fs0 fc0 sc0 ls0 ws0">the way i<span class="_ _1" />n which we <span class="_ _1" />perform our <span class="_ _1" />operations <span class="_ _1" />and make <span class="_ _1" />decisions affect <span class="_ _1" />a wide r<span class="_ _1" />ange of <span class="_ _1" />individuals, gro<span class="_ _1" />ups and<span class="_ _1" /> </div><div class="t m0 x14 h2 y3c0 ff1 fs0 fc0 sc0 ls0 ws0">organizations <span class="_ _1b" />- <span class="_ _1b" />our <span class="_ _1b" />social <span class="_ _1b" />partners, <span class="_ _1a" />w<span class="_ _1" />ith <span class="_ _1b" />whom <span class="_ _1a" />w<span class="_ _1" />e <span class="_ _1a" />k<span class="_ _1" />eep <span class="_ _1b" />on-<span class="_ _1" />going <span class="_ _1a" />c<span class="_ _1" />ontact <span class="_ _1b" />and <span class="_ _1b" />communication. <span class="_ _1b" />In <span class="_ _1b" />particular, </div><div class="t m0 x14 h2 y3c1 ff1 fs0 fc0 sc0 ls0 ws0">Responsibility <span class="_ _1a" />and <span class="_ _3e" />the <span class="_ _3e" />r<span class="_ _1" />ela<span class="_ _1" />ted <span class="_ _3e" />actions <span class="_ _1a" />have <span class="_ _3e" />c<span class="_ _1" />onstituted <span class="_ _1a" />a <span class="_ _3e" />priority<span class="_ _1" /> <span class="_ _3e" />to <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />Group <span class="_ _3e" />s<span class="_ _1" />ince <span class="_ _3e" />2<span class="_ _1" />006, <span class="_ _3e" />when <span class="_ _1a" />we <span class="_ _1a" />actively </div><div class="t m0 x14 h2 y3c2 ff1 fs0 fc0 sc0 ls0 ws0">coordinated developin<span class="_ _1" />g actions aime<span class="_ _1" />d at benefiti<span class="_ _1" />ng soc<span class="_ _1" />iety and social partners<span class="_ _1" />. </div><div class="t m0 x14 h2 y392 ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _23"> </span>G<span class="_ _1" />roup <span class="_ _24"> </span>was <span class="_ _24"> </span>the  fi<span class="_ _3" />rst  passenger <span class="_ _23"> </span>shipp<span class="_ _1" />ing <span class="_ _23"> </span>c<span class="_ _1" />ompany <span class="_ _24"> </span>worldwide  that <span class="_ _23"> </span>issued  and <span class="_ _23"> </span>continues  t<span class="_ _1" />o <span class="_ _24"> </span>issue  a </div><div class="t m0 x14 h2 y393 ff1 fs0 fc0 sc0 ls0 ws0">Corporate <span class="_ _1c"> </span>Responsibi<span class="_ _1" />lity <span class="_ _1b" />R<span class="_ _1" />eport <span class="_ _1c"> </span>based <span class="_ _1c"> </span>on <span class="_ _1c"> </span>the <span class="_ _1c"> </span>GRI <span class="_ _23"> </span>Standards <span class="_ _1c"> </span>guidelines <span class="_ _1c"> </span>of <span class="_ _1c"> </span>the<span class="_ _1" /> <span class="_ _1c"> </span>Global <span class="_ _1c"> </span>Reporting <span class="_ _1c"> </span>I<span class="_ _1" />nitiative. </div><div class="t m0 x14 h2 y394 ff1 fs0 fc0 sc0 ls0 ws0">Through this Re<span class="_ _1" />port, we <span class="_ _1" />are <span class="_ _1" />trying to mee<span class="_ _1" />t the <span class="_ _1" />expectations <span class="_ _1" />of our soci<span class="_ _1" />al partner<span class="_ _1" />s in a two<span class="_ _13" />-w<span class="_ _1" />ay communicat<span class="_ _1" />ion </div><div class="t m0 x14 h2 y395 ff1 fs0 fc0 sc0 ls0 ws0">framework, presenting <span class="_ _b" />our progress i<span class="_ _3" />n <span class="_ _3" />respect <span class="_ _3" />of <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />essential <span class="_ _3" />areas of <span class="_ _b" />our <span class="_ _3" />operations, i<span class="_ _3" />n line<span class="_ _3" /> <span class="_ _3" />with <span class="_ _3" />initiatives and </div><div class="t m0 x14 h2 y396 ff1 fs0 fc0 sc0 ls0 ws0">actions, implemented<span class="_ _1" /> in order to to ensure<span class="_ _1" /> the resp<span class="_ _1" />onsible oper<span class="_ _1" />ation of the Group.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf24" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc24 w0 h0"><img 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09Vv+CsE6Mw4raf+u49W7dtP+hdDQ0Nff+6m772u+dT2+ctOS0vu7/0d0X1be3ttmAAgCPe/oy+9oZbH96RHn4Wz4V1yalVBWO5l8auoeXb989a2dye+9z//OCf/uqdw9f564uO+YtvP7bvrEM96WjJR66+cGHt5Nqy6orSvFRy9rS6004+YfhNjpo9c3Zl2DCsS799X9ttb/7ixQtrj5pSXVyYX1SY/9qzThs3btxzes3nLj4+ee267LB/T7hlTf/sN33htcdUHzW5qqykYM+EnEw219bZu2FX+2+faN3YHocQ7t40dMzlX3r/ebP/6t1v2nd0xQXzjl4ys2DZpv0/D328ITvzXddMrkjMrs2vKs1LhCiEMJjJNnQOPdWQ7kk/z3/HyMvLm5PXuDo3/ZlvW4m7H1z5xvNfbSMGAHhFJHsmk3nXN1fkRp4+6ft/d+lxx8wfy73sbmiYfMV39t08DtFnfrX17JOWL1l86r513vHmi/71+sfXtuzfR76xPf7aXU0h7P9Z5cbvVs2cMX3fxfz8/Ks//ppX/+Nvc8N+/Lp55K3Ou/WJ2771qef0mo+ZP/dTr63/0m9GzHLZ1B5/896WEJ7l3xnWtuQ+9tP1l563Y/q0qfsWfvqK05d97q7hq+VCtK0z3tY5GMKoI8P8QfOOFh9VvXrt/osrtva80SYMAHCk27uruKWzd9SBYt53etVYjnyyR93EiV9+8+zh80PiEL37K7cPDo4I1q++78za4sPdT2dXz6glSxaf+tt/PmdaxSFvsrVt6Hm87C984l0//MCi+rLnHNDjCuIPLqmZVDdx+MLzzj7jN58++y2Lyv6Aw0WOyRmnLCrP7P9SsTU34VAzcAAAONKSfdShymuKwtf/6f3P6QRDn3z/5XNqRpxuaXd3btQE8deds2TztR//9AX1hcmDTxxPJA7yiOeedfrdX33nKZMPnsOpA04GlT9yUV4qcbAHSrztzy6872vvOGtmfhTGOjn+/LlFW6/96Nf/+QP5+fmjrnrt0jOv/Y+PPvAfb7x4QXHBs52QtLYovmj+iO8u86eO6WSoxcXF7z5l/9eXTKLw679eaSMGADiyRXuqenBw6JKPfa39maMovvWMGR+78q3P9b6uufZX37p19d64LEh+/LKTLnrt0oOu+fBjq/77Z3ffvrqzoXd/o08oiZ/+8cfKyg5+WtA4jn98/S1X/eaJ1Q3p1v54z5z4KMRfeOPMv//Q24avef+DD7/6/7s1nQshhLL8sOxLb1h0/DGHedrr1m/432tvv3lV6/bOXPaAA+ZEIZ5ZmTj/uJrzTjnqgnOXpFLPviN9d0PDvctXbm9s39Hc1dWfTmeyURQV5iWrywtnTqqeNWXCKSccV1RU9M0fXP/Qut1xHI+vKPriJ/7iwK8BhxqHd3393r7UuGcuZj+7tHTe0XNsygAAR3iyvyjiOO7p6envHxhKp7PZ7ITxtYWFhWO8VU9vbyaTTSYTBz0JaFNTc29fXxRFtTXVJSUlY3w+AwMDXV3d6Ux6zxlME4lEYUFBWVnpWJ7VC+mrP7jpgb5p+y7WZHZ/9cqzCwoKbM0AAJKdl4Sn1qz7l2UjfiTwlwv6lp55mpEBADgiJQzBy87co2aXZlqHL3l8S7NhAQA4UqWO1BfW29u7acu2KIrqJoyvrq56IR960+YtOxtbQghVFWUzp08tKip6Hneyu6Ghp6dvzuyZB16VTCY/eHr1V3/fn07uvedVnWW9vb1jnwIEAMDLyJE5MeanN9zyzm88nM7t+Ylq7qr3HP+eyy99YR76rvuWf+vxvDiRemZ8s+OzDVecNvG0kxaN/U5uu/v3V60pTsS5syt3/8WlSw8a/df84tZbW+r3XXxVydaPvf0iGzQAwJHnCJwY09zc8ldXP3LKlPw7P3Pu3Z99zUfPqTt6Zv0L89A9PT3fXZnd1+shhDhKNqbq/+uh7Dd/+ut0Oj3G+7ljTVsUJeJE6q7OKR+6+sHVa9cfuM6bXndmMrt/RvuKrvF9fX02aACAI8+Rtpe9ra19yYe+ccrMiqs//6EDjyu/eu26W5Y9snDutHsfXV9WUvCJK/+8sbHpzt8/sn5bU0Vp4SXnnLbn3Kvf/ckN7/nzS/fc/Pqbb5tYU3X6aSf9+7d/csys+vVbG1o6+ybXVrz5wqWVleNG3f93r7vltrbJh3puddkdHzjvqLlHzX7WV3HT7ff837psd2rvwdrzsv1H5TceU1+6dPEJleP2P+gXrr5xVXr6vouX1Te95aJzbdMAAEeYI20v+/W33v1UU+7trzsxiqL+/v7dDQ37/qTT6afWb/m76zb8w9X31NWUz5kyYcfOXbPe+e0PX/1wHMe3Pbr9vE/9KJPJhBCuvn1tLrf3/ErXL1tz/8p1IYT/uHnjxV9a9tiGpsqywu/dsX7uO/6no6Nj+EPHcXxf0+Fmk+9OTv7M7zoefuzxZ30VF5235LsfOvv4vC17LqaTRU9lp/9sW83HfvTELXfcu+9b1pL5Iw5wef+2tA0aAODIc6T9/LS1szeEUF5WEkK49le3v/uqVfuuevQrbwghZEP03b+55Lhj5ocQvvXDX+YlouVfu2LPrzyXvOfLP/zFr9/11ksOdedvPqHie//6kRDCpedumf3eHyx74JFLzj9n37W33nlfX6ry8E8vl8i/5eHNJy067llfSBRFf/OO87913W/v65gYJ/eeZakvVfG9p8ODG2/61J8vLSsrnTxpQli1/2tDU2J8c3NzbW2tzRoA4EhypO1lX7zwqGQUP7l+awjh4vPOePg/L3n4Py/56NLxZflh+tTJIYSy/HhPr4cQNuxo+bMTK/cdleXMebW3PbJ5z3/v25OdzeUSz0ywOfPYvZNeZs6YPn98csuulv3fB1Y98dO1yWd9esns4OlHjx/ja8nLy/vIFRd+8/JZZ5dvy8/27lu+Njf9yh+u+8j//uabt6wa8X0gyvv8dSt6enps1gAAkv2la8niU648o+aLv3i8t7e3urrqxIXHnXD8scs3tH/8tVP3TD1PDpvfPn1i5f+tbNuxc+eei8ufblly7OQQQmlBavnDK0MIuVzuoS2946vK9qzw4Jq9a27esnV1U3bqxL1zzdPp9NfubR9Mlj7Lk4tzVx6XPWfJq57TK6qqrPzg5Rde/d4TzqvckcjtnfqSS+Q1piZtiaaNWnl3cvI3f36nzRoA4EhyBB6X/b8/feXf/vs18972lePqi0IIG5sHzplf848fvmLPtclhX1KuuPS8VZsaX/uJ702tym/pSZ8wveJ9V7whhPDu1x5zxb/dOrv2zsFMbkFd4fln743sJ3f0vPrKL1cUp7a3DX7ivLrXLT19z/Kbf3df/zM/FT1Mr184oXHpma99fi+qoKDgyrdc8KrVa2/4/fo1QxMzicJDrflw/+TVa9fPn3uUjRsA4MhwZB6XPYSQy+VWPbE6mUzMPWp2fv7eueCDg4M9Pb0HnlmppaV13LiKVGrYwRnjuK2tPT8/r6xs7y72CRd97uvvO/WS1726qbl5fG1tXl7evpU/9vVf70xOOcyTSeTSH1iYPWvxKX+Ul7bqydX/eXfrQKriUCucWrTlE++82MYNAHBkOGLPfppIJBYdf8yohQUFBQUFBQeuXFMzeh95FEUHPWdqXl5e/aRJw5d0dHbujiYc/smcXr7rrMV/tPMcHX/M/P+Z2vX//m/Zg72T4+ggE+g3dhfasgEAjpyyNQR/iMHBwS/8+J5cIv/gV8fxxOzOt0xt+cBbz//jPm5FefnH3nHR35+Rf2xqS3GmfdS1Lcnxt9xxj3cHAODIcMROjPmj293QMK6ioqioaPjCw587aX5iy2fe9yefoBLH8Vd+cPPy/hE/RZ2b2PLZ95kbAwBwJLCXfazqJk4c1euZTObeprJDrT8u0/iRPzvjhfjWFUWfeOdFHz5+oDaza8+SZG7w9SdO9ZYBABwZ7GV//m5f9vur1hzkwI5lmZbL5uWde+ap+372+oJpaW3t7e2rqCgfV1HhDQIAODKkDMHz9uDTLSGMTvbCTOdnLj16yuT6F+Up1VRX11RXe2sAACQ7IYSwc6Bw1PgVZzq+eNmcSXV1BgcAAMn+Ilu7fkN7cvy+i1GcnRHteM/5C/Q6AACS/SXhN8vXxNHeg7TkZ3v/5qxxxx1zkWEBAECyv1RMry19tLMrGbLTCjrf8up5846eY0wAAPhTcMQYAAB4SXNcdgAAkOwAAIBkBwAAyQ4AAEh2AAAAAAB4uXCQRwAAeEkzMQYAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkuyEAAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkt0QAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2XvW8QkAACAASURBVAEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAAHB4qedxmyiKDNwLII5jgwAAgL3sAAAg2QEAgOcrMvsCAABeyuxlBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMluCAAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAAC84FJ/rDuK4zjEuRByIY4NKwCwX5QMUSKKolGLc3EuF+eEA69kiShKJpIvXLKHXDq39ju5nbeFoQ6jDwDsL/ZZlyenXhRK6kctv3/bY7c8vWxD+zZDxCvWWdNO+vApb3sBkz2EeKAl9G4Pgy1GHwDYb6At5NIHLu5L9zf2tmzvajBCvGK19nXGcXzgv0H9CZM9hDjEuRDnjD4AMKIQDtUNcZxTDryi/78xpplhfn4KAAAvaZIdAAAkOwAAINkBAECyAwAAL7SUIYBXrqgsFNWH0rqQSoVsV+jbFHrbQi57sFWLQ3F9KJ4U8gtC3Bf6t4buXSGbPdxnS974UDotFI0LUToM7ghd28JQ374HDqEilNWFZDYMNISBrpG3LQpFE0JBWQhDId0aekcdNzY/pKpCaU0IA6Fna8ikvY3AC/F5mT9+SnFRcepg+zrjwa7ejraBoTivfEJ5RXHIdnXvahnKDI28g+LiugkFBclsR2v/QH8oqimtKE3kBvsbdvYPDh14yJBkxYSS8vK8RGaoq2Ogry9VNb24MGQ6dvV09WazqfxxlUWVlXnDn0OcyfR2DXS1Dg4e4qM5mcyvnlYxvraoKD8M9fW1NPQ07x4YGnmwnvzi/PLasrLC3FBXz67mdJwZ8QqSxcX1dQXJKN3W1N/TlUkU5pePLysvDiGEgdbOlo5MetQnciK/emJRSXleMmQGeoc6tvf1hxBKS+pr8/MLDnbuoDjT3drX1TKUzUuWTRxXWRyyPT0NrUNDAyPHp6i4rja/ID/X3THQ2ZpJFBWOn1qcd8h3Lh7s7GlrHxwYkOzAy1BeGPfqqG5xVDkzFJZFyUTIDoZMW9y9Jm6+J25ZFwb69sd69dJowsmhYlpUVBElkyEeitOdoXd93HRX3Lwm9HePTuqyE0Ltq6LquVFJdZRXEEIuZLvi3o1x87K48ZHQ2xVCfkgujOa+JSrqjbf+PN65PAz/a6HghGj6+VHtjBC6456H49VXh+Gf1lF1KH91dMzrorAtfuJrcWdzcHQ44E8uWViz+I2zZ00vLjxIs+d2PfL0/Xdva81ULrp04Smzolxn8x2/XL96dU/vsGpPTZryussm1Vb0PHT75tVPZiefOHfp0vJ4sPXuq596alN//6jYLas9/ZKZR88t6du4Y8U9Oxo6x5/z/tmTo+7lP3ny4Se6+qsqjz1j1ulnlA/P3jiXHeobbN3Ztu6R7Y8+1DmQG/ZloaJs2sLJx588fsqkwpLSvFQi5DLp3o6+hq0t61ZsX7mqZyC951M2qqwff9JF84+fGvd3NN3x43XrtgwM7ntiqVTptOmXvLWuONl2z682P7Gio2hC9QmXHnvSrCgOofupdb+6bfeOzYPDP5HzZ059zesnTZlZnBf3b12/8/5vbNgcQuHs6Re8dnxNfcFBBjLbtfLOLQ/fsnugovz4i088fXaU62m59+aNT67q6BwW3FHdpKUX10+a0P/4vdtW3NFZNGPa66+cVhOFcPADm+d2P7T2rnt3bt6alezAy21vUSg5M0x/S1S/MJGXi4faQiaKiupC4YlR9cJcRXUcXR92rgq5REhUhgmXRlNfG9XOjfIyYaglDA2GRGU07phQvTAaNzMuvjG384HQ3bYvt0PVeWHy+Ym6E6Pi8pBrD4MdIZcfSmdF446NKqbniirj7XeGrnRITopqX5Uo7YrbluWSUZzZF+WJULk4mnhOorYuhL64tyzXdFO8synsO6F5VBwKZyUmnhmFNbmni+LuINmBP/2nZiKveNqCiccsKIl6B3s7h0bunM72jssryIsKC4rq59cfvygRD1aErt6e3q0bnh7YW7xRlKyoOOq4usk17dufalj3aE+Uy6tbWF+bLO99eNuWlsH+1mGJHULZUfUnnjpl9uywtrMh1xcVlZXPPmXy0VHb9t+tz0+FoZLiiTMnHHtKZTw40NY0lI1DCCFVmF9ckgxD4ydPLUr1P3Hf2oHcYAghUT6xev7iGYvPmXzU/PLC/t6WtqHBoVBUWT5hes3s42qmziyvLF9/34rOnu5sHBLFFaVTFtQfvyAMDVYkmrq6btq5Y/vQnn0qUTJRMK5y3gmTKlLR2t/vyg+JorLiyQvqj1+YiEMYmNC/+umuju2DXZl9H+Z500+YsnBx/ZTphalcT16y5/EQohDyqiuPPm5S/fRkb9dQb3dmxEBmMqVlqVQUFRQWTpxXf/yiRJwdlxoc7O0ZWv1U376vP4my8pkLJs6Z3tu2peWJqDu/IH/chNKaRAhRSBQWlJfnF+fHA70Dbe17nkq2vyIvPy962W+Dkh1egQrC+DcmJp2SyGuMm3+fa14X0lEoGB+KZ0ZV80KyPMoriqMQEuWh/KxoznsTteNC/9p412Nx56Yw0Bei8lA2N1Sflqg8KzGzMMSDuS3LwmA6hEQoOjGadkU0+dgo0Ry3Lo/b14W+5pDLDyVzQ9XJicqFifreuG9drmvLof9eHB9qjw0lxXHfrpCNo8KpiboTsw23hUzG2wa86OKhxo27165obuodvjTXvq21qS1O1ewN7qiwbMGZM3Y09HV37NrZnD1w1kumu69pw+4NO6bXzSidu6iq6vGu9taB7P42y595Uu2EmoKoo3HrprYdu7IVMw/2ZDLp7uam39/c2D0YhxDySosmzqiZc1zt7FNmJdqanty5s2Mwkygvn3PSjLMvnT13WmjbsP3hx1u2b+vrGwiF5SV1M2pmH1c7c/FRtWVxV8+alU909/bv+4KSyC+qOP6c2Vt29ff1NDe1H27/dByHOA4FdbVzZ5Vveqqjq3FPhEd5JZWLFo4bV52f2L/PZdit+no2Pdmw7tGuEXNecv3b13V2Z0Nh2DeSpXNPnba7sa+zZduWxsxB7icz1NHQ+MD/ZcuiEEIonla3aNGE6eMzTZt23HtXRzaEEHIdW9pb27Iv+21PssMrTSJEJaHmuKigNHT/Kt72w3j7089cVR1PujAk1oaOJ0M2GYqmhSlvT0yYFKVX5bZ+J7fl/tC7b9J5YZjwnty8NydqTk3U7wrda3O7doaoLNS9LTHpuCivLbfrl7kNvwgtu59ZvyjUXJabtjgqaIxz+SE69HMrODlROSXKa4t3roj7ixJzzg6150SF98S9PWM7PRzAn1K68endD964dk3zgVcl62tCCCEOcbovm6gZf9qS7tbm3s6727oHD1g3N9jW0rp6RfdpU8bVzp04dWJTw8aBrvTeXi4orll0THlxRdS+snX7ho62dKg46HPJZrqbGu+5YXVDVzYXQgjJ2nlTl15ectE5JZNOnVR/XVNPa65izqQTzpw6d3rUvnXn3d9/5NblPenBvXNgSqqrjn31vIveNWvGsXNes6Rld/PAls17uzaXizP9mWRd3ZKlHc2t/T3LO/uGDjkiuTiX7skkikpnz6+a+ETz9sbeTAhRMlE6e+pxMwsLkpmhwUTqgNyM+3s2rdp6x7U7Ow7y0Z7Yk+xxiNP92aiy+oTFU9uau1t/09w1cJDvLe27Gu75WcPev8VOS0ysq5pWMdi4cfvt127tP7L+8gZecbuJkiGx558Qi0OqIqSKQzI/RIkQWsOu74cdy0NPbwjloXB+YvLCkMjEu76f2/7AsF4PIQyExqvj7Svi7nSoWBAmnByi/JA8Kpp2WigqjttvjbfeNKzXQwj9oeW6eOUnc8v/Nd762KHjOxVqz45Kq8Lgmrjld3Hzylxffig6NTG+JqTsXwBeEqIQJaLEyD/RsB0RmRC3rGva3ZouPXrqqWdNWzAj76Ct1dM9sPn+nU39cTR+wvxZpVVVz9x9KlUyb+pxk/MLUv0b1rft3tA75sl/2dbW3p3ruwZCSI4rHpcXJVOlc+fXTFtQlm3rWPO7J269p/uZXg8hxL2trU/etfq2O7tzmdSc0+qnTiot3ve9JJNpfqpxV0eu6viZp59RP2dy6jC5mInjxrXNbV2Zqtk1U2eOG5cMIYTC/LyZSybXVeT1bu9oaeztPdinfhSNHsZRI5kLcevGlt3Ng0UzJ5149sxFc/IT0St4w5Ps8EqTC6EztG+O04Nh3MXRMV9KnPbP0ZyLQ9XUMPzDMFkTSuaF0hDiLfHux0Nf5wH3MxCaHg7du0JqYiidHYpKQ9FJoawoRA2heWXo3H7A+kMh2xeyhznASzKECWHSSaGgKHQ8EbofCX0b4+btIVETJp0Z8su8c8BLINiLyorHT6mcMmvYnxnlNdX5BcP2K/StX3fzXY27diZmnTDl5ItnTCk92D0NDHY/vW3V5kwmU3z0gsrqKcV7PoGLC/JnnVlfU5YKDY3rNnY3tD6HJ1daVlBVX1oUQtwz2JMNoaxiUl1JVcVQc1PH+vvb0gf52tC/8a6dDX1xmFA5rbSwfN9fE9lsx5onf3lnS2tL3rzTZ5x03uS64sPsBQqDG3c8vr2/r6B69uzKyVNCiPJKyyaedGppXnHf6ic6mrf0H6TYk6nSqtK6mSNGsn5aaXlFavhvavs3brht2e7Nm8O0+ZNOuWz2jNJX8KZnxxW8Ag2F7VfFJcl4yglR0cyoYGKoXhLP7AoDW+OmO3M7l4XO3SFVFApqoigX5Xbl+vpC5mC7SPp3x0OdcZgUpcZFRQVxoi5KpKLQlOvvjAee+7TBqCSUnB1VVYXE1rh9Y+jqCLldoXlFmDkz1CyNSu+NB9pD1nsHvKjFXjxn8dF182cMDf80yg6svmPNslu29u3fNTK04e6ny7LJgtdMmLdoeseFHb/8WfMBn1/Znv7ORx9oXTKltnx27bSpjVse62vN5ZeW1x57ckmqMN72ZOPObV19uUPvXk0mS6qrT37d7K7+OIRQUF42de74uSeW5obSTY/s2NqdzpQVlpXkFUSZ3p7+tt0H+xTPZAe3d7YO5iaWF1ZEqYJhGZ7ODK65ZfX9hceeubjq+NOmd+zu/s1vew7V7LlMx2MrO2aV1E2ZUTV1QeX6lnT1omkLxqfinQ1PbuqdW1A+44DbJMbVnPq6sgWvGvHz01xX412/3vDATU3DBmlo8/0bQ0+y5OLJs46dvvSy1sYfNfa/Mrc9yQ6vQHHofzTe+F+59hNC9XGJyqNDSX1UXh9Kp0UlM0PFtHjzjXF7IkR79rqnQ+4QE1ly2RDnQoiikAhRFBJ71s+EXO75zDtPlYcJ50aFhaF3Zdy1PR7KhtAYulbkOi9LVByfqJmW7WkMvf3ePOBF/fiM4zjOxSN+UBmHA35gGQ+2tK5Ytq26pujUxdXHLp3T+HT3vfmj7yudHtr54M5t51TMnlo9c2bFurrGjo6C6rmT5k5Mhcz/z959B8mR5Pdi/2W5ru5q3z09Pd5bYDwwsAsszGK9Ocu72zvyyHt8FEnpiaGnCD0pFO9REaJCipBCEQr9Q4mUxCAZd7y9vb01t37h7QDjvZ/pnrbTvru6fKX+wBoAByyAI3YXu8jPf9tb3T3IzvrVt7KystLz07l0VP28WTEM66qsevzb3uuxl+ZYwc4yVHl1ZOPD3yQKeR0LCCEKATaxaei3Pxhg/fqzOBAFCMFNtVtOJi++vxlwc729lf1HxO3o4uId/xQ9MpEIN7i8Pe76rmDnUq7mYKWTN8NTsa0YU99++682TYxvaUjzNmuAKdnM+MWQLyAcPObpPtZ1eKH4ETyS82NIZCeIR1MJCiO4vAHZUcNei2zVYG8G9wDlaaSCz5pSBMuzoBUwRggFgLcADbcZ4bb4gBUAFGyUQFGBzmDTQOAFiwAcBcp9Lb7IA9uEanoRjaAUAWwBWz0AA0wZ8klw1aLAEEqsYnGL/HIEQXyViV2Nzm9NnotFbxxxxkY2nEkWwO68cUxDSyxHR88Lvqr27ubqvd/OJ0ZY5ubHB2HTKG9GplabqoOu+mZPVaszsczX767081heic9uiPki/vzTB0PTCmlJxUyg3uX1s0oyPXtx+dyp6PycpGuARFWSdQ1sVt7i9AFEfzcFUlxAcLOIMlURG9otsdDUonPhKxcEd6CpsaN2+FlFG0G3HfLHAPJWcnE12NAZqO2oGT4oeHqsWM1MjWWz2+7bHgtMsbA0ujV1MVu+KZ5LWxsF0bz5dltTT63Hx87bfHXdg91V+7/VsjVisTyC+ZVEdoJ4JCErIBWMJOSTkL+KEQeWBvAdMTv+hPLUIkcTsk5jaQMrGPg65G/C+QSUyzd/hBU8XchWgYyMKW1hSQJ6EUsy5gLI3YLsE1i55amlFmAtADpo5dv8PbQPHLuRz4coHfOdqNqJKgwAANoFVgoQBa69yHEB5yJkFXaCIL5KejqUmj6zetsVY26ZaI3LxZXJsDfgqAjWN+xvP4JlwUHfMj6sy7mpyezeDnt1rae2MyiWUVufA4G2NRYLJyT58wuerhcSsTOvbeUUpuVg2959fpssJ0OphfF8SQcAwIXSdloqlr1ur7O+xz4aLd3yPFbexgcHAxU8hYvFuKKIcOvSNLiUn78WrgjYPS9Ute5vASyzPILbrh6j5BcXMj19/u7WgMPmpH24tLg1tVoWy7df7QaU8tZSbOS9268Yc+spgSRuzkaufuiqqmmu29N+BMtuD/PIjbST208J4hHEgn0X+HeCvQJo5vrAEcgrEHsXF9LYAKBZQCWQZnEqCeCmqk4gXwdw/KdlHpAVbP1QvRscbiyt49ws6BKok3h7EzQO+Q+iymGwOm+4dsmDbQcEjkDVLhC8v3sCAZYqqNhPWSjAKnIepOq/R7X8gGr5AdX4NOV1IoyB60beRiQI5McjCOLrQ0pk5i6uXblSMBn37oN+p4e9Zc0TE4zQRHwrUtaczoaddYO7gs21SJVy46PZUka/yxRD05AKhYWRrYlzqyffCy3NlTmfp31fY1ftJ88Nkgsb67lYWLf73Z2PN7bU8hz7adlFnM1W31a562iFYDEzC8nNdPm2c9XFcHLiwsb4eJmxeQaOVNhs9B2ioxFbSoVXCrrV6m9184YSurgVymrqA1qeV07nly+tXDifk8G5a6/fE+DoR60zkVF2gngET9T90PJf00HA22/i0Flc2AaMATiwP045vRStmnIGy3GQZLzxLvb/CNwv0a2GQf0GJ1fBMAE44Fqh/a/o6m5g0jh6FcenAAzAcdh4E3s84NtLNSJAtLl5Ca7fo8W2QuPPqIZ9iF4yN/8OT5+/+U+ygbURBXYCVnFhBBfSYNwwCwex4HwMuT3I1wfJafhsgWMGWA9YyvBx3cYAJhhF8tAlgiC+QIixsIKLd95caAxVV+TbhlNjO5wa+/Vi/Y7hPfUMRd9maNgIxefXG5u6XPXdwZpGQ0B6eiM8uqrI5fv4s9JTWxMt7mB7W0Nr7YHnIgt/Fy3IAKCuzsQXmz0NjTWNu7u/8zPj1V+GY3FNNwBZLDUdtQe/1b1/B6uImZHT0ciWqMJtY7AeW46PviVUt/cP1jMUQvgO49tGPL2+kolsV3qrzFIxPXYhpxQN8N3pUERZrJzDw998sxTWZF2Rbt+SmURm9Jdzjd179jVbGBo9chPaSWQniEcNC0wDOH0gVCPnTlT3b3F5C9QSIC+42pCFB+UypKchK4IhQfLvzPl6uusAVPyI8jwF5SiW80B5kKMVLDxAHrZewRu/heL1y6Q65P7ZXPJTHS8i/2Ooe4huSePyFhg8CM3I6gTIQHwColdvvTmVqQfHIPJaACdh+X80o2G4cTEGygbB/0j3nwDnILguQXLuk9rVigb+lv4soGOsRnHoP+LVVZLaCYL4ohK7rftoT9PuzptvCzVDF2Y+eGv19usxalJ0M/zu3wda/n1jhZe9Tc40C3Nzmd29vup+G20zyyUxdHYzWrrPOqYXZkaj9Q3e+m95m4/tPHQu+fa8bqqgx2KXTjG82/bU8/7uE8Ot+3ZEw6ViGdk9gi8oOOxIVUsz/3L17UvZTPbOH66Iawuhkz/3Nf77Jj/7OX9EeW09E5ordrjpzExobMv4nGV9kTdw6LvuXU8ZNzWknrv85uLZn2/d/n2GmoqG3vz7QMtfNQdrLGSUnSCIbzgV9CkY/2+N+uepqn3IGUQuLwITYwSUijLvmhu/NKMjYACACXoCNv/akF6g6k8gfytydCGHiTFCSIf8GTP8uhm9BMUbluMCCRJ/b6qLZs0zVNUQZa8BSyUAAjCROGZGX8dbH+FsDsB6Y+EGexP4hhCScPmcub0NinRTpjcxJD/ApWHENyBXO7ivr1SGAHGIr7phfQMTFANYFiNEfmOCIL6oyE7xdt5i428eeDAKLo5jEdwhoWplKTIy/esPXT865nXcLnhtz29vrgcad9q8lF7IpyYvFPXyfd+3Uw4nZ6+Fa3s9Aw2+Ay+3Tf3vq9GYqmMztx49/Qs5udG8/8n6zkahtt0GGCEKa6K4diU68sHK5ZFMNnuXSThqobh2ee7t930/fNxB33nTQjgXmk4stjjD5yM51cRwx6FwRLOCk7He8sQNXXU4WOaODQmGqiZHZ3590vUHJyoqbI9a38P4wcwywoZqTPwN3vwN3HrPGUEQDyEb2GrBFgS+Alk9QHOARZBjUI7gYhiUwk2hma0GoQZsVYj3A8cBLoMUBymBxRDIeTB/58BCe8BaA0I14gPAOwHpoMRBiuJSCKQUGCYADagKAu2I0XFxGVQE1lZkY7Eege0VMG8ZW0IAHvDtQBYbVjeglASoBF/T7yRzDGYZlyagWIQHVNYIgnhgaaPzL+jWl5Gj8ZbX310594uZt+dSqw//v4ARmnvcLid7u9secSmZjW0VJZMPtAYCbihvJVa2FPWGqTIUUI7GiqYqC0spsVBhOywpN34Aw1c3OCtqrBZkSlI5OplOKzfFW8Furx9w25EaX0wntlWdt1XVuKoqablYWJkpyB8XTWRz2yub3H4nqMXCynyxLH0864RiaMFtD9TavRU2j4ezcEiV5EKqnEmWU9FCuvDZwrw2t72y2ecVjFI4uRxRzRuyM80wroZAcxWLTGlrNZ9KKIxTCLT4K5xYDCdWIoqmAFCsN2D31nDSZjKSxoABLLa6Bqe/ipFypehkrgDAVPg6G2xW++0mCWFlO1xIrIuGhfd3VFa7oRzbXtuSpDK+4YiA7HUVjdU8z6jJSCGxUZZv+ADO46ytc3jtZn47t7osfT3WK3im9dB/OvyX6G7jTSSyE8QjfRgFZAHGBjQDWAGtcMcl2AEAcUALwDCAVVAL9xCLaaBswFoBGaAXQNdIcxMEiexf28j+DfkdWMZmYxgadFVXJF0nj6f7GkV2MjGGIB5lGLAMmgz3EqexCroK9zG70gCzCEqRtDJBEMRDUvM1XcyTm32+nsgijwRBEARBEARBIjtBEARBEARBECSyEwRBEARBEASJ7ARBEARBEARBkMhOEARBEARBEMQNrwQtaAAAIABJREFUyIoxBEF8bonga4CmbngaBgasgZ4DpfzJY4wo4GrAvRNZcjhxDVQNaBdwDkAaaGnQdAAaLEFgKNCyoJWArJlOEATx4CDWXWGxWKgblgjE2DTlglwUjU8fnMFynL+7pt2nrM2lEklVo1jBwQlWUIpSrmgCYpweC2/BsqiW8rpJWpVEdoIgvk4HAqDdUP0ycvDo04eHYAymhvUMlFZxdgJK22A4QNiFWn+I+AQoSzidAVsfBIYobhtvv4tTKQABKl9Cbh4yp3FiFMj67ARBEA8Mzbn6j9XVVPHcxxMnMGAwTVPOi8lwdm0xk4jKsk47HJ7BF7sfq5ZHXps4czldtDjb+mu7miE+sXzqahlzzh37ahpqzc3Z2PS5TIk0K4nsBEF8nY4EQHtRzY/pSjugMhgKXH/6NGKBsYG6YIb/2dz4EHIYWB+yVyPGAhYOUwiEflT7fcq2hLURI5UBsKPgS3S1EzMxMzuONTJ+QxAE8YBQjMXdf7y9r0tgNU2RDAMDAKIYhreCGEmMfLB09sOt9U3Mcry/1ubycX4vw1oQ53W1D7cePwBzRuTMhGRaXd37m4cHjGt0eY1EdhLZCYL4msJYnMK5DVA0AAYYL3L3gqOTav4pqFksfYiL580lDtlieDsLJJETBEF8+WVaTYXSocV8TgaEgLPb6zp91cGqQ8+akqJkI9FcLnnxX5b0uvLYSCGXwYyXNBmJ7ARBfOOYkP0tXnodp3MAAGAFy2PowN9Q3hbKv9NMj+HYAmwsYgC4v4nqCIABBAAGYPw770WfvHJ9Tg6ZAk8QBHFn6sbY2rv/uLiQ+vi/nUMD/8V/1tbe7W/pDDRWR69tSssfTq4gwBgAwH7vhRohmgZEYV37+L03lWm4oVKTMk0iO0EQDxUZ1Ms4kwSHFzg3cEFwdUPbTykhiqf/Bufyd3s7DXQAgt9CNUPIWY84C+A8LkzgyBt44yoAALih/qeoZieSZ3B8HgJPI6+Cp/4PnImQAwJBEMS9Kc4n1qN1NW0eu8DZ3bQr7xz62fBjddLoa1MXx7LqXZM6sNW7mg8cqGrpdPk8HIO0Qiq3cHH5w7fjqaxhAts41Lj36aaAJT/3qw1zd+tAN8z9avnaxeQ2aXoS2QmCeEhQAB7gBaAoMBUwdWB9yNWDHAKwLEboLu9mqyHwE6rnOURLoOZBUYEPoIpnkK0Go6wZWgeDAWsD8uxGdBvyPgE2LxijGCgyhkMQBHHPkN3qEGiWMTXN0BRgWdbXWNHaVtr0siwNnx/ZEU27uzt/8HJzXQ2tSlopL/N2vrKjxlfl8tMj//TudiaJrE5bsLWiO+iq9lZwVTbWzK5zd63/BInsBEF8oaUf+FbwHUScCEAD7QLHHuStALpoFkK4lAaGRjSPaAumblwO8g4MFaQtXLiAUyMgpsCkQRhEwaepQC/UDEM0AgZCFIdoO6LzWJ00t6ZBCuFSBsgkeYIgiDuhXUFPy2AtXwRAiOX5YG9Te7PNopQS8WIigRGLGI7heJqh0V2TNcZYy5ZTW4nwVD62WSpKmHO52na3HHna37u/Mni1UNrWKJpiLayVN2m6cPWttXi8sLFYKJLfgUR2giC+ysiOnPspuhU0A4AC2gFCK/Am5M7i5CQuFcF9Px9mZqFwFoeyoOUANNCyIJmYakTBx8DRgijm45F0rOHyAg7/Mw7Pg0HSOkEQxOfiqtqr99ldogYIIYbnKxpcLlaJTEdnR5PxPFj991WnTSkavXhOsVGAdV1VtNS2opQcfScqaqscHhvDIu16tJdEceXM/PvvZbK5z9aAJ0hkJwjiK4rswHgQzwBnAmDAJlaWIb+Ct36Fk/Og3eeVUIoDaxVYe1BNPaJVUGK4JAFHAVBAW+Gz0R8ZlC2cXSB5nSAI4u5lmuIFizuAbAZgwBjjcjwV2doePb0xPZ4rmZT1vj4MIYvf5vJ7u3d6PC6kidJ2TNbzSMOAWIajKeqTaC9JUngilS5gch2URHaCIL56Js6fNeOTIEoAGLCK1Thkp0G+/ihT+/18FAOWNmj493T3EMirUNgC2occDuA9CJGZ6gRBEL8nrEQWIjOX4gkRMMaGaUip/PpKPpfR9fsvrSzHNx0e+KMfV9o4JRkuZS2sq7LCZedcFGloEtkJgniYjwUgjkPs00Ue/zVcYNtJ1fcjvG0u/Dfm5jQoKtgOQOOf0t1kmWCCIIjfl769nhj/YOnTRR7/NdnQYfPserra69KmXxv/1eubKxs663TtOND30//OQxr6K0POlwiC+DJZgHIAiwE2IRsHTQUAkFNQ3CJNQxAE8VBANM3bHQBIDG+IxaQOAJqo5lZyGXIt9CtERtkJgvgyFUGP4pKOfa2o7gjgq6DQ4DyAqvuBLA5GEATxMDBUtRANaYbP3j1cvZUxmE3NWuHbub+miiaNQyI7QRCPhjKU5/HGG6blSarqR5TzOGgi1gCxBpnJThAE8VAwRak48eZyq62xsaPhCX/F7qwiy0CrpkLahkR2giAexrINRhqH/y8zy+L8FC7Ld9hMhfIsXvtb05LGJRFMDKWrOKSabApn0gAYoIijPzdLFpybxaoOegii/4xx2HTWIMYELQXFKNYxzlWBNo81BcDAqfdMcwHUWSyTRQgIgiDuDOtKZuS3c+ERiM2k0+U7lvOyWJp9ZxJfVVcWxJIEaio7d35BD0NitmxqGJdzk6eX0ktmZCEnAmi6Gr62/B4ttrW7PE7KUOR0rJyPKPPptEfObEYlBRvb6/HLr2MXXVpJkeVivhQI4wcztIUN1Zj4G7z5G1BSpFkJgrgbGlg/0DpoRTBU0hwE8Q1PG51/Qbe+jByNt7z+7sq5X8y8PZdaJU30UGIFi51HuqqJRbLe7hfmmdZD/+nwX971CVdklJ0giK+EAVoCNNIOBEEQDy1NVLIiaYaHA1kxhiAIgiAIgiBIZCcIgiAIgiAIgkR2giAIgiAIgiCRnSAIgiAIgiAIEtkJgiAIgiAIgiCRnSAIgiAIgiC+Lh7gIo8IrJXgagc1QJoVtAKoeTDu8zlhiAHOBRY3kEe3E3eCTdDLIG8DNu7z9JwFzgWsCxDpXcS9kVOglQDr9/cu2gKcB1g7aT/iJtYAUOzvvuzghDpnlWbqpIUeuLIm5+SCatzfYroMRQus1W11kUPFl6ZS8N9TSHxgj1LCGOQMGKX7ThLfRGbiohl5H/LLgO95V0EM2IJU9ZOo5glEkasfxB12NF02c/N4+R9ATt5HlkIM2BtQ9XEqeBjR5GkMxD3UcwBz4zUcPwdy/D6qOsWBs4Oqf57y95NmJG7CuoFzoN9J7SW1LKpl1SCR/cFbSK2+u3J+Lbelm/o9Rj0aUQGbd3d1z4mWAxSiEBni+VLYGN4nuO9+NvUgv5P3AHgAMGl9ylYLrNtc+QdIXrrX97i7UeP3qabvAEUSFfE5J9lAOZswI5jT/xvkF+EenxLt6UVNP6BqjiPWRtqQuHs3u17Huv7MYKyw9kso3uOTKSmoPkK1/5QK7AOKJs1I/E63uk3+E1irjeVJ63wRgna/wNl+MfP2SGQa31s2a3LXHmna82LHUSvDk+v9X3rR/bIiO0KITOe44USVpqoOAc2ZrB0i79/9p6o8QDX/kKo6jGgLaTziLvs15lHlAQBsLv4/kBq5+1h78DDV9lNUMYxYASFyAYe4Z4ydbvqeydjx2i8gO3W3uG6B+hep5u9R3l5Ec6TxiHsPD4iEhy8GRVN9lZ0UIIG1nd68YuC7DPH0V3Y+3370YP2AjbWS8fWHMVr+9V//NWmFL6QM0RZk8YG1ErAB+aU7b8dC7VNUy4+oyv2I95J2I+7pCEdbEF8B1gDoZRC37jhvgbZC7bNU+0+piiHEuUheJ+63pwFjQ7Yg4lxYLUB5646bsg7U8kOq6buUZycis9gJ4qHB0aybd/ptbkCwkYuad07tj9Xveqnz2HBNj9fmJnn94UTmYHyRBzyLm/LvwhRnAoWjH4Be+p3mF1DN06jxW5R/AHEu0mLE/fWuyv0Y0SbN4ehJMMq3bmGpQNXHUfP3KW8PYqykxYjf8/zQFsTVx4C2mBQDiQu3Tn1ENFh8qPG7VMOLyNlCehpBPGzsFtuOQBtLszSi31+7oOjKLVNkLDR3sG7o2fbDPYF2F09OuUlkf2QPeJwD/EOItQNCOH4WlPTHBzxEAedB1ceolp8gTydiyAxj4vfoXU6o3I8YHgDh2GnQi5/8HwpsNaj6GNXyQ+TpJoPrxL+2p1kDVNVRoHmMTZweB0P6pKNxINSh2meo1peRLYhutx4IQRBfOYGzdle02FjexObF8HhOKZgYAwAC5LY4dtf0fK/7yXZfo5XcVPBwIxNjvvijHcUgawA527CcBjkFugSIBmsQqo/SO/8KOVsQQ3YS4vftXTSH+CByNGEpCdI2mCogGux1qO45qu0PKXcHub5JPJiexvBIqEP2eixugZIFUwWaB2cLaniR7vpzxHsRuW+eIB5iDEW7eUd3RUuqnMvKBVlXKIT8Ns++2v4/GfhOi7fOwpBbUEhkJ65fXOZ9lKcLawWQYsB5Uf2zTO9/QLyfHOeIf/05IfB+VLELiuugZID3Uy0v020/oey1pHGIBzz6YK9HjmYshkHNgbMVNf+Qbv8TxJA71Qjia4BClMBaeys7MlIhXc4JnO1Iw/DPBr9b7QxQ5GLs16IIP6h12Ym7wtjEUhwnLmJdphq/fX3SJznUEQ+ia2GMMWgFc+n/Rd5e5L9+synpWsQXUsfM3AJOjYI1QFUdRRRDehpBfI0OFgBQUEqnNq7QFH2ofpfTYie78CMX2a8nBlDzQJ5h9nnNpGO9DBgjzknWxPzSRxgYsPiAsd2pPGEpCZr4tX2wAAbAWMkCzSPaCmTI5BvZgW1Vd5ovjnUZ1Bzo5S+jq5kK6BJQDGIEUseIe8U5gXUh+tYOnCpnJU3B5IkuXyITm6IqAYDAWcn4+kOxc1Cs0yLYuLvcvv/gZmVgw0xewaHXQUqS1iceRtYqqu2PkK8P0O27vbH2S0heAVMmTUU8dBANvJ8e/B+A992+AIthM/QGJC+TpiIeUvUv0jXHwRa85eXXF05OJRZVUyMtRDyyGtw1J5r3D1Z1f1mRHTBICZwaBUMGWw3inOQ3IB4SWNoGMQx8DBpe+LxB9MIK3r4MFjdytpJGIx6iDqxkILcAQjWY6h030kqQX8SpUbBWIkcjaTTiYem9hgJiDMph5O0H4zYDIuu5rbH4nMfqbHDVkOYiHjUZKRcvpSRdGa7eedeNv4B7H729qOoYJZB9j3hojhm5RTPyPijpu2/KCFAxTDV8izQa8fAwc3O4HLunTa2VqOZJKniQNBrxsJRfrWhuj8LqP37ONgJrHQh2P9G8nzQX8ahZz26d3hgxwLyXjR98ZEfuHVTNcRLZiYfomCHUYimKY2fuvqnFQ3l7qZrjpNGIhwjnMkJv3bDu/p3Lr62KqjlOIjvxUEV2oG3m+s8/ZxuP1bmjouVg/SBpLuJRU+MIrGbDG/nIvWxMbjsgCIIgCIIgiIcaiewEQRAEQRAEQSI7QRAEQRAEQRAkshMEQRAEQRAEiewEQRAEQRAEQZDIThAEQRAEQRAEiewEQRAEQRAEQSI7QRAEQRAEQRAPAEOa4BsNY3zzCwih3+PN9/Mu4qH8Me/weRhjQAh94b/wzX876U/EN3Of/MJ79vUvxBhf/6abv+/T/3n9dbKbfWU94g4/EEGQyE58Xv0wNVkuiwUZWMHpEjjmfuqHqYiibGDaYnPwLGnLr56pK1K5KJZNRnC5bBzN/OuOBmZ+dXpqI4Uq6jq7Oiq4L7Yj6uViQVQMhrPaBIFnyXGM+EYUWF0Ry8Vy2UAWh8dj++KPp1jKxzcWJ1cT7v5Dg1UOC0Pf/OeY6YULI2GzqqulpbbORcr2l98j5OJ2eHF0fsvV/9hgtcfK0qRNCBLZP5eyefmdi1fG51KfDYAg1uasaOzoH+jf0VLnfBROVEwltTw3PnZtcnkzVVYMoBjeWdnY2rtrcGdjg9/OUZ+X8wGXQyPvnrm8sByXLfV9A48//Uy3/U5jCqaYSuYklRKcTofrcz+Y+L1/zOzmzPTo6Oh8OFFUDUAM7/TXtu0YHOppr61y/h5tjgGM5MyFiyfH58zO3bqr40jj525vSNlUviTrnMPhdrss9/qF2FDU4tbU2TMjc6FYTlZNRFvsrsqG1h0D+/Z0BniKpR6a8G6qSrmYSZVkSvAHPTaWpr/h5xV6NjQ38f6vT26aN7+OOHd186Effm/AzjEPZG825dDY6OWLJze46t0v/NGhIEM/3EXClMVCIZ9TDM7uD3osCH6nk2IANbU0OjY2NbsSSxZkHVOM1VXRuGPXwf29dW639YHlNGxIuDD+yv93dtVoHDy2f3ejEps598Ybs2lH1tv63X6PamRyRQnTgsPjtTOaFLny9kcfhbJV5RdoW11fJamdd+7+qcT62Nv/dH7tlu4PVpuv7fE/+Xa/gKz3XwKMUjw+d/b1N8bj1rSn8TsDQZfra5jZTVVSStlEQUOCv9LNW9jPaQisZULha+/8w/mke+j733ussdbLf9oYulKY+c3ffrQsQ+sTj+/rG2qwf9UH0lKpmM+ImLH7gh6epr5+10C+keHVLKe2NhenJ6MUy9sEFgGYqqKBZW0jlsuVzROHuiq/6aMPphSaPnfy1IWJubioUBYbY5SLJW0jtBnJa9QJy+6OeoG6c2LXcXrq4pmLFxfKlCfY7nbarczn5Htt49IHZ1eTQs+e4YF9XT4S2R98gohMjJw5ffry4lZBxbyNN8RCSV/fCG9lDYPinP21jt+n0RHv9Hq8FQHsdjutd9tYi82cuTQZLlYMDDx2aE/1vX0f1qR8ZOnUa6+fnt1IaZTFQmNNkTV9dSMU2RaF4Au9bjf/0ARjM58JT3z4+kTIuuO5Hx9u8wi2b3hkx1o5l1idnpw1KItdsND0x8kU8SXaWTJM/AArciYVWpyZ56UGCT/8DWOktuaunj+3VQ72Pvvy4Tr6llu+TFMXk5Mfvnvy2uRSOFHQTYbjWVDFtbVQJBrPFJ48uruzulJ4UEnNBC0VWpid1VHVYL/Warc6vZUVHuyucDEUrYdnLl4cW9YcO4aOnOivQrTNW+n1iJzfZbdxQHxe91eVYnxtamrKoDhB4JhPTtGRza54izr8fh0VsVbe4a2s8Gj2gJP9114I/cpqYSkRnTjzy5GUtfu5PzjcUOn6vCqNVVGMr0xPhSqCT0mqeXM6UHOhufkZEbEDfb3GV79nZzZWRi+/v2R4dj714yO1Nurrdzr1TR5vZh2B2u69j7XbEZhyanlmYnF9cXzS6W/qbg8EkamUCvliUdJM2io4nS6H9ZOxSkMp5QuFkqiYFCfY3W63wCIABGCqolgs5kuShlnO7vZ7BJZCFAIAbKiyXCrkipJG25wet4NnWRqBqamKVCzKOmV1OWklnyuWNYO1OVwut/DJt5mKmM8XRMWgrIJDEFA5VzKQ1ekSOI6hALCpq3Ipn8uLKm21O90OG2dhKKyrqlTMlXXa6nKwmiwbDMcLAv/ZCEJ8bnJiZjqkWpt6h4c66yxauZiOrKwkkJWjGZYCAGwamlLM5YqirFOs4HI57XaewYamFbbTSxPTq8kMauht6x3c0dpUwWFsYk3MZ/NFBWiL4HDa7VYGGbpazCQ356fGpyNO1ltZ1erDHGXqJuLsHgdPMxQCrKmSVCrJOuIEj8tKI4pMirjPOrO9PDE9NbtaclR17dnfV2MzyoXtyPpaQrdxNHt9IBRj01BLmUxOlA2KtTmdTofDesPxwtTkcqlYKJVVE1nsHp9HYCmhqrWjl/VAoK7a8cnYIVbFQrFQKuuI5u1Ol8POIgBNzKUiyzPT4yvZapuzuauJs9CGpgNnc9mtFpZBgA1Vk8VcScWs3eX4ZFTGLIvptbEz1+bCEOh/fKgjGOB1MROPRZMJlbFaKAqZSrFQlnXMWq12wUYDxpqYy5V1mhPsNh6BIhVLikFbXQ6qnMuJCtBWh9MpCBwN2ARTzmdLCuZ4G0MZslgsy8A7PF4X/2n6vL5jZtN5SQPO5vK6HTzP0giwoSlysVDSKIvTyRllRdU1ORbZXJy6Orpkp7uPtLuZ2qBgsTCPQGdFtKvtwIFOv8/+8b+WsXoCjTxDYbmQLskmxds42tRL+WzZYOz+gMfKYrmUzxdEDSwOl9ftYAFMuZgXJYO28CyDVDFfKpucw+N1WVnm9odFU5dKxUKhUNZMmhc8Pq/A0hTWxKJYVjSK4+1O5/WLOVgRC6IkG4jjLBZKLUoabXU6aLWYL4maydmdHpeTM7VSdjtb1hjB5XY6bNd/N4yxqYn5XL4kmwwnOBx2QeAowBhMqZATZZPhbRyNFTFXFHWac/kqnBbGlMVsbHN5bvLaarHe2nOsS3B7vFbm03FGrJXlxOSZdz88N51WXA0tw22tdT4no5e3NxbGx1eWZhc7d7bWVVQKNDY1XSql07myBozV6XI7BCvHIGzqqlTIlzTK4nCwulgulUSVZgWnz+ewIEDo+u4qioVCSQaKZ73mZ/ERWVyemo7BYUvK0VpJy2I6vDo3OT6peShv+2CD4LA7G3p6B316oLHKe/08HGNTV4uZdK4smxT3SZ1HgDE25XympAJjFThKV0uFfNmkeKe/wsnTFIUATE2RSoVcsaQYwAlur9vOs+w3rXwjQK6mPYe7gk4Xd/2fxnL2YDMPlJzPSKpBWa0WCqmlbL6sId7pr3BakSkVy2VVoy1WweH4tJfmS5KCKZayBNsHh6lqe3u1jeOwLObLkoIpC2+zgpIXsd0rWGgW6bJYLOQKogrXC7Kdo2gKgakqUrkkagZjdTvpcjpdkAywOJwuh9PGItMwpXxG1ICzC6yhSaVCSQfe4atwW5FWzqVzJdVkHQ6X02X7pHKZarlUKBYlxWQsdqfbKVjo6+NAxWJZVjBrsXAWLKbTRRUsdq/faWMZQypth0OLk1evxu2o50Cb3cpVCDxHG6oqlQqFkqgYNO9yex02C3s/BRJriiiVRMlgrG4nI6ZzRUmjBYfL5bIhUy5ltnNlbHH4fE4bxyFdlcvXi7/TQUm5nKgAZbW7HPaP/wEAAIYqlkqlYknSTcYqOD0+J3c9ql0v/YpUKuSLooIZweN1C6whFRMba/MT1yaMCrb7WLdQGXBbWebrVeO/wZEdcc7KuoEnvvVUFQVgZEZsYjZ7cSOXjq9HCzv12NrK+mZsO1WQTdbpCTY0t7W0NQWcjFGMLC4srKxHtnNlk7J6/LVNLR0d7VUCLSXDq8vLK6FIuiSDxeatbmxu7+yo8dmQlotH1tfWNrZi6aJMu/w1jS3trU1VHhdTzMWWx0Y2MpbKpiojE44mMpLOe6uaO3fubG90M6AXE2uLi4troW1RZT3+Sn81n1sJl22t+/d0BYNOSi5sx0NrK6uhSDIn005PsK6xtbW5psJlZtIrE2fms3xVSyXKZsvWhpaWnZ01nx0P04l0sVzCtqpg847h/T0+m91qJGbGNs262vqqSosuFzLxjfXVtc1oOldSaYsrWNPU2tZSV2XTcssjZy4vR4uKZtXkUrlYlDRTLiW21pZW1rcS2yJmbN5gfXNzS32tG4qLFy/Px7NlVTNDq9PjlxW/1ylH4rqz/eD+Tp9HYLGcSawtTsymFGfT3iO9HE2TYfj7jezZ7VShWDas9b76Hbv27qxw2KxaYnlmU/Y1VtUFBGRocjETWl1aWtqI5YsabXEHqhtaWlsaGiodLACouURobW09FI6lc5JJCb7qpvbOzmZ/SZRkqYRlWdIBm6Yp57dWl1c2QtHtnIJYZ6CqobmtpaHeXVwfG5nfSGUkXUptLo1fZDOV1VJoS3LWDg131Ff4edBK6fji2IWVEt+wZ39vdcX1gIMlRU5F4oqJBXdD946hzu4aB6vlM7Gt5ZTQu8Ntp+To3Pj8Rk6vaGvv6W51Yqxn10fPL2esgd6+jnqLHlmaGNvKWwPNATW2GU2JmHVV1bW0d7TUVtkRKOHZSzMRRXB7WVrNxmI5ERz+urbuHW31fsHKGHIuGdtYXV7bCCUKClidwfqmltaWhmDAxaql7bWrF6bTlorGKqaUlgxQtEJ6MZQ1dKxE5y6ep9SjQ23Vta5v/iQ6RLGutseOPt3WXHHDhCdsAshb8yOzW2XD4REYXYxtRfIG62vq62u0liKRjVAkrYCjumFH3/DOKpsSXbw2u1lgBJfFCoXIVqpg2Hx1bV1dbQ2V9lt3eawUEuHQ6srqZjSeUwzW7qluamtra6lz4sTa0tJaSPNWdQzub3dRALi0tTyxsJaknHXBhkpz7fJy2lLZUGnm4tFkSjbtwdqmptYKLba4sBLJK5y3pqN3Z2djvYc11VJ2a21peT0cSxcNjvcEa5ua25rqa1w0KJH5KzNbZd7h5TkjFwttZzXWFmjuG+pr5uPrcwtzq4mCIcu5jfFTp+XBJ/Y0uTwfX3PBupRPTp85MxXP0fV9w8eeOLqrr8FrxYpaiEx7rVcynuqAQ2CwLufz8c2V5dXljVheQZwjUNXQ3NzSUB90MlJm49qZ6bTFXRvgxFQqsZ2VGd5f19bbP9DktdCmnAlvriyvrEWTJcy6fM3V6ZJqmOjjc29dLRdFVUJFKZtfmVhYi+fLugmRhfGLgtKzv98sSqoki7KqGoANTcqnw6tLS0vrsXxJZ62eYE1jS2tzXV1AYEwpOn1hJm4wXr8VScVYNJ43KGewpX+or7nCzamF+Mba0spKKJkp6WD1BOub2jrb6wMup+WbVMIpoNzNe594ore69rPLahhjLK/NjM7G85THbUOoGN+MF2RkD7T0DfQ1CNmVtZXNiOGv7uzf2+qiAHAxvDi2sJ5mvfWBGr9eElUZlxTDNNXt0NzC8lYZO12VTiMZLgf2Hu3y6Upyc21ldSOczEiYFnxVjW1tbU11fruA8tubi1P2PrLnAAAgAElEQVRTsaKtornKiK2EEgUNbIG6tq7uruYaXpFCoxem04az2sdK5Uw8mtGQs6p5544GKrqxtBZKSTpfWd/R3bOzOWgFUHORteXV9fBWIl82OcFfXd/U2tFW77WAllyend/cknin0y7IsdVwqgyCr37Hjp7mgBmPLMxMbOZNQ1NiU1cuaIZlqNFDafGNjfVwOJHJiQbrCFQ3t7a3NdZU2O+1RGJd3I4tT00tF63B5iCOrkaSBZn1VTU1NQUtytbKwmo0j+0VLX29O5sbPGousjQ+Gs7xgeZKLRGKbJcw4wzWt7S3t9RVOxkwy+nw+vpaKBxLpkuKyTjd1U3tnZ1tNU4bSxliajuysboWCsczubLBuavrW9pqmNT28uJCtGSophieOHtKGTyxp8XvcHythtq/yQckbOiaVMrn8xRgU8EYUQwFOjK1UjK08fo/vbNcwAyisCaJCniCvY9/98fP7fPnZt//+SsXItsGa+VZpGumxV919I//3dN1ePns+78+O7JeMm2ClTY01TxXcfSP/vypXp+4NfrhBx9cvral8nYLg9WSyNTuf+GZJ/buqsmnNkY/+OXJVWt1s08pSYZSFiUZ8w27IlDxs/0ePTF56tVXT88msybLW208y7otxaWNYuBEXVONt4ITt2bPffT2yTMrstVpZbAilunK/mNHTxza500lJj/45WsbtroWt5rV7Due4f03Rnba4XLYeIuZiSyNnf2AKnY0Ndb63VU9Ox12m4WlzHxua/rib15/f0VmLAwyJbGkMpX9w08888JuR2H5ypmpaE7STSW0NKEzNsFagbbH3vjHN6fynJ3jKKzI2NHQuveJFw43wMKFczOxrKgZ0ubyuG5mK1rrMx+8H+Z2ueqCewQbbW6vLFx4+5XTWb732wNHAANxv2jB6RRsFhzd2pw89x5f6m5uqA04vR29dsFq5ZCpFnOh8TOvvPLGRNbkeZY2dVmnPa07Dj/9vWd3NQq4FB4//dpvz85EMwbHs2AaWLG0PvdnP9uXH7vy0eVx3HeYbxisZ5XM8pU3/vGtsXQBMxYWDNUEZ33Pk9/5yWF6ZfTS7Pp2qqxjZWNh1Ehleg8V33l9iW3UK6wOlzcIxcTq+Huv/nLcbPtuT3/npwsNcazF4XFzdKIcGj1zwUjnu5rqg36vv2Wowe6gAWE5Mnnm5NmQ0v0M19jV6jSwnlo49eY7a55uS8DndyqrV99/5cKmtarFL+dKuiKVZc3iah0+/OwLLw37eGll5N03r6Y5wcXwtFYQFU1WRfAPvvTH3zvW2SjkNydPf/DO6fOrImu3slgtl01n64HHnzp2bHcdm4vOffSrV5aswUa3Liq2ykqewcWlzYypgxSeOZ+R7TsagpWPQmTH2FTz8WiYo8Trl/4QxVhsHr+Xlzavvv/+lUTG4rDbWDVXVGSxIFvm1oeETCSfSWVEWTKc3sWSr+Xbncr6+Mm3z69rjIt3cGqupOmSWMS+vmdeful4b9Nnuz0GwHpxa+70b94+O7OcMRieoQ1NFKFi94vfeemxltLG8tUP31l3NB5y97T2OxEub1w9/+6py9vVPYcH7Gbyo1feXuJrGryqrGhiSZR0qzNQs7ONWpuKlhWxWNatnfki2AO7nHJk+vyrP39jqoQ5nqUNTQE+2LXryZe+91iNIK1eff+tK3FkcXI2RiuIqi6JBcU6X/6vftIVW5men12K53UNZ1eufbRd9uztrnZ4bNcHU3VZzK9MzqdUk+sc3renr6/Ra0MAYLG4m3a9+G96KI6hKcqUMuszIx++/dqp5Rxrt7FYlyRDaOw++MTTJ4aacWLh5Cu/XuJdNV5K1/WyKCuygrz+NbPyL47UMdmNa+/99r0rYyEJrFabhbkacJVLqnb9Spie3V6/9uGrVzYrjzb4mNGR2ZVoTtRBCs9eO6+rrt7W8tn331zINyPBV9XiVdPro6d+/es3JrLIZuUoQ5UNNtDZe/ip7zzVW28R1y799u1xUXW5eRapBVHTpFIZrAvqf/6nR3c6ojNn3/rtR9Prms1rZ0xNkS/6h7798pP7HN+syI4Bq4VkJBJSdf56ZKdpzuapdCvrV06/M74i2R1WjteKJVUrF8uqbSH/53+8G60tjnz0YdjX+rh7R3OvE+Hy+uUz754ZzdUPPt7LyfEPXz2z7H+iYajVK0SXrp58+/xWye6qFPS0FDzesa+yPD/5/jsnxzYTKmPlKFOVRFzR//QPnj/a0+lOxZauvPerkS1roMWnZEqGWhYlGTm7Dj1Oeb/fbZaXTr/12lJJqHIxJqUUirIsGbwwObTLsrYcF3OFoqRwFb1HJHf1c41maf3Kez9/YyQsyxRnQbpm0LS/7+k/fPlYuwBbk1dPnjsfQQ6n067mi7ohFQsKN3Poh98f9mzH5qeureVM05S3xi/lJKGjkSvGQ2c//GA8IdMsDbpUKKhC5/7nX3zqSF/TvTa1Vogtjb33q3e2bLUtXjVTUstFUQEhWFdd60OhpaikinlRd28VfvwtYYjJrF394JVz69aqFp9aKGtyuSzrnLNp96HnXvj2vmqbvj330WvvjUdiZUxThibLZcPm2/WDv/jJ3la3mV2+cuq9kycnoiXGamNBlyS6/vH9dflifHk2XDQ0XNwYPbUtOYZ6qr0ksj80u6JWTscWLnyo2QBrhc2JibmtiOZucgfrq6wu2ene+eSRgdY6lxIbP3vhwvjq6sT5yeG9w3OXr4aTZvOel0483lfFba+tbyaLrVUCLU2MTaxEyvaeE8eeOrjLkY2uzo9lOxqdrLZ04eK5yyMJW/3eZ1883hlQlj/6l1cvXT550e/xuippAMCGWc6b/ceP7ajko+PjY1OT6fjy4np5tyV26o3z89FtpnHnrsHBVgeOL1w9cxl/MspVWhsbO3f29Bp4+5/7wYuDlcrKpbfevDh94ZLD6T5YbQMAMIvJfNXA4EBXT3uz/6ZJQU27BjqXo4mJufjCtbfmRt6iEO9v3rlr/5Gje3fW1Tg5inO6vHX9zw0PdwSE4uzFD86NzC0vT00v9T/Zs/PIM3nz9QsbeaG9p6//QJ+bDl167fWxEN3+5Hde3NPCK4vnz50dnbt86j3/yz/qO3Gi+OFbV0IZW+uOnqHH+r12Zn3t5Pr8/NhyZmd1BSeFw2urEd1e27Krv4alyFIhv8cMr7q+wc6V+EZyMb428t7qlXcxzVc0dg0ceOzwnv7WSltmbfX8b1+9mtA8Ow89savNLUYnR8cm56fOUHx181/u1Ud/+/r5yUjO0dUz2DdQz8jRlcsbgcYKGy9Rn6Y2rZSOnX/1lXMbcvWh40/uHajFmblLpz8cu/L6W43dP6nfe3RIe0edS5Q97V37Dg02VnRnl09tLIQWVmI99d1eM5Ncm16UkLV7aKjG6fhk0hftcvo6H3u8ZerNlXRk/Hx49NybjNVTXd81tPexQ8d21zuoeziDM3VTEXHT8ac6PHRkfGxsdnZp6oqtorPn2b7r75ZLuGGwfaCz2VaITZx791pk7LcftLV7KZi4eu78uTVNaNj1+LH+Wrw5+uH56eVz5+0uu9d70H79aF3cLtbs7Bnsbq/1sqWkD505tRC3NO86MdTTWxt0PhoLaplq9OT/+b+e/HQ5Otoe7Nz70//+3w5d7xuSjGsbWwcGaqni9Ae/GU2tXFvs3Hdg335OXp8aubhZiK8tbJstAgYAUMqmval+qO8pt5KaPvXO1ejUB6caGv12L74hIRmZsbc/uDA5n3PW9w4M91fbC8sX3j67eOU371bW/MHe2obmOv/c6vbSzLzYNyRI63OL0VTRVtfQ1NZcgZKAMRbz0HfscJdTWbk2OTa3nsDT1oFj3zvmjZ85eX5xIx5LxBOpVD514a1/uZig25586bnhTk8xPHLmzMW5y+/Za7t+8jiLAQBLIq5paR7saXOIyWvvvzGRXplbyXY1te8aSBeUkfG45Os49MyurnaXi/90T9E0NZ9ISiamgk1NPreT/7SgIQQcb7k+WFRaWxi78O7J5Sxfs+Poib01OD115srU+tSl85zg9O9lAABwuYS7d+/t6fAUEvPjZy7Fs3Mzi+VDPvHK+fOTkxuqrbGvb09ft70QGj15Cpv671wcobzdew9rIF+e3jRszd0Hjgx3NViYRfTpTi3Fl5fOv/ObsZTu2Xnkqd3NQj40dnV8ZmbiLGOravyz4evbSaLZ2NTV31/PqFtj77w7n5qfXskNVyTnlpfWQ0xTz/EX/+jxgJpYGZ/IBJp9Hvs3bKcwwYyc/7v/6fyn3Z9yuesP/Jv/5U9ar18PKpuVjZ27Bhr8RmT07XfHtxcX1wqDw831DYuehXByeW5R7BkSpNWZhVhaFBqbG1uafGr81i9Ry6rmhKrdJ7pbdlSIK6+/d350NWlp7hoeGm7m5NVLb59eHHv7LV/Q5RikAAAMHauK2Xz82U4vrF64PLawlIiurW7JXdUf/2Yl3LxnuK+BkjcmT51ZyS6OzA0cP/xcwFy9NDa5FMvENza21YB88ZVfnFs07QNPPnmgt92WXL965s3TV375L/Vt/+XjQYwBsCabdLCm5/iTrfbctTffHI9sbGykOv1NnQN7HpMuvjeVtzTtPzbU3d8YqCxn8sHm1oMHh/rqKpj02Ou/PDW3MDO3s7mlrSlwfw2OsZrDrU881+qIXRmZmJ+PRE3kGDz0rWPu2OlXTy1mwpFEJin6GQAwDSyLuOn4kx1eOjYxPjY7szJ95WRFd/93+q12jnM1DXftbmyqtxWT85ff+e34+vkPx57o8etrI2cvnL0WUyrahvbv210D8fGLa87G+labvVYwtbFLm6aj7eAzu7p2BATh6zab/Zt8TNLy8fDou69OIACMDU3TOW/34OD+4eEGP+c5elyfjSQ2Q2p1oLK6pWlzeU0t5guItfIMQoXVqfMnlXRnR0tj43B/c7XNwkgWC8MgMbR49TwuFzqbGhr3Pr+32m8rz65uRGNFi7umMujQM8k4FmrqK+yJaCQU24q5GgCAtjIVB57/3tP9AbslRhml7dUxw5DLZTW1tLYtKZamx48ffWLvnjpW3W6o07eW3goDAIAYC4U2QxlKqK+u9+J0LIktFUG/O7yWjEXWQu6dAIji/Hv/4OVv9bZWOXj25p+SrR584Sf+zr7J0YnxubXNSCovpzYmPoqubkRf/PaTjw+0BJsHHisbi/HwquyvbaurXopGFlNKuaw5fG3Dh3MzZ0cjoru+ra+/ryo5c2pxTWPtLW2VtChmVGxzewIeZj69sRylDx/cm565MB0ruhtaewb27PLLCWFXx/vL83Mzi+luTzYbDq/FLI66tqE+L0Py+u+X2St3Hf9+oHHnxOjo5MxyKBwvyOmNmTPR9Y149NkDg57EwtyWxnl2vvCT5w8Eq52oWC044Z1fzWwvTcyYHersai5nNPQdPv70E0Ptdgobx44ZiLdZypHP9hVJzM2MLxV1vrYhYAW5mAPMuWur+PnltfFZGN6/ywxfXVxPQ0Vj28C+x5oMOr+v452Na5sLG7EdYZeeXF1e1q1Cz/BgwOL4rCdSvKeu8/l/9x9arl2+OjmzsBpOFgrZyOrVVGx1fjH/l396kL+HEmXnqw986/tPdbt4Xmvw8kh5ZyqZCa9Gjb7rZ6nuroGDR5850h1EhWy7u7T5f1/IrYcicS67GY7krDX9wy/96Du73QwMd/Dlf3h9ZDISjq5vQQ8AIED+oRf/8MXd9U0eBumRdW576vRy3FK94+BjgzV+D/uozOFiBK/Lxn4yXZsSKjyuT38Z5Gro23/4uWP77Mkkv3ZqPFVsfuzJJx7f3WLZuqxllzZHDU1RMAgAAOBs2bH7yPPPDtYxktznFyN/ezYWjsRyafrGyJ5fmFnbzhmB3oOHnjlxvN2GSzs66cT//OpyaHEl1zfcVNfYHpy9mFocnS30dC7PLmynyoHahoa2ZjtaB6BY5B8+8fzx3Y3OgqMoRte3S7U9T7387QMOlBbDi/HtuG7oYiqdm5/dkJG9o6WKUwu5PGbtnmAFbGXWpmbzh3oBAJC7vffgseeO9VZpsW3b1qXpcxlV0fiqpja+EFpbmMxhT9PAsaPdPGe7v8qF5Wg4thGKWSqrdr34p9/d66HB7BZY860PrsaT66srfe3X+17P8eee2NvW5kitCFp0Pj6NZVnRs6tr8VxJrdo5fPiZHzzR7jRFvev/Z+89gyQ5rjRB99A6tc6srMwsrbpaC7RCQxEgCFCTOxyOur1du7O7szmx+2Pv5uz+3NndrNnYnlhbYTs3nJ3h8jjkcEiC0EA3Go2W1d0lurq0ylKZlVpEREZkCL8fLdCiWgAESBDI72d3VIaH+/eef/78+XOQ+d9+OXlvYRMInR1De5q58ZnFjaY72rvz8N5OrKnM3X5AK+Uzc3MZi/UPfv2Pv3LI4+dQPUDz6K1fLuQWJufBvhQAAABXau/xE88e2u1Ti8vk+qXp96taU0eAoEgSN0rphfOv/73Wm2xr7zsxHPFLwuewcgPBuZwcdSunGZMcHvEW/aGY3LPvxLMv7fXb5bRj7dL0+1WjqQMm2dYW7/TPjeTnrk5VdvQuTE4XSo1AIhlLJgRs9r43sOH4zqd//4+e7mQgoV68vFosaqHeI8df/Orhft5u7krh+T//h+mVxaVcJuqmAQCkxLcd/tbvvdDDE1i8US8V1hctq9ls3jIjV//xYycOPpFqpq8Y6Svr43b/U9/7ytEgB9zlWi6bqdmmVtGLi1dmlAae7PIzlF0rKxA4wnFp/tLc1eniAcECAEAu3DPw5EvfPhGjLMW5fmmlsmGaJukKJ6ODysbUW5MKHRo6eHgwGRQJoxfYhDWzkVlaVYLxgYG28U0521C0RuOjzmYUHzv4ze8828MLa0olv7ViOOJ7nvneS4OCnVOuXsoopmValgkIAADBU8EnvvqtLw24WMaIe1hMf3U0W1pb2ETDKVf/kcP27Fomt7Hp8rKB/h2h0eXlSrVmlIuza5l8xdU5dPjF77885CaBte+wBSmSgOayUV2Zv7hpCrFdT57odfK/e4eViM/1POTxJfp2RFkAAE5yjkBbeyqViIhWbvq9n/309elSk/E4BZJqVvL5mg0FhEjIDR1/4Yh+Zuz65vzY+yuzl0WHv73z6EvfPBxOHnjqkELaY+nM5Nn84lWOd3k6jrz0UqJY01RNq1Xnxt7JLZIAAGCp5XJd51VVVVQAAIQYxGmOYxmGoTmWpkgCWADYCGkN1bIQIzolh4NnGQxjWI4m4I3lPmqoakNVNbW2On3qZ5sUAADYjWqlrhEOVa4rAEAIIcFJPM/x7H1blZCgRH9b30F3bGDPU7JcLWSXRt97+/xccWlmbiUVZjDj2iu/PDdXsVmvTxgFenF1S0Y8QDbCcJJmSByDEGIESVEA2Y26rJtac+nsm4URksCArTdkuWY6iFqlhtFeEsewmw/TNEc6AsN7ul+fnVyZmltltfza5hbljXX2D7kJDIKWaP8YgDjNeeJdezyhrn3HZble3lwaPX3qwsJmenpp0S+0gbqMIOEIxbySwDEMxD1uj1uirZJeLqNas6pbFuNye9xeJ8cQEADAAgQA0j6scGWahlyqNm3b2Bg7+c4sReMAmbom1yzElct1iAVIAscxiOEESdEMAxCxc2fPG/MjGyvL6VHN0Bc2TNY7uHfYx5IkvCPwiJGU4IsNHpbiO55Q5Foxk566evni1bH85uTZsY2dO/VHxdkhxCBxw3xolva7nA4nZ24ajbqKbkUbSYphWJZhIBAcobAbwyuqqtYrVU3VCMbjDIbcPEMCQHuDPqdAY9mGoaoAEABAAClG5DmeYxkMGBRFETiEEBIkw1DkF+bUBUb59n7nu0diEefN83c4xfJu4mZBaYgTFM2wLMvQDEvhEECSYVmGZRmaokgCAOvOyC9J0gzHsQyGQ0c05CbIXKOhGbpxp2Sv12pa02Rcbo/X6+AYHCExGAuK1FJZrtsGGYjGOjtDF84Wro9MZszJ2bys+Xe3t8faBbwCAIAQ4jTLsSzDNimSwjEMJyhW4BgacQyFYxgAAOnNplarNm3LTF98tTyOkxiwm6qqyAYtVsq1G9fdQIykaIbjGEajGZ6lbjhejCAokiRxDGIYRlAMQxF3FHmEJEmJPg+LLSuFtbVSLakjlr2Z5Y6A2TQgieFIU1VVbUDa4whGfDxDAAC9QY9LFPCi3pBrKgIAAohTDMuyDMOwDMMwBAAmAACosmoYFuV0uTxeF8cQpkXxDIlh2H13NkGMpGiSxLGbdsnQlG2oH+Zja7reqMsIJx3hmE/iaYaGuM/jdouUqerV2odjRjMMy7KMTTMcS920XrpteHh/vaxenFidHXkvPclygju559nnDw+n2p2fJ9mAAcy/86u/f7jD57+xYwJxguK9JGje6h2aYTmWMVSG5275NowPtbV1pHwjl/PTlyez1uRMQdYDQ+2xaJzHCtu8hCRoXhR5DjftfFXWjSbtl9wen5NjcBsHgWhQoOfyiqxqmkgDACGGEQzHswyD4xxLkfcE5CBOMQzDsixGUxSBYRCQDM8xDAMZ8kY9AmQYdr1SNZBprE1/UF29QuHANpuaWrGAVa5UDcNAAECMICmG41gGNyyBpXAcWjf+laQoAoMQQpyiaYoE1eWrp0+fPHd1swl4l5cfsWuZzZIO3Ah91MJSEEKMpDmeZRiWpUkCx3CCoFmeY2iTZwgMg+hOh3LL+TMs7Xc7nS7e2jDUWl03sldf/elbV5bLGi1yHEvotXLBBgDZNlLqckNvErzk9AU8PENBAOibS7AmSZIEBuFNyyZxrFXk8TOkc0jBG+4/+vwTXggAhpE0L4kCy1jZ9Y2pC1eXV0H3M88d6fEz9urVKyPVfAUAiAFcCg0efi7Yt7NQLGTXlhfmp+cnLhihnTtf7PN3D59wBwYK5fxWZm15buLazCUj2Pd7QRMnSYIV4p17Dx2Ms+DWgWXKFYt6m42FWzS98e8Q3lTkAAOQEzgch41yvliuKoaPNYxGpabeKg9AkTRFUQQlBeJ7nnqyg7v9y4Tkd2OKOQEAvHlx5TabT431ycsLVcIT7EglUmHMiMajfP76+Gal1Gio5Y30an50Yq1O9D737LG4A6stnlf12qaxLUUIgmFoHKMw/9CR4x0Bkb4ZjMMZ1hnx4gC/OWHZCCAAMYKTfIO7u93TV9Njl0ylXqoT3mTHQIebaN0D9zG3bvXMtYnFeoMNd3W3JULQakbCfH5xZrNQVbWG2QQ8ywJUVov5umHyCGCaotRlxcQJghcAp7MEhtVq1bpS1xDgLcsyFA0XuDt3BDEcZzgWhxBzdR080BuJOm5GHyBOsuGAkyNyN/UWAghAiAPC0zvcFZwZWZ6/cnnNwnKQ8XfuHfKw5B2lbpHZqG6tjV6epft29reF/JFINOKjmnpmfnyrrlZrmm1bNxYMpmkY6EaFj6aJ7DsDisgGltG0AQLAbtYURa03MJyjGPrWayzDtCzTBgjqRqOUryELURTD8RxFk5auKeWygoATAkuuVBWtiUgap2kALABuXhB59wWSACD7C3XiAkKMdkVi7al7j58ieCvh48Y9jgBCeMei+0NfdgdVzVtjYdpaoVizTIuhKIL4sEYcBJDjOQLH60pdlusaApxlGZV8UbNsjGEhQXP+aKSjI37xzNzk2beUdLoCvQc62mIBEa9WPsxBubMFt6pEfNg+AsdphsUhTvkGjh/ucnu4WzsIFC+E3SS+dPvvb33i/ZM3unEI977VszM51Oken8ivXBq54nWJdH/EwYCmUd+aef+dyxVHoHsoaUCappDeVMrFGup0QYDkSl1pqDbJUgxLQxXc6tD7epKmaQKHpqIostywgYgQajZNdF9L7mopQvc/AEmSpFgGWYpSyNfMDg+gYUOW67Jq4gTBcXeN4+1VwK0Bxjh3tO/QM47kcKVY2Mqsz169sjB2fiQZCXijTs/nSDdAAGlHKB5P3XP81K7cPTYQQgy73VU4F2iLplKxKxeWrp19U15drRG+oY62qF/Ei4VtdeqtEYYsx1I4YciKrNQaCPAWMiuFkmZYmMjQJIXfIuQtS9vOzsBNpkNw2wTgnbYKAI5DhuNwgCN3YvehgVTQczMnFQLIhBOSY+ZD674tj+9/zw1Jbstry7NT4wv1Zmjo6ef3tJFGcfTVYqlW/bg9focBg9vN2s4b33D+yAbANuqyotQbGOakKbxZmro4OrOUE3ft3Tu0o42S12cuv5NerwMAAM3QFElYVUWuVmULuHCENFnD2DsXPgjYv6uR6M9z8IhkeHe4LR7CwIfzjK0YRlOuyhaSRF80kYxzRnN5gcFuVNZCyurU6HSN9UruSLtAgEZhZS6X2crXDWV98fp6CVm8yxcXeNqqL03OFXIlmeoNhYO+lY0KQpAW/REXZanlrRoRi8XCESE7v/Ag2mIY4WjvjkhLS/mZkQu0Uptj7eLq/FzNQgABACDnDQbDYffUMrIsnPdHXJTVrBVqwOcLR6IwPTfxQP8NAKotXb54+tJCQwgkO5IRt0QhpGbTZV1DvNcpiQzQFUVFhFsKxzs6fTBbv85QEGwr2SmHy9vWHuOy64aOWJcn5OSQWq+biPGm+uMOzGrgOAaAWdlcnZ257oOxuFcI9O/u9MxcTc/Mazblb+9q7086WxftflzFXktPnP/gXDoDg6nZ9phPZHFLzazmZd1ig6LD3xbi1VSQWc0tnXvnDOyMSkZpZmxssY4JsURvCnM2u9occ5Xc0vjIB5RW9GJGrbhaFgaf2OM3brstkmY9qZ42aXnDbtoU7/KFRMqUZbWpCZ07O5w0pmEYBoGllDaWpycniFhvu9vdPZwMzq7NL6abiGFDoc6hfh9x5907qFmpro2deu2NcXJhZb49FnCKpKVmFpYLOsRJKRySSAaROI4Z1ezyzMh59xZSt65PF3XVutNp683y7DWQ5aAAACAASURBVIVTHyhBnqjOTVxfzhgC5wrHvTffhBqbS5NXzlG1CFkvLF6eKiGLb4v4fB3OiJyenl1dnjrzzrtGXEKV5XOz6SKS2oP+qB+AzHZTCYZBE2mb82NjUu9QV8Dh5D7/kXZkm7Wli2dPLs+Kt4s8Ojyp4R3hj7xyQdrW2uzYudPGBqfLqyPXck2dSQa9kouvF293Mia1dca9s9XlxYnRszRVdJHyxuyF1XKTDSViDreIcbgvkhqIXrw+NXVJVWS8Z3cy2ubncfDYCgHSvMORSIX5lZzZRLTDF/DRmFaTmxjmSu1I8HgFPnJrB0OaVlmdGrlKxntSPpa7uQOBEZwjNHT0ib7Myen16Qun7HpmJe4ViWYjvzJ54cKUGt3Fx2NdwUAk7JtcyE1/8Pq7KCWhxsqlicWcyofaYm0xbpvUiduvFsJRjzSDry0tjJ59ly6GKaW6OLmpNA3mAfMIBqFdr2YXp8ejeDDkum3TkJHc/raEn9osLn7w5vugI8Rq+anxyRWFlFLxrtjDR1IvrGwtZzZk2huMJhwiryxOLZUqlbqsNj9fC1ob2LX0lfdPZx2u20UeOW/HvgHuoSt3jPf7Y8n+yOWZmenzqlIneg50RKJ+DgfFh4eYoZRIxdzTm9m1qatnHaDmh83c9PmlukrGBqJev4uUP5mNWYZyJ3rjwvKqbdgUK/lCbtJW6/W6yfbsTrpx/eGnyiDAMAxahpaZuTbOoLZCUWmoOk4L3kiys5ttrCzTNP7px+Bs3ajMXjx1Vg0LZG3+2uTiRlPgXOF2D7CWKnLTsmmXL9Le0UmVrK3pW9dK8JFE2D8jZDbSEx+85ZSTDihvrhTpVHd/VxuCEIOgqcjrU5evEJ39SZ/AML9TPv4Lp6MgKfCeWFfckc2uTJ7/oLHEE8XVTN0EAABkocbm/JUzk3WKdvu9AtLLdZP1xLqTAcqoroyPXM1sIWfA7+CBvKVRYrSzPehMeXdgSjl7dj59/tWfZ9qCrFnLb+nBYydYyc8/zORxUojvObJzFV2ZSc+c31gaFwQK4U0I0I14PO1t7+kbzqwUry2PvPbzctLPmlq5oLl27jks+iOP+EyzYWC4WduYWl28foUVJBaz5VJJZ6RI31BvsjuBZLktMjmTX7p05r2cm9Szm1XZ2jZrBRJiINCz+/DQ+tuT42fekpcDIoeUukqL8d1CR7uHB4Q74BPp5dXFqYsWgdnHvCd28IG+3V3+2Usz2SbhjkYTqaSrdW3zx4apGxhsVgtr6fTMZUYUBdKSi2WddPh6h/q6kt1xWtlzcPfKqfH5k+9Upx2UplRkFXlTw7sO72zDOHvHwd0ryuWx1dGzuYVpibDqtTzooLsHJPN2aReCFhwd+4/tXXpndPXS+cb6oldgDFk2SLpH7O3ykCQuuj1OkZrNzE+cecdQjkba3A5Pd28qMJXOblUhGw53DHX4cXB3iMSyraaBE8bayJmFUUYUWNI2Gqqqk9723p2HegK8yIZCXtfS4urM2LvFvI9Fej2vGuadcyUyLa2weP7tLIlppWxJNmFooHdooMuFYfWbq/D8wtil4izWVKv5rTwZiO/c2xfzdzL9RjG3WhpfvvrG32+GXKiQ3dIwV8fwcH9f0g1q90l2jGE4V8BHws2VK2+9Kasif6jXybGff34hszJz6q3lO65S8rb3vdTT/zGuzrTUUnrysrwybmu17EbOdkWHd/e2e33W5q3YBQYAE91xcHhFqY+mZ87m1qcErlle27LF+PCB3Z0RvwAw6PBGugei4uS1ShUTBvpSUW+Ax7aPKDzAy/OucOfeQ7uXT01On3pPXpx20phWU6DHv0PqSvL8w1UnzvOi0+OwlwszH/yyWX7S7dkX4SjyViSIZ8O7TjybVYirk4tLk+8vTtEsS9p6TdFpVzCZTEQ83ignaYV9y4UzC+Nv/DQXcSE5l1eBGBrcsXNHKkTmHyzZMTo2MNC3slWaXJ4886vN2aAELb1c1S17W8mOS0635GDTy8tjH7yJqode/JJ1+9tI0d/evWf/8OqZiam336hMOXG5XlY1PNA5vPPAYAg8dAnULG8sjp8/t9DgAgG/kwFbssn429qCXhf3+XLlCKDy/AevrX54lRIv+odeHuzvfzhJMM7pj3b1R8SpyVIFCgMDHVGvj8Nu5NM8mJkYYNr69+xMV85fnJ+88Gp63kla5UxGd4cHD+3sCYek8vwn8lk4S0u+vcf3Lb8zsTBx9lR2fspFIVWWm3xK7E84uEeEO2mOdfsC9NxG+uLJt2ra872kJxR1FVczUxdOElsCktdrcvPTD1Qjy9YLixfeydKYXsyW6iYM9vfsGOjxUmy8O+7fmq4sTF0B5pZg5leLxq22h3r7hjayhfPjqyNv/Gw57ILVzJYZfZLyh0NBUXC53XAjP3f2tWb5mNN7IEl/uGHbkuy/LVnOOHzBtlQNhgLSvYdlIOVyRXc+/UKm9u5UZuHq1XVv2EuLkVSy6Qx7OEBxXTv6qtdX1guri1kbUo7A0K6Dzx1K8bCY7O8qWcZybmslZyKCcvft2f/c4W53yOF3UThJc2dHlzazy/MIpwRvm1sQWRxhFCP6oskE5vHwBIYBAAje4Yu0t+u8TyRxkkseeeppKHln5zOKyfj8XsFXPbuSaZAkgWGQ9Hb1HsAIgj11aWZ1a3kZYSTnDjskp0AAgmU90VSKcvq4+w5QQACgd/iZZ3C31z8xuZTJ1zTTRrgzkvQlBw4ePzScandZZeLYswX91Mza9YtZzp/w8f5YhwMLe500ABCDvD8aTxBOj5MjASG5ojue/gaA/OmJ1VJpvVzEacHr8QQclI0AhERsx86hdRWubjZ0pS4rKsIk0tPXE5WurRaAo6090RFztoqxf/zdIm/vkecwyecenZ5bL9QahoUIKZTyxAf3Hjm0uzfm4YE48OQ3bcidHFvOq6oGaW8y2b17/5GD+8MUBkDs4Jefg4I4MjmzXpYbJi5EejoGEj6et/2BaHsC+b0iiTGi2HXiq1+H4vtjM+ul/HoJELwjEI75KAAAAkSwc7BvsFZCaxVblqtKHQEJd7Unw/6xBbzKesLJHV2uewYZY32+rqNf/w7jPTc+u1YoK00TAcrtCQWSvXuOPHso5CCg1L9neEuVwXJOszWLjQzsSLpH01VvwMkxGNABgDhLurv39NkrC1sNyuFLxrt2HTx6pM+P3xT2kI/G290esr66qlLejt7ojmdeOtQTkCRaHDyEEST93qW5tUq1DhhXoqtn/7HDe3q63ISs8a5oMmW7/AJ1s8ANJjn8XbsPD65ezDTMhlyX9ab5+Q5fEIzgiqQ6dOveGLXLKdIYhEDwxWLtCuOTeBIAjCSEQDyVcoddPE1AgFGCyxdLJJohD30z2xtyoXBbIC6pS8sK7m7viux48vlDg20efktyBtqSChVx0RAAOrrv+LOAFS6OTK3nFE3FXdGBxO4Tzx8fCPsFHABAO5z+zo4oeW3GlNoHu6N+F4cBAEmK90aTSdvpFSkcA4DkXd5IIqGG/DwEAABc9ITb2glHwMUxgs898NS3bUw6PbG0ld+sA4wU3VFPyE0iAAEu+WLxdiXok1gSAICRBO+LpVJcxC0yBMQdgXjvzv0bhYlCQ61Xa3XTsgC4PZVgGClFDn3t685Q7NLo+PxmrqabCPKOqD81dODJ47vaXS4Wt3r3P4UT2MkL4+myKgPcGevq2rP/0N49fV68JDsjyaTtDEg0jQMACJp3BeKJpBl0kpAUu/Yce9LGaXZ8JduwmtDXfXjQz0wWqKBHZAiMuDGnEF43R2AYEU709Q8VFX2pjpR6VVZxKRhr110hl8TihBSKDp34ho2zp8bSRbVh4oy/o6t/74FD+/YGCWARUiAeTwCPW+AIAABGUKK3LZkUI16OYqVoPJXcqi+kC2sLGQthXHhg39En+jvD0ufEl0OS4jzhVEq5V3lyvEtgcEhKgXBbgnR5XBwBAIA4xXrbEknJ5eVZEgKAMS5/dGjvnolG2iDC+3e0+xwcBgCkaMEbTSZsp0cgMQznnf5IPGFIPpG6kV4G6NCup04AjuOvTqSLdbUJxbaeoV3Hnz22I+6WQINzBmJJ1RFxMTeSRkjRFYi2N6ighycwAjnD8YSFAg6BxgEgaN4dbE8k7YCDwHAAIOfyhuMJPhhwMATtTD35ja9A6YOrc0u5rY0axFmnOxr1UzYOIeA9/kg8Yfp9IgkBADez46AVcIg0hgked+euIzuyFzdVQ6/JZnBXn+Sym++Nrq5cObcuhLpCoVA7i0JeF09CgmE90VSKcPk4msDu3lUghEB7PKnBoFNkSAo4vbFE0hH2MhCHAFAOdzCWsMSQm4U3w4PxtgTyeASOABYAAGcId8/uPrS2mNUohy/Z1rnr4LGjA0EGgqGnn16ViSvLq8uTl/Nel1MKpJINl8MvkCTj7tl/DKNZ7sL4bKZeqyHcm0z1JmM+gffQ4e7hg/21q1u6plTqdcMwEPidkuzwxkGcT2J31bAX/z97+l/D+Newjt/H+Mhn+bMRsu1GpVgHtCDwLEXc44RsU6tX6w3TpninU7gjwdO2dEWR1bqOC263RN+Z+2Vbht6o16o253by9A2B/qgmAGNr+nqZ8XndHolGaik99t4P/sNP52Df7/3ZHz7Z0eUjbwUrm1q1XLU5UeJYivgoQQ7b0FW1Vq81LMg7fU6O+vC8BbJNvVEr1YHTITI0iT2OI7a0aqVmQJrjBY6+sx1WQ67WFBMnONHJEZamNMvn/+Zf/fRixtP/0ssvv7i/67eaYIAqM9bC36DMaXzX/wJDxyC2fdUD8/yfotI4lvou3vNPP5NbuGZTU+rVumJgnNPr4G+X+LhJKIC0aqGsmCQjiKLA3FvvxG5qsiI3DMQ677wl7v5Bbso1WUeI5BwSQ9y1S6nIsqIaGOtySaTV1I3Klb/70StnL9WTu5/52j95uVd88CBbjVqtVlcNjORFURLYu8ijKbKsaAgXnB7+w6FB6vz46df+4w9GM7Fn//mffaODUE0DxylW4EgMAGQ1UOXk//U//+Ryo+f4P3rphSPtDl1rIM7lZO5MhAPIMnWlVqwoUHS6RY4mHnb1NkC21VQrhYrOik6RZ8nPSD0BOz9iXf4fgVknnvoZ5ELbP1MYtWf+DdAK2MB/hwUP/2bdqYUqp/7y//jp2Wxo58svfv35fm9TqVucy8EQ2IN3z+2mJsv1utYkBY9XunnxJ0KWZRrKxsb0e3/1r16ZIfd++7///vG+sJ/6eCOBALD1WqVu4ATDCjxNfARjayi1alXnPH6JJbAHnFOzjUZdriuygTGi2yuS8J5UXMvQqoWSAhnJKfLMR6hPYZt6Q9U0G4pOkQQPTUGwm2pdlhsa4Ny3u/FuUgOkV/Ml2aI5URR4+vErISHb0FW5WlFs3uOWaOpjHddDRt3OnrPP/5ew80/wju9Bsf2eB/6nk//nYnn1az1Pf7v/+S9OKAYZDUWpV2UTF91ekcaxTy3PxNJVWWkYkOBFB/vYFoAs21ArhYpGOx0ix1E4MjRNVWsa7vBI9Kd8izlqLFx7/7Uf/OWVjeiz//zPvtFFNe50/h9+WK2imDhG8yJP4tt8QVNX66Wqwbo9IkMQN1psm4au1Eo1jfN4RYYifvsnUJfL6389/ouV6sYfDL10InHgCxhlf6y1CsY6vQwAcDs7gTgtuigR3PffEKMEwcXz6P7TShAjGN5Js+CxqWzr8rXX/uFvr6wZosvvlvBGbWt1adMG7r17+j0eCb/zrazT/6DGPiKQRvGihxMQAvDeWQfiNOcMsOAjuAqMFl1esE1DMIZ30hwAADXrW9Pnf/Kj03PryxmF7juaSiba2Na500+EszjJii5GcCIA4XajBhnRGxDQtueVAIAkLTgoAYCHCwCAkbzDyW3zGKQ4wcUKACCrYeUu/Pivz1ybW1ir4YE9ib6hduHhP8oIDpqXtm0bRnMixYqPaBfOOHj2gTaAESxHMew2P4HhtOAM8o77DWB7v0DxriCLtu/gFh6PpzQjUPQj3RUkacFJ8ehGfumtaVZeG//g7JtvX1jc2miS7gOH+wIO169VWBCjBJcbfFTvCXGSE92MgB5OG0gwooMWbhB7OzqRrDMQcjzAJB/6fooTSBY8Ro0tSLKikxERAA9oKQSQEX1B4WOwGhI07/CxEmjZwycOguElmhU/fV+DUaxIMo90/Pf9GSQFZ4C7bQGQoFmRYkTwm2fCA5w/Rgku8iGmjZG04Apwd5MX4gQjuoKPsuzPLGu+oJMKhA9z4Q90sDdONMOH/CT+kQwpceCJfcq58aX19aU8wCku2PlE357DRw/EnQ4SPmZjH/mhD20w/tHmkQc5l9s9ZjdNrZBJZ/Iq4+s/cOjp/Xs6PVTL2X9irH0YaQEA2EMI+Liy4WHsv1mA1LCMcmYtk6tCd3zvvoNHD+yJ0g//6YdNSw96IaRo3h2IhPGAg8YhBrG7d4IgwEV3MBTRPS6eJuAD3nCj0/CP5Bjw1sGLjy4LeKc/FMZ8bokhsccTIduOuy3L5Vw2W1PIYMehvc+90B9zs79Grakbe/4f4+8fkzcPN6pfg04PN/aPZNiP9AyPnChb9vCpuXP8N/Omj6Ef7ifv41PyEwBF8+5ANIwFHMw2zv/Rs8oDze831+8tyf55M1iccCaHj7Oh/kpVbZoIIxiOd3iCoYCDwQjsd1PmQob3dh/+7j/uMUna4Q+F/R6RbOWxf+7iQyweOviV73U2bJJ1B4MBj/vTuMOc8kZ6j74sDeusN8oQ91Y4wEjI9R79hnPYFtxBv9gi2W9VsEOu68CLUo9OS36f49cZC8wR6XviS1L3IcjyrkA8JgkU3lrxt9DCFwuUN9Rz5OU/GNIZb5QlWpemfxYlO0IIIARsHSALQBxgJMQ+1ysKCAHOOcMpZ/jz9FEUI4Y694Y6v5DmhCwd2CYAEGAkxMnPLXNxEnemhvamPuW38JKPl3wPsh4cUL72Pl/LiX9i7tduAtu8uRzCqY8UfgCkJ9bliX0C4p9zhTtc4Y7WiLTQwhcWEOckb1zytnrisyfZkW2CZhWpG6iRB80asDWAbAAgwBlISYB2Az4KadeDjgy20MJvVejYwFSQsgm0HGhWkancEj0UpERAOQEXhqwfYDRsZQe18Flkr3qDvahZAR+yl4SkBCgH4COQ8QGcabG3hRZaaOELLdkRsoFeRso6qi2gyjRS1oFeBBgJIYFsEwAbUCJkQ8DZg0ndQGwDlLMl3Fv4zMgdBAwZNTKovozKk0BeRVoeAAQhgWwbIBMQLGT9QOqEzl4otAPGCwmm1W8tfFbYa8pIzaD6CipPAnkNaVsA2RCSCNjANgHOAtYHHV3Q0QPFdsD4WuxtoYUWWviCSnZkW0gv2ZvvgNXXkVnDgkexrj8BUgpSDogRCNlAr6L6ol24ipZ+YgEI4y9hoeOAC3+kHdsWWviUVpuoqdiFS2D1l6gyC327YdtLmKMbsj6I0wghYKpIXkOV62jtdTv9cxg4DGMvYI5ugLfC7S18BthryKhwBaV/gcqT0L8Xxl7AnD2Q9UGcQQgBS0PKGihPWmtvoPQvoP8gbPsy5uiGBNvqvRZaaKGFL5xkB/Kqfe0vULMCo8/h0Wch5QAQB/B2SWUIaCekdmKuQdDxPbR5Ei39yC5cxVL/CAYOtoathd8ymnU08+9B8Qrw7MT7/xTyIQCJO9gLAMFBZyd0pEDsBbt0DS380J74lyD+Epb45uOUbWuhhU8RegXN/wDlLgLPDnzgP0AueC97cQZKKSAmiOjzdmkCLf2dPf7nIP4Snvpuq/NaaKGFFr5Akh3ZBlDWzPH/HfIxPPVt6BoAlHRP0Z2bkcibIp6CoWOIj9lrr1rLf4csHQ8fb41cC78VIGSDZt28/hfQUGDyO9B/EDKee/K1bsXR8RunqDH3IBr4b+yNd1DmPctU8c4/uFF2q9WZLfzG2YuAXrGm/jVoVmDyO1jwCUC7H8XeIcR47cx7aPOkZelY5/chbFXnaaGFFlr4Akh2ZFuokbOv/QXkI1j0Wejqh6TwkOdvzh+UBFy9GAD25tv22quQDUBnd2vmaOE3r3iQqdtzfwkMBYaOY/4DgPY8UnxDggViOxZ9DuEUyl+yuQgWPAJamcEt/ObZa1v2/A+AqcDQUSzwBGQeXZEBEiwQ2rHI0wgSaOuMxUdx/wFI8q3+bOG3i6ZllBvVzXo+p5QapoYQYknawzqDgjco+AgMb4VFWmhJ9l972tCL9uYppBXw5O89Uq/fNXPgNHD1YlbDXn/dXv4JNvDfApJvqfYWfqMwFbswCvKXscTXoW//4yieWytPHAgxEDwKmnV76cdQSgE+9jmuAtnCZxGWZucvg/IEjL6A+Q9+BPZiOOCjIHQU6GV74YeIjwIx0TpT1MJvCwW1slhaXSivFtUyjuE4xG/c8YMQWiyvIYAYnOp0t/d6k27WQeCty2daaEn2j6fXbQPV02jzXRh7CboHHl+v36Ha+2Czas//AJWvQ88OcO9xKAQAQAh8lMtC0Ud8/lPpmM9AG1p45CDZSCui9M+hqxf6Djy+4vlQtfMxEHoS5C+g3HkYlQDu/YJ14I1+aFHpt8TeZhUt/gg6eqBvL2T9H5m9XBhEnwNbZ1DhCqCdkA20erWF3zA0U18qr0/nF9drWc1sciQT4D0+zs2RDASwYWrFRjWnFLNyoa4rG7WtXl8q6Yo6GLHVdS20JPtHnzb0MqjNA1PF4i8D8v7iAwgAW6vkCmXdZiSn1yXdd+cVpByYqw+5h+y1V6CUuF0wGNmmpSvlQr4ia5oBIEExguR0Op0iQzxYItiNUj5frjYwWnJ5/U4e33aZYdum3kQkReL4Y99IamnVcqlSU3QTkiTr8AfdLAbu+esbdUUqxWKlJiu6jSBBcYLodHmdHPmppTojQ66UlCakebfEYbapG4ikSRzDWkLqkTA1JK+C0hh28P+GrG+7EbL0aqFYbhik4PR5HNR97MUpILTB+FfttdehexhQLojhN1lmmfLWSq5uGTa69TiGEYwzEvMw8DNyFS4yG0pNrmuQ93mkx7qPDiHLNBq1YqmqNHStaQOcZHhRcrrcEoN/ovIdWaZpWRYgGAoDAMn5DQUItOBwsq2NuBvs1ZGcBqVRrPefQm7by9tsvVYsVxQN8s6A17kNe2kgxLDEN+zsWczZgxjfrU1OhJAtZ9P5elO3EAAQQgynWE5ye10siX1ufIvVVGq1SqUsmwDDSIc/4OJoEr+HXra8tZmvyZqJ7ug50hkOu3mO/vUuSbeVck5uYrTgdfKfEVIjBJCpNxEkcILAsU/3VUg3m9fyc+dWR0uNatIdOxjdmXLFMHjvZGlaVqFROr82NrI5uVnP1aODg/5uFyu1fEALLcn+EVFPo+osFnkSkux9OS0IIdvSSivnf/Gr9zfNziMnXnpqn3c7Z097sOAx69I/Ax3fB7QXQBwgZOnV0tLoO6+fnlgtlRsGoJ2++OCugweP7k95t9cWCACgps+99erV6TzffuCJJ790oBPfTrGbuppdXLYiiaAosMRjzT7IrKevnHn/yvhyqUlIXGDwy9/7cp8I6Dsv3kYI2Yaem7rw1vuXp9cyFdXEWDHQ0b37yJefGfTTGPnpaHakrlw7M50jIr0n9naScnZhzYr0BCXyMb/siwyk5VHlOnT0QCEGcfo+OiFTK6dHXnvz/eVKcO+Jb77whH+7GZoUsOAxa/rfIGUDinGACTcZo1Vnfvn//N2Updo4eZMnJONo2/cH/+TZNkqkPiM9kF0evza+jPd89fk97kcSBiHL0Gu5jekLJ89eT2eLRVm3SckT6x3ce+Do/u4Qh31yoh2ZaqVcrhRgsDfGA2Asv/fjMWJ3+/CRI4mWZAcAANQsoPwI9O6C29TJRQAgU6+sj731znuzG8Lgie99/XhgO/YSLBZ53l74T0DZBI4eQHK3Blqbf/3f/fSaUjFwEscgTrHOYKT74DPPDLc7aAr/POysIEvJL1y+eObCyLpO4BjV/cK3nx9MePl7ljbm4rs/+9nodK5BUMQt5uHu/b///ae7k37u11t0rYy+NZYlY8PfPNr32SA1AgBo+Y21JuV2e7wS+6kNM0KoaRlzxZW/Gf9lmyP0rb4v9fpSOLZ9LxA4HhR8X+t9Zndo8B9m3npj4WxdV08kDrAk/ekvYX73t8tbW/4tyf4htC3QyMLkt7c3f1tde/+HP3rl6nSW6Yg27wxT3N1kDkgpgDNA3QB8BGAiAM3qxtzFX/3iXfPp/+xPD/e4LC07Nzoysz49Md2ZOBJ4UGxDX7h4oRw49syX9z3RKRIPcIKWWto695/+Vv36n7zQ2/WYwtbOTrw/kiX6nvijQ/3W9OXX33xv5pnUTuruIItl6YXRv//Bqdre/V/72j/udpD1tfmJ6xfHPrg61Hs8QpGfjlOGrD/aZTsxh5821MLSuR/+UP3Gv3ihz92S7I+GXgT1FRg+DuC2Oej65rmf/PRXl8ZX8ZhDNx7EXogBSgKenUBdA3oJfJgbhoyGzPR96/l9Xb2hG3MfhDjFOEjuM5OKCWmHN97Ry8EQ/1hsMarpxfNv/L8/m2MPvfz8i31dfsworV6/dHHsg1/+2P6j//qpwCf3ZaiRmb4+Mvo+9fy/iHUQAJi6qlmGYbdYewvNKqjOwsgzAN+2trqevfTzX/zq/MiC5d/V9eB+wwDtBI5uoOWAngdk/EP26ird9cyLuwd2xBhLzm1MX3rztb/6W+J/+M9PxKMu6vMg2cuzU5PpFbTjm//sUJc68m///NLK/na3m/fdM72YmkYndj47fGRfwnnTh2M4IzmFX3/ZbTY1TbOb1mepW+zS6Nu/yHv373/isMTin9ZbTNtcr2X/1zP//tmOQ88mD0WkAHyMUrkxR+APd3ztlflT766cxyH+pc7DLbn7ON8AAEAtyd6S7MhqomYFGAoU2u8vQl4E3QAAIABJREFUTY2asrb81k/eygmpVIzQH3JjB4QQYDRwdiNlAzpkQIrAVhtKOVfCokcOpHwOBw8lbtfRUL+BcFrEELJRI7twfX55s6Rikrct2d0VdcP62viFqwvFLWGR8/hDYrIzwplNuTA/cX2pIEOHt70zFQ+4QWVr9srFxVJFH7t0GehRBGmRlKJdEeGGdzJyM9NbOOfxtYWdH7pk22gaiOBomjSbtVq+znoc9+XUIMM28mvrmnNHXyIa9DloKPLD7kTXAZO6qdKatUx6ZXFptdAEUjjZP9DhIW8EblCzXsmtzc8urRc16Ez07eiJuprV1XxVo729cR+OALDz05fzdJvH5xO0TC63VRfi7sr0OtnTHTGAjQBq1Mvr+Stji6WqPnpmpBF0kIIvGIzFfQIGALKAsTU9msMjbf6A29k6JHlT9NSQmsGkHgDvtRpkaMbqmz9/N4OH43HMYB7OXohDqRM0cqhZgaDtLkFECQ6Xx+u7te8NIcQgBiCwtcrm8sriympRs/hAYnC4z89QBGbr5a215cXFzbyK8f54z1B3kCMo3K5uLuWrqsZ4uNLs9ErREJM9g50xn8QTAJmNRnVz7tpsutjEpVC8q6Mt5HEQqlLLz4+V3H3C1tR8toIJsc5Um4urr0zNrOYsT/funQkvL+AQIAAshHAIEAKoUVieXVxez9QR6Y4le3t7/Xd8ulXeXJq+dHlLeOpP/viZDp/EMgRAosPhbt+hGabowYGdmxopMBHaqDebADjjfVHGthrZ2Wvz6a2yxTrCyWSiLcrp9fXZSTU20OGWOArI2WyumjVc/d1+CgBUT88uqZYp1zMzk0sbeXLs5DkwPBwyAQC2Xt9anMykV/Ka7Uzu3Nsd4EjqCxtzNxSkrGLOfnDfsVFkW8bqyddOrTdd4fYOCz6cvQBAMQX0EtLLUIjfzV5edHp8PgF6XA6GRJuzf7mwUjsYsFxA2VpdXVxa3tKQFEz0DXZ4aYbEgK1Vs6vLs3NLec3k/B2DQ11BUaDxm/5tZnm9bDLets6BrrCL5wlbKWbzmUzdM9wXwHAMWqXlxbxlsd4OP6bnVi4V3YPu8noBD4RC4RDfqOY35mdm14oKdEZ7h7pjHg9PAquhlDcXJ2cXC03K05bqScV8Dp4AyFAb5bXJ0am1qok7YsnujvawV7q7n2zTMG0ISZojbC2XKTMOliS2l+EYxYgOt8/nwW73G4ZhqLI6nVctDdJoc3auYDu79uyMk1pmaSldqJG+aHf/YJSDwM5PXy5QPqjLSnZjUyGEUMfO4XYJv7sKMrJsS83OTs6vbJVt1hFOJRPRMKNV0lPzoLO/3SmyJAaApRRKW5nZurSzj1y5XGBClFLMZtZlyxHt6O+M2auTkwubDT7Y0ZtqD3gZDNhNs1GYH59c2mogIRDrSLVHfQ4Smc1GbupSwdXDq9nC5vpWg5HCqYG+iLOxdPXKwvpWuTzBSk7G7oiHP4WUHYRQVi787cQrB2M7TrTvDwo+7PHKTkAIRZp/OnGQgPibi2f6fMmIFMCxuxcWyAR27uyPfnwx40ocPnxoT0eABACZyK5OvPLzJceB/v5Ul/9h1b2Qbdi1lZHTH4xcW1wryjpgpUCic8f+J48NBRn4MUJvVmFhafraq7nO/+qrPfL1199eFFI9vbs6HQ1VLcuYK+yiAXisX7UN0Fg9+8qbV1arFYMLdu7YfeTQ7hC1rTizDXl97PT5q3MLa/lyw8aEQLR7+ODxQztDrD376s9mxVhH925/bXHq+oVy8o9fHvp10t2QZRrVrYLldErMr5st1pLsn+acoQJTB6QItr1CD6dJ/+CRr8QlYvZkbbH2cD5gOBTiQCsCqwEAABjNcKJbMM6ef+U9arivO9Hml0QnhwEAkGHq2ZFfvLFoOxmOAvWlqfPpuY29Lx4L6mq90bRMQ9f1pt7U1UJuZeT0O0t0W5ubsXIL59fW0t29vVFJb6hN2zYaqqqbcnFtfqVG6+7gjgBuA6CtjJy8qvV1DPna7/oWTywizKenz72WWaIQNvz00RhO39PTkMAIZzDIXJ45e5FUzB1d7WGvR3SwN87J2I3M+OmRqVzBEnxu0i5cf+eHk5kXX9odd0ggvzQ6MnJ1cYsKxFyEtvL+2yX9xD5GmVtdLkr9XXEfDgCwspMfTIpP9tDucGV56vS7Y3ZHgMcDA8mUVd6Ym8/h7jZXQFcbTcs2GopqyPL0TCab0iX3sAe3LUObP3PyCtXL+f2hlo3cdqUN0CxDoQ3cP2FgBOHrP/h8hEEL588sZOCjZhKhDWXT0FS3m54QuhGrAQAgADEAkLp++e2z1zJ5k/e4KbA1/e5sDn33uU6usPDBmbGlqsq7/ay1NT59ZWL16RcP9ob46trU2OVrC3iq3cvwhJm58tpa7ZnD+weHAs384sS5kyOLRLTNQ6L0pVMLy7HB3Yd2O2Fp9vwvz+vLKZ/EwWJ6fmnmMuuNu2icsmvzb/2qTn3lWF9voFZcX56dBvie7jBU02d+/u6UYrCSi0e1xfH1lRL2raeSDLgxS1lyrpDJrTdDu57oCbmZm9kROEG4aA4hG8MgMDLjJ88VHQblCESTnWJYr5WX3v/F6wuE0+8S8MrCxaW56cTQ/oHu+vyZ03nBe6iLwZvr02Pnr0+YPVz7U10UUhcvXrgmeD2UpOta07RQo67oJgIAWJXl8Xy1oflJolnePDu2rH3vWwejQSf9BRTtyLaQ2QDNGuSjALvf52OEu2fPMwHcWBofWZjXHqWE+AgqjUKjfh+vMRzHCYLAACIowjZ0BABEen7i4uj1zawh+D00Ks2c+tFU5ktf3pVwE+tXrk4szNSleJC31fWrpxrwqT0dHnNr/NLI6HKODkRdeGX23V/MpHce2bez22cVVhdHRzb6B7v9GA6AXZyfmtR070C7RNYWz71yxlwM8Ky/k/c4y8vz45euXM5SoZib1levvF2WDx8Y7paslWuXL1xfZ6JtbtrMXH4vvdkxPLxnwIWysyOvnVl0dsYkyqrOTowbij6wr9t1p5rAxKBXmiOWLr/7So6smH3PHk54hAcJ1LvN+EbM0iwvj49cS2+Q8agTI7SNs3+/tNDukhwiqZcrxfRcusH//tEEaWUnT3+QYQwhEBBxTK9tzE1cXTzxzS/1RdgPVaZeyy69/4vX5glXwCXglfmLS/PTyYG9vcnq/MlzFfa7T3TRDh5rVjbnJy+PX/c8s6c7O3HydN7hFv1OtlGsLE6OTEx0exhKwOX09YVco2buO97DKpm5i29+sMS0hVwUVpq5cnp9Kbnj8KGU1FQ2Rl57r7Egudxe3tKK6ZXF5VXthe906UqjaZiGrjU0rWl+OptapUbt2tZ8Xi19p//5sOgnP0oFGBzDfLx7R7A7Kxd+MvXWf7H3OxzG3i0fDWvjypW5Sq68iVZioXg8ECYBwACkeafH5eAYEn+o+lS10typH/9q0gj6ug497eMp1KjlNjeuvf7XGfmbL+9sd3HMR/U4TUUtZ5e3ggBASnC63TzHUraez8zNnB4njv3hiRgOHkMwI8toFC+/cT7nSg4P77VWlwsbo9c3h0Lt94bgkKnXsitnX/mHyxU+1jlwbL+bs5uVzHp68s2/q2PffyFVy2dyTSGo4xGGd7g9QPg1vZFlKKXRX/5KPXx8byoV5Fqa/bMq2VETAAQIdtvKjBCjcEdiaK+NZ7KXSKz+yOUzKYJmHSATAAAgLfgTA8ePZi+m18ZOrV6/JHkCkURnZ0ciGWQxjHPHuwnGyUsCoS7NjC5cv7aQOZaMJrtCzguKN94WiwQ5tbw6e2Gs6tj/dG/CJYDa1vXLU4X09bT7yWiiw8+ON+KpZCQaYCob45vr83P5fr8fIXXh2lS52cnwd28JmvVCRdGK62s5qt2x6+CRvb1RtiHXAMvT5O3jShDHKW/PiS9lLy5tpC+fXp+8JHkC0USqu6cv7iBr8xNj6TwWjA30d/kIq7xOl05dHV2OOrqAPDs3t7Zhh4Z37Ui6CKPiy5p+J1sp1GqVMnZrtkVaNVdGjYaBTE2Ra3XFE+kZ9AciDp7KKZVqlRSg6A4l4n5ushHvTrV7zNLSZGF9bqU04HYjo7pweaJMnGBYlmllAt8Vj2kCSrh/jwhiBBTj/btiWLZ4ncKyj4z+kAKym8A274mK1ObOvFObmriRug5JWggNPnusy5oZu7pcwMOxob4eHw20WiCL3AxUF69eW6woQnxoZ2eYNeQsU3nz3Oh0wsPFkFqVVQNF4919PheHfNXZN7JbW6X2Bp5Lz0xfq3r2PjuccpGg5hy/eG1zfvq6f7DXVko51Rnq6Ih7pWLz7MWVtRqQ9vYlRKQ1p/5jerNUSxg+Q1Nq5QJomE27OnHu/FojtqO7N9UuAV1WKiot3TmXqDVV1hQm2B5gcAzpW/OLG+WyYiAAAM4wruhAt1Mtb5WNYCTR2dMZCQp6PXP9vbNZct+zPV1BH9Uozo5dX1m8NO5o2+mAa1OrheGQC1Uzpa3VjC6x0xt6Z9xen5urWnsjvnjEqEY3yjkq3t8VkCgsCyDOuZ3RVF+ng2nmPJXpH89tVIf9/i+kZAfABsgECMHtwiUQQii29e6IgK3aysQSfKRkJ3lkm8A27jEPvbiyeJ0kSrTdrFcy6fF1sedou2StTU2ks4Y7PDTY66dQLcOU3pm4thJy4lw2vZEt6+EdvUNeolENFKBXoPSNydn59XU7tGvXUMKB6UVWOzk+P+tzu6SQrsrlfKlxSwjr9Wq1obFNZANTLm+UpEP7uxNtMTdVSU/MTa9Znp27diVdtFnJZAyXm0P55aXZhdmGf+/+gYSTtMqCdW5yc1la9KX8pc3Z6TL5ra7uKEVqpYopSvceHrca9VpdLubz2bohDBw9fmBX3IfrjQYgSIq9O5SK5JXrZ6vy6sit2CzuHXrmUI+jqVRkDeGBZP+AyDTZ9Stvl+2n49GOhFBcnZi+Oru8rh5ul5BWydXt3mC4sy8hMkYhO3fl1dOnJgfbxJh9ayKt1Tevv3cuS+19rrcr4KXU4uz49ZXFkWtSdIeP2bw6tz7od4gsUchtrC+sGe5BiUCrlVwdRfui3Z1RI700UZmerpF7h7t9vE1k3pgvbm2V68Fadnr0UtG17+n+lJ/B5c25sanN5evX26MHXZZa2qzxBzrbOrvDjLUxMTm5MLZQQMOhRMLvmsQdsbZY1OekP5Vkioycv5ab2x3qjzvD1HaFcY3S7PjoQoGItnV29YXvZTiB4TEptDvU/1djP9us59ocd/6IbRnK2ujVvNjd5Vys1bZWVnLDwQiDQQAoVpREnqUIrFHN1eqKTrt5JVMkwlHf7ZPEtiGXNq68//46P/jU7l197VEPRyFNzq8uSZdefeeti11RYSjsNHKyhkEpELix51/bWKnRDqfDJVJIV+RSZi1TruuQdUeiYY9ToCFAyLb+f/beM0qu5DoTvBHxvEvvMyuzvDfwvgE02qG7ySbZbIqkRFFmhpJmRrurmXPWnDO7e2ZnVrMj7dGsNEYaLSVxJZEUbbNpmmyHtvDogiuD8r6yTHqfL997sT+qAFTDdKPpAFL54QfKZL3MF++7N764ceNew6Qbc4CiShwqpeKz14aHh4c515UQCkhGEatOu8Mu8xjAMsxadnEqy4eDdlkQyPVlo1nLL88lSfvBppZYNrG8tr5evcOiyqpksvOXX31rDrqPbdvR2RZ22wWo5VeXggvuOOPgMQHTNC2LAmY4QVY1S0AIrOziXI7lUdUspldzFmPzNzW5ILGwvJIuYpvL7w+4VR5ZllnJLM/HE7mCwUiugM/ndrKV3MLY0MjoSMnuVhmJi3jsCmuWK+mV2cX1vMHKrkDA57Ar9fD7fZfsG0rdMu+qwhEny2Dcy7lzCmDVAOHrG0REUH2xHcee1q6NzS4txdeS8fErq6sr6znjoV0dNkZSSCKdqVQqIk8pJiSfyVCxJxzzaGLCHQgEfC5ybXhxamgVDolGIZ2oImphs5xNrC2mrf5wxCkKxUAk7PF4HE3BmbXk+sjY+i6XrTo1OKn72wPe4I1kTWqClZ06f2a85HQFTRF4QJwsgrU+dOaq0LGtKehSrr8UY0b09R45IgenpufnllbWU/MT6/H5hUTtyUc60qPjiznd52kwC+kEtXRLVo3Fkcm17X66OLtexHLb7v0DMQlTgFiLiZBxbfJ9nrFoc7fs2LdDwwghnWzE+HnZ5gkHnCJfDDaG/XaxO7RwZmVtcnatS7RnZgav0cCjDX63wtcz2rZwFBAGywDM3c5eAE6SwGDuzc9YNQB8+/YmpdbGP7TxjUUBkBG/NpEWPDu6dm7rCgmYUtrSaWJsTk6Pp0g03Ll9V09AQEYt5DSG3/7O3Eq6xWMHxGmeQGv/ti4JADxLvhMXa3q1nEusrMbTtOkTD21vFxEQ6uOSc69NrE3PpTsbCGFdjf197R5Jc65OTZYqRrC5r7sFCrWCX5zWa4ZhbInL1BavXM26Djzet60n7OaQZVmUUrL17i0LKAAmGAECMPJry3OLS5mqpReKFVp07m5stVNAkr+tvbu/LybQzMxCfPpKKfa5PQO9PkVlaESuVIvvvjaxlHy4t8P25vJKNmNLrObAkjwdAWPm2kotYEzMGlq32x9r8KTjPqcqccGWqJsBHQOWvLFYe09vG2/mZMeK68sXijXTpP9oqQsYAKhlALqtxQxCAKwosQZL7qkMkGXckb213OrSLNSWi9lMJmMqzo7DB7aFtcyLk4uZnM0esYrpRIHWTFk1lq9Nrfb4o7JNFZOJ9Pz4ZMVhc/qawx6FrF2eWy9ipW3Xvv6YhCyI+azpyz9MrMVX8wHmfeYWBqmxvu39TW4ZFt86v1bISK2f2N/fLmEAiDabCJlrg6cX5xYSrI/Xs8k1AMqyZjKxGp+LR8Kq7PKIiYXxyZrD4/L6Al73xibtDcGem7t2ZXypJLlaW+0Fw2BlVYL85OCkEXQHG1p8wq3FwCzLsiy6+VNkbcbbkeDw29p6+zpwrYQithPJhram1tZ2bYUm16fHVovVjZdhOdDS3N7d08gjw+fVjGuvfmkmXuzxbJLXKmfzG5ayd6DXKysMjciVSnHw9cl49tjA9tDrF6bjbUGHDS2srGXTUsvBRhkjhLAWbG1r72wLl6iRijum+ebtfa0cICN4br5oVsvZVHlxfGwZ9vNGLpcoIgpgFkrp0vhcfp8DALAW6e7obOrwsjqfKawvn14vUdETDrk0xXL7A36/U/sZiKyKUY0X1tZLqee6H+cIewt1qVkzC4uX33715TeHkv7Dh7WG2yU7ACicFLOHPLLzyuq4S3RwInv9z6t6YenixaQ28LF+jzA2tJ6am10eCDRJAAD5lckVPWp3ufD61LWh4Vm20Qs5iNg9DnFTslO9lF0ZG5yoNn1+50B7k1tiEQDwfLhVFFH60tnXhhf6GjRzfXg2RUirx6dioNSMXz4z4e7sadPYQmp+amhkIW1YZq1avja11LmjtyMa2vrRC6sLKzaMKmAkV9bSpTK3PDUfkG3xwbjc3NXW0xyRsFUrlRcH3zht9j3mkCVBuGkURHa7uMW1hZHBjJ6rCP6OJie5fSrKJ1YnR69Wmz/90N7+oKyyGAA4V6TZHox0WLzI1PDN8H8xGZ9MSUcomPGr566UARONrSbTxaLOzK+2KuVUMZtcS1u2xr6+nX1NQiEzc/HsWKpqmLpe1icX3LH27lYnSSwupCqV6ury8noi5tZ4PbM4NTw6lzIxANC5+aVIW0tLLOYW66r9vkp2IgJmwShSUwfM/kTHG6hJy2tIabghnihiGNEd6T8U6QejmIhPXz7zxumhS2fB19TcPH/6tdfnkMdmU+1qLZUs6mCjtwaIqtV8NmPg1NRIGSEMQI2aSRSPjPWtLyWqLxL0LSWmRoaX+7oz58f00PGgz+W8odhpDYoTZ98YK+16et8htjp+6ey1c2+K+g7jnTMzfZ72iN95M0RLAQFWvC3bfa079lRy6eWxK2dPv/72K6827AyyqXytXErGF8crawDUMmjN5bexDLHyxbKJGdW+ES1EAIQQAGtzIQP0TtMZIbwgYHifAztYjbQERxKJ+NTwoq9n/dI12nE86nSpbF2xbxkkDhiFlteRFAD0EzgTSmk5AYwMt5adwfaOh48f6+9veM9+e3k0V2JVUZY0Dm+sbQkhAHouX8SCpKgqhwEAYyJ7vYq+WKjpOgDCGJPrO8gsSzACSs1KtVqpWarbLWLAAIAEzabwTCZTLGxwiWEBYwCMMSGEYoIB6Mb7vZcIlmWm0gWpTZN5iUEAgG+v3iAqgsiJlcRyqtbhY1ktEG7k5ZJhJqdnpqauLmVqAACI43mWYTGAUavV8qWCFnFLDE8QAGIVRZYFrlgpMP6ODm5kaW0FVpM1Tmju7vSmpy6MrHUb4zlvi9vu0RiUvs3fEIYQAgAIY8IyGOg/XuoiAoQDwtFqGvGO2w9jfDj+VlPA8LfnNxLJ7vT6fbBQTNVKTMNTTz7S72aMpVxBL6dTK4vj+joApSboTq/KcQzrCPa0l2qZi+MXz05LquYM9+7cGSvnShZmb/o3JLlcCiSrlUplc0Oe3uk5YowEUSSIIKiVShUTU9Xhvr6hQggBMMrlUjGfrrKrUyPZjQvVqMzJisxKNn/b7kPrr527MrQkibLd29zd1dXaHtwoZEoBoLJ48dK1lBEceORhtXTp9Rfefv28bTe+cG7ZtbfHEWp+r2tFalP/rgNPHOlwv8cm9BQAxoQQBoACEIIJw2CMESCMMMb45p0RwhJCMAAQnhFdHq00XjSM6wUZaE2v5UtFLeIWCfceSykXWW/3zoZTp6ZWW+18aXE9a0qtnY0SRvrGMOAN60aEEEI2Ki4gQjDGCKxqtZJLZyyanBkrcgQBUKOEsOpUcQ2AACDCsBtmTggmhAClPweLypTziVJGZsWYPXTrkVNqGNXUwoVXTpydnF/PImfNsOjd4oEqL+8J911aGd0V7Lle8JFaer6wPHxxPbC92ReOiKX5E5nk/LX4tlizgMBKzw7N6DsDDRabjs+PXr7Kc/2twRaVu1nN0iqXS4n5ZdRwqMUhCTcnS8xzor+v0/3CleVsMYbW5hfjDOujm6u51MzYdM0dabDcej6TjGcZX2vYwxem3np58JLCK86Qc8stZuYmZj2i0hRyyZoqcRxn9zpVTVxNXJugMucNhaJCrZhZunj6cnJ3L6CbVTQoAJhYczIrV86vC+6Wvv6dfbuaFKNSQZzAoBu1umilkF+LJ4zGg+0uXrq5X4QJwaK0udy/vn7KZVdmry45AYBmZsdGktTRuL076IPK2JmTL8Yre/uamwL+/NLpuXGeC7fHgpXC8my8FoiF3Zq1Mv7uyGiyiF2PbVccTplhsWa3q4oA5dWJ0XfPn1517jzYF+RKqyNnRy5WSpbgcjTa65r9Pkp2xMqIVSit0UoCSX6AH1MNUkqpVaPZMeTZAxt9s6lRq1aK+SpRNIlniOQOd+3ellrLnZ1cX4xXzNNvLIWe/cLTO5s9anns4htnXkvcuj2EWY5TnA6H1nfoWEQgHAZqGiYwrCiLNB2/npsIgEV/xO9bso9ePDfNpoYh+smoz6Xe3KuzTCs1t1S0N/scnsaYTTarhRPffP7b46IRePbTfod6M8+EWtSs5tJFJMqCwHO85or19FlmemLorZUsbRZl2ett6d27p9XFYaAWNWomI9vswuosT2i1lMtXTZuIASy9amCGUgBKqWkYlHIUrGrNsCyL3uNwUgpYboiERpcSs4PnprnsFPR+PmqX1brBbAWrIsFLs2NI9AL8JJLdpPlxJLqBvadSwURRRLNcKZcLNUvhEKVmrWoQnoiSaKXKpUJRN2UeW1atlMqUOV5k2LsZNWY5jmNRKZOuGE6RAFjVfKFcszAviQDZD2HLCBPNJlVzhXK1bFgiC5ZpGoZFeP5GtXWieV1+p49euXhhvv9w2Olq6vA0AzXKs0DTy6dvy/dHDMuIolROpcq1oCqwxKqVSqVyzZAcNo6PdreiH8xNJRdQbJuvvctFJv2Js4OD1pKjd6/D5uCQftNI67jTFiYjIdFPs2PIveNO6ewfhr/5KcQ7gbff8iair71n16493rXRU2//4M3JK3PZDoeTlxRJ9sjhrj0HOzwcRpRahm4ysmqTeQza7kDjTr2cmJm4/OYLP3zR1J6LIZ5Q/bp/o2CWM9kKMBzHc5vGs+HjqFWrGYZ5Bx+HeZEjgEq5dNV0ihjAqlUNxFCWFxRnwOPe/tDhEEcQBsuomYiTZFnkOBTZ/cw/PUCzixOjZ15+/fy5bIUP+Hpcm+Nk5eOreaJ53P7mmF8Xa0cWvvSdr89A2X/kU4Fo4Kd+4pKaNd0wDJMSbOpGJZMpCoLAkOtbIJhhWUkUy+l0xQhalMVWrVQql2s1yalynLNvd+z1N1YWuHgyZZj2jq6wAMa9BCRYllccLk3s2384YhMZgizTsACzgqqAmb6HOeRnglQ5U9LLjY7QHY6cUl0vLr37xrDVuqvFOp973x1hkeFbndHvjb1eNqqUUoQQUFPPp+NXr8VDB1q8ss1ub4ho0+nExGj8cFOjdIt4sQUbep/+7FHneyNfhmXpZV1QlRshC0qtjQmVqKqM9UrFNGt3+0xyINSlPRqu1izgJcGfH524Wiikc+C87dkILn9E6mhdH4lzPfu3NzGG1mubu7a6OLdaCnv1XPzy5VT4oR6fJl8XGNSqlYrrU+ffXQGuWsSN/c2dAx0evpKJLyWYxnYvDzeqSBuGUdVrok39sHWliaO1e+/eR/ZErIUhNTM9VNpx/NEej4Jmy3PvLNYKuSrb6gjuevLpcs2gLM+GueyKOZ9ezYnO7r6BhpfO59u7u1saPeXxt2YmZ8q+o0f2tEoAEHLVMi9cTc1Mz/XG7Go9ZngbGX6u78bZgXNCeugnu4oFRhFyEyCHgFEAAGrJ+MhG4sdAAAAgAElEQVQbX/2z//cbZxfWy4YJUMvMx5fiq0XR6bFtRDQYBBuxSHSHeCBgm8se8DYURs8uIkF1uNxOBelWrVJG3IbTNnR9M0jH+7wBf5M2d/Lbr73L9LeGVdd7Ct4hUDTZWltfzWcLIPtbW3p6B9TVaylXwC0JW8tVWGU9ffGb/89/+torVybWSzoFs5RKL0+MrbDegFNo6YkyqUIiuVIVnG6n0ybzxdUCcABcoCGkotLy0OBI2gBqWamxoWvLiYxFsG7q+VTKBGpamYm51XKhei+Daeg6UAqARH9DyO8w5k698sqI0r8zpilc3VzeK9k1kPyQurp5guInCbOnhkDwAme7p7eNdUchvjI1NbJQMEGvFlaGzgytlMDfGuMyC3PjYzN5k9aK5fjga+9WXJGwZr/b8SBi93i8Tj45+NZgwtAtMFNjQ6PxdE2NxPwf0pB5rm1bmz4yMjo/m6hYtJxLLF27PJEw4OZqmLiCsbbt3dz083/91benl/O6AWCW1hfnp4dm0ljgb0lKxbKmRKKt2bMnL68mCjVq5uKTExNzKdzcFuMI39wdrYyNThRySAk3eFXF3eScf+mHE3wg6tCu18+j1ND1Ok/vEpxRQIlC8iJYP/EQZUaBcwDnvPNvlWi0o3d/U/n0t1+dKNSsSFsDl60m15fKgtPtdNoVobRWBBYACsvzC3OLSSragm3bjx3rd9YsHbRAUIVifGhwNG0AtYz1i2eupLHi9vidmGAENLW2VqMAVn5peT2ZKd2uFBlfxKchLj709kjaAAArPT00Nr9S4D1+t8bnJ8bixOF0Ot1OEcoVs1ZDjF7ILI0MxYvAaZGeXfv7W9wClItbz4YLsogK6XQylTAE2Rnd9fg+38p0UXRIiqz89KNeNL04u7aeKFi0VkiuD58/m2oKR0RFup5nI2tKuKE1e/ad65ayPDExMZcmza0xliFa77bWWvLq6bMT1aqzqSdwj8EFrDic4QZv8ergEiiS3el2ysQy9HIV8R90h6ZhWtbPqPRkppovGZWAcqdmvUgQHD1P/N7/9Du/sr098AG1cDnChlX/WilVNap0Yy6n5Xw2fmko3bRrwCOLHPCBaMQnofTY8MxtJkIYVpBuX5sRjDmRLxcK1Lpx0KBaKeRzVWrk80XKCQJD7lpxrRCfPf3dL/3xv/8Pf/E3/+0vvvT8hfl4Vod72gxkvN3dXjOfX5ibTScLKxODqdbtvU5VvjEGViW1eO2lb/6guP+Z3/n8U5HE8tC77wxNx2cuvPSV759JWltz2gnD8BxbzueND7sPSRgGYwYAEBBCCLspGDDaONBEa6XE/Kkv/8m//eP/8ud//hd/882Xz0/Fy3DrItvI5LOp+emFiTe/+sUv/tUXv/hXf/3VNwfHJ+PZTCJj1t32/Yyyb3hzUJusxZdI6NiPf5Fqiq6eBEcPEjybBctYuzPYvKNv6uXv/cc/fF4URWxWdaREWncdfWxXQKoefeLCN976ZuqiJmuKkV0plODWRvGIc/tbdz75VOn7P/yPf/aGU8J61RA8Hbv3HfIHNc4ZCXDvfPfvVq7ufPrRXQPNfq8v1hGDf5jyf2RnQFOErWtTwmPHnkcfn/3huee/eulFgUEUOL71+G90jZ382re4jx7f2xH0biRJYp5RWw8eHn319Df/5q1vAMMQatRAcW1/9hO7HZqsHjxeICffPf23F9/mRYFWszX3no83uBTBEdmxc5dpvH32G3907nsqX82WHdue/oizMRJ1TU6c+v6fTA56JCr4pHKVfoCv5jjOFgnBOy/855Wr+55+bEd/pMEfDDYys5O+p3YGOIWtV2a9NSiCnH3WyH9Frb8GREDox1nuUqNspYehlge1GfG3iB5r5e2/+rN3OH5zh5UVHbH9v/nPnmhoP/TkGn1r8M2/Pvsaw7Am1T37Pt1jOVqPPJw+8fbZ1/72/3qZFbBetJRdz320PxC2kfhdgq2cp7V1Z+WxzKvf/eP//RUbWyvqnL93x4E9eyJcdf5DRW15pPQff275R6+/8vx/eel5RBGR5cb9n+wF9w2PgjDvae08+twXxNdffeeLf/oKYXhMTQvxrlDXw795eLsdvydggFibLbTt2V9d/faJv/rLUwI2dco4PJ17n3m4SUQE8a1tDXjY8jsc3ojISJba2BnVzyVbWhw2jUMICaqmCrXMq1/5w8Wuw79+HBk/b9/2oAfaRQ/y7LaG/xRFPw6s9uPlJVKzSlNXgJpIabiNvTe4QWR/rGXvnt1jP3jh5R7HI9E9j+3Hpy5c+Ps/Oc3LEq1kas5dHw3aJNnMTF069e6lZUOwyVwpkVZ3PBH1NIZ8LmTW3j739T86912VrWQrcvOho9s7urw8y/gbwvYTL/3ZH455BCR6hHTSjN7eiR7xobYdu6r6269944/+9fdsQjVTtQ8cetyxp62re49Z0U9+90/+7atOFZULNaV14MD+fTZiJWbGTrz+te/wTodQy+VIeMeOruYtndCw2n1ob/zVdy59579eeckuQKGE/E99Jjg9eOUt3jIOHOoP2baQjSbefflLp9/6OnezldKB3/ztx5rv/VkJaOXqa98Y/2G6ZBjlmtL52ef2hDTH9cQLxNpt4e2f+Oza86998S9PCcTQLcbh7dzzzNEmESEEQmxbpzJ6UlEdgdYWF7nHB40YR6Rhx7FP519+/b/98WlNwUbF4AKN2/Y8HPS/X9VaR8gvnLv4o7+fXTq8d9/hI63ST5e3ulmzqCVz4l02+1jZ66VW4QMTbRFCLGFYzOimYVoWJtjMr6amL52fWkmu/pt/8x2GIUCNUqFQI57K4Gipu5+5ZZvqDh3JsSKpgeao9Z2LQ8m2Abskc8b63ODpk6emSu0DvvNLStMzLvXGmu5Wrbo6OTw6nYR9v/W/HIvwCAoXvpwavpc5BQEAsXe1hkYGE4uDZ1FTeq7Wf7xDZaUbPcusSrGQmJ7TGx7q97rk2BMF8+VzQy/83TWP34gdeMaPBbI1VGIPRrzoxXOX1rv3cqx9k2bUsizTBIbB77t5h9DN0XnPd2BlMqvTJ15JNH3q94+12FxCefrtFy/O3xbtwgxhJYcv6n74I3sc19/aoKxqt7vru/z3W7IjKYDs7dbyq1Z6GNvab2shCQCAfbse/Ux7ldWctjvYILVMWly2ll5BkacRb980IsRKzmjX4Wecnal0tliuUcyJst3t9Xq8ssiILQee/dXGdMUgoihzLEXU4hwCwljpfvo3YoJXs2FAmFMDsZ2PPBsayJUqNeAYTrQ53U47waymdj/z659bLmC7L+p1MYiwnKA6Bdnatc1nk97TSx4hDMQW2/v0xxqT6XzFoAwnazaHzY53tmaJ3efSbkSuESGcI7rriY/EdifT+WLFsDAnqA631x/SGA4xjsaBfWq4NZUr1SwLC6Iou4KayiOMbf62XYedsY5UoVTWLV51+oIht8Jq+x+2xTpTOhVVTVF5axdVQ04HKzp27He3VrTrS32mccdxVw8WbAzhtWD3M//0c0sV7IhEvRrLlDhecdodTTv6/QJh6or9FvayGqhNwCrWylskcBR4xx3Y69l2+NmmnSA77XfxdHqazj0Pnj1I8sLNCsGI4W1dH/+Xv/+wsaVRCiKs7AqwAseJLbse0ho7U9lCxbSIqLoDEY0TWFd04Kgc6kvkSlUDGFG1uYNBtywQFOg7erjFsK7rCKbt+Kd8rGyzsQzvCPfsfcrdkMwXKwbmRNnu9XocNh5q4T2f+pc9msZLCJCtY9fDDT1UdGMA4EnT8V/7FcbpdQiMrXXXYU872DgESPJ2H37c1ZXM5Es6Rbxm9/gD/FYVjjAjyO5o16Gnne3pXCFfKBsWI27U7va6ZYJo59NfCHJBu30zqZaVPKEdT3wisCubL+nAMKLN6XZ7nTxGAEhpf/zXP1/iFadLJYjIXt/u5/6HgO5scrsFhAAxzqbW/c/8dihVEXwtdoV59LNN2C7ZNjL27Urfs7/foETd8j/eSYBVkb0dMEPXzyHmMAiuO7DX3bv3I5FOQ3A48J32hijVC9bUV5GzH4kBtIW9CAvtT/2eG/ucThEBQpzN1bTn6d8O55WIT5N5pW+PEmxK5kq6aRFeEGRX0GYTGNo4sFeNtGbL1ZpBGUG2+4MBuypgqX3PEVdjZ6pY0k2GlzV3wOfWZAaDI9K8/+O/HVrNUEFVZFVENSRJqp1XsHvnJ/7nNs2zcVoec4qvtfeI3dORypbKusVLTl8g4NZEHkV69j7uje3Ml6om5gROsrs8Lo1nIdR78OPermKlqluIFRSnz+u2X3fVCACIHO46eNzdlkwXagawnKK5vU52Z2eRyrLDufWkKtPy2HO/veuxUo1uSaDgXDGfTUK7nlSrGNsIABA+uP/X/knNGXLICLAj3L3vuL/KOzBGJgASfd1tTS3NUqmkW0R2eoIhr8wS1LTjuHvDdbPEE75uKVVg2BuWAggA8YrMSeFYONwcVRkEQFlg+578QpQLeO0YkBSKDjz8mQbsI8AAQHDvo0+aSFBVViCeloFjiq8vV6wYlGE50WZ3Op0MYrGj97l/1aD4vRoGAOxqadvv+d2qygNgoWXfM5+IJqtg9wf8P/0uzegDdDgghoHaB89VGzrSupm/U8utr8zNJGnfs194pFHa7JtiFhdHJiYXRi+NZXq7P/isOmIkm69z3/Z3vvHSiZPE2NPV4tW8AX+D++oLP3rxCm07OhD2OoQCgw29UslmDerEZnZuIVms+CiAoVf1mkkUl9vlZMEiEs++f+1GallGbSMOjxhbrDk4mZy8cGY1K/DdT7doHNmyOsMIMwypphKpqqm6g929nYtryzPnFwutj4YdzNZoE2I0j7d920PnXnjj2y/SYwd3tnhdElRT89NDV94Zge2ffLL1xwx2m5ZZLRSpy+V2uFQnV1yXeY7cLARq6LplmUCcTqfdbV9ejtfsfS0qAqgm17OIERStXvvi/kfZGQlpLci9wxr/Eur5lyBt9fvXuSZ5w83eu5K2uGCtnwHCY/9BYG4s6DHhJNUbVTwNpl6pGhQzHMsym2oay65Yhy2gG0AIw2wpisA6o23Om4s9XrAHGu1+s1qtAcMw5PopE46xN3Ru89YoyzJGJbs0PXHt2lSK7drdFxCkW40MASDRGW60+8N6zaSYsBv9j7zOwO0hAkZ0hKKOQFjX9ZppYYblOO7GxxPs7rDN6a8ZpmUhVuBuDBThFJdPdnjChl41gBM4BmGEQPSFFJevZpqYFVh8MyIgegSbZ8v4ap7I9RRqTrI39G7z6pRlrUJqdXxsdHo9Jbft7vMK5CdplfBLKtkxA1IQN3zEmvsulaPg7Ll9zYlFd6DRfVf2VtNWYhByE7j7DxDv2hK1QZjhHLFex93+UnR6ow5XqGYYpoU4gScbVCN2f9jmCRhmzaQMx5Prh4okV1DaIsmwPdJ0PfEYC5ozrDpCRrVqYpZlyOZkRWRvU+8NieHwhG58FgZpkdbrlLF55BtsYmRPqNnl1/WaBYBZnrs9oIcwI0iucJMrbBmVqm5tWubmC5G9odP+nvgsy2mBRs1vVHUTEUy2WitRg603Q6qMILhivVvvkVdtgZY+t64jXuQwlltcW9ZDrKuxx/WPnr2iHzc+Zy29DFIQs8od2Cs4vVHnXZ2vnrHWz0J+BsU+jkTfLa7M3tBl3yIDOMkZ6rjhXG2ukObwG0bNtDDL3/BOmjeoun2mYeiGxfA8i/FG7f4N/xYxdd0kHM/ccGacrHgbu1yhioF5ntnqokRP44Bny71ysuaVVHfE0Cs14DiOIRuXFm3OkOYIGNWqgTmOkOsqR3GHWlwhS69ULcxyzObZz/cMjeppkJ2BSM00LMwKPIMAee6wz4Bt4SZb+M4DKETkm9ON7GvtuPELxSEojpuBWCK6vJHmziAYBhCOu27XW1w33MlSqGnWioml+MKlsZQUaGpsaLAxCAAQAeRs6HTeiKuqLlm9YQ6yL3zjY3GS5mvUvKauGxQzDHN9DsS8s6nPeXMXwGbz22zX7dLX1OWIWIAZhvvpywme4RlEctXCT3gd0zILegkjxBGWIGzp6+vx5dkVtungQ7t2eIRNL2hVQhxvZicGLw2lO++hzDxmRIe386EnD70+uHDuxNKVMzLP1LLplayBanq5ZmEGIcbh96tTVy+dfP5rqy7esmCtUjYBANt8Ib97eeba698jYY0AjiczlbvuUSBO5EVWKAy9+e3nEz2HdzXatEhzYGyGya+s2Pd9uklhyZZ1C+Jkm699oH346o9e+n7IKZrVTLbmjLXaSW38zNuN2r6YIl1XFIhV1FDXQ0+ljXMz1954Yea8JDHUrBTzVcL6+pw8Jj+eEkCSqAa7uoXBky+/NW9TeZKdXs3UFA0AYUb1uMnVS6dfzZUP9IdD7V29uez429/7zrhTBKOYNxxt7Z0dXk9ddNz3KDtCIPlR+Al69f+mSy9D6DGQA+iei2/QUpyunqTpURw+jqQguvUQFUIIMbzE8Lcv1BHDC/dwqwgAEf6W0kLXLwsAZj6zujAzvZZCwe0HewICuVtvM4QZTrjHscWEE0Turpe5sxtEGDOc8J7uewgTliPsh3sem3dmpFKL89Pza7oS7O3r9bKkXo79juA0FDyG1s9Zy69hzIL9zjtFd2avnqWJQbryJvLsQY7uLQvOe31ahOHu0EUEEcKSD/XYASGEWEH8qXS1xYQT7sWAMSOI92QQ926tt5kEYTBh6r163y9iEnkK0lfpyluUCODoQoS7Z/bmaPISXXoJ+Q8he9fmuf8P93Tu5J0QJgxHbu8iijAm+HaKbvxYZu+N5Ziwt78WIURYQbrDj4HwovT+t8BxBLif7UNCsjfqU1WFw4Rh3rdr0G2WQg1LTy2MDE+t8b62tpZGr+3H2FRCCNC9T14bHoj72dXQ1nhFYLh4fv0nvE7NrK0UEg7BJjA8xtgCIrsbWna4bL1e8UbcAojoijT17T2CCgomUv8RxuH1ykQONLdYtrLvTv1kCM/ZG7cfxfzlkcn59WxFN4jmatkd3SnpcwmPwhKEtXBXZy/VJxNVAwRB9fYcOGxEoh5Vcza39Zllspiv6qYkCKG+nT5fc1BDMu9p7j/qDCAE2N+7q08J+RTEMq5I2+49pRnd2Pysisumqj67Um7raVLeK6wR4VVv066Hj9Dh5Yqh65RxNrZ1Ol2iHp/NbC5f37PAdke2Hz0mOEen42u5ctWgWHSHYrG23p4GhaBAz44+wRNQkUy8zf1H3AEAwP6+3f1qyKsgAEZ2eTt2H605RQYDgBrp6lAJ8tllp7Tt6L7ycAaZpgWCI9pt4+2aj0UMUVr374tPpy2GUiJ7os4BBGRkPFmr1TCwqs2mqFK9Wt2DEGUHQIyE7Z0Q/ShdeQswB/4DIAU/UPdQakJp1Vp5iyYvIyWKQ4/9RFX2fpJYFeFVX7PN39jW5uYJ/LKwCiHM8I6GllCosSlWTyF731ClDzd/1pz+B2v5BAYLtFb0QfKFUgrVNE0OWisnKWDS9BlgZFTPO6rjvrA39qw1+7y1fAIjClrbPbFXT9PEJWvlLYQIbvoM4mx19v7MQPw9Bzku4FB/jKgJAoQIqwT6OiMtkYDjlyENzCXaFU4eWZ/UjRpLmB+beKVadSwx0+yIiIwAAJhzhzrdoc7bIguCx9/ueaodAAAOf2Ljf7D3OmLvZ1acs3nb0ea+arFcrhmYEySBBbOcSBoOTWYxI8Ta9wabtukVk5FVgWzJ9gl2OLwtA6WiwagKT27K7lBv6JMbX0X3PxLd/KEj1HfoE23byiBpIqoWM4m1RB44d7SlJ3L7wVjMyXKw9/AzXdVioUw5jucEnsEA/dvuvOrCnKNh4EjDgFkrl6sGAMOL4vW+rw17jzZsfOUM28MbW0g4duDR62NC7MGGHcGG6xdztu25viEje3uOfbS1WNQJJ3AcdyMvnnLhvY8/0735wVgCYsd2X+tArVyoYkHc0nGyjvsu2QEAWAU3/6ppVujKW1TP4MBhUBqAkW+Lmm8UfqVgFGl53Vo+QZPvIq2dtP0GYqX75E4dwTZHsO2XcJ5wNPY7GuvmcC8hJRb5D1Cras0+b82lUfBxbG8HVr291cBm3TOzTKtZa/08rJygWCAdv4vkYH0Y67hPS3NE/IfArFrzP7BmvoXCx7G94wPYq2et9QsQfx0ASPd/D5K/rtd/ds8HgLia+3/MHC7MsVJ026PRX6YRcYiaU9QSpcxyfj1i85M7c4+VHR63rql3adZtUStXLVyID+0LD9z5JOtPZRLlZeVm7BEr/ptluDDheIm709E9wnCSdm8bN4gwLFEcAgUwU/HJiZHB4WULB3r7I/zdrB0Qw6t2/sPcBCsq7E/T4WAiqJpwO88RK9vY96x8COEVG193Ag+eZN/w+KTtty05ak39vbnyDop+BAcfBsEDsKVbAgVKTWqUYOVNa/IrQFgc+wQOPYZYpf7Y6rjPS5zgw0jwWJN/Z13599R/FEc/AkoUEIYtMwq1LEotSFykM9+A4gLyHybNn0Kivz56ddxn9oYeQaLPmvqKdfnf0cAxHP0YyGHAzC3sBbDo+kU69y0ozCHvAdz6a0j01kevjp8nOMKGNF+jPXRi9vRne57GiLvDipGNHfzcHxy8+0Wqhr5cWB9LzP7B3s9rvPyLPyq0lFxa0x3RHV093a3Bei5gXbL/fID9B5HWSNcv0Pib5vj/h7Rm0JqRFESMSM0qLa3S3ATkJ0HwodBj2LcfqVEgQv2Z1fEgANnacc8f0NRVunzCPPXPQQwgrRkpDcCpYFGqJ2luGjLXADPIsxs1fxbZ2qG+2qzjwWFv939H00N06TXz5BdACm+yl9WAUqqnaW4SsqOAOOTeiRo/heyddfbWcV8Q1vwD/s6/uvjNg5EdUXuQZz70aYKp9MKr06cebzlg41WMfglyLhh//7FjPRvN8epprHXJ/vOZMxACRgQlijg7dfTQ0jItr0IlQfNT1DIAEWAU7NkFkSdBDmHRD7z93o/61VHHz5zAhAPBi7x7qBqjpSehFKfVdSgt07wOCAERsNoC3j0gRbDkA8ENRKxnFNTxYLHXs4cqMRo5DqUVWk1AMU6tOUAIMI+1ZvDsASWMRT/wLmCkOnvruC+QWbHNHdsd6vvy1e9/fuCZBi3IkA+hU2czS+eWrlaM6jPtDwsMd1caW5aFEKAHX9EjANish1FHXbL/vNmHWRDcwDuR1kyrKdCzYBSBmoAwEAlxduDtwEgI1U8j1PHg+U5MgLMBqyG1EappqmegVkCWDoCA8Ii1Ae8AVr29kmkddTwY7NWAVZEag2qG6umb7MU84jbYq9x+xKiOOn6eIJh4ZdfjLQe/NvziixNvHWvc1+JsYMk90XImvfjm3IWVwvojjfuDqhfdUjBioyzm5JXhyeWVRDavA5FdvmhLZ3d7s5Mz5k6/sahFYpHWsK3uweuoS/YtkwfCwIiICYEcqj+SOn7BpA9CgFgQvfVM3zp+YdnrQWK9DHIdDygEhmt1NjzefODN2QuvzZxJljNdnmanaLvb6ymlVUMfXp98Nz6crRT6fO27w723psRQUy+sx0fOvX5ussCoPMfxnGUUV+aH0muJCvPETs/K0OBwgCrOlrCt/gjqqEv2rQZmgamDnoFanpqVjSg7IgKwKrBafU+2jgcZlFKgBuhZqOWpUQLLgI3EA0bZjGLW94jqeKDZa4KehVruJnsxB6wCrAasUt8jquNBAEvY/ZHtlMLJhYunFi6uF1NNjrBXdmm8IjL8ZnNTy6qaer5aXC+lFnOrQ2sTNdPYEezeFx5QuFurzNFaLrM4euq1UyNsz6GH9vS3hDySWV6dHB0aH15J5AzqMmt6raaXC7lEvFzSDSyqLpddwBghalbLhXwuV6wYCAuKw2WXWERAL+YqNZMSHirZXKFCOc3l0ESRIwioWatW8ulUrmqxkmYToWpilhNUiUeUWkYll8rkKzpleEVTFVnm6lNGHQ+kZKeWAUaBVpK0tEKLc1BagWoGaA0QA6wNSX4kh0EJA+8EVkX4bkejqaGXS+lkprrRPW6ziYasyLLAPEjcp2YlX6hYFhE0AUqZtC55NQFvafEI1DKtUiqhi5oiivWTJQ+63LHAKNNqilbWID9LyytQTYJRAUDAyiD4sBwEJQaCEzgbYL6+8qzjQWKvCUaFVlO0koDCHC0tQSUFZhkAASMj0QtSEClREN3A2oDU2VvH/ceBhu1Re+jEzJm35i8Mxke6vS1hze8S7Rsl22tGLVvJL+XXRpNTc5n4gL/jo+37mxxhcodlJzVy8ZWJK6dXgsf/1bMHg4LKIgAQY327Q939FVNUsIGB6sV0fGasrC/HMwVQPd37Dna5FdYsJubnpmanF9azFQvLnmjfzp4Gm8YkF69Nx5M6H+CL8wvLiRJyd2/f2dHo13izkFmZnxwZGV8pY9XX0GSrxquSN9i4rcVrlYvp5amR8fnVTInysicSbWxqDrsUrm5udTxIkn0jukPLq9bqSbrwImTHkL0DbO3I1o4YgZpVWo5bK29C5hqIHhR5GgcfBjkE6I7NFKzc0uipr//Ft8YRQxACzEpOf/uO3Qf2H+zxyfjBob6Vnz77zki26Og+3oXOff1vZ/b8jx/t0XzKFsmuF0sXvvLFmW0fPdLb2+ioE/RBVjy0mqPJS3T+Bbp+BuQIsnUiNYY4G7VMWk3S9JA58zUAQIGjKPIk0tqB4eoR9zoeIPamr9K579CVt0FtRLZ2pMQQZ6fUotWUlRmBma8DIsh/CIWfQPYuIHX21nH/EdZ8n+v76OPNBy4sj5xaHHz+2it5vcRiBgEyrBrP8M2OyDZ/128NPOuWHHdPeTcLqWR8KWm0Ht8T5La02iQsS1h2sy+BlRi+mE5WOmI+kdCpc18fLPn+9cc6tczoO29fXdaZhqagllu9+vLfXCx+4fce7vGkFkfOvHF2jXR1dN58Z+AAACAASURBVMQCQefqay9+M8f/BqO0BZJXB0+8+sIQ13d4RwSvj588e22EBg8csfU2KKnpy9/9ygtrbbt3NQXJ6vTlNydG5xIf+ejDUR4A6rK9jgdFsgOAFX/DmvkGmBUUfARv+98Q7wTMACIACAEFalLLoLUCrJ+35l8wV0/h6Edw8Ngda41R06TAOg/9k8/tUjXeKsSHL54fPftizlB/9anGB6dsKRZdDU1t1YrgpDShF3NlfaNhyXtRKxXKNcOqk/PBFj3pEWv66zQ3jrx7SdtvgRxCmAO8wV4AsMAyqaXT1FW68CK98kfgO4BinwCpXpe9jgeBvaPWzDdoegj5DpKH/hrEACL8VvZS0wBao6khuvhDevVPwLsbNf4KSL760NXxIMAtOY817XkousOwzKJeqhhVCsAzvMzyLGFZzHCEw++7L1TTa+WqIXud3N2VMXL27tuz69jOBslYX42xs/9pbr1sNWu+3sc/2V4zgDAYlfU2Zu7/HFsr7C+5AJAW6Gjs/fTxnRrCMGBN/YfxYrmQXV+cmZ1dk/o++blf22nHYBmZs9/78nAeAMprqfmh1ybCj/+Lj23ziioxe4PvnL6ydPnc+J5or1x/zHU8CJJ9o6epOfH3kDiP7N3Ytw+pjcDZ71CagFLEqcAeQbY2a/Uda+kELS6R5s8g/k7hZ0Q4zR8IOx0isvw2VCxUr65Mz6Qh5obK+vS1ibm1Uk1wB6MNjRG3TCiAmV8YHZteWslRzhVuaGpqdjOwNnYl5/KQVHptbbXIqP5YS1vUs1kL3iwnFxfn5ubXSzXBFWhs7wgpHMFmam4+bVZMpBmrU/PJHPa2b+sOO0QJVTIrC3OTM/OZGlaDbX0dYbvAYEwwAYwBAKgFZnpxeHQ8W9AlX6gx1hyyMRu3feOmjGI+sTw5NrOYAzXQ3Noa9KhiPc/tvsNcftOa/z5iZdz+BezoBN4F+E7lwyhFnl2gxqzEu3T1jDH656T1N7EWqw9gHfeTvfE3rMUfIcSSzn+G7sZeQgEAeXZSJWolB+n6WXP4T0nn74IcqWfI1HF/gRAiCBHMCwwPABovW9SiABhhgvA98pMQwjJELxbNu78ccYIkSYoocIYgyJIIhgkAZi5+9a0LVxeWq4LDwRKmWNCrugUWACCW5UVZk0TBArCrIgC1rFq2kNfLlqu9xSkJLABQTRY5toLALBUKS7MzuZLj9e/HecIAWIXlxdVa2baybvTKpB5mr+MBkOxgFK2FH8L6GeTeiXwHkRq9W8F1hBAAAd4BrA2zisVIkB42p/6BtP76bWdSEUIIEYZhWZYjiAg8h7FlmIauZyfP/eidWWoTJZ5kRy/H56dWdz6yw8OvX3j1xExFlEUBVxcmRjMFa09Xw9yZE2eR3a46FMYsZedmpkZmth8/3u9lqb54/uSpsbks5W0iW4tPX7k6fegjh9sd4vr4yIXZsawY9ckEyumZixM5/LGDra7C8OXh6cmc5HMSPTly8hR9aF+7N7O8MFdMaWJzM7WM8tLFdy77FRtbLc7OTE/PLuw4eKT55p6AVU0sjQ1duTK7zru9MqwPvza33L9toKM9bOPrqv0+gVoGTbxrzb+ApCDyP4QdXe/TjhchBKwCrIIZxSISrJ2xJr6EOn4HRG/9VF8d9yVcQtfOWIs/RJwLBQ4jR/fd2LvpXVkFGBmzCmVkunrSvPaXuOtfgOCuV36s48EBwYTAh3WnWFJtbpdiDF0bz/X02LC4eaKMWha1LCAEAQDCGG9kgyGEMN7IsTWWr1waWU2ywa7+Jr9QqWbHx3CSbpEhGAMAArj+BwCbZ+zw5rS9cVm0EdMBgiRvQ6zByTEMAFjBYCth5YCtPsXX8SBIdmqUaGaMzn0HfAdR8BiSw/eiXRDGSI0CftiilCbfteJv4vDjgMh7pVS1EL82clXVBNBzi5Njaxk22OKxkiPvnJpHbbubWsIaV1yYvDY/d/nyeNPh1oUrVxa4zn1dbTEN5/JFkxfBsHIri0m3OxaINntEfW1+7NrVK6ff7et8JFyYGXx3KiGJkfaeZhtTWJ65ePbMm1ca/bsbSplkOp9HHm+sxSPoRWP8H8ZmC31eHJ9eWE6VQz2dPSrNry8WVJEltJLLpLMJqAIABYQFhz8ajTpQZWloeHzhyvlrbQ29zk3rp+WVycnxmemSs3+gM6pCfqF8enB02qE53FpEqq++75NeL69aU19DggMFH8aO7nts74VED/bttzCxFn5ozX4btf46sMpdokEbWZQPbijzQf98dbwPeytJa/Z54DUUfBg7+xD54EaSCCEkeqh3n4WJNfcCnXsemn4FOEedAHX8IgNzdp+/sbnl8uXXXzuP93S1+TWFpXpudXlufnKFad6/w3eX3FQrE1/JIq61qXfHgJ+mcgurH5CCQzRV4QW0PDO2UnAFJVQrrKyl86WyA7Aoix5fAK1Te2Nzg6Zx2CzlKwaA7NLqkr2O+y7ZKaW0vGotvUw5O2l4CkmhO+j1zQXpnYxMDoH/oGXkrYXvIdcAiN6twR5qVIvxsVGWgeJ6Kl81hVBjz7ZuT23hu4PL5LEBDqGabjKywFh07drQ6qFmRnPI5Wo2mUxzbqcv7Ha5mGIZgLhae/p6B5qcrNXg4s3C7KtXJnKHXctjo1mmbaBv365tHtaq+MLK+rn/fGUp0+0yACu+oL9n944WXi8YpPHF0TI2aliQRS6TLSVXEtiuBbuiPofEbtmDQ5jw7o6923qdQY1YYZZWzr5xcXK60GPffIGRWZxdXF7P2ZodRC8VKbH7pOLrKyuNy7nWSL332X1BLUdX3qblFdL8GWTvuoNevzt7EW/H7p1glK3Jv8fe3cjeDay0xTQsqOVXF5fWktlc2bAwJ6p2pzcQ9qksQh/uBDWtFRKr6YIB9mDEcTdNRgEsvVw1McswLEvu6bLlTGJ9dW01nS/rFLGC4vD6g16nIvDkvqk3s1qqWgzDMhxTn+I+CEaJLr1Cq0kc/Rh29NxBr78fe23YvYMaZTr+JXBuQ85eYOuptnX8AoNILndz30M7l34wfOZ8LbUWcGicVc3El5aSq1bMt4ferU8B1jxuJZdOzY9f5TJcuZItGNadzqTd/AO7JxyOLsQvXHznbRRzMJaeWlzNVkQALDrskdbdkaX5kWFb2W0XUS2XMwWnq8UbqD+hOu67ZAezQvPTdPU03vl/IOFmbgClplWrFDLZfLlarZoUM5ysqpqqSdwtYgApDdh3wFw9ba2eJOHHgNvS4wATTnG5PEwpPZY3w009+44+1CJnxifW0yZduHYlscRjAKoXsoYqIp0R2w7tX3j5zOj5t8ZEzR9tbOve0eGWAWGGYTDGAIAFQVSdNsilC7SazBYlSZE1jQEAzHKc1+82xgqlWtUEhAneqCOFEOY4BkwMvL+lpzVfXH335CtTssPtjfbs29UTstGt4SvMMszG3hmWVFmVFLqWLdx4hVEoFPLp1Ux5/MKZ6Y3ptIgQRgzUaJ24P39Qy6SlFWv2Wyj2HNKaESPcUNvUqBQy2XypUtVNCzGsJKuaZpNvlbJIcGHPbrp20lr4ERL9wIiboUpKLaNSmB089cbFsaVUtqybiBVsoYaOnY8d3xnkAX+oiCatJmeHhucr0OG8q2SnAFBen54siD6H3+/94E0bapbWZofOnX93ZHItX9Etg/B2b3P/4aO720MB9b4sICkAVFYnpkoup9cdcgr1qO8HsLeybk19Gbf9Fra1vYe9pl7IZAqlSqVqWEBYSVY0m13h8fWzqJvgHNi731p6ha68SUUfYht/uQaIblLqQ2wf1DecfpGBOdnV2PfEs5xy4uSVwdMjhmlamNfs0d7dDx3o0rCleoNeh03aSFVlGN7mbwzYWMy7B7a1p86PzA6eTLjsLOHAHgvYBZZBouZye2TbdW+KZG+D1y7LPO/ydvWbRuGNs2demeQl2R2TTEYQMUKMqvm7jjxdefmlsxdXeIQsCpKrqW9nY32Kr+MBkOy0tEzT15AWw85edDOthdJaMb808vYPX7swubyUKNRYm69t595Dh47sjDnfW50UYQakIA49Zs19j3r3Aqtd95eIcLKj7eCRR1xiN/utF64llxZWio0tmJUUWXPvPrAnGHKwCCilFBAjaDxhAwNP/1b/o5nE/MiFt88NvTqf5j79DFBqmqZlWZRiatRq1VLVEiQeMbLAGrqul6sm5QiYplnIl0DkOcyYd75Xxt7YfTTacaCUWxq9cvaV734ty9g+NmBtdffUNE2LUkopNaq6XtMpJwg3PQrL8aonGms8/Pg2G0GwkWbHCIqs1NOg78ecXsvT/DRUUzh0FHj7zedolEtrYydffOXC+OLCer6KVXdz/66Dhx/d1+K6vbYub0eNz9EL/yuNPIWk4GZyFzWM8vql73zlpHH0yMc+tb9FY3KL41eH3x2+Opra7vISFlNqWdYGXQAhQhiCEUJoQ3Jt/MaigAlhGIIEzRtt5HTLI16Xa4ZpWCalgDAhhGAE1LL09ZETL85793but9tZBgEmDEEbKo1apmltvNH1VYdVnDp16szkotj31D8/3O+i+fjEpRMnJhfWVn1uv4wptUyKGeb/Z+9Ng+S6rjPBe+/bl9z3PauysvYFBaAKOwiABEmJFKnFkizLlqy2rba72zPdPRMTHeGYDv/r6IluT0xHTIwdtjyW3NopkSIlkiKJfV+qUEDt+55Zue/LW+/8KBRQAAoQqJYFeiLPr8qs917em3nuvd/ZvoMAAHDrdkQgiHVN1SGJdE3TdQwRge4OAANdVTFCAGNd1zDeHBpxN6CANyel6RgAiAiSICCEcOvJAEKoayqAOD3y3vuJ7p6BAYeJphFqgKfHilLC+SmgVqFzP2Bt97VXk+Ts7LV3P7oxubSSLNUgbwn17D587NNH2qzkA2gUQghoEbX8vjb6X7D7CDaEtjgfMcZAk2sqoEiSJAgI778r1RVEUiRJfNyfBmNdV+W6RnA0CeEWOEYIYIxVqaYRLEUg4knhJ4x1XVNkWdUxAJCgqM1h7HSZrimyrGiargGECHLz0icMGWMMdEWSZEVDJE3TNLljnAljDLCuA4RgA9d/MlE7RYn+npe/1vOyJpWKVRUhmhOFrX4ovV/8o96tKwmzNXjwD/73gwAAAHjDc18IDVTqsq7TopknwJc2L7LZXoncWy4A0N1f+Hfdd88I0do8+HLzgVeAjglCj53+aSKmshwHIcGaLK3Hvtx6VCoWaoCmGY5nGud7Qz4ZkB2UV0F5Afpefmhnq6dXZy/84q0Zw77nvvC8hweJseGbdy69V5YNX/vdnkeqoxgLcB0A4/8nqKcA5wKPhHfZ4P7BzrXTkzMXrwZDR4zR7sibZ0fTe/xNJpsZVfP5UrakWay6Gh+f1sN+u8EV7d9VLijqRKyoAgCk+NxyujXkNZvl9fjSzGjcHH3FTvJsNPzhuaX5WXegabcd5hOzF26sePa+aBKN8o5T1fKxlZJKsG6/I9R50FidHLqlKqr8gN+yFp9byHV02wWysjS3uBBPmbo+Zb63tZMun8e0mFtaXCweOtEqQKBkltYUkQYU2dj9n4VU4yA3Bn2fAoSwLXsAy/mNxXM/fXPc0H/wM4f9RjI7NTo0cfUXRdn4za/1P6K9BAdNHYA2gtI8EAPgbpd4RVfTK3HFfqCn2eO0iBQQWvsdkZ7nMGIICgIAsJxbXZ6bmVzOlqDZHene0+020iQBAFBK2dji5NjscrqOrNH+ge6ggwNAx1jH+t1ByqnZsbHZpbQMTL6m1tauJjOt5WZvDM/GkvHCHZVRKzYzR1s79rZYEIAAAC0bm41nqoy9q9V/14bUi8lMmTA5miKdHpGBgA7ueu6rXUcQRRIELsfjG6l5yXWox40AAHp6aTQhsRZXi4UubkwNZex95uT41HpKIZyR1raWVq+INEmP376UsPu5XC6+vpLVaVekc1dXxLR5XGEpu7w4Nzu9kqsQVk+ka0+3RyQhgXOx2US+onEuKju1qgpgeTa5kZ9CFGfjOjuiHkNjZTxO6mmQuglDrwPKsP1ttZxdPfuDd0YN0T2f+mLITBcXpm7dufFORjL+T1/rFx8uc0cMtO8GkAKlFWBsA5xtyyasTfzkry6xJ/fv7eoLbrWZ0CTl9g//n2vmXc8NDHR4P+ZPo1cyK3fe/NuJzv/11V6zDWTzdYAZo9NEKtXsyPf/60TkT4/2+ZutTwA3mlSOzX/0o59ez5QVYGg/cujI4MF2+6OpbHJhbXHk/PsfXR9fL9R1zuiN9hx87shgV4f78bEnXZGWTv/gRxcnc9b2508cO7aridnRyK9VC9mUbvPbmMam/Ul3uYsmCj99yARSnEiyGDzV5bi0dOv20NDlauRwn4eV4lMXzs3R/f1Bv5vYNgCDmcINy64hnyjILmVBLQOtvQ/mS0LGGmx74Q/+7aDodIoCSwLJQkiV6q3U8lIKPArZIQkpExCbcGUdGsKAsD7yf2Nw1+7W9JXhiauXIq+d3POZz6c/vPnOfx9laVJXdcbh7jroCBhRNTH6wUfvyzRN6qoMCEvHgSgLJgHFSQunf7R+QS9Wago0OA6+eCxE0ZSx/bkT6bM3br/3rdFfkjRQqjBw8vUDYZvApHdaZLqqFJZHr98eS+qcyMJyKh89fMBhMmcfPABrI+/+9yuEVipWddreuv/E7gAJlbvPQ1ygr2+XJl0d+fF/u2OysGqpDLwDhw71GSwi1VjYz8BPWcCVGAx+BqLt/bwgbXQ3Hf+DP98tOBxGkSWB4mB1qXRxeWEhAR6B7BBCgCho7gK1JJYLcBOyQ4qg7eEQd/Pmzz+UYtn+jmjQ5TAy7D34snzpzOnb0xnC4nea9Pj425eG5z//uWNtITE3d/XSlaHFjDEUdfD19TPvZOVXjnUIsenZpbJKdnXaKtWFsz9+b1FzeJ1WXs9M3Pzl1HjvC18eZDVV1Tcd9FgppZZX5kbynvBJL8GQsL4yOnIrnmDbXum9b2oY3S7T0PDYlQ/eQMU97S2RoJ1jyLsUCqWN2Oz4+ULPvh43DQDQkvO37uStERSmTanJy29dLM9EvE67CZbjwx/OTc0uPXfyZDPUVm989EHJYHb63GZGz68Pz9++Nffi77/eZwHqyoUPPhpdKNFWn12srY6+feXm/Oe/eDwaENOrE1eu3ozrYbfV6I1yQNUw1rUtf3xDHo8a1JJeXkSt34AP9jElBav/6Nf+tE8wW40GnkKK20DK+fdGZ+fiel8EPEjEASEEkILmViBnsZSBdyE7BlivF1M5uVrfnrOHMa7nM1miIv06TSawplTzqVxNU7FeXrhyZQko3oHX9zkx1uv5ZKGqKNoTb6+l80vD71whOr/4tXZ++fb5ZGJuKd5iDz944un12MKdq2fOr+JdX/5XX7WT1WxydXJ2Y3Fmxux1RC07WwS6plZnLp3LeI698EJbb9Rh2rnzhy7nYyvXP/hx7cV/9amgTWxw8/6GRdXUglReLW7ES6mKUsUACyTnFGw+o8sl2iCAHwf/QvixLt9cCk97AxS80aiG62MLcyNxnaC5tpc+1doaCdi3orBwawSNX7UhnxjIjtUqVsoAEZBzPgTZCUYQXU3tTpIkAIRQRyRJYIwRQVI7rxWChqZWUI0DpQIYKwBQdDX3v/r1gMEo0hBAxNqifUeN3gLm3CJtbN713Eu2RKFYUzEkadFsdjo5goKe7sFj9mypJusQUqLJ7vabCQAgMgQ6epwuAdcUSIg2lz/gZiEBSMHbvec5qyeZKdZUneAEkyPQbDOxBAwPHjZjjbMRAACCgc6Dr38B+/w2GnM9ByyObFXRAKRo0dkUtou8uHvQqEiUhTOD/i98M0SZ9HKpUqmpiDU4vX6flaUx2fP674ZtQaeIWOSO9h8SXeFMpa4AgqY5i9fnaOD1ZwXZS7iWQOZW8EAPSIhoTnA2tzsIgoAIQl0iKRLrGthRezfvgMYoLs5CpXhvBZCMvevlL2avTi7Fhs4tD18UrK5gtKOnrz9qpXF2duj2ak109fbva7exar7FIb195spkix2DienFTMHUdfRoT8BAaKVwSnW5LFxhsVarVBRZlquJ4Y+u5u3H9va2NDsYXFyam5gZvjE8s+slV1ur7+YEtjU3R3uapbnptembwyuHnSEK1dbnFtIVhg24TducQHxo775DJDM2u3Lr1Fs3zzJmT7i1t39X1G8TaU2Wa5VC5V4MSalXKlVOVoGuqVKlQrr6Bvf4rFZSztmvD40nxoZn+oKtVqlU0GzdHX27Wl0CLCfnRoeujZ6+Odh+hJy7MRJT7d6+voGohZEzKbvys7MXJlodYpMiVSWdsfn7D+52mCwiFldvLDLBcKQp4jU3ktkfu/dijJUqqG5AcztA1AO6SDKsIxK1EwSCCEEsUzQJNA2Q1GPJZKAhgitrUM4/+BG6/mgRHtbvv6vVa6X06vxKrKDQZo8/5HOaBZYAAGuqVM6szC0nihWdNXqCfq/TISIAANY1HevVjbn47OzUgqYWDGM2HHQSWNd0TcrH5ieWUpk6ydv9zS0+M/mAxxNrslwuJCv84aDfJa1gXVc0uEPb+komm8gkZevugV0dfp7UasGAN1TEpGjlIcC6qtczy3MrG9mKTBntvkDAa+GUfGzq1q3pRM5dKMlYw4jG9Vo+vbawsp5XKJMnEPY5zRyqpBILE3cm55fl28P+qocFvN1jc9gsLAJA1zUluziZZUNOq9HMNxIhPp5kqrmp9NJYciZWSvE0J1AsjSgAYVLPTqTm6qrMUkyfq73P1WblzeSzp9OFBGe2BTt3i+6miqIjijVYLCaRZxol8w35JHvZ1RrQZUAKOzAVQISILc5SvZqen15YLtZEf0+T+XFLAPIuIBeAJt11Vxtsvg6b794FlNEeNNq3Xpn87SavIskahgRJb4Uojb6WHo8mS7IGIUHRNAGquQoAkLb4ol1dXh5jCCn6vm+EMjrCRltAVlVdg/T9hkaWYPheZydEQjHU1bP5whAyu/2qIssaoFmWhBBCwPqCW3Pyde/zAQB0VZY1gIh7nBeUu2vXVotMxuD0inZ3RKnXdJJjyPtMrw35rYsmAaUEORd46OiHCBJbOEivZZdmFxbSRd6/p8XyWMjOOXFmBKj1e3qDSM4a3XeIdQXX4rFEIplKpeeGzsXSMvvagC2+vFhBno6W3vYWNwM0m9tcHzn1g3gyxxRXcjJlatvV1+rnIAbA49cRhGrh7mAkubo2djtRGSxlNlZgAWK1kCkUS+upmewrTU6HSeAKJpvV7g0SVWnDcv7GyMoRT0t9aW6lrnH+toiD23akkAZfcy9jcHhXVmMbyVQimZy79kGmphwf6Iw+cYchKIu/oy1sYYwEcDLZ9EZxbXk1rrRaAYAGT6g5HAnbKaCYYbWyOPqd6TV1L7m4UCWbg9HutoiLBprFbqjd+vAHa8lKm1sHkBGttqbO9lYRAqArJo6vWax2q83UAD5PclkDTQJaHTK2J2pvPb+6sDAbzzL+Xa1W4nFEQKwdFGaBWn0En6uKLNXr1N0Md1VSFF3T7/r4U2szU2Ozy3VWZKCeWlteTUa7O9rDFrqSTkzduDBfo2kCy4WFxbVYpLt/T8s9YgG1nMkVy6WyquWzyUzF4zQAoOUXRyZqJhtVKxcK5ZnFdfWlV7rNaBtohxRHG6xucmh++OJGcUOx+ZuavY96zSFJUxRCUnplcmpa8/ndNqM91OLaLAqXa6WN6QuX56o0gLpSmV9aia+3du1uIorJ9VRJlQy5bKFULDFkLj49OrsisQID9dTayloy2t0WFquVQjZdqqtKeiPhgNJsYaM92N63t0kkdFmrLA+duqbstfImo7mhn08tkipPpOZHkzPpao4h6GZrwMFbrJyRIRgIoaRKhXo5W8unqrmx5Mxifq3X2dbuaDazhmcO2inOZPOZbI2fsCH/bCA71jZB7RN8QUCvZZZu37h0Z74kuPt29YX4xywAABANVAmAp464IophH/V6IoLmuK0XOkTI4PLaRY4iCHrnGhBE0PTTQwOICIrhqCcPjKRZ8skPQQTDiw1dffbABwAdoMdTWeu13MrY8JXbU2nK3r1nT9PjWfAIGgBtu/ZiAAHkbaFOe7irVyoVEgvjN66cO3/57PiR7oFirU5SNCfwFAQAIAJyFhNbL9aVUqmuI5EXRRpurop7hu9dIwOr5WKZAHKpkMN6CQCsKaQ51EEZAd52IaSNdkc4EjxzbXTtsCiPrtZFPuBvcjxYPIsBbXD4jE5/tE+ViqmV6eH33jg1OtXmd0ed97+gR7QXAkiQ5N2gL8lxLENRcr2KNw8ygkSbFJYERTEGkZZSFaChao2kGY7nSQgAgCRizWa2tl7XVBUAQBLkpiXdyIT5mKq7Wb7/WO2t59cnR66NjK9hS/e+fRHxccWdEFEY6I/svbiWmBm/Wa+u3E2Ax5qiLyULdQsGWM4uL02MDc3rwcGudictxcdv3hqdpljRamzCmirJusHt81kFdX3s0q2laVIMNe/dWmeUwW41G4wGTbXY3XZxczeVazXMBBx+jz0xMTU5d+V2z0vdZup+9FbXNCwrGo3Xbp3B9ubewQPt7SEzI9WriOa3pagg3uVtbm5fyUwMXbywanO4PS6Xy+vzue0mI4OxrlUrOu/wOmwCTN8ZubM4UeVCkV6Ty2PhyIrF7bSb2Hp8cWZsaGFrahvjN4fHpimG6fabzHankSVlp9fjcmXH5pYXFcbdFhSMSrWyeuvGXL13kKAaMdOn1GCM66p0bX30TmK6pkhhs3eXu6PJ4qcQ8VBCiaKpiUp6ZGNqLDl7ae1WUS73uzscgrXxHTakAdk/lqFJAQCBJmGsg0fyzDDWsVLJrk9e/+ij68vA2HPg8IGuAIceu3yVCiRoAMnH/R98fPItSLF0aN8Ri9NhZBr7aEMeBdoAUUCpAFIAj2gv0Gq59ambp09dnZfp1gNH6LsnKwAAIABJREFUj+4K8eixp49SBYi6r71Y0+Ryci0LTTaTUWBpg8Xb0tqZWxu9cy1b0aBoELV8tZTP11UDhzRZysfSNZETWAsWyxtKOZcpKyYjCYBaKUskw9x3ISLaZLMw9WBnT7c/YKCQrqqapmDGbCeZTQ4ijDEGiDYZ7E17mj98//YMX5itmgZCAa/jAVNTq2U38hKCvMlq4GjW7I707+24fPWqpNelrSUpSzqmIdBqdVlRVXzX9Yr1eqUsqwKFoS4Vi6WKpHA2wyZTjlStSqqsYRbItVopk5cFiwnQhElUY5VSoVBXRQ6pcr2wkaoZeIGiaWmHb1PXMW7A91/hsQCQBBBgrQ4QDR/I7Nqkdqnl4zMjZ89cmS7owcETz+9pEh4bz8NqFSDywQQbAACuJ+dnCskkf1+rcSFZhhEMtMLq/PJqIm85+GrIygIgNnU3z81MbKzNx9taW8yO1v6BXB0TLMtEQ67xcqmYyqnAdXfknCti8Tk9FSCHmjsjTq2cAgBZ2g7s3x/tdNPyKiZr+ZFYXgbg3oCwUsnHl6bGl6ruEJdQHeFIwGcV6qmNjUpeCHf7OHAP3FNWb9u+5w1W+9DtibnZ2zOjOmfzduwdGOjra7bQvCM6uCdXx5DiaEPIvVytZXN5yhxp6w6a35aCHa3Nbn55ZGX71MLdzbNvTmysr4TaTgSao95bZ6utPZ1Ntuqu+ZXRZGx5uRxo0wprI2O54Athp9HSaGT9FKJjLKnSrfjke7Pn/UbnK9Gj7fYmktj59KcI0m90+43ubkf0vfkLV9ZGJFU6Ehp49r72hjTknxNkp0RA0FguYE2CBPsg4NE1qViKj37wvTcubpgiz3365OHedhuJdQzQzsWduLwMnYNg23MwxkBXZUmSVU1RNQwgSdE0zTA0CcFTFXZDkqF8fQO+34LDQNNVpV7XKZ4j0cdi3d7MGIUQQYh1XanXNIpjSIJo7Pu/hbXCAdqMyyvQ1AoA2qZ3uiZXqonx0z/8yflVxjt48uSJvT0OcpPebcffEFdWIGUE5FYQSa/J+ckPvvNLqftY/65o2MYT1dja4vxiwRAK2ijO2RLhFuaWp8e8QcEvSqnYjcvTOPK819ZBhcvpsYmpkdGoudsC9cz0WNYVbdqKviKOFkL9fcRbC2u5oNNn5mhcrdYqacXhcQOoEwTSlXqtVKxWrSwjWjv2Rt/68bsXikTHZz1Bv+nBrUGKDX14YVHVg/2H+sIuDuN64tZUQhWClEGEVIlCAGXjC9liiNJrC6uJfFlzbfm85OT8+FoH4YJMbX1ibjFVJ8OhEAUAADi7shhL+Ky0DaZWFuburIC2TzVTHNkaZRcWF2YmnD7Ox9c2Vm9em4Ltr3pFC19dfmjNEkiTq9VisVIzcgxNNdbBjjsbIiDJAsqAK+tQCGxj2cIYY12pVxNj53/y1rkFbO47/tLJA/0uCms6RHDHfRNXYpAUAPlQEAlZ+z5z4rmB/RHDXS+7UpOv/fVfnmYR0ErFQnZjNYNvvv/W7c1/yplc3lz3lou1XHnq7Nvfv5K3+m08b0HpjZrVanqSDQYBgBTFEAQBACBIgqRI+IDLH6u5hYXRobPz1lf/7OuWy3/z4+Ebt3lY0uZXF1PZVkenb7srCEPGaG3ae6J5zwmgFFYnR86//9HQhTMSNLoGA+XJK2/86FLOYjELBgssrtZIo+XBkWnFYjH38NSyeXPdW6mCbZlxhL094h7NJtan51MeS2zoTiXymQ6HiacbzqGnEFmVF3Prf33zh8ebBl+MHPIZXU9zV9ji+73uV38xc+788hAByZdaDiGIGjWeDWlA9qd09JCAtgCSB6UlYG7f/h+1koyNnvr+P753ux4YeOn4QKuVq2ysyRwrmr02fkc/DyhMg/DnALUtX0SXtezMhfdOXR+fW0yU6shgb+obPPr8p440GyH4RC1TXE8n52799OeZXX/0uT4b93Fo1uVytlDHJGO28PV0/NpPvr+26/c+3RNwNvwHvwWb0wg4NyhOA1PLA4d2LZuaPPO9f3hnpOLuPn5kX7fbWEusrrGMaPbbd8yNwaA4C0zt9xuBIY42R48en/z5Bz/61vuyShAEwIB2hfd/7guDJpGChiMvD8ofnj33rf/8C8DRehn4Dv3Op/oCNic3MFhTlNPnfvh/nPmJwNZLivvQF+1e85afHVGcs+93vpH9yZvnv3vll4ggdR0I/pZjr3VGLTQyu9zs5Wvvj0wvrx05+oUXwnzrYB+8fMH+vM/j8IkPrRjO17M7kj9z+oO//U8/UBmexdWS7tz9/Of3tkYciIJ2r9Vz/v3/6y+HHRwQA1apgANbWAVgCi788Ftn60qpIJGOQP+xl491mkBVBgCIMH7uh98/JaVKEiBt3sHXvrrfwpGg5dgrg/L7Zz/6u//8M8BQoE4GDn3p1V6fxUQkH9pTzD4fd/H6qfHJtdjxY58+3N3oyPnYnV4AQgDkJgHn3k6Mq0vF/OzZ73377eGcNXLw2IFdQaucXF2lKcHitws7w5vSPDC1A+bpMw0gSdKCzR8MvPDaXjO46+HGgBJErpaam7pyvd71L/7DZyO0SBRHf14aSv2P7q/VTCaTrYLwvn67kX75917If+f0uR9dLltaot3H+mzoIf8JABhDAgIAKKOv+9Brarl0bjqfWV/ZEOLX3l7v+sb/8nqXXWAroxd/MTyaeuRUIyje5g88OjVRBMVtBGHI1BT1zWQ2loaur7flbyt9X24zGLmGiflUkqpm/nH07d2ezpdaDrtF+9PfaGSEl1sOUQTx9szpHler1+AkGpC9IQ3I/lTbNoSQc0LOjROXoLltG2mMVk7HJi6euZWo1vHizfe+N3GaIhFAlkjLvlf//WfbH96PlapenAdaHfK+e35KrBSLa7d//u03J9ie3uNffdknolpqdXp69uJPvgu//vX9NoEmPjkrFZIcb/W3d5s8Avnx6Hq13PzV88uqzXv42B6BM/jbu1g3z1ANPf5tCGuDhiY9fo7wvQiIe9knei2fmjz/4XC8XNGWRz788cwFmkIAGQO+va//xZe6HtZeXcNyEWdvQ+8LkLXe94JSJv/e17/SdqKYL5brqk4wvMFsNputNCQBBGKw5/kvhfYWy1VJArRgMBgtFgNDIkTYWw+84OrYW6pWKhLmTGar1W7ioOnT1l4N8xREkDS1HPj8n3SVy+W6DgiKF0VeNFEQAMA0HfvKVzryFSiYHC4eAo1gGcrQ0tfld9n4hw82SNtbd7/oiewrlEuViqQBxmAymS02k8gSENj8vS98xd33QkGlTWaRp5EKKJ4XyHIGEARjb3n5y69CSavpkOZNFovJSEEFQAAgH9537OUWO1GXdcwYzBarlYIEAMAQ7nvx95r2F8tVRQa0uDlfloAwMvCKp1cjefIuOmJaXvriH+7KSZRgcbjYho4+XmgzNLXrsQ8J535A3bNs9Ho5N3X23Vtr+ZxUHjv704WrDE0AKLhs/Z//iy92cgz5kPYCuYALM9B9FLKOpzd2bR6XdSE+u7SUPXKywwgRrqXWc5jCFAsx1jSdYASGpikaMTS1c8hQU1VVUZ72VKMpCmrVxEZM7g8ynu7Du+feOB2rybLJ4eQe0Gx5Y/T27ZmRjGPw+ECXmyeQWlxe2cjJqkU0CxhrmoYYjqZpmqZVmtyBfIS0edzW+fjM4qNTI0ARAKwrkoQxBhDxgRbfdHrx0tUPigLT/6UmgWIbZAJPIZlqbmRjKlcv/Ms9X3TwFgQ/hp0DITSxhl5X20Y5/Z07b/3bfV8XaK7xlTakAdmfTsQgNLXqa+/D5t8FFL+VUol4R7j31W/+z4cfqGeCjMFo9+zwECmDNy4A1yHAWLbYD7RaNjZ/4/J1tevF54/0NHscBgqpQZ/L35wq1D0GmkBAq+Xiq2vriWwNMVZ3oCnkEQkEtfzaUkFDiqbVErGkxNpbe6JiMbmyEstplNUXDPsctKJklqbKZjtIpVLZAjbZvL6QDeSW5hcTNdbf3hKwW9h6IVXIFIC9xW9CAOJqailWY0wGK09W8/H1uiXIZBaWEwWddYYCfrdbQIimOYahEEIQAl0uZWLxlfVYXsa8o6m9zWskaSgVkuux1ViiqELRGWpr9Qm19ML07Mzsgpwo2ryWJreXYhmGRghtessKqdjyajJdQ6I9GIm4zRxN4VIulc9kFdGJsgvLGyVkCLSEvXab2Mgg+PiGFuuAli59+S1cWQWGZngXtSPW7Ot8+Y//zf4HKO4gLfC2nVKslLKeuAg4DxTuG5wAQIhIWrQ6RIvVrqiajiFBUiR570QnGN7EcAaLQ9NUQNAUseXPgxRrMDOC0a4pigZJmiQgghBQFuZe/IlgDTa3aFFVFWOESPIeIoKMye3n7ToAmlLLLswuzt26rbQOtLpdFvpRLIEoVjCzvNGqq6qi6YCgaQptlaRQNG91Bk1WRYMUTd4LPmtlACFEFGdxuUXEYggR2mxwihUAAIAEY7A5PUEjxAAjkiLuz1cwO3ijdbMh5bb5sqKF3V6JjViLOyTadQgRQTUoY56gvYwV2vfqiz/GtRigDfe0lxEd0ZN/9KcD+nbudEiyjM1PPcpBp9X09VOQ90LeC8inhz6Q83S090jFG9Onvhe7ZRVQvVglfO17+/tsVrM90Nk2dfFn338nZOJosjifyNOi+NDtZjMrjU1eeP+Nem/nvuivouCHrCMUim60rA/96O+SPhOolwqSJdrG1ED89ukrlk8dbDYRdzMuCcFqEili9NrP//76RwYDB2ulfFkztXb1d7Q4jFjqOGC4dPZtOGthObq0ulqQSdNDn8V72tt76sUbU1tTK1UJb/ue/j6b1cCwoomHV95/43sru1883OHz+b0WlyBfS3mOvBIQaaKB2J9GYqXUWHLucGCPW3CQO9dP65vpUjveTiDCb3Tv9nT99dAP1kuJkMnHkA0n1z+l6DoGACPUwBj/7CE7ZKzAFAXrH+rrvyR8LwLasHVs2HydtqfJIcdySS9M4ext1P6nkDbehQZ6tZSNzU5nxL4v7GoPuUWKgADQtN0vWj2qSlIUqMVvn78xlcopJEvp2urC+NT6oZP7m4xaavrmyHqlSNvMoFItZG5OrS15aQTUSjpRRPFYlXyxi5UXr54aId0WlkXVXK4+OcbPBKykJCnF9ZWpXPXEgb6wmlqeHZtFPc1+EwIAl9ZGbyXN0WCXU4iPX35/ge7w8liX84n0zEaiu3//HgsqJ+bHMsL+LhutFGaH70wsr5Yww0CsrMzFlJPPt4rp0cnZ2HoRU1Cury6MzeZf/FRYzuRL5UpZBoVsNmc3OQrz42tCR5PVRBeWx26PTq6ksCDSID4/PrM6OLg32mzObSzcuXYtzrS4eKxL2fWxuXR+397d3QEb2VD+j7tWeCgGgalNX34HtXwV8B4IEQCQ4k3ujn3up9FeTcaVVbzyNvI+Dzk33IEnGhIUTTyWz50gEEHs9A9EIIZ40jkE0U5E2xCRNA2AVinm0ysL80kifOBIZ8BifnxJHEQEQe84BogIkn64IIxmBHu4S7OSkEDUA2YiIpGlqT1kN3IkIncG2xARJCJ+lZ7enUNDfpX2ctAQBuY2ff0UosxADEAIAYAkKzrb9zmfVnvX9eU3UeBTUPBtq2GFENGB/a+fICIh67bcbEQS4cMvP895fWZB4Plo3wHaMLuWlzBChJ0SPV6bgUUc5Yz0HlP02TwSRF4Q3ObjUd5h9tC0YI8e+x2jSzCxiPV09u5muHWZtVjMnGA69iXRZrMLEAAADV5v5/7P+O30fcgGCdHpbd97AhrnUzJEEDhCVp/HBGtSqS6ZeWpbniTBO7ytuw4SxsV4pijpAEJn0OwMRZvDHrOAVH/v8y/h2TwiOZ4XPDZTlGQtfgohYIwe/6zdaXfwkODs3mjfAcYwu5qXMELIThk8XruBRZAQbY7Oo69VVxTOaWIpiuBFkTc7rYzUvifE0wRoIPZfKTVFipWS6Wruqz2foYhtPeywplTz6eWZyaVEtlCq6wxv9QUjkZaw0/xI0yqeYoMmT8DouRWftHFmhjQDAPRyMrU0cXE8qd5VGpo12j3Bpuawx8b+ZtCmGrt1dXQtz4VbopFWzyYdAQYAS+ujI1OracIXau3o9j4mOIh1oFXzJUwLHLPZ6Pqp4HI9u7oQS0u6u63XtyPhHsZYXb95Om7o9XtdHuPTzFTOL0/Ozq/H8irBm8xN3QOtVuqhGnaAsa7X03NTk/MrG7mihCFjtHoCzW3tEQdDPpabWsssjMaKALk7oobi6shwyrG33W8y8+T2fQdo67cvbFBNTZ6A4y5Pq64CeXXowoIe6AwGXS4eYa1ay6/cPLdqPnCw2c6LFNSlTGp1ZWpedh0ciAiQeir7GAOgVfMljRYY5uNwA/7/FrITNBDD0HMML7+JhQCwdkOSf/rbsSbj/DROXIGGMLTtul97iqu1Wj6RZZs6gkaGJO7v3ARBEEhXcWnu1tXRJejztkYiJrW4Nndr+MJZb4utXyil1mJxDMKR9rAdJLNDb1yjXjjSFQ05qOLo3MbsTOxgWwBlV2aXjCZnXzjoYeo3x2dW0tShgx0hu1te/On0Srw14KbKuVRslWjCWyq+EUtqTqtsQsXkykLc3N62y+cwOvTCueW1RVusQ3BWsytz8ZCqq+WVyeGx6SxtbOlo9VC4kJhKqwBgTdEQa7QabU5BqqyPvfvupZnBUIvVbjEZsrLJ6nTaWU1ZXJ2LheqyWotNTU7MzGYN0d3RsFEtzF87P3xNtJqM7XI5u7G2kra3tjX57ZytHvvl3Mqq39/it4mN8+Jjai+EgLHD0GfB9N9hUxtwH4bsx6DZxbqGqzGcuAB0HboO3U9k/wTMjCBZ3urzi5ZAJOIxUr8xviTIi7bmvSc8RoZ4mMuOYAj/3qNGo8vU6ID029FeBGgzbP49MPePWAwBkoec/eNpb21Dj50GEEH73gcT2SFEtLf/Be8j1ifpH3jOv/Xa5An1uAKdSq0qI46nia0EGN7qat1/MlytKCTLUduiQNbw/k+HN/9kQtHd7nCPrhGMyJJg36dD9+wC0eWOuh42mBEr2MMd1kCrXKvUIc2z9LbnPqiHrOgIt9uDrZpcq9RkQLMcw1B341u06Gre/4K/WlUQS1MEfT/sYAjvPxm+92EmT6jbFehQalUZsTx9jw6AMBrDe150tdcBx6J6Lb+2sp4tQmtzb2eQg42Y0NNIvl7M1goGWvAbXdsrR7FSzK+NXTp1dbZCEEDVVLk+M78Yy5X0g4fbrA/tNhBCA83v9XYNxSYOBPpswAwAwNV0eubGL88Wol1eHkGIdWV1eTWWztT3He318L8J0K5v3Ll65sYs6j2KRa+rybjJTItrsbHLFz66vWI+cNTY/DjIjnUVl+ZvXZM9PS0Bj0V42vFo9UIqtVHRxJYnXBMbOT3idlFGp8f4FLOorE4Oj0zGawpHUemN2XUUaD7kJeF2DIx1Va/Hxy6cG1qXJIgQ0DU1nc5kEjXBfqzZQqPH5CXruaWxyXVMENFmtpZbnVsju8Nu48MwWouNXRjhSAPvd2xVdOtALy1eP7uR45HB6uQZLBWLizfee+tmwNpuEViBQloptjZx88wwe3LfQBN+2m0O4NLy8LWSry/od7mFT2Kc4Lfua2XtyH9ST17U1z9CiATm9qdE7ViTcXFOT1zAUoZo+yakhG1mnqbrmqoxHLcT+QrW1bWR0bQlemLw8GCLi9JqAbu5MPXXNxeeb23TADL6Ir7dBw5FavmYdPXHydDA/v5muy0rlYqz46VKFQMRIcLVM7Bvd4ef31A3qnWQaTlwbJ8IVePSufmCqtRl6gmRBdYY2v3C8QEWMLqxPJea16vFKr7n1tISE1MJgm/pP3Zil5/GGOu7NEAQQAHNYaaQlwBJcrQ3GEDjqQLd3x7yupwVxRFobg5xqa3iJjWzMJOocda+4y8e8bNYBR32wty3VtaTMZcIEG9wRPacOLqXBVBlNm7FNpR6pY5BA7L/GkKJyHVAT13TExcRwWLnPkCbnoaCAOsarsbxxiWcGUHNX4aCf4eGYs9MEGt2hcyu0D/BgzmDO9K707IgKWhv6bI3VOq36mhHnuf01HWcug4IDrv2A9r8tNpb29ATl3DqGmz5fSgGfk3thQiRjGBkHn2bYEXjk0oREElz5Mf7TAgRSbIGE/uUA2MFEyvsYKcTjGBgfs2pQYRIWjDRAKjZ5dXZ6TsL+Sob3NPjZRra+HSSreWrcq3J4nsozwKrtVo5n6gaQnv2d4UsoroxdfGjKzPDl1hPT9Rqf8QeYikmagu9NXWqrkgYYwghwJoGSGDpfuGLJ/00Qci59TvnLgxNXb1ibO10N1GaVC6Wq5KsQZIVBJHnCKzVS0WNM/A0RSKgSpIk13XaYGAQAECtlisapBiWo+/Xp2mypINKYjm+srRaDnYZCYwxqK1NTiXSuaJmUhQNA4wxVuvlYqUqyTqiOFEQOI7EWj2fWxq+cLrSzjC0yPpElgaaKpULxZqMEcWKosAyNIGwpqpSpaBQRkqtSICmSaPT45c0MwswBkCrl0uVal3WIGJ4QRQEBgEANLkuq7qGAdYUpV4plap1DSBaMBgFjnrYuNVzMxNzVRTd+/xRuz554yfvLCS0Q04CPGAXaXUlO3ru1DR87vPHj/S2mXEtubQwvzCeKUo60AFAmlyvVauVuqxDkuFFo8gQEEGAVUWVdV0nScboCEWw08DRBABYk+v1Srlc1zBJGjilXpcoVcPb/AGA8fns8mQqlcqWVS+NK+X84lwKlOS5ZKnNphvpejaTTmZLpj1BAwByKVep1WUdkCwvCCJPEwADoNZKxXJVUnSCZHlB5DgkVbLLo+dPJ7s4leYNXpFnENZUuVIsViQNUowgChzzbLvW/rYhO0QE4FxE31+oQ/9RxxrSNWDpACQPH1NTcpdxWavh0oq+9CauxFDTF5D1oao+iiRZnqmm05Li4/C96BneZAPAcjJZMkTNRtFCAgAImuG9PocykyorzepdXzyxuTuTBEWRBILwrod+s8cNgIiiCIgQgAghkiQJkkQAAkQQv6r+HEKEEEmRm7l2JEkiQn2gCYySzpQZg89itlN3TwiSBABXEpMXTl2ZXSiRVoeRBDiv6q7HpnAq+UIFU06b08EAACACtM/nAPP1SrXC8BARBHk3roYoimj0T/0fc7QTLNHxr9U7/wmvv6djFboOAsrwpA41AGBNwvW0vv4+SFyDzn0o8OnGN9mQZ6O9ABHt/1Ib+694/ZcaVpH7CKAM8Ikd3bEm43pKX/8IxM8g9yHkfxHCRpLqxxepUqogQ2T3rvbWdlcjK/FppVAv19R6q6npYRuOd3v7Xv7DNp0VWAQhxH6huLKRnphJJbM6eBSy0wTlFZ2ZWq6uSjrWic0gB0SQZASTycSQNDSbdmXSG5X0wkZMUv31xOLY2NxKKishzhFuamtvd5Pa0s2L6fBAX8BpYnAxtrIcX6y5DuxvFiHQ8wvjE3XG7Y+0uI3bTlhoCvrkFC6sTi9XO7pFgDV5ZWi6YOFMVt6EAMBYk6XixvzY2Px6Ji8Rgqcl0tba5ib17MLQyGqmKM2Pj5ssBqbZY1WzG0tTYzOxnEIb3E3R1qagx2Iga9X8ytCpdeuAs7yYpf0tolaX63VNgRhrajW5ND62sJJM1wBtCza1dfY0W+/TFGFNLqViC9Oj0+upqsZaQ219fS1es+nBsmgMICIQwlI1my6ny6rDZyPgw15zTdULmZxqbvVYDDxJUJQl2DMY7h28a/PL1dzq0tzC3FKyIJG8wxfp6Y24BJHC2/wCulzLVyWs6UCXq/nY/Pz0zFxSAkZ3W4dUUXQBP4AjAWEON7nBrXQum63qRlwpx2OFwJ6OVHy9WAnJGOay2VRRMTeFnGoxuzA+Mb8Wz0mYc/oibd2dQQeD1XJsbmRsbjVdUFnRE462RVqstYWhkZVsMTc3NmWyWJjmqJOo5TaWJsZn13JVwmALRFuaA0GngXl2bCbPYvOFJDA0Ebv/EtTi2thf6cs/A2rlyU4ePXZGG/6PoLqOWr6CvMcemYRRNDqD7urY9bFCXdG24X2gqioAiKGRIqmqqt59HpZqkk4x1Cfg8EEMhXRVVxR1u0bKM0NX1jXPwdf+9b//8z/+ylc+3e2AT/ipEEUigDVZkreeIdUkDSACkY3D9TevvoA2Ej3/G2CdeObv8eTfgHryVzgpc2P67f+E1z8Cvudh6x82vsGGPEthzKj73wHBB2b+QZ/4v0E99au1d/S/4JWfA99LqPVfgEYC9q8lhLt334mXX3t+T7ff2ADsTy+yrmgA70TzAgmC5oWtrHMslYqlkgQo0WiEO+7akCYoEpGKrumPYf1XypVqTZJpmpRyK+/+7Y+uxvKM02mSU7fPvPuTD4ZTEiEtXXr/2my6VMVaYWV8+IN33vngxlQNYIDLU5cujy0sZuSHKeCgtanJaaAq8xMLJYwBluZu3Cm6mpxO56ZdIRUS8+//w/eup6uix2msrl774L13zo1kHx6hkp2buPizv//hzZQxFPYLlZG33373wsWpnIqrlczk5bd++t1vv3lxLlNUtNLa5PSdW+NJTZPKq+9/6ydXV5OE3WHW8+Pnf/HDd68mt5WZ48z88MWP3r22yAQ6OwKm4s2zFyfm14sPtTUmnR1NxmJq+Gff/d6Zsyvm4196rokAD+cVkAzliUYMCzfeevOddy4Ozyfz0jY4Xp659MYPfvruzZkaYxTkwu23/ttf/fjGaqF0H6sBtV5cvfqLG0vloqSV5s6f+tmbPzy7WGYMRmXpys8uTCeLj2BEZGsJ26RiMZtLSuVKObeasXe/3BcsrmVKlYKczWYLhZoYDhj0xff/8QfX5kqcxWkEG8OX33v7reGMJleW3/+7N66nKoZA2Mepa1PXztxcUh/+1kvr4zff/H//7kwaOENeY3n+7NtfcaubAAAgAElEQVTv/vLKSFJ7hiviGewed33gYhD1/Qc9fg7Hz6ir70LnfuTYBwxNkDFDRGFdxXIBlxZwdgyvfwgghP6XkesQFAM7wGxIGx3+rv19l77zgx/8XHrpWF+rW6SkdGx86PrN2WTbF/6grTP04Y3Feb/ba++xyrnk/KWhhLer1Syw0m8Gd5MIqnq9lC5o2I7k5FI8Wy4Znyp/igq1+i9fjS/O3m7x7vcSWjk5Oqs3NUuyDiFBUhRBEARBkiS619VE0zXtQYBPe0I+dj22Mn5nKXogzNZrS2dvroiG56xOG1Vcamz7/wTay5hQ25/o1l04dkq9/OfQ2gNdz0FjM+RckGQx1oFSxZVVvTCN10+BWgLad6OWryFzO4BEo5dHQ56x9tJmFP1DbOnFsQ/VS38GrX3QfRgao5BzQpLDWAdKDVdXcX5Kj50G9SS09qLm30XmDthIwP71v3nUWPe/tuDH6/LmmViYuXhjZDFBhnr626zEzldDCPFDT1Jr9dTEuZ/jOwSCUi4+v5DQnMGDu7tMFvrkN7+pkRAxLCkFhFPDU4nFJLE/0hFRzsTTlSaXXkzK5QoRdKbGZ6u7urSFuThtitod1od7Y0EohMOGeqG2OjWajuynxm6Mkd4XfLb1uVQdAABooyvy0h//G40iCJpFPW76FyOrieUkua+99eC+2ZvTlfb+/s6oUBsZnVmUgq985fO7bTTUeyLi6V8uZudmliItIiAQZe95/euHgla3gVpPgyWMAQAELfpP/NEfqQRADEvIYfP5oeH5uVX5uHsLQSmFUrFaBY6m3r5dXlrr3HUAcDy/nXwAA6CkpkYWUsmlhG7rbD7wmRP9TgIXNlLQYhJodotSABIsYex97U++4bp+e3z6gx/f+AUQPE09AwefO9jnJjPDlyYlb+jgnuODYTMhV3a3it/+ztDIYFB8MHiymVOhJmfGF7MwsOe1F1/uMlFY2p+9/N3ELPuQCQYA5Y74DJOr+Vx8LeMqZGJUy2f87YTjUjpbzq7Vcjm5Qnl2RWw0d/IP/kyDBMEyhOzlro4s3Fpc03d5N9ZTpPX55o7uLi8D92oaIHmRxAcH529OJjt293a2hLnY0uzcjXjo1W98dreVZmFPm+30hZnM2J2lbk/Ls2oB8swMfkjQQPARvpPYGMWlBVxe0hZ/BKQ8RAhAAugaBgBQIqQtyP8SMDYhYwtg7I/JoYQEb3d1PPflz8FLY5ff+/aVD2mkq4qis0Zv22CrlbXvOnI4eWn86gffHTpPAU1SJMeRV/Z5LLyehDvvBx/ThWKx2cxWeuyjb/31kpVCDJnNS8LTbdDI2L53X/bGyOzlH84OcxSSparz0OfC/tZOy9D8yLk31uZstFItpTRgwwBAwWxCtYXhs2/jYkt439b0xab+7rRSu33pR39zy8SDcq6A2g70RH1eIV1s7Pf/JAcwAVg74TqABT8uzePSAl7/QF/MQawBRACMAdYxwULaDC1dMPgZaIxAwfOxiq0b0pB/Ku1FBGDt0LkP8x5cWsTFObx+Sl98A2INQAKAu9oLaDM0d0DjK9DYAvmG9jbkGQhHshQi8vXi48G8mps+++F7lyaqrqaBfYeiZmqnk1fTtbJUBQAwJE2gbb2rNaVerpRra/NLNdrbtmdwoL/Ny2q1wsqNj24kZFrgRIOWjOVlTKkUwUc6A+8Mx7NZUcrUAHRGdoe0q+MLtSZ1do01DVgddpZ4FJwYgl7LWim+cmt4pdVwY4Zped5nZQtkug4AAJpczi5ce+9GEooGjjcosUQBm6EMEMkKAkORCsvzHFFJ5RPLCxuKeO10mgAAADW9sLwOgS1RaBIhgoRo8zpsVkEg1HvUwLomlVaHTt/cqBIsLxi1zFpBUXVJu59bQTq8Ib9vdfjOT769bHf7Qq3dPa2ccD8rBmuyGrvw/tl1ovXY8WA8k05Mji5HTV7p3A8vGj7z3C5/0LaF7yGCBG9t6t9vDLbtzWdTG7Gl+YX5iz/dqFHfOFJfjmmGAZc/6LYYKaCxKNTXzN7cSFYq7h2Ar5rOZHTA2kMtLouRApgVKbNIE492sIGsP+CmVwrZ9RmK1fN17y4/a0dB6sN0Li5vZOu67vCHOVXLL498cGNN42mON2ob63lFFRSCFJoH9o1du37hZ+N3XL5QJBptjZgIEooCQ5I0y3McQ9YKhfjyfFo1Xz9TIAACWM0vzq8jWkvktBbhGbkvnmWMDkIC8G7A2qGpBZeWcG0DSDmg1QDWAYCQYAFjgawDGpoBa4XoiRx2BMOY/B0HjtO2pVi6WKpKCqAYk9MXamr1cBTBhfsP6qaVWLpcUyHJmcze5i4PxxKaf9dzLDCLNgQgy5oiR7/CGu28gAAUgtE+o0USLaxId5z8vMfrNjEQIFOwp0dsrllpACCA1s7jL9RtPodg4Ju6B58njTGJEkXBZKbD7bwn6DIamHDv8VcVLwEIAAA0hnbvN+mCwWw08t0nf6fJy1MMxXrbdw/wNud6piTrmOBNfp9VsDv79yNrPFkGlCBwNBFyhcWgaGRooXNgL+PxKGaX12XkX/iCx2s3sqTgbe4ZoA3OlXRV0gHRYnBFOiIek0DBQEc/aSe8m+oFzdFDRz28yyo0HD6/CYclYwG0CRqacHkZVGNYygKlDLAKAASIgrQJsjYghCDvAQTTcK435BOmvWZAG6GxGRtbQDWGpcw27SUhbQaMDYpByHsg2eg+05BnIyZGZEkmXt4pfQtrqlRIjF8+c/b6TMUR2r3/0O6Iz7Bzc0JZU2OlpJ2zsCR9vxkToiiDrX33brfqgIWrMZKhjXaPWZfSi1d/OZT2DLaGbDYB5aW1crUKAEKkqaXDfmlhY03eqBEWvrU7ZI/fuj26tKjPAk+/zewQdshxhoTB6XNXVpbvXLt8zrBAtHzVZzNIm8PUK+Vs/MaZsZxnsCdkMnMwXWaL+Z0sDh1AQrA4bBbD5icYu/f5GEfIw0JQghCSFIUeiOPoklxdvfbhcMq+qznocBhQQU9UChX5AVejwdHcvZcQLGvpQqlcnL14Kls7sK+zPWBhEQAA66qcn701W/EdaurucwSXb928MXPmnVqIGCvyL1PUA+0pMQAYUKLVY7B5dbXeFAlarUNXfvb+rdnUPqukQpogSIKAYHN7YRikF1SM9Z1+K1XTASDIrb4kEBDEzrFpZPQFbHSmtDJd5mx1SzgoIMYb8eChxHJ8QWFNpojPIOWXrp8aznraOgJui0Bmq4ViJrHZGLz7+FF6aT2Vzxfy6+M3E/G8/uJAdPtWp+u6DgFndtkt4qahY+IFNyM43PyzO8yffVodRCRg7ZC136001WWgawAigKgn10U9sjAoyhRsHwi2a3K9rmiQoBia3ip+ZqzhDmugRZJVDSCGY+4+GDnbdm+RtzCMGOh/cavPOu8ORN13X4QHj219iuhpabnX3wmamvYM3P2bDUTNnnBdUkmeo9D9Gk/RtOf+9aKnrWfrlTh4Yut9oyfc7Qq0ybKkaBQv0AhCCLi2bntYUjUdUhy7jdI60NXrau3UAMlyNOE7fm9gzqZ2ezCqKjUZswK7peJWV9jqCt8bgDHQu7txDPxGoQ8CtAFau4G1e9MtAXQVQAgQ9eSa1IY05BOhvZQIrV3A2nVXe+9BdtRoN9OQZy823izS/J3EjKTKNEHdQ25Yq9fy8aWxocvnL0+UHOHdvX3tPien16p1lmcfdbTX1Npker7ZEuDIbRkWiCIFR6i1LUz5+ULi1O3U6szimq/JUk/OTJTMJ/b2d7m8XGW+tpxKrZQBhIiyt7Yabi3NxtNil6e55f9j702DJLuuM7F779vXzJf7XpW179XV1SuAXtDdIEiCJMQQJXIkipaokTVWTIxnJhz2OOwfCocj7In5o9F4wrZkjxZKFikSBAESINZGo/fuqt6qa1+zqrJyqdz3zJfv3esf1Q30Ug00ICxc8vvZ/bLeu/edd+93zj3nOx1WSNrMVy9fbBa0E3arRd3dX6Alp9/jt4sXrp1Nq+PHQnaV375zYaNe2V5dqTu+eHi8W3Fw5fnsXKpcu4ermyYhGCmyotrthaYSHBhzcRBAo1KqQ5qXNbma3b0apWk2kstzReUP9oyOBkNSNWLE09FU5t5LcNNEkhoYfrIXNdLRtYmXXpha2Qz72wLanTkiWC+V64CmaVb1dnU3CoXkGy+fjRr8yH8VtKri+6PFRl1PLd3YoJzBgMchS7ys2h0uu8TgbBNTmssGNjOZVDofljS6oRfj8+t1JWDjhN2UkyirqhCczyZihYZFY4lZT2fLusHskg1BWwM+69T00mqepoKdRzUKIDnUbjl3e309wfX6ewN2qG8nlxcL2qnhvb1dbr6+WMyl8itNQgip6bxv+HA7rpaTC9cv3Lg9P7t8cLxLAABg0yQYAyTKktXuYg3O1z/s5DkamNVyHdO0bLV8fkWCvxCsghACCAFmDRgVYNYBwQAigDjCiIAWAUAfLUJJsby0a/4MxXDCp7YRIUSxnMR+XPUuRDG8wNyXr4V2fVxEs/wj5M4QRbGU3Oor87kYMG6AZgWYtfcoO6FFQMut5PUWfsmsF0CAGMK0rLeFzx8WXrEJ1rJe2SjEO7QAdbeagtSy6cXLr7342vmI6dnbK5FcYuFGckmyuIN9e7pc9/MajHG+Xr6emD3edmC3SlYAkKV9z3hv7Mz1tdsTfusxv+zy8oXkxqZcqfPmdq68I+wAEWJ8fe3M9XN5xDDWkMcqlW3dgdpfXiz5vurVLBLziG8FSU67NzjonXylPj7aJis8uCtZwDCsbHcypdjqBqsUWTNVqOoEsgAAAAEr8WQjtbkasfdqVm9bMDG5NL/kMOwMwNV0DtudHslpfSQNQrTi9Ai5dDS6rhsiSWXLjftZLzFLma3YerQqehwygynJalFF/v0e1AAiWvG3O28nNlcXZOhRmiZldbuEzbyMi5l81cYL4h1FS2LozczC5Nm03NbRFnLaRNjMbkTmM6StP2wXQoMj3vhieunmBFv08fXS1sLNvK/3ab+m8uVdHtwVDLvWbyXWJieum0EVNarxrXRFl3cbJOMMOqWbsFZKYvczHgYCQtnCfu7MTAUDxhH0CDRgFadTKMZjGzyq8CSVL+oEAIKNWmrhxibjUhRJhJCRVKtKWAgB4AQBVFKbaxGbIyRpwVC/5cbCzLK9y6awuJ7LGZLLJjpcn98XQX/euwUGpk6aJaAXSTUGKlHSyEKsA8QQVoOSD0p+wFgBqwCKbRU/tfCLx3WawKgQvQTqSVKJkloKGlUAEWFkKPqgHASsBlgFUEIr6N7CL6j1Nkugtk0qUVJLQrMGACSMAkUvkIKQ0wCrtqy3hc8LLMX4VXe7xX967bJP+arICDs+JKkWytuxtZrodANz6+bVrR0642obedIx0vUAo6o26xuFeLSY3OsdlNm76dMUy0pWl+0Oz6a03uE9sfzV1dXFRKWn//iXw98//+6FNVmUFapaNEWrhYcAIsC2dfc4lznN5/Z4eYonatvwgH06O9Bls6oPMXZO1TRKFhgERcXRtvepfdHKvg6J5VGTlSyqRZQEi+rofvLpuR+ce+PsskUQZVSumaJX4SBEFKWFO90TNybfydXoJ/b17jmEam+/++o/TqkS1OvE0nPooObBgKIYSXNZxbvpPrQgy6rJCiIr9xz7UviH5y5eXhdFWaXqOVPULDwEAPIWh0XiOESahWjk1q2Fc0hV2XrR8Bx6Iux3qtRdxs7w6sipE+svnZ0+99otSFMMrboHn3tOvPX6zcmQXVOVwJ2+rBQrSB2Hnup97czk29OXMYEAQYZ19h36jWdGNZa3P3G02Dh3cerCS5OYpgmR/Ud/81i/wynBhqjIKkEshIgWNLdVpGha8o0eGmucP3Px3RfmOVWkpQ6fpGmayD68BiHe5wsGugaYaqgtyAMAAWD8bR2+YIXIAV9AoXms9R451fGDixPn16ZFUUWVkinaNA4QHdeiN9+dKACOgSYUXJ7BJ8c8DETWYKf7+s3Jy9kaeurAsYHRYyfrr7z66itzKgf1JrH4hw8e9mEAPjcuCgkhn8wGgJt45ft47j/Dtq+jrm8jyf84ewYxaiQ7RTZeIvHTAEBg7YNSCFICMOukGifFJVBPA+/TqP03oX0UshZwf6F4Cy08lnHm583l75H4u9TeP4XeY4869Dcu/WuSvYU6v0X1/fFjWS82SHGVRF8lm6+AegpYeqDSAVkLICapp0lhCZRWgX0vbHseeY5C0dOy3hY+HnBqwpz8n4BRok/+GIre3a9J38Dz/yeop9HQv0Wepx7LesvrZPNnZP1loOeB0gmVMGStAGDSyJDCIiiuAMdeGHoeeY7s3LRlvS18nOW3WcKJi/jSn8Du71JdvwuV9gcu+J9P/8eV3MbX+0799uCXHv55Ra9ObE3/+dW/+/en/m3I4rs3PeYxXdPbycUfzb3uVVy/P/obDxxlf8CvcC2fr1GcKIgC86nmQRCCcTWfq9OCJNyXBAsAbhTyJUwLoihxNAAEm2ajmKtQkiry7GNJOJvVfKEOGV6QRBY9grk16+VcwRBsdolBuzUJxkatVKo0TUqQVYn/YLJqNsrFYqWBESdbLNJ9t8TNeq1eaxDBonLvK+A9cs0z9Ea9WjdETWXAP6mZDCEA1wq5GhAkXuC5+x+pUijWCc2KksLT7016KV82aIEXRYHesQWzUchVkSQI/KdhC2u56N/ceilS2PrOyNdOhA998MWfZ+yE5Gbw2j+S0grUhtH+/4DUToAYgHbaDhGATWLWSC1Fkufx7H+Clm7U9jx0jAPYSrJs4RcA1TjeeIkkL0LBg4b+NdCGIMVDxICdYAcxidkgzTJJXSbR1834GRT4IvKfBIzcmrkWPn8WVY3hjVdI4l0oeNHQv4HaEKRFgOh7rFcHzSJOTZDYG2b8HeR/FgWeBUxLNKaFzxoCw/fY20+0H/jL6y/8i33fbLN4qY9y3h7Jx65sTdUN/Rv9X2A/StdexKtWDsLPwk+FSLBo/C73gqxs0QCEdykrRBSn2tiPIBmKeMXC3fMXdrk5zfCqnQXokX0hIcXJKgt2il8+7H6sqNp4QiB8qGkjpFlBYnjweN1wIMVwosIS9El0gkC8rO02C5AWVCv/wMAgK1ms5L6XQbGKjflsbOHD8LlRdnPrTRx9DTIq6vw2tPZB3gUZ6WEHEPIuILiwbZRsX8RrP4LlTdT2VUjxrYWshc8RODeD134ImhUUeg7a9kDBA1h1R/z3XuceEhNwVmwdIukJknjXrESozm9D3t6awBY+T+vNTuONl0Aji0JfgfYxKLgBa3lwNyYEEBfFaVgbIKlJkjxvllepnu8C1tqKtbfwWQJBZBetX+w++re3Xnph9o0vdx/ttYdp6rFY+2pu863VS4ly+ut9J+3CRzBdCCGA1GeT/fAB94KQuvc/PsZTQfQh1+/8zQ+M2MMP/SMPXIse9V8fYemAEH5CqdAQgkfP7y4je/AfP0tb+IWk7MSok9RVvPFTKLVBz1PI2g9Z9VGvGNA8kINIcBHeRmLvkPQkBgC1/waAdGvnaOFzsF5sktIKXv0+gBT0nUCOcSi4Hr0U0kBwI85BeBuhJZK7bS7/HdXz+4BRWl3fW/gcrJcQUljAkR8DgKH3JHLueyzr5eyElkn2prn416j3DwEtfSQtrxZa+CeCpZiQ6n2+98Tptcs/Xz6XqKTHPP02wfIBdq6bzWvxmatbtw1sPBkcG3H3ItRaclv4pcdnTdmJqZPyOl79PhR9MPBFZOmGj3FWBSkO2kYw4sjW62T7EpFD0LEPtKpRW/isGY9J9AJe+yExGyjwJeTcBxnlceIcUAljigeIxonzOPoGCn0FtLSuW/isrReTZhlHXiRmDflOItch+BhpWhBRUGnHFA8oGm+9RbbehP4vAFZpzWcLnxkghAxFj3n7TYKvxadvxGZjxe0OLRCy+ByilbsrtY4J0Q09Vy9Gi4nVXHSzlGAgfcA3vNc7KLGtnK4WWpT9I+8ZhDQyOHGGNHLUwL+CaiekPkJiOrL2AmLg9Zdw5MdI7QKctaUh08JnimaVpK+R9HU08CePydfft17RSzzHiFkn6y8S2zBQwpDiWjPawmcHo062r5DcNOr+PeQ6CD9KWQUSPcRzjDTLOPIjqPYAa0/Lelv4jFk7BPCAf9grOy5u3JjPrMXL25F8zCZaVFZiKQYAoJtGtVnN1YvRYjJVzfbY2o+Extutfppq6R210KLsHwO4SYqrZPM1NPAvoRx6iK8TAAAh4AOUCaDajbzHzKn/QDI3oesQYKRH+Qbgl1nf4NN9/l/22fncXgomtSRe/QfoP4W0oV35+odMrehFnqdx/CzeehuFf3NHQ6aFFj4j621k8ML/A/0nkTbycaxXcKHAl8ytN/H2RcRrUAq0ZrWFzx5Bi/cbg67tSuZ6fO5afObttS0EEUexEMK60SCA+BTngKP7tweedUsOhm6JVbTQouwfe9uobZPCPGBU5D1+bzbkTisljA1MCDYhRBAhBBFCD1UrQIoFchj6TuH1n0BrP6DF99uhEQIAwRgTTEyMCQAUoiBCFEIAgI/BTwnBBBMMIIUgINgkAEGEICB3vX4AHq+WmRACCDYxIYSAO6PbpQ7j7ixgTEyMAdy5DCH06DplQu44Ovc88c7zPuInhGBsGgYGEFI0Q6GPMBnv3wYCgAkmBAC460B+VUmPUSPlDZCbR/v+V8A7Hpgbgs33XxxEO4b3wNxACIHggJ2/i2f/D+I9SgT33de0YyKGie+7euft/+J5VzsDNk0MEYUgIZgQAiBFPVCOf98H9BhjIIQAYhrmvaqzOysB/Jif8C+Zj/6pOtJGjZTWQHER7f/fwL2+4v3W+wHLJoQIcBrV/V1z5XvEsZeI/pbX38LnAgpRXsX1nOJ6rucYACBVyZX1CgFEZiUrr7BUi6a30KLsnwjK66CwgoJffHDDahQL0dtn3nhnciGWqhBadgUG9x9+8uChAdcuCb+8HXqOkqW/BvUMEFwAvqemqZv55XNvnL4ytRLNVBuUrPm6Bvc9eeL4qI//OML3ZmJmembhTLHvv32+O3/jxZ8sufbtGxoOy9VytVCjNK/2uLI1RMfl1TP/+NOr0XLRlIMjhw4/dWjM+3AGv17Lbi6cf+PnF+djuXqDVhyhwbFDhw/v6w3Kj9oaCdDzyYzJqbIsktzy1O1r89tdX/vGXo3ZfcB6fPKnb56fWWwEBg8d/52nOx+fU2Czno+lTM2riixbX5+dnJvdYrq/dHJM+7XZtmtxkLsF/ScAowJwj7dDms1KYu7M66cnFla3S3Uoav7eof1Pnjg6HHjYfCkBOPYCgEFpDUgBwGl33IF6YebH//Hl6VKuTgCAiJFUT3vP2JFnj3RZKPCLlv6F64XcjRf/caXzSyeGA83Z87OZDXbgn53qut+mzczqjemJia2+P/ytYZb98JWG1POx6Rf/80/mG9Um2FEW0/y9/XsPnzgUVj8Rqa9fWDQLmWwT8KJilT6tdJN6CmxfgaGvAtZyf6jBwPX0/JnXzkzMLcYLVcJbPN39+548dWIsKDw054gDnifBwl+A8iZQewBnae2gLXzusAkWTVAAABD8GoWQWmhR9k8f9Qyob0P7+H3RG6KXtiO33337Ysrec2Bwn0zq8ZWV1Svv1prI8rVj/oeeELFQcALeTapbUA4CzgoAIEapFJt54/97eY7r7Tj8/JNuiTXL2c21talX/2qr9M9++0BIZrmPWi/erNUKmUSuBgDFab6AX5MlDldjkemFK4vi8e883UYB6sPXB9KsFpKXXjlfCh98pttdnZ1Oxqbm40PetvtDAVjPrkcm333xSr3zxO+cdNCkmkmuRdKbC1N2b3B4967EhJg4d/P0z4reg3tHhzycZHP5/LSNf+RD6Wu3JxOmc+zo2NiI96NIDZJmoxSdfOHH1eN/cKjH6WEkxeH2YUrjf53Wx0aOlDeh5xiE9/byIEY1m50+/eK5uNo5+sQeldVTsbXIzNnXS5T2x6cC1ANHMRBBWoSWflCNk0Ye3qHsgGCjmo7VHUcP9gXb7IxZy6c2V+dO//AH1B9+c59dE+lfqImGiBHsgWDDIfAsKJcK+Vyaqz98mVGvlNLJdBU8Xrc2gk29mk3U3V8+OuzxqJRRzSTWVhffealA/94392oCg35Vrc0szF06naKCPeOH+9yfzpJMmkVSWoFtX4MUf6/1mvVSafbNly9ssb7BA4MWwcwmI5GFc68WaNt/fTIgMfevcBBCWgRqJ6hnQCNzl7ITbDZW3vjbdxbzmep750QUxTlGvvZbh4OihfuElDrMXDq6dO7n2x2/98VuY/nm+XXd0d453Omh6uV8BasuCwcfq7sMMUBta/Ktd29HC7km72jv33PowIj7wRgKLsVTs+f+7vSqDgAAiGIF2eYLdfcNDfW0WxkAAC4tTlyIVNVgx2hvm/SJq5HgRmptbWnxZrHtm8/2w2YxkzcpUZRkvhVDfjAMgtB9MZQWWmhR9k9gzzDqpFkAAEM5cD+NoTjV3bbn6S+Netq9msqDZtbKvn7u2tZGJNl8mLJDCAHFQ0s3qMZAswI4KwC4nktGrl86n/Mfe/7QaJfPY+FoXC8HnQ518o3Tb52b7nxuxCGWtwoGy1g8bgURbJD8xkJBcjutVpnBtWIhFVuPZUsNKLnC7UG7VeJ2OqCZmAAIGU4UJB6ZhWR0dW5mbmFNctxwo4BYyyPN69BUkUMAYL1Zz0UW81Jnu13i7u5TBBt6ORkrsAd8wYAjOj9rNOvmw9yDNIrZZDSWFEa/NT4attJIrxSC7bkGRWv8TuGuntvciCbTxSYQbA6vL+QSUDm6OD2/sFjMioKoMj6a5SVB4hgIAa6lt9aj8UypgUSL0x8KOlSSWp2+NRfJGO3uAIKIY416IbO5Fk0Vq0RQPUG/x26TGAQIwUYjt7WxmUyVDMup8uUAACAASURBVCQ73T6nU6huzUzPLS7X7LdUdpgJUDQniAJiaQgIAUTPxzfiiUxeR4zq9Pr9fisLAMD5zfUiRUHMNnOxZKlKqd6u7oDKcPQv5/LaLJJaEln7wf0Kd4iV5ODIsS8NOYNuu0Wkzfya/E7jwvzSaqIOAuL9tg4hBBBBay+pbMFm4QHGSluD4Z6h4YBAmpWMxpHkq6/einx5WLWIoJ6JJ2PJ7aIBZbs31O6z0DSCADdKmWQiGksUDSBovo6OgJVjatvxvFE3gYxz0USxRln9XR0eCy/QEABiNiqVzNbaZqrYZEW7L+B32FWexo16Nb+1UlbCSjURS2dqpuBw+f1Bp0hhk9RSkZWNZKFuslaH1+/32mWEGE4WJZ6i0E62lV4rZiMzW1u5OqN52tu8migyOx8QxncJu1HeTsbi8UxVZ1SbN9DhU+mHpC4JxrSzvauvq9PJEb2UlKCRu3xpKvLVYZxaKTNWDjf1psGIbq+TM/RsNBLdzlYBrbg8fpfXLjNgR1BcLyQ2YvF0tgZo1ekLhQIqRfLrSwXJ4bBqCodwo1bJxyJVta9NQ8VUpIA5GlJmvYx5X8grQqOwtbGZSJUNJNpdXq/fJTMEA5KPLhehhJr1Yma7pHN2f0e7G2xvrMcyNUbx+P1eh5VDgJjAKG6tROK5epNR7V6vz22TaUKwmdtYKPJuplmqZFKZGuI0b0enR24kVhcWFuaToGjKLgWFvE7hE/5ACCGkWSGVKNIGAbqPm0Ka57xDTz4zYPW67JrI4dKm9ULj9JW5pXjtuF9gwIMCxQBAtRs0skTP3TVsAoiR35yLVjs9fn/QxsI7bp3qV+lP1M9q1Evba9PrFhN3UAzNMISmKKiXttemzt2qP/HNIz6aZj88/wo3G7mp05c3kD3QN0IS8cL65Gyo3x2i7/9UiV6rZaK3N8hTJ/ocAoOMRq2U25o6t7EWO/jMsREXQ1M0zTAMQ9HUp+FLQkhRDMMyDAMAwMWFq2cLSnfvwHDI1mKnLbTQouyffiipCrAOKAHS98stQYpXXcERu4+CRrWmN+u6YWLEcaJilR7ZjQtKftDIAVwHAABcK2djy7NbqP8PxofCPoWlIQCAtfm7GNjMTl17bWr9cIdYWb25UtHkHpdbQcBsmlvXzy8GDh/oU1AuvrI0vZCoQAiMenFxNTZ0eKw/5L1nxwOFzZXNpswIYjmfzharVSO5Gctq1sjlVXVkf39fm19CuFEsRK6/eYE85fVbRO69A25Es6rHxW5uLN3Ir5UbwBLsC2sPy/cjiqZpCMqJ1ZVVyu/12hV7W68L7oTCGriwdPXCUlrHhtls1NZWI1vpPXv2SrlEolCpl+nUdjpTErhKObqa5PePenKRqxfn0nqNQBrg7XQuVRs+0pZPRrdz1RooZPO5XFqi9PStS8tligKmXl5a2Yr3Do2OdLipajk+c+HiQhYzAALc3Ignfd6QHSS2C7rRSMeSmfayk6qlE1sRShjv8eL69syFq3PpYpMgihh4dWkpMPzE/l4HC7Znr9/Ml0zOo8BauVQolG5uGl852euzCOwvY7zUrAO9AEXf/d3bIGIlyT/8lJuCRq3R1GtlE2NIsaKmSdQj9mIoekl+Hhi1h6PXLMfzgogEFjscDhlWclUTN7Kr0wuLsUTRQDQkiejK4ubgU4e6HTxOzs3ORVbTBsshbCZj2zX4RL+7sDI3tbmcp4NWVG80aqWZhbXk8IHR3oAm6an46uy1W+tFWmAAbi4tRoIDfQPdPW6jklu+8uptek9IMJvNUjZbouXAgHlkOERlFt89M1dhAQIIJ7fzpbw+tC8AQS6ysEGHgw4rAKSWy6QXr09Za/V6vTq/sBrrHxvpa7fdx38yS9O3lqLZmo5oiGNba6ubg08c6rTKHPVgwj/FchzPCwISGM1u0wRSLZWxEZ25MF2WOCjKFlswLEtsYu7ChfkCxUMITH1ldT0QHhwZC1sYXN+evTgxl8rrBCFsgq2NWPmJowP2rZsXl717x/qsCgdIpZReu/5OvKM9KHPJpclb8YZJ2VRRcIVtLltx6erEUrqJCIKkGY1uRuMDew+EZWTG5y5ez7AcrbA4nytVGrdWu3qVZrVeziXTjc3untHxw12iWUosXJlYKiKCEMIb0a1YNNQ/PuJTQDN+8+3rjSDPczyplPKlirm81XzmhDu7vV0oVUo4m06nciWv1/mJ638SDMw6MMpQ8NzvcELE8Lx3+LCTgma9oTfqFRNjgGhRs0mPOtmBgodUo7BZuS8mbBq0o6t/79h4+92AM6QYjmUQBKRRyaXTqXzRYATV5pXryZrk1GQJVArlRgXKPoeECAGknNoqQ1mRLDIPdL1a2I6l8lWdcBa722WziAIAhJhG08AAQFZUNc1UGFJNRRdmbt+4UbPu8SGXg9SRqEoWi8JCAAjBRimxWWKcFlWS7wRRCMbNwvpiHB7f0z/SU9fLt+KrRZ3s7ukAgw8MH3qy0yowzWopE12bmb49f+Otc27vcwMuRlSsGicxpJpJphrI4XXwO3VHZi2fLtUJkBwuGRGjnIolMkUdM5LF4bBrikARgs1SYqPC25lmpYlpSlA0rpFLxJP5mkHLVqfbqckCw0sWzYZ4XNveXJ6bupVRGlCwwLrANHXG6bfzECAIAK4Ws6WKTokuh+XXSRnFwEaxUcnWCoV6STd1AgBHsQorWgWLTbBQELVqLVpoUfZ/ArABCAG7SoMhhCABZm7lxuRaOp+MbSRKsmtgeMj/CMl2iAAtAb0ICAYAAFKtVnOJDN12stPC0u/vNIjnZVdfl/aDm1uFWjub3IiVdM1PdnYYnIssRrj+wQ5sqdZq9SpWXe0uO1tdPv2z67ddNpvNK9yz4+U3ljdQyNvhVFTNIvM5ye5zWS08m19YXHbLTrdX5OrF9Oata7PVJ5+m0PtxZEIAMExORrGbl0sWb9++8b7+4QDfrNUgJzDwvRQhxFnc/s7u3uXZyfPvxlwen8/jdns8bqfTpnDYJPVcpkLxLp/DCqtrU7PrU+fp4PhRi9OhCByx2GyaVaSym6mN5XW7QZpbt87diAf39gyEA3Qhm68VK01AKzanKvE5ZLVpNlUEer1YrHKu7qBd1DduXZhaMmnJ77fw8eVLp88taoP7BsMutrkdK5r1Kua9TrvCULTmslslkcknU4nNNdppNM3G2uTb52fprvaejjaLUdhYWpi5+Abr9Zxsl4uxyEqiyIcc7g6fXVHXrvzw7cnh/W029ZeTshMMiAFo8aGqYwQhZBhSWLs9tZaMJeLJZKFh6z+0J8DtXqAMAS0CYgBiPnCDZjmdjG2sY54Y1ezGymKaaety883EwtVrMwXJEu7r9zLN9NrUpfPn1aB20IeXb80tFvLOfScHLKSwvbJZ0U1slLdjkZWlstvl6Q34Wbw9e+7cuxOCRZJoT2FxdnLyWsp94MkuL1dLzV+dvtmoEd5mtYNKYnVqjvK6hjoCQQffvDa1OW9KvV1eNXLl9cnK0a/t7bRbmqntMmlUdYIpnFubi1if2tu5c4CmNxo1xh4IiHh79sqly9dpkVdHve9HYSuxWxevzZuMp7O/085XY5HZ6bOnpYDzUNgu8vfWBRCsF5OxTY6usqRZ3l6JrBfYYI+TA8nYwkLS5vX0230Wga7Fli+/8+6yffxwb5sNVDdn5pentsuc270naKxde+fCLOwIdneENVLL5lPlQsUk1vz60gYd7u4gAACgN8rbkdkN1SAmU0iuLS/XeLtk6/MqopmNXH7z0pqzc6Svw82b20tLq/NXilJ7YNyF87HFpagl2DbW1+ZH9NzVV85k4dG9PW1tUm1zYnNtTg6O+rTy8sSb59fsBw73Ba1CdXNpLjKXbkh+136bWdiYWSojb1f/QMiusSuLUzPvXB9+6jnZZlMkoQosmmZTpU9lSSaAmICA3ZQZ71hvcWNmZjW2mUhuJ3NF68CR8TaR2r33DKR5QsyHrBdARDMcLwh3zwjgToPvRj46vzC3upasmIwkK8o2lZhpDB4/0NUONtdWMxsw/BWHhAAAZnJxYhV2dHcMsrgU35ybW4iX67reNIDg6+vr7+p233uzaiGZaRKEKSOxGUuXq3pkbtWOqpn5ktTu7u4f8gmIGLiRnLtwqdh1dKBTkN/Lz4GQt6hsrJBenzfrhSpt62jTqEeFuhHDiZIkSwJULDaH3SJI5PW/evfi4hNdqr1a2M7UrQBT+crCer7zxKlemYYQGoX44kykwKoDqhUUo/PTC/FSpW4SSPGaz9fe1deh8aYeu3l6HnWwWGcUl81u1c2Na/PbDcM0ICvYij19He1SrVZIb2Q40mZE1lP5Yq4Wi0bX2TqP0uuNjmef7lUgC6FZ3Fyd3YrrjiH7rwVlJ4SU9ep2JRMvpxLlTKVZreo1A5sAABpRPM3JrGQTLH7F5VNcEitQrbZfLbQo+8cCBQAAuPkIKTGTGLm1a+cvrOezpuLpCYe7/Dbm0V+t2QDovZNMwzSNRpNVJATvnMMSjDEhBCJKEnnYqDcwftRxIpQ8/i5RcNSbAPGCb3zIfX2mWCtWwEOxLiQ4vEHU2Z5eKyr948NttMGPaktz8Xg0VfVYy9nE7GK188SIU+TuUlJiNor5rcXLN/OyHSWJJxDu6AlaUCkVjee5zn4vD6i780Bb/MG9X/iW6rw8cXth4dLcNcjZ2nr27jt0YLTfySH70KEnitUmoVgWwVy5snQukWMs44ODgXcmsm3dvV1hD64uLgMAAAZGzYAizwuCKFvtHm+nKEkCg0DvUNvVs3Wuo6e7OxTC9Zp0+FhJx5DjOWtPZH6mUtjOlMpi9PrVpPP5Pzg57nDLNDRNTAimjEam6lfeLXeP9Ie9LqES2RmeUWtuXbm0YRv/9rEnhoNuFjQ6nB72tf/73PXEk/4QAUhp6x06eOJ4p2hki/7KpZ9PF3WjgX9JMw8hgBQwG4DelYqbxY2b1y4vLyUN3hHu7e/psrOPNF+zASAFHmqAWk/O355MxflmtZjLFBoNYeALT3VJhZ/dXNHZnv6+/pCHJabMScXZv7i2kOyVRRNQNCdLEi9pit3XPqJIHGUmAZT8baHxZ58ZliAGpF9K/fuXotF4jAfZzUiC6vjSbzw3pkIASI9M/uHdtfXl5UGtCzI05x3+whefdIlWumqtpoz5QjbbJKJuIEUUeF602C2+oCSKAkc3cvfyNSS6vL17v/DsXgUSQHotxT9/ZTu2udXu5e58BMCIT11ZqvqPDPV0tTsZYnACU576iwsLp0YcFoG/z4HD1a3bN65sronQqOZy+Xpd7Dt+sF1k0hDKwbGnDh0Z7uGK8cWJWzdy3uf/+OReq0OkyKBLffvchdtTU/FuT+PKxYh1/HeOHh4OeTiIMTZNk4ZY/wAvEYqe/vH9X3hyRKoVE9OnTy8yp052ht0+mSIWYtRrW5evTxf3HpEIoLT20QMHjo52NtfW6NyVJXPPsyeGFZaxpRLVdLZSLuTN2K3JeeXkH/eGfCpHYQWUCrX5pcnFJ/YfYgGgrN2HDh4e2Rtg9bik1hMX1rKm1NPdG/DcQlR7V3dPyP1pLckIAEBw8xF9o81ydPrW1dnpLZ2xBTv39vc6WeoROS0E6wAg8GBRNGmWthMbq8tYRDueACXYAh4Ljs+dO3NhTUfBvhGPaKbWbt6auMopQwPBEEjE1jdnkfblJ9oAAACnI9OLUHA4+x0gHVuaXsv7B7tCbG353KVLxbLBOZz3lN/gzMbcckOnut1OXhQ4mgKSRRYVPh69sVnPUM5OT0A0ao3kzfOXNoNBk7wXRCEAQSh4fOzpW1fiUG4bGtw79tSAlei6STMU/ODILCVoTm9PR/CVs0vxxqCcic4vlwNUl5UuJ+fOpzsOdA1aIQGFlYXppQgO7h0o5yKTr7x4FYweHWq3csWVhfnrkWiZcx7t4/X0wuWJ/LbkCvcNui259fnpM+cah37zqJ+pxNYiiW27zQ7y2ejS5Cb/uwfdksSxDMsLoqRKdCWRmb0Z79zfPiwzjFmMzM4tZNKaff+vAV83sJGtFhYykZuJ+bX8JiEgrAUCqlthJQRhSa/GS6nl7EaykulzhMc8/T32dqdk52kWtNBCi7J/NDASQAzQC4CYDzYuJYQAGnLhE3/0PzxRL6ZWrp575+bZlwoN8dvPd++my0IMUt2Clt67MXuGplmBqxXyholpQiAEZr1crtZ1BBv5QgVKskhTFNyJeT9wBErMwubC+XdfP7ect7idPKdRyWzZ9VgEDjDukWH3zdu5WDSSrlPx9flKz3OjmsSj9xh7Jbk2+84bZ8hz/+ZPLIsv/Hjm9k2er4X09StnY4E/6HW575W6hLRg846c+vrIKdgsxJduXHrr7avn387pSt9XQ/rW1Z/+9ek1onCS4mArJYMB6iOK+iADxOEnn1555a3XX7z4puDt7B8ZO3BwtEtj3h86MWu59bl3X/77cymLzylKGp2N606Pzaw26/ntgmuwU+F3MhYoCgGAiNHYfQU19K14RhvwWEQLDQEAjKxYvW5rOp40iBcAwDA0TTEAAIQgyzHwXrHIXzZQPGAUUotDOXQ/294ZFO07+p0/OlAvpyMzl89evPDi39blf/eNXu5hdUJCSC0OGRlQD9k2xbIcT4rRRFI325/+zreO91qp2sVEtpwo3iqVtm5SAABi4Hqpvp0o1FH74N6u3Jk3T/+/f3baHujsGzl89GCPQyYE0hTNMAzacTOkYNBBbtX0UrxSbtZNR8/d1AUoBVw2uJUrZ3MY0BBAhmEBQgAAhqZomgZNKPHa0DNfnvvhG3//vbdULdgzPLZ3757e0AO+NEXRDHMniAkFv9+Bthv1chncCeli0Iwl0vVE4WoxtXCbAgBgU68WSSaZ1RsBAu4/c0EMz4uiKDGMI9B9MNzR1RGyYKBDAAVBYDgWAVxtVIvpkmugW+ZYBAGAvMNqlTVuLbGl641Y1jrgtogWBu4c4CH0vv3ubn2Q43iW4xHAdaMe30wY1am33ljZKVg3aoVS1RCSaQMLAACaZhBNA2BASNMMjRgEIASQphFECJj1RiW+uWVUbr790gxHQwCAWc4UTZFLZQHwAAAZhkEUtfNhMQwN3k/1/zR9TURDmgMUS+opyDnBfSp4d6zXffib3xmrl7ObC5Pnz1384V/WlH/3jW6V3SVPm9SSkBIB80A7SZKbeuWFq6+9fIccs4zc/dx/998cMW7d3oRy75GTXz7QLUJcK+yXt5ZmP7icWnZ0jJ/0DJjYNBmR6yb5v7pZzKZTTfuDCjVQsHrbLCPp6Fyssvf4/h5Gsg0tvrSU3YhEx30deil1Y3Ldc+CYx+K4E/onxGw0ihvXr6xV9XSK3zs0OH50X0DSy+ntLPK22VhAf3A2BWIpTraKlVKJmHfcVkZ1eWwdPvLKxEKlf49C6ssLWzrPtIfbSWrzxsRt1xf/+xPDXpWlcZeLf/v69NzlhX19owAApPSeeObI6FgQbd++eKmKraGujk6/wvaNHqQoCuHYjS0AIMVQ1p69Y8vXZ2XbwNDgSK8Su22GJ//u0vzXekZFVFpbilWIFujtsP1KR5MJIQSQZDnz4vxbs6mVsBb4/T1fH3J1Q/Cgm9U0jUQ59frK+e9NvTzs6vli15FeRzuNWt2UWmhR9o/GeDjAWgBkQHkTKO0PfI7ANE2aZkSJEURpeG8uFktNJJZX0qA7sCtlB4V54D0Bdhr4IVVWXW0e48fXbuUHx2SOZ5rJlUtnLt6I1zv7nDe3bf1hTRTqj/Db4/O35rfq0tE//BdP+1lICuf+YnPmcYPAyDrcF7h5rbR142rJk0uQ4a8MioB7X4+hWi5lNpMkfGKPw8J6v3qi8fL52z+ZmLSHhPanvuFG99dhEkAIgRQEANCKq+eJU2bFPL+4nNhqVJTp134SCXzr6yf6e7xic+3ylYnpc40PeC7Ot+83vjP0hWJ6KzJz/ebMG3+73vhXf/Sk9n6MKp3cmL963Rz+7v/41TArUqXpV4o38juxMZqjatUqwfjx3qrA041qHeMmADwAwDTNul5nOA7+yqnyMSoQPKCwACT//R8OAcA0DJqiBVHmeWlgsJTKxs68Ob8Yw70h9PCJAgHFZSB6AfsgA5GCY4eODQ1Ka5NnLp5dWJzPPNVrpSieY5W2vv7Bg3uCCtyhWNgEkt2jyaxt/CsdA8fz2djy4tTEW//le7XvfvvQgwkLoFrXAUKQ4SgaINCoVgG4Ywo1XQcE0AzzSDJLcVrb0e/8ywOVXHx9+daV61ffiiT17zzX/gF9Xxt1HQAJUtS93z7LyqHhQ/2jPe3Se2MgksuhCQ+YCSW3HzhysqvDJSAIEaIoCgGAH2CgiKZYVKtWALkzEN1oGk2D5gREIYHWa3WMjY/DbSGgBYFTPYefGQ9Z7XfyoQmgGMlJP47wCYS0KKmq/9gzh+2aRN/5PWJY2fbgKD7rlV4CUgjk54HLCgDzoOdt0IgSBJnnJQnVCoXNyA9n52LNToHdTWC0tArEAGAfkLGCjgO/8/zhPePtMrp7JMVJgnktXeKsLs3mvrMsQo5hP2xtqOQiNy+/+saZmOB1ioINpqMVp+exdIco50CHa6mYXZ9bG3BbkhPX0m1HB11W+W4+EK7lYouvff/V8pO/9c+tyfNnV25PnpPJqLB15oVb2nf/5ISbUT74LRMd69VSVZQk+F7aEJRcmr9jWH758lSxe6yxNJ8kQk97px/V56Lr63rp8kt/f4NnIACkkYvlmxIfS4NROwCAFyWGZiCgbIHwwGh44dU//1/OW73h3uEDh8b6gt5H7DmizRHs67L8zeW5fJ9QmllOUsAR7AtLv9qJ25jgWCn1Z5f/RuMtvzfytSFnN8/svsnQiPIprt8d/uqhwJ6XF07/YObVU+Enjrbva7G9FlqU/SPthhByDiI4cfoqUtreTy3A1Uxk7vrpCwv2fYcH24MORo/Pr67G0obWZZF2o+sNUomBWgpKfkDLO3FlxeHv2z/k/IefvPwOfepwX6fDHuxqC0eXX37zzRlh4LmDAbvKpmhKb9SKxaJBrKSZX4mkanonAcBs6iYGtKDIssQAbPD0h2i7EowNo3mH0Vg6+oJzlyO3L+kZTRl6vl24r+iFRoihYW07lqzjoOwd2jMUSSajN1P6yD6PQt17Gz0XmZm/fnNO3nfqcL9XohhcyaQzmVITei2AEL1WI3ZJFGVZ4nWB4xkEGvdsuNg03k82wcBIRdabqkuzBroHGB0bjfXb6QIG9zBEjE2jaSCrRZYkRkSYZ2kKAYAUUfH2tBUvnLs9YhmRnLyZjmerTcPqdAIIgKEb91F5yHJceKCzcXFhccBjs/RoRj6+Pje9YXSfCHH0r1pDc06DUghvX6I8R+8pycB6Ib41+eqP5uyj+we62pwKTq2trSwldTaoWR7KACIEE6NKMjegYx/k7A8GQymG5XjB1ds3mM1mJi+/dnH4nz8dCPQEmYvZYqUErd0+ATTr1cRGVvWwFCwn4lXAcHZXoIuTFbB+7dVypVGjCS5lsiQeKXZ1SxiXFydvpyjHuOrocKCMxs1MXV489HyflTKLSzcXk7jpcbW5aJDcdZ9sGvXc0rLp63Q42wdkulTWl2eyuTK+j7KTSr5YikeK/d0KxKWlG7Nxg2uz2jVgbt5ZZJhwdxheyBdLOmPtcgq4oVcykaziZtEDiiIQQkSzLMfz/D0p7g+QNUqVVHenP3/hzO09XxvibbQeXVxbT6eY4NNhiWsOdTYuLCz2e+2WHhup5HLbibrW6ZdYlirli7V62cRCsZjbjKfNh1ggkjgpMNxbvxDJjXaG7F6ZNUqlUiXbkDUOQuNDSRElymqwK1i/MJt76rk2p0WhG6VcqVwjksoCUP+gn5qGYRrGp2e9jAWqnThxlrLtAe8LABCjkk5OvPijOVv3SH9Ph9sCcptrS3NbdcalqQhSD1kvMGskNwe1PZB3PujdsYIoqxbLfaS3TtEIY4yxubPawTu4990+8BbMdGRzfvFGpeer3z3aLiCqdvut2IL+mLsMYwt3elaLqfUb12NdmRuVvhO9mlW6GzrHjXolvbJcdBwc8QfUrhMN8O7NxVe/v+KwlZx7jtsp/kMC1biRTccXllaFzt8McAL33ncrqJpneFC7ODG1rRRmsjLf4+v0C1QCsbyk2Pcd3GdRBQoCQMymiTjO5gQAAwDhnT55kFG8bfu+8u22J/K57VhkbvrMm6X8oQMdePeNlLcp3t5x5/em5lJKbSrNulzBUFBEv8KUvWkaiXL6zy7/bVgLPBUc77a3iQz/qBwmCCEFKQFRXbbQb/V/8cz6lTPrVxmKPhzc0yJ8LbQo+0eBHIJqJ469A9u+DtBdcWtIs4JoUczM9dd+cpPlOIRr5RpRvcPjB7vkXf6IniPbl6FtD+Tt4M5pF6Qlh7v/yNefxVdXz766ekkQWagX8ukC5hCo1+omJIS2BwJKZH7u7e//zbKNMw22gBsYAEDZgmHfVvHarZ+/UPOrCFDbuULjkYkxkJMEAVLZ62/8gGzteebJTkUJ9fim12brpYI69qWggO51/CGnOvz9o13zN378Qi1gZRq1YhW7u/owqkyfe9f77NFO9a7iIcWKkijg3K2f/8P0WUXh6Wa5UKghR8/YWAfDofC+g7aLly+e3li0inxlYyPTBBwAAELFaWemli+9Xq4f8pv6nX21UYhNXTpXIEjgGaNULGHfUJfj3o48ULU6/N0dixOvvvDzNpVjqHwkXeQdNsiKWnD0xOHNc+ff/NHsZRGYNcy5uwYOuzyi7HahqSuv/Cw1emwc6nd2aZ5y7DlxNHph+eybm9cvsrhZqdaozpOnBuwcon/F9hDeBbUBPPvnpJ4CFAfv2h6iOclmF/O3L/5s6hLH0aRRq5nIOXT8qR714RC7USXp64ASoRQEjLS7jdGSrb23P5taefP8q5d6vjXes/9Q+vr8yo3XY8uq4J+xcQAAIABJREFUwBiNco3pOB50yKCWXp6aXduocYpIo1oq5Rw47JTVCgSoWdyam/zJxkVMmvlYgvQODobbPA6b2juYzaenXv27/zKhsY1StmBY+waHeoIirOzunRrNSmpj4sLFqzIvcbCSyjcVb1dIe2BUyCgllq+/nLhEQDMbT9ZCXaNd3X4JbNwNXSNb35Ej6YnlzUs/f2FakiijUSeo87gvYBE/hpFATra3jRzbt37u9Gv/OKXyWK+UGrS7+8B4j5VHePTE0c0Lq+ffiN64yBFsUFDrPxUOKv6+Turi7JmfxmY0lW1U8tWHFCYBgAwn+fZ8+QvbV2auvbG+IHM0bjQpq63nUHtIeYwnhbTi9I0cfTZxZfbtlzYsEg/1himp/r7DAe8HtB2Ckt3C3pqfeudNqr5naN/+Nv4TN17I26FjH57630nn7wJWvWu9AFKM6HCLxduTr09PMBwN9Hq9ibWhk8f7Neahwj2zgZOXAKsAyfco631wg3H57OR2IRZdTbWPOSmjkV+NphtNgwAAKAoahqmX8gZxUWZ1K5GvNUQCgF6rV2tl5A62hwIMgIUNmafzH3wbYupNQAgAkLGEwp7VbOT65bMlutlzqkvbkTe9M1wAIMGNcrliEoe1bWioO56KrlxbhW3H210coh7Je7HZKOfiq/M3rl27XfMfOdVrZd7LfwSQYhXNM9jvuXT10rniFnvgoNfn5ikkqd6Q15hOEK3f55Ek1CwXK/UmlF0iIOX7PIFarVRosL6uXp/X66Lz6xfzuVy2qjD3O3UmxiYAEPGixTM2Zr926+yFfIodHfaHnOKvrvIjISRTy/908bSFl4+Exrvt7SLzWB8IT3Ptmv8I2Xd2Y/KNlQthLeASbQi1NDJb+CUG9ad/+qef0IeFSW6apCegtR/aRiCr7nY3lhh1kjgPBQ8UXRAxd2OLnGS1yDzLMQzDK1Z3qGtwbGxPf69XZh7ogW7USH6OrP8Etn0dWXrh3UguRDTFKy6PQ2QQBSFEDCvb3W09A4O9HZrs6un1KawsCSzD0DRFCarV6vCFw95gR1/I6bBbRF5gKQIYQVZki93tCnT0tLk1hYOcqjp9nT4VQIjUQNjv0FQRURRPI8AojkC718ryPM6trabLlDJ67HivxtwbQoKIYjjZYpWQCWmWZnjF1d7V398f9mg8r3j8Pst7NV6IYlhBUSSGQhBQDM1wii3Q3T8yNNTpkTlatNhYYFIsx4mSotlt3mBbKNTpt0CaowGmWFG2ud0up8dpswfCARWYum4CCtE0K1hsvo7B0d6QhUEQQNrqDvlcNqvCC4rKAx2zoiTJqs3h9LV3tfk9bgsv2RwWhkBEUzTDK053INjmc1p4hhcpDHhJc/s8dptqtdhd/jaPSotWu8LRiEIUxQqKMxjuHxnv9yoMggAgxRPwOl1WARECAE2xWrC/zSGw7Ge8bNbTJDsFyuvIexwq7RDuHkzD0ddALQltQ8ix2ykqYgAgJH0NAgzldngnlxdCimYlq0XmeJ5lGF5QHb6OgZG9e8b6/Vb2vkgQwSapbpGlv4G2EeQ6CDnr+7sSgIiiLYHedo9F5mma5XlZtQgMawuFPTaHQ5U4hoIQ0SwnyKrdF2rz2SWKIk0DA0womuVYUQsM7h3udKml5bmEXmPcoyGJQIoSHOHR/Xv6/G5F4ARRUi0yQzCgGJZXXOHekaG+sFvjIIQsK9hDfQGNoWgIAIC8xeX0+TwSMJu6gRiapjnR7m7v7u9v98k0RDS0tnUHbbLAIMlmczi9MjIBpDh7cGh8T3/IZ+UoCFnJ6vCHAxZatGoqT7MUAohhOFGyOLyhoN/G31fkSABieGuwr8MjC+yD4o8AWrwdfqdF4hGiaFbUHFaGQIqhGU7UAuG+weH+NpdEQ0q02lWOghRCiOJEi9Pb3tbm1URRlmhA0RzDSxaHy+Vv7wgGO3oDGg0ppDqDPrdDFRGEiJHsLpUBkKIomuV42WJ3+wJej4VDAAJk8YT9LqvMQwIonlfd4U63QiEEAORtTo/b79FESXNpLMCIommWF2XN5fZ6vQ6FgwBAZPH3+B2ywkFACGRFwR7oC1pZhmUgoVleUJ1Oj9utPBhJIdUYiZ0GWEcd34TM7klJpJog6UlgVKHrMJRDD3sTANEkcQ7SAhB9cCelEEAIKUbWVInneZZhOEGxe9r7hsf27h8KWdn7KCzBJqklyfz/Be1jyLkfcdo9wfdm7PpbtzZL6WRsc2V+Znpmenp+biFas/qtFoEqxreTsfVoPBGPRlbWM9vr83p4bCDos5q5eHR9ORIvFVORlbXY1spCVenqbAvbuEo2sRnL1/VSMhrfji7NZaHDF+pz8Lmt6at57xf2B+jE8pW4afP4e3xyOZ1YvHU7Q4wmtFgkSRVxPpFcmp0uWPqf+cJ+P8/T75NrYjZJLbG0miiVMonYViyZr2CaETjYMBi71ymz7zWPIrVcfn3q7RvRZi21vjg/NzM/vxyJFQjrH37qyJ4OK8OQ+PxEXFddvr6Qi0GQZppzZ6+uG+rgobHB9oDCUAgyDCxtraXyhWw6GdtYXV1PF0zBFXAIpBGdeCtuOxj2O9wSrqQ316Ymrs5txrfT2/GtWA5aQh3tdtBMb90qeb+0PwCM1NLNxWQuVwIszWkOhRKExtz5i+s1V9f42Ei3x8L8AgdIsE7KmyT6CrSPIdvIPeveHZxeu5KrF/odHYOu7od/XdIr09tLZ9cnv95/st/RKbHCLqQe7KJoAQCgEFI5GUG08v+zd99Rdh33neB/VTeHl1O/zjkDaCSCAAEwkyIpSqRs2bItazySZ73Hc7zr9ezO2R179mh3zqY/dmbts16Px/bYshwkjS0rURRFMYAgcga60TmH16+7X87v3lu1fzQyGokiCRD8ff4iG/elunXv/VbdulWpuUQp3R1qvTSo3U6vzI4Pnp/PuSMBlRBCeDU+MzQ2tZBzPD6PTDjnvDhz/vjocokKLnOjGU+ZXS2XCiWLKusPtHwgjlVKr4wcP3p6ZGxsYj7DQNFcunTj5ZGl49OTY8PLRW/Ir1xzSFqZ5OLs8PCy5Q+5RLjXlV95JRGbnpmcSzlev/v6+sMKa4n50UPTrC5iCpfe187FpycvDo3k3HWXiywxPTg+HVtx3CG3TDgHXpg/d2x0uVoRTe9dL//HrEqlXCpYgip/SltT6XL2XHw0XcltiXS1+OofoF52ImrE1UJCO9n0t4keBlcrERQAIqpuf/PA3qbNVrFQsqmoKIos3bzeDmcOz8+ylWMg6CT8KFw/vzsVZNnfumVfa3+lUCzbXJAVVRG5XU6nbY+ui1T0NXc9UtsyYFlc1AzlmmUpzbpuX6S9Wio5omkqV2adAU+jt3790ic2PvrU5YtgoHHT7pquYgU0l8aL6bX4QjxHtUhLZ3f05iVQqGy66voeq+2uFAoVkBVVliVhw4opKC5vfd8jtT07rWK+WGWiqiqKLK9vLIu+jkeeaSoWqiApkixfPaalmu69TzeVOZEkRZUF6AQAgHD7znCrXS5XLAdERdXk9Yyqtgzsa7n8o0O1fftqOop5S9Q0RRSvdj5IZl3P3rquarFYYUSUFUUWKQAXa7e/8JmuMpc1WZYkCs1dl764Gura9njHpnLZYoTKinplz9Vt3V13pSA0xdW+9wvtn9zjilABtDBp/Byb+z642qm4fT33EEGWPfW9e+q7rWKxaDFBVlTl5uWiOOe8vMZXT/DiEu38KlxNPABARdlo3P3K1ZxFVVe4fduzl4tLbejYXtdarVqWbQuqqV4+bOt7B+q6+6uVSsVism4oAiXEIkBEM1DT98jT7aRSqgq6LlO6Xqep4Y52bYt0DFSLRVtUVPnyfjddwa59r16tjL7mTb7m9f/We/fVd9ulUskGQZZUZf28KrTuf6l1fYOOnmBHDwBjjlMqVAVdkYX1jKREWrojLVfesq730WhnpVq1bzoALx8rhr9l76stGxS9AGLTtmebrvmDonga+h5v6KkWSpYgSNLlIwWACEqwc+vj7f3lUtXiIKnapRoZ6drzTFPJYkQQFVW+2mqr79tbf81eFokaat3xZLNdKlc4XLut2Dhw5Swg+PyNvqev7DBfe/+V/am4Q117nuywSsUKF2RRudJAVRof/eyVV1AzHOoKv3LpIAq17thfu8lhRFR15aOqvWqAtPwSW3qTGvVcMtajPxEk0Yx27Yp2bCuVylUHJFlT1Q1rbyXJ44d5KS6EHyVq8IYze6BjRw+kk6VEbOlSAYlKxV92WLCua8cOSxocml1dXCoYktrgcwllSgCop76xo2NT6uL0wmLMVIyaxs6B2tpan8cTUTv6H02dHlpeins03TQi7W3e5rBXUHVvfe8jSo1IRRpo7OmwIgEXlXVvtG1L79TEYiJdW7IcLnr8fnc44ma5tp2dbuXa50mJqLojHY8+tbt6Zj4ZX0wxQfFHN3UOmNbc6Eq2ZF/7MDCRTbO2c/emWSu9tpImVFQ0T6i2t6O7p7M9rBEAwv313e0Vf8hNAKgiG3Vb9m9fHFabexvq/QoFAM3ra93x/BP2kcGVVDyXAk7VsC7JAgChUqj7ka6wx6uS9adJFFWwFpZjOUVkVb25t6Ojqd6TXc137jCDAEDNpu6+GWchV0hkcvWMSoocaW8Uf7ja1FlbEwqpD3PWWc6vnYuPNHvrNke6NFG9emPFKhWTy/OLq+l8ucoFSXP5QjU1kaBfv65HRhalVn/DjtpN/3DxjadadtWYQZGKwIqp+Yun35tXzK42jykJ4KQnB48cvlio3+JrrG9VALgVO3PowKKxXXU11IRuHjTPK7nV+bmpFd61pz9IxA+U2bmVzy2PHn3n6IwcdpFMZiZf5rLH33zjalksFRs/d/xMtbmpr+3aBrtTzCVj0+Ml2t1bq5J7XdGLO/lUfHF2VZHa2uuuf6aI51dWRk/8aHrTzv7I5V4VVk7MTZ06ckQzN3UMuCgIdmru/KH3xmxlwNtR16ICh2ps6OC7k97dmz11zcG7fJiNW5nY0mJshnY+sSlAAHAu/QcosgMA0aO06XPOiX/NYgcokcBsJIJ8pb9HNty3mRiPF2Msfphnx4W2XyWq71Z9pYJiuK5e9WQjFL42GamivMFNNSqKsuiS7/LiJ0mq5FE5gLO2ODY8fG4iq3pau/qit5pFnhAiqi6PeldvToliupUN3gSIoruUjTp/dWOj2TCpqOqievuruHDrr0Vl3ZRv+AKyfsv9QyVVf/hX0pY9tO5ZJ/4+Wz4Aokb9/deuC0Yl3fTc8t4ur6b42gkeP0gbXqKeTiLe63o5VJBVQd5gL4qKJirXvJuo6jpzVJHcolITSgXVdN3TZ4uacacXUCpQwy3d4X0UVVQ+xGEfVDYM+VYV0rjx/jmVVUO++5+s/zxnRypppnQvJazqH/XJWDRo48vO6jEeP8JFAwJbrq+9miFpt669Gb52ii++SZpeJe7262svpYLa/sxvtD9zi8+t3bSrpmdrtVqxuCw5zqHp11YpAIDkr+/bV9PxSLFoC26PJsDVPv36/l01XQOFfEV0u9Rrlhdt2P7Zr63/V9uuz7Zd7kRp6Hnuy427SmC4NcFxCplMtmRr4YamzV2uGycKobJh1G9//lcGyrlsEWRFudSi27nrpj3iioR3fOF3bvPUoti684XWa1qRrprHfu2rj13X1BT1QP22F784YBXyJS4qsnql/Wd0vfC1rssfZYTb+p9s6d1vFbM5WzZ1VZZFChAwAy2XWrBy/cBzr3QWHS7KiipUCulcKpUn4fb+zvqIV3l4E7vN7KXcymwm9s+3vCoL0pWedM6qxeT8yPs/e+vs3Gq2bDFCFE+kfWDnY4/t7Qvf0HfmU93dgVZJEC+uTboV062YIHoM0+WRUkMTK9Uthsh5aXEhkViYLWr+uYzdGhLBSU9NrvBAr9vlU5hVLhWLpYrFiKjqpq5KxCmnYmPnThwcZUpnneb1GZIAdrVcKpWqFiOCohmmJhNCCLfKRcvhjIqCU6kQw60J9MqUcuVUenH86LjnxT/45QF66vW/G0svr6admyI7cMeqVspV6/rHPoikm4Foc0s1pFNKALhdKRZL5aoFoizLmugUbNmlSwKrlKqcC7KuioQzDlYhYwm6Kssub6SuURUDGgXOAZxyIV8q2w6VxGLZtiqlinPNB4qmy+V3S+nRyeXqFk0BWlxcXkvOzVr+4GLSbqkVmJOemo0Todbt9SrcKheLxWLFdoig6C5DFUWBArPtarmQL1YcoJKqG7oElfTC8OCJ80dlpa9B87pUiVJwKpVSqVixGIiyZhi6JOCyWPctsgsSmA3C5v/ROfu/MebQhs+A0XB1XPut8jqzeSXJ5n4IiVM0+jiN7nswSo+X0ysZqOt+tKe3symMs0g97AihIJvipt+zT/8vfO6HnBDwbwKq3KH2codbRRY7CAuvgxal7b96w6LxHy4h0N7Ta1U0H64ggm6svaIq9v2Oc+7/YnM/JJRS/5a7q70FtnwI5r4HRpS2/TLQe78PcLmzhJWzDhUl8XJooaKoim51owuFKOsev353FxVB1NwBDQDs9OLsxNCJE5PxamDrCy3aLQoCiKh6/OrHVe4gyIbnToc8oVRUTL9y6zagYXoAwKlk1+Kjp85dOHEW+r7QEog81Osnpcu5eD4hEtoXvv4OrZ1Ox0aPHpnnm596qbcuJKRnTx44fOHomxWtseszXfKNnWZu1djXuO3E4oW+YLtbMYFqHl+wNqK9Oz2RspsUai8vJIhuGoKaWVwo8qCbl2eml7i/N+TzGOXUyvzkxaHpxVQJ3PXd2wY6onJlYWZydHJudQ3OHzmh7N7T4dbsxMLE+Njk0lpZdtW29A70NXpkRWDp+eHFVKUg+12FpWVz6/4e79WVKDgAByKKIi+lF2JZqvpMl3kPJ27GHKtaqFiUc86t0src0NDo1EqaeMPRmlZv7kyy8akddZ785OiiY7vrtnYERbDBXhp8f9E10FsfYY5lVcvMIpxzxy4uT545PzafKimROo9FLef6BgJVvL5AJOg9NDOadupDAlmeT1KXoFW8mcXpIo+avDwzFSeh9pA3pJWzy7OTw8PjS+kCuKK9OzZ3RKMehZeSq7NjZ89PLmZtNdTavbmvlqwsTk2Ozq2kpMGDJ+TdezpCCqmuzk6Nj48tpIvUE2np3tLfENBkkWJqvx+RfX3Xk+B2uulfs5E/ZZkR0vJFGnkMyO3qKU9dZGN/AVaWNLxEG19+cEqvdvtnwgzIpano0KcBBaNe2PI/seH/zxn6I9rwEm363A1jtG5UXOYTfwvJMxDYSbu+9pHmdQAggdZOP/CbF2pCCADMBtr/37Gx/8wG/wgaXqLNr8Ltb/gUYmz6v/DV4ySwjfb8FpCfr/YKstiwc79cE/VqH8kFuLAaj5dI/cCe3t4tdQ9nlrVKuWR8Ja7u/OJXHu2rd5sPdZBJFNMFq9R68wBfKVTT+9xXfn+fqBmSKAjAW5VcOXvycCa1WoGumyqpJqqdgZZ3Z4+XLi3RQHSPJxwNGqemJopP+cnywjLI0ZYOZjrLCzPl/s3C7NQs922r8XvsmTPHjh2byNV1dzZ7kuff/IfxxFMvbGu//pTPi9NHf/zTswlZb2xrDefXRn/yxwfnv/JfP90dVtLT544fOT/Cmusamvp3Xz9BluFz1TR0wHd++s3Vat7ofezJrVtag3e/Q3k2uTB26r3swBPb6mD1/Hf/6o0JEKPNbaHcyuD5I9PLE4FXtvVGzLXRwcFqNapt6QgCOODMn3v7VLimzhOwlsYvnp9U6M6uqLV8/Jt//OOlQLi1qVZamR2anFwuOtdPCkU0rxkON+jnR8dL+zxKemHZ1uoaO6phvjo9W97TyxcmZyuBXWGfm0yfOnn81LFi3UB7oy9x/tC3J5afe/mJR6Nk9NjBn55LdO/Z1Qep6fNHj0JPVDZvKMjZg2/+dHC26m3qaqitxid+/GfH5r7860+3N/o17IS6P5GdEAJEpMGtZNO/YktvsfG/YnM/oDVP0NB2UENXpjLgjsWrSZ66yJfe4tkJ4t9CW36Z+Ho3WnP7/nRarXce4bpqn7KuSgJAwGykPf+Sxd/nywfspbdozX4S3kOMOhAu9Vly5nC7wLOTfPkAXztFtFrS9mUa2gGy66O+xUeogKc2dOvaK4CrmXb9C7ZymMUPsthbtGY/Ce0hZsPV2ssZt4uQGWfLB/jaGaKFaPuv0eBOkEwA8vNUYCLKYsP2vTWiqkofRZNSCPVsfaytD0RV09SHc9pDqvnrO/d+to5JumGq0kPe95gu58p2udFTe0OtI4SKkuJyi4SVUslCMbsyfX58pigFW9taNrp7oohSgzu6UkiV7TLjjBJKTZ+rpqaeHJuYrW4KTS9VTdXb3K2kFtcWJ+ZKfdrYbCHcEPX4fIFA/2Oexq1MUiVVpG322l/M5jJV2tbS1r24smKzLY/tajPLp38wVApHt2zZs7XeTSuF1gbx2/9wamRbSA1xxgRfU3vnZz+/PWiaLvnqY5lOOb26NDY8XbaWRiu7v/TZXQNtdUq5mCmWJTNo3FU245w5tsOZbcdOHJuUwwOP7tjZ02xAdW2688gP/miB8fWrkcOcq89pMMd2GOcAnDPmOIxVC5WlYwfGPV0vPbujtzGqsPLihdpTx7+VvP7gFVyGO9JSC98bmyn1++cXq6LL11lLxMX0sal5q1Oamil4WqM+n8fv3bzD19zBFFWSNdoGK38+lUmvrql6Jpsuexr6Nm+ql3l3306uqTKUp3OryWJK2vT4I61uOXXm8GDGaO3bs2NXsynYma4m6VvfOTKxKex2awEcyHB/etnXd79kgK+HyiZPd/HcNFs5zBffACqB4iNU5qwKVg7sEogGaGHS8svE10OMBnJ3M4sh9NHWXkEGVzMVNW42QXac5yb52mkABpKHSDrnHKwcWBmgKqhhUv8CcXdRTyu57pFThO5j7W2iks6NBp4d59lpnjgLjIF8ufbaeaikQVBBDZH6Z4mni7rbiOL/MNoMt3hW58P6abLhko2HfO9Jqu5V9U9HXa04FZs5bsXYuP3JLWf56Gv/eHpmNZ3nrnDn1v27O4IbhRpKqC6pjPOqYzHGqECJ6NI90dZw4fjEcjI9mVYjLb76Fs0uuazzo0tp1/iqp3Gnz/RKlcLC5PC5kYms7PVqmp7OZAumxUHWdENXZZmZbrfmXJybWYu7CyDIhSkBHLuUXcmtzsysFDs9FIikebRwfTR03Rh7lp2bGTp3eEzoe+VLmy+8OzG1EG8MqdXx+cVsquaxF7d47+FZTMas5dllIbSjtq65xu8Twea5qk+ni3fVoONWtRKbXVQaHmuobQj7XAJY5UDYrZLkjQ1uzfA2NodLx8bjqcBkWlMjvuYWMVc07OHRWNoYX/GGH/N7PZJVmJ+/eP7UVF72eHRNz2RzeZ9tcW8wWtcYWRz+8bcSwUi0vq2rt73eY2iabqiyJJtetypWRhfmE8uMVCVuzwnAqnZpJb06N7da6KhnARPvHIN4X889CnG3cz0KhW6WHYPCElg5vr6wBpWI5ALRIFoY3B3EbAJRxycQ0AN05aQCMWq5GgRPJ8+O8vwCVFP88pqbRFDBqCNKENxtxN0GkptQ7PtGD07tFYke5UoAPF08M8qL81BJc2ZdOTODXgtKgLjbiKsVFC8hWHvRfcA55wD0VqP8CCVqINrYDGYqnSlYxVQ8lsg3+RRxg3y/Pm0W53A5Yyi64W9pdr0+MTa2Ns8DnW5/MKClfD4lOTZ20ZyjdY8FXIaSnrk4MnphvhrqaYmaVIC8SDdYiNeqWFTRNMM0VBkAuKw273omHPZ7dSELIAiCKN4wDRMrJxYX55diUvdndj+q1xRLbw8PHsuMFXOC7Iu23ftUDpblCLIoiuuzdRFChXu428rBsmxRkUVhfYFHSqmwwSIFVDJMf1ND8Efjs6NrcxDY7PaGgzJ4vd7k+MiIMSM0PBcwvXJ66fzI0NBSPtS1KWpKAq+sFxk1A43d2/ZTbXolW6ykxo8eTBW2butpunbFMF6pWoKk64ZLVxUCoHBV2/5kTTDsMgWMf/c7sl9uuRngaRc87ZxzsPK8mgFuESIRyQTZTXBELnqgu7xkMGqJUQvriwZUM+CUCRAiGqB4CcU7eegBr71RYkQv194sOCUChIgaKH4gOE8Dus8kQRIILVjlW6R5kfo37Xuhu1rOrAwdePfQxOkjamN/a8B708zmjJWtCgARqXi5AUBl3Yy01slHzpxeK9W0uv1+XZV9br8pzp87JFSDz9W6DZWkluOrhZzZ8/mn9zcKNkuWLmhxevU7MMcBDqIvFNAKHn+0pXtLrVvkzKnmM2UlGPYaJHuLn2aXy+WyZcuGW9N9ffv2LC/+8OipC+lg986+x+uNe8s9hIj+oLuaSCUzyWLU1MGqFhPpAlufsZ5SYlt2pVJiXGR2JZkq2Mzm154HRMkf8BZjy4lca9SrKaxSLqZzpZtX36WKrkWa2pXDI6eSmUi76fOaqlRye8N0/sQRqRB5Nuw2TLI6Hl9NFNytn3vqiUYBWPLgWTVOAZjNRMPdsPXJHqGytjR14gc/GJrwhCOhEPD1cgQCoj/gVxNqINTYM9DokoBxq5Auyb6g11TwXPRgRPZr28Egu4jswr2CPpEBSNTufepGhLD2IrQxUzZkQV7JJ27M6065mE0trxTVQNBtaIruDYYDPn3CXkmu5jncuFgTWMxeLSQNWdNEWbh8w5Mqml7f0lL52/NWX7vH5XMJlHpdXk+NPfVesumVBrdLF2nRNHRJSaZiM3NUZVAqVRymAgAIgiAIpLQ8PzPlDobaeyMLC7nY7HRIrDfBLhdiMdYaCvNbN3pll9fjUsTJidPDkVYTHF+Nz1h2lwkndjGdr4ZNiVyzQhO3K4VkbOLiUObScumaPxJwXc7dlIr1vd2eN2amR84ZUA6LYRsAAAAgAElEQVQK1bXpieX8pcxteAyysrY8dWHMiEC+uLiYqti11x77kio39m0yX58ZvmiSYqMbSguz0yv5myM7UE3S63taSn87aNd2erxel0ip4XJHQ9b3DmebXmnwGapEFc3QNDmfjs3OUZlAJV+xmQmcFdLLK1PTBVd9xJQFzR/0u2RFJFQUBeKUV+cmp12h2pqWnsjCRDo+M7eo1rhptZpfi7FWTwBw1doHLrIjhBC6X9a75GDjdSQRug/8mseQtNnMImOMkKuPPvPKanzk0Hf+ccTYuXdzR32Nko+dHxqZL9JoOOrdoPaW7cpUeqHZW6des1YJEXXZ097X4V6EjnqfyysCEJfhqe/oDp9a6u8IqYZMxGhXZ9vq6uLpH35nvt4viQZkQQopokBVw+MNeKrvv/Wtv51/4p99Ydfje8ih98/87FuHqSaBxaDmMd9mFjSooOiaLog3Ri2q1rR3bMquLL7z2jcmgx7IV7TGgUd21sXTKxfePe4PvdAfuvoSQVKIlRk78tfjRy/9RW198kvPPd7ok1XDbclEJO4t+59bLr5x7Mh3j72neHyqXB9ykzIhAGKko7Vmavbwwe9MnPG7ZLM5bLhMUxYocEnVdFOWRF3yb/vMK0vffe3gW4MHmOQKmqLLH/KDTG5q2Uuqp7u/w7sktNT7/B4RgOimt6GjK3hhtbczZBoSFaMtXW3JtUNv/+g7a3V+STShIEBUlohTSc1PnTx67qeCzyeXs1Z454utzXUR2U56VXLk7b9OLj79tV/ctuu5XfydQ6fe+M4xqqlQLku1e0MdrX4PSHg4AAC5cpr+eU/3zGKT32LDf0yaXqXtX6ZGHRYuelCySHrEmfgmjx0Qtn2dRB8ndOOD3z7yuzx5jrZ9Sej+LSw09OBgqyeck78Pdk58+rtEj268zdoZNvInUF6j/b9Ha/Z+wMjOGawvlYrQh3X6tXJs+TA78tuk46tC+68RV/MNG/zB2384mZp7tfuZX+p74YZ/qtjVn00d+cHoO//707/r09xXBrVzVs7Hx8++8b3vvXdxIWfbjAh6uGnr/qeef+aZXp90U5tzMRv/09Pf6fA3vdC2L2j4rqvxtuWAIAgCJYQQzhlnjm1zKkoCBUKAM2ZVS6VioVRRvH6dUiBEECglhFnVcj6dKhNfyKeKAnGYVS0XS6UKE10eXRIkiRIAvj5ZC720JvR1xxt3rGqpks+lCtTweXRVkihwzoEIokABLveyc8aY49js2m5vIogCJYQzxwG6vqQ6dxyrks+XbRAUJ5k+/g//5vyOr//mruaQBlalmC+Uqlxye0yZcAZUFCgBztj6fxMA4I5dLeVyVS5JuqGJAByoJNLrW/CccwDHthhQQaCU0GuLTJIEcqnI7GqpXChkLcXnM0TCCRXo+re1q9VyIZW1NLdP12RFpIQwu1LIZ3J56ov4VEm4XOKlcsmW3F5DEgSREvLwdiRMpxa+ce77M5nFr2z+3FMtj95+Y+xlRwihT2WW4oxXMnz1OE+e5dkJKC6DUwQigKgTsxFcbTTyGPF2EQkHK6L7QxKkOnek0VPzzvSxl7ueVMRLkyoTIuvBjm2f+6/an8wmk5kKUVXT7fF63C5TvCnaVezqcn5teHXqy5tevm7yGUIIEEFShGv/RIlA5Wv/QgVJ0UVJNTgRhGsTLJVkzROU3XAp7otUFnRR0TiAINDLgZsI4sZjOgghRJAUQ5Q01QP00ptsuCWlAr1FO/qavxNRlKnbq3IgPJvN0cvvRqggqYZH1jmAIFz3GKdA4ZqXS4rhkXS4/KjuLb40gChdvzD6BkUmKrohqSon4vVFRqggSoqs82t+LxUV0xPUTaCXorlAZdWQZN0Esr7iDd71w8iOEEKf2rDOeX6Oxd/nqycIFcFopDX7QHKDIAMHcMq8moHKmjP+DSJ7SGQvDT1CVD+WG/qYUULqXJH+cOfrE+/tqO2vc4clQboaQ32K4QsGaywGAhUFUdg4aM5nY+/PnR6o6a4xg5defm/WQyndMHNft4giuddVMS4l1A/ttha59FaOrKu13Y9aYVMRyN1/sQ9vUY9bFNnlVhLdqBBufDng8HWM7Agh9OnO63aZrZ3iK0ehkqCuVuJuBVcLUYIge0BQADjYZV5NQmmFZyd4bpbH33fyM7RmP/X1Yumhj5lXdfUEW0/Hhl4bP/BK99M1ZvDK86NACMD1veQ3Wc6vnY4NxwtrX+p/QRPVT8lzGlRxmU3bngsZHk3CLmqM7AghhD5pYZ1zYFW2coQvvw9OmQS305rHiRa8fisCkk4kHYx6Hhjg2Sm+/B7LDDMrD0CItxsfTkUfJ0kQ69yRz7Tv++7wm+/Pnd7TsDXqCol31y8dLySOLZybTM1vjnT1hTrop2bOaCIqsq+uHdfuw8iOEELok5jXOeeQHOTzPwbJTZpeocFtt3/SlBBKPO1cr4H4ITb/Opv5Lu36KqghXHAAfZwMWdsW7Y0XEscXzzPOttf21bkihqzdpqrbzI7l104uDQ6vTda6wi+07xPwoWqEkR0hhNAnIbMzbuX52F+AFqZNn6eBzXf5OiKZtOYJEA128Y/Z7A9pyy+A4sNF7tDHSRHlV7qflgTprakjc9nYE02PtPsbNUmRqLTe404I4Zw73LEcu2RVVouJH48fnM/EdtVvfqFjn1vBR6gRRnaEEEKfCHaBz3wXqinS+VXw9d/bawWZ+LfQ7n/Bjv4rCG4FaRMIKpYo+pi90L6vO9j8/ZG3/5+j36gxQ0+17OoNtde7w7IgA0DVsVaKyZG1qYOzp07FBh+p2/zPBl7tDbWJ2L+OMLIjhBD6ROCc8UqSj/8l7f/viavtXsejE0JAMsDXS+qf50tvEyUA7lYsVfQxo4Q0uKO/seWVZ1v3XFydOhUb+sHYOyWrLAsSAWIxW6RCrSvU6mt4teeZWjPkVd0iFfDpC4SRHSGE0CdEJc0T50D2EH8fkV0bhhgnPXbh1NmTQzka7Xn8lT3NIlw7hTMhFCQvbX7VGfz3EH6MGo1EEAGAV/PVucP/5c3RtZJ9/VIvqnfTiy/vjAZd8m0bE1Y5vzL6ztuL9c/s7AiGXBvOwcfKy2PjU0vzrOnFvW0/f/sFoBw78+7xoaVY2paDDY39O/b1h+Ubpn9mudza2Dvffm/GAhuACJJi+EINbR09PX2NHvHDnSvaSSeWpo68udr8pafbVVF9cMYcOdVqpZjOEXfILT8YD2/KguTTPIash43AlprOfLVYqJYsZgNwiUqapJqy5lFcQd0nCSLF4VsIIztCCKFPEF5N8eR5WrOPKP6NHx51MnMXTp0+cuz4tKClzM2fh6abtxFk4usDQYVSDKoZ0ALr2ZwawdqmsllxSrGhkcVy0Wh8pCckEtkMaJJwN8mWEG5zQvgte0MJEA4AjH8IOZkzm6cHjx6ZTrkjNa28vLo2dWqktTvcIlwfw7lVKa6MnxovPrq3OaAZ1LEqxdzM2cOzswu7nnyiL6iL9MPLg+VSdmns9Kz+C082P0gDjlg1lZgdPXCK7PrinjpZkB+M3mpCiCLKETMQMQMAYDm2zRwALlIR+9QRRnaEEEKfZNUsz07Q7t/caAw6B2D5hQtnBmOJsuD3y1nLYRtHJQqSSVxtUF7llQTRAgBAREUM9T76eCfjLHO2kGfpZGDrU8/2yIyTajaZybGyY1uMiHrQbzCnkltdTmSKJSZpnoDf7/FogiDqnnCk7NFlgZTSK0UbHCoLxcRqpsxVfzgacKuyqJhuf8BvG5w5vLCyWNBccrVazKdzFldc/ppwUBMIIcAq+VQimcwVmKy7PSG9slI0wn5dU8SrOY45LD09sQjNm/u3d1YWjpw/NpEuMoCbBzxz7thq7cDex9p9QbFayq4uTQ4NXRg/9qYSCT/fG1INkTiVfD6TXEsVylwxfaFwQJedfDpTdQTV43MpFIBzYPlEvMA103CbCiuXc8n4arroiJonGAy4TFWi6x9VvXybgtvlXDqVTGWKNldcvlA4aEiiwEuZRLHKbCqRfDKRt6gRiER8piqJUCnmC7l0VfEJ2aXVvC2bwYjPAFZIJ1KFCjXD9bUehYiUADjVYi6bTCSyFSaZ3nAkYEiySCq5dKFUtmRTKa6tpAuO5A2EAx6VlRPz40PnT5wk7oE6sbEubMiK8MAFYkkQJQGTDMLIjhBC6BOOc87tIpSXibsDqLTBv5bj48dPTJV8wTZ3bW75yMrt3o24WnhhgVTTl/+fElHVRQBwLFWRRUmUVcM0Fbtqxy4cHZV8qiMIuifc6DMgGxs7d3EumS+XLJsY0Yb27r6uqOHYhbW5hG5bYVacHRyL5bJyyFNZiSfSmbLatHPflrZIwCoUMqllywOO5SyeeX9ECbuAVnNriWyRuPydO5/aXqdBJbc4MjIyPbtSsETT4/VGpZXTxZ7P7G6tVcRr11MHxaXLsUpqcXq8nChQd3ND8FYPKBJBVA3DMN0acXsDwZAv5CZLf3nwyPiueldQodn47NT07FI8V7G4JOu+xt7+NldybmQpCf627f3NBuXAneT42ZMpvbWzXWLFxNzk+PRCqlRlgqR6ato625pqwvq1+8MqrE5Pjk9PLyYLFuOSpvqaNm/prvfL6dmhscVkUgy5yiur6aJFXNGeTT1tdTWufHJh7NzxmNrtL80vJVJlMdpe71fVytrScjJVkoLbn3m8y+tWSDm9tDAzMz23kinZXFQ0X2NXb3t9UC/GJsYmppbV5ogdX15LZkpKpG9HX6NKVmMzc6v5IpkeHAu4gx5VVvBJToTuHxzphRBCD3dmd8Apg10kes2No2I4504lO/n++4Mlo6VvU29z4E6ZjGgRsItgF+74oWzl4skjB949NjabqIIkW4XU8vnDx5ZADjc1hsTsyPFj758YSjhOpbB8/uDQUilfZdnFkcGjBw6dGl+0zEhdUJh552eHR6dXik5+JTYzdnYyCcxm8aHj77/z3pm5FdvweCiLX/jZj44vOGCVY+ff+sk7xyYWmSsQUPjqxSNvv3Pg7HyqaF37tYBS7qqPKrGJIz997Z2pFaX50f19YbBsxjnnt/9NguZ313Zva8xOji0VisXM9Imj7x89OlFUa5raatXq8E9+/PaFyXQ5FxufHBwcipUZ58Dt1NCh4+OrK0XLWhsdOvruT44vQ6StoyVAY8cPHTx5anytfM1NDW4nJg6/+fbBsyNZxVcT9PHY+e//3Wsn55ay5fTi6ODRg4dPT8SYu7bBLywf/umP3js5tpyp5tKxkVPvHnr3TMzy1QfJ/IX3Xn/tzRMXV2zZVKSVE//05kiiULWtzMK5Q4cPnhxM65HW5iZvafLdH757dnYuU8mtzoweP/De4QvjRT1YH5XiJ48cHxyaL1JJVlVJoJJq6MqHORAIIfRBYC87Qgg95JkdgAOI65H0msG+nPOqU50/9P0DK5GXn+vv6ISzq/wK4NdtfCWzC5ff8C76hNy9j31m7/4t9Sbl3GFdL/zm7wKvWqIibw7xbx+fW5uLWduvGzVPzfpNW7f/4pe2GtyubOXD/+f5XLFQZOb10Tm0/ckX9+zujSiVuYmgvPz3ywsW1CycODWjhXfuf+LpgVaV29nlNU/8wvB1Izk4Z45VWDp9ZCJbWIwZ3c9ufuyZXd1atZpci9FwnUeSxNsPhaaiIPu8eiGbc6rLF0+OJIWmzc8//0ybyllla4/6F//h/Gzvc631fk9uZXRo4enWFtlJXjg1o9bvrIvIqfGJyQVo/eyvvNKvA8CWTvNHf3cmMTk509F+ZdpwJ37qxIild+z/zAu7ug3iFHfs8Py//8fR0zMthpdRs75vYNsXf2W7SbjDB/z8D19fnO6Yrq9RqeGK9G7+1V/d7wK6UFhJL9DO7U+8sL2hNB93rb77k3jecqqJC+dHs0Xv1hd/YX+nxjkb6ND+/D+dmZqLeho51cOt3QNf+o09JgDkpbk/PWvlq3Kor3Nreu3CHNn+9J5uTVRxlDhCGNkRQgh9ZAQgIoADrAr0uvlb7EIqduif3px11TVWc7HR86np2bVcORefPjcc6uqoM8UNBkLYRSAiEOmuPlnRNEmUCQDwam55/tSP//6tRSno0w0fTUyXzKboTR3bAhVE8dKby7JENmwcSOKl2UAEgUiSBJxxsNbWcqa/wesOSgAAhFBZunGyGl5O5cbf/MaP8z2f+9oj8aODc0PvH3Spm9TUe9/7me8rX3siHDJv35XMHWZncyXV0ClbW0vkFpbOxvOrMyoBzoBlp9ZilUS5vbs5upRZnLo4nK3pzx47vVzfvDcc9eXnM4n5yWlL+Ls/P0oAAFh+aTKuytG1DLsS2a3l5bQSqAsEowoBACLJ3p6u4BvxbLkiAghUlKT1p0AJMVvrQ06qWsznmApAiCCv/1xBIIIo0vXZyAkRhPU2lrW6kkwvjswkrL8Zf48A55zl5heXoGVLhx+AECpKl4pdkkTsUEcIIztCCKGPFyEgaKAEeH6WmM0gyFcDqG2lllctXpw7ezgxLJFyOpVKZyv5Ez89qPmaA+oGkZ0X5kEyQb6r5SQJpZQQSgCcTHpl9Mh7Me++L+xrMdyyNXckOZzc6LsScqVrn9xq+o8rG12zNaWUOI7DObv6Dze8AbNKhdWJ8Zhn28uNTa2dinLo0OmRn3xrKmikPf17fNqdRmqzSiofHzs7ozR/vtbQlylVPdFgw7aBdmP9U9jmzVWzobHWD8byXHhx9sTZZXfyRKp+/+Mhn19ZmyeK7qsNDOwc8Fza3tpiK/5oxE2ty48GUEqBM8YZowQACAfiOA5QQoDA9T+JOIwB8PU/XPqHG3/69eVDFX+4oWFgZ6vr0udv2WKZNc2R6sTwjcWOHeoIYWRHCCH08SZ2QiSD6HU8NUT02msiOxE1b3TXq7/SYluMA4AVHx6+MHY2XdO/d2enX1I3SrAsO069fSD77vFbWNVyfm3N8be0N7doXjFXGtanMh/qxSzSEHIuri0uza7VugK0nF8dn12zHOf6TnpOHLtaKlcZkfwtXX3LidX5kbPjUuP+F6OqLNBbJVXmVEuZ+MLY2TMnB5cjez7X5XebJBpRF9aITX0NHWGNMCgnlnOaz2e6dUGsjdTPTvz4yCEhX4482RbyG4ro+P1uvyeTq+h1HQ0GAaimE3kq6+6All2+8itqGiNwPhNbml5tdIdEu7Q2cWKkEBrwG7pJWCmXLqzG806dAU5x7sLUmiLVurweCkt3Lh8hGA0ZsazFmaehI6oRziqJWE4JeT1q8jYBnXNuO/ZdDoRCCGFkRwgh9MFTu+wl3m4ee5dH9oJoXO5EJaLqCvc8Fu65tFl5AlgiMU4a+vZs65BAvD7JcWZDeRWKyxB9mij+e/wGmmYGmxrFyTOHTyVcLhlWljNFxyt/eL+RhnsHOpfOLl889rPkQkATyulcnl0/XSURVdPX2ts5OHX26KFkSJcqqxnqr60tM7I8eGHe218b0KWrv5o73ElNHnrjjXHdFBy7Usxn80WhYecz+/oiiiYFm/u74ufmF0ZOHCmEPDKrZJNF78B2t8tDFSNcW1MfVI+dOyV1fqE16DUkKnjCTW0dieypyZOHIObXwMqnS1pLa7sR9F4brLs2dS2cnh87+XYuHpB5fm12Smve1l0fcJWngJWTK1NnDlrDMrVSM4NrrvbNTdFaF4vfRfkIvtbOznhxdHX8xJFqjVvl5Wyy5O59RDO1Ww6DEWRJkfXK8JkDByrt2/rq3F4dp4xBCCM7Qgihj4jig8AAn/kHXlggkgvEjRfsoUYw3NK12RvxkY1W93TKLHYAJBcYdSCZN/+75K1taHZ7PW4KAITSQFtvW03ApRAAoIY71LZ9/1Li9MwSd2uGKeiRmlBNyCsIkhbs3NEeUXWJSpHmBkWR18dtEEr9bT1toZBboWogVNfcU/UAFWigvb8t4jfXh3SrujfavlkOCSDJDf27H3FOXxiem5vKGKYqhz265EjX5FEiqG5P957nY+UTcwuzKeBUcYV7dvW56OzFseVsuauG8SsLKkmyHm7f1j6ZnVvIAiGibHgDtV1be/sGuiIaAUqEYOeOAS4LFyZmJtJxidiWEPQCpwQABCMUatm0ZyB/0bWnJ6QaIgGQPPWdvUCdk6cHJ8YTKnFs6m5uBIEAKJqrpmNACIlEkGu7H9lpSRcGJ2fH1qhARKnjycd3tkS94hwQWRFFYq3OLBSsSsEJde5+ZFNbTUDJFIN1bb0VPwUCAEq4oU0QIx6VAIiq4m8e6HW7FZHK4dYt20C8cHZ4fmJMUohjCaEuRiihmr+2tlnyeS8PjPE2tjUrvoAuyJor0rSpa3ZsYiLm726LuPBIQuh+dr7ccVqru8SZxSa/xYb/mDS9Stu/TI06LFz0gODpEWfimzx2QNj2dRJ9nNCNn5yzj/wuT56jbV8Sun8LCw09ONjqCefk74OdE5/+LtGjG2+zdoaN/AmU12j/79GavRscBaW4fex/IMEdtOnzxGwg97iWO2cWz886J/8tqX9eqHueGNEPdJlwWDmXqYiaoSryh/2MI7dyiXQVKJEkERwrszjxxjf/SfzFr77Q215jXPNZHIBbpVy+yKmiaroq/3zfg9lVq1rKVyW3RxPvYhA4Z7ZdLWRLgm5qiiTc4sOZVSlXy5ajmi6ZEkIAqqM/+euTS5K880tf6OGFbEV0uRSR3vvSRsyxqpVisSy6PJp466FAV/e7XSlmCmB4zFt/2zvsFrZ8mB35bdLxVaH914ir+YYN/uDtP5xMzb3a/cwv9b2ABzv6tJlOLXzj3PdnMotf2fy5p1oevf3G2MuOEEKfArKX9v237NTvM1crVQIgGXf/jCHnnBdX2MKbYOdp9HHQIx/sKxAqCLrXr39ULZvzr//TcMnlam5tUPNr00MHT0n9X2vyum8Y+EEAiKR5fNqH87FUlBVRVvS7LwRRUj0B9Q7vKim6pNzwyvXnQqkgSm6/+oG/ryCpukfV7/bbSpLmCWp4/CB0/2FkRwihTwEqE18/aXgJ5r7HgZG6Z0G86yBWXuGxt/j8D+nAH4AaAXgg5xOhkW3PPa0NjY7Njgzaoubrf/m/2dLf4nMrD8fsJ9TX1N/tE4QATuaCEEZ2hBBCDylCCAiy0PKLDmcs9ja3skL9C0QN3PGFLDPJ5l/jqUHa+ZvEv5mI6gM6BSAR1EBz1/ZQfU/F5lSQVd3lMi6NKnkICL6mPsMBkPEBUIQwsiOEEHq4U7sepQ0vsfh7kDzv5OdozT4S2AqivuHQdlaM8dUTPHEWnAqte5ZGn7hmtpkH8geKquFRDc/DufckzZSwEiOEkR0hhNCnAfW0gyBz0cXTw2zpXbJ6CswmooVA8RFBBc64U4JygpfivLAAVhYkNwk/SkM7ieLD0kMIIYzsCCGEPpbUbjZyNci9PSz+Pk8OQmmFyy6QTEIVAMadClg5XkkRQSa+zSS8i5hNhOJ4DIQQwsiOEELoY0REnfj7ibebW3lID/PcFC/GeCUJQEB2E18vMVuJp4OIOi5ejxBCGNkRQgjdv+BORaJ4IbIbIruxNBBC6EFGsQgQQgghhBDCyI4QQgghhBDCyI4QQgghhBBGdoQQQgghhBBGdoQQQgghhBBGdoQQQgghhDCyI4QQQgghhDCyI4QQQgghhJEdIYQQQgghhJEdIYQQQgghhJEdIYQQQgghjOwIIYQQQgghjOwIIYQQQghhZEcIIYQQQghhZEcIIYQQQghhZEcIIYQQQggjO0IIIYQQQggjO0IIIYQQQhjZEUIIIYQQQhjZEUIIIYQQQhjZEUIIIYQQwsiOEEIIIYQQwsiOEEIIIYTQp534ob8jX3rbqWa4UYeFexctJpnUPkOMOiLI91bIdpHnpnnsPQCGpXjn4sqM8pWjQO+ikMurbOltYDYW2i1OGDq422l4D6HCvb6UpUd56gKU4liK91x0+RkoLIDiuXNVT485w3/Ck+ew0DYme0h4NzGb77UCc6fCk4M8eRacMpbivRWdleOJs+BUb7PNaiH1zvTxVDmHxfWREggNGf6nmneZsk4IuZuXOMw5sTQ4npwtWljzPxIzqYWh1Qm/7r0/kR2y41BeYZKBe+LOiEjSI6TxczS4lcjuuz0DllbYyhE+/xpPj2BkvyuVNFRTYLbcxfmpAsnzrLiIZXarRiaYTVBYoo0vg6gScufbdJxz4IzH32fzr/HUIFhZLMV7ZhfBLtxNZAcrBavHWGEWy+wWmUUnaydJyy9R/xZy1xcpXk6w2Dt88U2eGQNuYSneG8eCSuI2lypKqM3sseRMvJDA0voI207AOIBL1rOV/DMtuyNGgFJ6+1N31bHenj721vSRmcyS7diU4LiMjyAyV/Iluxw0/ATu3Ij6ECM7AU8Xaf5FqKZxH9zdAeRAYYHH3+PVLFRTNPwo0Wvu8Arm8NwUjx3gi2/y3BQJbgfFD3gU3SUlAEYD3PqoIDX7QPEDq2JR3fKcX4rz7CQb/wbYBVL3DGg1t79BxJnDq2kef5/Pfp9nxkGPEt8moBIW5b2fXynIHhD0W26ghkjNk6CGsahuiVWhEONLb4NVYI0v0/CjoAZv3+zknEFuhi29xeZfg2oaXC1ExxvIH7QKB3eA5Lr573saBiJmwHLsu+z3RR+w+nNWqJbOLg+/Nvauw5wnmnY2eKLCLW43OczJVQqH5s98f/StdDnX4q2NmmHh3m+uojtfVjknABEz2OCpufNBxDn/sD4VgANzcAfcdYnZkDzPJv6Grx4Ho4E2vkxrnwSjHoDcfObinAOr8PQYm3+Nx94Bp0JqHqftXwazkRA8iu66VUkFALjVhYEzBzjetbjtOT8zzuZ+yBd/CtUUbf/npO5p4m4lon6LNmmFF5Z4/BAb/89glyG4gza9QkM7QVCxKD9Q/SVAhFvWXs6BMbztdjt2kacuOhPfgJWj4G6lzV8gNfuJXkuouHF5OmWWnYC519j8ayDIUPsUbXiJepcSo5gAACAASURBVPuwID94s5NQzOX3MbJny/kfjL3zk4n3bMaeadn9bOueBk9UFG6MELZjrxVTxxcvfPP8Dzjw3Q1bX2zf1xVouX2vPPo4jqEPK7KjDxjcc7PO+F/yhTeAyqThRdr2a6BFCBWvPa9xzrhdhPSIM/KfIHEGtDBpfFlo+xUie7AA0cddY0srbOENNvIfoZwgzV+gTa8QXx+I+vU1loNT4tkptvA6H/srEBXS9Au09ZeJu5XgTSF0H2svs3lphQ39EY+9C4JMml6lzZ8nev0NN4s4d7iV56lhNvbnED8KRi1p/3Va/zzV8CYG+iTXf8455/84/MYPxt7NVgpPNT/yavczte6IeE33ue3Y8ULi4Nzpb5z7HgF4tefpF9sfr3NHsPQeBMLXv/51LIX72WZSvCSwHajKU+cgfpjnJknoERDU9d6I9QYVtwssfpSd/DeQOEtC22n3vxSav0BEDUsP3YcaKxnE2wWB7TxxGpbf5YVFrgaIqwngUv8Z55xzh6+cYCN/AlPfAiVAt/3PQusvUSOKHWzoPtdeQkEyae1TAISnzkP8IK8kiLsDFB9cvv/GOefVDIu9y8/+r7B2CoIDwsC/pXVPU+wiQZ/4+k8IIX3hDk1Up9Jzx5cGU+VsX6jNkLT1f+Wcx3Jrr028+5dnv0sI/e3tX/ps15Mhw49Fh5EdXUYlcLcRs4WXV2HlEI8fpmYTUQJEUACA5+fZ2F/xwf8b7Bzp+A3a+VUa2AJUwvSD7t+JXwAlQEO7eDUFyXOQPA92mXp7LnVVWnk++S02+meQGYPQLmHHvyPBHUQysMaiByi5eDvBaOLlVYgf5umLRAkSV9OlyJ6dYhN/w0f+FOwiaf9Vuun3iLuDCApWYPTQqHdHgro/Wcqcil2cTi/0BNsMWaeEjq5Nf3vo9dcnDtaYgd955Mt7m7bf/dwyCCP7p+XyAYJCtDBxNQNQWDnKU4NABJDcPH2Rjf0ZLP0MBI32/y6tf4m4m4mo4iGE7nONJQKRPcTdAVSE3CQkz/JiDFztvLTKRv4jn/0+cIc0fIZ2fY16u4mg4XgY9ODUXkIIWT/lmo3AOSRO8dQF7lTBaGSrx9j4X0HsLVACtPs3heZXidFAsIsEPVwkQQxo3oDuLVnl07GLk8m5Rnd0ZG36u6Nvno4Ntfoafn3z53bU9puyjrPEPFinLxzL/uDgdolnxtnCG3zueyC5iVHHq1koLoKrjbb8AgnvJop/wyelELo/NZY5PD/Dlt7hi29AbpoEtwOzefICmE2k/lkafYK42ghOMoAe3FNukafH2MJP+PyPQJCJt5cXY1CKE08nafw8jewmOHgdPbxylcLQ6sRPJg6+N3tyU6SzaJUSxUxXoOXFjn1bo72mrGMRPWgw/z1I7SdRA18vVQNM0vn863z5ICg+EtlHGl6gNfuACNhViR6sGksF4m4DUeeKl83+gC/9DKhEwntIw0sksofqUSwi9GCfcnXw9VHZzSSTz/2Qz78GWg2J7CMNL9LQToKri6CHmksxNkU6FUHmnB+cP6UI8u66gefb926OdGmSguWDkR3dMQOJxKgj7b/uSF5YOw56LW38LPXhtGLowUX1KK97HrQaLuogGrT1i8TXTyQTSwZ9Ak65ggSuZtr+61zx86W3wNdL618gni68O4Q+DQxJ6w21uxSdEupVXU+37u4KNEsCLp3xoJ6vcGDMg4k7FlSzQAhR8WFt9EmpsUkQNBB1HL6FPpF1OD8PSoBIOB4AfbowzhLFtCnriijj4HWM7AghhBBCCKEPCJtTCCGEEEIIYWRHCCGEEEIIYWRHCCGEEELoofShPSXGOeelUvX0OZbNYLEihBBCCCF0R0QUaTisDGz+mCI7cM6yucI/fs+emsLSRwghhBBC6M6RXdflnds/xsgOwKtVe3zcnp0XQgFi4qzMCCGEEEII3RJbS7BSSQiH7rjlhz99srJzu/nVr6h79+BuQAghhBBC6FZy3/ibwjf//m62xMdPEUIIIYQQeqBhZEcIIYQQQggjO0IIIYQQQggjO0IIIYQQQhjZEUIIIYQQQhjZEUIIIYQQQtcQsQgQQugBwLnjOLZtcSrJkkAIIVgmCCGELsFedoQQeiAieyk5N3bsp9//yenZIrc4Fsj/z957Bkl2XXee93mb3vvM8r66q70F0PAgSIKkNBJlRxoNQxopdmbdxMTuF0XMB0Vs7OyGYkOhjd3Z0Wg1I4kcigYEARCN9q7alOsub7Oy0lR69/L59+5+6G6gHYCmgFkA5Pt9rayX79yb99z/Pffccy0sLCwsPsSKsltYWHy5UdPXLl+48Ob07ocqF6N5hz86uHfv/r37upzEl8IMo767OXP+h+/ckgPV4OivpRav/eDsrRyXPHby1RfHgg+7aihn1qavvPnDhVLgyO9+54VunqKfJvwCIZDnfvpX795c2a0Dztc7cfybbzwbxgAAAJji6vmz56+dWyjruIOLHfu97zwXZwjqlzLSbypCp1kvtk3M5ou4aQJHrQ0PCwsLS7JbWFhYfCqg0m6Wc+mtHCBpO08hAJhqqZjP7uSKpZpgfPXlYxHyS2AGyvDOQLy3a7cZ6PZjJCLUi7mdHTvbELUn2KzK7Up+eydnDEoG/Dki8lBs7OZ20jtliFd0hls4dCwcxQFAjPbO2vLi7fn1jARJtx1vyib8pQ30G/XM5o3z35/p8OPf+OcvJpyWZLewsLAku4WFhcVnA2Hjo+OvvjLiRABQqum5m3eWt1cXHc6evcciEQCgKtQb9ZagIThrdzoddhq7L9CUTqveaAgdFWCs3ev38gSCQVloCoICMYrmKKNVqbZ1knd5XTaaJu4FtKFpQrVVLldbog5Im93pdDvYu380xFq9JWsYy9IYprYrtbaCsK5A0MXiBIYAYOqK2KnXKi1RAxTv9rntDE2SnDvSPb4PCs4uN0YY91WiqalCpdBotg3S4fO7OILEnhhRN3WpIzQbjY6iE7zL43XQGI59jNTUxXpx+85y9ploDAdoe2sjndupSI/KdEMVO61mo9WRDUDyroDfSaEYigBTEQVBEDSTZF0OTCgWG5KJME6Xy+HgCBQAAE1gKq16vdnqyAZG8k6X22mn0IfbXJQR2uZyuVCh2tYA7bDzNEtiABq6JrVrtXpLBYzd6XLYWIpAgWloutiotFSUcdpIVW41G6KJsk6/38miWru0WxU0wLicLoeDxVEAAIAAQFVoNBpNQQEY63C57vW7IdYbbVlFaZYicKNVrrRlwLgCQReHo4rQLGW2N5YXFgUHt29niEVjPo4iCCuN1MLCwpLsFhYWFp8ShGC5wMDRF1+KoAA3GktovbWbu95uFLIlU3dWNxcWVra289WWiuC8NxjvGRgZ6PUxqNHIrywsLW+kdxuCimCcKxDrHtoz3mUrbd2+s7gtQpvNy3R20oWGRtkDqb6h4f5UwMfjUBWF4ubC/NJapljr6IC0u0PJrv6+gd6ohwRKdu7GbLYCHA4Ww9q728WWgnCe5PiBg0NJHwMa2e3VhfmVnUJDVAFl90ZifUNDPQFOFOrF3YqoeUQYJuFd7d/IrcxdyjZ2Kk2dckV6hsZGeqNuxyPGQ6WZ29xcXV9LF8ptWSccnlCif2SkN+J0MPiTZDtJUSiBCvXt+dnciUAMV7eXtnKVFqRZDpHuR/VNYXdrc21tI5Mt1tuyDiinN9YzPD7aE7RxsFpYX5id2+1wnoRPy63vVAQD4QPxgbGx4Z6EHerN3Oryytp2oVhtSwZGOwKRrr7BkcFuN4Fojfza0tLy+tZuS0J4lz/UZW+tZwUyefjgSLLLbbbKOxtLyyvpYqUpI6zLE071DvR1x302vdVav/beVBn3Jjxoo1UpFdsm7oqmBnq7kNzi4mauoQAukhoe2zPaE+GAaUrVzYXF5a3tQqUlI5jNE4z1DIwM9vppNT8/Nbdd0G0OjiQ7+a1CSwaMJzk+caDfK25uzt+ZTTdNTZUyN8+faR987fhgxOO0JLuFhYUl2S0sLCw+LaZhKEK9XCJRgBqdlqTqAEFQFAOaVFy88tbfv7cgqATL0UAX56Zv3Vlr/MpvvjrsaixO/uzHFxbrHdLu5lFdWbs9vaH6un2xwsbc1TOXc6LNGXICQTZ0oVZXbt3JtF995cTxQTusbd0598O/e3exTthZGgNKR4ZTrr6jr3zzK8/32+Xs7OT56SWBddo4HkiSprSr9c71DcnuZmmnvnTt3FtnL2URb9hNm0p6eWGjiVN2NilszV989/16l7Hn+QHfXSleK6zfvrYL26KmC7W6OrVS1L728sE9wYcEu9bcXrjy9ukrq5ttzG6ncV2cunR5ofCrX3/5wGjCyT0ea0c5l5d32JR8cWt6pnDcx2cX1nNllfH5vJSZ3pbutWhzY/bi2WsrJQEhCaDKrUbp3LXVb37nt58f7OJqhbWp82/N7nLepB90JKgJjaYAbZl2h/JGxki5dOfsj0+viSjAMEQVWm3FnO4/qLv+8NmIUrh99d23zs/mq5Cx2VgKw5bw+mpGcB4NxSL+oLm7fPX9t96b2jScXjsB5DtTt24v5069+OKxCWertXrl3bfXoCfupSCmd1qC0NGZm3cG93C7WxWl3ai2JHKlrCLeaCgJ5MrStZ9+92fzbQVnOBrokjx14/ZK/Vd+69Uhemfu5sUbszXKYbfboCgbWqtSEa9vtJnf2U9md9LpjZIIDVMprd5WsNCRfckQcFpDzMLCwpLsFhYWFp8SqIticfnaezILgCHkNhbXtnahLeUJe4ncle+/OZnVYs+ceuHAnjBoLF+/cHZq+p23k+PdRzKzy9vlhn308LPPvDjCyaXc4pLQF+NY8m6Ci4bQTv++I6/HmebimTPX1nemrs9EQrFQjF67+qOfzuZgaPTkC/u7bUj+9tzU7O3Faz9lIuPdJygIAIC6itnCg4cmUh4zP/2TN2/sbm5sN2uRdiu9uZwBfM/Rb/7OqYRZK6ws1zzdETePC49ZpWsoH4wemhj1mc2l8+9e3ly5cmUmFQq6mftmQwD12u1zF6/Nr0qRgeMnXjoQ5por577/g2uX3puMB9xee58de+y5mCMYjodBa2d5/dat/IRvZrlYlj2JLq+HqWzfl+wYxzCe1NDB8VBPzItUCzPvf/e91TuTd5p7IoC7t0wCEGcGn3++16kvn714c2W9uLuzs6vtTeF2O+8bOtw3mIg6iMri3OTVc0vbM9fmzZOe7PWzt5Z2ilhsYGLf4RE/WV+fOn0GQAgAgGY7tzR97dyNVSU4/Mo3Xx/3Ivnr59+7Mjd944rTl3zOc9dmVaEiBw+OhJTK0sylKxvNzPrm4ZdeOOEUb78/ObtZqZXz+abuNwtXfviTyYwcPvHs8wcnokhz9eaF929Mv/3T1FjqkA4BALqGsb7egwd7glhp6sc/vFlIpzONkfHekb3Vmjh5Zllmu4+9fGhgNGS3YdYIs7CwsCS7hYWFxadHF4TczLs/mEUAABBCiNKBkcF9h08MwPn/Z1XQmXjCzwKl3QQm6YiHqYXFtdn55n47gWOIlF2YuyhrtaG+3r6j3+oP8ih2Vz0zkdjwM9/41qkuwgT7fEbt//rZXKlcKqXXKM/KyoZG0Xu+9q2vHhkI8pgQ9vFG5e9vl1fm54VjIxAAgNi6Jw6c+sobh3xGPevevnynWtdUBQKOIAhCb+Q3rr/5D9Job0//8MnDUa+H0bKZx4zik337nv3aG4cTuGIeDEs7f356M5vbrRUbIfbDxUpzbWmjWFW5qMfropR6XdL47m7/TCm7sVkqDih9dvYJzeUIuRP2Icfc+bXJa+c9d3It0T8Sj9m87coDnxnYd0BfWcvms1nDx/v2jSXeX10RmkC/nzpDupxdx3/tN7/SQwAkXC8Wyrkd3VA1FWXt/r0vPq/PbZbyGTUQ8gV7uwKLi+12DRiVrXSlJWLRg8ef/cqLp1KU3h7s19fXfpgGAABpp5DNrBdxKhzuCZjNUgnDAh63w1EolDLp9Y4nDgAAiHv8pRee37831lwkhO3Z4jo/8trvv3GMAyqVyeeLZcPQNUnutO5Mr7Q0Ohr3c4jabgKTcMSjzJ07a7MLjVHCBADwibGJU1/95vEAbJc925eWalVN1Slvqs/XqmUWz64DKrL3xDOD/g9z8C0sLCwsyW5hYWHxqZwZx/l6jhyMG+uTs1u1Njd24IWXvvFSL9dcnBZM0+ykr/20OE0QKICGqimSAfhWvUHsf+aF5wB+eXohtzBZWJ2+yDLunue+/ZvPRQwAAIIgCIpiGIqiAFB+l4NiCFVV1U5HpTsiQHF7wG+jSAJFEdbO251O2ijq7WYHGiYEAEEQFEVRDEUhipIUfu9uJDLZv+/4i23l/RurmZnLxYUbl951RPe98tJzI6HHbHrgBQhABX0ugsQ7qqKpKrgvwyGAnU5H0zSpsn7rUm7+JoYAaJpKpy3paKejKgoAT5DsCGJzuWPRYe/597cvv58XJaJrf1cshhpLH66Byte+/5P3bs1lVZThHDZMFZsVA+gAPvR6yL32QQgSR1EMAACg2ipsXv7bf//TlZJG250cheudeq1uoAwwAVBV1TRNmuUYjiNR9G4T3b84SpJVWZG0dis79e7fLGEAIMDUpI6sMkFVFNomAAgAd9v1btOi6IdtBDEMQe9dQKUZRqfZNqEpbl9/pzR7t981TRFNwLQbTcOlP9hB5gMddPd5KHKX+99gjS8LCwtLsltYWFh8ehCcZYODx14+4RwmtO+enysUKpVyQRgaxlmexxEUDUy89sx4LOEi7skvlKB8Ma/XpCde/Fpy38lmtbSzubEwc2Vp5vL1g8PPywYAwDQMXVNNAAGE0m6lIYsqyZMUx9Msz2JmQ9jNN9RuFdCE2BIajbqKobzNwaL3iwIiANxXgR+oPpTk/L1jp+yR/UKzUixkFm5cXdqenl5IODHXY1aZhmEYOgTQ1E0xX6xrqkZSFEE+VLWSZVmSIAhHbGLfoYMH4h+WaCec0UiQ+4j2wliXLzY6GD+fzbQ0wz7ekwrF/I3MPcluALOydmdxI92meo4eOrZ/zCHUtyf/S6YoPiz8wQeGfWAkVMR2fv7G/HYJ73rtK88MhwMgs3xz8v1LuxCgAPA2DsexRq1ULpWaSsABdbFSEwzDxAEANE3QFIMzNv/wc7/6Qj8LiHtNidMOj5vVlQ+/6sGvRADyyOvgKMba7vb7nldO7kkk3fcrviAY5Yt7V4mHHwSQJwlzCE1rZFlYWFiS3cLCwuKzA8Vx2u4NhkLOY4fn10uN9ezy4kw8GT/k6RtNOTe2pVqlLYchzpFau9VRZPvwiQhnZK5MzVY7mN3nd3iCITG/hBqlZlvSNAgAgGq1tDF15i0k78Wl3NRUut4kwimfNxHzUGJvitle37x05j29EOXR6urizEYVt3v6hnp5hPzoQt6mXNzZ3VjaqIFANOQKRc3SCr2Sa3YkSdEeO+EI5eLO4o2zb0tdNl3KTk/nOx2mL+hz+mxo575qBqg90ZsMrFYanVarJaiow4WrQjlfY4dGPU637aNq0iMY63LGh/fELuTTGp8aTEX8frr1QG4OVCRJNXSEYHmXN+AlYAl7ukrt0DQNWZR0YMMYp8vn9+m1DInAe29rS/TFPav1tfWpa++IrSU7JuxuzTc6mukAADDBQDiSDK5NSa1iqdPX66UQqVVpmI6Yyxfyw+zO0/4aCIrx9I11O7e25HpVkKMA5wi93WrLon34RMSmpD8uOR25G/lXpc72zOQ1c2hff9jJc1Y6u4WFhSXZLSwsLD4bEATl4kP7R5cz5eLqxsrc7cWe548eOHUsffrmxu2p8/ktF0vpkgRZbsi/d9SLNArp+ZmVKmTcLgdpKBUVd3cP9YUdfAUBAABdbha2bp1N65pQytUMe2Boz8hAIuZ3Q7j/1NGcemvz9qXOtg2HYlvUSO/gxNETIxEC6XxcPXShWVhfuLlYwF0+j8MGKkWV9qS64iGvA20+/mmxsr06WVpRZKGcrUJvfGL/SHfIz7S37tsLECo4fHBfXhBubaVvnG5u+5yE2qnXYTfvC3t9LuYji7NjDOtKTIxHL+6248M9Yb+DkT9sR4DYYv290Z25zdzC9Dmp6QFqq64B8MmqHcFp1tM92hcsb5fuXL7UWvUy7VJBMADAAAIQKjR2dH9eU2c3dxevlbccDo7icQIiCgAAwd3hntH9hwrla5sL7/+0veplgdxp6Y7BY0d88bjj6X8GGMk5kgdPHUu/d3PjzvT5QtrNUoYk6TQz5N874v34mQ9lbTZvIEimM9vX3/9ZU/H4uUGOY63sGAsLi88T7E//9E8/mydBaLba0k/fRTmO3DuOx2NW41pYWPz/gCk1mh1FIrzxrr49Q1EOwVgHA1SIAUA6PPZA7/hQd9RDYgg0VFmSNR3l7P5Eb0+qK+qiEN3UTUNX5E6nI2omG+ree/LFZ0ZjfC19e3l9F7PFe/cP2uWmgvH+SN/+E88d3TcQ9TAUSTtCUTcJTQBNCDDK5o8O7j98/PizExEOBUZrtyQRfKi3vzue8FJQ19RGsWI6I/17BmJuF4WYUNdkqdNutSTMFhmcOHF8/1DUbXY6ggRdiYE9Y0mu06rIwBHv6ol3+dCOoGH2UGLw0HPPHx3r8jkwVWx3mgJuj/ftHU943YGAm+MpxNQUWZIlHSWdkVRPb0/C5+Sohwqzm0Kl0IGMO9zX39sdCzKYjYVVKTh2bE9P2MHpQrsjtYAznOzfO94d99lwaGqiILRbgobS3pCfYZ2x/n1jXW470m52RJX1JHvHRuM2FCBqo1pXIRtM9PaN9oQCPrspKYrYbrU6OslxTq/P7vYneg/tSVJOr50iOI5l7R5PKJ7s7R9mdhYzEpM6sLc/0RP3OT0eJ27qmiJLkmpgtCcS6+ruivo8jKm1a7sKF+7bM5ryulgot9uCgLCh7pEDfX4MAKFSFRHcnezp6e6P2nFHJOImMQTqqiLLmo6wNn+8t68rFXURnXJFwhh/d19PMuWngaErjWLFcAR7xwcSPp+TAhiKSpJB4ARlC/UOxHx2O2lJdgsLi88ede62dnse8/vYV1/6hFgE/IwupYamqWdztX/xLzG/n//936GPH7W6wcLC4ouEoXbaHQVCgrXbqAfjrKahyB2hIxoI53DbKAQA2Jp8869+9M5N3XvstX/2+yejWrOlMTaeIogHrx6FAEClXWt1DEBxHM+yT39DJjQNVRFbjbbJ2J08Q37cRaVQV1Sp09JZh50ksI/OuQGmrkiSKIuAcTkZ4jM5NGkoYkdSdATneRv586SGQAhMpVXvGBTDMDR99zZSAAEAprizuFDWabsn4GZRRSivXf6Pf/nWJpn62p/82gvj4yHqbvtAXWnVWzpt5xmK+lRXjxpqR+go5uP9/rHvr+uq1Kq1VNrl5GmKQC3BbmFh8V+D9l//p87f/B0xPOj58//14z9pJcZYWFj8koCRnJN80mlMFKNYO8XaHxLjHwY2UJzkPd4nhTwAQCib12f7+d8FQTGKsfmYp/lXBKcoG+X75A+iOMXZKM72WbYZxdop9h/xjwgCMNrupR/Xwp3ls+/8/ZU7Zczm97lpXSxnNgsy8O4bHwyGPOQH7YMQjMPPfEb97iC5n/f9cZyyuUM2a9hYWFh8QbAku4WFhcXj6peze0LRuO708FZCxGcKwvU+c+qUQV5fXC0UsjWM5KKDz4wcffbZ/b0BN2G1j4WFhYUl2S0sLCyeUlfSqT3PfyN5GOI2p8cqFfLZtSsAAOXC/Ude8w8cb0uaDgGGUxTv8HhcNhrHrQLoFhYWFl86yQ5NEwCAoNatcxYWv7BA03xyQezPXVrivDvEu60e+q8BSvHuEO8OWS1hYWFh8eWT7BBCAKGxW9SzObNcMZtNUxQBhAiOo3Y76nZhkTAeCqI2K7PQwuJLjCnJRrlsZLJmrWo0mlBVAQAISaF2G+r14OEQHo0AgrCum7SwsLCwsPjCSXaoKHq5om+l9fUto7hrNBqwLQBFBQBABEF5FnU4UK8XT8SJrhQWi2B2u9VzFhZfNrEuGYVdbWNL3942CkXYapptAegGABDgOMJxqMuJeTx4dwpPJvBIGOU4q9EsLCw+UT+YbcFst6EkAU0HCAA4gfIcYrehHIcQ1vEIC0uyf1aDDUIoinp6W74yKZ85hzgc9OED9HMn8UQC83gAhkJZ1jNZbWNTmbyh3riFhcP0C89Se8ZRjxsAYIXiLCy+HHq91VJX1uTzF9X5BdRup48fJfr78EQctfEAQcxWy9jJaatr8tVJ6f1z5MQ489wz5NAgYrdZqXEWFhZPEA+mCWXZbDaN/K6+ndFzOaNcBaIEUARhGCwUwuMRPB7D/H7EZkMZ2moxC0uyf2q9rmny5I3Od79vttqOf/Un1MQehKIe/AzCsuRAHznQx33lFW1js/Ojn7T//C/Ukydsf/wdhKYt1W5h8UWfWSEEpim+e1r8Lz/Ak3HHn/wRObEHwR460Ym5XJjLRY6NsN/8urax2f7L/7v1f/wl8+rL7BtfRW28NcYtLCwecikQmq2WOndH/N4/KLN38FSSHB4kB/pRlwOapllraKtr4ltvA2hSB/czr71M7d0DMMwSDBaWZP8UGIb01jvyhYtEbw/37X+C+7yAJD/uXRNx2z/9bWrvuPCfv9v8s39n/+PvYAG/1YUWFl/o+VWWhe9+X37/HPPNrzMnj2FeH/iYwDmCEMmE43/+19K77yuTN8x6w/YHv4tYGTIWFhYPKAd1cVn84Y+V6Tn2tZf5P/wDzO9HGRpgOLh74ZVpQk2HiqKtrcvnLrT/4v+Ux0Ztv/e7qMMOLMluYUn2fxzSmfPK1Cze28u+/ioeCj4SeHvCbI7jqMtJ7pvgCVL4D38t/eRt5tWX8GjE6kULiy/o3Npsydeuy6fPsN96gz5yGPN5EfzjfA6CIIAgMLebfel5hCTUqRnh+9NXIwAAIABJREFU775n/4Pfs1rSwsICAAANQ7pwWTl3AWCY43/4l3h3F+ZxIwTxeAYdhBDlODwcUheW1MnrjX/7Z/b/9k/wYNDKbrf48vK55Ylq2xn5wmXM7WJOPYvHY5+o1+/N6CiK2m3k3jH2W2/IN26q8wtmq231ooXFFxBTVfWttPjDH1MnjtNHDmF+38fr9QeFO+bz0seOEEMD6uxt+dY01HWrPS0sLORLV5TLVxGeZ7/2FergfjwURCnqiSdeEARBeQ5PJuhjR+jnn0MIQvj3f61nspYzsbAk+88/8M6eBwggJ/bgvd0/1wkzBEFQlmWeO4nHYuqdBS2dtnrRwuILiFGuqHO3EQDYV19Gvd4nLcshAPCj/h0LBqgD+/BopPODH0FJghBaTWph8cuMtpVWLl1FcJx54Tly7zhKUZ+Ym46gKOZ2UQcPMK+/qmdz8tVrRqlktaTFl5TPITEGmiZsteVLV+gXXyCGB9En7FKZaqtSKVUqMu3rTgVogD48LBEURTiOef2Vzn/6e215jezve+TQ6oPfdn+i/8U7dvKBhLGy8yy+eL9O09TT2+rcPPPKi3jogc1oaOqqKFSLhUqzI8kaJEjO5fH7/B47iz86zPFEnDp6pPm//Dt9J4t3d330MP+lbun7vsA6WWfxi/srhxAYhvTe+6Ys088/R+4dfyzSBz9mFKA8Rx08YBQKypVJLBxCXS6UYaxhZWFJ9qcYe6qqzi9ATSO6U5jP+7he18RqduHypfO3ZtuxU//iOy+FUOpJWTPU6IhIU0ahYJTKeCz6qGDQVUXqtIWOrGiagaA4yfB2G88wFI5+QTwQ1DUNYASOoj+PT4CmrkpSpyOIsqJpBsBwguFsNp6lKQK1fIvFF2WKFUUjmzWqVfqZEwD/cABDQxKKazMXz19bLddbgmxgpCPWO3Ho6NG9wwEWe/gXjLIsHo/hXV3ytRus349SFAAAarLcaVbaGm7zeW0kjt0dPhDqqiI0yk0Fd/jdPPmRAx0ahmEaJoKTOAIA8tSjtVOvKriDYymaeOKToSYJkihpjNfNGGK9JmM8yzA0Dg3DNAFGEuhT+wbTVFq1ekfVTROjGM5mtzEk+rgnMAxNajcagqyqOkAxkmQ5nud4hkAB1FUN4ASGoh/lFKAqipLcMuiAm32qdoC6oUu1XZkOuBgCx5/S15hSqyYZBMXYOfrhf4GKIEiaDGiPk7EKeVp80g/JNIpF+dJV9vVXqYdLTkFNEtptQRRl1TABTlA0a3M6eBJ/eGJFSIL96lfkyZva0jKeTJDdXU8efIauK51mS5BVTdUAghEUy/E2nmeIL4hyANDQdIhgGIo9bX4CVAWh3a4L6v0AJoaTDGfjOZoksC+caoCGLAqSrGOMg6OBVCtKpMfJUASBPLSg0jv1poxRDMMRhiyKDZ0JuhlDrDdkjGFZjsYMw/j5/Lwl2Z/cH7IiX71O7RnHvJ7HF7DQlErz58+9d/7sbYGM+NSP3gxHCIIcHdFzeW0r/bBkh9DUpGp6dW7y/JU7m4VKvQNJZ6Rn4uTJ4/v29nhZ7PNfNkNTM+TKdhZ6Yj4bQxLI0w5XU+tU03fmJq9dvZ3OV+odnbKF+8ZPnDpxYLA/yBFWQMDii4Fe2DXqDaI7hbndD0v5YnFj6vRk1Xvi5Tf6/XY1ffvi+akr51qmI/mNEftji3PUbqNPHJHPX2aefxZ4PQAAs7a5cfknf/Gzguv5P/7jVxIhO4kgAECo1TNbF7/3v/9kO/L6f/87z6ZSXvIjlKfYbrTrHdyX8LNPu0VlmFr5zpv/73LwtSN7+waCT6zxbFTWbs7cnC2M/dHvTQgLb//nJdfJvePDg06p1Wo3EF9XiAVPpYyhqYntldPf+/H0TlNWmeTgwRMvvrA3ySKPfkxt1rdm33/r9PXV3WpHQzl/ZODAkRNHj09EbVCqbOcMb9xto9mPcC5GaWlhZv6dxti/+e295FM5n7ZQnvnbP7sz/G9+e2/E7cGe8newcvkfbndCA+OvHux7eD/VyE1NzuYXkdE//MaItXti8UmiU5POnMfDYaKvF3M6PtSvACiV5etnzl65tbJV7igo5wz2DD/7+jee6fFzxIMTIoIgCMMwLzynXL2uLa8SXanH5AeEpqEKpfzitXfPTq3nypW2hrC+6OCBw8ePntwbtWEI+LzFHwQQKLXCrkY6HS4nTz3d2xj5uetnTn/vSg4SGAoAIDhneGD/iRMHx7rj9i+caoBiZunqnaUSN/T6sWF05vv/253kP//mRG/I/5DPga2l995c4ntHxo8Eaisz098vjf7bf7q3Of/2D5bde/btOdBvF1utchPzpwLsL1AqwudRMUbXtNVV5qXnEf4Jtdv07LWLV9bzpmdgIlD7pJQzLBrRtzPmo6lpUM5PXzl98cKy5tn/9T/43e6wHdY3bl05f+3KGVEAL73Uz3/+3ad3pPy17/5155k/eG0s6XU8rWQX89Pvnr5wZ1mN7Pv6H/5Wt4+VS9m1m1dvnr8kSeZLx8dclmS3+GIExapV0BHxROLRlTYfTRz6lf+mX2VdDgrHUJBwqjXh/Fq6kNs1nyDZAUPjXSn9P/wNlOUPRLeudOr1au3y1c1jPoeN5BEAoFSv5mZuLtcE1S6bBvy4+WB9euHKiv3VP3ql52n9HwIwR2RwAnP5XdxH/g/UNUUSJR0BCB/u34PwQY8dkwpLd2bmr5Mv/ndvdD3dtymKsH3++5e0/f/s23u8xp33lqorc5nR5MAjCYRKPbM4+c67V8yjv/E/Hkpyilhcvz2TLq4srCR94+TO9b/7j+0X/+SZkUj8o+IBpqYroiBpP0+ATxWbomr+XIcKdEWUZEUznqAjNFWWRMSwBovFJ6Np0pnz7CsvYZHQwwq2s3LmJ5PbnGPv67+RcFJSYWvm+pm/+yvS+6+/NuIJco/++Okjh+XT5/TtDFTVxxLtoFZbX7525ns/28b3v/TNN3qTHlwtLc9cnZo7XWmgv/UbE44vwvxq1qZP/6jqO3jg0OG+wFOunE1VRVyegZE3vjnhRYApFpYvn75x/lxbBm+cGnBjX6yuRmi3P9UHPHiIBUBWxJaomo87HYQL9Q0BxuuzA1jSFVGQdAAQLtw/gtr8Hh6K+e252Xen6K/8q6/14OAXZh/v84iy64a+k8MCAYRhn6DCfcOHXomON7Yyqwuny58k2QN+YJpGvfHwHFFcmZpdqzKxE6++diTlszMUBhzMSZtnoIPxvI9BoKGrnfLG4tpOVQCcM5xKxUMhBwl1xaysTlVdEb7TFiDNMS4O5LYEezdbWd7YbUI60NWVikTdNAoAhAaUypsr65ndtko4fLFkMhn2UBAAs7wyU6WDpNbRNQDt0V4/KhXX59dzlbZJuGLJrkTCg8il9Zlb67tl+c7NGRLZ0xf2ujC509zdWt7YrqikJ9bVlwy5bSz+iGVz0zPZCj1w/NVnjqY8NpbETLvD6w/0dRDa7uIRAA1d65TXF9d3qm3AOcOpZDwUYjWxnr+zCVKjCTdLEggAhtCslHcysnN0IEiq7Z3VzXShLGGsL5boSiZc5N2Y4UqVIHGDMNS2TvUlqJXpmnPAKe1mC4WmTPrCXb0DcTsBIYByJb2a3i6UREC6IvHe3h4fhQCzun67hrlRU1VKOzt1HXcnR/f0eEgUR4Gptmq7O1sbO8WWgTrjw2N9QTtFYUDvVCu59Gq61DBob7x/IOV1sCRmTVdfRsnebENFwcPBRx0tSlCM3UdBFEUBgiCmqsqyogOcZrgnzYcISeKRsFGpQEWBpnkvgZVgcFcsZswsbT6bsPO8HTc7xVo+s9gI9Ud3DOy+Jm1XStmt1UylpeD26OBIX8CB1Asb64tL6zt5fuZqABkbjdswVMjtpLfTu22VcgcS3UNdHgIA1KhnNyqSCUgeFYoC0dVHIhBFMARBANTERjG/sb6525QQe3hgpCfscjL3NQRAAIIhGEBRRClnauvLC2vbeWru4nUjZa81sGg44PU7KBQAUxXl0sZsxd7XG3Ry1L2xDk1oKIJgUHaHjdZKkqFomI95rGlMsdOqlqrQf+RAX8TnoqHhdrsjoyqEKFJevzWzvlvp3LnhIPbjvQEvIdRyWyvpUl1C7dGBod6Q10Z/8Lr3ntfJb21WZcrtj4c8qCxVtuaXMxWZ4AOJVDIc9txbqUAITbmcnl+b321IlC+U6h5MOEkAAYByJZ1OZ7IVWae8wUSqv8tDPxKShLou1zPz8xtlBXXGY6ClfPACEAK1lllbS+cbImr3RhPdXREXYQKzsn67irlpU5MVleQj4YCeX7y9mm+pwBaOd3clwh67VbLvFz7EbppQUfSNTTwRQ53Oh9bSCNP97Ld/Q6cJ1uZgcFQvR1zS6uz7xd2O3OsC3KNSDbXbMJ8HKIpRLqPRh/NpjXp2fXFmvsoe+dVvv9jvszMsgZpOm82VGpMgEeQQCAGUy+nV9HahquCUN5pMplJeCgBglFeXayRNGLiuCgbVE6dWp2rOPr6VyxYrkmkLxbq6eoLcXc9kypX8VjqdrbQM2hGM9/R3+WiAIkZ9e7WqEyZKEFKjQafGk5xS2VjfzOaqEmT9oURXf5zH29u3Z9a2s40aQ9ucNExGg4yhy9XNhaVMWTZYfySViIe9TxgUCI5zTn80FkEhMP1utFR6K9MuFHe1AacpK9XN+aVMWcJZfzyViIR9HAGgqatCfmlhNVfpILQ3luhKJIMUFCv3TMtni+VPNs1LA+yeabiJkqCa3ioKhi05Mt4T4CkKkVul7Pb65nZFNlhfami428dxOIIiCIqgyH2nY3Z2N29vL5YFnfVHu3r7whwKAIagAEXh/fg5vGskigIUNeVKvrw+v7iezdHTFyc7Lmgw8WTE67NTKACm0pHKm7MV+0Bf0MFS+JdqLHwebwsh6HQQmkbwJ4gxlPZFuzxmpdPcXvrEFS1y9wSJqj487tJbO5LKd+3b2xv10HeHLMm5AkneBCiCQrme27z+/ulV6PY7KKSc29rYWO8fO3pgxKEYOzfOXjXdLGnzxvv7nKCRv/LWoj4Yd5Mkpja3N9a30sOjB/ZNRDC1sXXtrfdXNCfLUaSWz26tL2yMnzo1EqGMwu1z1+sOnbB7g/FUF9OStt45k0a8ThqRy3cuZ/O7pbHBIUJstiTdUDvNVkfSVKVRyC3MTa1mcW/QjgmZG+e3C317R8f7Q/fjjhAAo761siNRfGpgoi90zzKM5hw0zRsIgiCIITVyW5Pvv/eAaetrfeOHBhNmefn0rbrjNw+kXF4a1RrZzML8hS33V4aj2evvTa6rkGZ5ythd3t1aSY88f2rch8Hiwq3Jck3Bg96ALx5JdLI3f3pF20w47CylNavlrc3tivbVF/c6jerMexfWZQUlaUSsFLJrq3npay8MOY3iwqXJXUrjfD4WGmKjtDC/qX77W/t8LqyyNnVjdilfw5xeDmgr596pm1851hNAc4tziwvbbdzj5pH61uU3t4onDo91pbxWquuXMioGTBNhH1+WIwjyQSaq2cnOLixnK6g31Z9yPambERRFKBqYJjCMD05cIyhF8fb9qY2plXQ54QzaeKlUyOdKUnR0j5JdRQEAwGxtrc4t395oYQ6GNOrLZ5dyjVePdqOaKHVEWVWxdqMl6oaUn52+uVqQcNrO4MLW/NbScuXlV8e8dqyUvn1zabuJhH0OPtQf11prt9ai3Xa3i60vLy8u3C5hLjsJheUrb+UqJ07uHXxwcQKrG9Prbl/KBYEodmRVM9v1phhHNm4tVHr372GGIw5UV9rF1Ss/u05/NZYArg92HBECJ13dKfL08rWzmzKG2T39I0M+9PGlDMVwPKUUZi9cs4/09cTDHt4ZsKOm3KntiK22pJuK0Gx3ZKme3ixuzSzVUCfPQGHt4pvZ2qkje3pTDwoiMTt75vySFIgMe8JyKZ+eO399B/WHbHhn986lbK6ne3R8fwIAqAOjuHj5Rt3j4LVGtby1lS5rr7+0z22KmWtnLqyUdILmGVQuZFbuLIy+8PqBsO3Db1E6le2lS2fOb+O+oIvtLNUbG2t1yowBaKqGlLv1s4trMkuyDG1kVnczy1sjL74w4IW5xcvXdzEUd3n9oUgEFzevXlpjYn4WhdXVBVHtKMMH+pzWqv4XXLJrml6uIBSNOhwPVVVHEABwPtTFIKYmy7LYbtXKu7mawCX6gwzzpKwRBMPQUBDWG2axDB6W7GZ7t5itFLTg6JHhpP/eAQ8Ms7vDnMs0IYZCvZW5+ta5ZdlkWJ4ypFx6dX599PkXDkQoWFy4eb3SVAi/zx+IR2Lt7I23LqtDMTvPUYbYTm+ur2zmjj33bC8PxMzU+xcWSobB8Da0VM6sTi+MvPL6/rgNqa7furlZL6N+n8sV7A+apcWzZzfbGE2ShlScy25u5Q4++1JQbLUlRZNxQRA6sqJ1Ws2tqbPXNtCAx4ajpYXpXDadGj1ysMuDP+Z3UQwnCBIDAJAciaPANExTF8vF7OyZq2nUH7IRSmnxai6bSI7uPRRDlfzMmz9dw4J+loStzOJSpyNh/Sm48ZhpG9ljp567a9qZCwtF3WBs900bfvn1AwkbUlu/dWOjXiWjIQeCaq38zExW/tWX9iVczbm5+fWVBhPykEh7e/qCBJ7d2+1rVbPbG3maGg+7gAnM8sqNmbrfZTOVTmZrfWktc+Ll5/psoLa5tOHowu0pz4O7uxsLa17Q7QqYktCRNQ22aw0ZKc1M1eQje5mhsB3V5VZx9cp715mvJpLAyX7JxsLnpIVw/MEJ+JG1IEmRBPl0ZyIMAwDwyGWKZqNclwnM7g176Qf/gOIEjmOo1mjkFq9O7hjh3p6h0bGRoW63IWSXb97eEQzDFIo7ux3IB6KJqN9NKZ1GudDWXdFE39DI6Ei/z2hnVmcXMpVOs7J49cKazoW6BkdHR4e7g4xUW75xfaMDoSlWsqUWxB2ReDwccjMYbXNHu7q6+4dGRgYDQCpnl7cF2uZPJjwM5Qwl40EPh9a3NlfWlhpcYmBoeGR4eCDONje2N9LpmvaQZaWKjHMOn89LQU1q5BZv3rp588aNm1NT07dXs/lypZFdvDqZMcK93UOjYyNDPW6jk1u+uVCUSZsfbNxZytfaigmVRiG7vZVr0XauvTR5daNF+yJ9Q0PDg70Rjm6vXZ7e6eimIVaL5ZaE2v3xeDxsM7VWcask0x5fvHdgeDDhBlphZWXXAADBGac/mkj1DQ4ND6V8hL4zM5PVDMOUqvlqx8Ts4VTf0FBvIkkWp+azgqy2M/MLy9mC7u4aHhkbHxsd6Yl7OAoTCyvzq1vljj01MDQ8MtzfH0NK84ub2UrDqqL7ZQRF7sZVP2oWBsAQsrOT56/cqTDu3vEDA376o7yRYQIEeSgbEcEwyt51YIDIruaK9YZYL+eK2TIaGe91Y/cuQAQoyTi8wUR3X//gyMhgP1dcXt0pC7jb5wv63TabN9YT89PC9tSN9RpCBXuGhoeH+2NRu7h87ka6qciG1K6Ua22T8MZSXTE/ZYrlnXJTlnWIEozNHYz19PUODI+N9TuaS+nM7m7LfNA6sZKrNCWN9np8/qDHznmi/V1+T8CPl9Z2doq7bQPqglBNz8zVaK+deOAIGDQ0XWi2dFBZvrlaMpnY0MhAzIcrrZZiPFgRE6Xtga7hQxN9WGb55tmfvfnDH711+tzNla2KgjB2fzLmYUhXOBULul08y9g9gXhPX9/AyNjogK22ubFTKAv3nYpmdHLzF89N7ei4OxD2U1olvTyzmCXi3f1DIyNDAyneKGXWF7eK9wIjKMn7Q4megZGhpBvRiyvLBQUa9dVrV1YaJBceGB4ZGe0PB+nG0vlrSzVVup+iBJV6LbN07VYRSw71j44M9SfCHp7GAATQVMTG4qWrGyrhTfQNDw0PdUdsprB689aOoulCLV9sarQtFE+EeVLMzs/kNH9P7/DIyGBfV8TjZC25/kuAbpiNJup0ICT5hJLQGIYBobB4/eJPfvgPPzl/cUEOHn9xX8pmp57sUFCHHQBgth+90cUUGu2OJtOBZIhFH9ggQjEMIwjMlLXqwpVLqy3aH+kfGRkZ7g9zZH35wrX1hnZ/usTsgXg8FrKZWrOYLsm0L5jqGxwZHoxyRGN98vpqRTfqK5M3V5sqH+kdHhkd6U8FKXn5/NXluiDrcrNUrYsa5Y8lk0kfgxCsIxiPp3oHhoaH43ZG2rm1WEIYfzzudfAuXzgSDrkYuVxYnr6awf2pvsHh4aGBlBtWS+sLi0X1sTaUOtWd5dtzs7NzMzcvn7+yXAQ2T9hJ1beXp25vY/Fk3+DwyNBAygarO+vzG3mhI2YXbmxpXLhnYHhkeKArHnDyuGFqrUdMIxsb1++atjp5c+W+aaN3TbtwbbkuSLrcLNVassEGEt0DQ4MDQ/bKylq+2hZquc3MTkngkgOjo6PD/T0xt43GUah0GvVqqSnedR4QIWz+ULJvcGR4KOHixM0rV5bKmql3qqVKoyU+lNoHO5XdSrOt006PLxx085wn3t8djQfI8mome9fxttvV9MztOu11kHcz+60o+yeExlEU9XrMRhMqKmA/1RrHbDQBiqI8//AEr5sIimDYE1W/0ak28tuLYvLXTx0edZIsBhO8rFycn17eLB/yRAFA+cTwvn37e3y0mVnZIilbaODYkT0cQqMwaWvV311eT2/vjGD6wnwt/Ou/vn+0288SMOklVO3CjZnF0huDUQBQNjw4vPfAgRSN6JLccoc9iqB0OijN2li8qHbaKuOIdqV8HC1EupJhHytPbe9k8jXqoJfUJEEDlNuBVld389sFcczneGCFYgAUxTAUAaautEobCwsVqJum3KiCwEh/byja2F4QUx+YluRl5eL81Eq2eXjfnkPBazOru0P+EKvv5su7baZnb5DOvT29DQcHKBLVFQViJMWR4vrMau1k1A8BwgaTA+OHDvZwoN4sYAB1Jyf2jSa9fkJmhXy9vFJtGgAQlCvokpsdVZQQAqNYB9ksVHQT4gCgXKivb2TvRBel11hH+dZ355qaoVQ2VkqKzTN85MT+GItCCPsGDQw1t66s7xQquD1hI1SpAyHj96KXV7OFnnhPxM1bcfYvGQjLAoIwa/Un7nMbutjKrU5ffP/Kqsr0HDp4cKTfS31EHRbdaDQQlgEk+eDiHMUprne47/Sb+XxphysKxXoViezpc6tTH0Sred5ud0ptWRRRkvAHeGm9pRm0J+IPB732uiPRGw3A1Su3d1qhYJAhoKKoAGecPFy9tVY5GuYgQBhXJDF8+NB+GzBUYQO5/2DWzjsctposdhBA+z28uC5Kgmj6H4+E230+LBj2Freo+EB3ADeQ0eDMzfJuJt8VD1ar2c01s/9rvU4bc3/mMBWxnl+bml5B+3pD2Tpn5+wOOy7Ws7vLBdvEkS4OAffdGs66o71HX2Lci4vr2zuFYmYxt72VLQxPHD7cH0klfCxFRbriYY+LbkNZdLebkihikPb4OHVNUDoS4AE0NaW9u35j8/Rkznnwtb3jfd3u9tZadmW5ip/w0YYkSQhus+PSaiWT3m7HhhAMoK7UxP7xlNdHKFw7X68ul5uSqWYXZqvciVfHDwwNeAlE9Xt5fXP64mLh5W4G3t9PqTcKuXWz93efOzhowxkMymSlLOzMA6grQnb6esY42U2hmKYogCQpnBaXp5cbz3hNgHDBvrHxg2N9ZKO0WbK5eKGRLzJur8sfDXvddkuz/zKE2SHQdUDgH3mKEBqaLLSbzVZHN1HOYyOA+ZE3PiAYBhAEmObjEUAIIcTwJ5aGgaqoZO/M1IKnvr7vwEDIQwDVT7Fa5a+uLhRe60tCgDKh2OD4oQPdHKg18hhA3V379o+lPD4cqj4UKFfXp1Yy6gAxP1vmTp4Y339wwEMjatTLmpvTby7sPttNA4DQnkR47ODRMR4xdSh7/S61riqiRFEkxbNYs9zEuKFkwue0If5INBJ2kenN7PJSFj/xLGPosmxiPIfLajGznG6fiHgetk4Sa9nV22ZebhaKLQVlg8NDY31OvDS7tFjGT/hpU5YlFON5Qi1UM5tpITpE8h5np1Mtlgmvxx2JeFxuXhLER01DlKtrUysZdZCYn61wJ4+PH7hnmoe7Z1oXDQDKeKPeoYkDI4wpNSO7vp/c7qiqitIcS+OYWMkXUafdlRoNeG0UCR8OK6POxNjesaFomIRaiGaM+tx7i1llgvvoMzUoaXf5kEjIa8swicHuCGLbE56dKhV3dtsxf7WW29qA/V/tc3I09qU7/Pd5JMYQBNHbreVyRKeDuZyfau2dyyEoinofqhSJ8A4e2+mIrbqoJ8kPa5HdrdoKZUXpyB1XKsJiBIoAgFAOh42h8WyzDkEUAISmaRwjUABMAACKojhJ3i0WhZAuJ0/jRFWoKYpeFxwDIY4icAQAhOQ43mUnmrUaAFEAEJKmCYJAAdQ61eLCpbff3kAiUSfL2LTdsmCzeeGj6wih065XBHxz9nruXlqBhOp2gjAfXCujvMOG7ciddls0AizJuWPd3Q5oQC17a2O7Uiw67T5VFpwfmkY6HDxL49lWi2C79x6OXriRLQ76kUq+LLaZ7uMJ0pgqN0xld23BKNEYAMCQZZnyU5oMgQkAQlIkSZD3mgIBCI7jd2McOIbiGA6gaUBTTN88c3qpo9M2l8uOtEuC8kExfATHcAzFAAAoihAEjkAIgd5qdyDls7mcFHp3uw7HcQCkZluQGmVJ3Ji5vnPXXkVnUARFTNW6Q+dLGGR3uxGG0TM7j8l1XZcalezK9Htvnl6CnokXjx4dGw6xUNcNAn/cg0JZ1ra2iFjs0WtTUBzh+8cHibcL20u1OjBMEBsYcKK37y/n5dL64uTNybU26Q+4SZyTOpJqPBrp1yvVpt5GtjaRVhUHAJi6KnNBylAhNAAABEGSFH1vANx/sFTNzE9duTVVJkMRF01yUkORvU8XAdqsAAAgAElEQVSziEEA7usZDk/fqOxmtvOImNsomiNf73MQH0wcUG/V88uXLqSJf/InX3fdufyzufQdGm9TVG37Wn146HDXg2VjIEKQfKj7QLj7ANCF4s7KrctnJlduKNAf+5UP69eZcmVr5cb1i/N1PBj0UiQrtTqKcX85JLQLS+fPldbhvl9JBgJOGjOLstyqVjrGztyt0t39Ck2QdSKA68rdvQ6cuBfoRDEUwzEEQgNo1Wrb5nPzHIehAACcpXhPgGvm68YHuyxQUVRJkZ3+EIPe9U44huM4hgBoGGq5XDWUwsaCUGUwAIApCxLtpDQRARAgJEXjBIkC3G4P9B89mX3n6uXLSxzvCsT7R4eHenoCPG6duv8F9yYooCkoitA0IISPVnoxTYi6ug6+Eh07KdQyW3OXvvv9vzU8MeeBMGt/gsKBigogBCT5WJSBp0mMlOultj5A4eB+oP3udGYahlartW39Hp6+W4wWZ1ne7eKa1Zpxd9YnSeKh6ZIg79ZYRXCO4+0cK7bqmoZW23TAbeNYEgUA4CTFBwN8K18z9BgACE6SJEmhABq6LKxfPffuaoN22uw2B6zXWiogHpkKTUWRa9WqoecWbpXv7tXpHUkmPC5dfsz/4ATNebxue7N8Z1YIvfDSsaOjg67yWqZVrUp6bm6qAvC7D+hohJswEZu9/8jL6feuzl3ZnOcd/lhqYGh0yGO7+6gHTXPwH5hG+V0PmhYK8O18zTBiAAAMwzEcvzvlkySOQAAA4e8Z7Rekyq0bZ7cph8cX7Jk4sKc7aoePvjmJYhgCAIKxLOty2ITdugae+tw6AjBf33Bk5kZ5N5PJG+3cZgkOf73fhn8JFfvnEmUnCGJoSF1YNJtNGAn/oy8qgKapb6UBjmOhh4644f5k2D1XKGaWV6qDE14Kv7tDbyiiqCM4guAESRJSu6mZXgriABqyJKuGQTGPH/ECEEJo6LoJCQQCaIiSqpkGQbEEobOk3Gqpmt+EOAoNVVEkxWAe3TQw2pXC8tRsYfA7/9O3urwcKsy++eaNcvWh50MIMIKkOE84FD724lE/jgAEQNOECMFw3IcprgDg/mTSPbtU3N5crSb3et3xPcfjAECjNVeaa1YQlMAJQJJSu6k+ahqLU5h7YiJ5+vJO/s72lqwiXG9/F40qnI3h/COHjg8nPRx6730AwTlZ/Om6RYXK0qUzO/xrv/PM/8fefUbZcR0Gnr+34oudc0ZqhEZOJAEGgIRIAsrZsmQ5ynHG9uzMnDMfdn3mzO56PHvWO/ZYli3JEhWoRIlBzDkADMgZ3UB3o9HonNOLFe9+QCAaaBAgzQT6//tG4qWqfnXfv+6rV3VTc3NBfuDYqzufGu5+q7vokYglpjwnm/XDhCaFUIEfSl2zLTteVl/feNuW9aWmPDcXq6QdL0zEmUe78ejlZVoi4R45qnxf6PrFzVy5U6Odu5/6xSNPtPpNd356bXNhLDfU3TkZKyitqi9P6ldsf9ms39pmNC+Ul1/6RBMiMn9NS/IXrUd6hwqXrWtZNr9QH764Oz/Qdvj0hF5669d+Z2uN7mXHX+w7kJGztzspjHgsGqtesm7l2sXzk7oUSigVKD1WVJLQ+udesGDgzMmu3umKjV/76scbdRGOv/JPew/pbz1FqJRS546MLVy8vP7AawP9R/b48fSgteo3muPGm6eYVs5MdmJ80K+9Z2lJYeL2u/LTjz576Jl9M2XzGudtXznrHGcqDDzPdXwtErEMTY9XNq3Z4k+POwcHRoamxfyLTxsMdxzvHHLit3z1j+6uM1Uw8eI/tB6+MIuYzwUpL7jtzmWv7zx8fFFpYbKlwjTMeFFZVdFN27ZWm5YmhQjDUOp2LB73vbGr7YrEYraTzzqOG6qIFKHrOel0PhqNvXlaeGnopmkYufSMH5aYmi5UEIRBGCpdSmnEE/F4xeoNm+YvKI9cGIekGU9EraFLFlm3k5XzbvvKv7vDm+ptP/HGczvfmB5J6eUfX1FqsMF9pL+ys0yjsjwcHQsdZ1ayKyVE6KbTjm7qpmXFC8uijVo4vvDJXZ1nRrItZeKKZFdKBaOjQojLTj4rhNCLKssq4oUnzx4+PLz+9irb1PTz8/eOG4QilEY8bjupjOu5oYpIFbquk83lo7GYJrQrThcpVOD7YRgqJUXoum7Odc1IzDD0uO3ns47jBioiReh7biqVj0Sj2qwDfpSfT7W9+FRPxe998e5VK+pjTtfuPa/vOTN52ZiimYaZKCwtLNi4ZWtVMqJrQqlQCd2y48nLV6JVUFS/dPO9t9apNZGR/7VzYHBwZN6CYlO34gUlFQUbt22tNqO6PPdbX92OxRNRU5+37vN/ssGdHu4+sf+VXcd2jQyrj32q8fJFc7LO+UWL2X4+d3HRAt+ZSeXtaFSTV/uSXGkFDUtur2++JZceOX3ywEu/fvhhN/LVLSvVrIkVFQbnnk4Toeu62bxjRaKGuPZlaC6O80IvXLKifv+rg31H9ziR9JC96jcWxQ3tRgyLD+J4g2gkeuftXmtbMDAkPO8dP0w4k/JaT8pEwlg4+5oIZv3ydUtqjP5Djz/86wP9qVAooXLDx175+Xfu++nTrwxbyZqqxsl9zx8cmcr6KpjqaTvVNZQ25y1onGPcz+UzgyePjeb9UIWp3uNtXZOOqK5rLkjOX9qUOfDiif6JSUeFqb6zp7ta+83m5U1z54thXpgskLMubeJ7vlBKGGU11aVJc6ajfdgoLisrLS+NqUwu8H05+3QpZsPGdUsTRt8bjz/84sH+bCiEEN5M9+H27rHxnBEpK0/WVjVO7n3+0Mhk1lfBVG/bqa7Bc4umCS25bMNi0b93756z46J8ybJK047aC1cs8dq7hzJZLVlaXloU1fX8dEqLvc1PQE0zhNTOTS3o1zo6zKxd0BjLjfS0neiYDkTgBGMnDp4YnM5XNtTFDDXR3Z02S8rKykpKY7lUViglTA6KuRFHlopyraoynJp2T3Vc+h20muofOrHn+bZxP5zuevlnP/jm//ff//q///XffOe+h/d0hXNt5lNT+RdfsW/bLAuSc2xZ9WuXlOaFiGuF81rmR2ZPoQshhXahh2dN4CslfN8TujAXLl2oJoaGR6dVrLSsrDiRNLPD05qlXWtklJp+fpvWde1ap2pWoe+5F74DXNTcZMuRo7t3d/cnV9zcNPuLBcPSI3ok19/Vk3M9rXjxzasWFpfpuVGnuLZi9sngvZGeo8//9Jv3PbSvb9wJAyG8yTP9fcOjuVjp+UPpAtcTYXj++HdNMy6+3IvBI5NV5at3/Pb2u3/r6xuN1p1797d1pgpLSsvrKlLHDg2JguKisrLShAp8P+fIyFUHBUvai1Y0588eb+s6O54Ow9x4f+/xo0eDJS1NdvzCq9aSRYnKksrh/S8en0o5oQhSQ8PD/cMzoZBWJNG8eqnfcWI4rUSypLwsGTNFbjotY7NPe6Ey6en+48f606GVrGvZcMuq5sq4zKYzbGwf/QkAXSsokMmkGh0T2eylO9AiHN79k//1nR8+9NhrbV39w8N9XSf37Dk6ES0sL7Ys8yo73YNCCL268ooJzMqG5iUr5qv2R374o51nhtO+L5Qz2XX42Z/98Ls/fqjNtRa0LM4ePdra1zuRD8P0WF/XiaO94ZIV8yztigsLBCIcOH1yZCblhioz2t11qnMw27BgkR1pXrFInT3W0dUzkA5Vbnyi9/jLx8KFy+dHY/aVwanpxrn9E6lJ/dJyCPxAhYHQk0UldQ2V6aMH+lUiXlRaXpowQt/N5LWrbq6G0Gpu/uStlWPH2o6daptKFhVXNlWnjuwfCBOFRWVlpUmhAj+Tk7bK5PpPHD6byspkZfP6Daub55dr6Zns+UVrO7do2dHuM+3nF81uXtEszh7r6OrpT4cqNz7ec+L8osXtq0Zcf09vd9+YihXWLl63bdvqUjd03Pxlx+Gr4Z6usclpJ1S5qf6eU8fOTDcuWmDL67qahO97FwbexfMsMXx4956egYLlGxsN/cb8au6DmGXXdb2iwly21GttM+vrzCXNc3zeFzUvv7uqdpNMVGpXK7bcs89rhQXG/CbtsrltaRYuuPnWbfH4/gOHHvvnQ48Y0ajK51S0vHnlTS2rFtaVONr27aOPv/Dtb7+eNIOcJwrKF6/btqkxJp0rdiB04bnuqZ9/+9VA5KZSbrR8yU23bmwuTmremh1f7H9i96//5eiTpgi80Cyv3bDtY81RKS99DD1RWtW8evm+p358f7qp2LYi+bOnp5IFhULoplFYWWu8vuun3zu9fsdtLYuWr/Nzr+9/4lt/u7MkKXMpJ7pg1aaNG0pLE/qlS1a84JZ7tsUO7Duw79Fv7XrETsRELusayZqVazduWLu4tsiR23eMPv7Ct79z+aJJIWR04boFO9sHYoWRyqbmEkPqmlG8escXxl/a88ITHa88Y+mar0Syce32eU2F13khVUvaSzZt2ff0/icfP/V6SWHcnxqayV3j7x+dd8tNa8Ld+19/4O/fiMVMdzqTXPeZ6pqF9Ws3r1f79x598FvH4sVxlZ3Ox5dt23pzvKhQEO033sSYphkN9UbzouxDvzb/83+4eI4YrWTR4nv+6P/akA9nb7ORRMGVV+cJRsfcw8eEZVvLl2lz/e5FGpWLlzadMePRefPrLHnJ5IxRvWRF0+j+PTt/8s+nq4u10ExPzTihEEJGChNxoQ3tfOBbIyc2ffH2Wz++Yd/+E8/f3/aSHTUC1zML1nyqvqHgqh95ek1Tc8PQ6ME3fvSdwfoiXbPSg+lM4qqrwU4mE5Y3tetXfzfWtunLO1aWRWqam8o6zujjqnzFimpz1gSUtMvKGlbecXPP0/f/3XeqCk0365nFJctXVnuDOx94MvEbO1YU6/a5o0CMwuKquuaG9p2PffP/eTwej2h+LhvaNfPXbrptaaEuvfo6fd/LP7m/c+3mRaXV5TN9r93/z721JbqwUqPjufKLfyPNsGN2xFy0bfvmh589dnCvbd62bsnaOzIzLz/1/b/fVZjQ/JxjVq1YuXFjdaV2tb+01Atbtn966Jk9hx4+ue9RTRe+Z1Tc9IXty4utyIXdGWmXV8xbe8/Woccf/Lt/fLHQ1u0ifXo0LNGE1OxEwZrPfm782b2v/PxHr9q2EfphJF6/bse8hqJLvuxTgZ+f6Onc+fKjT8UKC+1gZtIvW7Z8ybxyvoT7yA8mUkrTtNevdU+06U2N1pu/XtOEVrJw3dKunUf2P7J3py+kVEqLFW3+0o71FWXJObZh7+Qp4bpaWamWTF6ZJrGqpSu2GDL6+msv/8s/vGBZlvI9ZSRq56+6afPScisS2/H5gWd2P/nQ8Wc1LRCBYVWu/9z2xQXGlXvtUsi46nn6wXahsumcI83KZds/tqpE18Xy7XcPP7Pn4CM/2PeYqSvPN+M3fX5HS2FRRIxeOrDZiaVbP3bg8ReffejonsJEwhsZm3aEda6Oqivs/Sde+EX/yJaNq1euWLvlc9MvvfGjbx4oSBhB3jUqGlrW31FbUzj3diGF1CL1m29b2/NMe+uhQ8WVNzWvvXNm6oWnf/KPryVjWpB39IplLRtuqi6WmfHOvU89+rxZGLcDJxPY1cvWLivTRc/5ResUKpPOOdKqXHbv+UW79+7hZ3YffOSHFxYtdtPntrcUFkXE2NxzGV5+6vTRvUeODatoYczKjo4kV91ZX1oZnxifPcsb9Lzw5E9ffiKdzjlKFTV//BPrysxrXDReRpLxhBGZeP2Xfz96YvOX71lRXNPcVNrerU+IihXLq2/Yq05Kpd6dA4VVGPp9/RN/+hd6RUXi974euXXTW98+/8bezAO/stevi378Hr3o7R3Rrnzf7+2b/pu/tTffEtm21aypvnLvzcvOTI8NDQxNTGeyOU/okWRRWXVNdXlZUUQPHGd68Ez38FTG8YRuxUvKqqprKotiwgvHO49MFjfVlRQlbM3vObV3z2M/61vwp3fVpFJONtCiRWU1tTWVJQWmCgMnNdjdMzw1nXVDaUUKy8qraurLY7oIx08fnbQbSkqLS2Oa8vP56eGu071TvhWJJ2Jm4KlIJFnWXJ/0nYmzR1t7M1qidlFjbVmhSE0OD/QNz+T8UDNtK15aWV1RXpK4/DQaoZudHh8dGhqamMlk8q7S7XhRSWVNdWVpSdLSrrJo8XMf82Fm6HTncDaSqKhuqCowpVJK+emR/t7BsZmsE0hpROLJksqG+oqYpibPdEya8aKS2rK4plw3N955ZLJoxYLSmG1rYXZ8cHxiJl+8aGGpzI12dfWMp33DjMaiphKBLyqWNZdpM2dPTBhVhaVl5XFNuZn8eO+RiaKWBaVxWzpTIyODQ4MT6bwbKjNeWjd/fnVh3PTSE6PDg8OjadcPNcuy4xX1tRVFhTHm2W9IwcyMs2d/5gc/TvzRH9jrVmvx+Nv7Gs1xnNd3Zx/6tb15U+yzn9QuXPckzE1Nj410TsWWLKuJaTKY7BnKmFqstKbUDJ3MaMfxsYJlTRWJuEyNDw70DU9lRSSeiMe13FRQ0lRXXl4gpkf6znb2jgTx6sWr5hf52dGBodHJ6ZwfCsOOxZOVTU0VMVtOD52ZzOnxksbKIk2FgT/eeXgyvqiiNBnzx0cHB/pGs6GVSCZjujMZFjRWlJck3NHx8Ylc8ZKFpeLiIFCsTY8P9Jw6M+5GahavWlAeM/Wx3c89sffgaMUtX/vclhpLzDp5eeg72dTw2a6+iYwXCs2OFpaVFBimnxnPxWoXNpbaFyfbQj+fnhkb7BsYHZ/OuqGQRjRZUllVU11THjcDZ/rs0RO9uaCgrrEmEfOnBgYm0spOJJNxLTcdFtVVlVdEshMTU31u8YoFJZpQ7vjZs8OOTJRVVhXYztRwb+/QdM4JdMM0Y8WVFRXlFYVacG4QWLmgNHp+EJiYnMkVLlpYpgt/ZqS3b2h0asYJlW7HCsuqG+qrEoamJvs7J/xoYXFdWcLPZcf7urqHphxpRuMFcUPpUS1WtqShSFNeeqSnb3ByOuMGmmZEksniyoaG0pgYP3tiUq+sKCkvigvXSU8Onu0dyTiup6RuJ8pqqqvKywssxoePvNB1ndf3ZH76i9hvfil66yZpGBe/S3NnhgYHBoeGxyfTnq/ZiaLS0qr6eXVFUWOOU1DMfPf7wchoZMvt0c23zPk8gZvLTAz19I/OpLNZNxRmNFlcWVldVV0Wt0TopwZ7eofHpjJOIPVoQVFZdX1DeUIXaqKrY9I6/3EZTkwN7P7Wf9o3/99/rM7WRNYL9VhhZU1DfWWxJYXw0yO9A0NjYzN5T+lWrLC4umFeVcLU1Exf52QQs0pqaws0FfoqN3qms3c0qzQ7Fo9oUkjHKF+zqEyE071tp3rH87K4vq6xribqzgz39AzNZBxf6KYRLSotr6iuKr70d9lhenhodGY8KFgwvzKmKSHC7PCZnrFAKyivq04azvTw2Z6hmVze1wzDjBaVl1dWViaFPz10pmcklXPcQJN2ori8qrrKkON7zi9aRBOZ84tWX19Z8paLlurrnLi4aIEXjncenSiorymKBlNjQyPDkzk3CIVuRovrmxrKCiP5qYGJqYxevKiqKBjvODwqksp1cumU48toory6sbGm2JZqoqt90iooKqmOOVPj49354jULS8PxzpOT0dLSkqoiLT0+cPZU94AXqWpeNb88Gpnc88zj+w5PVG7+2mdvr75s4P2ApX54f+bHPzNblpb+/f/7IU32MJNN//infv+AfdP66NY7rv/jPHS9YGAg/cOfKNeNf+nzVsvSC1vvXK9KhaHv5BxhRmxTv/SYFCWE8vL5QJq6YZhzfkfi95zau+/JhybW/t9/cLPuhL5mGIZhzJ5+Dn3H9YWmG6Z51e9ZlFLKy+d8zbKNSwYRpZQInJyjdMsyz51sSCkV+vmcq9lR09DecqJbhWHg57J5ZUYitvF2F22Occr1QiF1y35HeRx6edcXQjds67p/CabCwPccx5eRmK2Li7vMKgwC3837WiRq6VLyu7Ibl1IqGBjM/OJBv/ts/Le+YrUs1a77DFGh67mHjuRfeEk5+YI/+2OtrHSOk7td+xUEvu95ntIjUfOSs0Sq0A98L+/JSMw+9x5Tgef5ga90O2Lq1/Xm9QPPywd6NGpq13iXqjDwfdd1hR2z3OnR0eG2V3e35/Jl6z7zqTVV5tzrTYRePucqw7ZM4y2/wT0/ZOR9oZm2bV0Yn5QSInCyTmjapmEYMgh833EDIxoz5XVdu1sppYJ83tUMyzCM6z0VmvJdN1BKGpZ1lbsoJZSfzwe6ZepXPuz5cUjTLetq45BSSoROLh9qpmVe/yvDjT6YhGE4MzP1f/6NMX9e9N6PWQvmX/7W8VzXDUPNsG3LmPOUL0Hgne6a+Yd/sm/eGN12p1FZca33v5N3lWaY5uU/iw99xw2UlKY198mow4mpgT3f+s+HVv/NH99Uk0iEQkjdvGyLUIHn+oGShjX3q734yeo4ntJMwzIv/WRVgeO4odAM0zb185tV4ORdZViGYRjaOxmrVeDkXTl7e1dCiMDJOYGmmaZl6tq7uGizB0jP9QIzEjW1q06eh67rqfAtxpa5Hjj03ZwrItFwZnRsuHXX7nbHrVj36U+urvqQXX/t+pP9A/vZjhaPRbdtzT7+lLt3vzQM+6aN13P2mDCX87q686/s8vv6Er/1m+a8prfodSGElJpuRhPmXF8PCWlGYm/5hzPteGF5rUxIKfVIdM7n0Qw7cq11KKWUVjRuXfm/hRGZddi4lPIqL/fKB9U0w4oXWOKdLdrli6FbkX/N18uaGYm83W1Aarppx0z7yv9tWNGEJXCjk1JqZWXRT+5IfevbuedfFK5rLl+mFxZeezPPZt3jrflXdinXiW6/R68of6evQDfMiz8kufQ9ZhiWcel7TOqmpZvW23jzGoZtJK77jW5FTUuFIpgZ6mpvP5NSxU3Ny+eVm1ddb0K/zm3gKkOGlEIYdvzi4KLrpv62RgQppTSib/dHLdKwrnEtQSnfanC6jnFISin0SCzO5vVvbDDRNL2oKHLnFmfXa87ufXpRkV5aMuutY0ai5lvsTPrB+ET24ce0ggJz6RK9rOw63v+Rq7z/r/mpr+tmQWVTZYGl67plm3MPTaatX3uL1Ex7rqWSuh2JXrZZGXbsnefcVZZXCiF0+9KJlndv0WYPkNcefTXLst92YuhWNGGGIhge7jx16kxalMxvbrnqwHtD0P/rf/2v79aUWjiTyj3xtBaPW2tWGQ31137ukhKtsCDo63cPHBKa1KIxYZmXnlxi1sO7bjgx6badcl551T18JPG137A3rNeSifd0lJB6JF5UWllTGpdCY74XeLubkKGf+8GJ88quYHBQSCkjEWGa0jTmnOkRnh+MjrpHjuWefUF4buTOLdFrfV9341BCpUZ6xv3CeQuXt7Q0lUSYIQbeDqOu1mvv8M90C03TK8u1SOS6NjzfD0bH8rtey7/4cuxLn7VWtFznHd/xsCekacdLq5oqCy3jo3UGUim0G27RlFDp4Z7xoGj+whXLWhqLP4QDr3vkqHf0uF5RHtt+9zU2gQ/2hVpLl2jJZPbp51L33e+uPRa9e5vR1KDFYsIwhKYJKUWoROAr3w+GRpy9+5zXdwupJf/sj+w1q97JF+Vvi5YorEgUVjBOAv+aajesJYsL/vLfpX74k8zPHnBXtES23G42NUnTEMb5Mw0JFQo/CPNOMD7mvPRK7oWXrVUrY5/5pL2i5SO0IjRh1LTcVtPCewJ4Z5/JsWj8y19I3//z7GNPCimit26W8ZjQrnpsmlJKeJ4/MuK89kbqvp8U/Mnv22vW6Mnke7yl23a8buXtdR/F0dy2YzfaoklNGDXLb6/5iOy1fuCvQK+pTnzlS/YtN2cffGjyv/zvWkWFuWSxuXCBXlkhDF1lc/7pLu/kSe90t1FfG/349ujWLVphUnCQM3ADDTQN9UX/6S+c/Qdyjz81+V/+D62k1FrZYi5aqBUVCiHDyUm/q9s91e61tkVu3ljw539qrWjRruMQGgD/pugVFYnf/HL2iSfT373P2Xeg4I+/oZeWCuMqx1P5vnPoaObBh/z2joI//5PoltuuuLwDcEPtgHxQPz+97L7K88LJqWB83O/qDvr6gpGxMJUSQShtSy8r1aqrzHnz9JoqvbhYJhPv+fw6gHfbuesiBdPT4fCod7orGBwKRkZUNieEkrGYVlZm1NQY8xr1qkq9uFhGbKlz9j4AV4wkvh9MTnonTuaefcFrbbVWr7LXrzUWL9KrqvRkQgVBmMn6Z3u81jZn995gaspqWRq9605z4QIZjxEP+BC6AX5+Omu/QdOkbcvKCr28zKiuDmdmVCarXEeESui6Fo/JREIrKpR2RHJEOXCDTg9IKeNxGYuJsjKjrjZMpcJMRni+EEKYphaLasmkVlQoTJMTBQG46khiGHppqbZujVZWEpzp9rp7nAOHci++ovI5ce4qw0rIZFIrSJgty6IN9eaCJqOuTto2qw43ug/RhZ6llELX9ZJivaSYPwzwUQ13YVl6eZleXsbaAPBOhhFNk8mE1bJMLFponOkOBofC0fEwNaM8T0gpTUsrLtLLSvXGBr2i/D3+sSnwbzLZAQAArnf/37atJYvFksVCCBWGIgyFEG996meAZAcAAPiACl7TBIeq4yON9zcAAABAsgMAAAAg2QEAAACSHQAAAMD77d3/+anX3pH51SPukWOsXAAAAOBqnP0Hw5mZ9z3ZNU0m4mFvn7Nnr3f8OH8GAAAA4GrCTFaYpozF3tdk12JR+9bNxvx5/AEAAACAa5KRiLl48bVvppRiZQEAAAAfWvz8FAA+4pRSzM4AAMkOAPgQJ3s+7w4Msh4A4MZlsAoA4CMb60rlO09PP/l07tiJ0q/+RvymjXosymoBAJIdAPChEAZB9six6SeeTL34ij8yqjKZIJVO3LrJLBsiUS4AACAASURBVClm5QAAyQ4A+KB73XUz+w9OPfZketer/tCwECKz74ASUrlu8tZNRmWFlJK1BAAkOwDgA6CUUnknc/DQxM9+kX5jbzg9ffGfsvv2K89VrpvYcrtVXUW1AwDJDgB433s9DINMJt/aNvwP38qfaFW5/GU3yB0+GmZzYT5f9IkdRlmp1DgJAQDcADgvOwB8VHpdqSCVzhw8NPBX/80fGhZheLVbGnW1xZ/+RPk3fk+Lx4UQTLcDAMkOAHg/eKOjMy+8NPKP3/aHR96i14UQQteMiorktq3V//EvtViMuXYA+DeR7Eoplc+nvnufymRYpwDw/vNzudzgUPZ0l9vXf41eP1/tul5cFFvcnGhqMOyIYKIdAD4I1vKW2Cd3XPNm79Kx7Eopz8s9/ZyamGDVA8D7TAnhe76Xy8p83r7O+4ShGBn1JiazJ9oMwyDYAeCDGcBdL/qJ7dc8QPHd+/mpUuHIaDg2xqoHgPc/2ZUQxjsY011PjY0HQpDsAPCBuPS8Xu9LsgMAPiBSCJ21AAAfXfzkCAAAACDZAQAAAJDsAAAAAMkOAAAAgGQHAAAAQLIDAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAABIdgAAAIBkBwAAAECyAwAAACQ7AAAAAJIdAAAAAMkOAAAAkOwAAAAASHYAAACAZAcAAADwoWOwCgB8NOmWSBbrlaVa3BJeLpwaDUdnVN6f+8ZSF9ECrbJSL4wK4anURDg6EabyQl24QaRYK45LS6nUdDidFsEVj2DFZEGxFtdEkAkGp0WiVEtGpD7Xc3lZlU6FM57Q41pNkdTkJf8WCt9VUxNh1n/zqa2oLCnXbCUyE8FUTvjhrEezi7XSuNTdcGpGpfKzn8mUhQWyIC6lL5xMMDx92QoSVkKrLpQiUBOjYcYVsx9YFFZoCVsGmTA1ozKz15sRlUUlWnmxHjWUnwtHB4OxtPAu3F8zRLxEL7aFlHMtfz4cmVI594o/QUSWFMqEPes+oafSM2E6K7xzq0MTVoVx0wpDDvkd3f5gWlhRWVKqWX44OqLygZC2TCZlgSmcVDiSZiMAQLIDwIc21uNawwJj8UJjfqNRV64nbOFmw4mhoOu019bmdfWHqUsD1JDl9fqixVbzPL2xxiiOCeGpmbGgt8fvOOW1d/kDKSGkiDZZ99xi1kZV+15n9x6v97LitGT9Muv2O+yqQPS/nnr4pLZ6i71qnlk01zeZYx3uwd25PeMiucT+4h1mzJQXb6VC5TtqYtjvOuUd7whGUirQZWmDefenIw2amDiRf+Y1r3tC+ZfsaVSvjWxvMWKj7qt7nL1dSl3yRPFGc9MGa02jLvPheGfuZ4/7KfFml2txWbEy+tXNuh6EJ19xXm/1+tOzdmJWbY2sqtPSJ9x9e53jExfWVoG2YJG5eJExv96oKtVipvAy4Uif19HuH2vze0fDfCjspFx6V+zOes2aa5cl6M7/6iW3fWjWSxVCmLXmLbdYq+r1S+8UeCo17ved8U92+J39YWCKupujX/iEFWvP//KxcKRTlTZZ27fbVTPOgw+43dNKVumr19sby8TZA5kH9rMpACDZAeDDOaoVaIvXR+69N3LXequxSLpZkXOVtGQiJtK93u7nc489m9/XGaSC871etdjccnd0x9boyjopsyrtCKHLWEJo6bDjQP7pp7LP7PV60yKI6TffE93cpLUmZabb6+2dXexlxvLbYr/99WjpePDrw2kraqzbFvv8JrvCV7mscmfFqTq7S8605/ZlZOGy6Fe+GikxRS6rHE8oIaSmDFuLifDUq7kHfp59/og34Gvl8+yPfy25wRTpVt2fyTy2zx3IXshuQ9RujH7uE3bJqexUv7+/y39z+l/KpvX2J74Uv7tZE1k1ckweeyW1P62cCy9GT2rVq6O//du2pcKOChn8NHz+WDBzcW9A11d/LPrFteboY5mJU87xCSGkMAr1lZsjn9wRvWOlWRmV+Vzo+EKztcKYGmtznnk098ROp3UgjBZoy+9OfH29Zvkqk1fe7Nl790D42iG/Yyi4LNntOuu2e+OfW2MoR6Vz6tydDFtEpBrr8F58IvvLJ3JtOVFca1RX6sUZvaRA6pYsX2B/6qvJlgF54Gl/YCbQq821d8a/ukDszZHsAEh2APhw0kTNhtgf/nHstgWGkQq6j3unOrzeMWWU6kuXm81N5rbPyaQlJr+bOTQjhBCRWvPTv5P4wm12nRSDnW7rUbd9WIiYbFpmLVtkLt0aq641ysXU378YzBx2D/dGmuuMxvnmsqX6s73BpTP1pQv0hUusmkCN9eefP6Ay56bNlZro89qOeb2zjldRY6fcM1Nv/neYCloPe2eGQlcIIyKKa40VS6zFd8Z/Kx9Op4MnTl0IcCGSS6Of3+EPTQXPHg9ywTXWhIzqa5Yb8ytlNh3mPJloitzTkmk7FDjOZbcTQuoL74re2xOOjmRf71dXe2AjJutvjf3lv4+tLteCieBUm99+xhtOi0iluXaNsaA58qWvarZQEw/lUxfukupxD3T6gzOzHsc/4w3PXD7F/ubaccKRM97eo35GCCFEskpfuNBsWGJvN6U+4/23J/wTz2QfDU3R7h7qDFyh85YHQLIDwA3W61qp9Xt/Et200ND73Md+nv7Br/OdaaGUEFJYlebnfz9x90J9ajoU5vl7bP5KbMdGu0mEex/P/st9qZf7xbmWlFFtw2fiX/9y4u4l1o7fLTh+ePKZCW/PYX/zQuvmJr15qVXzXK7nYnVKuXC+0bJYD2fC/v35vWnhJM8ne+8R95f/MP3k8OwqVUIIoRdf+M9x7+n704+87k4KIYSwi+Rtf1H6VzuspvVWyxvu/o5Ldg2kXPix2Cd6wrGhzGvD11gZ1jJr1TyjxvWPtnmtjv31zfrWe8z7TgaTjlBz9L1x+ycjQ2NB9y/zvf7cHxbJeuvP/7fYmjI96Mjff1/mly86vTmhlJCaSC6J/vl/TNxeIQsKtcpCcTHZRw/mfvST7K7Ts59QCXX1l60yYcfr2f/5P7N96vwiL/984g++kthRp6/cbC94wj/Z6dzfeWG3I/423h1SE7ohAvetnh0ASHYAeG+ZCdG4I765yijIeI89lH3oGac7fb6PhRLuqPf4P02/ZIkgq2bSQuhCNkTvXm/WFaqTT+cefyS9e1BcnPtV+fDIM7nHE7L064mV1fbn7rFefdBt3+t23myt2GDULbA2NuR6zp6/sV5nLVpgLS4WE+3+azvdvLp8ClldRySqCyHrZNWe19zh243yAq0orhXIC//u+yfaRW2d3HBvZGA86Hsof9Z9qwdcfYvVWGlkuvIHX84dtNRdW+L1m6Pr7/emZoLJS49UCYU/7J4WWmmRdfud4eiQ/92X/PwVjxYplYu2JW4r1e1p7/77s0++6g7kzi+XCkWqM/+9v3Z/HsrMRDCZFrG6t734V6yOi3841XnSO33Wz83XIyVGTVSMb4z/h09a0U73oWezO/uv/UjROvPWLfbt663mWqMkLoKs6juWf+zh7GvtwVhe2LX62jsT39ikj7+cedwz1q62yofcXS9lnmpjewJAsgPAe8COaqs3msUxOX3QPXjCPTmuvEtjMRCpifDiBLC0RekKa2GJHpsJjh/3DnSqWYeaKOFM+q1t7v72YO1KffE6s/wx70yXd+K0t3aZWVtnrl9jPHLWPzcfXbfMWDTfLM4H7V3OrnZ1aQ/bMVlarTdaswLWyajUjMpfZSmkJgrKtZghNU+4nvDE+a8EVKBOPJo7fae9epG1eWs4POTf97I/d7RLIQqtTauM6oKwu8M7sdfrq9IODMTn1Vi3rtYPTwSTk7PzOOU987JastFau8y6/WOx7rMzj3Vd/pDJIn3FarPQlGOH83tOet3Tyr9k3SpXDZ8NZCjCUCghYhc/YeJaRZXeOPtYfj8Tjk0rx7/eP2u0QIvHNSuUgaNyQpjl5tJlViIIdsbnPiHN7F0N497fjH3mFrtWF5m0mpoRxTXGhm2xmnKhfzf34lHfjcjiOnPtOiNTqi2IaEW2HHzV28PhNgBIdgB4j5i2Pr9eswzRc8YfHPMzoRCWKKgyNyzTLz3foJ8ORnrdo6OiokEvtKQcDfpHg8HcFQ+nxNhY0N0XqHV6ss6oMGXvhH+8zetYEy6q0Ressec94Xd6Qpn6shZjfr3mDHudR/LtmUvTWdYutz/1B9qGSw8fD8OzB5xdL+T2exduFdXmtZg3S5kRQjNlQZW+frtVlZCZdr9v1B8LRcOFu06fdl/Kq+Cz2m1LrS3bomfOpp4dmKvYTVG82l5Tpyeng5On/VMD4ZTw3jjsf6bJWHOLVXfEPzsZzmr9QJ3dmz+bD6OfiLasi3x80Ov4fq7dmbUPEI3qDTWaJtRghz88HeSumDgP50rwspXRLxSad2RmrdbJA7mfvuCcGrrK5Lspi2uN9ZvteeeSu0hfsjly80ItmAyHO93uQAhd2hEtYklDv45kD8LpiaD1tfy+Pq9jWDlClMyzv/jb0eVrI+sWem2n/R5N6qaMxTSrVLbuyr/Y6Z8+5bX1szEBINkB4L0ghabJqC2kFLmscs8FcUSWLLa//NVIkbx4+nOV7fcOvuAeHxOxqNB1ofLKceee83ZdkcspJaWMyKgmdSF6Wr1Tnd6tC63KhfZNdZkz3UKrNZcvMOuTYviof+SQn5r1kmS8RJ+/XNbMOhAljI0FrREhLiZ7oXHTXbHGdaEvhGbKRKm+qEn3B7xXX3QOdfoz6pLzRPph2+t5rVyv/GR08frop/q8rgfy+hy7LnL1HVZDoZY+mO/s9gYdEUwErXudvo/r1SvtZbXuqR53YPb8vD/uH35JFVQYlXfZq7fGPtvufXvnJZfak1LTZdQSUohMWnnXPUEeKdMXxrWGWbdXI+PuExEprnJIuYxqdS2RL8RN50Ky19drhSI8/Ub+pV3uiBLlb+td4YVHXnVyJVpEqIwjnHR4ttuv3WovWKJXl2slCdFzYX8jc9p59MHMq+3BlMPB7gBIdgB4jygRBmE6q0IlYgkZsYQUQkmp6TISlVFNakJEivTSEqkXiqmjQimRySg/EFpURm15SUK/ybJlIq5pofKyYTZUgRK5Hr+jw+3YbK2sMDZvMH7d65euNptr9cJMcKzLPXjmst9ZqvEe78g+53R21v8canPPXpL20tSKK4SZ1MyEVlyi2aGY6nRefC7z4DPO8T4VmrMeMhjz33gpV1Vh1Gyz192T+MzpoNWafRlrXUTLrbvWG4UR0dYdTKZVvEgThgj63BOT0YpKc/1S40C7OzB4+cJOnnJffUmrrjO+sML6xJdix3q9hPXmaw6CMJNTSshkgbSu+4Nj5oz72gmvd2rW/0yd9IZSVz2+XeoyWqDV1slzna9CNdPrnerwXnsx99ThMDDf5rvC1gqT+rw11opGPS7U1HAw0OtZnhRK2rY0LiyI8sRUu3esL6TXAZDsAPDecp2gu0d5japqnlFdbsS6/Ew2HD6a/843XUtIKUT9rdF7bo+0nGvfQAydDVKOUuV6XYVeHxWtlx0bo4mKCq2pXpe+yvT5w67yhBD58HSnd7Qj3LBSX77JrntWrNpg1lVouS6ns83tuGyuXqmBVvfx7888MTTHq714xphw0nvjmfyhrrBoibnprugKW3Y+k/rOA07X5OWXIz3f1ifcXS9lq5uMLy+zvvS78V+N65FLZtr1uCxdFd1Uq8Vl6Eb1pmWR2GIhhLATMjshVIness5sOqgfHgwuP5ljqDoPus+V5pqb4resTnzj05nhEs24sDuUywa9AypYIGubjapiLTIU5me/ON0SuhKBLy493frE8fyDP8nu7HwbGRxmgp6juV8/700pIYQI3HCi3+884/dNiEAI7W0luxR2vfWbf5K4d5lpTPg9A0G0QF9+i20UaUmTzQUAyQ4AH4R8Vu3b405uiDSuitzU4p085R+YEJkB79ULB3wvrzTWro+cG/eUKyYPuqcm7IbFxqrV1tpjzslD4aUVqhUYS5bZm1qkm1En9rlj7vlrjvZ3+cePuZMbY8Vroret0NavMCriquuU19rqu+/oZat0cHiX88hrbrjY6DXMls+Y6z4fu+nVYDLlj1/lEJSOvc7TRZllCwpuWRX7SlZGo+Liqc+Txdr6LZEqSxq6cftvJG6/LGKliC23ljZa+w/lzl75uKng+N7sj2rNZX8YaflyfL4QEV2dm46fmQoPHXDTm+2iDdHbFntn+/Kt07PiuGKRUZQTU0P+UPZfueOlhtq9J36V7f1XT3dLXczfGt04z4x153/8g9T3n/andZFosP78fxTVFPMLUwAkOwB8EIKsGHg2+/Q95ueXm7d/IRZawng0u7vv/L8mGq01S615ZVKcO05DCTHiPPZKZGGxsfyWyGc94anUo4fDc1PtdqVx5+fiX/5ktFmq4c7cT58Pshd6PBwJ+k45B0Zj95RZn/lTrapGj497rR3e8YF/7euf6Q4OP5d5dlPRx6siX/mse+b+cE93OPeFjbLhqYP5+x6wF37DLokJ4+KRMZYsrrHvWCtNIYbb3N4plZ19/4blZnVMX77UWHJInM3N8cDOYHDiuZl/WWH85U1GzJRaeD6c3Ql19uX0Y58wP91obP+deBgTDzybPzpybudGzL8j/o2vR9dVyFNPZ3/+i8yH5wSJBYXSMsREXzAwFMwIIQLhjrntA8ppYHMBQLIDwAciFP6E98vvZYp/P37XEvO2zyebNkZ7B/yRSSWSWn2jOb9JLzfCsx3u60fONb46+mj2kRJpbY003xr9RoNxZ7ffO6FEVKuq1+fPM2uSYvCY8+CP0/snLzlfpKcG+rzdR7y77zXnLTYsWwzu8dq7vKErZ8SlnLcx8rt/pW+fffXTkePuay9nXp68/ObKUQOdzkOP5m/+g0jj1ui2Y8HoRL7DmWtJlcgM+sdeSP1wufFHG43khYPOI2Va3Wp7bYGUM+5j38+8fNobn5Xs8uY/LPj6ZmveUmPxIvO1o3Mcd6MCMdHjP/uj9OqGgttq9eTFnQFfTPd5P/xmuuSPE5vqrbt/S1+6JdY3FExkhF2mL1hgLqjTgi6nv9fvnhIiev5O1bfE/qzW/lJ61lN4HbkfPO4c6w3D9/jtoJToPxtMZ9XCZnPthkhX2h0Rsn6ZvbVZS0bYWgCQ7ADwgVW76j2Q/7muhu+I3rreXLTcXrTUSueVsGVcVxO93s69zsuvOG9cOO94us976cFMfiy4c1Nk1Xx78wIrk1PCEDFLpkf8g687L7+cf/lAMDO7LqcHg5P7nJ67jHlRqbl+61HvdE8wR1pLWVRtrCjTl806xkN1S9FzKCMm53j5ufGg9YXMU7eZn15g3L7N7hzwh4/NfYCIcsX4Ge+pn2eW1yY21+lCCCFFWY2+ep1dIuT0cefVo+7h3iA7+97Zne6WJWZVg7Go2Vp0Jj/nQ/s5MXA0/9NfWVVfiywre/M8ikFOdb+Rv08XPVvsTaut+asji32Vc5Ue0yJucGZ//sXnc8/t9UZckbxwl3itubrSDGY/jRv3n3jFle/Hm0GM7sk9s0y3bzLW7UhUrwqmssp3As2TKmRTAUCyA8AHR2XC46/lp4aD9uPm4kajqkSLWcJ3wpmxoO+Mf/yEd6o7mPbfTPyBVveF6bCv01++yKir0AoiUvhhajIc7PXbjnutp/2xK04A6U+rM3tz931P1VpC84JDr7pd47Nv4fj7nsnmT3mFc5SpGj/ttY6IMK+mj+d+9AM/MuMd7QvyF0J8qst98MfpsSY9mvb70yoMwpEu99f3pQ6oYO9AkLrkvDZ+VvXszv3sx6q1QtcG3KO9YV6Kjtey3zsmUq35tvHwyrOnDxzIP/xzdaxcDLf6qZkwdSD7L99zxajbOX7JmdqV8NLh/qeyPwn8pmI5dsztuHAoUZgKDr6UmxzyTx52FtYZ5UVaRFdBXo0N+Z3H3QOtfu+ECoTITYdHn0x/75i0tDmW3+9xeybmaGa3133lcTFWLLpPeDNXOZBdeSLdmv/lT3170Ds5FIauGOl0Hv6heH3GPTMTukrIAW//cxl1UPQeF0IJp9d77tHMdJ+5tE5PaCI9Fg72uQMnwpPlcuSg25sSbi7ofD37vUl9+og3nVecLgbAh5VU78YQpcIwTKWG7/p4ODbGOgXwYWFGRGGxnowIPxtOTqqsK95idlUzRKxQK0lI4aqpyTDjiICCuzorJgsKtbgp/Ew4OqncD/G8tWaJZFKLaCIzGaZ9/nQAPlSin/t0yd/+jbzWxeGYZQfw0eXlxdhgcJ0zCaEv0uNhepzVdl3crBrLBjfELE3oiunxcJq/GYAbmMYqAAAAAEh2AAAAACQ7AAAAQLIDAAAAINkBAAAAkOwAAAAAyQ4AAACAZAcAAABIdgAAAAAkOwAAAACSHQAAACDZAQAAAJDsAAAAAMkOAAAAgGQHAAAAQLIDAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAADeBuNdeyRdN1cuV9PTrFMAAADgulq8qfF6biaVUu/K8ymlwokJEYasegAAAOC6Wty2tYKC9zXZWekAAADA26t2Kd+/ZAcAAADwXuDnpwAAAADJDgAAAIBkBwAAAEh2AAAAACQ7AAAAAJIdAAAAINkBAAAAkOwAAAAAyQ4AAACAZAcAAABAsgMAAAAkOwAAAACSHQAAACDZAQAAAJDsAAAAAEh2AAAAgGQHAAAAQLIDAAAAJDsAAAAAkh0AAAAAyQ4AAACQ7AAAAABIdgAAAIBkZxUAAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAABIdgAAAIBkBwAAAECyAwAAACQ7AAAAAJIdAAAAAMkOAAAAkOwAAAAASHYAAACAZAcAAABAsgMAAAAg2QEAAACSHQAAAADJDgAAAJDsAAAAAEh2AAAAACQ7AAAAQLIDAAAAINkBAAAAkh0AAAAAyQ4AAACAZAcAAABIdgAAAAAkOwAAAACSHQAAACDZAQAAAJDsAAAAAMkOAAAA4ANjvIP7SClZcXgLSilWAgAAwLuFWXYAAACAZAcAAADwTkmOYQAAAAA+zJhlBwAAAEh2AAAAACQ7AAAAQLIDAAAAINkBAAAAkOwAAAAAyQ4AAACAZAcAAABIdgAAAAAkOwAAAACSHQAAACDZAQAAAJDsAAAAAMkOAAAAgGQHAAAAQLIDAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAABIdgAAAIBkBwAAAECyAwAAACQ7qwAAAAAg2QEAAACQ7AAAAADJDgAAAIBkBwAAAECyAwAAACQ7AAAAAJIdAAAAINkBAAAAkOwAAAAASHYAAACAZAcAAABAsgMAAAAkOwAAAACSHQAAAADJDgAAAJDsAAAAAEh2AAAAgGQHAAAAQLIDAAAAINkBAAAAkh0AAAAAyQ4AAACQ7AAAAABIdgAAAAAkOwAAAECyAwAAACDZAQAAAJDsAAAAAMkOAAAAgGQHAAAASHYAAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAADJDgAAAIBkBwAAAECyAwAAACQ7AAAAAJIdAAAAINkBAAAAkOwAAAAASHYAAACAZAcAAABAsgMAAAAkOwAAAACSHQAAAADJDgAAAJDsAAAAAEh2AAAAACQ7AAAAQLIDAAAAINkBAAAAkh0AAAAAyQ4AAACAZAcAAABIdgAAAAAkOwAAAECyAwAAACDZAQAAAJDsAAAAAMkOAAAAgGQHAAAASHYAAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAADJDgAAAIBkBwAAAECyAwAAACQ7AAAAAJIdAAAAAMkOAAAAkOwAAAAASHYAAACAZAcAAABAsgMAAAAg2QEAAACSHQAAAADJDgAAAJDsAAAAAEh2AAAAACQ7AAAAQLIDAAAAINkBAAAAkh0AAAAAyQ4AAACAZAcAAABIdgAAAAAkOwAAAECyAwAAACDZAQAAAJDsAAAAAMkOAAAAgGQHAAAAQLIDAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAABIdgAAAIBkBwAAAECyAwAAACQ7AAAAAJIdAAAAAMkOAAAAkOwAAAAASHYAAACAZAcAAABAsgMAAAAg2QEAAACSHQAAAADJDgAAAJDsAAAAAEh2AAAAACQ7AAAAQLIDAAAAINkBAAAAkOwAAAAAyQ4AAACAZAcAAABIdgAAAAAkOwAAAACSHQAAACDZAQAAAJDsAAAAAMkOAAAAgGQHAAAAQLIDAAAAJDsAAAAAkh0AAAAg2QEAAACQ7AAAAABIdgAAAIBkBwAAAECyAwAAACQ7AAAAAJIdAAAAAMkOAAAAkOwAAAAASHYAAAAAJDsAAABAsgMAAAAg2QEAAACSHQAAAADJDgAAAIBkBwD8/+3YsQkAIBRDQQLuv3KcwMZCBe9asUn1+ABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAgK+MjT9JDAffamsEADjJlR0AAJ4WBzMAAHiZKzsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdhMAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAXCHIKQAAAmtJREFUAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAGsxAQAAXNd29TQBJviOKm0tmQ8AAAAASUVORK5CYII=" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">36</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />particular, <span class="_ _13" />Attica <span class="_ _1" />G<span class="_ _1" />roup <span class="_ _13" />has <span class="_ _1" />adopted <span class="_ _13" />an <span class="_ _1" />integrat<span class="_ _1" />ive <span class="_ _1" />approac<span class="_ _1" />h <span class="_ _1" />regarding <span class="_ _13" />the <span class="_ _1" />Re<span class="_ _1" />sponsi<span class="_ _1" />b<span class="_ _1" />ility <span class="_ _1" />related <span class="_ _13" />issues, <span class="_ _13" />at </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">all the <span class="_ _3" />hierarchy levels. The Chief Executive <span class="_ _3" />Officer has overall responsibility for <span class="_ _3" />Responsibility <span class="_ _13" />and Sustainable </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">Development <span class="_ _1c"> </span>issues <span class="_ _1c"> </span>at <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />Board <span class="_ _1c"> </span>of <span class="_ _1c"> </span>Directors <span class="_ _1c"> </span>level. <span class="_ _1c"> </span>At <span class="_ _1b" />To<span class="_ _1" />p <span class="_ _1b" />Mana<span class="_ _1" />gement <span class="_ _1b" />l<span class="_ _1" />evel, <span class="_ _1b" />the <span class="_ _1c"> </span>Chief <span class="_ _1c"> </span>Administration <span class="_ _1c"> </span>&amp; </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">Transformation <span class="_ _1a" />Officer <span class="_ _1b" />is <span class="_ _3e" />r<span class="_ _1" />esponsible, <span class="_ _1a" />while <span class="_ _1a" />as <span class="_ _1a" />far <span class="_ _1a" />as<span class="_ _1" /> <span class="_ _3e" />the <span class="_ _1a" />coordi<span class="_ _1" />nation <span class="_ _3e" />l<span class="_ _1" />evel <span class="_ _1a" />is <span class="_ _3e" />c<span class="_ _1" />oncerned, <span class="_ _1a" />the <span class="_ _1a" />Res<span class="_ _1" />ponsibility </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">Team <span class="_ _1" />is <span class="_ _13" />in <span class="_ _1" />charge <span class="_ _13" />of <span class="_ _1" />p<span class="_ _1" />lanning, <span class="_ _1" />coord<span class="_ _1" />inating <span class="_ _1" />and <span class="_ _13" />implementing <span class="_ _13" />the <span class="_ _1" />Str<span class="_ _1" />ategy <span class="_ _1" />for <span class="_ _13" />Responsi<span class="_ _1" />bility <span class="_ _1" />and <span class="_ _13" />Sustainable </div><div class="t m0 x14 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">Development,  while  at <span class="_ _23"> </span>t<span class="_ _1" />he  same <span class="_ _24"> </span>time  cooperatin<span class="_ _1" />g  with  the <span class="_ _24"> </span>other  departments  for  implementation<span class="_ _1" /> <span class="_ _24"> </span>of  the </div><div class="t m0 x14 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">Corporate Responsi<span class="_ _1" />bility and Sust<span class="_ _1" />ainable Develop<span class="_ _1" />ment Action Plan.<span class="_ _1" /> </div><div class="t m0 x14 h3 y348 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y349 ff2 fs0 fc0 sc0 ls0 ws0">ESG MODEL<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0">Our <span class="_ _3e" />main <span class="_ _13" />co<span class="_ _1" />mmitment <span class="_ _3e" />is <span class="_ _13" />to<span class="_ _1" /> <span class="_ _13" />operate <span class="_ _3e" />resp<span class="_ _1" />onsibly <span class="_ _13" />thro<span class="_ _1" />ughout <span class="_ _1a" />our <span class="_ _3e" />entire <span class="_ _3e" />business <span class="_ _1a" />operatio<span class="_ _1" />ns <span class="_ _13" /><span class="ls2">and</span> <span class="_ _3e" />h<span class="_ _1" />armoniously </div><div class="t m0 x14 h2 y2d4 ff1 fs0 fc0 sc0 ls0 ws0">collaborate <span class="_ _1c"> </span>with <span class="_ _1c"> </span>our<span class="_ _1" /> <span class="_ _1c"> </span>Social <span class="_ _1c"> </span>Partners<span class="_ _1" /> <span class="_ _1c"> </span>in <span class="_ _1c"> </span>order <span class="_ _1c"> </span>to <span class="_ _1c"> </span>generate <span class="_ _23"> </span>mutual <span class="_ _1c"> </span>long-term <span class="_ _1c"> </span>va<span class="_ _1" />lue. <span class="_ _1b" />In <span class="_ _23"> </span>this <span class="_ _1b" />context,<span class="_ _1" /> <span class="_ _1b" />we <span class="_ _23"> </span>have </div><div class="t m0 x14 h2 y2d5 ff1 fs0 fc0 sc0 ls0 ws0">developed <span class="_ _1" />a <span class="_ _1" />Sustainable <span class="_ _1" />Developme<span class="_ _1" />nt <span class="_ _1" />Policy <span class="_ _1" />that <span class="_ _1" />describes <span class="_ _1" />our <span class="_ _1" />principles <span class="_ _1" />regard<span class="_ _1" />ing sus<span class="_ _1" />tainable <span class="_ _1" />developme<span class="_ _1" />nt </div><div class="t m0 x14 h2 y34b ff1 fs0 fc0 sc0 ls0 ws0">and management of social and <span class="_ _3" />environmental issues as well as the governance issues (ESG) regarding 3 main </div><div class="t m0 x14 h2 y3c3 ff1 fs0 fc0 sc0 ls0 ws0">pillars <span class="_ _26"> </span>(Governance, <span class="_ _26"> </span>Social, <span class="_ _26"> </span>Environment) <span class="_ _2e"> </span>a<span class="_ _1" />nd <span class="_ _26"> </span>5 <span class="_ _2e"> </span>Units <span class="_ _26"> </span>(<span class="_ _1" />Management, <span class="_ _26"> </span>Soci<span class="_ _1" />ety, <span class="_ _26"> </span>Employees, <span class="_ _2e"> </span>Cust<span class="_ _1" />omers, </div><div class="t m0 x14 h2 yaf ff1 fs0 fc0 sc0 ls0 ws0">Environment).<span class="_ _1" /> </div><div class="t m0 x31 h2 y3c4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3c5 ff2 fs0 fc0 sc0 ls0 ws0">MATERIAL ISSUES<span class="_ _1" /> </div><div class="t m0 x14 h2 y3c6 ff1 fs0 fc0 sc0 ls0 ws0">The Group through a materiality study,<span class="_ _1" /> identifies, evaluates and prioritizes the most significant issues related to </div><div class="t m0 x14 h2 y3c7 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _13" />actual <span class="_ _13" />or <span class="_ _3e" />potential <span class="_ _13" />impa<span class="_ _1" />ct <span class="_ _13" />its <span class="_ _13" />operat<span class="_ _1" />ions <span class="_ _13" />can <span class="_ _13" />have <span class="_ _3e" />on <span class="_ _13" />each <span class="_ _13" />of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />aforem<span class="_ _1" />entioned <span class="_ _13" />focus <span class="_ _13" />are<span class="_ _1" />as, <span class="_ _13" />taking <span class="_ _3e" />into </div><div class="t m0 x14 h2 y3c8 ff1 fs0 fc0 sc0 ls0 ws0">account, inter <span class="_ _3" />alia, the <span class="_ _3" />interests of <span class="_ _3" />important stakeholders, in <span class="_ _3" />order to organize ESG <span class="_ _3" />issues more <span class="_ _3" />effectively and </div><div class="t m0 x14 h2 y3c9 ff1 fs0 fc0 sc0 ls0 ws0">manage them in a mea<span class="_ _1" />ningful and system<span class="_ _1" />atic way.<span class="_ _1" /> </div><div class="t m0 x14 h3 y3ca ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y10b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y1e1 ff8 fs0 fc0 sc0 ls0 ws0">ΕSG –<span class="ff2"> EMPHASI<span class="_ _1" />S OF MATTER 20<span class="_ _1" />21 </span></div><div class="t m0 x14 h3 y3cb ff2 fs0 fc0 sc0 ls0 ws0">ENVIRONMENT<span class="_ _1" /> </div><div class="t m0 x27 h2 y3cc ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We are <span class="_ _1" />investing <span class="_ _1" />Euro <span class="_ _1" />21 <span class="_ _1" />mln <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />construction <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />3 s<span class="_ _1" />tate-<span class="ls2">of</span>-the-art <span class="_ _1" />Aero <span class="_ _1" />Catamaran <span class="_ _1" />vessels, <span class="_ _1" />which </div><div class="t m0 x19 h2 y210 ff1 fs0 fc0 sc0 ls0 ws0">will be <span class="_ _3" />launched in 2022 <span class="_ _3" />on the Saronic <span class="_ _3" />routes to replace ol<span class="_ _3" />der technology vessels. This <span class="_ _3" />investment will </div></div></div><div class="pi" /></div>
<div id="pf25" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc25 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">37</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x19 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">continue <span class="_ _1" />to <span class="_ _13" />reduce <span class="_ _1" />environ<span class="_ _1" />mental <span class="_ _1" />footpri<span class="_ _1" />nt, <span class="_ _1" />through<span class="_ _1" /> <span class="_ _1" />lower <span class="_ _1" />fu<span class="_ _1" />el <span class="_ _1" />consu<span class="_ _1" />mption <span class="_ _1" />and <span class="_ _1" />r<span class="_ _1" />educed <span class="_ _1" />e<span class="_ _1" />missions <span class="_ _1" />of<span class="_ _1" /> </div><div class="t m0 x19 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">gaseous pollut<span class="_ _1" />ants as a <span class="_ _1" />result o<span class="_ _1" />f lighter <span class="_ _1" />construction m<span class="_ _1" />aterials used <span class="_ _13" />(carb<span class="_ _1" />on fibre), <span class="_ _1" />as <span class="_ _1" />well as i<span class="_ _1" />nstalling </div><div class="t m0 x19 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">solar <span class="_ _1c"> </span>panels <span class="_ _1c"> </span>to<span class="_ _1" /> <span class="_ _1b" />me<span class="_ _1" />et <span class="_ _1c"> </span>lighting <span class="_ _1c"> </span>and<span class="_ _1" /> <span class="_ _1b" />e<span class="_ _1" />lectricity <span class="_ _1c"> </span>needs<span class="_ _1" /> <span class="_ _1b" />o<span class="_ _1" />f <span class="_ _1b" />on<span class="_ _1" />board <span class="_ _1c"> </span>hotel<span class="_ _1" /> <span class="_ _1b" />s<span class="_ _1" />ervices. <span class="_ _1c"> </span>We <span class="_ _1c"> </span>have<span class="_ _1" /> <span class="_ _1b" />d<span class="_ _1" />efined <span class="_ _1c"> </span>as </div><div class="t m0 x19 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">flagship regarding the E<span class="_ _3" />nvironment actions aimed at decontamination of sea beds and protection of <span class="_ _3" />the </div><div class="t m0 x19 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">environment. The <span class="_ _1" />first actio<span class="_ _1" />n was imple<span class="_ _1" />mented in Nax<span class="_ _1" />os in <span class="_ _1" />2021 with the <span class="_ _1" />particip<span class="_ _1" />ation of 31 vo<span class="_ _1" />lunteers </div><div class="t m0 x19 h2 y315 ff6 fs0 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _3e" />the <span class="_ _1a" />Group <span class="_ _1a" />employees <span class="_ _1a" />-<span class="_ _1" /> <span class="_ _3e" />and <span class="_ _1a" />29 <span class="_ _3e" />v<span class="_ _1" />olunteers <span class="_ _1a" />from <span class="_ _1a" />the <span class="_ _1a" />Aegean <span class="_ _3e" />R<span class="_ _1" />ebreath <span class="_ _3e" />org<span class="_ _1" />anization <span class="_ _3e" />a<span class="_ _1" />nd <span class="_ _3e" />the <span class="_ _1a" />Naxo<span class="_ _1" />s </span></div><div class="t m0 x19 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">Wildlife  Protection  Associ<span class="_ _1" />ation,  in  collaboration  with  the  Mun<span class="_ _1" />icipality  of  Naxos  and  the  islanders<span class="_ _1" /> </div><div class="t m0 x19 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">themselves. Volunteer d<span class="_ _1" />ivers c<span class="_ _1" />ollected and classified 2,811 <span class="_ _1" />items as follows:<span class="_ _13" /> </div><div class="t m0 x42 h2 y349 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>1,100 plastic bottles and glas<span class="_ _1" />ses, </span></div><div class="t m0 x42 h2 y1ec ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>5.5 plastic bags, </span></div><div class="t m0 x42 h2 y34a ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>500 aluminum cans, </span></div><div class="t m0 x42 h2 y1c4 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>150 glass bottles, </span></div><div class="t m0 x42 h2 y218 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>50 large tires and other items made of<span class="_ _1" /> rubber,<span class="_ _1" /> </span></div><div class="t m0 x42 h2 y3b0 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>40 kg nets. </span></div><div class="t m0 x27 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We <span class="_ _b" />re<span class="_ _1" />placed <span class="_ _b" />2 gasoline <span class="_ _b" />vehicles <span class="_ _b" />wi<span class="_ _1" />th <span class="_ _b" />2 <span class="_ _3" />purely <span class="_ _b" />el<span class="_ _1" />ectric <span class="_ _b" />vehicles<span class="_ _1" /> <span class="_ _b" />and <span class="_ _3" />converted <span class="_ _3" />a <span class="_ _b" />gasoline <span class="_ _b" />v<span class="_ _1" />ehicle <span class="_ _b" />to LPG.<span class="_ _13" /> </div><div class="t m0 x27 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We use refurbished <span class="_ _3" />electronic equipment, and i<span class="_ _3" />n 2021, the <span class="_ _3" />relevant supplies for our <span class="_ _3" />offi<span class="_ _1" />ces and vessels </div><div class="t m0 x19 h2 yb1 ff1 fs0 fc0 sc0 ls0 ws0">include a total of 116 <span class="_ _1" />devices and 42 electro<span class="_ _1" />nic e<span class="_ _1" />quipment peri<span class="_ _1" />pherals.<span class="_ _1" /> </div><div class="t m0 x27 h2 y3b3 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We were<span class="_ _1" /> the first passen<span class="_ _1" />ger s<span class="_ _1" />hipping group i<span class="_ _1" />n Greece <span class="_ _1" />that applied biodegrad<span class="_ _1" />able Seasmiles B<span class="_ _1" />IO<span class="_ _1" />-PVC<span class="_ _1" /> </div><div class="t m0 x19 h2 y3b4 ff1 fs0 fc0 sc0 ls0 ws0">cards, <span class="_ _26"> </span>and <span class="_ _26"> </span>i<span class="_ _1" />n <span class="_ _26"> </span>2021, <span class="_ _26"> </span>we<span class="_ _1" /> <span class="_ _26"> </span>collected <span class="_ _26"> </span>an<span class="_ _1" />d <span class="_ _26"> </span>recyc<span class="_ _1" />led <span class="_ _26"> </span>over <span class="_ _26"> </span>210,<span class="_ _1" />000 <span class="_ _26"> </span>plastic <span class="_ _36"> </span>car<span class="_ _1" />ds<span class="_ _1" />, <span class="_ _26"> </span>corresponding <span class="_ _36"> </span>to </div><div class="t m0 x19 h2 y3b5 ff1 fs0 fc0 sc0 ls0 ws0">approximately 1,15<span class="_ _1" />6 kg of plastic.<span class="_ _1" /> </div><div class="t m0 x27 h2 y3b6 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>In<span class="_ _3" /> 2<span class="_ _b" />021<span class="_ _3" />, <span class="_ _b" />the<span class="_ _3" /> w<span class="_ _3" />a<span class="_ _3" />te<span class="_ _b" />r c<span class="_ _3" />on<span class="_ _b" />sump<span class="_ _b" />tio<span class="_ _b" />n i<span class="_ _b" />nde<span class="_ _3" />x <span class="_ _3" />i<span class="_ _3" />s <span class="_ _3" />0.<span class="_ _b" />051<span class="_ _3" /> m<span class="_ _3" />3<span class="_ _3" /> /<span class="_ _b" /> pa<span class="_ _3" />ss<span class="_ _3" />en<span class="_ _b" />ger<span class="_ _3" /> <span class="_ _3" />co<span class="_ _3" />mp<span class="_ _b" />are<span class="_ _3" />d <span class="_ _3" />to<span class="_ _b" /> 0.<span class="_ _3" />05<span class="_ _b" />8 m<span class="_ _3" />3 <span class="_ _3" />/<span class="_ _3" /> p<span class="_ _b" />ass<span class="_ _3" />en<span class="_ _b" />ger <span class="_ _3" />i<span class="_ _3" />n <span class="_ _b" />2020<span class="_ _3" />. </div><div class="t m0 x14 h2 y3b7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3cd ff2 fs0 fc0 sc0 ls0 ws0">SOCIETY </div><div class="t m0 x27 h2 y3b9 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>According to a survey<span class="_ _1" /> conducted in 2021 in<span class="_ _1" /> our <span class="_ _1" />onshore personne<span class="_ _1" />l: </div><div class="t m0 x42 h2 y3ba ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>87.9% <span class="_ _3e" />of <span class="_ _1a" />our <span class="_ _1a" />people <span class="_ _1b" />agree <span class="_ _1a" />that <span class="_ _1a" />our <span class="_ _1a" />Group<span class="_ _1" /> <span class="_ _3e" />h<span class="_ _1" />as <span class="_ _3e" />cr<span class="_ _1" />eated <span class="_ _3e" />work<span class="_ _1" />places <span class="_ _1a" />that <span class="_ _1a" />promote<span class="_ _1" /> <span class="_ _3e" />health<span class="_ _1" /> <span class="_ _3e" />a<span class="_ _1" />nd </span></div><div class="t m0 x43 h2 y3bb ff1 fs0 fc0 sc0 ls0 ws0">safety. </div><div class="t m0 x42 h2 y3bc ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>88.4% <span class="_ _12" />of<span class="_ _1" /> <span class="_ _b" />our <span class="_ _b" />peop<span class="_ _1" />le <span class="_ _b" />agree <span class="_ _b" />t<span class="_ _1" />hat <span class="_ _b" />our <span class="_ _b" />Gro<span class="_ _1" />up <span class="_ _b" />has <span class="_ _b" />cre<span class="_ _1" />ated <span class="_ _b" />a <span class="_ _b" />workpl<span class="_ _1" />ace <span class="_ _b" />that <span class="_ _b" />respec<span class="_ _1" />ts <span class="_ _b" />Human<span class="_ _1" /> <span class="_ _b" />Rights.<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y3ce ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We<span class="_ _b" /> tr<span class="_ _b" />aine<span class="_ _b" />d 9<span class="_ _3" />9 <span class="_ _b" />sea<span class="_ _3" />f<span class="_ _3" />ar<span class="_ _3" />e<span class="_ _3" />rs<span class="_ _3" /> (<span class="_ _b" />7.1<span class="_ _3" />% <span class="_ _3" />o<span class="_ _3" />f <span class="_ _b" />tot<span class="_ _3" />al<span class="_ _b" /> ma<span class="_ _3" />ri<span class="_ _b" />ne <span class="_ _3" />la<span class="_ _3" />b<span class="_ _3" />o<span class="_ _3" />r)<span class="_ _3" /> o<span class="_ _b" />n H<span class="_ _3" />ea<span class="_ _b" />lth<span class="_ _3" /> a<span class="_ _b" />nd <span class="_ _3" />Sa<span class="_ _3" />f<span class="_ _3" />et<span class="_ _b" />y ma<span class="_ _b" />tte<span class="_ _b" />rs,<span class="_ _3" /> <span class="_ _3" />con<span class="_ _b" />clu<span class="_ _3" />di<span class="_ _b" />ng <span class="_ _b" />713<span class="_ _3" /> h<span class="_ _3" />o<span class="_ _3" />ur<span class="_ _b" />s of<span class="_ _3" /> </div><div class="t m0 x19 h2 y3cf ff1 fs0 fc0 sc0 ls0 ws0">tr<span class="_ _b" />ain<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _b" />, <span class="_ _3" />whi<span class="_ _b" />le <span class="_ _b" />10<span class="_ _3" />3 <span class="_ _12" />Offi<span class="_ _b" />cer<span class="_ _b" />s <span class="_ _3" />ho<span class="_ _3" />l<span class="_ _3" />d <span class="_ _b" />a <span class="_ _b" />Med<span class="_ _3" />i<span class="_ _3" />ca<span class="_ _3" />l <span class="_ _b" />Ca<span class="_ _3" />r<span class="_ _3" />e <span class="_ _b" />ce<span class="_ _3" />rt<span class="_ _3" />if<span class="_ _3" />i<span class="_ _3" />ca<span class="_ _3" />te<span class="_ _3" /> <span class="_ _b" />and<span class="_ _3" /> <span class="_ _b" />are<span class="_ _b" /> t<span class="_ _b" />rai<span class="_ _3" />ne<span class="_ _3" />d <span class="_ _b" />on <span class="_ _b" />Em<span class="_ _b" />erg<span class="_ _3" />en<span class="_ _b" />cy <span class="_ _b" />in<span class="_ _3" />ci<span class="_ _3" />de<span class="_ _b" />nt <span class="_ _b" />tr<span class="_ _3" />ea<span class="_ _b" />tme<span class="_ _3" />nt<span class="_ _b" />.<span class="_ _1" /> </div><div class="t m0 x27 h2 y3d0 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span> We <span class="_ _23"> </span>trained <span class="_ _23"> </span>168 <span class="_ _24"> </span>offshore <span class="_ _24"> </span>employees <span class="_ _24"> </span>on <span class="_ _23"> </span>administrat<span class="_ _1" />ive, <span class="_ _23"> </span>Health <span class="_ _23"> </span>an<span class="_ _1" />d <span class="_ _23"> </span>Safety <span class="_ _23"> </span>an<span class="_ _1" />d <span class="_ _23"> </span>Responsib<span class="_ _1" />ility <span class="_ _23"> </span>and </div><div class="t m0 x19 h2 y206 ff1 fs0 fc0 sc0 ls0 ws0">Sustainable Developme<span class="_ _1" />nt issues.<span class="_ _1" /> </div><div class="t m0 x27 h2 y15e ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We provided a <span class="_ _3" />total of <span class="_ _3" />57,040 discount tickets, compared to 51,851 ti<span class="_ _3" />ckets in 2020, worth over Euro 1.3 </div><div class="t m0 x19 h2 y3d1 ff1 fs0 fc0 sc0 ls0 ws0">mln for <span class="_ _1" />a<span class="_ _1" />thletic, cu<span class="_ _1" />ltural <span class="_ _1" />and <span class="_ _1" />educationa<span class="_ _1" />l act<span class="_ _1" />ivit<span class="_ _1" />ies, b<span class="_ _1" />enefiting <span class="_ _1" />thousa<span class="_ _1" />nds of<span class="_ _1" /> c<span class="_ _1" />itizens <span class="_ _1" />who <span class="_ _1" />participated <span class="_ _1" />or<span class="_ _1" /> </div><div class="t m0 x19 h2 y3d2 ff1 fs0 fc0 sc0 ls0 ws0">attended the actions we su<span class="_ _1" />pported.<span class="_ _1" /> </div><div class="t m0 x27 h2 y3d3 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span><span class="ff6">We<span class="_ _b" /> <span class="_ _b" />org<span class="_ _b" />ani<span class="_ _b" />zed<span class="_ _3" /> <span class="_ _12" />the<span class="_ _b" /> <span class="_ _b" />1s<span class="_ _b" />t <span class="_ _12" />Chil<span class="_ _b" />dre<span class="_ _b" />n's<span class="_ _b" /> <span class="_ _b" />Fe<span class="_ _3" />st<span class="_ _3" />i<span class="_ _3" />va<span class="_ _3" />l <span class="_ _12" />i<span class="_ _3" />n <span class="_ _12" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _12" />Aeg<span class="_ _b" />ean<span class="_ _3" /> <span class="_ _12" />‘Bl<span class="_ _3" />u<span class="_ _3" />e<span class="_ _3" />sta<span class="_ _b" />rin<span class="_ _3" />o<span class="_ _3" /> <span class="_ _12" />Fe<span class="_ _3" />sti<span class="_ _b" />val<span class="_ _3" />’ <span class="_ _12" />d<span class="_ _3" />e<span class="_ _3" />vo<span class="_ _3" />te<span class="_ _b" />d <span class="_ _b" />t<span class="_ _3" />o <span class="_ _12" />p<span class="_ _3" />ro<span class="_ _3" />te<span class="_ _b" />cti<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _b" />th<span class="_ _3" />e <span class="_ _12" />ma<span class="_ _b" />rine<span class="_ _b" /> </span></div><div class="t m0 x19 h2 y3d4 ff1 fs0 fc0 sc0 ls0 ws0">e<span class="_ _3" />nv<span class="_ _3" />i<span class="_ _3" />ron<span class="_ _b" />men<span class="_ _b" />t, <span class="_ _b" />fo<span class="_ _3" />r <span class="_ _b" />th<span class="_ _3" />e <span class="_ _b" />pu<span class="_ _3" />pi<span class="_ _3" />l<span class="_ _3" />s <span class="_ _b" />of <span class="_ _12" />Cyc<span class="_ _3" />la<span class="_ _b" />des<span class="_ _3" /> <span class="_ _b" />and<span class="_ _3" /> <span class="_ _b" />Amo<span class="_ _b" />rgo<span class="_ _3" />s,<span class="_ _3" /> <span class="_ _b" />in <span class="_ _b" />col<span class="_ _b" />lab<span class="_ _3" />or<span class="_ _b" />ati<span class="_ _3" />on<span class="_ _3" /> <span class="_ _b" />wi<span class="_ _3" />th<span class="_ _3" /> <span class="_ _b" />the<span class="_ _b" /> No<span class="_ _b" />n <span class="_ _3" /><span class="ff6">–<span class="_ _3" /><span class="ff1"> <span class="_ _b" />Pro<span class="_ _b" />fit<span class="_ _3" /> <span class="_ _b" />Org<span class="_ _3" />an<span class="_ _b" />iza<span class="_ _3" />ti<span class="_ _b" />on <span class="_ _b" /><span class="ff6">“T<span class="_ _3" />a </span></span></span></div><div class="t m0 x19 hb y3d5 ff6 fs0 fc0 sc0 ls0 ws0">Vi<span class="_ _b" />vli<span class="_ _3" />a<span class="_ _3" /> <span class="_ _3e" />Pai<span class="_ _b" />zei<span class="_ _b" />”. <span class="_ _13" />The<span class="_ _3" /> <span class="_ _3e" />fe<span class="_ _3" />st<span class="_ _3" />i<span class="_ _3" />val<span class="_ _b" /> <span class="_ _1a" />in<span class="_ _b" />clu<span class="_ _3" />de<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3e" />ed<span class="_ _3" />uc<span class="_ _3" />at<span class="_ _b" />ion<span class="_ _3" />al<span class="_ _b" /> <span class="_ _1a" />wo<span class="_ _3" />rk<span class="_ _3" />sh<span class="_ _b" />op<span class="_ _3" />s <span class="_ _3e" />an<span class="_ _b" />d <span class="_ _3e" />15 <span class="_ _13" />pro<span class="_ _b" />gram<span class="_ _b" />s <span class="_ _3e" />fo<span class="_ _b" />r <span class="_ _3e" />chi<span class="_ _b" />ldr<span class="_ _3" />en<span class="_ _3" />,<span class="_ _3" /> <span class="_ _3e" />tee<span class="_ _b" />nag<span class="_ _3" />e<span class="_ _3" />rs<span class="_ _3" /> <span class="_ _3e" />an<span class="_ _3" />d </div><div class="t m0 x19 h2 y3d6 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />dul<span class="_ _b" />ts <span class="_ _1" />of<span class="_ _3" /> <span class="_ _13" />sm<span class="_ _3" />al<span class="_ _b" />ler<span class="_ _b" /> <span class="_ _3e" />is<span class="_ _3" />la<span class="_ _b" />nds<span class="_ _3" /> <span class="_ _13" />ai<span class="_ _3" />mi<span class="_ _b" />ng <span class="_ _1" />to <span class="_ _1" />get<span class="_ _3" /> <span class="_ _13" />i<span class="_ _3" />n <span class="_ _1" />tou<span class="_ _b" />ch <span class="_ _1" />wit<span class="_ _3" />h<span class="_ _3" /> <span class="_ _13" />cul<span class="_ _b" />tu<span class="_ _3" />re<span class="_ _3" /> <span class="_ _13" />an<span class="_ _3" />d <span class="_ _1" />sc<span class="_ _3" />ie<span class="_ _3" />n<span class="_ _3" />ce<span class="_ _3" />.<span class="_ _3" /> <span class="_ _13" />It<span class="_ _b" /> <span class="_ _3e" />al<span class="_ _b" />so <span class="_ _13" />a<span class="_ _3" />ssi<span class="_ _b" />ste<span class="_ _3" />d<span class="_ _3" /> <span class="_ _13" />you<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _3e" />pe<span class="_ _3" />op<span class="_ _3" />l<span class="_ _3" />e <span class="_ _1" />to<span class="_ _3" /> </div><div class="t m0 x19 h2 y171 ff1 fs0 fc0 sc0 ls0 ws0">d<span class="_ _3" />ev<span class="_ _3" />el<span class="_ _3" />o<span class="_ _3" />p <span class="_ _b" />new<span class="_ _3" /> s<span class="_ _b" />kill<span class="_ _b" />s a<span class="_ _3" />n<span class="_ _3" />d i<span class="_ _b" />nvo<span class="_ _3" />l<span class="_ _3" />ve<span class="_ _b" />d a<span class="_ _3" /> t<span class="_ _b" />ota<span class="_ _3" />l <span class="_ _b" />of <span class="_ _3" />25<span class="_ _b" />0 ch<span class="_ _b" />ild<span class="_ _b" />ren<span class="_ _3" /> a<span class="_ _b" />nd <span class="_ _3" />ap<span class="_ _b" />pro<span class="_ _b" />xim<span class="_ _3" />at<span class="_ _b" />ely <span class="_ _b" />250<span class="_ _b" /> pa<span class="_ _3" />re<span class="_ _3" />nt<span class="_ _b" />s. </div></div></div><div class="pi" /></div>
<div id="pf26" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc26 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">38</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We allocated 18.62% of <span class="_ _1" />our total c<span class="_ _1" />osts to small an<span class="_ _1" />d medium size supp<span class="_ _1" />liers (up to 50 <span class="_ _1" />employees<span class="ls5">).<span class="_ _1" /></span> </div><div class="t m0 x27 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We <span class="_ _1" />were <span class="_ _1" />subjec<span class="_ _1" />t <span class="_ _1" />to <span class="_ _1" />173 <span class="_ _1" />v<span class="_ _1" />essel <span class="_ _1" />inspec<span class="_ _1" />tions <span class="_ _1" />for <span class="_ _1" />pro<span class="_ _1" />tection <span class="_ _1" />me<span class="_ _1" />as<span class="_ _1" />ures <span class="_ _1" />against <span class="_ _13" />the <span class="_ _1" />pandemic, <span class="_ _13" />52 <span class="_ _1" />for <span class="_ _1" />foo<span class="_ _1" />d </div><div class="t m0 x19 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">hygiene and safety an<span class="_ _1" />d 90 for Anti<span class="_ _1" />-<span class="ff6">Smoking Law<span class="_ _1" />’s implementati<span class="_ _1" />on, with no non<span class="_ _1" /></span>-complianc<span class="_ _1" />e incident. </div><div class="t m0 x14 h3 y2fe ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y308 ff2 fs0 fc0 sc0 ls0 ws0">GOVERNANCE<span class="_ _1" /> </div><div class="t m0 x27 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We <span class="_ _b" />desi<span class="_ _1" />gned <span class="_ _b" />the <span class="_ _b" />three<span class="_ _1" />-year <span class="_ _b" />Strat<span class="_ _1" />egic <span class="_ _b" />Plan <span class="_ _3" />ESG <span class="_ _b" />2021-<span class="_ _1" />2023 <span class="_ _b" />and <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />quantitative <span class="_ _b" />t<span class="_ _1" />arget <span class="_ _b" />for <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />ESG <span class="_ _b" />202<span class="_ _1" />3 </div><div class="t m0 x19 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">leve<span class="ls6">l <span class="_ _13" /></span>have <span class="_ _3e" />been <span class="_ _3e" />included <span class="_ _3e" />as <span class="_ _3e" />a <span class="_ _13" />target <span class="_ _13" />in <span class="_ _3e" />the <span class="_ _13" />officia<span class="_ _1" />l <span class="_ _13" />Performance <span class="_ _3e" />Evaluation <span class="_ _3e" />of <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Group<span class="_ _1" /><span class="ff6 ls6">’s</span> <span class="_ _3e" />CEO <span class="_ _13" />(w<span class="_ _1" />ith </div><div class="t m0 x19 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">weight 7.5% on the t<span class="_ _1" />otal variable remun<span class="_ _1" />eration)<span class="_ _1" /> and Key<span class="_ _1" /> Executives. </div><div class="t m0 x27 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We <span class="_ _3e" />h<span class="_ _1" />ave <span class="_ _3e" />es<span class="_ _1" />tablished <span class="_ _1a" />a <span class="_ _1a" />Conflict<span class="_ _1" /> <span class="_ _3e" /><span class="ls2">of</span> <span class="_ _1a" />Interes<span class="_ _1" />t <span class="_ _3e" />Ma<span class="_ _1" />nagement <span class="_ _1a" />Framework <span class="_ _1a" />compr<span class="_ _1" />ising <span class="_ _3e" />policies, <span class="_ _1a" />proc<span class="_ _1" />edures<span class="_ _1" /> </div><div class="t m0 x19 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _24"> </span>control  mechanisms  for <span class="_ _24"> </span>the <span class="_ _24"> </span>prev<span class="_ _1" />ention, <span class="_ _24"> </span>detecti<span class="_ _1" />on <span class="_ _24"> </span>and  management  of <span class="_ _24"> </span>existing <span class="_ _24"> </span>and  potential </div><div class="t m0 x19 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">conflicts of interest betw<span class="_ _1" />een the BoD memb<span class="_ _1" />ers and corporate int<span class="_ _13" />erests. </div><div class="t m0 x27 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>We <span class="_ _1" />have <span class="_ _1" />developed <span class="_ _1" />a <span class="_ _1" />Compla<span class="_ _1" />ints <span class="_ _1" />and <span class="_ _1" />Investigati<span class="_ _1" />on <span class="_ _1" />Procedure t<span class="_ _1" />o e<span class="_ _1" />nsure <span class="_ _1" />that <span class="_ _13" />each <span class="_ _1" />Social <span class="_ _1" />Partner <span class="_ _1" />can<span class="_ _1" /> </div><div class="t m0 x19 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">report - by name or an<span class="_ _1" />onymously <span class="ff6">–<span class="_ _1" /></span> a potential viol<span class="_ _1" />ation of corporate polic<span class="_ _1" />ies, procedures or <span class="_ _1" />legislation, </div><div class="t m0 x19 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">by <span class="_ _13" />mail, <span class="_ _13" />in <span class="_ _13" />a <span class="_ _13" />spec<span class="_ _1" />ifically <span class="_ _13" />establishe<span class="_ _1" />d <span class="_ _13" />e<span class="_ _1" />-mail <span class="_ _13" />address <span class="_ _13" />or<span class="_ _1" /> <span class="_ _13" />by <span class="_ _13" />filling <span class="_ _13" />in <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Report<span class="_ _1" /><span class="ff6">ing <span class="_ _3e" />Form <span class="_ _13" />to <span class="_ _13" />the <span class="_ _13" />Gr<span class="_ _1" />oup’s </span></div><div class="t m0 x19 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0">Transparency Comm<span class="_ _1" />ittee. </div><div class="t m0 x27 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3d"> </span>According to a survey<span class="_ _1" /> conducted in our <span class="_ _1" /><span class="ls2">on</span>-shor<span class="_ _1" />e personnel:<span class="_ _1" /> </div><div class="t m0 x42 h2 yb1 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>88.9% of employees agree <span class="_ _1" />that our Group sys<span class="_ _1" />tematically addresses ESG <span class="_ _1" />issues.<span class="_ _13" /> </span></div><div class="t m0 x42 h2 y3b3 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>86.4%  of  employees  understand  the  significanc<span class="_ _1" />e  of  the  ESG  criteria <span class="_ _2f"> </span>for  t<span class="_ _1" />he  sustainable </span></div><div class="t m0 x43 h2 y3b4 ff1 fs0 fc0 sc0 ls0 ws0">development of the Grou<span class="_ _1" />p.<span class="_ _1" /> </div><div class="t m0 x42 h2 y3b5 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>83.4% <span class="_ _3e" />of <span class="_ _1a" />employ<span class="_ _1" />ees <span class="_ _3e" />u<span class="_ _1" />nderstand <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _1a" />significance <span class="_ _1a" />of <span class="_ _1b" />adopting <span class="_ _1a" />the <span class="_ _1a" />best <span class="_ _1a" />and<span class="_ _1" /> <span class="_ _3e" />most<span class="_ _1" /> <span class="_ _3e" />responsi<span class="_ _1" />ble </span></div><div class="t m0 x43 h2 y3b6 ff1 fs0 fc0 sc0 ls0 ws0">practices in the daily <span class="_ _1" />operation of the Gr<span class="_ _1" />oup.<span class="_ _1" /> </div><div class="t m0 x42 h2 y3b7 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>79.9% of employees agree <span class="_ _1" />that our Group does not <span class="_ _1" />tolerate incidences of c<span class="_ _1" />orruption.<span class="_ _13" /> </span></div><div class="t m0 x44 h2 y3cd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y88 ff2 fs0 fc0 sc0 ls0 ws0">ESC RESPONSIB<span class="_ _1" />ILITY &amp; SUSTAINABL<span class="_ _1" />E DEVELO<span class="_ _1" />PMENT I<span class="_ _1" />SSUES </div><div class="t m0 x14 h2 y3ba ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />following key non-financ<span class="_ _1" />ial <span class="_ _3" />issues are related to l<span class="_ _3" />ong-term<span class="_ _1" /> sustainability and <span class="_ _b" />a<span class="_ _1" />re essential <span class="_ _3" />to the <span class="_ _3" />Group, our </div><div class="t m0 x14 h2 y3bb ff1 fs0 fc0 sc0 ls0 ws0">shareholders  and <span class="_ _23"> </span>our<span class="_ _1" /> <span class="_ _24"> </span>social  partners. <span class="_ _24"> </span>The  mo<span class="_ _3" />st  important <span class="_ _24"> </span>actions  of <span class="_ _23"> </span>the<span class="_ _1" /> <span class="_ _24"> </span>Group, <span class="_ _24"> </span>taking  into <span class="_ _23"> </span>acc<span class="_ _1" />ount <span class="_ _24"> </span>the </div><div class="t m0 x14 h2 y3bc ff1 fs0 fc0 sc0 ls0 ws0">expectations of key stak<span class="_ _1" />eholder<span class="_ _1" />s, are presented be<span class="_ _1" />low as well.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3ce ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3cf ff2 fs0 fc0 sc0 ls0 ws0">ENVIRONMENT <span class="_ _1" />PILLAR </div><div class="t m0 x14 h2 y3bf ff1 fs0 fc0 sc0 ls0 ws0">Our key <span class="_ _3" />commitment <span class="_ _3" />is <span class="_ _3" />to <span class="_ _3" />incorporate principles of <span class="_ _b" />sus<span class="_ _1" />tainable development i<span class="_ _3" />nto our <span class="_ _3" />procedures and <span class="_ _b" />im<span class="_ _1" />plement </div><div class="t m0 x14 h2 y3c0 ff1 fs0 fc0 sc0 ls0 ws0">environmentally <span class="_ _3" />friendly <span class="_ _b" />business<span class="_ _1" /> <span class="_ _b" />practices, <span class="_ _3" />aiming <span class="_ _b" />in <span class="_ _b" />mi<span class="_ _1" />nimizing <span class="_ _b" />the <span class="_ _b" />environm<span class="_ _1" />ental <span class="_ _b" />impact <span class="_ _b" />th<span class="_ _1" />at <span class="_ _b" />inevitably <span class="_ _b" />results </div><div class="t m0 x14 h9 y3c1 ff1 fs0 fc0 sc0 ls0 ws0">from <span class="_ _1a" />our <span class="_ _1b" />operatio<span class="_ _1" />ns.<span class="ff7 fs1"> <span class="_ _1a" /></span>In <span class="_ _1b" />collaborati<span class="_ _1" />on <span class="_ _1a" />with <span class="_ _1b" />the <span class="_ _1b" />Lloyds <span class="_ _1b" />Register, <span class="_ _1b" />our <span class="_ _1a" />Gr<span class="_ _1" />oup <span class="_ _1b" />con<span class="_ _1" />duct <span class="_ _1b" />the <span class="_ _1a" />strate<span class="_ _1" />gic <span class="_ _1a" />plan<span class="_ _1" />ning <span class="_ _1a" />f<span class="_ _1" />or </div><div class="t m0 x14 h2 y3c2 ff1 fs0 fc0 sc0 ls0 ws0">decarbonization<span class="_ _1" /><span class="ls1">. </span>As part <span class="_ _1" />of <span class="_ _1" />this commit<span class="_ _1" />ment, we ass<span class="_ _1" />ess <span class="_ _1" />the environmenta<span class="_ _1" />l issues <span class="_ _1" />we face e<span class="_ _1" />ach year <span class="_ _1" />and seek </div><div class="t m0 x14 h2 y3d7 ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _1a" />minimize <span class="_ _1a" />their <span class="_ _1a" />i<span class="_ _1" />mpact <span class="_ _1a" />on <span class="_ _1b" />the <span class="_ _1a" />environment.<span class="_ _1" /> <span class="_ _1a" />T<span class="_ _1" />he <span class="_ _3e" />m<span class="_ _1" />ost <span class="_ _1a" />important <span class="_ _1b" />of <span class="_ _1a" />such <span class="_ _1b" />issues <span class="_ _1b" />are <span class="_ _1a" />related <span class="_ _1a" />to <span class="_ _1b" />air <span class="_ _1a" />quality <span class="_ _1b" />&amp; </div><div class="t m0 x14 h3 y3d8 ff1 fs0 fc0 sc0 ls0 ws0">energy consumptio<span class="_ _1" />n, use of raw materi<span class="_ _1" />als &amp; solid wast<span class="_ _1" />e, wat<span class="_ _1" />er consumpti<span class="_ _1" />on &amp; liquid waste.<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x14 h3 y394 ff2 fs0 fc0 sc0 ls0 ws0">Air quality and climatic <span class="_ _1" />change<span class="_ _1" /> </div><div class="t m0 x14 h2 y3d9 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />seek <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />oper<span class="_ _1" />ate <span class="_ _1" />respons<span class="_ _1" />ibly t<span class="_ _1" />owards <span class="_ _13" />the <span class="_ _1" />enviro<span class="_ _1" />nment <span class="_ _1" />and <span class="_ _13" />perform <span class="_ _1" />o<span class="_ _1" />ur <span class="_ _1" />activities <span class="_ _13" />in <span class="_ _1" />a <span class="_ _1" />w<span class="_ _1" />ay <span class="_ _3e" />that <span class="_ _13" />reduces<span class="_ _1" /> <span class="_ _1" />our<span class="_ _1" /> </div><div class="t m0 x14 h2 y3da ff1 fs0 fc0 sc0 ls0 ws0">environmental impact.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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rWcqn7WqZ8Ig2aP/c69L61avabVp6qvr//To0/f8c+9qe3xo0/ITG0v/fVh381lZbZgAIB2b3tGP/Lk5DlrE02v4nl0YXxAt+y2PMuGivpZa7bPWllRlr7ltw/88JuXNV3n388Z8ZU/vNV41aHKRDj6uolnH13QryCve36nzIz44IMKT/jkMU0fMmTwoMFdg6VNuvQPMzdP+fxPzz26YEj/7h1ysnJzss449YQuXbrs0Wced9JR8UcWp5r8PWHSwprBn7v1jBHdh/Trltcxu2FCTjKV3lxetXR92T/e3rSsLAqCYNry+hGX3Pa18YO/+dXPNZ5d8fBhh40elD19+fafh84vTg26/L5++bHBBVndOmXGgjAIgrpkqri8/t3iRGViL/+OkZmZeWjmhgXpge/vbcWmvTb3wjNPtxEDAHwskj2ZTF5+1+x088sn/en75x85YnhbnqWouLjfhD82PjwKwpv/vuq0Y2eNPun4xnUu/fw5//34/EWl24+RLyuL7pi6MQi2/6xy2b3dBh08sPFmVlbWxBs+dfp//iPd5MevK5o/avzkt6fc/Z09+swjhg/9zhl9b3uu2SyX5WXRXTNKg2A3f2dYVJq+/uEl549fO/CgAY0Lb5owavotU5uulg7C1eXR6vK6IGhxZpgPNO/opCHdFyzafnP2qsoLbcIAAO3dtkPFpeVVLU4Uc/Wobm0580mDwt69f/b5wU3nh0RB+NVfP19X1yxYb7/6lIIOu3qe8orKFktGn3T8P/5r7EH5O33Iqs31e/Gxb73x8j9/fWTfvD0O6C7Z0TdG9+hT2LvpwvGnnfzcTad9YWTeBzhdZJucfNzIzsntOxWr0r12NgMHAID2luwtTlXeIze484df26MLDH37a5cc2qPZ5ZaKtqZbTBD/9NjRKx654aaz+ubEW584Hou18orjTh017fbLjuvXeg5n7HAxqKzmizIzYq29UOxLnz175h2XnjooKwzaOjn+zKG5qx751p3/9fWsrKwWd50x5pRHfvmtV3954bmHd8je3QVJC3Kjc4Y323cZPqBNF0Pt0KHDV4/bvvuSjOXc+excGzEAQPsWNlR1XV39edffUfb+WRQvPvng66+6eE+f675H/n735AXb4jI7fsNFx55zxphW15zz1rzf/HXa8wvKi6u2N3qvjtF7f7k+L6/1y4JGUfSXxyfd89zbC4oTm2qihjnxYRDdeuGgH1zzpaZrvvzanNP/3+REOgiCIC8rmH7bBSOPGrGLt714ydLfPfL8M/M2rSlPp3Y4YU4YRIO6xs48ssf444acNW50RsbuD6QXFRfPmDV3zYaytSUVFTWJRDIVhmFOZrx755xBfbof0r/XccccmZube9cDj7++uCiKop75uT+98Ss77gbsbBwuv3NGdUaX92+mfjym07DDDrUpAwC082TfL6IoqqysrKmprU8kUqlUr54FOTk5bXxUZVVVMpmKx2OtXgR048aSqurqMAwLenTv2LFjG99PbW1tRcXWRDLRcAXTWCyWk52dl9epLe9qX7r9gadfrT6o8WaPZNHtV52WnZ1tawYAkOwcEN5duPhH05v9SODfDq8ec8oJRgYAoF2KGYKPnKFDBndKbmq6ZP7KEsMCANBeZbTXD1ZVVbV85eowDAt79ezevdu+fOnlK1au21AaBEG3/LxBAwfk5ubuxZMUFRdXVlYfOnjQjnfF4/FvjOp++ys1ifi2Z55XnldVVdX2KUAAAHyEtM+JMQ8/Oemy389JpBt+opq+54qjrrjk/H3z0lNnzrp7fmYUy3h/fFM9U8UTTuh9wrEj2/4kU6a9cs/CDrEofVrXoq+cP6bV6L/vscmTS/s23jyx46rrv3yODRoAoP1phxNjSkpKvznxjeP6Z71487hpP/7Ut8YWHjao77556crKynvnphp7PQiCKIxvyOj7P6+n7nr42UQi0cbneWHh5jCMRbGMqeX9r5n42oJFS3Zc53OfPiWe2j6jfXZFz+rqahs0AED7096Osm/eXDb6mt8fNyh/4k+u2fG88gsWLZ40/Y2jhx40480leR2zb7zqixs2bHzxlTeWrN6Y3ynnvLEnNFx79d6Hnrzii+c3PPzxZ6b07tFt1AnH/uIPD404pO+SVcWl5dX9CvI/f/aYrl27tHj+ex+dNGVzv529t8LU2q+PHzJ0yODdfoqnn3/p/xantmZsO1l7ZqpmSNaGEX07jTnpmK5dtr/orROfmpcY2Hjzor4bv3DOONs0AEA7096Osj8+edq7G9Nf/vQnwjCsqakpKi5u/C+RSLy7ZOX3H136HxNfKuzR+dD+vdauW3/IZX+4duKcKIqmvLlm/HceTCaTQRBMfH5ROr3t+kqPT1/48tzFQRD88pll5942/a2lG7vm5dz/wpKhl/52y5YtTV86iqKZG3c1m7wo3u/mf26Z89b83X6Kc8aPvvea047KXNlwMxHPfTc18K+re1z/4NuTXpjRuJc1enizE1y+vDphgwYAaH/a289PN5VXBUHQOa9jEASP/P35r94zr/GuN399QRAEqSC897vnHTlieBAEd//5icxYOOuOCQ2/8hx9xc/+/Nizl1983s6e/PPH5N//39cFQXD+uJWDr3xg+qtvnHfm2MZ7J784szqj667fXjqWNWnOimNHHrnbDxKG4XcvPfPuR/8xc0vvKL7tKkvVGfn3vxe8tuzp73xxTF5ep359egXztu82bIz1LCkpKSgosFkDALQn7e0o+0lHD4mH0TtLVgVBcO74k+f86rw5vzrvW2N65mUFAwf0C4IgLytq6PUgCJauLf3sJ7o2npXllGEFU95Y0fDvxiPZqXQ69v4Em1OO2DbpZdDBA4f3jK9cX7p9f2De2w8viu/27cVTdaMO69nGz5KZmXndhLPvuuSQ0zqvzkpVNS5flB541Z8XX/e75+6aNK/Z/kCY+ZNHZ1dWVtqsAQAk+4Fr9EnHXXVyj58+Nr+qqqp7926fOPrIY446YtbSshvOGNAw9TzeZH77wN5d/2/u5rXr1jXcnPVe6egj+gVB0Ck7Y9acuUEQpNPp11dW9eyW17DCawu3rbli5aoFG1MDem+ba55IJO6YUVYX77SbNxelrzoyNXb0iXv0ibp17fqNS86eeOUx47uujaW3TX1JxzI3ZPRZGR7UYuWieL+7/vaizRoAoD1ph+dl/81NV33vF/cN+9Kvj+ybGwTBspLascN7/Oe1ExrujTfZSZlw/vh5yzecceP9A7pllVYmjhmYf/WEC4Ig+OoZIyb8fPLgghfrkunDC3POPG1bZL+ztvL0q36W3yFjzea6G8cXfnrMqIblz/xzZs37PxXdRa+f3WvDmFPO2LsPlZ2dfdUXzjpxwaInX1mysL53MpazszXn1PRbsGjJ8KFDbNwAAO1D+zwvexAE6XR63tsL4vHY0CGDs7K2zQWvq6urrKza8cpKpaWbunTJz8hocnLGKNq8uSwrKzMvb9sh9l7n3HLn1cef9+nTN5aU9CwoyMzMbFz5+jufXRfvv4s3E0snvn506tSTjvtQPtq8dxb8atqm2oz8na1wfO7KGy8718YNANA+tNurn8ZisZFHjWixMDs7Ozs7e8eVe/RoeYw8DMNWr5mamZnZt0+fpku2lJcXhb12/WZGdV5/6kkf2nWOjhox/LcDKv73/6a/VtUvCluZQL9sa44tGwCg/ZStIfgg6urqbv3LS+lYVut3R1Hv1LovDCj9+sVnfrivm9+58/WXnvODk7OOyFjZIVnW4t7SeM9JL7zk2wEAaB/a7cSYD11RcXGX/Pzc3NymC3d97aThsZU3X/0vn6ASRdGvH3hmVk2zn6IOja388dXmxgAAtAeOsrdVYe/eLXo9mUzO2Ji3s/W7JDdc99mT98VeVxjeeNk51x5VW5Bc37Aknq77zCcG+MoAANoHR9n33vPTX7lnYSsndsxLll40LHPcKcc3/ux1nyndtKmqqjo/v3OX/HxfEABA+5BhCPbaa++VBkHLZM9Jlt98/mH9+/XdL2+pR/fuPbp399UAAEh2giAI1tXmtBi/DsktP73o0D6FhQYHAADJvp8tWrK0LN6z8WYYpQ4O115x5uF6HQAAyX5AeG7WwijcdpKWrFTVd0/tcuSIcwwLAACS/UAxsKDTm+UV8SB1UHb5F04fNuywQ40JAAD/Cs4YAwAABzTnZQcAAMkOAABIdgAAkOwAAIBkBwAAAACAjwoneQQAgAOaiTEAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOyGAAAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAAtdN1cAABMvSURBVECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2QwAAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAPgXy9iLx4RhaOBgn4miyCAAwMeZo+wAAHBACx3AAwCAA5mj7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZDQEAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMA/P927NgGgBCIgaAs0X/L/gpISDheMykicbQ6QLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACS3QQAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AAMZbB3+SGI752hoBAPgBV3YAABgtLpEAADCZKzsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdhMAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyW4CAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAADwmJgAAgOva7p4+OVeywW64KD0AAAAASUVORK5CYII=" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">39</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m2 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">We evaluate annually our <span class="_ _3" />impact on <span class="_ _3" />the environment, through the Environmental Manage<span class="_ _1" />ment System that </div><div class="t m0 x27 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">we apply, which is certif<span class="_ _1" />ied according to I<span class="_ _1" />SO14001.<span class="_ _1" /> </div><div class="t m2 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />h<span class="_ _1" />ave <span class="_ _13" />certified <span class="_ _13" />all <span class="_ _13" />of <span class="_ _13" />our<span class="_ _1" /> <span class="_ _13" />vessels <span class="_ _13" />for <span class="_ _13" />the <span class="_ _1" />prop<span class="_ _1" />er <span class="_ _13" />and <span class="_ _13" />systematic <span class="_ _13" />monitoring, <span class="_ _13" />recordin<span class="_ _1" />g <span class="_ _13" />and <span class="_ _13" />disclosure <span class="_ _13" />of </div><div class="t m0 x27 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">carbon dioxide em<span class="_ _1" />issions according to the prov<span class="_ _1" />isions of the <span class="_ _1" />European <span class="_ _1" />Regu<span class="_ _1" />lation EU MRV <span class="_ _1" />757/2015.<span class="_ _1" /> </div><div class="t m2 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _13" />ca<span class="_ _1" />lculate <span class="_ _3e" />the <span class="_ _3e" />greenhou<span class="_ _1" />se <span class="_ _13" />gas<span class="_ _1" /> <span class="_ _13" />e<span class="_ _1" />missions <span class="_ _3e" />per <span class="_ _3e" />energy <span class="_ _3e" />source <span class="_ _3e" />we<span class="_ _1" /> <span class="_ _13" />use, <span class="_ _3e" />mos<span class="_ _1" />t <span class="_ _3e" />of <span class="_ _3e" />which<span class="_ _13" /> <span class="_ _3e" />pertain <span class="_ _3e" />to <span class="_ _3e" />fue<span class="_ _1" />l <span class="_ _3e" />oil </div><div class="t m0 x27 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">(both for shippin<span class="_ _1" />g fuels and<span class="_ _1" /> on-board<span class="_ _1" /> electricity ge<span class="_ _1" />neration) and <span class="_ _1" />electricity (for off<span class="_ _1" />ice operat<span class="_ _1" />ions) in order to<span class="_ _1" /> </div><div class="t m0 x27 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">identify areas wh<span class="_ _1" />ere our envir<span class="_ _1" />onmental impact can b<span class="_ _1" />e reduced.<span class="_ _1" /> </div><div class="t m2 x14 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">We<span class="_ _b" /> ta<span class="_ _b" />ke <span class="_ _3" />ac<span class="_ _b" />tio<span class="_ _3" />n<span class="_ _3" />s <span class="_ _3" />th<span class="_ _b" />at <span class="_ _b" />red<span class="_ _3" />u<span class="_ _3" />ce<span class="_ _3" /> o<span class="_ _b" />ur <span class="_ _3" />im<span class="_ _b" />pac<span class="_ _3" />t<span class="_ _3" /> o<span class="_ _3" />n <span class="_ _b" />ga<span class="_ _3" />seo<span class="_ _b" />us <span class="_ _3" />po<span class="_ _3" />l<span class="_ _3" />lu<span class="_ _3" />ta<span class="_ _b" />nts<span class="_ _3" /> m<span class="_ _b" />ain<span class="_ _3" />l<span class="_ _3" />y <span class="_ _b" />from<span class="_ _b" /> t<span class="_ _3" />he<span class="_ _3" /> o<span class="_ _3" />p<span class="_ _3" />e<span class="_ _3" />rat<span class="_ _b" />io<span class="_ _3" />n <span class="_ _3" />of<span class="_ _b" /> th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3" />ve<span class="_ _3" />ss<span class="_ _b" />els<span class="_ _3" /> e<span class="_ _3" />ng<span class="_ _b" />ine<span class="_ _3" />s.<span class="_ _3" /> </div><div class="t m2 x14 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1b" />seek <span class="_ _1c"> </span>to <span class="_ _1c" />reduce <span class="_ _1c"> </span>our <span class="_ _1c"> </span>impact <span class="_ _1b" />on <span class="_ _1c"> </span>the <span class="_ _1c"> </span>ozone <span class="_ _1c"> </span>layer <span class="_ _1c"> </span>applying<span class="_ _1" /> <span class="_ _1b" />environment<span class="_ _1" />ally <span class="_ _1b" />friend<span class="_ _1" />ly <span class="_ _1b" />refrigeran<span class="_ _1" />ts <span class="_ _1b" />in <span class="_ _1c"> </span>our<span class="_ _1" /> </div><div class="t m0 x27 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">refrigerators and freezers, as well as <span class="_ _3" />through our cooperation with the suppliers that do not use refrigerants </div><div class="t m0 x27 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">as materials which have<span class="_ _1" /> a significant effec<span class="_ _1" />t on the ozone layer.<span class="_ _13" /> </div><div class="t m2 x14 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">We strive t<span class="_ _1" />o reduce <span class="_ _1" />noise polluti<span class="_ _1" />on, since v<span class="_ _1" />essel dock<span class="_ _1" />ing and <span class="_ _1" />operation ca<span class="_ _1" />n be a <span class="_ _1" />potential <span class="_ _1" />source <span class="_ _1" />of noise. </div><div class="t m0 x27 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">Indicatively, <span class="_ _13" />we <span class="_ _3e" />ensure <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />use <span class="_ _13" />of <span class="_ _3e" />machinery <span class="_ _13" />and <span class="_ _3e" />mechanical <span class="_ _13" />eq<span class="_ _13" />uipment, <span class="_ _13" />wh<span class="_ _1" />ich <span class="_ _13" />comply <span class="_ _13" />w<span class="_ _1" />ith <span class="_ _13" />the <span class="_ _13" />requ<span class="_ _1" />ired<span class="_ _1" /> </div><div class="t m0 x27 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">standards on noise leve<span class="_ _1" />ls.<span class="_ _1" /> </div><div class="t m2 x14 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _3e" />take <span class="_ _1a" />action <span class="_ _3e" />to<span class="_ _1" /> <span class="_ _3e" />raise <span class="_ _1a" />awareness <span class="_ _3e" />a<span class="_ _1" />nd <span class="_ _3e" />faci<span class="_ _1" />litate <span class="_ _3e" />active <span class="_ _1a" />participation<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />o<span class="_ _1" />ur <span class="_ _3e" />empl<span class="_ _1" />oyees <span class="_ _3e" />and<span class="_ _1" /> <span class="_ _3e" />customers<span class="_ _3e" /> <span class="_ _3e" />in<span class="_ _1" /> </div><div class="t m0 x27 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">protecting the environme<span class="_ _1" />nt.<span class="_ _1" /> </div><div class="t m0 x27 h2 yb1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3b3 ff2 fs0 fc0 sc0 ls0 ws0">Raw Materials and Solid<span class="_ _1" /> Waste<span class="_ _1" /> </div><div class="t m2 x14 h2 y3db ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y3db ff1 fs0 fc0 sc0 ls0 ws0">We recognize that raw<span class="_ _1" /> mate<span class="_ _1" />rials are not inexh<span class="_ _1" />austible, but fin<span class="_ _1" />ite, and prioritize t<span class="_ _1" />he use of natural r<span class="_ _1" />esources </div><div class="t m0 x27 h9 y3dc ff1 fs0 fc0 sc0 ls0 ws0">as <span class="_ _1b" />efficiently <span class="_ _1b" />as <span class="_ _1b" />possible. <span class="_ _1b" />T<span class="_ _1" />o <span class="_ _1a" />ac<span class="_ _1" />hieve <span class="_ _1b" />this, <span class="_ _1b" />we <span class="_ _1b" />imple<span class="_ _1" />ment <span class="_ _1b" />programs <span class="_ _1b" />to<span class="_ _1" /><span class="ff7 fs1"> <span class="_ _1b" />m</span>onitor <span class="_ _1b" />us<span class="_ _1" />e <span class="_ _1a" />of <span class="_ _1b" />m<span class="_ _1" />aterials, <span class="_ _1b" />reduce </div><div class="t m0 x27 h2 y3dd ff1 fs0 fc0 sc0 ls0 ws0">materials used, reus<span class="_ _1" />e materials, recycle <span class="_ _1" />materials and<span class="_ _1" /><span class="ffd fs8 fc9"> <span class="_ _1" /></span>dispose materials proper<span class="_ _1" />ly. </div><div class="t m2 x14 h2 y3de ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y3de ff1 fs0 fc0 sc0 ls0 ws0">W<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3e" />im<span class="_ _b" />pl<span class="_ _3" />e<span class="_ _3" />m<span class="_ _3" />e<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" /> <span class="_ _3e" />in<span class="_ _b" />it<span class="_ _b" />ia<span class="_ _3" />t<span class="_ _3" />i<span class="_ _b" />ve<span class="_ _3" />s<span class="_ _3" /> <span class="_ _3e" />to<span class="_ _b" /> <span class="_ _3e" />re<span class="_ _3" />du<span class="_ _b" />ce<span class="_ _b" /> <span class="_ _1a" />u<span class="_ _3" />s<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3e" />of<span class="_ _b" /> <span class="_ _1a" />ma<span class="_ _b" />te<span class="_ _b" />ri<span class="_ _b" />al<span class="_ _b" />s,<span class="_ _b" /> <span class="_ _1a" />wi<span class="_ _3" />t<span class="_ _3" />h<span class="_ _3" />i<span class="_ _3" />n<span class="_ _b" /> <span class="_ _1a" />th<span class="_ _3" />e<span class="_ _b" /> <span class="_ _1a" />co<span class="_ _b" />nt<span class="_ _b" />ex<span class="_ _3" />t<span class="_ _b" /> <span class="_ _1a" />of<span class="_ _b" /> <span class="_ _1a" />ou<span class="_ _b" />r<span class="_ _3" /> <span class="_ _3e" />ef<span class="_ _3" />f<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" />t<span class="_ _b" />s <span class="_ _3e" />fo<span class="_ _b" />r<span class="_ _3" /> <span class="_ _3e" />ef<span class="_ _3" />fi<span class="_ _b" />ci<span class="_ _b" />e<span class="_ _3" />nt<span class="_ _b" /> <span class="_ _3e" />us<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3e" />of<span class="_ _b" /> <span class="_ _3e" />na<span class="_ _3" />tu<span class="_ _b" />ra<span class="_ _b" />l </div><div class="t m0 x27 h2 y3df ff1 fs0 fc0 sc0 ls0 ws0">r<span class="_ _3" />e<span class="_ _b" />sou<span class="_ _b" />r<span class="_ _3" />ce<span class="_ _b" />s,<span class="_ _3" /> <span class="_ _23"> </span>su<span class="_ _3" />ch<span class="_ _b" />  a<span class="_ _b" />s <span class="_ _24"> </span>t<span class="_ _3" />h<span class="_ _3" />e <span class="_ _23"> </span>us<span class="_ _3" />e<span class="_ _3" /> <span class="_ _24"> </span>o<span class="_ _3" />f <span class="_ _23"> </span>mu<span class="_ _3" />l<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />-m<span class="_ _b" />ac<span class="_ _b" />hi<span class="_ _3" />n<span class="_ _b" />es<span class="_ _3" />,<span class="_ _3" /> <span class="_ _24"> </span>mo<span class="_ _b" />st<span class="_ _3" /> <span class="_ _24"> </span>of<span class="_ _b" />  w<span class="_ _b" />hi<span class="_ _b" />ch<span class="_ _3" />  a<span class="_ _b" />re<span class="_ _b" />  r<span class="_ _b" />ec<span class="_ _b" />yc<span class="_ _3" />l<span class="_ _3" />e<span class="_ _3" />d<span class="_ _3" /> <span class="_ _24"> </span>an<span class="_ _3" />d<span class="_ _b" />  r<span class="_ _b" />ec<span class="_ _3" />o<span class="_ _3" />n<span class="_ _b" />st<span class="_ _3" />ru<span class="_ _b" />ct<span class="_ _b" />ed<span class="_ _b" />, <span class="_ _24"> </span>t<span class="_ _3" />h<span class="_ _3" />e <span class="_ _23"> </span>us<span class="_ _3" />e<span class="_ _3" /> <span class="_ _24"> </span>of<span class="_ _b" /> </div><div class="t m0 x27 h2 y3e0 ff1 fs0 fc0 sc0 ls0 ws0">r<span class="_ _3" />e<span class="_ _b" />con<span class="_ _b" />st<span class="_ _b" />ru<span class="_ _b" />ct<span class="_ _3" />e<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3" />e<span class="_ _3" />l<span class="_ _3" />e<span class="_ _3" />ct<span class="_ _b" />ro<span class="_ _b" />ni<span class="_ _b" />c <span class="_ _b" />eq<span class="_ _3" />u<span class="_ _3" />i<span class="_ _3" />pm<span class="_ _b" />e<span class="_ _3" />nt<span class="_ _b" />, <span class="_ _b" />th<span class="_ _3" />e<span class="_ _b" /> e<span class="_ _3" />f<span class="_ _3" />fi<span class="_ _b" />ci<span class="_ _b" />e<span class="_ _3" />nt<span class="_ _b" /> u<span class="_ _b" />se<span class="_ _b" /> o<span class="_ _3" />f<span class="_ _b" /> s<span class="_ _3" />p<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />e <span class="_ _b" />pa<span class="_ _b" />rt<span class="_ _b" />s <span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />d<span class="_ _b" /> o<span class="_ _3" />th<span class="_ _b" />e<span class="_ _3" />r<span class="_ _3" /> s<span class="_ _b" />up<span class="_ _b" />pl<span class="_ _3" />i<span class="_ _3" />e<span class="_ _3" />s <span class="_ _b" />(s<span class="_ _b" />uc<span class="_ _b" />h <span class="_ _3" />a<span class="_ _b" />s <span class="_ _3" />c<span class="_ _3" />o<span class="_ _3" />n<span class="_ _b" />sum<span class="_ _b" />ab<span class="_ _3" />l<span class="_ _3" />e<span class="_ _b" />s)<span class="_ _3" /> <span class="_ _3" />e<span class="_ _3" />t<span class="_ _b" />c. </div><div class="t m2 x14 h2 y3e1 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y3e1 ff1 fs0 fc0 sc0 ls0 ws0">We take care of the reus<span class="_ _1" />e of consuma<span class="_ _1" />bles, where pos<span class="_ _1" />sible.<span class="_ _1" /> </div><div class="t m2 x14 h2 y3e2 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y3e2 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _23"> </span>recycle <span class="_ _23"> </span>materia<span class="_ _1" />ls <span class="_ _23"> </span>(such <span class="_ _23"> </span>as <span class="_ _23"> </span>paper, <span class="_ _23"> </span>batteri<span class="_ _1" />es, <span class="_ _23"> </span>toners, <span class="_ _23"> </span>electron<span class="_ _1" />ic <span class="_ _23"> </span>equipment,  medical <span class="_ _23"> </span>equipm<span class="_ _1" />ent <span class="_ _23"> </span>and<span class="_ _1" /> </div><div class="t m0 x27 h2 y201 ff1 fs0 fc0 sc0 ls0 ws0">lubricants), <span class="_ _b" />related <span class="_ _b" />t<span class="_ _1" />o <span class="_ _b" />our <span class="_ _b" />ac<span class="_ _1" />tivities <span class="_ _b" />and <span class="_ _b" />aris<span class="_ _1" />ing <span class="_ _b" />from <span class="_ _b" />the <span class="_ _3" />operation <span class="_ _b" />of <span class="_ _b" />our <span class="_ _3" />office<span class="_ _1" />s <span class="_ _b" />an<span class="_ _1" />d <span class="_ _b" />vessels, <span class="_ _b" /> <span class="_ _b" />wh<span class="_ _1" />ere <span class="_ _b" />possible.<span class="_ _1" /> </div><div class="t m3 x14 h9 y3e3 ff7 fs1 fc0 sc0 ls0 ws0">-</div><div class="t m4 x3d h20 y3e3 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h9 y3e3 ff1 fs0 fc0 sc0 ls0 ws0">We apply rational man<span class="_ _1" />agement of solid waste<span class="_ _1" /> and the waste g<span class="_ _1" />enerated by <span class="_ _1" />th<span class="_ _1" />e operation of our ves<span class="_ _1" />sels.<span class="ff7 fs1"> </span></div><div class="t m0 x14 h3 y3e4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3e5 ff2 fs0 fc0 sc0 lsc ws0">Wa<span class="ls0">ter and Liquid <span class="_ _1" />Waste<span class="_ _1" /> </span></div><div class="t m2 x14 h2 y3e6 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y3e6 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _23"> </span>seek <span class="_ _23"> </span>to <span class="_ _24"> </span>contribute <span class="_ _24"> </span>in <span class="_ _23"> </span>the <span class="_ _24"> </span>long <span class="_ _23"> </span>term <span class="_ _23"> </span>to <span class="_ _24"> </span>better <span class="_ _23"> </span>w<span class="_ _1" />ater <span class="_ _23"> </span>managem<span class="_ _1" />ent <span class="_ _23"> </span>and <span class="_ _23"> </span>mo<span class="_ _1" />nitor <span class="_ _23"> </span>water <span class="_ _23"> </span>c<span class="_ _1" />onsumption<span class="_ _1" /> </div><div class="t m0 x27 h2 y3e7 ff1 fs0 fc0 sc0 ls0 ws0">extensively <span class="_ _3e" />using, <span class="_ _13" />a<span class="_ _1" />mong <span class="_ _3e" />others, <span class="_ _13" />s<span class="_ _1" />eawater <span class="_ _3e" />on <span class="_ _3e" />board <span class="_ _3e" />of <span class="_ _3e" />vessels <span class="_ _3e" />after <span class="_ _3e" />appropriate <span class="_ _3e" />treatment, <span class="_ _3e" />perform <span class="_ _3e" />only<span class="_ _1" /> </div><div class="t m0 x27 h2 y3e8 ff1 fs0 fc0 sc0 ls0 ws0">absolutely n<span class="_ _1" />ecessary <span class="_ _1" />external <span class="_ _1" />cleaning, <span class="_ _1" />in case<span class="_ _1" /> of <span class="_ _1" />rain <span class="_ _1" />or bad<span class="_ _1" /> weather <span class="_ _1" />and <span class="_ _1" />we <span class="_ _1" />put s<span class="_ _1" />pecial labe<span class="_ _1" />ls to <span class="_ _1" />remind </div><div class="t m0 x27 h2 y1b2 ff1 fs0 fc0 sc0 ls0 ws0">our <span class="_ _3e" />passen<span class="_ _1" />gers <span class="_ _1a" />and <span class="_ _3e" />e<span class="_ _1" />mployees <span class="_ _1a" />about <span class="_ _1a" />the <span class="_ _1a" />respo<span class="_ _1" />nsible <span class="_ _1a" />use <span class="_ _3e" />of <span class="_ _1a" />water <span class="_ _1b" />in <span class="_ _3e" />the <span class="_ _1a" />ac<span class="_ _1" />commoda<span class="_ _1" />t<span class="_ _1" />ion, <span class="_ _3e" />hy<span class="_ _1" />giene <span class="_ _1a" />and </div><div class="t m0 x27 h2 y3e9 ff1 fs0 fc0 sc0 ls0 ws0">catering of our vessels Blue Star <span class="_ _3" />Ferries, Superfast Ferries and Hellenic Seaways, as well as in <span class="_ _3" />our <span class="_ _1" />off<span class="_ _1" />ices. </div><div class="t m2 x14 h2 y3ea ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y3ea ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />have <span class="_ _1" />establish<span class="_ _1" />ed <span class="_ _1" />a <span class="_ _1" />procedure <span class="_ _1" />to <span class="_ _1" />s<span class="_ _1" />upply, <span class="_ _1" />manage <span class="_ _13" />safely <span class="_ _1" />and <span class="_ _1" />samp<span class="_ _1" />le <span class="_ _1" />drinking <span class="_ _13" />water, <span class="_ _1" />in <span class="_ _1" />order <span class="_ _1" />to <span class="_ _13" />ensure </div><div class="t m0 x27 h2 y20e ff1 fs0 fc0 sc0 ls0 ws0">the quality of water <span class="_ _1" />used and consum<span class="_ _1" />ed onboard <span class="_ _1" />our vessels. </div></div></div><div class="pi" /></div>
<div id="pf28" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc28 w0 h0"><img 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rWcqn7WqZ8Ig2aP/c69L61avabVp6qvr//To0/f8c+9qe3xo0/ITG0v/fVh381lZbZgAIB2b3tGP/Lk5DlrE02v4nl0YXxAt+y2PMuGivpZa7bPWllRlr7ltw/88JuXNV3n388Z8ZU/vNV41aHKRDj6uolnH13QryCve36nzIz44IMKT/jkMU0fMmTwoMFdg6VNuvQPMzdP+fxPzz26YEj/7h1ysnJzss449YQuXbrs0Wced9JR8UcWp5r8PWHSwprBn7v1jBHdh/Trltcxu2FCTjKV3lxetXR92T/e3rSsLAqCYNry+hGX3Pa18YO/+dXPNZ5d8fBhh40elD19+fafh84vTg26/L5++bHBBVndOmXGgjAIgrpkqri8/t3iRGViL/+OkZmZeWjmhgXpge/vbcWmvTb3wjNPtxEDAHwskj2ZTF5+1+x088sn/en75x85YnhbnqWouLjfhD82PjwKwpv/vuq0Y2eNPun4xnUu/fw5//34/EWl24+RLyuL7pi6MQi2/6xy2b3dBh08sPFmVlbWxBs+dfp//iPd5MevK5o/avzkt6fc/Z09+swjhg/9zhl9b3uu2SyX5WXRXTNKg2A3f2dYVJq+/uEl549fO/CgAY0Lb5owavotU5uulg7C1eXR6vK6IGhxZpgPNO/opCHdFyzafnP2qsoLbcIAAO3dtkPFpeVVLU4Uc/Wobm0580mDwt69f/b5wU3nh0RB+NVfP19X1yxYb7/6lIIOu3qe8orKFktGn3T8P/5r7EH5O33Iqs31e/Gxb73x8j9/fWTfvD0O6C7Z0TdG9+hT2LvpwvGnnfzcTad9YWTeBzhdZJucfNzIzsntOxWr0r12NgMHAID2luwtTlXeIze484df26MLDH37a5cc2qPZ5ZaKtqZbTBD/9NjRKx654aaz+ubEW584Hou18orjTh017fbLjuvXeg5n7HAxqKzmizIzYq29UOxLnz175h2XnjooKwzaOjn+zKG5qx751p3/9fWsrKwWd50x5pRHfvmtV3954bmHd8je3QVJC3Kjc4Y323cZPqBNF0Pt0KHDV4/bvvuSjOXc+excGzEAQPsWNlR1XV39edffUfb+WRQvPvng66+6eE+f675H/n735AXb4jI7fsNFx55zxphW15zz1rzf/HXa8wvKi6u2N3qvjtF7f7k+L6/1y4JGUfSXxyfd89zbC4oTm2qihjnxYRDdeuGgH1zzpaZrvvzanNP/3+REOgiCIC8rmH7bBSOPGrGLt714ydLfPfL8M/M2rSlPp3Y4YU4YRIO6xs48ssf444acNW50RsbuD6QXFRfPmDV3zYaytSUVFTWJRDIVhmFOZrx755xBfbof0r/XccccmZube9cDj7++uCiKop75uT+98Ss77gbsbBwuv3NGdUaX92+mfjym07DDDrUpAwC082TfL6IoqqysrKmprU8kUqlUr54FOTk5bXxUZVVVMpmKx2OtXgR048aSqurqMAwLenTv2LFjG99PbW1tRcXWRDLRcAXTWCyWk52dl9epLe9qX7r9gadfrT6o8WaPZNHtV52WnZ1tawYAkOwcEN5duPhH05v9SODfDq8ec8oJRgYAoF2KGYKPnKFDBndKbmq6ZP7KEsMCANBeZbTXD1ZVVbV85eowDAt79ezevdu+fOnlK1au21AaBEG3/LxBAwfk5ubuxZMUFRdXVlYfOnjQjnfF4/FvjOp++ys1ifi2Z55XnldVVdX2KUAAAHyEtM+JMQ8/Oemy389JpBt+opq+54qjrrjk/H3z0lNnzrp7fmYUy3h/fFM9U8UTTuh9wrEj2/4kU6a9cs/CDrEofVrXoq+cP6bV6L/vscmTS/s23jyx46rrv3yODRoAoP1phxNjSkpKvznxjeP6Z71487hpP/7Ut8YWHjao77556crKynvnphp7PQiCKIxvyOj7P6+n7nr42UQi0cbneWHh5jCMRbGMqeX9r5n42oJFS3Zc53OfPiWe2j6jfXZFz+rqahs0AED7096Osm/eXDb6mt8fNyh/4k+u2fG88gsWLZ40/Y2jhx40480leR2zb7zqixs2bHzxlTeWrN6Y3ynnvLEnNFx79d6Hnrzii+c3PPzxZ6b07tFt1AnH/uIPD404pO+SVcWl5dX9CvI/f/aYrl27tHj+ex+dNGVzv529t8LU2q+PHzJ0yODdfoqnn3/p/xantmZsO1l7ZqpmSNaGEX07jTnpmK5dtr/orROfmpcY2Hjzor4bv3DOONs0AEA7096Osj8+edq7G9Nf/vQnwjCsqakpKi5u/C+RSLy7ZOX3H136HxNfKuzR+dD+vdauW3/IZX+4duKcKIqmvLlm/HceTCaTQRBMfH5ROr3t+kqPT1/48tzFQRD88pll5942/a2lG7vm5dz/wpKhl/52y5YtTV86iqKZG3c1m7wo3u/mf26Z89b83X6Kc8aPvvea047KXNlwMxHPfTc18K+re1z/4NuTXpjRuJc1enizE1y+vDphgwYAaH/a289PN5VXBUHQOa9jEASP/P35r94zr/GuN399QRAEqSC897vnHTlieBAEd//5icxYOOuOCQ2/8hx9xc/+/Nizl1983s6e/PPH5N//39cFQXD+uJWDr3xg+qtvnHfm2MZ7J784szqj667fXjqWNWnOimNHHrnbDxKG4XcvPfPuR/8xc0vvKL7tKkvVGfn3vxe8tuzp73xxTF5ep359egXztu82bIz1LCkpKSgosFkDALQn7e0o+0lHD4mH0TtLVgVBcO74k+f86rw5vzrvW2N65mUFAwf0C4IgLytq6PUgCJauLf3sJ7o2npXllGEFU95Y0fDvxiPZqXQ69v4Em1OO2DbpZdDBA4f3jK9cX7p9f2De2w8viu/27cVTdaMO69nGz5KZmXndhLPvuuSQ0zqvzkpVNS5flB541Z8XX/e75+6aNK/Z/kCY+ZNHZ1dWVtqsAQAk+4Fr9EnHXXVyj58+Nr+qqqp7926fOPrIY446YtbSshvOGNAw9TzeZH77wN5d/2/u5rXr1jXcnPVe6egj+gVB0Ck7Y9acuUEQpNPp11dW9eyW17DCawu3rbli5aoFG1MDem+ba55IJO6YUVYX77SbNxelrzoyNXb0iXv0ibp17fqNS86eeOUx47uujaW3TX1JxzI3ZPRZGR7UYuWieL+7/vaizRoAoD1ph+dl/81NV33vF/cN+9Kvj+ybGwTBspLascN7/Oe1ExrujTfZSZlw/vh5yzecceP9A7pllVYmjhmYf/WEC4Ig+OoZIyb8fPLgghfrkunDC3POPG1bZL+ztvL0q36W3yFjzea6G8cXfnrMqIblz/xzZs37PxXdRa+f3WvDmFPO2LsPlZ2dfdUXzjpxwaInX1mysL53MpazszXn1PRbsGjJ8KFDbNwAAO1D+zwvexAE6XR63tsL4vHY0CGDs7K2zQWvq6urrKza8cpKpaWbunTJz8hocnLGKNq8uSwrKzMvb9sh9l7n3HLn1cef9+nTN5aU9CwoyMzMbFz5+jufXRfvv4s3E0snvn506tSTjvtQPtq8dxb8atqm2oz8na1wfO7KGy8718YNANA+tNurn8ZisZFHjWixMDs7Ozs7e8eVe/RoeYw8DMNWr5mamZnZt0+fpku2lJcXhb12/WZGdV5/6kkf2nWOjhox/LcDKv73/6a/VtUvCluZQL9sa44tGwCg/ZStIfgg6urqbv3LS+lYVut3R1Hv1LovDCj9+sVnfrivm9+58/WXnvODk7OOyFjZIVnW4t7SeM9JL7zk2wEAaB/a7cSYD11RcXGX/Pzc3NymC3d97aThsZU3X/0vn6ASRdGvH3hmVk2zn6IOja388dXmxgAAtAeOsrdVYe/eLXo9mUzO2Ji3s/W7JDdc99mT98VeVxjeeNk51x5VW5Bc37Aknq77zCcG+MoAANoHR9n33vPTX7lnYSsndsxLll40LHPcKcc3/ux1nyndtKmqqjo/v3OX/HxfEABA+5BhCPbaa++VBkHLZM9Jlt98/mH9+/XdL2+pR/fuPbp399UAAEh2giAI1tXmtBi/DsktP73o0D6FhQYHAADJvp8tWrK0LN6z8WYYpQ4O115x5uF6HQAAyX5AeG7WwijcdpKWrFTVd0/tcuSIcwwLAACS/UAxsKDTm+UV8SB1UHb5F04fNuywQ40JAAD/Cs4YAwAABzTnZQcAAMkOAABIdgAAkOwAAIBkBwAAAACAjwoneQQAgAOaiTEAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOyGAAAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAAtdN1cAABMdSURBVECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2QwAAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAPiYy9iLx4Rh2P4GIooiWwMAAAcgR9kBAOCAFjq6DAAABzJH2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyGwIAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AMD/b7cOjQAAYBCIXfcfmk6AbkVicagHyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJLdBQAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyuwAAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAAPDAuAAAAM4ladMC2QGsw6b46TgAAAAASUVORK5CYII=" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">40</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m2 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 hb y6a ff6 fs0 fc0 sc0 ls0 ws0">We <span class="_ _3e" />have <span class="_ _3e" />e<span class="_ _1" />quipped <span class="_ _3e" />al<span class="_ _1" />l <span class="_ _3e" />our <span class="_ _3e" />ves<span class="_ _1" />sels <span class="_ _3e" />with <span class="_ _3e" />‘<span class="_ _1" />Shipboard <span class="_ _3e" />Oil <span class="_ _1a" />Pollution <span class="_ _1a" />Emergency <span class="_ _3e" />P<span class="_ _1" />lan’ <span class="_ _3e" />(SOPEP) <span class="_ _1a" />to <span class="_ _3e" />effec<span class="_ _1" />tively </div><div class="t m0 x27 hb y258 ff6 fs0 fc0 sc0 ls0 ws0">respond to <span class="_ _1" />any pollution <span class="_ _1" />incident <span class="_ _1" />or risk <span class="_ _1" />of pollution, <span class="_ _1" />which may<span class="_ _1" /> arise <span class="_ _1" />during the <span class="_ _1" />vessel’s <span class="_ _1" />fuel supply <span class="_ _1" />or due<span class="_ _1" /> </div><div class="t m0 x27 h2 y259 ff1 fs0 fc0 sc0 ls1 ws0">to <span class="ls0">an accident (e.g. co<span class="_ _1" />llision, grounding).<span class="_ _1" /> </span></div><div class="t m2 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1a" />prop<span class="_ _1" />erly <span class="_ _1b" />manage <span class="_ _1b" />liqui<span class="_ _1" />d <span class="_ _1b" />waste, <span class="_ _1b" />as <span class="_ _1b" />we <span class="_ _1b" />regularly <span class="_ _1b" />monitor <span class="_ _1b" />operati<span class="_ _1" />on <span class="_ _1a" />of <span class="_ _1b" />wast<span class="_ _1" />ewater <span class="_ _1b" />treatmen<span class="_ _1" />t <span class="_ _1b" />systems, </div><div class="t m0 x27 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">deliver <span class="_ _b" />a<span class="_ _1" />ll <span class="_ _b" />liqui<span class="_ _1" />d <span class="_ _b" />waste from <span class="_ _b" />our <span class="_ _3" />vessels <span class="_ _3" />to <span class="_ _b" />l<span class="_ _1" />icensed <span class="_ _b" />c<span class="_ _1" />ontractors <span class="_ _3" />within <span class="_ _b" />p<span class="_ _1" />orts, <span class="_ _b" />com<span class="_ _1" />ply <span class="_ _3" />with <span class="_ _b" />relevant<span class="_ _1" /> <span class="_ _b" />regulatio<span class="_ _1" />ns </div><div class="t m0 x27 h2 y315 ff1 fs0 fc0 sc0 ls5 ws0">re<span class="ls0">garding <span class="_ _3e" />bilge <span class="_ _1a" />and <span class="_ _3e" />ballas<span class="_ _1" />t <span class="_ _3e" />water <span class="_ _3e" />manage<span class="_ _1" />ment <span class="_ _3e" />and <span class="_ _3e" />h<span class="_ _1" />ave <span class="_ _3e" />equipped <span class="_ _1a" />our <span class="_ _3e" />vess<span class="_ _1" />els <span class="_ _3e" />with <span class="_ _3e" />cert<span class="_ _1" />ified <span class="_ _3e" />wastewa<span class="_ _1" />ter </span></div><div class="t m0 x27 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">treatment <span class="_ _13" />systems <span class="_ _13" />regarding <span class="_ _13" />discharg<span class="_ _1" />e <span class="_ _13" />parameters <span class="_ _13" />(coliforms <span class="_ _13" />and <span class="_ _13" />total <span class="_ _13" />suspend<span class="_ _1" />ed <span class="_ _13" />solids) <span class="_ _13" />and <span class="_ _1" />w<span class="_ _1" />e <span class="_ _13" />deliver<span class="_ _1" /> </div><div class="t m0 x27 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">liquid waste to appro<span class="_ _1" />priate reception fac<span class="_ _1" />ilities of lic<span class="_ _1" />ensed contracto<span class="_ _1" />rs within ports.<span class="_ _1" /> </div><div class="t m0 x45 h2 y193 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _43"> </span>We recognize the import<span class="_ _1" />ance of marin<span class="_ _1" />e biodiversity and our o<span class="_ _1" />bligation to red<span class="_ _1" />uce the risk of disruptin<span class="_ _1" />g it </span></div><div class="t m0 x27 h3 yd0 ff1 fs0 fc0 sc0 ls0 ws0">and we are taking act<span class="_ _1" />ion to protect it.<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x45 h2 y319 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _43"> </span>We comply with legis<span class="_ _1" />lation and adhere to the<span class="_ _1" /> cruising speed limits <span class="_ _1" />defined by<span class="_ _1" /> th<span class="_ _1" />e relevant provisions<span class="_ _1" />, in </span></div><div class="t m0 x27 h2 y31a ff1 fs0 fc0 sc0 ls0 ws0">order to minimize the resp<span class="_ _1" />ective impact as vess<span class="_ _1" />el navigation w<span class="_ _1" />hile approaching <span class="_ _1" />or exiting ports inevit<span class="_ _1" />ably </div><div class="t m0 x27 h3 y1f0 ff1 fs0 fc0 sc0 ls0 ws0">creates rippling.<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x30 h3 y3eb ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3ec ff2 fs0 fc0 sc0 ls0 ws0">SOCIETY PILLAR<span class="_ _1" /> </div><div class="t m0 x14 h3 y3ed ff2 fs0 fc0 sc0 ls0 ws0">Society </div><div class="t m0 x14 hb y3ee ff6 fs0 fc0 sc0 ls0 ws0">We commit <span class="_ _1" />to combi<span class="_ _1" />ne our bus<span class="_ _1" />iness suc<span class="_ _1" />cess with our <span class="_ _1" />country’s and <span class="_ _1" />partners’ <span class="_ _1" />development, <span class="_ _1" />as well <span class="_ _1" />as suppor<span class="_ _1" />t </div><div class="t m0 x14 h2 y35e ff1 fs0 fc0 sc0 ls0 ws0">local <span class="_ _1a" />comm<span class="_ _1" />unities <span class="_ _1b" />affected <span class="_ _1b" />by <span class="_ _1a" />our <span class="_ _1b" />operat<span class="_ _1" />ions, <span class="_ _1a" />in<span class="_ _1" /> <span class="_ _1a" />order<span class="_ _1" /> <span class="_ _1a" />to <span class="_ _1b" />contribute <span class="_ _1c"> </span>substa<span class="_ _1" />ntially <span class="_ _1b" />in <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />improve<span class="_ _1" />ment <span class="_ _1b" />of <span class="_ _1b" />our </div><div class="t m0 x14 h2 y3ef ff1 fs0 fc0 sc0 ls0 ws0">society in general. In part<span class="_ _1" />icular:<span class="_ _1" /> </div><div class="t m0 x14 h2 y3f0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We<span class="_ _b" /> <span class="_ _13" />co<span class="_ _b" />ntri<span class="_ _b" />bu<span class="_ _3" />te<span class="_ _b" /> <span class="_ _13" />th<span class="_ _3" />ro<span class="_ _3" />ug<span class="_ _b" />h <span class="_ _1" />ou<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1" />busi<span class="_ _b" />ne<span class="_ _3" />ss<span class="_ _b" /> <span class="_ _13" />op<span class="_ _3" />e<span class="_ _3" />ra<span class="_ _3" />ti<span class="_ _3" />on<span class="_ _b" /> <span class="_ _1" />to <span class="_ _1" />g<span class="_ _3" />ene<span class="_ _b" />rat<span class="_ _3" />in<span class="_ _b" />g sign<span class="_ _b" />ifi<span class="_ _b" />cant<span class="_ _b" /> <span class="_ _1" />econ<span class="_ _b" />omi<span class="_ _b" />c <span class="_ _1" />val<span class="_ _3" />u<span class="_ _3" />e for<span class="_ _b" /> <span class="_ _13" />ou<span class="_ _b" />r <span class="_ _1" />so<span class="_ _3" />cia<span class="_ _b" />l <span class="_ _1" />pa<span class="_ _b" />rtne<span class="_ _b" />rs,<span class="_ _b" /> </span></div><div class="t m0 x27 h2 y3f1 ff1 fs0 fc0 sc0 ls0 ws0">wh<span class="_ _3" />il<span class="_ _b" />e w<span class="_ _b" />e t<span class="_ _b" />ran<span class="_ _3" />sp<span class="_ _3" />o<span class="_ _3" />rt<span class="_ _3" /> f<span class="_ _b" />ood<span class="_ _3" /> p<span class="_ _b" />rod<span class="_ _3" />uc<span class="_ _b" />ts <span class="_ _3" />an<span class="_ _3" />d<span class="_ _3" /> m<span class="_ _3" />a<span class="_ _3" />te<span class="_ _3" />ri<span class="_ _b" />als<span class="_ _3" /> <span class="_ _3" />to<span class="_ _3" /> i<span class="_ _b" />slan<span class="_ _b" />ds,<span class="_ _b" /> in<span class="_ _b" /> or<span class="_ _3" />de<span class="_ _b" />r t<span class="_ _3" />o<span class="_ _3" /> de<span class="_ _b" />vel<span class="_ _3" />op<span class="_ _3" /> l<span class="_ _b" />oca<span class="_ _3" />l <span class="_ _b" />eco<span class="_ _b" />nomi<span class="_ _b" />es <span class="_ _3" />a<span class="_ _3" />nd<span class="_ _b" /> to<span class="_ _3" />u<span class="_ _3" />ri<span class="_ _3" />sm<span class="_ _3" />. </div><div class="t m0 x14 h2 y3f2 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We<span class="_ _b" /> see<span class="_ _b" />k t<span class="_ _b" />o c<span class="_ _b" />reat<span class="_ _b" />e <span class="_ _3" />and<span class="_ _b" /> ma<span class="_ _3" />i<span class="_ _3" />nt<span class="_ _3" />ai<span class="_ _b" />n w<span class="_ _3" />or<span class="_ _b" />kin<span class="_ _3" />g <span class="_ _b" />posi<span class="_ _b" />tio<span class="_ _3" />n<span class="_ _3" />s,<span class="_ _3" /> a<span class="_ _b" />s w<span class="_ _3" />el<span class="_ _3" />l<span class="_ _3" /> a<span class="_ _b" />s de<span class="_ _b" />vel<span class="_ _3" />op<span class="_ _b" /> th<span class="_ _3" />e <span class="_ _b" />pro<span class="_ _3" />f<span class="_ _3" />es<span class="_ _b" />sion<span class="_ _3" />al<span class="_ _b" /> sk<span class="_ _3" />il<span class="_ _b" />ls <span class="_ _b" />of <span class="_ _3" />ou<span class="_ _b" />r em<span class="_ _b" />plo<span class="_ _b" />yee<span class="_ _b" />s. </span></div><div class="t m0 x14 h2 y3f3 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1" />identify, <span class="_ _1" />determine <span class="_ _1" />and <span class="_ _1" />support <span class="_ _1" />n<span class="_ _1" />eeds <span class="_ _1" />of <span class="_ _1" />local <span class="_ _1" />communiti<span class="_ _1" />es <span class="_ _1" />through v<span class="_ _1" />arious <span class="_ _1" />means, <span class="_ _1" />social <span class="_ _1" />actions <span class="_ _1" />and </span></div><div class="t m0 x27 h2 y3f4 ff1 fs0 fc0 sc0 ls0 ws0">social support progra<span class="_ _1" />ms.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3f5 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We plan and imple<span class="_ _1" />ment or support social <span class="_ _1" />actions, in the co<span class="_ _1" /><span class="ls2">nte</span>xt <span class="_ _1" />of our social contr<span class="_ _1" />ibution.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y1a9 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We cultivate the conce<span class="_ _1" />pt of contribution <span class="_ _1" />and volun<span class="_ _1" />tary offer a<span class="_ _1" />mong our employ<span class="_ _1" />ees.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y3f6 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _13" />place <span class="_ _3e" />speci<span class="_ _1" />al <span class="_ _13" />emph<span class="_ _1" />asis <span class="_ _3e" />on <span class="_ _13" />our <span class="_ _3e" />educational <span class="_ _3e" />contri<span class="_ _1" />bution <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />support<span class="_ _13" /> <span class="_ _3e" /><span class="ls1">the</span> <span class="_ _3e" />professional <span class="_ _3e" />develop<span class="_ _1" />ment <span class="_ _13" />of<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y3f7 ff1 fs0 fc0 sc0 ls0 ws0">young people.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3f8 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _b" />rec<span class="_ _1" />ognize, <span class="_ _3" />manage <span class="_ _3" />and reduce <span class="_ _b" />potenti<span class="_ _1" />al <span class="_ _3" />or <span class="_ _b" />ac<span class="_ _1" />tual <span class="_ _3" />negative effects <span class="_ _3" />that <span class="_ _3" />our <span class="_ _b" />o<span class="_ _1" />perations may <span class="_ _b" />have<span class="_ _1" /> <span class="_ _3" />to <span class="_ _3" />local </span></div><div class="t m0 x27 h2 y3f9 ff1 fs0 fc0 sc0 ls0 ws0">communities where w<span class="_ _1" />e operate<span class="_ _1" />. </div><div class="t m0 x14 h2 y3fa ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We give priority to d<span class="_ _1" />omestic suppliers<span class="_ _1" />. </span></div><div class="t m0 x14 h2 y3fb ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>As <span class="_ _3" />our <span class="_ _b" />su<span class="_ _1" />ppliers influence <span class="_ _3" />our <span class="_ _3" />responsible <span class="_ _3" />operation, we <span class="_ _b" />fu<span class="_ _1" />lly <span class="_ _3" />acknowledge <span class="_ _3" />our moral <span class="_ _b" />o<span class="_ _1" />bligation <span class="_ _3" />to <span class="_ _3" />positively </span></div><div class="t m0 x27 h2 yf0 ff1 fs0 fc0 sc0 ls0 ws0">influence our supp<span class="_ _1" />ly chain and promote t<span class="_ _1" />he principles of respons<span class="_ _1" />ible <span class="_ _1" />operation to <span class="_ _1" />our suppliers.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3fc ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To<span class="_ _3" /> <span class="_ _b" />imp<span class="_ _3" />l<span class="_ _3" />em<span class="_ _3" />en<span class="_ _b" />t <span class="_ _3" />t<span class="_ _3" />he<span class="_ _3" /> <span class="_ _3" />p<span class="_ _3" />ri<span class="_ _b" />nci<span class="_ _3" />pl<span class="_ _b" />es <span class="_ _b" />of <span class="_ _12" />resp<span class="_ _b" />on<span class="_ _3" />si<span class="_ _3" />bl<span class="_ _3" />e <span class="_ _b" />op<span class="_ _3" />e<span class="_ _3" />ra<span class="_ _3" />ti<span class="_ _3" />o<span class="_ _3" />n <span class="_ _b" />th<span class="_ _3" />ro<span class="_ _3" />u<span class="_ _3" />gh<span class="_ _3" />ou<span class="_ _3" />t <span class="_ _b" />ou<span class="_ _b" />r <span class="_ _b" />sup<span class="_ _3" />pl<span class="_ _b" />y <span class="_ _3" />ch<span class="_ _3" />ai<span class="_ _3" />n<span class="_ _3" />, <span class="_ _b" />we <span class="_ _b" />ha<span class="_ _b" />ve <span class="_ _3" />d<span class="_ _3" />e<span class="_ _3" />vel<span class="_ _b" />ope<span class="_ _3" />d <span class="_ _b" />a <span class="_ _b" />Co<span class="_ _3" />de<span class="_ _3" /> <span class="_ _b" />of </span></div><div class="t m0 x27 h2 y3fd ff1 fs0 fc0 sc0 ls0 ws0">Co<span class="_ _3" />nd<span class="_ _b" />uct<span class="_ _b" /> <span class="_ _13" />for<span class="_ _b" /> <span class="_ _13" />Sup<span class="_ _b" />pli<span class="_ _3" />er<span class="_ _b" />s/P<span class="_ _3" />ar<span class="_ _3" />t<span class="_ _3" />ne<span class="_ _b" />rs <span class="_ _1" />as <span class="_ _1" />we<span class="_ _3" />ll<span class="_ _b" /> <span class="_ _13" />as <span class="_ _1" />a <span class="_ _1" />sin<span class="_ _b" />gle<span class="_ _3" /> <span class="_ _13" />P<span class="_ _3" />ro<span class="_ _b" />cur<span class="_ _3" />em<span class="_ _3" />en<span class="_ _b" />t <span class="_ _13" />P<span class="_ _3" />ro<span class="_ _b" />ces<span class="_ _3" />s,<span class="_ _3" /> <span class="_ _1" />whi<span class="_ _b" />ch <span class="_ _1" />def<span class="_ _3" />i<span class="_ _3" />ne<span class="_ _b" />s <span class="_ _13" />re<span class="_ _b" />spo<span class="_ _3" />ns<span class="_ _3" />i<span class="_ _3" />bi<span class="_ _3" />li<span class="_ _b" />tie<span class="_ _b" />s <span class="_ _13" />of<span class="_ _3" /> <span class="_ _1" />our </div><div class="t m0 x27 h2 y3fe ff1 fs0 fc0 sc0 ls0 ws0">su<span class="_ _b" />ppl<span class="_ _3" />i<span class="_ _3" />er<span class="_ _3" />s <span class="_ _3" />a<span class="_ _3" />nd<span class="_ _3" /> p<span class="_ _b" />art<span class="_ _3" />ne<span class="_ _b" />rs,<span class="_ _3" /> a<span class="_ _b" />nd <span class="_ _3" />e<span class="_ _3" />st<span class="_ _3" />ab<span class="_ _b" />li<span class="_ _3" />she<span class="_ _b" />s <span class="_ _3" />su<span class="_ _3" />pp<span class="_ _3" />li<span class="_ _3" />e<span class="_ _3" />r <span class="_ _b" />sel<span class="_ _3" />e<span class="_ _3" />cti<span class="_ _b" />on <span class="_ _b" />cri<span class="_ _3" />t<span class="_ _3" />eri<span class="_ _b" />a f<span class="_ _3" />o<span class="_ _3" />r <span class="_ _3" />p<span class="_ _3" />ro<span class="_ _3" />du<span class="_ _b" />cts<span class="_ _3" /> a<span class="_ _b" />nd <span class="_ _3" />se<span class="_ _3" />rv<span class="_ _3" />i<span class="_ _3" />ce<span class="_ _b" />s. </div><div class="t m0 x14 h2 y3ff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y1b6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y400 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf29" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc29 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">41</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">Employees<span class="ff1"> </span></div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _23"> </span>cultivate <span class="_ _23"> </span>among <span class="_ _23"> </span>our <span class="_ _23"> </span>employees <span class="_ _23"> </span>a <span class="_ _23"> </span>working <span class="_ _23"> </span>environment <span class="_ _23"> </span>of <span class="_ _23"> </span>respect, <span class="_ _23"> </span>equality<span class="_ _1" />, <span class="_ _23"> </span>security <span class="_ _23"> </span>and <span class="_ _1c"> </span>meri<span class="_ _1" />tocracy. </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">Furthermore, <span class="_ _3e" />we <span class="_ _3e" />offer <span class="_ _1a" />training <span class="_ _3e" />opportu<span class="_ _1" />nities <span class="_ _3e" />to <span class="_ _3e" />provide<span class="_ _1" /> <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />b<span class="_ _1" />est <span class="_ _13" />p<span class="_ _1" />ossible <span class="_ _3e" />working <span class="_ _1a" />conditions <span class="_ _3e" />and <span class="_ _3e" />profes<span class="_ _1" />sion<span class="_ _13" />al </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">development. In part<span class="_ _1" />icular: </div><div class="t m0 x14 h2 y401 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1a" />recognize <span class="_ _1b" />that <span class="_ _1a" />o<span class="_ _1" />ur <span class="_ _1a" />business <span class="_ _1b" />success <span class="_ _1a" />is <span class="_ _1b" />directly <span class="_ _1a" />a<span class="_ _1" />ssociated <span class="_ _1a" />to<span class="_ _1" /> <span class="_ _1a" />our <span class="_ _1a" />em<span class="_ _1" />ployees, <span class="_ _1b" />therefore <span class="_ _1a" />we<span class="_ _1" /> <span class="_ _1a" />strive <span class="_ _1a" />t<span class="_ _1" />o </span></div><div class="t m0 x27 h2 y1bd ff1 fs0 fc0 sc0 ls0 ws0">create job <span class="_ _1" />positions, <span class="_ _1" />as wel<span class="_ _1" />l as <span class="_ _1" />reduce<span class="_ _1" /> unempl<span class="_ _1" />oyment. <span class="_ _1" />Our activity <span class="_ _1" />also <span class="_ _1" />supports i<span class="_ _1" />ndirectly hundreds <span class="_ _1" />of j<span class="_ _1" />ob </div><div class="t m0 x27 h2 y402 ff1 fs0 fc0 sc0 ls0 ws0">positions throughout our v<span class="_ _1" />alue chai<span class="_ _1" />n and the passenge<span class="_ _1" />r shipping industr<span class="_ _1" />y in general.<span class="_ _1" /> </div><div class="t m0 x14 h2 y349 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1a" />r<span class="_ _1" />ecognize <span class="_ _1b" />the <span class="_ _1b" />importance <span class="_ _1b" />to <span class="_ _1b" />establish<span class="_ _1" /> <span class="_ _1a" />prop<span class="_ _1" />er <span class="_ _1b" />living <span class="_ _1a" />co<span class="_ _1" />nditions <span class="_ _1a" />f<span class="_ _1" />or <span class="_ _1a" />o<span class="_ _1" />ur <span class="_ _1c"> </span>ons<span class="_ _1" />hore <span class="_ _1b" />employees<span class="_ _1" /> <span class="_ _1a" />and <span class="_ _1b" />their<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">relation with a safe w<span class="_ _1" />ork environm<span class="_ _1" /><span class="ff6">ent and the crew<span class="_ _1" />’s psychology.<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y403 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _23"> </span>are <span class="_ _1c"> </span>c<span class="_ _1" />ommitted <span class="_ _23"> </span>to <span class="_ _23"> </span>create <span class="_ _23"> </span>a <span class="_ _1c"> </span>s<span class="_ _1" />afe <span class="_ _23"> </span>work <span class="_ _23"> </span>environment <span class="_ _23"> </span>for <span class="_ _23"> </span>our <span class="_ _23"> </span>onshore <span class="_ _24"> </span><span class="ls2">and <span class="_ _23"> </span></span>offshore <span class="_ _23"> </span>office <span class="_ _23"> </span>employees<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y404 ff1 fs0 fc0 sc0 ls0 ws0">regarding health <span class="_ _1" />and safety issues.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1f0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We take care of the ba<span class="_ _1" />lance between <span class="_ _1" />personal and pr<span class="_ _1" />ofessional life.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y1c7 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span><span class="ff6">We <span class="_ _1" />mon<span class="_ _1" />itor <span class="_ _1" />our <span class="_ _13" />employ<span class="_ _1" />ees’ <span class="_ _1" />op<span class="_ _1" />inion <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />our <span class="_ _13" />goal <span class="_ _13" />is <span class="_ _1" />to <span class="_ _13" />establish <span class="_ _13" />a <span class="_ _13" />unified <span class="_ _1" />culture, <span class="_ _13" />inex<span class="_ _1" />trica<span class="_ _1" /></span>bly <span class="_ _13" />related <span class="_ _13" />to <span class="_ _1" />our<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y405 ff1 fs0 fc0 sc0 ls0 ws0">Vision <span class="_ _13" />and <span class="_ _1" />Val<span class="_ _1" />ues, <span class="_ _1" />as <span class="_ _13" />well <span class="_ _13" />as <span class="_ _13" /><span class="ls1">to</span> <span class="_ _13" />create <span class="_ _13" />a <span class="_ _13" />work <span class="_ _13" />environment <span class="_ _13" />which <span class="_ _13" />supports <span class="_ _1" />o<span class="_ _1" />ur <span class="_ _1" />e<span class="_ _1" />mployees <span class="_ _13" />and <span class="_ _13" />promotes </div><div class="t m0 x27 h2 y406 ff1 fs0 fc0 sc0 ls0 ws0">open communication.<span class="_ _1" /> </div><div class="t m0 x14 h2 y31d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _3" />are <span class="_ _3" />committed to <span class="_ _3" />equal treatment <span class="_ _3" />of <span class="_ _3" />our employees, <span class="_ _3" />as wel<span class="_ _3" />l <span class="_ _3" />as to <span class="_ _b" />bas<span class="_ _1" />ing <span class="_ _3" />their <span class="_ _3" />professional development </span></div><div class="t m0 x27 h2 y407 ff1 fs0 fc0 sc0 ls0 ws0">exclusively on their <span class="_ _1" />performance and sk<span class="_ _1" />ills. </div><div class="t m0 x14 h2 y408 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We respect the Internat<span class="_ _1" />ional Principles of H<span class="_ _1" />uman Rights and rej<span class="_ _1" />ect child labor, for<span class="_ _1" />ced and abusive labor.<span class="_ _13" /> </span></div><div class="t m0 x14 h2 y409 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We respect the right of<span class="_ _1" /> employees to freedo<span class="_ _1" />m of association a<span class="_ _1" />nd participate in empl<span class="_ _1" />oyee unions <span class="_ _13" /> </span></div><div class="t m0 x14 h2 y40a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We ensure the confi<span class="_ _1" />dentiality of inform<span class="_ _1" />ation concerning<span class="_ _1" /> the personal <span class="_ _1" />data of employees<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y40b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _b" />imple<span class="_ _1" />ment <span class="_ _b" />a fair <span class="_ _12" />an<span class="_ _1" />d <span class="_ _b" />trans<span class="_ _1" />parent <span class="_ _b" />sy<span class="_ _1" />stem <span class="_ _b" />of <span class="_ _3" />remuneration, <span class="_ _3" />as <span class="_ _b" />w<span class="_ _1" />ell <span class="_ _b" />as ad<span class="_ _3" />ditional <span class="_ _3" />benefits, <span class="_ _3" />aiming <span class="_ _b" />to <span class="_ _3" />attract<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y40c ff1 fs0 fc0 sc0 ls0 ws0">human resources of h<span class="_ _1" />igh level.<span class="_ _1" /> </div><div class="t m0 x14 h2 y40d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _23"> </span>seek <span class="_ _23"> </span>to <span class="_ _23"> </span>ensure <span class="_ _23"> </span>profess<span class="_ _1" />ional <span class="_ _23"> </span>development <span class="_ _23"> </span>of <span class="_ _23"> </span>o<span class="_ _1" />ur <span class="_ _23"> </span>employe<span class="_ _1" />es, <span class="_ _23"> </span>as <span class="_ _23"> </span>well <span class="_ _23"> </span>as <span class="_ _23"> </span>their <span class="_ _23"> </span>training <span class="_ _23"> </span>thro<span class="_ _1" />ugh <span class="_ _23"> </span>the </span></div><div class="t m0 x27 h2 y40e ff1 fs0 fc0 sc0 ls0 ws0">development of a<span class="_ _1" />n annual Training Progra<span class="_ _1" />m. </div><div class="t m0 x14 h2 y40f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _b" />imple<span class="_ _1" />ment <span class="_ _b" />a Performance <span class="_ _b" />Appraisa<span class="_ _1" />l <span class="_ _3" />System <span class="_ _b" />for <span class="_ _3" />our onshore <span class="_ _b" />and offshore <span class="_ _b" />employees<span class="_ _1" />, <span class="_ _b" />in <span class="_ _3" />order <span class="_ _b" />to<span class="_ _1" /> <span class="_ _b" />identify<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y410 ff1 fs0 fc0 sc0 ls0 ws0">their strengths and areas f<span class="_ _1" />or improvemen<span class="_ _1" />t.<span class="_ _1" /> </div><div class="t m0 x37 h2 y411 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y8f ff2 fs0 fc0 sc0 ls0 ws0">Passengers<span class="_ _1" /> </div><div class="t m0 x14 h2 y2a8 ff1 fs0 fc0 sc0 ls0 ws0">We are committed to offering the best possible travel experience to our customers and respond as best we can </div><div class="t m0 x14 h2 y412 ff1 fs0 fc0 sc0 ls0 ws0">to their needs and expectat<span class="_ _1" />ions during their journ<span class="_ _1" />ey. For this <span class="_ _1" />re<span class="_ _1" />ason: </div><div class="t m2 x14 h2 y413 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y413 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _b" />gu<span class="_ _1" />ard <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />safe<span class="_ _1" />ty <span class="_ _b" />of <span class="_ _3" />our pa<span class="_ _3" />ssengers on-board, <span class="_ _b" />of<span class="_ _1" />fer <span class="_ _3" />safe <span class="_ _b" />produc<span class="_ _1" />ts <span class="_ _3" />and <span class="_ _b" />serv<span class="_ _1" />ices <span class="_ _3" />and <span class="_ _b" />impl<span class="_ _1" />ement <span class="_ _b" />me<span class="_ _1" />asures </div><div class="t m0 x27 h2 y414 ff1 fs0 fc0 sc0 ls0 ws0">ensuring hygiene a<span class="_ _1" />nd safety of food<span class="_ _1" /> as well as o<span class="_ _1" />ur hotel services.<span class="_ _1" /> </div><div class="t m2 x14 h2 y415 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y415 ff1 fs0 fc0 sc0 ls0 ws0">We implement  measures<span class="_ _1" /> to ensure the s<span class="_ _1" />afety of of our<span class="_ _1" /> passengers personal <span class="_ _1" />be<span class="_ _1" />longings. </div><div class="t m2 x14 h2 y416 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y416 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _3" />strive to <span class="_ _3" />ensure protection of <span class="_ _3" />our customers<span class="ff6">’</span> personal data, in <span class="_ _3" />order to <span class="_ _3" />establish solid <span class="_ _3" />and<span class="_ _1" /> concrete <span class="_ _3" />trust </div><div class="t m0 x27 h2 y417 ff1 fs0 fc0 sc0 ls0 ws0">relationships. </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">42</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m2 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />responsibly <span class="_ _1" />advert<span class="_ _1" />ise <span class="_ _1" />our <span class="_ _1" />products <span class="_ _1" />and <span class="_ _1" />serv<span class="_ _1" />ices <span class="_ _1" />and <span class="_ _1" />aim <span class="_ _1" />to <span class="_ _1" />ensure <span class="_ _13" />our co<span class="_ _1" />mmunication<span class="_ _1" /> mat<span class="_ _1" />erial <span class="_ _1" />is <span class="_ _1" />fair, </div><div class="t m0 x27 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">legal, <span class="_ _23"> </span>sincere, <span class="_ _23"> </span>corr<span class="_ _1" />esponds <span class="_ _24"> </span>to <span class="_ _23"> </span>reality, <span class="_ _23"> </span>does <span class="_ _23"> </span>not <span class="_ _24"> </span>display <span class="_ _23"> </span>or <span class="_ _23"> </span>promo<span class="_ _1" />te <span class="_ _23"> </span>stere<span class="_ _1" />o<span class="_ _1" />types <span class="_ _23"> </span>and <span class="_ _23"> </span>r<span class="_ _1" />espects <span class="_ _23"> </span>people<span class="_ _1" /><span class="ff6">’</span>s </div><div class="t m0 x27 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">diversity. </div><div class="t m2 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _1" />ensure <span class="_ _13" />prompt <span class="_ _1" />c<span class="_ _1" />ommunication <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />strive <span class="_ _13" />to <span class="_ _1" />prom<span class="_ _1" />ptly <span class="_ _1" />inform <span class="_ _1" />o<span class="_ _1" />ur <span class="_ _1" />custo<span class="_ _1" />mers <span class="_ _1" />in <span class="_ _1" />case <span class="_ _13" />of <span class="_ _1" />canc<span class="_ _1" />ellations <span class="_ _1" />or </div><div class="t m0 x27 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">delays in scheduled ro<span class="_ _1" />utes, in order to mini<span class="_ _1" />mize <span class="_ _1" />their potential disc<span class="_ _1" />omfort. </div><div class="t m2 x14 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _23"> </span>apply <span class="_ _1c"> </span>equa<span class="_ _1" />l <span class="_ _1c"> </span>tr<span class="_ _1" />eatment <span class="_ _23"> </span>policy <span class="_ _1c"> </span>to<span class="_ _1" />wards <span class="_ _23"> </span>all <span class="_ _23"> </span>customers <span class="_ _23"> </span>and <span class="_ _23"> </span>behave <span class="_ _23"> </span>with <span class="_ _1c"> </span>cauti<span class="_ _1" />on <span class="_ _1c"> </span>a<span class="_ _1" />nd <span class="_ _1c"> </span>c<span class="_ _1" />are <span class="_ _1c"> </span>d<span class="_ _1" />uring <span class="_ _23"> </span>our </div><div class="t m0 x27 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">transactions with v<span class="_ _1" />ulnerable social gro<span class="_ _1" />ups.<span class="_ _1" /> </div><div class="t m2 x14 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">We <span class="_ _13" />strive<span class="_ _1" /> <span class="_ _13" />to <span class="_ _1a" />develop <span class="_ _3e" />new <span class="_ _3e" />innovative <span class="_ _3e" />so<span class="_ _1" />lutions <span class="_ _13" />f<span class="_ _1" />or <span class="_ _13" />th<span class="_ _1" />e <span class="_ _3e" />benefit <span class="_ _3e" />of <span class="_ _3e" />our <span class="_ _3e" />passengers, <span class="_ _1a" />in <span class="_ _13" />or<span class="_ _1" />der <span class="_ _13" />to<span class="_ _1" /> <span class="_ _13" />c<span class="_ _1" />ontinuously </div><div class="t m0 x27 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">improve the qual<span class="_ _1" />ity of the rendered serv<span class="_ _1" />ices.<span class="_ _1" /> </div><div class="t m2 x14 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />2011 <span class="_ _3" />we <span class="_ _b" />estab<span class="_ _1" />lished <span class="_ _b" />the Loyal<span class="_ _3" />ty <span class="_ _b" />a<span class="_ _1" />nd <span class="_ _b" />Reward program <span class="_ _b" />seasmiles, <span class="_ _3" />which <span class="_ _3" />provides <span class="_ _3" />members <span class="_ _3" />with <span class="_ _b" />exclusive<span class="_ _1" /> </div><div class="t m0 x27 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">benefits, gifts, special of<span class="_ _1" />fers and high qu<span class="_ _1" />ality services.<span class="_ _13" /> </div><div class="t m2 x14 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">- </div><div class="t m0 x27 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">Since we recognize the significance of our operat<span class="_ _1" />ions and our responsibility for rendering relia<span class="_ _1" />ble customer </div><div class="t m0 x27 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">service, <span class="_ _2f"> </span>we <span class="_ _2f"> </span>have <span class="_ _2f"> </span>g<span class="_ _1" />enerated <span class="_ _2f"> </span>mech<span class="_ _1" />anisms, <span class="_ _2f"> </span>through <span class="_ _2e"> </span>which <span class="_ _2f"> </span>the <span class="_ _2f"> </span>custom<span class="_ _1" />ers <span class="_ _2f"> </span>can <span class="_ _2f"> </span>submit <span class="_ _2f"> </span>co<span class="_ _1" />mments <span class="_ _2f"> </span>and </div><div class="t m0 x27 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">complaints to monitor <span class="_ _1" />our customers s<span class="_ _1" />atisfaction.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y3b2 ff2 fs0 fc0 sc0 ls0 ws0">GOVERNANCE <span class="_ _1" />PILLAR </div><div class="t m0 x14 h2 y418 ff1 fs0 fc0 sc0 ls0 ws0">Attica Group Management places great emphas<span class="_ _1" />is on issues of <span class="_ _3" />Responsibility &amp; Sustainab<span class="_ _1" />le Development, as it </div><div class="t m0 x14 h2 y419 ff1 fs0 fc0 sc0 ls0 ws0">commits <span class="_ _13" />to <span class="_ _13" />ad<span class="_ _1" />opt <span class="_ _13" />responsi<span class="_ _1" />ble <span class="_ _13" />policies <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />practices <span class="_ _3e" />in <span class="_ _13" />its <span class="_ _13" />op<span class="_ _1" />erations <span class="_ _13" />and <span class="_ _3e" />to <span class="_ _13" />harmonious<span class="_ _1" />ly <span class="_ _13" />cooperate <span class="_ _3e" />with <span class="_ _13" />the<span class="_ _1" /> </div><div class="t m0 x14 h3 y3db ff1 fs0 fc0 sc0 ls0 ws0">Stakeholders, in order to <span class="_ _1" />cr<span class="_ _1" />eate mutual long-ter<span class="_ _1" />m value:<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x3d h2 y41a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1a" />operate <span class="_ _1a" />based <span class="_ _1a" />on <span class="_ _1a" />bes<span class="_ _1" />t <span class="_ _1a" />Corporate <span class="_ _1a" />Governance <span class="_ _1a" />pr<span class="_ _1" />actices <span class="_ _3e" />an<span class="_ _1" />d <span class="_ _3e" />have<span class="_ _1" /> <span class="_ _3e" />ad<span class="_ _1" />opted <span class="_ _1a" /> <span class="_ _1a" />the <span class="_ _3e" />H<span class="_ _1" />ellenic <span class="_ _3e" />Cor<span class="_ _1" />porate </span></div><div class="t m0 x37 h2 y41b ff1 fs0 fc0 sc0 ls0 ws0">Governance Code.<span class="_ _1" /> </div><div class="t m0 x40 h2 y3cd ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We have dev<span class="_ _1" />eloped Remuneration <span class="_ _1" />Policy, as well as t<span class="_ _1" />he B<span class="_ _1" />oD members Eli<span class="_ _1" />gibility Policy.<span class="_ _1" /> </span></div><div class="t m0 x3d h2 y41c ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We prevent <span class="_ _3" />conflicts of <span class="_ _b" />i<span class="_ _1" />nterest and <span class="_ _b" />h<span class="_ _1" />ave developed <span class="_ _3" />a Confli<span class="_ _3" />ct of <span class="_ _b" />Interes<span class="_ _1" />t <span class="_ _3" />Manage<span class="_ _1" />ment <span class="_ _3" />Framework in <span class="_ _3" />order </span></div><div class="t m0 x37 h2 y41d ff1 fs0 fc0 sc0 ls0 ws0">to prevent, identify and ad<span class="_ _1" />dress existing and poten<span class="_ _1" />tial conflicts of interest betwee<span class="_ _1" />n the BoD  m<span class="_ _1" />em<span class="_ _1" />bers and </div><div class="t m0 x37 h2 y41e ff1 fs0 fc0 sc0 ls0 ws0">corporate interests<span class="_ _1" />. </div><div class="t m0 x40 h2 y8c ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _3" /> <span class="_ _b" />es<span class="_ _1" />tablished <span class="_ _3" />the P<span class="_ _3" />rocedure for <span class="_ _b" />Disclosure of <span class="_ _3" />Dependency Relations <span class="_ _b" /> <span class="_ _3" />of <span class="_ _b" />th<span class="_ _1" />e <span class="_ _3" />Independent <span class="_ _3" />Non<span class="_ _1" />-Executive<span class="_ _1" /> </span></div><div class="t m0 x3c h2 y41f ff1 fs0 fc0 sc0 ls19 ws0">Mem<span class="ls0">bers of the <span class="_ _1" />Board of Directors<span class="_ _1" />. </span></div><div class="t m0 x3d h2 y420 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We apply interna<span class="_ _1" />l control <span class="_ _1" />and risk managem<span class="_ _1" />ent systems.<span class="_ _1" /> </span></div><div class="t m0 x3d h2 y421 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _13" />ensure <span class="_ _13" />our <span class="_ _13" />business<span class="_ _1" /> <span class="_ _13" />continuity, <span class="_ _13" />having <span class="_ _1" />d<span class="_ _1" />eveloped<span class="_ _1" /> <span class="_ _13" />a <span class="_ _13" />c<span class="_ _1" />omprehensive <span class="_ _13" />Busi<span class="_ _1" />ness <span class="_ _13" />Continuity <span class="_ _13" />Plan <span class="_ _13" />for <span class="_ _13" />the </span></div><div class="t m0 x37 h2 y422 ff1 fs0 fc0 sc0 ls0 ws0">continuation of our o<span class="_ _1" />peration.<span class="_ _1" /> </div><div class="t m0 x3d h2 y423 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We Implement <span class="ls2">a </span>certified Information Security <span class="_ _3" />Management System at our <span class="_ _3" />Data Center <span class="_ _3" />in accordance with </span></div><div class="t m0 x37 h2 y424 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _22"> </span>internatio<span class="_ _1" />nal <span class="_ _22"> </span>standar<span class="_ _1" />d <span class="_ _21"> </span>ISO <span class="_ _22"> </span>27001:2013, <span class="_ _21"> </span>which<span class="_ _1" /> <span class="_ _22"> </span>defines <span class="_ _2a"> </span>the <span class="_ _22"> </span>requ<span class="_ _1" />irements <span class="_ _22"> </span>for <span class="_ _21"> </span>impleme<span class="_ _1" />ntation, </div><div class="t m0 x37 h2 y425 ff1 fs0 fc0 sc0 ls0 ws0">maintenance and c<span class="_ _1" />ontinuous improv<span class="_ _1" />ement o<span class="_ _1" />f information secur<span class="_ _1" />ity managem<span class="_ _1" />ent systems.<span class="_ _1" /> </div><div class="t m0 x3d h2 y426 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We follow fair co<span class="_ _1" />mpetition rules.<span class="_ _1" /> </span></div><div class="t m0 x3d h2 y427 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1" />are <span class="_ _13" />active <span class="_ _13" />members <span class="_ _13" />in <span class="_ _1" />instituti<span class="_ _1" />ons <span class="_ _1" />and <span class="_ _13" />organizatio<span class="_ _1" />ns <span class="_ _1" /> <span class="_ _13" />(INTERFERRY, <span class="_ _13" />Greek <span class="_ _13" />Shipowners <span class="_ _13" />Association </span></div><div class="t m0 x37 h2 y428 ff1 fs0 fc0 sc0 ls0 ws0">for Passenger Ships (S<span class="_ _1" />EEN), Helle<span class="_ _1" />nic Chamber of Sh<span class="_ _1" />ipping (HCS).<span class="_ _1" /> </div><div class="t m0 x3d h2 y429 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _13" />have <span class="_ _13" />set <span class="_ _13" />up <span class="_ _3e" />organizati<span class="_ _1" />onal <span class="_ _13" />structures <span class="_ _13" />to <span class="_ _13" />manage <span class="_ _3e" />responsible <span class="_ _13" />operations <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />collect <span class="_ _13" />data <span class="_ _13" />to <span class="_ _13" />evaluate </span></div><div class="t m0 x37 h2 y42a ff1 fs0 fc0 sc0 ls0 ws0">our performance.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">43</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h2 y42b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1a" />have <span class="_ _3e" />deve<span class="_ _1" />loped <span class="_ _3e" /> <span class="_ _3e" />S<span class="_ _1" />ustainable <span class="_ _3e" />Dev<span class="_ _1" />elopment <span class="_ _3e" />Po<span class="_ _1" />licy <span class="_ _3e" />that <span class="_ _1a" />outlines <span class="_ _3e" />o<span class="_ _1" />ur <span class="_ _3e" />principl<span class="_ _1" />es <span class="_ _3e" />regarding <span class="_ _1a" />sustainable </span></div><div class="t m0 x3c h2 y42c ff1 fs0 fc0 sc0 ls0 ws0">development and ma<span class="_ _1" />nagement of soci<span class="_ _1" />al, environme<span class="_ _1" />ntal and <span class="_ _1" />governance issues (<span class="_ _1" />ESG).<span class="_ _1" /> </div><div class="t m0 x40 h2 y42d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span> We apply certif<span class="_ _1" />ied busines<span class="_ _1" />s Management Sys<span class="_ _1" />tems. </span></div><div class="t m0 x40 h2 y42e ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1a" />have <span class="_ _1b" />compiled <span class="_ _1a" />a<span class="_ _1" /> <span class="_ _1a" />Framework<span class="_ _1" /> <span class="_ _1a" />for <span class="_ _1a" />Res<span class="_ _1" />ponsibility <span class="_ _1a" />a<span class="_ _1" />nd <span class="_ _1a" />Sustainabl<span class="_ _1" />e <span class="_ _1a" />Development, <span class="_ _1b" />arising <span class="_ _1a" />from<span class="_ _1" /> <span class="_ _1a" />internal </span></div><div class="t m0 x3c h2 y42f ff1 fs0 fc0 sc0 ls0 ws0">analysis  and <span class="_ _24"> </span>dia<span class="_ _1" />logue  with  the <span class="_ _24"> </span>Social  Partners,  in  order <span class="_ _24"> </span>to <span class="_ _2f"> </span>organize  more  effectively  the  i<span class="_ _3" />ssues  of </div><div class="t m0 x3c h2 y430 ff1 fs0 fc0 sc0 ls0 ws0">responsible operation a<span class="_ _1" />nd manage them in a <span class="_ _1" />meaningful and<span class="_ _1" /> sys<span class="_ _1" />tematic way.<span class="_ _1" /> </div><div class="t m0 x40 h2 y431 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _3" />recognize <span class="_ _3" /> <span class="_ _b" />th<span class="_ _1" />at <span class="_ _3" />social <span class="_ _3" />partners <span class="_ _3" />need <span class="_ _3" />greater <span class="_ _3" />transparency and <span class="_ _b" />evaluation of <span class="_ _b" />our performance <span class="_ _b" />and focus </span></div><div class="t m0 x3c h2 y432 ff1 fs0 fc0 sc0 ls0 ws0">on <span class="_ _26"> </span>present<span class="_ _1" />ing <span class="_ _26"> </span>as <span class="_ _36"> </span>many <span class="_ _36"> </span>quantitative <span class="_ _36"> </span>indicators <span class="_ _36"> </span>and <span class="_ _26"> </span>targ<span class="_ _1" />ets <span class="_ _26"> </span>as <span class="_ _26"> </span>p<span class="_ _1" />ossible <span class="_ _36"> </span>in <span class="_ _26"> </span>the <span class="_ _36"> </span>Annual <span class="_ _36"> </span>Corporate </div><div class="t m0 x3c h2 y433 ff1 fs0 fc0 sc0 ls0 ws0">Responsibility Report.<span class="_ _1" /> </div><div class="t m0 x14 h2 y434 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y435 ff2 fs0 fc0 sc0 ls0 ws0">Addressing ethics<span class="_ _1" />, transparency an<span class="_ _1" />d corruption iss<span class="_ _1" />ues<span class="_ _1" /> </div><div class="t m0 x40 h2 y436 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1" />apply <span class="_ _1" />the <span class="_ _1" />Code <span class="_ _1" />of <span class="_ _1" />Eth<span class="_ _1" />ics &amp; <span class="_ _1" />Profess<span class="_ _1" />ional <span class="_ _1" />Conduct, <span class="_ _1" />which <span class="_ _1" />includes <span class="_ _13" />t<span class="_ _1" />he <span class="_ _1" />acceptance <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />10 <span class="_ _1" />Princ<span class="_ _1" />iples </span></div><div class="t m0 x3c h2 y437 ff1 fs0 fc0 sc0 ls0 ws0">of the United Nations<span class="_ _1" /> Global Compact, and h<span class="_ _1" />as been communicat<span class="_ _1" />ed to all our <span class="_ _1" />of<span class="_ _1" /> our onshore e<span class="_ _1" />mployees. <span class="_ _1" /> </div><div class="t m0 x3d h2 y438 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1a" />have <span class="_ _3e" />pr<span class="_ _1" />epared <span class="_ _1a" />and <span class="_ _3e" />p<span class="_ _1" />ut <span class="_ _3e" />in <span class="_ _1a" />place <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />E<span class="_ _1" />mployee <span class="_ _3e" />Gu<span class="_ _1" />idebook <span class="_ _3e" />wh<span class="_ _1" />ich <span class="_ _3e" />we <span class="_ _1a" />disclos<span class="_ _1" />ed <span class="_ _1a" />to <span class="_ _3e" />all <span class="_ _1b" /><span class="ls2">of <span class="_ _1a" /></span>our <span class="_ _1a" />offsh<span class="_ _1" />ore </span></div><div class="t m0 x37 h2 y439 ff1 fs0 fc0 sc0 ls0 ws0">employees. </div><div class="t m0 x14 h2 y43a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1" />respect <span class="_ _1" />the <span class="_ _1" />Internation<span class="_ _1" />al <span class="_ _1" />Human <span class="_ _1" />Rights <span class="_ _1" />Principles<span class="_ _1" /> c<span class="_ _1" />ontained <span class="_ _1" />in, in<span class="_ _1" />ter a<span class="_ _1" />lia, the<span class="_ _1" /> Interna<span class="_ _1" />tional <span class="_ _1" />Declaration<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y43b ff1 fs0 fc0 sc0 ls0 ws0">of Human <span class="_ _1" />Rights <span class="_ _1" />and th<span class="_ _1" />e ten <span class="_ _1" />principles <span class="_ _1" />of t<span class="_ _1" />he UN <span class="_ _1" />Global C<span class="_ _1" />ompact, t<span class="_ _1" />o which <span class="_ _1" />we <span class="_ _1" />are a <span class="_ _1" />signatory, <span class="_ _1" />as <span class="_ _1" />well as </div><div class="t m0 x27 h2 y43c ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _2e"> </span>the <span class="_ _26"> </span>Maritime <span class="_ _2e"> </span>Labor<span class="_ _1" /> <span class="_ _2e"> </span>Convent<span class="_ _1" />ion <span class="_ _2e"> </span>(MLC)<span class="_ _1" />, <span class="_ _2e"> </span>to <span class="_ _26"> </span>which <span class="_ _2e"> </span>we <span class="_ _2e"> </span>h<span class="_ _1" />ave <span class="_ _26"> </span>acceded <span class="_ _2e"> </span>and<span class="_ _13" /> <span class="_ _2e"> </span>we <span class="_ _2e"> </span>mo<span class="_ _1" />nitor <span class="_ _26"> </span>its <span class="_ _2f"> </span>c<span class="_ _1" />orrect </div><div class="t m0 x27 h2 y43d ff1 fs0 fc0 sc0 ls0 ws0">implementation.<span class="_ _1" /> </div><div class="t m0 x14 h2 y43e ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We have<span class="_ _1" /> signed the <span class="_ _1" />European Enterpr<span class="_ _1" />ise Manifesto<span class="_ _1" /> 2020, part of th<span class="_ _1" />e joint init<span class="_ _1" />iative <span class="_ _1" /><span class="ff6">‘</span>Ent<span class="_ _1" />erprise 2020<span class="_ _1" /><span class="ff6">’</span> of the </span></div><div class="t m0 x27 h2 y43f ff1 fs0 fc0 sc0 ls0 ws0">Hellenic <span class="_ _1a" />Netw<span class="_ _1" />ork <span class="_ _1b" />for <span class="_ _1a" />Corp<span class="_ _1" />orate <span class="_ _1b" />Social <span class="_ _1a" />R<span class="_ _1" />esponsibility <span class="_ _1b" />(CSR <span class="_ _1a" />He<span class="_ _1" />llas), <span class="_ _1b" />the <span class="_ _1a" />Eur<span class="_ _1" />opean <span class="_ _1a" />B<span class="_ _1" />usiness <span class="_ _1b" />Network <span class="_ _1b" />for </div><div class="t m0 x27 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">Corporate <span class="_ _24"> </span>Socia<span class="_ _1" />l <span class="_ _23"> </span>Res<span class="_ _1" />ponsibility <span class="_ _24"> </span>(CSR  Europe) <span class="_ _24"> </span>and <span class="_ _24"> </span>42 <span class="_ _24"> </span>CSR <span class="_ _24"> </span>Netw<span class="_ _1" />orks <span class="_ _24"> </span>across  E<span class="_ _3" />urope. <span class="_ _24"> </span>The  Manifesto </div><div class="t m0 x27 h2 y440 ff1 fs0 fc0 sc0 ls0 ws0">promotes cooperation <span class="_ _1" />and initiatives in three<span class="_ _1" /> strategic areas<span class="_ _1" />:<span class="_ _1" /> </div><div class="t m0 x46 h2 y441 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>Enhance employability a<span class="_ _1" />nd social inclusion.<span class="_ _1" /> </span></div><div class="t m0 x46 h2 y442 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>Promote new sustainable p<span class="_ _1" />roduction and cons<span class="_ _1" />umption methods, a<span class="_ _1" />s w<span class="_ _1" />ell as impro<span class="_ _1" />ve living conditions.<span class="_ _13" /> </span></div><div class="t m0 x46 h2 y443 ffb fs0 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _33"> </span>Increase transparenc<span class="_ _1" />y and respect for h<span class="_ _1" />uman rights.<span class="_ _1" /> </span></div><div class="t m0 x40 h2 y444 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We  have  developed  Investment  Ethics  Code  undertaking  the  relevant  commitments  (eg  integrity  in </span></div><div class="t m0 x3c h2 y445 ff1 fs0 fc0 sc0 ls0 ws0">business <span class="_ _24"> </span>relations<span class="_ _1" />hips, <span class="_ _24"> </span>due <span class="_ _24"> </span>diligenc<span class="_ _1" />e <span class="_ _24"> </span>analysis  of <span class="_ _23"> </span>hu<span class="_ _1" />man <span class="_ _23"> </span>r<span class="_ _1" />ights,  labor  rights <span class="_ _24"> </span>and <span class="_ _24"> </span>environ<span class="_ _1" />mental <span class="_ _24"> </span>legal </div><div class="t m0 x3c h2 y446 ff1 fs0 fc0 sc0 ls0 ws0">compliance) and inv<span class="_ _1" />est in organizations t<span class="_ _1" />hat me<span class="_ _1" />et the defined criteri<span class="_ _1" />a. </div><div class="t m0 x40 h2 y2a8 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We <span class="_ _1" />a<span class="_ _1" />pply <span class="_ _13" />the <span class="_ _1" />Anti<span class="_ _1" />-Corruption <span class="_ _13" />Regulation, <span class="_ _13" />which <span class="_ _13" />includes <span class="_ _13" />the <span class="_ _1" />basic <span class="_ _13" />practices <span class="_ _13" />of <span class="_ _13" />professional <span class="_ _3e" />integri<span class="_ _1" />ty <span class="_ _1" />an<span class="_ _1" />d </span></div><div class="t m0 x3c h2 y412 ff1 fs0 fc0 sc0 ls0 ws0">business ethics.<span class="_ _1" /> </div><div class="t m0 x3d h2 y447 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Within the c<span class="_ _1" />ontext of our eff<span class="_ _1" />orts to combat and<span class="_ _1" /> eradicate corruption,<span class="_ _1" /> we have accepted <span class="_ _1" />and signed the UN<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y448 ff1 fs0 fc0 sc0 ls0 ws0">Global <span class="_ _13" />Compact<span class="ff6">’</span><span class="ls1a">s <span class="_ _13" /></span><span class="ff6">‘</span>Call <span class="_ _13" />for <span class="_ _13" />Action<span class="_ _1" /><span class="ff6">’</span> <span class="_ _13" />initiative <span class="_ _13" />and<span class="_ _1" /> <span class="_ _13" />commit <span class="_ _13" />to <span class="_ _13" />implem<span class="_ _1" />ent <span class="_ _13" />policies <span class="_ _13" />and <span class="_ _13" />prac<span class="_ _1" />tices <span class="_ _13" />to <span class="_ _13" />effective<span class="_ _1" />l<span class="_ _1" /><span class="ls1a">y </span></div><div class="t m0 x37 h2 y449 ff1 fs0 fc0 sc0 ls0 ws0">tackle corruption inc<span class="_ _1" />idents.<span class="_ _1" /> </div><div class="t m0 x40 h2 y44a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>We have <span class="_ _b" />develope<span class="_ _1" />d <span class="_ _b" />a<span class="_ _1" /> <span class="_ _3" />Whistleblow<span class="_ _1" />ing <span class="_ _3" />Procedure,  <span class="_ _b" />to ensure <span class="_ _b" />that every <span class="_ _b" />Soc<span class="_ _1" />ial <span class="_ _3" />Partner can <span class="_ _b" />report - <span class="_ _3" />by <span class="_ _3" />name </span></div><div class="t m0 x3c h2 y44b ff1 fs0 fc0 sc0 ls0 ws0">or <span class="_ _13" />anonymously <span class="_ _13" /><span class="ff6">–</span> <span class="_ _13" />a <span class="_ _13" />pot<span class="_ _1" />ential <span class="_ _13" />violation <span class="_ _13" />of <span class="_ _13" />corporat<span class="_ _1" />e <span class="_ _13" />policies, <span class="_ _13" />procedures <span class="_ _3e" />or <span class="_ _13" />legislation. <span class="_ _13" />All <span class="_ _13" />the <span class="_ _13" />comp<span class="_ _1" />laints </div><div class="t m0 x3c h2 y44c ff6 fs0 fc0 sc0 ls0 ws0">are <span class="_ _13" />collect<span class="_ _1" />ed <span class="_ _13" />and <span class="_ _3e" />process<span class="_ _1" />ed <span class="_ _13" /> <span class="_ _13" />by <span class="_ _3e" />the <span class="_ _3e" />Group’s <span class="_ _13" />T<span class="_ _1" />ransparency<span class="_ _1" /> <span class="_ _13" />Committee <span class="_ _1b"> </span><span class="ff1 ls1b">wi<span class="ls0">th <span class="_ _13" />confidentia<span class="_ _1" />lity <span class="_ _13" />regardin<span class="_ _1" />g <span class="_ _13" />the </span></span></div><div class="t m0 x3c h2 y44d ff1 fs0 fc0 sc0 ls0 ws0">collection and processin<span class="_ _1" />g of personal data<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x14 h2 y211 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w1a h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">44</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">Risks related to sust<span class="_ _1" />ainable dev<span class="_ _1" />elopment issues<span class="_ _1" /> </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />modern <span class="_ _13" />business<span class="_ _1" /> <span class="_ _1" />environment <span class="_ _13" />is <span class="_ _1" />charac<span class="_ _1" />terized <span class="_ _1" />by<span class="_ _1" /> <span class="_ _1" />v<span class="_ _1" />arious <span class="_ _1" />risks<span class="_ _1" />: <span class="_ _1" />financia<span class="_ _1" />l <span class="_ _1" />and <span class="_ _13" />non<span class="_ _1" />-fi<span class="_ _1" />nancial. <span class="_ _13" />Non-financia<span class="_ _1" />l </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">risks, related to sust<span class="_ _1" />ainable development<span class="_ _1" /> issues, pertai<span class="_ _1" />n to the Group's operat<span class="_ _1" />ions and constitute <span class="_ _1" />a compone<span class="_ _1" />nt </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _3e" />broader <span class="_ _3e" />fram<span class="_ _1" />ework <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />ann<span class="_ _1" />ual <span class="_ _3e" />mo<span class="_ _1" />nitoring, <span class="_ _3e" />ev<span class="_ _1" />aluation <span class="_ _3e" />and <span class="_ _3e" />managem<span class="_ _1" />ent <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Gr<span class="_ _1" />oup's <span class="_ _3e" />risks. <span class="_ _3e" />Thes<span class="_ _1" />e </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">risks <span class="_ _13" />are <span class="_ _3e" />identified, <span class="_ _3e" />recorde<span class="_ _1" />d, <span class="_ _13" />evaluated<span class="_ _1" /> <span class="_ _13" />and <span class="_ _3e" />prioritized<span class="_ _1" /> <span class="_ _13" />in <span class="_ _13" />ord<span class="_ _1" />er <span class="_ _13" />to <span class="_ _3e" />minimize <span class="_ _3e" />the <span class="_ _3e" />potential <span class="_ _3e" />adverse <span class="_ _3e" />effects <span class="_ _1b" />tha<span class="_ _1" />t </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls19 ws0">may<span class="ls0"> <span class="_ _3e" />occ<span class="_ _1" />ur. <span class="_ _3e" />In <span class="_ _3e" />a<span class="_ _1" />ddition, <span class="_ _3e" />the<span class="_ _1" />y <span class="_ _3e" />are <span class="_ _3e" />i<span class="_ _1" />ncluded <span class="_ _3e" />in <span class="_ _1a" />the <span class="_ _3e" />R<span class="_ _1" />isk <span class="_ _3e" />Register <span class="_ _1a" />prepared <span class="_ _1b" />by <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />Group <span class="_ _3e" />o<span class="_ _1" />n <span class="_ _3e" />an <span class="_ _3e" />a<span class="_ _1" />nnual <span class="_ _3e" />bas<span class="_ _1" />is <span class="_ _3e" />to<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">ensure that the risks are s<span class="_ _1" />ystematical<span class="_ _1" />ly monitored and the d<span class="_ _1" />ecisions are made o<span class="_ _1" />n how to mana<span class="_ _1" />ge them.<span class="_ _13" /> </div><div class="t m0 x14 h3 y1ea ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y2d2 ff2 fs0 fc0 sc0 ls0 ws0">Non-financial pe<span class="_ _1" />rformance indicators 2<span class="_ _1" />021 </div><div class="t m0 x14 h2 y359 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />followi<span class="_ _1" />ng <span class="_ _b" />table <span class="_ _3" />indicatively <span class="_ _3" />presents <span class="_ _3" />Attica <span class="_ _b" />Group <span class="_ _3" />key <span class="_ _b" />non<span class="_ _1" />-<span class="_ _1" />financial <span class="_ _b" />perf<span class="_ _1" />ormance <span class="_ _3" />indicators for <span class="_ _b" />the <span class="_ _b" />fiscal <span class="_ _3" />year<span class="_ _1" /> </div><div class="t m0 x14 h2 y35a ff1 fs0 fc0 sc0 ls0 ws0">2021. <span class="_ _23"> </span>A<span class="_ _1" />ll <span class="_ _23"> </span>the <span class="_ _24"> </span>non<span class="_ _1" />-financial <span class="_ _24"> </span>performance  i<span class="_ _3" />ndicators <span class="_ _24"> </span>of <span class="_ _24"> </span>the <span class="_ _24"> </span>Group  in <span class="_ _23"> </span>2<span class="_ _1" />021 <span class="_ _23"> </span>rec<span class="_ _1" />orded <span class="_ _23"> </span>in <span class="_ _24"> </span>the <span class="_ _24"> </span>annua<span class="_ _1" />lly <span class="_ _24"> </span>issued<span class="_ _1" /> </div><div class="t m0 x14 h2 y35b ff1 fs0 fc0 sc0 ls0 ws0">Corporate Responsi<span class="_ _1" />bility Report, <span class="_ _1" />based on the G<span class="_ _1" />lobal Reporting gu<span class="_ _1" />idelines Initiati<span class="_ _1" />ve Standards.<span class="_ _1" /> </div></div><div class="c x14 y44e w1b h15"><div class="t m0 x1f h3 y213 ff2 fs0 fc0 sc0 ls0 ws0">Non-financial <span class="_ _1" />Performance Indicators  <span class="_ _1" /> </div></div><div class="c x47 y44e w1c h15"><div class="t m0 x48 h3 y213 ff2 fs0 fc0 sc0 ls2 ws0">2021<span class="ls0"> </span></div></div><div class="c x2b y44e w1c h15"><div class="t m0 x48 h3 y213 ff2 fs0 fc0 sc0 ls2 ws0">2020<span class="ls0"> </span></div></div><div class="c x14 y44f w1b h17"><div class="t m0 x1f h2 y217 ff6 fs0 fc0 sc0 ls0 ws0">Social contribution (€)  <span class="_ _1" /><span class="ff1"> </span></div></div><div class="c x47 y44f w1c h17"><div class="t m0 x49 h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">1.6 mln </div></div><div class="c x2b y44f w1c h17"><div class="t m0 x49 h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">1.3 mln </div></div><div class="c x14 y450 w1b h1e"><div class="t m0 x1f h2 y278 ff1 fs0 fc0 sc0 ls0 ws0">Acquisition costs regardi<span class="_ _1" />ng domestic supp<span class="_ _1" />liers (%)  <span class="_ _1" /> </div></div><div class="c x47 y450 w1c h1e"><div class="t m0 x49 h2 y278 ff1 fs0 fc0 sc0 ls0 ws0">87.28% </div></div><div class="c x2b y450 w1c h1e"><div class="t m0 x4a h2 y278 ff1 fs0 fc0 sc0 ls2 ws0">85.6%<span class="ls0"> </span></div></div><div class="c x14 y451 w1b h15"><div class="t m0 x1f h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">Training hours (hours<span class="_ _1" />)  </div></div><div class="c x47 y451 w1c h15"><div class="t m0 x4b h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">10,188 </div></div><div class="c x2b y451 w1c h15"><div class="t m0 x4b h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">11,064 </div></div><div class="c x14 y452 w1b h15"><div class="t m0 x1f h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">Loyalty &amp; Rewards <span class="_ _1" />Program Members (n<span class="_ _1" />umber)  <span class="_ _1" /> </div></div><div class="c x47 y452 w1c h15"><div class="t m0 x4c h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">474,924 </div></div><div class="c x2b y452 w1c h15"><div class="t m0 x4c h2 y213 ff1 fs0 fc0 sc0 ls0 ws0">406,733 </div></div><div class="c x14 y453 w1b h17"><div class="t m0 x1f h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">Energy Consumpt<span class="_ _1" />ion (GJ)  <span class="_ _1" /> </div></div><div class="c x47 y453 w1c h17"><div class="t m0 x4d h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">11,403,949 </div></div><div class="c x2b y453 w1c h17"><div class="t m0 x4d h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">10,564,898 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h2 y454 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h25 y455 ff4 fs0 fc0 sc0 ls0 ws0">The Group's performanc<span class="_ _1" />e in ESG matters will be ana<span class="_ _1" />lytically recorded in Attica Gr<span class="_ _1" />oup Corpora<span class="_ _1" />t<span class="_ _1" />e Responsibility </div><div class="t m0 x14 h25 y456 ff4 fs0 fc0 sc0 ls0 ws0">Report 2021.<span class="_ _1" /> </div><div class="t m0 x14 h25 y457 ff4 fs0 fc0 sc0 ls0 ws0">All <span class="_ _3a"> </span>the <span class="_ _3a"> </span><span class="ffe">C<span class="_ _1" />orporate <span class="_ _32"> </span>Responsibility <span class="_ _3a"> </span>R<span class="_ _1" />eports <span class="_ _3a"> </span>pub<span class="_ _1" />lished <span class="_ _3a"> </span>so <span class="_ _3a"> </span>far <span class="_ _32"> </span>are <span class="_ _3a"> </span>ava<span class="_ _1" />ilable <span class="_ _3a"> </span>on<span class="_ _1" /> <span class="_ _3a"> </span>the <span class="_ _3a"> </span>Group’s <span class="_ _32"> </span>website<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y458 ff4 fs0 fc0 sc0 ls0 ws0">(<span class="fca">https://www.attica<span class="_ _1" />-group.c<span class="_ _1" />om/el/</span>).<span class="ff1"> </span></div><div class="t m0 x14 h2 y459 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y45a ff2 fs0 fc0 sc0 ls0 ws0">DISCLOSURES UNDER<span class="_ _1" /> ARTICLE 8 O<span class="_ _1" />F TAXONOMY REGUL<span class="_ _1" />ATION (EU 2020/<span class="_ _1" />852)<span class="_ _1" /> </div><div class="t m0 x14 h2 y45b ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />EU <span class="_ _3e" />Taxono<span class="_ _1" />my <span class="_ _13" />is <span class="_ _3e" />a <span class="_ _13" />cla<span class="_ _1" />ssification <span class="_ _13" />sys<span class="_ _1" />tem, <span class="_ _13" />of <span class="_ _3e" />activities <span class="_ _13" />t<span class="_ _1" />hat <span class="_ _13" />can <span class="_ _3e" />under <span class="_ _3e" />certain <span class="_ _3e" />conditio<span class="_ _1" />ns <span class="_ _13" />be <span class="_ _13" />c<span class="_ _1" />onsidered <span class="_ _13" />a<span class="_ _1" />s </div><div class="t m0 x14 h2 y45c ff1 fs0 fc0 sc0 ls0 ws0">environmentally s<span class="_ _1" />ustainable <span class="_ _1" />or as ac<span class="_ _1" />tivities that enab<span class="_ _1" />le the transi<span class="_ _1" />tion to e<span class="_ _1" />nvironmental s<span class="_ _1" />ustainability. Und<span class="_ _1" />er the </div><div class="t m0 x14 h2 y45d ff1 fs0 fc0 sc0 ls0 ws0">Taxonomy <span class="_ _1" />regulation, <span class="_ _1" />c<span class="_ _1" />ompanies <span class="_ _1" />and <span class="_ _13" />orga<span class="_ _1" />nizations <span class="_ _1" />c<span class="_ _1" />an <span class="_ _1" />attract <span class="_ _1" />funds <span class="_ _1" />to <span class="_ _1" />d<span class="_ _1" />evelop <span class="_ _1" />their <span class="_ _1" />sus<span class="_ _1" />tainable <span class="_ _1" />activities <span class="_ _13" />as </div><div class="t m0 x14 h2 y45e ff1 fs0 fc0 sc0 ls0 ws0">well as <span class="_ _b" />expa<span class="_ _1" />nd <span class="_ _3" />them further, <span class="_ _3" />provided they <span class="_ _3" />meet certain criteria. <span class="_ _b" />The compliance with <span class="_ _3" />these <span class="_ _3" />criteri<span class="_ _1" />a <span class="_ _3" />is <span class="_ _3" />monitored<span class="_ _1" /> </div><div class="t m0 x14 h2 y45f ff1 fs0 fc0 sc0 ls0 ws0">continuously <span class="_ _3" />and <span class="_ _b" />reported <span class="_ _b" />o<span class="_ _1" />n <span class="_ _b" />an <span class="_ _3" />annual <span class="_ _b" />basis, <span class="_ _3" />included <span class="_ _3" />in <span class="_ _b" />the <span class="_ _b" />non<span class="_ _1" />-f<span class="_ _1" />inancial <span class="_ _b" />sec<span class="_ _1" />tion <span class="_ _b" />of <span class="_ _b" />the <span class="_ _3" />annual <span class="_ _b" />financ<span class="_ _1" />ial <span class="_ _b" />repor<span class="_ _1" />t. </div><div class="t m0 x14 h2 y460 ff1 fs0 fc0 sc0 ls0 ws0">As part <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />report<span class="_ _1" />ing pro<span class="_ _1" />cess, <span class="_ _1" />the <span class="_ _1" />Group <span class="_ _1" />disclosures <span class="_ _1" />in <span class="_ _1" />the <span class="_ _1" />following <span class="_ _1" />section <span class="_ _1" />the <span class="_ _1" />key <span class="_ _1" />perform<span class="_ _1" />ance <span class="_ _1" />indicators </div><div class="t m0 x14 h2 y461 ff1 fs0 fc0 sc0 ls0 ws0">relating to Taxonomy<span class="_ _1" />-eligible activi<span class="_ _1" />ties for 2021:<span class="_ _1" /> </div></div><span class="d m1" /></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">45</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y462 w1d h26"><div class="t m0 x1f h3 y463 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y462 w1e h26"><div class="t m0 x4f h3 y463 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x21 y462 w1f h26"><div class="t m0 x49 h3 y463 ff2 fs0 fc0 sc0 ls0 ws0">Eligible </div></div><div class="c x50 y462 w20 h26"><div class="t m0 x51 h3 y463 ff2 fs0 fc0 sc0 ls0 ws0">Non-<span class="ff1"> </span>eligible<span class="_ _1" /> </div></div><div class="c x14 y1e7 w1d h27"><div class="t m0 x1f h3 y464 ff2 fs0 fc0 sc0 ls0 ws0">Turnover </div></div><div class="c x4e y1e7 w1e h27"><div class="t m0 x52 h3 y1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x21 y1e7 w1f h27"><div class="t m0 x4b h3 y464 ff2 fs0 fc0 sc0 ls0 ws0">96.69% </div></div><div class="c x50 y1e7 w20 h27"><div class="t m0 x30 h3 y464 ff2 fs0 fc0 sc0 ls0 ws0">3.31% </div></div><div class="c x14 y465 w1d h28"><div class="t m0 x1f h3 y466 ff2 fs0 fc0 sc0 ls0 ws0">CapEx </div></div><div class="c x4e y465 w1e h28"><div class="t m0 x52 h3 y1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x21 y465 w1f h28"><div class="t m0 x4b h3 y466 ff2 fs0 fc0 sc0 ls0 ws0">96.29% </div></div><div class="c x50 y465 w20 h28"><div class="t m0 x30 h3 y466 ff2 fs0 fc0 sc0 ls0 ws0">3.71% </div></div><div class="c x14 y467 w1d h27"><div class="t m0 x1f h3 y464 ff2 fs0 fc0 sc0 ls0 ws0">OpEx </div></div><div class="c x4e y467 w1e h27"><div class="t m0 x52 h3 y1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x21 y467 w1f h27"><div class="t m0 x4b h3 y464 ff2 fs0 fc0 sc0 ls0 ws0">95.17% </div></div><div class="c x50 y467 w20 h27"><div class="t m0 x30 h3 y464 ff2 fs0 fc0 sc0 ls0 ws0">4.83% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h2 y468 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h9 y469 ff2 fs0 fc0 sc0 ls0 ws0">Qualitative information<span class="_ _1" /><span class="ff7 fs1"> </span></div><div class="t m0 x14 h2 y46a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y46b ff2 fs0 fc0 sc0 ls0 ws0">Accounting Policy<span class="_ _1" /> </div><div class="t m0 x14 h2 y46c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />figures presented <span class="_ _b" />in <span class="_ _b" />t<span class="_ _1" />his <span class="_ _3" />report <span class="_ _b" />have <span class="_ _3" />been <span class="_ _b" />c<span class="_ _1" />alculated <span class="_ _b" />a<span class="_ _1" />nd <span class="_ _b" />are <span class="_ _3" />presented <span class="_ _3" />in <span class="_ _b" />acc<span class="_ _1" />ordance <span class="_ _3" />with <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />Interna<span class="_ _1" />tional </div><div class="t m0 x14 h2 y46d ff1 fs0 fc0 sc0 ls0 ws0">Financial <span class="_ _1" />Reporting <span class="_ _1" />Stan<span class="_ _1" />dards <span class="_ _1" />(IFRS) <span class="_ _13" />that <span class="_ _1" />have <span class="_ _1" />been <span class="_ _1" />is<span class="_ _1" />sued by <span class="_ _13" />the Int<span class="_ _1" />ernational <span class="_ _1" />Acc<span class="_ _1" />ounting <span class="_ _1" />Standards <span class="_ _1" />Board<span class="_ _1" /> </div><div class="t m0 x14 hb y46e ff6 fs0 fc0 sc0 ls0 ws0">(IASB) <span class="_ _3e" />an<span class="_ _1" />d <span class="_ _3e" />t<span class="_ _1" />heir <span class="_ _3e" />int<span class="_ _1" />erpretations. <span class="_ _1a" />Their <span class="_ _1a" />prep<span class="_ _1" />aration <span class="_ _1a" />requires <span class="_ _1a" />est<span class="_ _1" />imations <span class="_ _1a" />during <span class="_ _1a" />the <span class="_ _1a" />application <span class="_ _1a" />of <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _3e" />Gro<span class="_ _1" />up’s </div><div class="t m0 x14 h2 y451 ff1 fs0 fc0 sc0 ls0 ws0">accounting <span class="_ _23"> </span>princi<span class="_ _1" />ples. <span class="_ _23"> </span>Imp<span class="_ _1" />ortant <span class="_ _23"> </span>admissions <span class="_ _24"> </span>are <span class="_ _23"> </span>pre<span class="_ _1" />sented <span class="_ _23"> </span>wherever <span class="_ _24"> </span>it <span class="_ _23"> </span>has <span class="_ _24"> </span>b<span class="_ _1" />een <span class="_ _23"> </span>j<span class="_ _1" />udged <span class="_ _23"> </span>ap<span class="_ _1" />propriate. <span class="_ _23"> </span>The<span class="_ _1" /> </div><div class="t m0 x14 h2 y46f ff1 fs0 fc0 sc0 ls0 ws0">accounting principles<span class="_ _1" /> used in the preparatio<span class="_ _1" />n of the table presente<span class="_ _1" />d above are outl<span class="_ _1" />ined in Note 2.<span class="_ _13" /> </div><div class="t m0 x14 h2 y470 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />current <span class="_ _3e" />sec<span class="_ _1" />tion <span class="_ _3e" />is <span class="_ _3e" />included <span class="_ _3e" />in <span class="_ _1a" />the <span class="_ _3e" />Non<span class="_ _1" />-Financial <span class="_ _3e" />I<span class="_ _1" />nformation <span class="_ _3e" />Rep<span class="_ _1" />ort <span class="_ _3e" />for <span class="_ _3e" />the <span class="_ _3e" />fir<span class="_ _1" />st <span class="_ _3e" />time, <span class="_ _3e" />as <span class="_ _3e" />stipulated <span class="_ _1a" />in <span class="_ _3e" />EU<span class="_ _1" /> </div><div class="t m0 x14 h2 y471 ff1 fs0 fc0 sc0 ls0 ws0">Regulation  2020/8<span class="ff6">52.  The  information  presented  herein  abide  by  the <span class="_ _24"> </span>Regulat<span class="_ _1" />ion’s  requirements  and  the </span></div><div class="t m0 x14 h2 y472 ff1 fs0 fc0 sc0 ls0 ws0">Delegated <span class="_ _23"> </span>Acts <span class="_ _1c"> </span>issued <span class="_ _1c"> </span>as <span class="_ _23"> </span>of <span class="_ _1b" />the <span class="_ _23"> </span>time <span class="_ _1c"> </span>of <span class="_ _23"> </span>this <span class="_ _1c"> </span>publication. <span class="_ _1c"> </span>T<span class="_ _1" />he <span class="_ _1c"> </span>related <span class="_ _1c"> </span>g<span class="_ _1" />uidelines <span class="_ _1c"> </span>hav<span class="_ _1" />e <span class="_ _1c"> </span>a <span class="_ _1c"> </span>relative <span class="_ _23"> </span>margin <span class="_ _1c"> </span>of<span class="_ _1" /> </div><div class="t m0 x14 h2 y473 ff1 fs0 fc0 sc0 ls0 ws0">interpretation and are constantly evolving to adjust to the <span class="_ _3" />needs<span class="_ _1" /> of the process. The Group pays <span class="_ _3" />close attention<span class="_ _1" /> </div><div class="t m0 x14 h2 y474 ff1 fs0 fc0 sc0 ls0 ws0">to the relat<span class="_ _1" />ed develop<span class="_ _1" />ments and wi<span class="_ _1" />ll adjust <span class="_ _1" />its appro<span class="_ _1" />ach accordingly <span class="_ _1" />regarding t<span class="_ _1" />he ass<span class="_ _1" />umptions and <span class="_ _1" />applicable<span class="_ _1" /> </div><div class="t m0 x14 h2 y475 ff1 fs0 fc0 sc0 ls0 ws0">methodology. <span class="_ _1" />For <span class="_ _1" />the <span class="_ _1" />first <span class="_ _1" />r<span class="_ _1" />eporting <span class="_ _1" />period <span class="_ _1" />(FY2021) <span class="_ _1" />the <span class="_ _1" />reporting <span class="_ _1" />ob<span class="_ _1" />ligations c<span class="_ _1" />over <span class="_ _1" />only <span class="_ _1" />the <span class="_ _1" />Key <span class="_ _1a" />Performan<span class="_ _1" />ce </div><div class="t m0 x14 h2 y476 ff1 fs0 fc0 sc0 ls0 ws0">Indicators <span class="_ _3e" />(KPIs) <span class="_ _3e" />of <span class="_ _13" />turnov<span class="_ _1" />er, <span class="_ _3e" />capital <span class="_ _13" />expe<span class="_ _1" />nditure <span class="_ _13" />(<span class="_ _1" />CapEx) <span class="_ _3e" />and <span class="_ _13" />op<span class="_ _1" />erational <span class="_ _13" />ex<span class="_ _1" />penditure <span class="_ _3e" />(OpEx) <span class="_ _3e" />as <span class="_ _3e" />well <span class="_ _13" />as <span class="_ _3e" />the </div><div class="t m0 x14 h2 y477 ff1 fs0 fc0 sc0 ls0 ws0">accompanying informa<span class="_ _1" />tion regarding the<span class="_ _1" />ir interpretation an<span class="_ _1" />d calculation.<span class="_ _13" /> </div><div class="t m0 x53 h3 y478 ff1 fs0 fc0 sc0 ls1 ws0">I.<span class="ls0"> <span class="_ _f"> </span><span class="ff2">Turnover <span class="_ _b" />K<span class="_ _1" />PI.<span class="ff1"> <span class="_ _b" />The <span class="_ _3" />proportion <span class="_ _3" />of <span class="_ _b" />Taxonomy<span class="_ _1" />-eligible <span class="_ _3" />economic <span class="_ _3" />activities <span class="_ _b" />fro<span class="_ _1" />m <span class="_ _b" />the <span class="_ _b" />t<span class="_ _1" />otal <span class="_ _b" />turn<span class="_ _1" />over <span class="_ _b" />has <span class="_ _3" />been </span></span></span></div><div class="t m0 x19 h2 y479 ff1 fs0 fc0 sc0 ls0 ws0">calculated <span class="_ _22"> </span>based <span class="_ _36"> </span>on <span class="_ _22"> </span>the <span class="_ _36"> </span>turnover <span class="_ _22"> </span>from <span class="_ _36"> </span>s<span class="_ _1" />ervices <span class="_ _22"> </span>corresponding <span class="_ _22"> </span>to <span class="_ _36"> </span>Taxonomy<span class="_ _13" />-eligible <span class="_ _22"> </span>activities </div><div class="t m0 x19 h2 y47a ff1 fs0 fc0 sc0 ls0 ws0">(numerator), <span class="_ _13" />divided<span class="_ _1" /> <span class="_ _13" />by <span class="_ _13" />the <span class="_ _13" />total <span class="_ _13" />turnover<span class="_ _1" /> <span class="_ _13" />(denominator<span class="_ _1" />), <span class="_ _13" />both <span class="_ _13" />of <span class="_ _13" />which <span class="_ _13" />referring <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />2021. <span class="_ _13" />Specifically,<span class="_ _1" /> </div><div class="t m0 x19 h2 y47b ff1 fs0 fc0 sc0 ls0 ws0">the total turnover of t<span class="_ _1" />he Group is present<span class="_ _1" />ed in N<span class="_ _1" />ote <span class="ls2">7.1.</span> </div><div class="t m0 x3b h3 y47c ff1 fs0 fc0 sc0 ls1 ws0">II.<span class="ls0"> <span class="_ _f"> </span><span class="ff2">CapEx KPI.</span> <span class="_ _3" />The CapEx KPI <span class="_ _3" />is defined as <span class="_ _b" />Taxon<span class="_ _1" />omy-<span class="_ _1" />eligible Capex <span class="_ _3" />(numerator) divided by <span class="_ _3" />total Capex </span></div><div class="t m0 x19 h2 y47d ff1 fs0 fc0 sc0 ls0 ws0">(denominator). <span class="_ _23"> </span>As <span class="_ _1c"> </span>for <span class="_ _1c"> </span>the <span class="_ _23"> </span>reporting <span class="_ _1c"> </span>period <span class="_ _23"> </span>2021, <span class="_ _1c"> </span>we <span class="_ _23"> </span>only <span class="_ _1b" />r<span class="_ _1" />eport <span class="_ _23"> </span>in <span class="_ _1c"> </span>the <span class="_ _1c"> </span>numer<span class="_ _1" />ator <span class="_ _1c"> </span>on <span class="_ _23"> </span>CAPEX <span class="_ _1c"> </span>fro<span class="_ _1" />m </div><div class="t m0 x19 h2 y47e ff1 fs0 fc0 sc0 ls0 ws0">taxonomy-eligibl<span class="_ _1" />e <span class="_ _1a" />ec<span class="_ _1" />onomic <span class="_ _1b" />activities, <span class="_ _1b" />as <span class="_ _1b" />there <span class="_ _1b" />are <span class="_ _1b" />n<span class="_ _1" />o <span class="_ _1b" />CapEx <span class="_ _1b" />plans <span class="_ _1b" />to <span class="_ _1b" />upgrade <span class="_ _1b" />a <span class="_ _1b" />taxonomy<span class="_ _1" />-<span class="_ _1" />eligible </div><div class="t m0 x19 h2 y47f ff1 fs0 fc0 sc0 ls0 ws0">economic <span class="_ _1" />activity <span class="_ _13" />to <span class="_ _1" />becom<span class="_ _1" />e <span class="_ _1" />taxonomy<span class="_ _1" />-aligned<span class="_ _1" /> <span class="_ _1" />or <span class="_ _1" />to <span class="_ _1" />e<span class="_ _1" />xpand <span class="_ _1" />a <span class="_ _1" />taxo<span class="_ _1" />nomy-<span class="_ _1" />aligned <span class="_ _13" />economic <span class="_ _1" />activity. <span class="_ _13" />In </div><div class="t m0 x19 h2 y480 ff1 fs0 fc0 sc0 ls0 ws0">addition, <span class="_ _1b" />we <span class="_ _1c"> </span>have <span class="_ _1b" />n<span class="_ _1" />ot <span class="_ _1b" />reported <span class="_ _1b" />purc<span class="_ _1" />hases <span class="_ _1b" />of <span class="_ _1c"> </span>output <span class="_ _1c"> </span>from <span class="_ _1b" />taxonomy<span class="_ _13" />-eligible <span class="_ _1b" />eco<span class="_ _1" />nomic <span class="_ _1c" />activities <span class="_ _1b" />and<span class="_ _1" /> </div><div class="t m0 x19 h2 y481 ff1 fs0 fc0 sc0 ls0 ws0">individual <span class="_ _b" />measures,<span class="_ _1" /> <span class="_ _12" />enab<span class="_ _1" />ling <span class="_ _12" />cert<span class="_ _1" />ain <span class="_ _12" />t<span class="_ _1" />arget <span class="_ _b" />activities, <span class="_ _b" />a<span class="_ _1" />s <span class="_ _12" />r<span class="_ _1" />eliable <span class="_ _b" />statements <span class="_ _b" />on <span class="_ _b" />the <span class="_ _b" />taxono<span class="_ _1" />my<span class="_ _1" />-<span class="_ _1" />alignment </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">46</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x19 h2 y6a ff6 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1a" />our <span class="_ _1a" />supp<span class="_ _1" />liers’ <span class="_ _1a" />output <span class="_ _1b"> </span>are <span class="_ _1a" />curr<span class="_ _1" />ently <span class="_ _1a" />not <span class="_ _1a" />av<span class="_ _1" />ailable <span class="_ _1a" />and <span class="_ _1a" />we<span class="_ _1" /> <span class="_ _1a" />are <span class="_ _1b"> </span>not <span class="_ _1a" />obliged <span class="_ _1b"> </span>to <span class="_ _1a" />as<span class="_ _1" />sess <span class="_ _1a" />the <span class="_ _1a" />taxon<span class="_ _1" />omy<span class="_ _13" /><span class="ff1">-</span></div><div class="t m0 x19 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">alignment <span class="_ _1c"> </span>of <span class="_ _1c"> </span>our <span class="_ _23"> </span>individual <span class="_ _1c"> </span>measur<span class="_ _1" />es <span class="_ _1c"> </span>for <span class="_ _23"> </span>the <span class="_ _1c" />purposes<span class="_ _1" /> <span class="_ _1c"> </span>of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>simplifie<span class="_ _1" />d <span class="_ _1c"> </span>reporting. <span class="_ _23"> </span>The <span class="_ _1b" />tot<span class="_ _1" />al <span class="_ _1c" />capital </div><div class="t m0 x19 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">expenditure <span class="_ _3e" />contains <span class="_ _3e" />the <span class="_ _13" />a<span class="_ _1" />dditions <span class="_ _3e" />to <span class="_ _13" />property<span class="_ _1" />, <span class="_ _13" />p<span class="_ _1" />lant <span class="_ _13" />and <span class="_ _3e" />equipme<span class="_ _1" />nt <span class="_ _13" />as <span class="_ _3e" />well <span class="_ _3e" />as <span class="_ _3e" />intangible <span class="_ _3e" />assets <span class="_ _3e" />and<span class="_ _1" /> </div><div class="t m0 x19 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">right-<span class="ls2">of</span>-use <span class="_ _13" />assets <span class="_ _13" />during <span class="_ _1" />the <span class="_ _13" />fiscal <span class="_ _1" />year, <span class="_ _13" />before <span class="_ _1" />acco<span class="_ _1" />unting <span class="_ _1" />for <span class="_ _13" />depreciation, <span class="_ _13" />amortiza<span class="_ _13" />tion <span class="_ _1" />and <span class="_ _13" />any <span class="_ _1" />re<span class="_ _1" />-</div><div class="t m0 x19 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">measurements, <span class="_ _23"> </span>includ<span class="_ _1" />ing <span class="_ _23"> </span>those <span class="_ _23"> </span>resulting <span class="_ _23"> </span>from <span class="_ _23"> </span>any <span class="_ _23"> </span>r<span class="_ _1" />evaluations <span class="_ _23"> </span>and <span class="_ _23"> </span>impairme<span class="_ _1" />nts. <span class="_ _23"> </span>The <span class="_ _23"> </span>total <span class="_ _23"> </span>capital </div><div class="t m0 x19 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">expenditure is pres<span class="_ _1" />ented in the Cash Fl<span class="_ _1" />ow Statement <span class="_ _1" />of the Group.<span class="_ _1" /> </div><div class="t m0 x41 h3 y316 ff1 fs0 fc0 sc0 ls1 ws0">III.<span class="ls0"> <span class="_ _f"> </span><span class="ff2">OpEx KPI.</span> The OpEx KPI is defined as Taxonomy<span class="_ _1" />-eligible Opex (numerat<span class="_ _1" />or) divided by our total OpEx<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">(denominator). <span class="_ _1c"> </span>The <span class="_ _1b" />de<span class="_ _1" />finition <span class="_ _1c"> </span>of <span class="_ _1c"> </span>EU <span class="_ _1b" />Tax<span class="_ _1" />onomy <span class="_ _1c"> </span>for <span class="_ _1c" />the <span class="_ _1b" />operat<span class="_ _1" />ional <span class="_ _1b" />exp<span class="_ _1" />enses <span class="_ _1c"> </span>includes <span class="_ _1c"> </span>expenses <span class="_ _1c"> </span>for </div><div class="t m0 x19 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">research and de<span class="_ _3" />velopment,<span class="_ _1" /> renovation <span class="_ _3" />of buildings, <span class="_ _3" />maintenance and repair, <span class="_ _3" />as well <span class="_ _3" />as any <span class="_ _3" />other direct </div><div class="t m0 x19 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">expenses related to <span class="_ _3" />the day-<span class="ls1">to</span>-day maintenance of property, plant and eq<span class="_ _3" />uipment.<span class="_ _1" /> Total <span class="_ _3" />OpEx consists </div><div class="t m0 x19 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1a" />direct <span class="_ _1a" />non-c<span class="_ _1" />apitalized <span class="_ _1a" />costs<span class="_ _1" /> <span class="_ _1a" />relating <span class="_ _1a" />to <span class="_ _1a" />repair <span class="_ _1a" />and <span class="_ _1b" />maintenance <span class="_ _1a" />(deno<span class="_ _1" />minator). <span class="_ _1a" />It <span class="_ _1b" />does <span class="_ _1a" />not <span class="_ _1a" />include </div><div class="t m0 x19 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">expenditures <span class="_ _13" />relating <span class="_ _3e" />to <span class="_ _13" />the <span class="_ _13" />day<span class="_ _1" />-<span class="ls1">to</span>-day <span class="_ _13" />operati<span class="_ _1" />on <span class="_ _13" />of <span class="_ _13" />PP&amp;E <span class="_ _13" />such<span class="_ _1" /> <span class="_ _13" />as: <span class="_ _13" />raw <span class="_ _13" />materials, <span class="_ _13" />cos<span class="_ _1" />t <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />employees<span class="_ _1" /> </div><div class="t m0 x19 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">operating <span class="_ _3" />the <span class="_ _b" />m<span class="_ _1" />achine, <span class="_ _3" />electricity or <span class="_ _b" />fluids <span class="_ _3" />that <span class="_ _b" />are necessary<span class="_ _1" /> <span class="_ _b" />to operate <span class="_ _b" />PP&amp;E. <span class="_ _3" />Similar <span class="_ _3" />to <span class="_ _b" />C<span class="_ _1" />apEx <span class="_ _3" />above, </div><div class="t m0 x19 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _3" />the <span class="_ _3" />reporting <span class="_ _3" />period 2021 <span class="_ _b" />we<span class="_ _1" /> <span class="_ _b" />on<span class="_ _1" />ly <span class="_ _3" />report <span class="_ _3" />in <span class="_ _3" />the <span class="_ _3" />numerator <span class="_ _3" />on <span class="_ _3" />OpEx from <span class="_ _b" />taxono<span class="_ _1" />my<span class="_ _1" />-eligible<span class="_ _1" /> <span class="_ _b" />ec<span class="_ _1" />onomic </div><div class="t m0 x19 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0">activities, <span class="_ _1b" />as <span class="_ _1b" />there <span class="_ _1b" />are<span class="_ _1" /> <span class="_ _1b" />no <span class="_ _1b" />O<span class="_ _1" />pex <span class="_ _1b" />plans<span class="_ _1" /> <span class="_ _1b" />to <span class="_ _1b" />upgrade <span class="_ _1c"> </span>a <span class="_ _1b" />taxonomy-<span class="_ _1" />eligible <span class="_ _1b" />econom<span class="_ _1" />ic <span class="_ _1b" />activity <span class="_ _1b" />to <span class="_ _1b" />becom<span class="_ _1" />e </div><div class="t m0 x19 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">taxonomy-aligned or <span class="_ _b" />to expand a <span class="_ _b" />taxonomy<span class="_ _1" />-aligned economic <span class="_ _b" />ac<span class="_ _1" />tivity. <span class="_ _3" />In <span class="_ _3" />addition, we <span class="_ _b" />have not <span class="_ _b" />reported<span class="_ _1" /> </div><div class="t m0 x19 h2 yb1 ff1 fs0 fc0 sc0 ls0 ws0">purchases <span class="_ _23"> </span>of <span class="_ _23"> </span>output <span class="_ _23"> </span>fr<span class="_ _1" />om <span class="_ _23"> </span>taxonomy<span class="_ _1" />-eligible <span class="_ _24"> </span>economic <span class="_ _23"> </span>ac<span class="_ _1" />tivities <span class="_ _23"> </span>and <span class="_ _23"> </span>individual <span class="_ _24"> </span>measures, <span class="_ _23"> </span>enab<span class="_ _1" />li<span class="_ _1" />ng </div><div class="t m0 x19 h2 y3b3 ff1 fs0 fc0 sc0 ls0 ws0">certain <span class="_ _1" />t<span class="_ _1" />arget <span class="_ _1" />ac<span class="_ _1" />tivities, <span class="_ _1" />as <span class="_ _13" />reliable <span class="_ _13" />statements <span class="_ _13" />on <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />taxonomy<span class="_ _13" />-<span class="ff6">alignment <span class="_ _13" />of <span class="_ _1" />o<span class="_ _1" />ur <span class="_ _1" />s<span class="_ _1" />uppliers’ <span class="_ _1" />outp<span class="_ _1" />ut <span class="_ _1" />ar<span class="_ _1" />e </span></div><div class="t m0 x19 h2 y3b4 ff1 fs0 fc0 sc0 ls0 ws0">currently <span class="_ _1c"> </span>not <span class="_ _1c"> </span>ava<span class="_ _1" />ilable <span class="_ _1c"> </span>and <span class="_ _1c"> </span>we <span class="_ _23"> </span>are <span class="_ _1c"> </span>not <span class="_ _1c"> </span>obliged <span class="_ _1c"> </span>to <span class="_ _1c"> </span>as<span class="_ _1" />sess <span class="_ _23"> </span>the <span class="_ _1b" />taxonomy<span class="_ _13" />-alignment <span class="_ _1c"> </span>of <span class="_ _1c"> </span>our <span class="_ _23"> </span>individual </div><div class="t m0 x19 h2 y3b5 ff1 fs0 fc0 sc0 ls0 ws0">measures for the purp<span class="_ _1" />oses of the simplified re<span class="_ _1" />porti<span class="_ _1" />ng.  </div><div class="t m0 x14 h3 y482 ff2 fs0 fc0 sc0 ls0 ws0">Sea and coastal fr<span class="_ _1" />eight water transport<span class="_ _1" /> </div><div class="t m0 x14 h3 y483 ff2 fs0 fc0 sc0 ls0 ws0">Taxonomy activity d<span class="_ _1" />escription: <span class="_ _1" /> </div><div class="t m0 x14 h2 y484 ff1 fs0 fc0 sc0 ls0 ws0">This <span class="_ _1b" />activity <span class="_ _1b" />cons<span class="_ _1" />ists <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1b" />purch<span class="_ _1" />ase, <span class="_ _1b" />financing, <span class="_ _1b" />ch<span class="_ _1" />artering <span class="_ _1b" />(with <span class="_ _1b" />or<span class="_ _1" /> <span class="_ _1b" />without <span class="_ _1b" />cre<span class="_ _1" />w) <span class="_ _1b" />and <span class="_ _1b" />operation <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />vessels </div><div class="t m0 x14 h2 y485 ff1 fs0 fc0 sc0 ls0 ws0">designed <span class="_ _1" />and <span class="_ _13" />equipped <span class="_ _1" />f<span class="_ _1" />or <span class="_ _1" />transport <span class="_ _13" />of <span class="_ _1" />freig<span class="_ _1" />ht <span class="_ _1" />or <span class="_ _1" />for<span class="_ _1" /> <span class="_ _1" />the <span class="_ _3e" />combine<span class="_ _1" />d <span class="_ _1" />transport <span class="_ _13" />of <span class="_ _1" />freight <span class="_ _13" />and <span class="_ _1" />p<span class="_ _1" />assengers <span class="_ _1" />on<span class="_ _1" /> <span class="_ _1" />sea </div><div class="t m0 x14 h2 y486 ff1 fs0 fc0 sc0 ls0 ws0">or <span class="_ _b" />coasta<span class="_ _1" />l <span class="_ _b" />waters<span class="_ _1" />, <span class="_ _b" />wh<span class="_ _1" />ether <span class="_ _3" />scheduled <span class="_ _3" />or <span class="_ _3" />not. <span class="_ _b" />Moreover<span class="_ _1" />, <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />ac<span class="_ _1" />tivity <span class="_ _b" />inc<span class="_ _1" />ludes <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />pu<span class="_ _1" />rchase, <span class="_ _b" />f<span class="_ _1" />inancing, <span class="_ _b" />re<span class="_ _1" />nting <span class="_ _3" />and </div><div class="t m0 x14 h2 y487 ff1 fs0 fc0 sc0 ls0 ws0">operation <span class="_ _3" />of <span class="_ _b" />vesse<span class="_ _1" />ls <span class="_ _b" />req<span class="_ _1" />uired <span class="_ _b" />f<span class="_ _1" />or <span class="_ _b" />port operations <span class="_ _b" />and<span class="_ _1" /> <span class="_ _b" />aux<span class="_ _1" />iliary <span class="_ _b" />activ<span class="_ _1" />ities, <span class="_ _b" />such<span class="_ _1" /> <span class="_ _b" />as tugboa<span class="_ _1" />ts, <span class="_ _3" />mooring <span class="_ _b" />v<span class="_ _1" />essels, <span class="_ _3" />pilot </div><div class="t m0 x14 h2 y488 ff1 fs0 fc0 sc0 ls0 ws0">vessels, salvage vess<span class="_ _1" />els and ice-br<span class="_ _1" />eakers.<span class="_ _1" /> </div><div class="t m0 x14 h3 y489 ff2 fs0 fc0 sc0 ls0 ws0">Eligible <span class="_ _1" />Attica <span class="_ _1" />group <span class="_ _1" />activity <span class="_ _1" />description:<span class="_ _13" /><span class="ff1"> The <span class="_ _1" />Group, <span class="_ _1" />regardi<span class="_ _1" />ng fre<span class="_ _1" />ight trans<span class="_ _1" />port, <span class="_ _1" />owns a<span class="_ _1" />nd <span class="_ _1" />operates <span class="_ _1" />(1) <span class="_ _1" />ro<span class="_ _13" />-</span></div><div class="t m0 x14 h2 y48a ff1 fs0 fc0 sc0 ls0 ws0">ro vessel, <span class="_ _b" />as well <span class="_ _3" />as twenty (20) <span class="_ _b" />convent<span class="_ _1" />ional <span class="_ _3" />ro<span class="_ _1" />-pax ferries whi<span class="_ _3" />ch are <span class="_ _3" />utilized in <span class="_ _3" />the transfer <span class="_ _3" />of <span class="_ _3" />both passengers </div><div class="t m0 x14 h2 y1b0 ff1 fs0 fc0 sc0 ls0 ws0">as well freight. <span class="_ _1" /> </div><div class="t m0 x14 h3 y48b ff2 fs0 fc0 sc0 ls0 ws0">Sea and coastal pa<span class="_ _1" />ssenger water tran<span class="_ _1" />sport<span class="_ _1" /> </div><div class="t m0 x14 h3 y48c ff2 fs0 fc0 sc0 ls0 ws0">Taxonomy activity d<span class="_ _1" />escription: <span class="_ _1" /> </div><div class="t m0 x14 h2 y48d ff1 fs0 fc0 sc0 ls0 ws0">This <span class="_ _1b" />activity <span class="_ _1b" />cons<span class="_ _1" />ists <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1b" />purch<span class="_ _1" />ase, <span class="_ _1b" />financing, <span class="_ _1b" />ch<span class="_ _1" />artering <span class="_ _1b" />(with <span class="_ _1b" />or<span class="_ _1" /> <span class="_ _1b" />without <span class="_ _1b" />cre<span class="_ _1" />w) <span class="_ _1b" />and <span class="_ _1b" />operation <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />vessels </div><div class="t m0 x14 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">designed <span class="_ _b" />a<span class="_ _1" />nd <span class="_ _b" />eq<span class="_ _1" />uipped <span class="_ _3" />for pe<span class="_ _3" />rforming <span class="_ _3" />passenger <span class="_ _3" />transport, on <span class="_ _12" />s<span class="_ _1" />ea <span class="_ _b" />or <span class="_ _3" />coastal <span class="_ _3" />water<span class="_ _1" />s, <span class="_ _b" />whether <span class="_ _3" />scheduled<span class="_ _1" /> <span class="_ _b" />or not. </div><div class="t m0 x14 h2 y20f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />economic <span class="_ _1b" />activities <span class="_ _1c"> </span>in <span class="_ _1b" />this <span class="_ _1b" />category <span class="_ _1b" />inc<span class="_ _1" />lude <span class="_ _1b" />operation <span class="_ _1b" />of <span class="_ _1b" />ferr<span class="_ _1" />ies, <span class="_ _1b" />water <span class="_ _1b" />taxies<span class="_ _1" /> <span class="_ _1b" />and <span class="_ _1b" />excursions, <span class="_ _1b" />cruise <span class="_ _1c" />or </div><div class="t m0 x14 h2 y48f ff1 fs0 fc0 sc0 ls0 ws0">sightseeing boats.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf2f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc2f w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">47</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">Eligible <span class="_ _13" />Attica <span class="_ _3e" />group <span class="_ _13" />activity <span class="_ _3e" />d<span class="_ _1" />escription:<span class="ff1"> <span class="_ _3e" />The <span class="_ _13" />Group, <span class="_ _13" />op<span class="_ _1" />erates <span class="_ _13" />(30) <span class="_ _13" />ves<span class="_ _1" />sels, <span class="_ _13" />out <span class="_ _13" />of <span class="_ _13" />wh<span class="_ _1" />ich <span class="_ _13" />twenty<span class="_ _1" />-<span class="_ _1" />nine <span class="_ _13" />(29) </span></div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _12" />e<span class="_ _1" />mployed <span class="_ _b" />in <span class="_ _b" />passenger <span class="_ _b" />transport <span class="_ _b" />and<span class="_ _1" /> <span class="_ _12" />m<span class="_ _1" />ore <span class="_ _12" />sp<span class="_ _1" />ecifically, <span class="_ _b" />twenty <span class="_ _b" />(20) <span class="_ _b" />of <span class="_ _b" />which <span class="_ _b" />are <span class="_ _b" />conventiona<span class="_ _1" />l <span class="_ _12" />Ro<span class="_ _13" />-Pax <span class="_ _b" />ferries<span class="_ _1" />, </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">nine <span class="_ _3e" />(9) <span class="_ _1a" />high<span class="_ _1" />-<span class="ff6">speed <span class="_ _1a" />vessels<span class="_ _1" />. <span class="_ _3e" />The <span class="_ _1a" />Group’s <span class="_ _1a" />vessels <span class="_ _1a" />sai<span class="_ _1" />l <span class="_ _3e" />in <span class="_ _3e" />G<span class="_ _1" />reece <span class="_ _1a" />(Cy<span class="_ _13" /></span>clades, <span class="_ _3e" />Do<span class="_ _1" />decanese, <span class="_ _1a" />Crete, <span class="_ _1a" />North<span class="_ _1" />-East </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">Aegean, <span class="_ _1" />Saronic <span class="_ _1" />G<span class="_ _1" />ulf <span class="_ _1" />and <span class="_ _1" />Sporades<span class="_ _1" />) <span class="_ _1" />as <span class="_ _1" />well <span class="_ _1" />as <span class="_ _13" />in Int<span class="_ _1" />ernational <span class="_ _1" />routes. <span class="_ _1" />O<span class="_ _1" />n <span class="_ _1" />an <span class="_ _1" />annual <span class="_ _1" />basis, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />fleet <span class="_ _1" />operates<span class="_ _1" /> </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _1" />2 cou<span class="_ _1" />ntries, <span class="_ _1" />connecting <span class="_ _1" />62 <span class="_ _1" />unique <span class="_ _1" />desti<span class="_ _1" />nations <span class="_ _1" />and <span class="_ _1" />serving <span class="_ _1" />over <span class="_ _1" />13,00<span class="_ _1" />0 sa<span class="_ _1" />ilings, <span class="_ _1" />traveling <span class="_ _1" />for <span class="_ _1" />approx<span class="_ _1" />imat<span class="_ _13" />ely<span class="_ _1" /> </div><div class="t m0 x14 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">2.2m miles. </div><div class="t m0 x14 h3 y2d1 ff2 fs0 fc0 sc0 ls0 ws0">Minimum Safegua<span class="_ _1" />rds  </div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />minimum <span class="_ _13" />safeguards<span class="_ _1" /> <span class="_ _13" />on <span class="_ _3e" />internationally<span class="_ _1" /> <span class="_ _13" />recognized <span class="_ _13" />hum<span class="_ _1" />an <span class="_ _1" />r<span class="_ _1" />ights, <span class="_ _13" />labor <span class="_ _13" />and<span class="_ _1" /> <span class="_ _13" />social <span class="_ _13" />standards, <span class="_ _13" />confir<span class="_ _1" />m <span class="_ _1" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">EU <span class="_ _b" />taxonomy <span class="_ _3" />alignment <span class="_ _3" />of <span class="_ _3" />Attica <span class="_ _b" />Group. <span class="_ _b" />T<span class="_ _1" />he <span class="_ _b" />Co<span class="_ _1" />mpany <span class="_ _3" />demonstrates <span class="_ _b" />d<span class="_ _1" />ue <span class="_ _b" />dilig<span class="_ _1" />ence <span class="_ _b" />to <span class="_ _3" />avoid <span class="_ _3" />any <span class="_ _b" />adverse <span class="_ _3" />effects </div><div class="t m0 x14 h2 y359 ff1 fs0 fc0 sc0 ls0 ws0">and fully co<span class="_ _1" />mplies with hu<span class="_ _1" />man and l<span class="_ _1" />abor rights sta<span class="_ _1" />ndards as desc<span class="_ _1" />ribed in the O<span class="_ _1" />ECD Guide<span class="_ _1" />lines and th<span class="_ _1" />e United </div><div class="t m0 x14 h2 y35a ff1 fs0 fc0 sc0 ls0 ws0">Nations Guiding Princ<span class="_ _1" />iples.<span class="_ _1" /> </div><div class="t m0 x14 h2 y309 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y227 ff2 fs0 fc0 sc0 ls0 ws0">Attica Group Corporate <span class="_ _1" />responsibility<span class="_ _1" /><span class="ff1 fcb"> </span></div><div class="t m0 x14 h2 y228 ff1 fs0 fc0 sc0 ls0 ws0">The Group <span class="_ _1" />operates an<span class="_ _1" />d develops <span class="_ _1" />aiming to <span class="_ _1" />generate <span class="_ _1" />added val<span class="_ _1" />ue for sh<span class="_ _1" />areholders <span class="_ _1" />and emp<span class="_ _13" />loyees, o<span class="_ _1" />perating </div><div class="t m0 x14 h2 y229 ff1 fs0 fc0 sc0 ls0 ws0">for  the  benefit  of  i<span class="_ _3" />ts  partners  and  local  communities  and  at  the  same  time  reducing  where  feasible  its </div><div class="t m0 x14 h2 y490 ff1 fs0 fc0 sc0 ls0 ws0">environmental footpri<span class="_ _1" />nt. </div><div class="t m0 x14 h2 y491 ff1 fs0 fc0 sc0 ls0 ws0">Organizational <span class="_ _3" />structure <span class="_ _3" />has <span class="_ _b" />been<span class="_ _1" /> <span class="_ _b" />created in <span class="_ _b" />the <span class="_ _b" />G<span class="_ _1" />roup <span class="_ _b" />for <span class="_ _3" />the <span class="_ _3" />effective <span class="_ _b" />m<span class="_ _1" />anagement <span class="_ _3" />of <span class="_ _b" />Corp<span class="_ _1" />orate <span class="_ _b" />r<span class="_ _1" />esponsibilit<span class="_ _13" /><span class="lsb">y </span></div><div class="t m0 x14 h2 y492 ff1 fs0 fc0 sc0 ls0 ws0">issues <span class="_ _1b" />which <span class="_ _1b" />is <span class="_ _1b" />also <span class="_ _1c"> </span>important <span class="_ _1b" />for <span class="_ _1b" />c<span class="_ _1" />ollecting <span class="_ _1b" />the <span class="_ _1b" />nece<span class="_ _1" />ssary <span class="_ _1b" />data <span class="_ _1b" />for <span class="_ _1b" />the <span class="_ _1c"> </span>evaluation <span class="_ _1b" />of <span class="_ _1b" />its <span class="_ _1c"> </span>performance, <span class="_ _1b" />bot<span class="_ _1" />h </div><div class="t m0 x14 h2 y493 ff1 fs0 fc0 sc0 ls0 ws0">internally and by its s<span class="_ _1" />takeholders.<span class="_ _1" /> </div><div class="t m0 x14 h2 y494 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y339 ff2 fs0 fc0 sc0 ls0 ws0">OECD Guidelines for <span class="_ _1" />Multinational Ente<span class="_ _1" />rprises<span class="_ _1" /><span class="ff1 fcb"> </span></div><div class="t m0 x14 h2 y495 ff1 fs0 fc0 sc0 ls0 ws0">The Attica Group is operat<span class="_ _1" />ing according to its Princi<span class="_ _1" />ples and <span class="_ _1" />the Re<span class="_ _1" />gulation of Personal Con<span class="_ _1" />duct and Business<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c6 ff1 fs0 fc0 sc0 ls0 ws0">Ethics, which has been<span class="_ _1" /> developed taking i<span class="_ _1" />nto account the OEC<span class="_ _1" />D Guidelines for <span class="_ _1" />Multinational Enterpris<span class="_ _1" />es.<span class="_ _13" /> </div><div class="t m0 x14 h2 y28 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Attica <span class="_ _1" />Group <span class="_ _1" />Regulatio<span class="_ _1" />n of<span class="_ _1" /> P<span class="_ _1" />ersonal <span class="_ _1" />Conduct <span class="_ _1" />and <span class="_ _1" />Busines<span class="_ _1" />s Et<span class="_ _1" />hics <span class="_ _1" />reflects <span class="_ _1" />the <span class="_ _1" />Company’s <span class="_ _1" />com<span class="_ _1" />mitment <span class="_ _1" />to<span class="_ _3e" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y2c8 ff1 fs0 fc0 sc0 ls0 ws0">the 10 Principles of Un<span class="_ _1" />ited nations Globa<span class="_ _1" />l Compact. <span class="_ _1" /> </div><div class="t m0 x14 h2 y496 ff1 fs0 fc0 sc0 ls0 ws0">In 2020, <span class="_ _3" />the Regulation of Professional Conduct &amp; B<span class="_ _3" />usiness Ethics was revised and <span class="_ _3" />includes our principles and </div><div class="t m0 x14 h2 y497 ff1 fs0 fc0 sc0 ls0 ws0">commitments <span class="_ _3" />regarding <span class="_ _b" />res<span class="_ _1" />ponsible <span class="_ _3" />operation <span class="_ _3" />towards <span class="_ _3" />Society, <span class="_ _b" />includin<span class="_ _1" />g <span class="_ _b" />the commitment<span class="_ _1" /> <span class="_ _b" />to <span class="_ _b" />r<span class="_ _1" />ecognize, <span class="_ _3" />manage </div><div class="t m0 x14 h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">and reduce potential <span class="_ _1" />or actual negative i<span class="_ _1" />mpacts to local commu<span class="_ _1" />nities where w<span class="_ _1" />e operate due to our o<span class="_ _1" />perations.<span class="_ _13" /> </div><div class="t m0 x14 h2 y498 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y499 ff2 fs0 fc0 sc0 ls0 ws0">Respecting Human and L<span class="_ _1" />abour Rights<span class="_ _1" /> </div><div class="t m0 x14 h2 y49a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Group <span class="_ _1c"> </span>respects<span class="_ _1" /> <span class="_ _1b" />the<span class="_ _1" /> <span class="_ _1b" />Internat<span class="_ _1" />ional <span class="_ _1b" />Princi<span class="_ _1" />ples <span class="_ _1b" />on<span class="_ _1" /> <span class="_ _1b" />Human <span class="_ _1c"> </span>Rights<span class="_ _1" /> <span class="_ _1b" />included<span class="_ _1" />, <span class="_ _1b" />inte<span class="_ _1" />r<span class="_ _13" /> <span class="_ _1b" />alia, <span class="_ _1c"> </span>in <span class="_ _1c"> </span>our <span class="_ _1b" />Reg<span class="_ _1" />ulation <span class="_ _1c"> </span>of </div><div class="t m0 x14 h2 y3ac ff1 fs0 fc0 sc0 ls0 ws0">Professional Conduct &amp; B<span class="_ _3" />usiness Ethics, in <span class="_ _3" />the Universal <span class="_ _3" />Declaratio<span class="_ _1" />n of <span class="_ _3" />Human Rights and <span class="_ _b" />t<span class="_ _1" />he ten prin<span class="_ _3" />ciples of </div><div class="t m0 x14 h2 y49b ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _13" />UN <span class="_ _13" />G<span class="_ _1" />lobal <span class="_ _13" />Compact, <span class="_ _3e" />which <span class="_ _13" />we<span class="_ _1" /> <span class="_ _13" />have <span class="_ _3e" />accepted <span class="_ _13" />an<span class="_ _1" />d <span class="_ _13" />signed, <span class="_ _3e" />as <span class="_ _13" />well <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" />in <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Maritime <span class="_ _3e" />Labour <span class="_ _13" />C<span class="_ _1" />onvention </div><div class="t m0 x14 h2 y49c ff1 fs0 fc0 sc0 ls0 ws0">(MLC) for which w<span class="_ _1" />e are certified and inspect<span class="_ _1" />ed. <span class="_ _1" /> </div><div class="t m0 x14 h2 y49d ff1 fs0 fc0 sc0 ls0 ws0">The Group, according t<span class="_ _1" />o the Regulation of Profes<span class="_ _1" />sional Conduc<span class="_ _1" />t &amp; Business Ethic<span class="_ _1" />s:<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">48</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y49e ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _33"> </span>Applies <span class="_ _2f"> </span>equal <span class="_ _2e"> </span>treatment <span class="_ _2f"> </span>r<span class="_ _1" />egarding <span class="_ _2f"> </span>recrui<span class="_ _1" />tment <span class="_ _2f"> </span>prac<span class="_ _1" />tices <span class="_ _2f"> </span>and<span class="_ _1" /> <span class="_ _2f"> </span>appraise <span class="_ _2f"> </span>o<span class="_ _1" />ur <span class="_ _2f"> </span>employ<span class="_ _1" />ees <span class="_ _2f"> </span>fairly <span class="_ _2f"> </span>a<span class="_ _1" />nd </span></div><div class="t m0 x19 h2 y42c ff1 fs0 fc0 sc0 ls0 ws0">objectively. </div><div class="t m0 x27 h2 y49f ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _33"> </span>Commits not to tolerate any<span class="_ _1" /> retaliatio<span class="_ _1" />n towards employees who<span class="_ _1" /> report any huma<span class="_ _1" />n rights violations.<span class="_ _13" /> </span></div><div class="t m0 x14 h2 y4a0 ff1 fs0 fc0 sc0 ls0 ws0">At <span class="_ _3e" />the <span class="_ _3e" />sam<span class="_ _1" />e <span class="_ _3e" />time, <span class="_ _3e" />w<span class="_ _1" />e <span class="_ _3e" />have <span class="_ _1a" />developed <span class="_ _3e" />a <span class="_ _1a" />process <span class="_ _1a" />to <span class="_ _3e" />id<span class="_ _1" />entify, <span class="_ _3e" />prioritize <span class="_ _1a" />and <span class="_ _3e" />integr<span class="_ _1" />ate <span class="_ _3e" />Corporat<span class="_ _1" />e <span class="_ _3e" />Responsibilit<span class="_ _1" />y </div><div class="t m0 x14 h2 y4a1 ff1 fs0 fc0 sc0 ls0 ws0">issues into local and i<span class="_ _1" />nternational investme<span class="_ _1" />nt agreements.<span class="_ _13" /> </div><div class="t m0 x14 h2 y4a2 ff1 fs0 fc0 sc0 ls0 ws0">Further <span class="_ _23"> </span>i<span class="_ _1" />nformation<span class="_ _1" /> <span class="_ _23"> </span><span class="ff6">are  presented <span class="_ _23"> </span>in <span class="_ _24"> </span>the <span class="_ _23"> </span>O<span class="_ _1" />rganization’s  an<span class="_ _3" />nual <span class="_ _24"> </span>Corporate <span class="_ _24"> </span>Res<span class="_ _1" />ponsibility <span class="_ _23"> </span>Re<span class="_ _1" />port, <span class="_ _24"> </span>which <span class="_ _24"> </span>is </span></div><div class="t m0 x14 h2 y4a3 ff6 fs0 fc0 sc0 ls0 ws0">available in the Group’s w<span class="_ _1" />ebsite:<span class="_ _1" /><span class="ff1"> <span class="fca ls2">https<span class="ls1">://<span class="_ _1" /><span class="ls0">attica-group.c<span class="_ _1" />om/<span class="ls10">en</span>/corporate-responsibi<span class="_ _1" />lity/responsibility.ht<span class="_ _1" />ml</span></span></span>  </span></div><div class="t m0 x14 h3 y4a4 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y4a5 ff8 fs0 fc7 sc0 ls0 ws0">С<span class="ff2">. <span class="_ _1b" />CORPORATE GO<span class="_ _1" />VERNANCE STATE<span class="_ _1" />MENT </span></div><div class="t m0 x14 h2 y4a6 ff1 fs0 fc0 sc0 ls0 ws0">Attica Group Corporate Governance Statement refers to a <span class="_ _3" />set of corporate governance principles and practices </div><div class="t m0 x14 h2 y4a7 ff1 fs0 fc0 sc0 ls0 ws0">adopted by the Co<span class="_ _1" />mpany, which reflect t<span class="_ _1" />he way in whi<span class="_ _1" />ch the Company is man<span class="_ _1" />aged, operates a<span class="_ _1" />nd is controlle<span class="_ _1" />d. <span class="_ _13" /> </div><div class="t m0 x14 h2 y4a8 ff1 fs0 fc0 sc0 ls0 ws0">The curr<span class="_ _1" />ent <span class="_ _1" />statement <span class="_ _1" />cons<span class="_ _1" />titutes a <span class="_ _1" />sp<span class="_ _1" />e<span class="_ _1" />cial <span class="_ _1" />unit <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Annual <span class="_ _1" />Report <span class="_ _1" />of <span class="_ _1" />the<span class="_ _1" /> Bo<span class="_ _1" />ard <span class="_ _1" />of D<span class="_ _1" />irectors <span class="_ _1" />(BoD) <span class="_ _1" />and <span class="_ _1" />wa<span class="_ _1" />s </div><div class="t m0 x14 h2 y4a9 ff1 fs0 fc0 sc0 ls0 ws0">prepared <span class="_ _13" />in c<span class="_ _1" />ompliance <span class="_ _1" />w<span class="_ _1" />ith <span class="_ _1" />the <span class="_ _1" />re<span class="_ _1" />levant <span class="_ _1" />prov<span class="_ _1" />isions <span class="_ _1" />of <span class="_ _13" />Articles <span class="_ _1" />152 <span class="_ _13" />and <span class="_ _1" />153, <span class="_ _13" />Law <span class="_ _1" />4548/2018, <span class="_ _13" />Law <span class="_ _1" />4706/20<span class="_ _1" />20, </div><div class="t m0 x14 h2 y4aa ff1 fs0 fc0 sc0 ls0 ws0">provisions <span class="_ _1b" />of <span class="_ _1c"> </span>Article <span class="_ _1c"> </span>44, <span class="_ _1b" />L<span class="_ _1" />aw <span class="_ _1b" />4449/201<span class="_ _1" />7 <span class="_ _1b" />(Audit <span class="_ _1b" />C<span class="_ _1" />ommittee), <span class="_ _1b" />as<span class="_ _1" /> <span class="_ _1b" />effective, <span class="_ _1c"> </span>as <span class="_ _1b" />w<span class="_ _1" />e<span class="_ _1" />ll <span class="_ _1c"> </span>as <span class="_ _1b" />the <span class="_ _1c"> </span>Hellenic <span class="_ _1c"> </span>Corpor<span class="_ _1" />ate </div><div class="t m0 x14 h2 y4ab ff1 fs0 fc0 sc0 ls0 ws0">Governance Code ad<span class="_ _1" />opted by the Com<span class="_ _1" />pany, and is a<span class="_ _1" />n<span class="_ _1" />alyzed in the following<span class="_ _1" /> units:<span class="_ _1" /> </div><div class="t m0 x14 h2 y4ac ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y4ad ff2 fs0 fc0 sc0 ls0 ws0">1<span class="ff1">.</span> <span class="_ _16"> </span>HELLENIC COR<span class="_ _1" />PORATE GOVERNA<span class="_ _1" />NCE CODE (E<span class="_ _1" />KED)<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y4ae ff1 fs0 fc0 sc0 ls0 ws0">Law <span class="_ _13" />4706/2012, <span class="_ _3e" />effective <span class="_ _13" />a<span class="_ _1" />s <span class="_ _13" />of <span class="_ _13" />July <span class="_ _3e" />2021, <span class="_ _13" />introduces <span class="_ _3e" />new <span class="_ _13" />prov<span class="_ _1" />isions <span class="_ _13" />for <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />corporate <span class="_ _1b" />governance <span class="_ _13" />s<span class="_ _1" />ystem <span class="_ _13" />of<span class="_ _1" /> </div><div class="t m0 x14 h2 y4af ff1 fs0 fc0 sc0 ls0 ws0">public <span class="_ _1a" />limited <span class="_ _1a" />c<span class="_ _1" />ompanies <span class="_ _1a" />w<span class="_ _1" />ith <span class="_ _3e" />s<span class="_ _1" />hares <span class="_ _1a" />l<span class="_ _1" />isted <span class="_ _1a" />on <span class="_ _1b" />a <span class="_ _3e" />r<span class="_ _1" />egulated <span class="_ _1a" />mark<span class="_ _1" />et. <span class="_ _1a" />On <span class="_ _1a" />1<span class="_ _1" />4.7.2021, <span class="_ _1a" />Att<span class="_ _1" />ica <span class="_ _1a" />Holdings <span class="_ _1b" />S.A. <span class="_ _1a" />BoD<span class="_ _1" />  </div><div class="t m0 x14 h2 y4b0 ff1 fs0 fc0 sc0 ls0 ws0">decided to <span class="_ _3" />adopt, in accordance with article <span class="_ _3" />17 of Law 47<span class="_ _3" />06/2020 and Decision 2/905 / <span class="_ _3" />3.3.2021 of the Board of </div><div class="t m0 x14 h2 y472 ff1 fs0 fc0 sc0 ls0 ws0">Directors <span class="_ _1c"> </span>of<span class="_ _1" /> <span class="_ _1c"> </span>the <span class="_ _23"> </span>Hellenic <span class="_ _23"> </span>Capital <span class="_ _1c"> </span>M<span class="_ _1" />arket <span class="_ _1c"> </span>Com<span class="_ _1" />mission, <span class="_ _1c"> </span>the<span class="_ _1" /> <span class="_ _1c"> </span>Hellenic<span class="_ _1" /> <span class="_ _1c"> </span>Corpo<span class="_ _1" />rate<span class="_ _1" /> <span class="_ _1c"> </span>G<span class="_ _1" />overnance <span class="_ _1c"> </span>Cod<span class="_ _1" />e <span class="_ _1c"> </span>("EK<span class="_ _1" />ED"), </div><div class="t m0 x14 h20 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">prepared <span class="_ _21"> </span>by<span class="_ _1" /> <span class="_ _21"> </span>the<span class="_ _1" /> <span class="_ _21"> </span>Hellen<span class="_ _1" />ic <span class="_ _2a"> </span>Corporate <span class="_ _21"> </span>Govern<span class="_ _1" />ance <span class="_ _2a"> </span>Council <span class="_ _21"> </span>(E<span class="_ _1" />SED), <span class="_ _21"> </span>wh<span class="_ _1" />ich <span class="_ _21"> </span>is <span class="_ _2a"> </span>posted <span class="_ _2a"> </span>on <span class="_ _21"> </span>i<span class="_ _1" />ts <span class="_ _21"> </span>webs<span class="_ _1" />ite  <span class="_ _13" /><span class="fs1"> </span></div><div class="t m0 x14 h2 y4b1 ff1 fs0 fca sc0 ls0 ws0">www.esed.org.gr<span class="_ _1" /><span class="fc0"> , as well as on th<span class="_ _1" />e C<span class="ff6">ompany’s we<span class="_ _1" />bsite </span></span>www.<span class="_ _1" />attica-group.co<span class="_ _1" />m<span class="fc0">. </span></div><div class="t m0 x14 h2 y4b2 ff1 fs0 fc0 sc0 ls0 ws0">EKED <span class="_ _13" />does <span class="_ _13" />not <span class="_ _13" />refer <span class="_ _13" />to <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />matters <span class="_ _13" />that <span class="_ _13" />consti<span class="_ _1" />tute <span class="_ _13" />mandatory<span class="_ _1" /> <span class="_ _13" />legal <span class="_ _13" />regulations <span class="_ _13" />(laws <span class="_ _13" />and <span class="_ _13" />reg<span class="_ _1" />ulations). <span class="_ _13" />EKE<span class="_ _1" />D </div><div class="t m0 x14 h2 y4b3 ff1 fs0 fc0 sc0 ls0 ws0">either  completes  the <span class="_ _24"> </span>mandatory  provisions,  or  introduces  stricter  principles,  drawing  on <span class="_ _24"> </span>exp<span class="_ _1" />erience  from </div><div class="t m0 x14 h2 y4b4 ff1 fs0 fc0 sc0 ls0 ws0">European a<span class="_ _1" />nd interna<span class="_ _1" />tional <span class="_ _1" />best prac<span class="_ _1" />tices, a<span class="_ _1" />lways gui<span class="_ _1" />ded by <span class="_ _1" />the c<span class="_ _1" />haracteristics <span class="_ _1" />of th<span class="_ _1" />e Greek <span class="_ _1" />business <span class="_ _1" />and <span class="_ _1" />the </div><div class="t m0 x14 h2 y4b5 ff1 fs0 fc0 sc0 ls0 ws0">Greek <span class="_ _1" />stock <span class="_ _13" />market. <span class="_ _1" />It <span class="_ _1" />includes <span class="_ _1" />best <span class="_ _1" />practices<span class="_ _1" /> <span class="_ _1" />and <span class="_ _1" />recomm<span class="_ _1" />endations <span class="_ _1" />of <span class="_ _1" />self<span class="_ _13" />-regulation <span class="_ _1" />b<span class="_ _1" />ased <span class="_ _1" />on <span class="_ _1" />the <span class="_ _1" />partic<span class="_ _1" />ular </div><div class="t m0 x14 h2 y479 ff1 fs0 fc0 sc0 ls0 ws0">characteristics of the co<span class="_ _1" />mpanies, their share<span class="_ _1" />holder composition a<span class="_ _1" />nd the crit<span class="_ _1" />er<span class="_ _1" />ia they select on case basis.<span class="_ _1" /> </div><div class="t m0 x14 h2 y4b6 ff1 fs0 fc0 sc0 ls0 ws0">EKED has been pre<span class="_ _1" />pared on the b<span class="_ _1" />asis of the "Co<span class="_ _1" />mply or Exp<span class="_ _1" />lain" principle,<span class="_ _1" /> requiring either com<span class="_ _1" />pliance with a<span class="_ _1" />ll </div><div class="t m0 x14 h20 y4b7 ff1 fs0 fc0 sc0 ls0 ws0">its provisions or exp<span class="_ _1" />laining r<span class="_ _1" />easons for non-c<span class="_ _1" />ompliance wit<span class="_ _1" />h the special practices.<span class="_ _1" /><span class="fs1"> </span></div><div class="t m0 x14 h2 y122 ff1 fs0 fc0 sc0 ls0 ws0">a. Deviations from th<span class="_ _1" />e Hellenic Corporate Gov<span class="_ _1" />ernance Code (E<span class="_ _1" />KED) and <span class="_ _1" />jjus<span class="_ _1" />tification </div><div class="t m0 x27 h2 y20d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y4b8 ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1a" />the <span class="_ _1a" />context <span class="_ _1b"> </span>of <span class="_ _1a" />the <span class="_ _1a" />"Com<span class="_ _1" />ply <span class="_ _1a" />or <span class="_ _1a" />Exp<span class="_ _1" />lain" <span class="_ _1a" />principle, <span class="_ _1b"> </span>the <span class="_ _1a" />Company<span class="_ _1" />’s <span class="_ _1a" />BoD <span class="_ _1a" />dec<span class="_ _1" />ided <span class="_ _1a" />not <span class="_ _1a" />t<span class="_ _1" />o <span class="_ _1a" />comply <span class="_ _1a" />wi<span class="_ _1" />th <span class="_ _1c"> </span><span class="ff1">the </span></div><div class="t m0 x27 hb y4b9 ff6 fs0 fc0 sc0 ls0 ws0">following <span class="_ _23"> </span>EKED <span class="_ _23"> </span>s<span class="_ _1" />pecial <span class="_ _23"> </span>practices <span class="_ _23"> </span>prov<span class="_ _1" />iding <span class="_ _23"> </span>the <span class="_ _23"> </span>relev<span class="_ _1" />ant <span class="_ _1c"> </span>j<span class="_ _1" />ustification <span class="_ _23"> </span>bas<span class="_ _1" />ed <span class="_ _23"> </span>on <span class="_ _23"> </span>the <span class="_ _23"> </span>Company<span class="_ _1" />’s <span class="_ _23"> </span>specific </div><div class="t m0 x27 h2 y4ba ff1 fs0 fc0 sc0 ls0 ws0">characteristics in ord<span class="_ _1" />er to better serve its objec<span class="_ _1" />tive and its most efficien<span class="_ _1" />t operation:<span class="_ _13" /> </div></div><span class="d m1" /><span class="d m1" /><span class="d m1" /></div><div class="pi" /></div>
<div id="pf31" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc31 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">49</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x53 h2 y258 ff1 fs0 fc0 sc0 ls6 ws0">i.<span class="ls0"> <span class="_ _f"> </span>PART A'- <span class="_ _b" />BO<span class="_ _1" />ARD <span class="_ _b" />O<span class="_ _1" />F <span class="_ _3" />DIRECTORS / <span class="_ _b" />SECOND UNIT <span class="_ _3" />- S<span class="_ _3" />IZE <span class="_ _3" />AND <span class="_ _3" />COMPOSITION OF <span class="_ _3" />THE <span class="_ _b" />BOA<span class="_ _1" />RD <span class="_ _3" />OF </span></div><div class="t m0 x19 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">DIRECTORS <span class="_ _1" />/ <span class="_ _1" />2.2 <span class="_ _1" />COMPOSITIO<span class="_ _1" />N OF<span class="_ _1" /> TH<span class="_ _1" />E BO<span class="_ _1" />ARD <span class="_ _1" />OF <span class="_ _1" />DIRECTORS/ <span class="_ _1" />2.2.<span class="_ _1" />23 "W<span class="_ _1" />hen t<span class="_ _1" />he C<span class="_ _1" />hairman <span class="_ _1" />is<span class="_ _1" /> </div><div class="t m0 x19 h3 y2fe ff1 fs0 fc0 sc0 ls0 ws0">an <span class="_ _36"> </span>execu<span class="_ _1" />tive <span class="_ _22"> </span>member, <span class="_ _36"> </span>then <span class="_ _22"> </span>the <span class="_ _22"> </span><span class="ff2">independent</span> <span class="_ _22"> </span>non-executive <span class="_ _22"> </span>Deputy <span class="_ _36"> </span>Cha<span class="_ _1" />irman <span class="_ _22"> </span>or <span class="_ _36"> </span>the <span class="_ _22"> </span>Senior </div><div class="t m0 x19 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">Independent Director s<span class="_ _1" />hall not replace the<span class="_ _1" /> Chairman in his<span class="_ _1" /> exec<span class="_ _1" />utive duties".<span class="_ _1" /> </div><div class="t m0 x19 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _13" />Group <span class="_ _13" />BoD <span class="_ _13" />appointe<span class="_ _1" />d <span class="_ _1" />Mr. <span class="_ _13" />M<span class="_ _1" />ichael <span class="_ _13" />Sakellis <span class="_ _13" />as <span class="_ _3e" />Non<span class="_ _1" />-Executive <span class="_ _13" />Deputy <span class="_ _13" />C<span class="_ _1" />hairman, <span class="_ _13" />in <span class="_ _13" />accordanc<span class="_ _1" />e </div><div class="t m0 x19 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">with the effective legislation<span class="_ _1" /> (Law 4706/2020, Artic<span class="_ _1" />le 8, par.2). Mr. M. Sakellis is held in high esteem by<span class="_ _1" /> </div><div class="t m0 x19 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">all <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />bodies<span class="_ _1" /> <span class="_ _b" />in <span class="_ _3" />the <span class="_ _3" />passenger <span class="_ _b" />s<span class="_ _1" />hippin<span class="_ _1" />g <span class="_ _b" />se<span class="_ _1" />gment. <span class="_ _3" />He <span class="_ _b" />is<span class="_ _1" /> <span class="_ _b" />a member <span class="_ _b" />of <span class="_ _3" />the <span class="_ _3" />Greek <span class="_ _3" />Shipowners <span class="_ _3" />Association<span class="_ _13" /> </div><div class="t m0 x19 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">for P<span class="_ _3" />assenger Ships <span class="_ _3" />(S.E.E.N.) from <span class="_ _3" />2006 until <span class="_ _b" />to<span class="_ _1" />day, he <span class="_ _b" />was<span class="_ _1" /> <span class="_ _3" />Chairman of <span class="_ _b" />t<span class="_ _1" />he BoD <span class="_ _3" />for <span class="_ _3" />the <span class="_ _3" />period 2012<span class="_ _1" />-</div><div class="t m0 x19 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">2022, <span class="_ _13" />while <span class="_ _13" />in <span class="_ _13" />February <span class="_ _13" />2022 <span class="_ _13" />he <span class="_ _13" />was <span class="_ _13" />aw<span class="_ _1" />arded <span class="_ _13" />the <span class="_ _13" />title <span class="_ _13" />of <span class="_ _13" />Honorary <span class="_ _13" />Ch<span class="_ _1" />airman <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />BoD <span class="_ _13" />of <span class="_ _13" />S.E.<span class="_ _13" />E.N. </div><div class="t m0 x19 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">He is a Member of the HEL<span class="_ _1" />LENIC CHAMBER OF <span class="_ _1" />SHIPPING (NEE) BoD<span class="_ _1" />, the Seamen's Pens<span class="_ _1" />ion Fund </div><div class="t m0 x19 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">(NAT), <span class="_ _1b" />the <span class="_ _1b" />Ass<span class="_ _1" />ociation <span class="_ _1b" />of <span class="_ _1c"> </span>Greek <span class="_ _1c"> </span>Tourist <span class="_ _1b" />Enterprises<span class="_ _1" /> <span class="_ _1b" />(SETE), <span class="_ _1c" />as <span class="_ _1b" />wel<span class="_ _1" />l <span class="_ _1b" />as <span class="_ _1b" />a <span class="_ _1c"> </span>member <span class="_ _1b" />of <span class="_ _1c"> </span>the <span class="_ _1b" />Ship<span class="_ _1" />ping </div><div class="t m0 x19 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">Council (SAS). Moreover, he meets all the independence criteria eff<span class="_ _1" />ective<span class="_ _1" /> under the current legislation, </div><div class="t m0 x19 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">apart from<span class="_ _1" /> the <span class="_ _1" />case wh<span class="_ _1" />en h<span class="_ _1" />e was<span class="_ _1" /> a <span class="_ _1" />member <span class="_ _1" />of the <span class="_ _1" />BoD <span class="_ _1" />of th<span class="_ _1" />e parent <span class="_ _1" />company<span class="_ _1" /> and <span class="_ _1" />its su<span class="_ _1" />bsidiaries fo<span class="_ _1" />r </div><div class="t m0 x19 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0">over <span class="_ _2f"> </span>(9)  y<span class="_ _1" />ears <span class="_ _2f"> </span>cumulatively <span class="_ _2f"> </span>from  th<span class="_ _1" />e  time <span class="_ _2f"> </span>of <span class="_ _2f"> </span>his <span class="_ _2f"> </span>firs<span class="_ _1" />t  election. <span class="_ _2f"> </span>At <span class="_ _2f"> </span>the <span class="_ _2f"> </span>meetings <span class="_ _2f"> </span>of <span class="_ _2f"> </span>the <span class="_ _2f"> </span>BoD <span class="_ _2f"> </span>he </div><div class="t m0 x19 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">demonstrates <span class="_ _2f"> </span>obj<span class="_ _1" />ectivity <span class="_ _2e"> </span>and <span class="_ _2f"> </span>independe<span class="_ _1" />nce <span class="_ _2f"> </span>of <span class="_ _2f"> </span>judg<span class="_ _1" />ment <span class="_ _2e"> </span><span class="ff6">–</span> <span class="_ _2f"> </span>the <span class="_ _2f"> </span>qua<span class="_ _1" />lities, <span class="_ _2f"> </span>recognized <span class="_ _2f"> </span>t<span class="_ _1" />hrough <span class="_ _2f"> </span>h<span class="_ _1" />is </div><div class="t m0 x19 h2 yb1 ff1 fs0 fc0 sc0 ls0 ws0">appointment for <span class="_ _1" />over nine <span class="_ _1" />(9) and c<span class="_ _1" />onsecutive years<span class="_ _1" /> as a <span class="_ _1" />representative of the <span class="_ _1" />institution o<span class="_ _13" />f <span class="_ _1" />passenger<span class="_ _1" /> </div><div class="t m0 x19 h2 y3b3 ff1 fs0 fc0 sc0 ls0 ws0">shipping (S.E.E.N).<span class="_ _1" /> </div><div class="t m0 x19 h2 y3db ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />N<span class="_ _1" />on-<span class="ff6">Executive <span class="_ _1b"> </span>Deputy <span class="_ _1b"> </span>Chairman <span class="_ _1b"> </span>of <span class="_ _1b"> </span>the <span class="_ _1b"> </span>Company’s <span class="_ _1b"> </span>BoD <span class="_ _1b"> </span>does <span class="_ _1b"> </span>no<span class="_ _1" /></span>t <span class="_ _1b" />replace <span class="_ _1b" />the <span class="_ _1b" />Cha<span class="_ _1" />irman <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _1a" />his<span class="_ _1" /> </div><div class="t m0 x19 h2 y4bb ff1 fs0 fc0 sc0 ls0 ws0">executive duties.<span class="_ _1" /> </div><div class="t m0 x54 h2 y4bc ff1 fs0 fc0 sc0 ls6 ws0">ii.<span class="ls0"> <span class="_ _f"> </span>PART<span class="_ _1" /> A'- BOARD OF<span class="_ _1" /> DIRECTORS<span class="_ _1" /> / THIRD U<span class="_ _1" />NIT - <span class="_ _1" />OPERATION OF TH<span class="_ _1" />E BOARD OF DIR<span class="_ _1" />ECTORS /<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y454 ff1 fs0 fc0 sc0 ls0 ws0">3.2 CORPORATE <span class="_ _1" />SECRETARY<span class="_ _1" /> / 3.2.1 "The Bo<span class="_ _1" />ard of Directors<span class="_ _1" /> is supported<span class="_ _1" /> by a competent, q<span class="_ _1" />ualified </div><div class="t m0 x19 h2 y4bd ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _3e" />exper<span class="_ _1" />ienced <span class="_ _3e" />Corpora<span class="_ _1" />te <span class="_ _1a" />Secretary<span class="_ _1" /> <span class="_ _3e" />to <span class="_ _3e" />c<span class="_ _1" />omply <span class="_ _3e" />w<span class="_ _1" />ith <span class="_ _3e" />interna<span class="_ _1" />l <span class="_ _3e" />procedures<span class="_ _1" /> <span class="_ _3e" />and <span class="_ _1a" />policies, <span class="_ _3e" />r<span class="_ _1" />elevant <span class="_ _1a" />laws </div><div class="t m0 x19 h2 y4be ff1 fs0 fc0 sc0 ls0 ws0">and regulations and t<span class="_ _1" />o operate efficient<span class="_ _1" />ly and effectivel<span class="_ _1" />y<span class="_ _1" /><span class="ff6">”</span>. </div><div class="t m0 x19 h2 y4bf ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />responsibilities of <span class="_ _b" />t<span class="_ _1" />he Corporate <span class="_ _3" />Secretary are <span class="_ _b" />m<span class="_ _1" />ainly covered <span class="_ _b" />by<span class="_ _1" /> <span class="_ _3" />the <span class="_ _3" />Legal, Insurance &amp;<span class="_ _3" /> Corporate </div><div class="t m0 x19 h2 y4c0 ff1 fs0 fc0 sc0 ls0 ws0">Affairs <span class="_ _1" />Division <span class="_ _1" />and <span class="_ _1" />the <span class="_ _13" />Corporate <span class="_ _1" />Governa<span class="_ _1" />nce <span class="_ _1" />&amp; <span class="_ _1" />Regulatory <span class="_ _1" />Com<span class="_ _1" />pliance <span class="_ _1" />Division, <span class="_ _1" />as <span class="_ _1" />well <span class="_ _1" />as <span class="_ _1" />by<span class="_ _1" /> ot<span class="_ _1" />her </div><div class="t m0 x19 h2 y4c1 ff1 fs0 fc0 sc0 ls0 ws0">Divisions of the Group, <span class="_ _1" />as the case may be.<span class="_ _13" /> </div><div class="t m0 x19 h2 y38c ff1 fs0 fc0 sc0 ls0 ws0">In  ge<span class="_ _1" />neral,  t<span class="_ _1" />he <span class="_ _2f"> </span>small-s<span class="_ _1" />taffed <span class="_ _2f"> </span>Board <span class="_ _2f"> </span>of <span class="_ _2f"> </span>Directors, <span class="_ _2f"> </span>th<span class="_ _1" />e  long<span class="_ _1" />-term <span class="_ _2f"> </span>prese<span class="_ _1" />nce  o<span class="_ _1" />f  i<span class="_ _1" />ts  mem<span class="_ _1" />bers  i<span class="_ _1" />n  th<span class="_ _1" />e </div><div class="t m0 x19 h2 y38d ff1 fs0 fc0 sc0 ls0 ws0">composition <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />body <span class="_ _13" />and <span class="_ _1" />effective <span class="_ _1" />dire<span class="_ _1" />ct <span class="_ _1" />s<span class="_ _1" />upport <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />o<span class="_ _1" />perations <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Boar<span class="_ _1" />d <span class="_ _1" />of <span class="_ _1" />Directors <span class="_ _13" />by <span class="_ _1" />the </div><div class="t m0 x19 h2 y38e ff1 fs0 fc0 sc0 ls0 ws0">competent <span class="_ _13" />Divisi<span class="_ _1" />ons <span class="_ _13" />of <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Group, <span class="_ _13" />a<span class="_ _1" />dequately <span class="_ _13" />supp<span class="_ _1" />ort <span class="_ _13" />the <span class="_ _3e" />BoD <span class="_ _13" />and <span class="_ _3e" />its <span class="_ _13" />Co<span class="_ _1" />mmittees <span class="_ _13" />op<span class="_ _13" />erations <span class="_ _3e" />at <span class="_ _13" />the<span class="_ _1" /> </div><div class="t m0 x19 h2 y38f ff1 fs0 fc0 sc0 ls0 ws0">current stage.<span class="_ _1" /> </div><div class="t m0 x3b h2 y4c2 ff1 fs0 fc0 sc0 ls0 ws0">iii. <span class="_ _f"> </span>PART A'- <span class="_ _1" />BOARD OF D<span class="_ _1" />IRECTORS / TH<span class="_ _1" />IRD UNIT <span class="_ _1" />- O<span class="_ _1" />PERATION OF THE <span class="_ _1" />BOARD OF DIRECTO<span class="_ _1" />RS /<span class="_ _1" /> </div><div class="t m0 x19 hb y12e ff6 fs0 fc0 sc0 ls0 ws0">3.3 <span class="_ _3" />EVALUATION <span class="_ _3" />OF <span class="_ _3" />THE BOARD <span class="_ _b" />OF<span class="_ _1" /> <span class="_ _b" />DIR<span class="_ _1" />ECTORS/ 3.3.4 <span class="_ _b" />“T<span class="_ _1" />he <span class="_ _3" />Board <span class="_ _3" />of <span class="_ _3" />Directors coll<span class="_ _3" />ectively, as <span class="_ _b" />well </div><div class="t m0 x19 h2 y4c3 ff1 fs0 fc0 sc0 ls0 ws0">as <span class="_ _1a" />the <span class="_ _1b" />Chairman<span class="_ _1" />, <span class="_ _1a" />the <span class="_ _1b" />Chief <span class="_ _1b" />Executive <span class="_ _1b" />Officer <span class="_ _1b" />and <span class="_ _1b" />the <span class="_ _1b" />other <span class="_ _1a" />mem<span class="_ _1" />bers <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _1b" />Board <span class="_ _1b" />of <span class="_ _1a" />D<span class="_ _1" />irectors <span class="_ _1b" />are </div><div class="t m0 x19 h2 y4c4 ff1 fs0 fc0 sc0 ls0 ws0">evaluated <span class="_ _1" />annua<span class="_ _1" />lly <span class="_ _1" />for <span class="_ _1" />the <span class="_ _13" />effective <span class="_ _1" />fulfillment <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />their <span class="_ _1" />duties<span class="_ _1" />.<span class="_ _1" /> <span class="_ _1" />At <span class="_ _1" />least <span class="_ _1" />every<span class="_ _1" /> <span class="_ _1" />three<span class="_ _1" /> <span class="_ _1" />years <span class="_ _1" />this <span class="_ _1" />evaluati<span class="_ _1" />on </div><div class="t m0 x19 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">shall be facilitated by a<span class="_ _1" />n external consu<span class="_ _1" />ltant"<span class="_ _1" />. </div><div class="t m0 x19 h2 y3d9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1c"> </span>Board <span class="_ _23"> </span>of <span class="_ _1b" />Dir<span class="_ _1" />ectors, <span class="_ _1c"> </span>th<span class="_ _1" />e <span class="_ _1c"> </span>Audit <span class="_ _23"> </span>Committee <span class="_ _1c"> </span>and <span class="_ _23"> </span>the <span class="_ _1c"> </span>Remuneration <span class="_ _23"> </span>&amp; <span class="_ _1c"> </span>Nomin<span class="_ _1" />ation <span class="_ _1c"> </span>Committe<span class="_ _1" />e <span class="_ _1c"> </span>are </div><div class="t m0 x19 h2 y3da ff1 fs0 fc0 sc0 ls0 ws0">collectively <span class="_ _1" />eva<span class="_ _1" />luated <span class="_ _1" />as <span class="_ _13" />a <span class="_ _13" />body <span class="_ _1" />by <span class="_ _13" />their <span class="_ _1" />own <span class="_ _13" />member<span class="_ _1" />s <span class="_ _13" />on <span class="_ _1" />an <span class="_ _1" />an<span class="_ _1" />nual <span class="_ _1" />b<span class="_ _1" />asis. <span class="_ _1" />In <span class="_ _13" />addition, <span class="_ _1" />the <span class="_ _13" />Chairma<span class="_ _1" />n </div></div></div><div class="pi" /></div>
<div id="pf32" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc32 w0 h0"><img src="data:image/png;base64,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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">50</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x19 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _13" />the <span class="_ _13" />CEO <span class="_ _3e" />are <span class="_ _13" />evaluate<span class="_ _1" />d <span class="_ _13" />individually. <span class="_ _13" />G<span class="_ _1" />iven <span class="_ _13" />that <span class="_ _13" />the <span class="_ _3e" />other <span class="_ _13" />mem<span class="_ _1" />b<span class="_ _1" />ers <span class="_ _13" />of <span class="_ _13" />the <span class="_ _3e" />BoD <span class="_ _13" />are <span class="_ _13" />non<span class="_ _1" />-executive<span class="_ _1" /> </div><div class="t m0 x19 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">members, <span class="_ _1c"> </span>col<span class="_ _1" />lectively <span class="_ _1c"> </span>evaluated <span class="_ _23"> </span>by <span class="_ _1c"> </span>the <span class="_ _1c"> </span>BoD <span class="_ _23"> </span>and <span class="_ _1c"> </span>the <span class="_ _23"> </span>participating <span class="_ _1c"> </span>committ<span class="_ _1" />ees <span class="_ _1c"> </span>and <span class="_ _1c"> </span>a<span class="_ _1" />lso <span class="_ _1c"> </span>taking <span class="_ _23"> </span>into </div><div class="t m0 x19 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">account the <span class="_ _b" />current small-staffed BoD, <span class="_ _3" />the practice <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />a<span class="_ _1" />dditional individual <span class="_ _3" />evaluation of <span class="_ _b" />these members </div><div class="t m0 x19 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">will not be applied.<span class="_ _1" /> </div><div class="t m0 x55 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">iv. <span class="_ _f"> </span>PART <span class="_ _3" />A'- <span class="_ _3" />BOARD <span class="_ _3" />OF <span class="_ _3" />DIRECTORS / <span class="_ _b" />SECOND UNIT <span class="_ _3" />- SIZE <span class="_ _b" />AND <span class="_ _3" />COMPO<span class="_ _1" />SITION OF <span class="_ _b" />THE <span class="_ _3" />BOARD <span class="_ _3" />OF </div><div class="t m0 x19 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">DIRECTORS / <span class="_ _b" />2.4 <span class="_ _3" />REMUN<span class="_ _1" />ERATION <span class="_ _3" />OF <span class="_ _3" />THE <span class="_ _3" />BOD <span class="_ _3" />MEMBERS <span class="_ _3" />/ 2.4<span class="_ _3" />.14 <span class="_ _3" />"The <span class="_ _3" />contracts<span class="_ _1" /> <span class="_ _b" />of the <span class="_ _b" />executive<span class="_ _1" /> </div><div class="t m0 x19 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">members <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Board <span class="_ _1" />of <span class="_ _1" />D<span class="_ _1" />irectors <span class="_ _1" />prov<span class="_ _1" />ide <span class="_ _1" />that <span class="_ _1" />the <span class="_ _13" />Board <span class="_ _1" />of <span class="_ _1" />Directors<span class="_ _1" /> <span class="_ _1" />may <span class="_ _13" />requ<span class="_ _1" />ire <span class="_ _1" />the <span class="_ _1" />refund <span class="_ _13" />of <span class="_ _1" />all <span class="_ _1" />or </div><div class="t m0 x19 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">part <span class="_ _1b" />of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>bonus <span class="_ _1c"> </span>awarde<span class="_ _1" />d, <span class="_ _1c"> </span>due <span class="_ _1b" />to <span class="_ _1c"> </span>bre<span class="_ _1" />ach <span class="_ _1b" />of <span class="_ _1c"> </span>contrac<span class="_ _1" />tual <span class="_ _1b" />t<span class="_ _1" />erms <span class="_ _1c"> </span>or <span class="_ _1c"> </span>incorrect <span class="_ _1c"> </span>financial <span class="_ _1c"> </span>statements <span class="_ _1c"> </span>of </div><div class="t m0 x19 h2 y2d2 ff1 fs0 fc0 sc0 ls0 ws0">previous years or gen<span class="_ _1" />erally based <span class="_ _1" />on incorrect financia<span class="_ _1" />l data, <span class="_ _1" />used to calculate th<span class="_ _1" />is bonus<span class="ls1c">".<span class="_ _1" /></span> </div><div class="t m0 x19 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x19 h2 y4c6 ff1 fs0 fc0 sc0 ls0 ws0">The modification of the co<span class="_ _1" />ntracts<span class="_ _1" /> <span class="ff6">of the execut<span class="_ _1" />ive members is not requ<span class="_ _1" />ired, as the  Comp<span class="_ _1" />any’s </span></div><div class="t m0 x19 h2 y4c7 ff1 fs0 fc0 sc0 ls0 ws0">potential to recover a<span class="_ _1" />ny extraordinary<span class="_ _1" /> benefits derives from th<span class="_ _1" />e <span class="_ _1" />legislaiton.<span class="_ _1" /> </div><div class="t m0 x19 h2 y4c8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x40 h2 y4c9 ff1 fs0 fc0 sc0 ls2 ws0">b.<span class="ls0"> <span class="_ _16"> </span>Deviations <span class="_ _1b" />fro<span class="_ _1" />m <span class="_ _1b" />the <span class="_ _1b" />H<span class="_ _1" />ellenic <span class="_ _1c"> </span>Corporate <span class="_ _1b" />Gov<span class="_ _1" />ernance <span class="_ _1b" />Code <span class="_ _1c"> </span>(EKED) <span class="_ _1c"> </span> <span class="_ _1b" />the <span class="_ _1b" />C<span class="_ _1" />ompany <span class="_ _23"> </span>is <span class="_ _1b" />in <span class="_ _1c" />the <span class="_ _1b" />proces<span class="_ _1" />s <span class="_ _1b" />of </span></div><div class="t m0 x3c h2 y4ca ff1 fs0 fc0 sc0 ls0 ws0">compliance<span class="_ _1" /> </div><div class="t m0 x37 h2 y4cb ff1 fs0 fc0 sc0 ls0 ws0">Due <span class="_ _3e" />to <span class="_ _1a" />extr<span class="_ _1" />emely <span class="_ _3e" />l<span class="_ _1" />imited <span class="_ _3e" />ti<span class="_ _1" />me <span class="_ _3e" />m<span class="_ _1" />argins <span class="_ _3e" />fro<span class="_ _1" />m <span class="_ _3e" />the <span class="_ _1a" />date <span class="_ _1a" />EK<span class="_ _1" />ED <span class="_ _3e" />entere<span class="_ _1" />d <span class="_ _3e" />into <span class="_ _1a" />force <span class="_ _1a" />and <span class="_ _1a" />based <span class="_ _1a" />on <span class="_ _1a" />a <span class="_ _1a" />relevant </div><div class="t m0 x37 h2 y4cc ff1 fs0 fc0 sc0 ls0 ws0">provision of <span class="_ _3" />the <span class="_ _3" />same Code, the <span class="_ _3" />Company has <span class="_ _3" />not yet <span class="_ _3" />implemented but <span class="_ _3" />is in <span class="_ _b" />t<span class="_ _1" />he process <span class="_ _3" />of <span class="_ _3" />completion and </div><div class="t m0 x37 h2 y4cd ff1 fs0 fc0 sc0 ls0 ws0">implementation of <span class="_ _3" />special practices <span class="_ _3" />starting <span class="_ _3" />with the <span class="_ _3" />most significant of <span class="_ _3" />them, the <span class="_ _3" />Rules <span class="_ _3" />of Procedure <span class="_ _3" />of the </div><div class="t m0 x37 h2 y4ce ff1 fs0 fc0 sc0 ls0 ws0">BoD, <span class="_ _1a" />devel<span class="_ _1" />opment <span class="_ _1a" />of <span class="_ _1b" />a <span class="_ _1a" />su<span class="_ _1" />ccession <span class="_ _1b" />plan <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _1a" />BoD <span class="_ _1b" />members<span class="_ _1" /> <span class="_ _1a" />and <span class="_ _1b" />the <span class="_ _1a" />s<span class="_ _1" />enior <span class="_ _1a" />exec<span class="_ _1" />utives <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _1a" />Group<span class="_ _1" />, </div><div class="t m0 x37 h2 y4cf ff1 fs0 fc0 sc0 ls0 ws0">development of an<span class="_ _3" /> annual <span class="_ _3" />action plan of <span class="_ _b" />the Board of <span class="_ _3" />Directors, as <span class="_ _3" />well as <span class="_ _3" />determination of <span class="_ _3" />a remuneration </div><div class="t m0 x37 h2 y4d0 ff1 fs0 fc0 sc0 ls0 ws0">system for the members<span class="_ _1" /> of the Board<span class="_ _1" /> of Directors and t<span class="_ _1" />he senior executives<span class="_ _1" /> of<span class="_ _1" /> the Group.<span class="_ _1" /> </div><div class="t m0 x37 h2 y4d1 ff1 fs0 fc0 sc0 ls0 ws0">In any case, all the special practices<span class="_ _1" /> adopted by the C<span class="_ _1" />ompany will have been imp<span class="_ _1" />lemented before th<span class="_ _13" />e end </div><div class="t m0 x37 h2 y4d2 ff1 fs0 fc0 sc0 ls2 ws0">of <span class="ls0">first quarter of 2<span class="_ _1" />023. </span></div><div class="t m0 x14 h3 y4d3 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y4d4 ff2 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0"> <span class="_ _16"> </span>INTERNAL CONT<span class="_ _1" />ROL SYSTEM<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y4d5 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1c" />Internal <span class="_ _1c"> </span>Co<span class="_ _1" />ntrol <span class="_ _1c"> </span>Syste<span class="_ _1" />m <span class="_ _1b" />("<span class="_ _1" />I.C.S.") <span class="_ _1c"> </span>is <span class="_ _1c"> </span>defin<span class="_ _1" />ed <span class="_ _1c" />as <span class="_ _1c"> </span>a <span class="_ _1c"> </span>set <span class="_ _1c"> </span>of <span class="_ _1c"> </span>intern<span class="_ _1" />al <span class="_ _1c"> </span>control <span class="_ _1c"> </span>m<span class="_ _1" />echanisms <span class="_ _1c"> </span>and <span class="_ _1c"> </span>proce<span class="_ _1" />dures, </div><div class="t m0 x14 h2 y4d6 ff1 fs0 fc0 sc0 ls0 ws0">including <span class="_ _23"> </span>risk <span class="_ _23"> </span>managem<span class="_ _1" />ent, <span class="_ _23"> </span>internal <span class="_ _23"> </span>control <span class="_ _24"> </span>and <span class="_ _23"> </span>regulatory <span class="_ _23"> </span>compliance,<span class="_ _1" /> <span class="_ _23"> </span>which <span class="_ _23"> </span>covers <span class="_ _23"> </span>every<span class="_ _1" /> <span class="_ _23"> </span>activity <span class="_ _23"> </span>of <span class="_ _23"> </span>the </div><div class="t m0 x14 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">Company and the Grou<span class="_ _1" />p on an ongoing bas<span class="_ _1" />is and co<span class="_ _1" />ntributes to their <span class="_ _1" />effective operatio<span class="_ _1" />n.<span class="_ _1" /> </div><div class="t m0 x14 h2 y4d8 ff1 fs0 fc0 sc0 ls0 ws0">The I.C.S. aims, in part<span class="_ _1" />icular, at t<span class="_ _1" />he following objectiv<span class="_ _1" />es: </div><div class="t m0 x14 h2 y4d9 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Consistently <span class="_ _1" />implementing the b<span class="_ _1" />usiness strategy through ef<span class="_ _1" />ficient use of the avai<span class="_ _1" />lable resources,<span class="_ _13" /> </span></div><div class="t m0 x14 h2 yf0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Recognizing a<span class="_ _1" />nd managing the su<span class="_ _1" />bstantial risks ass<span class="_ _1" />ociated <span class="_ _1" />with its business<span class="_ _1" /> activities,<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y3fc ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Efficient op<span class="_ _1" />eration of the Int<span class="_ _1" />ernal Control Departme<span class="_ _1" />nt,<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y4da ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Ensuring <span class="_ _2f"> </span>co<span class="_ _1" />mpleteness <span class="_ _2f"> </span>a<span class="_ _1" />nd <span class="_ _2f"> </span>reliability <span class="_ _2e"> </span>of <span class="_ _2f"> </span>the <span class="_ _2f"> </span>data <span class="_ _2e"> </span>and <span class="_ _2f"> </span>informat<span class="_ _1" />ion <span class="_ _2f"> </span>required <span class="_ _2e"> </span>for <span class="_ _2f"> </span>accurate <span class="_ _2e"> </span>and <span class="_ _2f"> </span>time<span class="_ _1" />ly </span></div><div class="t m0 x27 h2 y277 ff1 fs0 fc0 sc0 ls0 ws0">determination <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />financial <span class="_ _13" />position <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />pre<span class="_ _1" />paration <span class="_ _1" />of <span class="_ _3e" />reliable <span class="_ _13" />financial <span class="_ _13" />statements, <span class="_ _13" />as <span class="_ _1" />wel<span class="_ _1" />l <span class="_ _1" />as <span class="_ _13" />the <span class="_ _1" />non<span class="_ _1" />-</div><div class="t m0 x27 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">financial reporting, und<span class="_ _1" />er Article 151 of Law 4<span class="_ _1" />548/2018,<span class="_ _13" /> </div><div class="t m0 x14 h2 y4dc ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Compliance<span class="_ _1" /> with the regulatory and legislative framew<span class="_ _1" />ork, as well as the <span class="_ _3" />regulat<span class="_ _1" />ions g<span class="_ _1" /><span class="ff6">overning the<span class="_ _1" /> Group’s </span></span></div><div class="t m0 x27 h2 y4dd ff1 fs0 fc0 sc0 ls0 ws0">operation. </div></div></div><div class="pi" /></div>
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rWcqn7WqZ8Ig2aP/c69L61avabVp6qvr//To0/f8c+9qe3xo0/ITG0v/fVh381lZbZgAIB2b3tGP/Lk5DlrE02v4nl0YXxAt+y2PMuGivpZa7bPWllRlr7ltw/88JuXNV3n388Z8ZU/vNV41aHKRDj6uolnH13QryCve36nzIz44IMKT/jkMU0fMmTwoMFdg6VNuvQPMzdP+fxPzz26YEj/7h1ysnJzss449YQuXbrs0Wced9JR8UcWp5r8PWHSwprBn7v1jBHdh/Trltcxu2FCTjKV3lxetXR92T/e3rSsLAqCYNry+hGX3Pa18YO/+dXPNZ5d8fBhh40elD19+fafh84vTg26/L5++bHBBVndOmXGgjAIgrpkqri8/t3iRGViL/+OkZmZeWjmhgXpge/vbcWmvTb3wjNPtxEDAHwskj2ZTF5+1+x088sn/en75x85YnhbnqWouLjfhD82PjwKwpv/vuq0Y2eNPun4xnUu/fw5//34/EWl24+RLyuL7pi6MQi2/6xy2b3dBh08sPFmVlbWxBs+dfp//iPd5MevK5o/avzkt6fc/Z09+swjhg/9zhl9b3uu2SyX5WXRXTNKg2A3f2dYVJq+/uEl549fO/CgAY0Lb5owavotU5uulg7C1eXR6vK6IGhxZpgPNO/opCHdFyzafnP2qsoLbcIAAO3dtkPFpeVVLU4Uc/Wobm0580mDwt69f/b5wU3nh0RB+NVfP19X1yxYb7/6lIIOu3qe8orKFktGn3T8P/5r7EH5O33Iqs31e/Gxb73x8j9/fWTfvD0O6C7Z0TdG9+hT2LvpwvGnnfzcTad9YWTeBzhdZJucfNzIzsntOxWr0r12NgMHAID2luwtTlXeIze484df26MLDH37a5cc2qPZ5ZaKtqZbTBD/9NjRKx654aaz+ubEW584Hou18orjTh017fbLjuvXeg5n7HAxqKzmizIzYq29UOxLnz175h2XnjooKwzaOjn+zKG5qx751p3/9fWsrKwWd50x5pRHfvmtV3954bmHd8je3QVJC3Kjc4Y323cZPqBNF0Pt0KHDV4/bvvuSjOXc+excGzEAQPsWNlR1XV39edffUfb+WRQvPvng66+6eE+f675H/n735AXb4jI7fsNFx55zxphW15zz1rzf/HXa8wvKi6u2N3qvjtF7f7k+L6/1y4JGUfSXxyfd89zbC4oTm2qihjnxYRDdeuGgH1zzpaZrvvzanNP/3+REOgiCIC8rmH7bBSOPGrGLt714ydLfPfL8M/M2rSlPp3Y4YU4YRIO6xs48ssf444acNW50RsbuD6QXFRfPmDV3zYaytSUVFTWJRDIVhmFOZrx755xBfbof0r/XccccmZube9cDj7++uCiKop75uT+98Ss77gbsbBwuv3NGdUaX92+mfjym07DDDrUpAwC082TfL6IoqqysrKmprU8kUqlUr54FOTk5bXxUZVVVMpmKx2OtXgR048aSqurqMAwLenTv2LFjG99PbW1tRcXWRDLRcAXTWCyWk52dl9epLe9qX7r9gadfrT6o8WaPZNHtV52WnZ1tawYAkOwcEN5duPhH05v9SODfDq8ec8oJRgYAoF2KGYKPnKFDBndKbmq6ZP7KEsMCANBeZbTXD1ZVVbV85eowDAt79ezevdu+fOnlK1au21AaBEG3/LxBAwfk5ubuxZMUFRdXVlYfOnjQjnfF4/FvjOp++ys1ifi2Z55XnldVVdX2KUAAAHyEtM+JMQ8/Oemy389JpBt+opq+54qjrrjk/H3z0lNnzrp7fmYUy3h/fFM9U8UTTuh9wrEj2/4kU6a9cs/CDrEofVrXoq+cP6bV6L/vscmTS/s23jyx46rrv3yODRoAoP1phxNjSkpKvznxjeP6Z71487hpP/7Ut8YWHjao77556crKynvnphp7PQiCKIxvyOj7P6+n7nr42UQi0cbneWHh5jCMRbGMqeX9r5n42oJFS3Zc53OfPiWe2j6jfXZFz+rqahs0AED7096Osm/eXDb6mt8fNyh/4k+u2fG88gsWLZ40/Y2jhx40480leR2zb7zqixs2bHzxlTeWrN6Y3ynnvLEnNFx79d6Hnrzii+c3PPzxZ6b07tFt1AnH/uIPD404pO+SVcWl5dX9CvI/f/aYrl27tHj+ex+dNGVzv529t8LU2q+PHzJ0yODdfoqnn3/p/xantmZsO1l7ZqpmSNaGEX07jTnpmK5dtr/orROfmpcY2Hjzor4bv3DOONs0AEA7096Osj8+edq7G9Nf/vQnwjCsqakpKi5u/C+RSLy7ZOX3H136HxNfKuzR+dD+vdauW3/IZX+4duKcKIqmvLlm/HceTCaTQRBMfH5ROr3t+kqPT1/48tzFQRD88pll5942/a2lG7vm5dz/wpKhl/52y5YtTV86iqKZG3c1m7wo3u/mf26Z89b83X6Kc8aPvvea047KXNlwMxHPfTc18K+re1z/4NuTXpjRuJc1enizE1y+vDphgwYAaH/a289PN5VXBUHQOa9jEASP/P35r94zr/GuN399QRAEqSC897vnHTlieBAEd//5icxYOOuOCQ2/8hx9xc/+/Nizl1983s6e/PPH5N//39cFQXD+uJWDr3xg+qtvnHfm2MZ7J784szqj667fXjqWNWnOimNHHrnbDxKG4XcvPfPuR/8xc0vvKL7tKkvVGfn3vxe8tuzp73xxTF5ep359egXztu82bIz1LCkpKSgosFkDALQn7e0o+0lHD4mH0TtLVgVBcO74k+f86rw5vzrvW2N65mUFAwf0C4IgLytq6PUgCJauLf3sJ7o2npXllGEFU95Y0fDvxiPZqXQ69v4Em1OO2DbpZdDBA4f3jK9cX7p9f2De2w8viu/27cVTdaMO69nGz5KZmXndhLPvuuSQ0zqvzkpVNS5flB541Z8XX/e75+6aNK/Z/kCY+ZNHZ1dWVtqsAQAk+4Fr9EnHXXVyj58+Nr+qqqp7926fOPrIY446YtbSshvOGNAw9TzeZH77wN5d/2/u5rXr1jXcnPVe6egj+gVB0Ck7Y9acuUEQpNPp11dW9eyW17DCawu3rbli5aoFG1MDem+ba55IJO6YUVYX77SbNxelrzoyNXb0iXv0ibp17fqNS86eeOUx47uujaW3TX1JxzI3ZPRZGR7UYuWieL+7/vaizRoAoD1ph+dl/81NV33vF/cN+9Kvj+ybGwTBspLascN7/Oe1ExrujTfZSZlw/vh5yzecceP9A7pllVYmjhmYf/WEC4Ig+OoZIyb8fPLgghfrkunDC3POPG1bZL+ztvL0q36W3yFjzea6G8cXfnrMqIblz/xzZs37PxXdRa+f3WvDmFPO2LsPlZ2dfdUXzjpxwaInX1mysL53MpazszXn1PRbsGjJ8KFDbNwAAO1D+zwvexAE6XR63tsL4vHY0CGDs7K2zQWvq6urrKza8cpKpaWbunTJz8hocnLGKNq8uSwrKzMvb9sh9l7n3HLn1cef9+nTN5aU9CwoyMzMbFz5+jufXRfvv4s3E0snvn506tSTjvtQPtq8dxb8atqm2oz8na1wfO7KGy8718YNANA+tNurn8ZisZFHjWixMDs7Ozs7e8eVe/RoeYw8DMNWr5mamZnZt0+fpku2lJcXhb12/WZGdV5/6kkf2nWOjhox/LcDKv73/6a/VtUvCluZQL9sa44tGwCg/ZStIfgg6urqbv3LS+lYVut3R1Hv1LovDCj9+sVnfrivm9+58/WXnvODk7OOyFjZIVnW4t7SeM9JL7zk2wEAaB/a7cSYD11RcXGX/Pzc3NymC3d97aThsZU3X/0vn6ASRdGvH3hmVk2zn6IOja388dXmxgAAtAeOsrdVYe/eLXo9mUzO2Ji3s/W7JDdc99mT98VeVxjeeNk51x5VW5Bc37Aknq77zCcG+MoAANoHR9n33vPTX7lnYSsndsxLll40LHPcKcc3/ux1nyndtKmqqjo/v3OX/HxfEABA+5BhCPbaa++VBkHLZM9Jlt98/mH9+/XdL2+pR/fuPbp399UAAEh2giAI1tXmtBi/DsktP73o0D6FhQYHAADJvp8tWrK0LN6z8WYYpQ4O115x5uF6HQAAyX5AeG7WwijcdpKWrFTVd0/tcuSIcwwLAACS/UAxsKDTm+UV8SB1UHb5F04fNuywQ40JAAD/Cs4YAwAABzTnZQcAAMkOAABIdgAAkOwAAIBkBwAAAACAjwoneQQAgAOaiTEAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAABtl7EXjwnD0MDBPhNFkUEAgI8zR9kBAOCAFjqABwAABzJH2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyGwIAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAOaSkbMAABMdSURBVMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOyGAAAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2QwAAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAP5/u3VoBAAAg0Dsuv/QdAJkryaxONQDkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYXAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMnuAgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAODGuAAAAN4ladMCS/2sw2icqkYAAAAASUVORK5CYII=" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">51</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls1 ws0">In<span class="ls0">ternal Control <span class="_ _1" />System Features<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">The key compone<span class="_ _1" />nts of I.C.S. are as fo<span class="_ _1" />llows:<span class="_ _1" /> </div><div class="t m0 x14 h2 y4de ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Control E<span class="_ _1" />nvironment: Co<span class="_ _1" />ntrol E<span class="_ _1" />nvironment i<span class="_ _1" />ncludes all <span class="_ _1" />the struc<span class="_ _1" />tures, policies <span class="_ _1" />and <span class="_ _1" />procedures th<span class="_ _1" />at provide </span></div><div class="t m0 x27 h2 y314 ff1 fs0 fc0 sc0 ls0 ws0">the basis for the development of an effective I.C.S. as it provides the framework and structure necess<span class="_ _1" />ary<span class="_ _1" /> to </div><div class="t m0 x27 h2 y4df ff1 fs0 fc0 sc0 ls0 ws0">meet the key objectives.<span class="_ _1" /> </div><div class="t m0 x14 h2 y4e0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Ri<span class="_ _b" />sk M<span class="_ _b" />ana<span class="_ _3" />ge<span class="_ _3" />m<span class="_ _3" />en<span class="_ _3" />t:<span class="_ _3" /> <span class="_ _3" />Ri<span class="_ _b" />sk <span class="_ _3" />Ma<span class="_ _3" />na<span class="_ _b" />gem<span class="_ _3" />en<span class="_ _b" />t i<span class="_ _3" />n<span class="_ _3" />clu<span class="_ _b" />de<span class="_ _3" />s r<span class="_ _3" />i<span class="_ _3" />sk<span class="_ _3" /> a<span class="_ _b" />sses<span class="_ _b" />sme<span class="_ _3" />nt<span class="_ _b" />, r<span class="_ _3" />i<span class="_ _3" />sk<span class="_ _3" /> <span class="_ _3" />re<span class="_ _3" />s<span class="_ _3" />pon<span class="_ _b" />se <span class="_ _3" />a<span class="_ _3" />nd<span class="_ _3" /> r<span class="_ _b" />isk<span class="_ _3" /> <span class="_ _3" />mon<span class="_ _b" />ito<span class="_ _b" />rin<span class="_ _3" />g<span class="_ _3" /> p<span class="_ _b" />roce<span class="_ _b" />dur<span class="_ _3" />es<span class="_ _b" />. </span></div><div class="t m0 x14 h2 y317 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Control Mechanisms: Control activities include control mechanisms of critical <span class="_ _3" />controls, with an emphasis on </span></div><div class="t m0 x27 h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">controls relat<span class="_ _1" />ed to iss<span class="_ _1" />ues of<span class="_ _1" /> conflict of<span class="_ _1" /> interest, <span class="_ _1" />segregation <span class="_ _1" />of dut<span class="_ _1" />ies and I<span class="_ _1" />nformation <span class="_ _1" />Systems gover<span class="_ _1" />nance<span class="_ _1" /> </div><div class="t m0 x27 h2 yd0 ff1 fs0 fc0 sc0 ls0 ws0">and security. </div><div class="t m0 x14 h2 y319 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Information  and  Com<span class="_ _1" />munication  System:  The  System  includes  the  process  o<span class="_ _1" />f  developing  financial <span class="_ _2f"> </span>-<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y31a ff1 fs0 fc0 sc0 ls0 ws0">including <span class="_ _b" />contro<span class="_ _1" />l <span class="_ _b" />mechanis<span class="_ _1" />ms <span class="_ _b" /><span class="ff6">–<span class="_ _1" /><span class="ff1"> <span class="_ _b" />reports <span class="_ _b" />an<span class="_ _1" />d <span class="_ _b" />non-fin<span class="_ _1" />ancial <span class="_ _b" />infor<span class="_ _1" />mation, <span class="_ _b" />as<span class="_ _1" /> <span class="_ _b" />well <span class="_ _b" />as <span class="_ _b" />cri<span class="_ _1" />tical <span class="_ _b" />internal <span class="_ _b" />an<span class="_ _1" />d <span class="_ _b" />externa<span class="_ _1" />l </span></span></div><div class="t m0 x27 h2 y1f0 ff1 fs0 fc0 sc0 ls0 ws0">communication proces<span class="_ _1" />ses.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1c7 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>I.C.S. <span class="_ _1" />monitoring: I.C.<span class="_ _1" />S. mo<span class="_ _1" />nitoring  <span class="_ _1" />includes structures<span class="_ _1" /> and m<span class="_ _1" />echanisms  <span class="_ _1" />in charg<span class="_ _1" />e of on<span class="_ _13" />-going <span class="_ _1" />evaluation </span></div><div class="t m0 x27 h9 y405 ff1 fs0 fc0 sc0 ls2 ws0">of<span class="ff7 fs1 ls0"> </span><span class="ls0">I.C.S.  data and r<span class="_ _1" />eporting findings<span class="_ _1" /> for correction or <span class="_ _1" />improvement.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y406 ff1 fs0 fc0 sc0 ls0 ws0">To <span class="_ _b" />ens<span class="_ _1" />ure <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />adequac<span class="_ _1" />y <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />its <span class="_ _3" />effectiveness, <span class="_ _3" />the <span class="_ _b" />I.C<span class="_ _1" />.S. <span class="_ _b" />s<span class="_ _1" />tructure i<span class="_ _3" />s <span class="_ _b" />b<span class="_ _1" />ased <span class="_ _3" />on <span class="_ _b" />an <span class="_ _3" />operationa<span class="_ _1" />l <span class="_ _b" />three<span class="_ _13" />-level approach </div><div class="t m0 x14 h2 y4e1 ff1 fs0 fc0 sc0 ls0 ws0">(three-line defenc<span class="_ _1" />e model): </div><div class="t m0 x14 h2 y1a0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _b" />first <span class="_ _3" />defense <span class="_ _b" />line <span class="_ _b" />compr<span class="_ _1" />ises <span class="_ _b" />every <span class="_ _b" />Un<span class="_ _1" />it <span class="_ _b" />/ <span class="_ _b" />Departm<span class="_ _1" />ent <span class="_ _b" /> <span class="_ _b" />primarily <span class="_ _b" />r<span class="_ _1" />esponsible <span class="_ _b" />for <span class="_ _3" />managing the <span class="_ _b" />risks <span class="_ _b" />aris<span class="_ _1" />ing </span></div><div class="t m0 x27 h2 y31e ff1 fs0 fc0 sc0 ls0 ws0">from its operations as we<span class="_ _1" />ll as ensuri<span class="_ _1" />ng the effectivenes<span class="_ _1" />s and efficiency of its work<span class="_ _1" />,<span class="_ _1" /> </div><div class="t m0 x14 h2 y4e2 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _1" />secon<span class="_ _1" />d <span class="_ _1" />defense <span class="_ _13" />line <span class="_ _1" />comprises <span class="_ _13" />risk <span class="_ _1" />man<span class="_ _1" />agement <span class="_ _1" />and<span class="_ _1" /> <span class="_ _1" />regulatory <span class="_ _13" />compliance <span class="_ _1" />funct<span class="_ _1" />ions <span class="_ _1" />promo<span class="_ _1" />ting <span class="_ _1" />and </span></div><div class="t m0 x27 h2 y4e3 ff1 fs0 fc0 sc0 ls0 ws0">supporting  evaluation an<span class="_ _1" />d monitoring <span class="_ _1" />of contr<span class="_ _1" />ols, operating indepen<span class="_ _1" />dently of the firs<span class="_ _1" />t defense line,<span class="_ _1" /> </div><div class="t m0 x14 h2 y4e4 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _1" />third <span class="_ _1" />de<span class="_ _1" />fense <span class="_ _1" />line <span class="_ _1" />c<span class="_ _1" />omprises <span class="_ _1" />the <span class="_ _13" />Internal <span class="_ _1" />Contro<span class="_ _1" />l <span class="_ _1" />Department, <span class="_ _13" /> <span class="_ _1" />responsible <span class="_ _1" />f<span class="_ _1" />or <span class="_ _1" /> <span class="_ _1" />independe<span class="_ _1" />nt <span class="_ _1" />control <span class="_ _1" />of </span></div><div class="t m0 x27 h2 y4e5 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1a" />first <span class="_ _1b" />two <span class="_ _1b" />lines, <span class="_ _1a" />in <span class="_ _1b" />order <span class="_ _1b" />to <span class="_ _1a" />provide <span class="_ _1b" />assurance <span class="_ _1b" />that <span class="_ _1b" />the <span class="_ _1a" />govern<span class="_ _1" />ance <span class="_ _1a" />framewor<span class="_ _1" />k, <span class="_ _1b" />risk <span class="_ _1a" />m<span class="_ _13" />anagement <span class="_ _1a" />an<span class="_ _1" />d </div><div class="t m0 x27 h2 y4e6 ff1 fs0 fc0 sc0 ls0 ws0">regulatory compliance <span class="_ _1" />of the I.C.S. separate<span class="_ _1" /> elements <span class="_ _1" />and contro<span class="_ _1" />l points  opera<span class="_ _1" />te effectively.<span class="_ _1" /> </div><div class="t m0 x14 h2 y4e7 ff1 fs0 fc0 sc0 ls0 ws0">Audit C<span class="_ _1" />ommittee <span class="_ _1" />plays <span class="_ _1" />a <span class="_ _1" />significant<span class="_ _1" /> <span class="_ _1" />role, <span class="_ _1" />as <span class="_ _1" />it <span class="_ _1" />superv<span class="_ _1" />ises <span class="_ _1" />I.C.S. <span class="_ _1" />adequac<span class="_ _1" />y an<span class="_ _1" />d eff<span class="_ _1" />ectiveness. <span class="_ _1" />Significant <span class="_ _1" />role <span class="_ _1" />is<span class="_ _1" /> </div><div class="t m0 x14 h2 y4e8 ff1 fs0 fc0 sc0 ls0 ws0">also paid by the Risk Management Committee, focused on strengthening the risk manage<span class="_ _1" />ment culture, and the </div><div class="t m0 x14 hb y324 ff6 fs0 fc0 sc0 ls0 ws0">Remuneration <span class="_ _1" />and <span class="_ _1" />No<span class="_ _1" />mination <span class="_ _1" />Comm<span class="_ _1" />ittee, <span class="_ _1" />which <span class="_ _1" />assi<span class="_ _1" />sts <span class="_ _1" />in <span class="_ _1" />recruitment <span class="_ _1" />iss<span class="_ _1" />ues <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Company<span class="_ _1" />’s <span class="_ _1" />BoD, <span class="_ _1" />as <span class="_ _1" />wel<span class="_ _1" />l </div><div class="t m0 x14 h2 y325 ff1 fs0 fc0 sc0 ls0 ws0">as in the Remunerat<span class="_ _1" />ion Policy implement<span class="_ _1" />ation.<span class="_ _1" /> </div><div class="t m0 x14 h2 y421 ff1 fs0 fc0 sc0 ls0 ws0">To ensure I.C.<span class="_ _1" />S. effective organizatio<span class="_ _1" />nal structure o<span class="_ _1" />f ICS, the Grou<span class="_ _1" />p: </div><div class="t m0 x14 h2 y4e9 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Analytically <span class="_ _3e" />records <span class="_ _1a" />and <span class="_ _13" />c<span class="_ _1" />learly <span class="_ _3e" />defines <span class="_ _3e" />respo<span class="_ _1" />nsibilities <span class="_ _3e" />and <span class="_ _3e" />limits <span class="_ _3e" />of <span class="_ _3e" />respo<span class="_ _1" />nsibility <span class="_ _3e" />of <span class="_ _3e" />every <span class="_ _3e" />organizatio<span class="_ _1" />nal </span></div><div class="t m0 x27 h2 y4ea ff1 fs0 fc0 sc0 ls0 ws0">unit, </div><div class="t m0 x14 h2 y4eb ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>En<span class="_ _3" />su<span class="_ _b" />res <span class="_ _2e"> </span>e<span class="_ _3" />ff<span class="_ _3" />e<span class="_ _3" />cti<span class="_ _b" />ve <span class="_ _2e"> </span>al<span class="_ _3" />l<span class="_ _3" />o<span class="_ _3" />cai<span class="_ _b" />ton<span class="_ _3" /> <span class="_ _2e"> </span>of <span class="_ _2e"> </span>re<span class="_ _b" />spon<span class="_ _b" />sib<span class="_ _3" />il<span class="_ _b" />iti<span class="_ _3" />e<span class="_ _3" />s,<span class="_ _3" /> <span class="_ _2e"> </span>in <span class="_ _2f"> </span>ord<span class="_ _3" />e<span class="_ _3" />r <span class="_ _2e"> </span>to <span class="_ _2f"> </span>avoi<span class="_ _b" />d <span class="_ _2e"> </span>ca<span class="_ _3" />se<span class="_ _3" />s <span class="_ _2e"> </span>of <span class="_ _2e"> </span>in<span class="_ _b" />com<span class="_ _3" />pa<span class="_ _3" />ti<span class="_ _3" />bl<span class="_ _b" />e <span class="_ _2e"> </span>rol<span class="_ _3" />e<span class="_ _3" />s <span class="_ _2e"> </span>be<span class="_ _3" />tw<span class="_ _3" />e<span class="_ _3" />en </span></div><div class="t m0 x27 h2 y4ec ff1 fs0 fc0 sc0 ls0 ws0">M<span class="_ _3" />ana<span class="_ _b" />gem<span class="_ _3" />e<span class="_ _3" />nt<span class="_ _3" /> <span class="_ _1" />Me<span class="_ _3" />mb<span class="_ _b" />ers<span class="_ _3" /> <span class="_ _1" />an<span class="_ _3" />d exe<span class="_ _b" />cut<span class="_ _3" />i<span class="_ _3" />ve<span class="_ _3" />s,<span class="_ _3" /> <span class="_ _1" />an<span class="_ _3" />d amo<span class="_ _3" />n<span class="_ _3" />g<span class="_ _3" /> <span class="_ _1" />the<span class="_ _3" />m<span class="_ _3" />,<span class="_ _3" /> <span class="_ _1" />thr<span class="_ _b" />oug<span class="_ _3" />h<span class="_ _3" /> <span class="_ _1" />the<span class="_ _b" /> <span class="_ _13" />o<span class="_ _3" />rga<span class="_ _b" />niz<span class="_ _3" />a<span class="_ _3" />ti<span class="_ _3" />o<span class="_ _3" />nal<span class="_ _b" /> <span class="_ _1" />st<span class="_ _3" />ru<span class="_ _3" />ct<span class="_ _3" />u<span class="_ _3" />re<span class="_ _3" /> <span class="_ _1" />wh<span class="_ _3" />i<span class="_ _3" />ch<span class="_ _3" /> <span class="_ _1" />pr<span class="_ _3" />o<span class="_ _3" />vid<span class="_ _b" />es </div><div class="t m0 x27 h2 y4ed ff1 fs0 fc0 sc0 ls0 ws0">fo<span class="_ _b" />r a<span class="_ _3" />pp<span class="_ _b" />rop<span class="_ _b" />ria<span class="_ _3" />te<span class="_ _3" /> <span class="_ _3" />di<span class="_ _3" />ff<span class="_ _3" />e<span class="_ _3" />re<span class="_ _b" />nce<span class="_ _3" />s <span class="_ _3" />in<span class="_ _b" /> th<span class="_ _b" />e a<span class="_ _3" />dm<span class="_ _3" />i<span class="_ _3" />ni<span class="_ _b" />stra<span class="_ _b" />tiv<span class="_ _3" />e<span class="_ _3" /> pl<span class="_ _b" />ace<span class="_ _3" />m<span class="_ _3" />en<span class="_ _3" />t<span class="_ _3" /> a<span class="_ _b" />s w<span class="_ _3" />el<span class="_ _3" />l <span class="_ _b" />as <span class="_ _b" />the<span class="_ _3" /> a<span class="_ _b" />dmin<span class="_ _3" />i<span class="_ _3" />st<span class="_ _b" />rat<span class="_ _3" />i<span class="_ _3" />ve<span class="_ _3" /> <span class="_ _3" />re<span class="_ _b" />fere<span class="_ _3" />n<span class="_ _3" />ce<span class="_ _3" /> l<span class="_ _b" />ine<span class="_ _b" />s, </div><div class="t m0 x14 h2 y4ee ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Applies <span class="_ _3" />formal <span class="_ _3" />policies an<span class="_ _3" />d <span class="_ _3" />procedures <span class="_ _3" />to <span class="_ _b" />id<span class="_ _1" />entify <span class="_ _b" />d<span class="_ _1" />eficiencies <span class="_ _3" />in <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />int<span class="_ _1" />ernal <span class="_ _b" />con<span class="_ _1" />trol <span class="_ _b" />sy<span class="_ _1" />stem <span class="_ _b" />(to a <span class="_ _b" />reasonable </span></div><div class="t m0 x27 h2 y4ef ff1 fs0 fc0 sc0 ls0 ws0">extent) and to ensure th<span class="_ _1" />at correc<span class="_ _1" />tive action is taken,<span class="_ _1" /> </div><div class="t m0 x14 h2 y4f0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Informs <span class="_ _1" />a<span class="_ _1" />ll th<span class="_ _1" />e <span class="_ _1" />employees <span class="_ _13" />about <span class="_ _1" />their <span class="_ _1" />obligation <span class="_ _1" />to <span class="_ _1" />r<span class="_ _1" />eport <span class="_ _1" />any <span class="_ _13" />evidenced <span class="_ _1" />irregular <span class="_ _13" />or <span class="_ _1" />illegal <span class="_ _1" />act <span class="_ _1" />thro<span class="_ _1" />ugh <span class="_ _1" />t<span class="_ _13" />he </span></div><div class="t m0 x27 h2 y4f1 ff1 fs0 fc0 sc0 ls0 ws0">generated special cha<span class="_ _1" />nnels,<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">52</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y42b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Adopts a r<span class="_ _1" />isk managemen<span class="_ _1" />t framework<span class="_ _1" /> throughout the o<span class="_ _1" />rganization, withi<span class="_ _1" />n all the b<span class="_ _1" />usiness activities <span class="_ _1" />and in<span class="_ _13" />-</span></div><div class="t m0 x27 h2 y42c ff1 fs0 fc0 sc0 ls0 ws0">house units, recognizin<span class="_ _1" />g the financial and no<span class="_ _1" />n-financ<span class="_ _1" />ial impact of a<span class="_ _1" />ll the risks.<span class="_ _1" /> </div><div class="t m0 x27 h2 y4f2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y4f3 ff1 fs0 fc0 sc0 ls2 ws0">a.<span class="ls0"> <span class="_ _16"> </span>Internal control<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y4f4 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />I<span class="_ _1" />nternal <span class="_ _1c"> </span>Control<span class="_ _1" /> <span class="_ _1b" />D<span class="_ _1" />epartment <span class="_ _1c"> </span>(here<span class="_ _1" />inafter <span class="_ _1c"> </span>"ICD") <span class="_ _23"> </span>is <span class="_ _1b" />an <span class="_ _23"> </span>independent <span class="_ _1c"> </span>organiz<span class="_ _1" />ational <span class="_ _1c"> </span>unit. <span class="_ _1c"> </span>ICD<span class="_ _1" /> <span class="_ _1b" />r<span class="_ _1" />eports </div><div class="t m0 x27 hb y4f5 ff6 fs0 fc0 sc0 ls0 ws0">functionally <span class="_ _2e"> </span>to <span class="_ _26"> </span>the <span class="_ _2e"> </span>Audit <span class="_ _2e"> </span>Comm<span class="_ _1" />ittee <span class="_ _2e"> </span>and <span class="_ _2e"> </span>t<span class="_ _1" />hrough <span class="_ _2e"> </span>it <span class="_ _26"> </span>to <span class="_ _2f"> </span>the <span class="_ _26"> </span>Company’s <span class="_ _2e"> </span>BoD<span class="_ _1" /> <span class="_ _2e"> </span>and <span class="_ _2e"> </span>is <span class="_ _26"> </span>administratively </div><div class="t m0 x27 h2 y4f6 ff1 fs0 fc0 sc0 ls0 ws0">subordinated to th<span class="_ _1" />e Chief Executive Off<span class="_ _1" />icer. </div><div class="t m0 x27 h2 y317 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">ICD Responsibilit<span class="_ _1" />ies </div><div class="t m0 x27 h2 yd0 ff1 fs0 fc0 sc0 ls0 ws0">ICD, among others:<span class="_ _1" /> </div><div class="t m0 x27 h2 y319 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Prepares <span class="_ _1" />an <span class="_ _1" />annua<span class="_ _1" />l co<span class="_ _1" />ntrol <span class="_ _1" />plan <span class="_ _1" />based <span class="_ _1" />o<span class="_ _1" />n t<span class="_ _1" />he r<span class="_ _1" />isk <span class="_ _1" />assessment, <span class="_ _1" />and <span class="_ _1" />submits<span class="_ _1" /> it<span class="_ _1" /> to<span class="_ _1" /> <span class="_ _1" />the <span class="_ _1" />Audit <span class="_ _1" />Comm<span class="_ _1" />ittee </span></div><div class="t m0 x19 h2 y31a ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _1b" />approval. <span class="_ _1c"> </span>The <span class="_ _1b" />ann<span class="_ _1" />ual <span class="_ _1b" />plan <span class="_ _1b" />incl<span class="_ _1" />udes <span class="_ _1b" />the <span class="_ _1c" />requirements <span class="_ _1c"> </span>of <span class="_ _1b" />the <span class="_ _1c"> </span>resources <span class="_ _1c"> </span>as <span class="_ _1b" />well <span class="_ _1c"> </span>as <span class="_ _1b" />the <span class="_ _1b" />ef<span class="_ _1" />fects <span class="_ _1b" />of<span class="_ _1" /> </div><div class="t m0 x19 h2 y1f0 ff1 fs0 fc0 sc0 ls0 ws0">limitation <span class="_ _b" />of <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />resources <span class="_ _3" />or <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />au<span class="_ _1" />dit <span class="_ _b" />work <span class="_ _3" />of <span class="_ _12" />I<span class="_ _1" />CD. <span class="_ _b" />Any <span class="_ _3" />significant <span class="_ _b" />deviat<span class="_ _1" />ion <span class="_ _b" />from <span class="_ _b" />the <span class="_ _b" />a<span class="_ _1" />pproved <span class="_ _b" />contro<span class="_ _1" />l </div><div class="t m0 x19 h2 y3eb ff1 fs0 fc0 sc0 ls0 ws0">plan is disclosed to the <span class="_ _1" />Audit Committe<span class="_ _1" />e through perio<span class="_ _1" />dic reports.<span class="_ _1" /> </div><div class="t m0 x27 h2 y405 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitors, <span class="_ _1" />controls and ev<span class="_ _1" />aluates th<span class="_ _1" />e implementat<span class="_ _1" />ion of <span class="_ _1" />the Rules of <span class="_ _1" />Procedure a<span class="_ _1" />nd I.C.S., <span class="_ _1" />in parti<span class="_ _13" />cular </span></div><div class="t m0 x19 h2 y406 ff1 fs0 fc0 sc0 ls0 ws0">as to <span class="_ _b" />adequac<span class="_ _1" />y an<span class="_ _3" />d correctness of <span class="_ _b" />the provided financial <span class="_ _3" />and non-financ<span class="_ _1" />ial <span class="_ _3" />reporting, risk ma<span class="_ _3" />nagement, </div><div class="t m0 x19 h2 y4e1 ff1 fs0 fc0 sc0 ls0 ws0">regulatory  comp<span class="_ _1" />liance  and  the <span class="_ _2f"> </span>Corporate  Governa<span class="_ _1" />nce  Code  a<span class="_ _1" />dopted  by  Co<span class="_ _1" />mpany,  the  financi<span class="_ _1" />al </div><div class="t m0 x19 h2 y4f7 ff1 fs0 fc0 sc0 ls0 ws0">information <span class="_ _3" />quality <span class="_ _3" />assurance mechanisms, <span class="_ _b" />the Corporate <span class="_ _b" />G<span class="_ _1" />overna<span class="_ _1" />nce <span class="_ _3" />mechanisms, observance <span class="_ _b" />of <span class="_ _3" />the<span class="_ _1" /> </div><div class="t m0 x19 h2 y4f8 ff1 fs0 fc0 sc0 ls0 ws0">commitments <span class="_ _13" />included <span class="_ _1" />in <span class="_ _13" />pr<span class="_ _1" />ospectuses <span class="_ _1" />and <span class="_ _13" />the <span class="_ _1" />Co<span class="_ _1" />mpany's <span class="_ _13" />business <span class="_ _1" />pl<span class="_ _1" />ans <span class="_ _1" />regar<span class="_ _1" />ding <span class="_ _1" />the <span class="_ _13" />allocation <span class="_ _13" />of  </div><div class="t m0 x19 h2 y4f9 ff1 fs0 fc0 sc0 ls0 ws0">funds raised from t<span class="_ _1" />he regulated market.<span class="_ _1" /> </div><div class="t m0 x27 h2 y4fa ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Prepares reports<span class="_ _1" /> to the org<span class="_ _1" />anizational units <span class="_ _1" />under audi<span class="_ _1" />t with findings a<span class="_ _1" />nd ri<span class="_ _1" />sk<span class="_ _1" />s arising and suggest<span class="_ _1" />ions </span></div><div class="t m0 x19 h2 y320 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _b" />improv<span class="_ _1" />ement, <span class="_ _b" />if <span class="_ _3" />any. <span class="_ _b" />The<span class="_ _1" /> <span class="_ _b" />reports <span class="_ _3" />include <span class="_ _3" />relevant <span class="_ _b" />v<span class="_ _1" />iews <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />un<span class="_ _1" />its <span class="_ _b" />under <span class="_ _3" />audit, <span class="_ _3" />agreed<span class="_ _1" />-upon <span class="_ _3" />actions </div><div class="t m0 x19 h2 y4fb ff1 fs0 fc0 sc0 ls0 ws0">or <span class="_ _13" />ac<span class="_ _1" />ceptance <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />the <span class="_ _3e" />risk <span class="_ _3e" />of <span class="_ _3e" />not <span class="_ _3e" />taking <span class="_ _3e" />action, <span class="_ _3e" />limitatio<span class="_ _1" />ns <span class="_ _13" />on <span class="_ _3e" />its <span class="_ _3e" />scope <span class="_ _3e" />of <span class="_ _13" />c<span class="_ _1" />ontrol <span class="_ _13" />(<span class="_ _1" />if <span class="_ _13" />any), <span class="_ _3e" />final <span class="_ _3e" />interna<span class="_ _1" />l </div><div class="t m0 x19 h2 y4fc ff1 fs0 fc0 sc0 ls0 ws0">control proposals a<span class="_ _1" />nd results of the Co<span class="_ _1" />mpany units' under a<span class="_ _1" />u<span class="_ _1" />dit response in its pr<span class="_ _1" />oposals. </div><div class="t m0 x27 h2 y4fd ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitors the de<span class="_ _1" />gree of impl<span class="_ _1" />ementation of the agree<span class="_ _1" />d-u<span class="_ _1" />pon proposals resul<span class="_ _1" />ting from the Audit Re<span class="_ _1" />ports.<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y15f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Submits <span class="_ _1b" />re<span class="_ _1" />ports <span class="_ _1b" />to <span class="_ _1c" />the <span class="_ _1c"> </span>Audit <span class="_ _1b" />Comm<span class="_ _1" />ittee <span class="_ _1b" />at <span class="_ _1c"> </span>least <span class="_ _1b" />qu<span class="_ _1" />arterly, <span class="_ _1b" />includ<span class="_ _1" />ing <span class="_ _1b" />its <span class="_ _1c" />most<span class="_ _13" /> <span class="_ _1b" />significant <span class="_ _1c"> </span>issues <span class="_ _1c" />and </span></div><div class="t m0 x19 h2 y4fe ff1 fs0 fc0 sc0 ls0 ws0">proposals, regardin<span class="_ _1" />g the aforementioned.<span class="_ _1" /> </div><div class="t m0 x27 h2 y4ff ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitors the statutory audit of the financial statements taking<span class="_ _1" /> into account the findings and <span class="_ _3" />conclusions<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y500 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _b" />the external <span class="_ _3" />auditors, <span class="_ _3" />as well <span class="_ _b" />as <span class="_ _3" />the <span class="_ _3" />relevant <span class="_ _3" />supplement<span class="_ _1" />ary <span class="_ _3" />information <span class="_ _3" />report addressed to <span class="_ _b" />the Audit </div><div class="t m0 x19 h2 y501 ff1 fs0 fc0 sc0 ls0 ws0">Committee. </div><div class="t m0 x27 h2 y502 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Provides <span class="_ _1" />i<span class="_ _1" />n <span class="_ _1" />writing<span class="_ _1" /> <span class="_ _1" />any <span class="_ _1" />i<span class="_ _1" />nformation <span class="_ _1" />r<span class="_ _1" />equested <span class="_ _1" />by <span class="_ _13" />the <span class="_ _1" />H<span class="_ _1" />ellenic <span class="_ _1" />Capital<span class="_ _1" /> <span class="_ _1" />Market <span class="_ _1" />C<span class="_ _1" />ommission, <span class="_ _1" />c<span class="_ _1" />ooperates<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y5f ff1 fs0 fc0 sc0 ls0 ws0">with it and facilitates in ev<span class="_ _1" />ery possible way t<span class="_ _1" />he task of mon<span class="_ _1" />itoring, controlling and<span class="_ _1" /> supervising by i<span class="_ _1" />t.<span class="_ _13" /> </div><div class="t m0 x27 h2 y342 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Participates, in an advisory role, in <span class="_ _3" />the development of important new systems / <span class="_ _3" />process<span class="_ _1" />es with <span class="_ _3" />the aim </span></div><div class="t m0 x19 h2 y3ca ff1 fs0 fc0 sc0 ls0 ws0">of establishing adequat<span class="_ _1" />e and effective control <span class="_ _1" />mechanisms.<span class="_ _1" /> </div><div class="t m0 x27 h2 y63 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Carries out speci<span class="_ _1" />al purpose (extraordinary<span class="_ _1" />) inspections upon req<span class="_ _1" />uest.<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y48d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y503 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y48f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">53</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls2 ws0">b.<span class="ls0"> <span class="_ _16"> </span><span class="lse">Ri</span>sk Managemen<span class="_ _1" />t </span></div><div class="t m0 x27 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">Attica Grou<span class="_ _1" />p has <span class="_ _1" />es<span class="_ _1" />tablished a <span class="_ _1" />Risk <span class="_ _1" />Management <span class="_ _1" />Committee<span class="_ _1" /> assist<span class="_ _1" />ing <span class="_ _1" />the <span class="_ _1" />Board<span class="_ _1" /> of <span class="_ _1" />Directors <span class="_ _1" />on <span class="_ _1" />business<span class="_ _1" /> </div><div class="t m0 x27 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">risk management, as well <span class="_ _3" />as in <span class="_ _3" />the implemantion supervision of the approved Ri<span class="_ _3" />sk Management Policy and </div><div class="t m0 x27 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">Procedure. </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> ad<span class="_ _3" />di<span class="_ _b" />tio<span class="_ _3" />n,<span class="_ _b" /> At<span class="_ _b" />tica<span class="_ _b" /> G<span class="_ _3" />rou<span class="_ _b" />p h<span class="_ _b" />as <span class="_ _3" />ap<span class="_ _3" />p<span class="_ _3" />oi<span class="_ _3" />n<span class="_ _3" />te<span class="_ _3" />d <span class="_ _3" />a<span class="_ _3" /> R<span class="_ _3" />i<span class="_ _3" />sk<span class="_ _3" /> M<span class="_ _3" />a<span class="_ _3" />nag<span class="_ _b" />eme<span class="_ _b" />nt <span class="_ _3" />ma<span class="_ _b" />nage<span class="_ _b" />r w<span class="_ _b" />ith<span class="_ _3" /> t<span class="_ _b" />he <span class="_ _3" />fo<span class="_ _b" />llo<span class="_ _3" />wi<span class="_ _b" />ng <span class="_ _3" />m<span class="_ _3" />ai<span class="_ _3" />n<span class="_ _3" /> r<span class="_ _3" />e<span class="_ _3" />sp<span class="_ _3" />on<span class="_ _b" />sibi<span class="_ _b" />lit<span class="_ _3" />i<span class="_ _3" />e<span class="_ _3" />s: </div><div class="t m0 x27 h2 y4f6 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Coordinates <span class="_ _1b" />and <span class="_ _1a" />supports<span class="_ _1" /> <span class="_ _1a" />the <span class="_ _1a" />r<span class="_ _1" />isk <span class="_ _1a" />asses<span class="_ _1" />sment <span class="_ _1a" />proce<span class="_ _1" />dure <span class="_ _1a" />and <span class="_ _1b" />ensures <span class="_ _1a" />tha<span class="_ _1" />t <span class="_ _1a" />the <span class="_ _1b" />risk <span class="_ _1a" />recognition<span class="_ _1" /> <span class="_ _1a" />and </span></div><div class="t m0 x19 h2 y317 ff1 fs0 fc0 sc0 ls0 ws0">management proced<span class="_ _1" />ures applied by th<span class="_ _1" />e Management and the <span class="_ _1" />Executives are ade<span class="_ _1" />quate,<span class="_ _1" /> </div><div class="t m0 x27 h2 y504 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitors the deve<span class="_ _1" />lopment <span class="_ _1" />of risks and periodical<span class="_ _1" />ly informs the CEO (Risk<span class="_ _1" /> Monitoring),<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y505 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Keeps the Risk<span class="_ _1" /> Register.<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y506 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y507 ff1 fs0 fc0 sc0 lsb ws0">c.<span class="ls0"> <span class="_ _3b"> </span>Regu<span class="_ _1" />latory Compliance<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y508 ff1 fs0 fc0 sc0 ls0 ws0">Attica Group <span class="_ _3" />has appointed <span class="_ _3" />the Director <span class="_ _3" />of Corporate <span class="_ _3" />Governance and Regulatory Compliance as <span class="_ _b" />the<span class="_ _1" /> Head </div><div class="t m0 x27 h2 y1c7 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _13" />Regulatory <span class="_ _13" />Com<span class="_ _1" />pliance. <span class="_ _13" />It <span class="_ _13" />is <span class="_ _13" />noted<span class="_ _1" /> <span class="_ _13" />that <span class="_ _13" />in <span class="_ _3e" />order <span class="_ _13" />to <span class="_ _13" />ensure <span class="_ _3e" />its <span class="_ _13" />independenc<span class="_ _1" />e, <span class="_ _13" />fregarding <span class="_ _13" />the <span class="_ _13" />R<span class="_ _1" />egulatory </div><div class="t m0 x27 h2 y405 ff1 fs0 fc0 sc0 ls0 ws0">Compliance <span class="_ _13" />matters<span class="_ _1" />, <span class="_ _13" />the <span class="_ _13" />Director <span class="_ _13" />reports <span class="_ _13" />directly <span class="_ _13" />to <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />CEO <span class="_ _13" />and <span class="_ _13" />has <span class="_ _13" />access <span class="_ _13" />to <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _1a" />D<span class="_ _1" />irectors, <span class="_ _13" />if </div><div class="t m0 x27 h2 y406 ff1 fs0 fc0 sc0 ls0 ws0">deemed necessary<span class="_ _1" />. </div><div class="t m0 x27 h2 y4e1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y4f7 ff1 fs0 fc0 sc0 ls0 ws0">Head of Regulatory<span class="_ _1" /> Compliance Res<span class="_ _1" />ponsibi<span class="_ _1" />lities </div><div class="t m0 x27 h2 y4f8 ff1 fs0 fc0 sc0 ls0 ws0">The Head of Regu<span class="_ _1" />latory Complia<span class="_ _1" />nce: </div><div class="t m0 x27 h2 y509 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Prepares Reg<span class="_ _1" />ulatory Comp<span class="_ _1" />liance Policy and proced<span class="_ _1" />ures and submits prop<span class="_ _1" />osals to the CEO,<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y50a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Provides <span class="_ _3" />ongoing <span class="_ _b" />supp<span class="_ _1" />ort <span class="_ _b" />to <span class="_ _b" />the <span class="_ _3" />Board <span class="_ _b" />o<span class="_ _1" />f <span class="_ _b" />Directors <span class="_ _3" />and <span class="_ _3" />Management <span class="_ _b" />on <span class="_ _3" />Regulatory<span class="_ _1" /> <span class="_ _b" />Compliance <span class="_ _3" />issues,<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y376 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Provides gu<span class="_ _1" />idelines to all stakeho<span class="_ _1" />lders on the <span class="_ _1" />impleme<span class="_ _1" />ntation of Regulat<span class="_ _1" />ory Compliance P<span class="_ _1" />olicy,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y50b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Establishes <span class="_ _3" />and <span class="_ _b" />implement<span class="_ _1" />s <span class="_ _b" />appropriat<span class="_ _1" />e <span class="_ _b" />and <span class="_ _b" />updat<span class="_ _1" />ed <span class="_ _b" />policies <span class="_ _b" />and<span class="_ _1" /> <span class="_ _b" />procedures, <span class="_ _3" />following <span class="_ _b" />an <span class="_ _3" />assessment </span></div><div class="t m0 x19 h2 y50c ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1" />the <span class="_ _13" />complexity <span class="_ _13" />and <span class="_ _1" />natur<span class="_ _1" />e <span class="_ _1" />of <span class="_ _13" />Attica <span class="_ _1" />Gr<span class="_ _1" />oup's <span class="_ _1" />operatio<span class="_ _1" />ns, <span class="_ _1" />through <span class="_ _13" />the <span class="_ _1" />coord<span class="_ _1" />ination <span class="_ _1" />of <span class="_ _13" />actions <span class="_ _13" />and <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x19 h2 y50d ff1 fs0 fc0 sc0 ls0 ws0">provision <span class="_ _b" />of <span class="_ _b" />instructi<span class="_ _1" />ons <span class="_ _b" />to <span class="_ _b" />stakeholders, <span class="_ _3" />in <span class="_ _12" />or<span class="_ _1" />der <span class="_ _b" />to <span class="_ _b" />achi<span class="_ _1" />eve <span class="_ _b" />timely <span class="_ _b" />comp<span class="_ _1" />liance <span class="_ _b" />with <span class="_ _b" />applicable <span class="_ _b" />r<span class="_ _1" />egulatory<span class="_ _1" /> </div><div class="t m0 x19 h2 y50e ff1 fs0 fc0 sc0 ls0 ws0">and legislative frame,<span class="_ _1" /> </div><div class="t m0 x27 h2 y50f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitors <span class="_ _13" />the <span class="_ _13" />re<span class="_ _1" />gulatory <span class="_ _13" />and <span class="_ _13" />legis<span class="_ _1" />lative <span class="_ _13" />framework <span class="_ _13" />wit<span class="_ _1" />hin <span class="_ _13" />its <span class="_ _1" />s<span class="_ _1" />cope <span class="_ _13" />of <span class="_ _13" />work <span class="_ _13" />and <span class="_ _13" />i<span class="_ _1" />dentifies <span class="_ _13" />new <span class="_ _13" />and <span class="_ _13" />/ <span class="_ _13" />or<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y510 ff1 fs0 fc0 sc0 ls0 ws0">modified <span class="_ _1" />obligations <span class="_ _1" />(in <span class="_ _1" />co<span class="_ _1" />operation<span class="_ _1" /> wit<span class="_ _1" />h t<span class="_ _1" />he <span class="_ _1" />Directorat<span class="_ _1" />es of <span class="_ _13" />Attica Grou<span class="_ _1" />p, <span class="_ _1" />depending <span class="_ _1" />on <span class="_ _1" />the <span class="_ _1" />s<span class="_ _1" />ubject of<span class="_ _1" /> </div><div class="t m0 x19 h2 y511 ff1 fs0 fc0 sc0 ls0 ws0">Regulatory Compl<span class="_ _1" />iance), </div><div class="t m0 x27 h2 y512 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Recognizes an<span class="_ _1" />d monitors ex<span class="_ _1" />posure to regulatory risk,<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y513 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Identifies <span class="_ _1a" />ex<span class="_ _1" />isting <span class="_ _1a" />and <span class="_ _1b" />potential <span class="_ _1a" />regu<span class="_ _1" />latory <span class="_ _1a" />comp<span class="_ _1" />liance <span class="_ _1a" />issues <span class="_ _1b" />as <span class="_ _1a" />well <span class="_ _1b" />as <span class="_ _1a" />areas<span class="_ _1" /> <span class="_ _1a" />at <span class="_ _1a" />r<span class="_ _1" />isk <span class="_ _1a" />and <span class="_ _1c"> </span>pro<span class="_ _1" />poses </span></div><div class="t m0 x19 h2 y514 ff1 fs0 fc0 sc0 ls0 ws0">appropriate remed<span class="_ _1" />ial action plans to addres<span class="_ _1" />s them,<span class="_ _1" /> </div><div class="t m0 x27 h2 y275 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Submits periodic re<span class="_ _1" />ports to the CEO,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y515 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Communicates <span class="_ _1" />with <span class="_ _1" />the co<span class="_ _1" />mpetent s<span class="_ _1" />upervisory a<span class="_ _1" />nd ot<span class="_ _1" />her Authorit<span class="_ _1" />ies, if r<span class="_ _1" />equired, <span class="_ _1" />regarding Reg<span class="_ _1" />ulatory </span></div><div class="t m0 x19 h2 y516 ff1 fs0 fc0 sc0 ls0 ws0">Compliance issues wit<span class="_ _1" />hin its responsibilities,<span class="_ _13" /> </div><div class="t m0 x27 h2 y3d4 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Provides <span class="_ _13" />supp<span class="_ _1" />ort <span class="_ _13" />to <span class="_ _13" />the <span class="_ _13" />Hu<span class="_ _1" />man <span class="_ _13" />Resources <span class="_ _13" />Dep<span class="_ _1" />artment <span class="_ _13" />for <span class="_ _13" />the <span class="_ _13" />imp<span class="_ _1" />lementation <span class="_ _13" />of <span class="_ _13" />appropr<span class="_ _1" />iate <span class="_ _13" />training<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y1b5 ff1 fs0 fc0 sc0 ls0 ws0">programs, on issues of R<span class="_ _1" />egulatory Com<span class="_ _1" />pliance,<span class="_ _1" /> </div><div class="t m0 x27 h2 y517 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Prepares an <span class="_ _1" />annual Regulatory<span class="_ _1" /> Compliance plan.<span class="_ _1" /> </span></div></div></div><div class="pi" /></div>
<div id="pf36" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc36 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">54</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1a" />the <span class="_ _1b" />context <span class="_ _1a" />of <span class="_ _1b" />implementing <span class="_ _1b" />the <span class="_ _1a" />Reg<span class="_ _1" />ulatory <span class="_ _1a" />C<span class="_ _1" />ompliance <span class="_ _1a" />Operat<span class="_ _1" />ion, <span class="_ _1a" />the <span class="_ _1a" />G<span class="_ _1" />rou<span class="_ _13" />p <span class="_ _1a" />has <span class="_ _1b" />adopted <span class="_ _1a" />Po<span class="_ _1" />licies, </div><div class="t m0 x37 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">Codes <span class="_ _26"> </span>&amp; <span class="_ _26"> </span>Regulations <span class="_ _26"> </span>including <span class="_ _26"> </span>the <span class="_ _2e"> </span>app<span class="_ _1" />licable <span class="_ _26"> </span>principles <span class="_ _26"> </span>and <span class="_ _26"> </span>regulations, <span class="_ _26"> </span>providing <span class="_ _26"> </span>operating <span class="_ _26"> </span>and </div><div class="t m0 x37 h20 y259 ff1 fs0 fc0 sc0 ls0 ws0">compliance guidel<span class="_ _1" />ines. In particular, the fo<span class="_ _1" />llowing rules, po<span class="_ _1" />lices and regulations ha<span class="_ _13" />ve been deve<span class="_ _1" />loped:<span class="_ _1" /><span class="fs1"> </span></div><div class="t m0 x27 h2 y518 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Attica Group O<span class="_ _1" />perating Regulati<span class="_ _1" />ons, </span></div><div class="t m0 x27 h2 y519 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Code of Eth<span class="_ _1" />ics &amp; Professional Con<span class="_ _1" />duct, </span></div><div class="t m0 x27 h2 y51a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Remuneration<span class="_ _1" /> Policy, </span></div><div class="t m0 x27 h2 y51b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Eligibility Policy, w<span class="_ _1" />hich includes the D<span class="_ _1" />iversity Policy,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y51c ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Conflict of Interes<span class="_ _1" />t Management Fra<span class="_ _1" />mework,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y51d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Procedure for m<span class="_ _1" />anaging preferencial<span class="_ _1" /> information &amp; pro<span class="_ _1" />perly updating the <span class="_ _1" />i<span class="_ _1" />nvestors, </span></div><div class="t m0 x27 h2 y51e ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Transaction Ma<span class="_ _1" />nagement Framework<span class="_ _1" /> with related parties<span class="_ _1" />,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y51f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Sustainable Deve<span class="_ _1" />lopment Policy<span class="_ _1" />, </span></div><div class="t m0 x27 h2 y520 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Code of Cond<span class="_ _1" />uct for Suppliers<span class="_ _1" /> / Partners,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y521 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Anti-Corruption<span class="_ _1" /> Regulation,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y2ba ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Complaints <span class="_ _1" />&amp; Investigation Procedur<span class="_ _1" />e,<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y522 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Personal Data <span class="_ _1" />Protection Policy. <span class="_ _1" />  </span></div><div class="t m0 x19 h2 y523 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h2 y524 ff1 fs0 fc0 sc0 ls2 ws0">d.<span class="ls0"> <span class="_ _43"> </span>Other internal control mechanisms and <span class="_ _1" />procedures for<span class="_ _1" /> <span class="_ _1" />financial reporting prur<span class="_ _1" />poses<span class="_ _1" /> </span></div><div class="t m0 x30 h2 y525 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group <span class="_ _1a" />has <span class="_ _13" />i<span class="_ _1" />nvested <span class="_ _3e" />significant <span class="_ _3e" />funds<span class="_ _1" /> <span class="_ _13" />in <span class="_ _3e" />comp<span class="_ _1" />uterization <span class="_ _3e" />of <span class="_ _3e" />its <span class="_ _3e" />operations. <span class="_ _3e" />In<span class="_ _1" /> <span class="_ _13" />particular, <span class="_ _3e" />the <span class="_ _1a" />integrated </div><div class="t m0 x30 h2 y526 ff1 fs0 fc0 sc0 ls0 ws0">information system <span class="_ _3" />(ERP) SAP <span class="_ _b" />has<span class="_ _1" /> <span class="_ _3" />been operating <span class="_ _3" />for <span class="_ _3" />fifteen (15) <span class="_ _3" />years<span class="_ _1" /><span class="ff6">, covering <span class="_ _b" />a<span class="_ _1" />ll <span class="_ _3" />the Company’s <span class="_ _3" />and <span class="_ _3" />the<span class="_ _1" /> </span></div><div class="t m0 x30 h2 y527 ff6 fs0 fc0 sc0 ls0 ws0">Group’s <span class="_ _13" />operations. <span class="_ _13" />The <span class="_ _13" />sy<span class="_ _1" />stem <span class="_ _13" />ensures <span class="_ _13" />provisions <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />single <span class="_ _1" />r<span class="_ _1" />eal<span class="_ _1" /><span class="ff1">-t<span class="_ _1" />ime <span class="_ _13" />informatio<span class="_ _1" />n <span class="_ _13" />and <span class="_ _13" />guarantees <span class="_ _13" />correct<span class="_ _1" /> </span></div><div class="t m0 x30 h2 y528 ff1 fs0 fc0 sc0 ls0 ws0">observance of the proc<span class="_ _1" />edures as def<span class="_ _1" />ined by the mana<span class="_ _1" />gement.<span class="_ _1" /> </div><div class="t m0 x30 h2 yb9 ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _3e" />is <span class="_ _1a" />a <span class="_ _1a" />connection <span class="_ _1a" />of <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _3e" />ERP <span class="_ _1a" />system <span class="_ _1a" />with <span class="_ _1a" />the <span class="_ _1a" />bookin<span class="_ _13" />g <span class="_ _3e" />sys<span class="_ _1" />tems <span class="_ _3e" />thus <span class="_ _1a" />ensur<span class="_ _1" />ing <span class="_ _3e" />the <span class="_ _1a" />auto<span class="_ _1" />mated <span class="_ _3e" />fl<span class="_ _1" />ow <span class="_ _3e" />of </div><div class="t m0 x30 h2 y529 ff1 fs0 fc0 sc0 ls0 ws0">income. <span class="_ _13" />The <span class="_ _13" />ERP <span class="_ _13" />also <span class="_ _13" />implem<span class="_ _1" />ents <span class="_ _13" />the <span class="_ _13" />Group's <span class="_ _13" />procurement, <span class="_ _13" />records<span class="_ _1" /> <span class="_ _13" />all <span class="_ _1" />o<span class="_ _1" />perating <span class="_ _13" />costs <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />vessels <span class="_ _13" />as<span class="_ _1" /> </div><div class="t m0 x30 h2 y52a ff1 fs0 fc0 sc0 ls0 ws0">well <span class="_ _13" />as <span class="_ _13" />administrative <span class="_ _13" />cos<span class="_ _1" />ts <span class="_ _13" />based <span class="_ _13" />on <span class="_ _13" />rules <span class="_ _13" />an<span class="_ _1" />d <span class="_ _13" />procedures <span class="_ _13" />set <span class="_ _13" />by <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />management<span class="_ _1" /> <span class="_ _13" />and <span class="_ _13" />controlled <span class="_ _13" />by <span class="_ _13" />the<span class="_ _1" /> </div><div class="t m0 x30 h2 y52b ff1 fs0 fc0 sc0 ls0 ws0">internal control serv<span class="_ _1" />ice. </div><div class="t m0 x30 h2 y52c ff1 fs0 fc0 sc0 ls0 ws0">Moreover, ERP provi<span class="_ _1" />des integrated m<span class="_ _1" />anagement and <span class="_ _1" />payroll programs for vess<span class="_ _1" />el crews.<span class="_ _13" /> </div><div class="t m0 x30 h2 y52d ff1 fs0 fc0 sc0 ls0 ws0">From January 2019 SAP w<span class="_ _1" />as upgraded to the new S / <span class="_ _1" />4 HANA version. SAP S / 4 HAN<span class="_ _1" />A is the new suite of<span class="_ _1" /> </div><div class="t m0 x30 h2 y52e ff1 fs0 fc0 sc0 ls0 ws0">4th <span class="_ _1" />generat<span class="_ _1" />ion <span class="_ _1" />appl<span class="_ _1" />ications <span class="_ _13" />of <span class="_ _1" />SAP <span class="_ _13" />and <span class="_ _1" />is <span class="_ _13" />a <span class="_ _1" />com<span class="_ _1" />pl<span class="_ _1" />etely<span class="_ _1" /> <span class="_ _1" />new <span class="_ _13" />product <span class="_ _1" />devel<span class="_ _1" />oped <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />designe<span class="_ _1" />d <span class="_ _1" />accordi<span class="_ _1" />ng <span class="_ _1" />to </div><div class="t m0 x30 h2 y52f ff1 fs0 fc0 sc0 ls0 ws0">the new technologica<span class="_ _1" />l developments.<span class="_ _1" /> </div><div class="t m0 x30 h2 y530 ff1 fs0 fc0 sc0 ls0 ws0">Controls <span class="_ _13" />and <span class="_ _13" />au<span class="_ _1" />dits <span class="_ _13" />are <span class="_ _13" />car<span class="_ _1" />ried <span class="_ _13" />out <span class="_ _13" />by <span class="_ _3e" />the <span class="_ _13" />Internal <span class="_ _13" />C<span class="_ _1" />ontrol <span class="_ _13" />Departm<span class="_ _1" />ent <span class="_ _13" />at <span class="_ _13" />all <span class="_ _13" />sta<span class="_ _1" />ges <span class="_ _13" />of <span class="_ _13" />v<span class="_ _1" />arious <span class="_ _13" />operations, </div><div class="t m0 x30 h2 y531 ff1 fs0 fc0 sc0 ls0 ws0">based on an annual co<span class="_ _1" />ntrol plan or following<span class="_ _1" /> a request of <span class="_ _1" />the Manag<span class="_ _1" />ement or the <span class="_ _1" />Audit Committee.<span class="_ _1" /> </div><div class="t m0 x30 hb y532 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _12" />Grou<span class="_ _1" />p’s <span class="_ _b" />financial <span class="_ _b" />data <span class="_ _b" />are <span class="_ _b" />automatica<span class="_ _1" />lly <span class="_ _b" />derived <span class="_ _b" />from <span class="_ _b" />ERP. <span class="_ _b" />Financ<span class="_ _1" />ial <span class="_ _b" />data <span class="_ _12" />are<span class="_ _1" /> <span class="_ _12" />f<span class="_ _1" />urther <span class="_ _b" />processed <span class="_ _b" />follow<span class="_ _1" />ing </div><div class="t m0 x30 h2 y533 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _b" />s<span class="_ _1" />tandards approved <span class="_ _3" />by <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />Management. The <span class="_ _b" />C<span class="_ _1" />ompany <span class="_ _3" />has <span class="_ _3" />taken <span class="_ _3" />all the <span class="_ _b" />nece<span class="_ _1" />ssary measures <span class="_ _b" />to ensure </div><div class="t m0 x30 h2 y534 ff1 fs0 fc0 sc0 ls0 ws0">the intra-company circu<span class="_ _1" />lation of financial <span class="_ _1" />information.<span class="_ _1" /> </div><div class="t m0 x37 h2 y535 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">55</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0">  INFORMATION  ITEMS  (<span class="_ _1" />c),  (d), <span class="_ _2f"> </span>(f),  (h) <span class="_ _2f"> </span>AND  (i)  OF <span class="_ _2f"> </span>ARTICLE  10,  PA<span class="_ _1" />RA<span class="_ _13" />GRAPH  1 <span class="_ _2f"> </span>OF  DIRECTI<span class="_ _1" />VE </span></div><div class="t m0 x30 h3 y258 ff8 fs0 fc0 sc0 ls0 ws0">2004/25/ΕC<span class="ff2"> </span></div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">A <span class="_ _b" />significant <span class="_ _b" />part<span class="_ _1" /> <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />information <span class="_ _3" />in <span class="_ _b" />items <span class="_ _b" />(c)<span class="_ _1" />, <span class="_ _b" />(d), <span class="_ _b" />(f) <span class="_ _b" />and <span class="_ _b" />(i) <span class="_ _3" />of <span class="_ _b" />paragraph <span class="_ _b" />1 <span class="_ _3" />of <span class="_ _b" />Article <span class="_ _b" />10 <span class="_ _b" />of <span class="_ _3" />Directive <span class="_ _b" />2004/25<span class="_ _1" />/EC </div><div class="t m0 x14 h2 y25a ff6 fs0 fc0 sc0 ls0 ws0">is included <span class="_ _1" />in "EXPLANAT<span class="_ _1" />ORY REPORT<span class="_ _1" /> OF T<span class="_ _1" />HE BOARD O<span class="_ _1" />F DIRECTOR<span class="_ _1" />S” (Article 4 <span class="_ _1" />paragraph <span class="_ _1" />7 &amp; 8 <span class="_ _13" /><span class="ff1">o<span class="_ _1" />f law </span></div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">3556/2007). In additio<span class="_ _1" />n: </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">T<span class="_ _3" />h<span class="_ _b" />er<span class="_ _b" />e <span class="_ _12" />ar<span class="_ _b" />e<span class="_ _3" /> <span class="_ _b" />no<span class="_ _b" /> <span class="_ _b" />Co<span class="_ _b" />m<span class="_ _3" />p<span class="_ _b" />an<span class="_ _b" />y<span class="_ _3" /> <span class="_ _b" />sh<span class="_ _b" />a<span class="_ _b" />re<span class="_ _b" />s<span class="_ _3" /> <span class="_ _b" />t<span class="_ _3" />h<span class="_ _3" />a<span class="_ _b" />t <span class="_ _12" />pr<span class="_ _b" />o<span class="_ _3" />v<span class="_ _3" />i<span class="_ _b" />de<span class="_ _b" /> <span class="_ _b" />sp<span class="_ _b" />e<span class="_ _b" />ci<span class="_ _b" />al<span class="_ _b" /> <span class="_ _b" />co<span class="_ _b" />n<span class="_ _3" />t<span class="_ _b" />ro<span class="_ _b" />l<span class="_ _3" /> <span class="_ _b" />r<span class="_ _3" />i<span class="_ _b" />g<span class="_ _3" />h<span class="_ _3" />t<span class="_ _b" />s <span class="_ _b" />t<span class="_ _3" />o<span class="_ _b" /> <span class="_ _3" />t<span class="_ _3" />h<span class="_ _b" />ei<span class="_ _b" />r<span class="_ _3" /> <span class="_ _b" />h<span class="_ _3" />o<span class="_ _3" />l<span class="_ _b" />de<span class="_ _b" />r<span class="_ _b" />s <span class="_ _b" />a<span class="_ _b" />cc<span class="_ _b" />o<span class="_ _3" />r<span class="_ _3" />d<span class="_ _b" />in<span class="_ _b" />g<span class="_ _b" /> <span class="_ _3" />t<span class="_ _b" />o <span class="_ _b" />t<span class="_ _b" />he<span class="_ _b" /> <span class="_ _b" />af<span class="_ _b" />o<span class="_ _3" />r<span class="_ _3" />e<span class="_ _b" />me<span class="_ _b" />n<span class="_ _3" />t<span class="_ _3" />i<span class="_ _b" />on<span class="_ _b" />e<span class="_ _3" />d<span class="_ _b" /> <span class="_ _3" />i<span class="_ _b" />te<span class="_ _b" />m<span class="_ _3" /> <span class="_ _b" />(d<span class="_ _b" /><span class="ls1d">).<span class="ls0"> </span></span></div><div class="t m0 x14 h2 y27c ff1 fs0 fc0 sc0 ls0 ws0">T<span class="_ _3" />h<span class="_ _3" />e<span class="_ _b" />re <span class="_ _b" />ar<span class="_ _b" />e <span class="_ _b" />no<span class="_ _3" /> <span class="_ _b" />re<span class="_ _3" />st<span class="_ _b" />ri<span class="_ _b" />ct<span class="_ _b" />io<span class="_ _3" />n<span class="_ _b" />s <span class="_ _3" />o<span class="_ _3" />n<span class="_ _3" /> <span class="_ _3" />vo<span class="_ _b" />ti<span class="_ _b" />ng<span class="_ _b" /> r<span class="_ _b" />ig<span class="_ _3" />h<span class="_ _b" />ts<span class="_ _3" /> <span class="_ _3" />em<span class="_ _b" />an<span class="_ _b" />at<span class="_ _b" />e <span class="_ _b" />fro<span class="_ _b" />m <span class="_ _b" />th<span class="_ _b" />e <span class="_ _b" />Co<span class="_ _3" />m<span class="_ _3" />p<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />y<span class="_ _3" /> <span class="_ _3" />s<span class="_ _3" />h<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />e<span class="_ _3" />s<span class="_ _3" /> a<span class="_ _b" />c<span class="_ _3" />co<span class="_ _b" />rd<span class="_ _b" />in<span class="_ _3" />g<span class="_ _3" /> t<span class="_ _b" />o <span class="_ _b" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />af<span class="_ _3" />o<span class="_ _b" />rem<span class="_ _b" />en<span class="_ _b" />ti<span class="_ _b" />on<span class="_ _3" />e<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3" />i<span class="_ _3" />t<span class="_ _3" />e<span class="_ _3" />m<span class="_ _3" /> <span class="_ _3" />(<span class="_ _3" />f<span class="_ _3" />)<span class="_ _3" />. </div><div class="t m0 x14 h2 y242 ff1 fs0 fc0 sc0 ls0 ws0">Regarding th<span class="_ _1" />e req<span class="_ _1" />uired infor<span class="_ _1" />mation of th<span class="_ _1" />e above <span class="_ _1" />item (<span class="_ _1" />h), in ac<span class="_ _1" />cordance wit<span class="_ _1" />h the <span class="_ _1" />provisions <span class="_ _1" />of Law <span class="_ _1" />4548/201<span class="_ _1" />8, </div><div class="t m0 x14 h2 y27e ff1 fs0 fc0 sc0 ls0 ws0">as effective, the amendmen<span class="_ _1" />t of the Company's Articles <span class="_ _1" />of Association is decide<span class="_ _1" />d by the General Meet<span class="_ _1" />ing (GM). </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">The GM a<span class="_ _1" />ppoints the <span class="_ _1" />members <span class="_ _1" />of the B<span class="_ _1" />oD in <span class="_ _1" />complianc<span class="_ _13" />e with th<span class="_ _1" />e effective <span class="_ _1" />legislation. In<span class="_ _1" /> case <span class="_ _1" />of BoD <span class="_ _1" />member<span class="_ _1" /> </div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0">replacement, the dec<span class="_ _1" />ision is to be made by t<span class="_ _1" />he BoD and is su<span class="_ _1" />bmitted for authoriz<span class="_ _1" />ation at the next GM<span class="_ _1" />.<span class="_ _13" /> </div><div class="t m0 x14 h2 y262 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y2ba ff2 fs0 fc0 sc0 ls2 ws0">4.<span class="ls0">  INFORMATION ABOUT THE GE<span class="_ _1" />NERAL MEETING <span class="_ _1" />OF SHAREHOLDER<span class="_ _1" />S </span></div><div class="t m0 x14 h2 y264 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Genera<span class="_ _1" />l <span class="_ _13" />Meeting <span class="_ _3e" />of <span class="_ _13" />s<span class="_ _1" />hareholders,<span class="_ _1" /> <span class="_ _3e" />is <span class="_ _13" /><span class="ff6">the<span class="_ _1" /> <span class="_ _13" />Compan<span class="_ _1" />y’s <span class="_ _13" />highest<span class="_ _1" /> <span class="_ _13" />body <span class="_ _3e" />and <span class="_ _13" />is <span class="_ _3e" />ent<span class="_ _1" />itled <span class="_ _13" />to <span class="_ _3e" />take <span class="_ _13" />dec<span class="_ _1" />isions <span class="_ _13" />on<span class="_ _1" /> <span class="_ _13" />all<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y265 ff1 fs0 fc0 sc0 ls0 ws0">cases <span class="_ _1" />related <span class="_ _1" />to <span class="_ _1" />the <span class="_ _1" />company. <span class="_ _1" />The <span class="_ _1" />decis<span class="_ _1" />ions <span class="_ _1" />of t<span class="_ _1" />he G<span class="_ _1" />eneral <span class="_ _1" />Meeting <span class="_ _1" />are <span class="_ _1" />mand<span class="_ _1" />atory <span class="_ _1" />for <span class="_ _1" />all <span class="_ _1" />shareholders<span class="_ _1" />, ev<span class="_ _1" />en </div><div class="t m0 x14 h2 y266 ff1 fs0 fc0 sc0 ls1 ws0">tho<span class="ls0">se who are abse<span class="_ _1" />nt or disagree.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />BoD <span class="_ _1" />assures <span class="_ _1" />ap<span class="_ _1" />propriate <span class="_ _13" /><span class="ff6">preparation <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />eneral <span class="_ _1" />Meeting <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Company’s <span class="_ _13" />shareholders <span class="_ _1" />and <span class="_ _1" />infor<span class="_ _1" />ms </span></div><div class="t m0 x14 h2 y268 ff1 fs0 fc0 sc0 ls0 ws0">all <span class="_ _1" />the <span class="_ _13" />participants <span class="_ _1" />about<span class="_ _1" /> <span class="_ _1" />all <span class="_ _1" />the <span class="_ _13" />matters <span class="_ _1" />re<span class="_ _1" />lated <span class="_ _1" />to <span class="_ _13" />their <span class="_ _1" />particip<span class="_ _1" />ation <span class="_ _1" />in <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Genera<span class="_ _1" />l <span class="_ _1" />Meeting, <span class="_ _13" />including <span class="_ _1" />agend<span class="_ _1" />a </div><div class="t m0 x14 h2 y269 ff1 fs0 fc0 sc0 ls0 ws0">items and their rig<span class="_ _1" />hts at the Genera<span class="_ _1" />l Meeting. </div><div class="t m0 x14 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">The  BoD <span class="_ _24"> </span>facilitat<span class="_ _1" />es,  within  the <span class="_ _24"> </span>fra<span class="_ _1" />mework  of  the <span class="_ _24"> </span>relevant  articles  of  association,  the  participation  of <span class="_ _24"> </span>the<span class="_ _1" /> </div><div class="t m0 x14 h2 y536 ff1 fs0 fc0 sc0 ls0 ws0">shareholders in <span class="_ _3" />the <span class="_ _3" />Genera<span class="_ _1" />l Meeting. <span class="_ _b" />T<span class="_ _1" />he BoD <span class="_ _3" />utilizes the <span class="_ _3" />General Meeting of <span class="_ _b" />sh<span class="_ _1" />areholders in order <span class="_ _3" />to <span class="_ _3" />facilitate </div><div class="t m0 x14 h2 y25 ff1 fs0 fc0 sc0 ls0 ws0">their substantial and o<span class="_ _1" />pen dialogue with<span class="_ _1" /> the Company<span class="_ _1" />. </div><div class="t m0 x14 h2 y116 ff1 fs0 fc0 sc0 ls0 ws0">With <span class="_ _1" />the <span class="_ _1" />exception <span class="_ _13" />of r<span class="_ _1" />epeat <span class="_ _1" />Meetin<span class="_ _1" />gs, <span class="_ _1" />the <span class="_ _1" />invitation <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />the <span class="_ _1" />General <span class="_ _1" />M<span class="_ _1" />eeting <span class="_ _1" />shall <span class="_ _1" />be <span class="_ _1" />pu<span class="_ _1" />blished <span class="_ _1" />at <span class="_ _1" />least <span class="_ _13" />twenty </div><div class="t m0 x14 h2 y2bc ff1 fs0 fc0 sc0 ls0 ws0">(20) <span class="_ _13" />full <span class="_ _1" />day<span class="_ _1" />s <span class="_ _13" />before <span class="_ _13" />the <span class="_ _13" />day <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Meeting. <span class="_ _13" />In <span class="_ _13" />particular, <span class="_ _13" />accordi<span class="_ _1" />ng <span class="_ _1" />t<span class="_ _1" />o <span class="_ _13" />the <span class="_ _13" />current <span class="_ _13" />legislation, <span class="_ _13" />the <span class="_ _13" />invitatio<span class="_ _1" />n <span class="_ _1" />o<span class="_ _1" />f </div><div class="t m0 x14 h2 y333 ff1 fs0 fc0 sc0 ls0 ws0">the General Meeting shall inc<span class="_ _1" />lude, at least, exact address, date and time of the Meeting, items of the agenda in </div><div class="t m0 x14 h2 y334 ff1 fs0 fc0 sc0 ls0 ws0">clarity, the <span class="_ _3" />shareholders who have <span class="_ _3" />the right <span class="_ _3" />to participate, as <span class="_ _3" />well as <span class="_ _3" />precise instructions about the <span class="_ _b" />w<span class="_ _1" />ay in <span class="_ _b" />w<span class="_ _1" />hich </div><div class="t m0 x14 h2 y2c9 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _3e" />share<span class="_ _1" />holders <span class="_ _3e" />wi<span class="_ _1" />ll <span class="_ _3e" />be <span class="_ _1a" />a<span class="_ _1" />ble <span class="_ _3e" />t<span class="_ _1" />o <span class="_ _3e" />particip<span class="_ _1" />ate <span class="_ _1a" />in <span class="_ _3e" />the <span class="_ _1b" />General <span class="_ _1a" />Mee<span class="_ _1" />ting <span class="_ _3e" />a<span class="_ _1" />nd <span class="_ _3e" />to <span class="_ _1a" />exerc<span class="_ _1" />ise <span class="_ _3e" />their <span class="_ _1a" />rights <span class="_ _1a" />person<span class="_ _1" />ally <span class="_ _1a" />or </div><div class="t m0 x14 h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">through a represent<span class="_ _1" />ative or, possibly, rem<span class="_ _1" />otely.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2bd ff1 fs0 fc0 sc0 ls0 ws0">Further, the invitation:<span class="_ _1" /> </div><div class="t m0 x14 h2 y313 ff1 fs0 fc0 sc0 ls2 ws0">a.<span class="ls0"> <span class="_ _44"> </span>includes information <span class="_ _1" />on the minim<span class="_ _1" />um following issues:<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0">aa) <span class="_ _1c"> </span>the <span class="_ _23"> </span>rights <span class="_ _23"> </span>of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>s<span class="_ _1" />hareholders <span class="_ _23"> </span>under <span class="_ _1c"> </span>paragr<span class="_ _1" />aphs <span class="_ _23"> </span>2, <span class="_ _1c"> </span>3, <span class="_ _23"> </span>6 <span class="_ _1c"> </span>and <span class="_ _1c"> </span>7, <span class="_ _24"> </span>art<span class="_ _1" />icle <span class="_ _1c"> </span>14<span class="_ _1" />1, <span class="_ _1c"> </span>Law <span class="_ _23"> </span>4548/2018, <span class="_ _23"> </span>with </div><div class="t m0 x36 h2 y2c0 ff1 fs0 fc0 sc0 ls0 ws0">reference to <span class="_ _1" />the deadl<span class="_ _1" />ine within wh<span class="_ _1" />ich any ri<span class="_ _1" />ght can <span class="_ _1" />be exerc<span class="_ _1" />ised, or alterna<span class="_ _1" />tively, the de<span class="_ _1" />adline by <span class="_ _1" />which<span class="_ _1" /> </div><div class="t m0 x36 h2 y2c1 ff1 fs0 fc0 sc0 ls0 ws0">the rights can be ex<span class="_ _1" />ercised. An<span class="_ _1" />alytical information reg<span class="_ _1" />arding thes<span class="_ _1" />e rights and the<span class="_ _1" /> conditions under wh<span class="_ _1" />ich </div><div class="t m0 x36 h2 y1e5 ff1 fs0 fc0 sc0 ls0 ws0">they are e<span class="_ _3" />xercise<span class="_ _1" />d should <span class="_ _3" />be made available through explicit reference to <span class="_ _3" />the invitation in the Company's </div><div class="t m0 x36 h2 y537 ff1 fs0 fc0 sc0 ls0 ws0">website </div></div></div><div class="pi" /></div>
<div id="pf38" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc38 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">56</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y6a ff1 fs0 fc0 sc0 ls2 ws0">ab)<span class="ls0"> <span class="_ _8" /> the <span class="_ _1" />procedure<span class="_ _1" /> eff<span class="_ _1" />ective f<span class="_ _1" />or <span class="_ _1" />exercising t<span class="_ _1" />he vo<span class="_ _1" />ting <span class="_ _1" />right <span class="_ _1" />through <span class="_ _1" />a <span class="_ _1" />representative <span class="_ _1" />an<span class="_ _1" />d <span class="_ _13" />- <span class="_ _1" />in <span class="_ _1" />particular <span class="_ _1" />- <span class="_ _1" /><span class="ls4">the </span></span></div><div class="t m0 x36 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">procedures <span class="_ _23"> </span>specifically <span class="_ _1c"> </span>us<span class="_ _1" />ed <span class="_ _1c"> </span>for <span class="_ _23"> </span>this <span class="_ _23"> </span>purpose <span class="_ _23"> </span>by <span class="_ _1c"> </span>the<span class="_ _1" /> <span class="_ _1c"> </span>Company<span class="_ _1" />, <span class="_ _1c"> </span>as <span class="_ _23"> </span>well <span class="_ _1c"> </span>as<span class="_ _1" /> <span class="_ _1c"> </span>the <span class="_ _23"> </span>means <span class="_ _1c"> </span>an<span class="_ _1" />d <span class="_ _1c"> </span>me<span class="_ _1" />thods </div><div class="t m0 x36 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">provided in the Articles of <span class="_ _1" />Association, according t<span class="_ _1" />o paragraph 4, article 128<span class="_ _1" />, Law 4548 / 2018, t<span class="_ _1" />o enable </div><div class="t m0 x36 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">the Company to rec<span class="_ _1" />eive electronic not<span class="_ _1" />ifications of appo<span class="_ _1" />intment and revocation <span class="_ _1" />of representativ<span class="_ _13" />es, and </div><div class="t m0 x56 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0"> ac) <span class="_ _b" /> <span class="_ _3" />the <span class="_ _b" />procedures <span class="_ _3" />effective <span class="_ _3" />for <span class="_ _b" />exercising <span class="_ _3" />the <span class="_ _b" />voting <span class="_ _3" />right <span class="_ _b" />by <span class="_ _3" />correspondence <span class="_ _3" />or <span class="_ _b" />through <span class="_ _3" />electronic <span class="_ _b" />mea<span class="_ _1" />ns, </div><div class="t m0 x57 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">if the provisions of art<span class="_ _1" />icles 125 and 126, La<span class="_ _1" />w 4548/2018, are ef<span class="_ _1" />f<span class="_ _1" />ective in the partic<span class="_ _1" />ular case;<span class="_ _1" /> </div><div class="t m0 x45 h2 y316 ff1 fs0 fc0 sc0 ls2 ws0">b.<span class="ls0"> <span class="_ _43"> </span>determines the <span class="_ _b" />date of registration, <span class="_ _3" />as provided in <span class="_ _b" />p<span class="_ _1" />aragraph 6, <span class="_ _3" />article 124, <span class="_ _3" />Law <span class="_ _3" />4548/2018, underlying the </span></div><div class="t m0 x3c h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">fact that only the<span class="_ _1" /> shareholders<span class="_ _1" /> are entitled to <span class="_ _1" />participating and vot<span class="_ _1" />ing at the Ge<span class="_ _1" />neral Meetin<span class="_ _1" />g on that date;<span class="_ _1" /> </div><div class="t m0 x3c h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">c) <span class="_ _13" />discloses <span class="_ _13" />the <span class="_ _13" />place <span class="_ _13" />where <span class="_ _13" />the <span class="_ _13" />full <span class="_ _1" />t<span class="_ _1" />ext <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />documents <span class="_ _13" />and <span class="_ _13" />draft <span class="_ _13" />decisions,<span class="_ _13" /> <span class="_ _13" />provided <span class="_ _13" />in <span class="_ _1" />p<span class="_ _1" />aragraph <span class="_ _13" />4,<span class="_ _1" /> </div><div class="t m0 x3c h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">article <span class="_ _3" />123, La<span class="_ _3" />w 45<span class="_ _3" />48/2018,<span class="_ _1" /> <span class="_ _3" />is <span class="_ _b" />av<span class="_ _1" />ailable, as <span class="_ _b" />well as <span class="_ _b" />the way <span class="_ _b" />in<span class="_ _1" /> <span class="_ _b" />wh<span class="_ _1" />ich <span class="_ _3" />such <span class="_ _3" />documents can <span class="_ _3" />be <span class="_ _3" />obtained, <span class="_ _3" />and <span class="_ _13" /> </div><div class="t m0 x45 h2 y34a ff1 fs0 fc0 sc0 lsb ws0">c.<span class="ls0"> <span class="_ _45"> </span>makes  reference  to <span class="_ _24"> </span>the  electronic <span class="_ _24"> </span>address<span class="_ _1" /> <span class="_ _24"> </span>of  the  Company's <span class="_ _24"> </span>we<span class="_ _1" />bsite, <span class="_ _24"> </span>wh<span class="_ _1" />ere  the <span class="_ _24"> </span>informat<span class="_ _1" />ion <span class="_ _24"> </span>under </span></div><div class="t m0 x3c h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">paragraphs 3 and 4, art<span class="_ _1" />icle <span class="_ _1" />123, Law 4548/2018<span class="_ _1" /> is available.<span class="_ _1" /> </div><div class="t m0 x45 h2 y218 ff1 fs0 fc0 sc0 ls2 ws0">d.<span class="ls0"> <span class="_ _44"> </span>makes  refere<span class="_ _1" />nce  to <span class="_ _2f"> </span>the  e<span class="_ _1" />lectronic  ad<span class="_ _1" />dress  of  t<span class="_ _1" />he  Comp<span class="_ _1" />any's  webs<span class="_ _1" />ite,  where <span class="_ _2f"> </span>the  i<span class="_ _1" />nformation  und<span class="_ _1" />er </span></div><div class="t m0 x27 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">paragraphs 3 and 4, art<span class="_ _1" />icle 123, Law 454<span class="_ _1" />8/2018 is avai<span class="_ _1" />lable.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">Aa <span class="_ _13" />a <span class="_ _3e" />minimum, <span class="_ _3e" />the <span class="_ _13" />Ch<span class="_ _1" />airman <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />the <span class="_ _3e" />BoD <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />C<span class="_ _1" />ompany <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />the <span class="_ _1a" />Ch<span class="_ _1" />ief <span class="_ _13" />Execu<span class="_ _1" />tive <span class="_ _13" />Officer <span class="_ _3e" />are <span class="_ _13" />pr<span class="_ _1" />esent <span class="_ _13" />at <span class="_ _3e" />the </div><div class="t m0 x14 h2 yb1 ff1 fs0 fc0 sc0 ls0 ws0">General Meeti<span class="_ _1" />ng, in <span class="_ _1" />order to <span class="_ _1" />provide <span class="_ _1" />information <span class="_ _1" />and briefing <span class="_ _1" />on <span class="_ _1" />issues of t<span class="_ _1" />heir co<span class="_ _1" />mpetence t<span class="_ _1" />hat are <span class="_ _1" />presented<span class="_ _1" /> </div><div class="t m0 x14 h2 y3b3 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _1" />discuss<span class="_ _1" />ion <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _13" />on <span class="_ _1" />ques<span class="_ _1" />tions <span class="_ _1" />or <span class="_ _13" />clarifica<span class="_ _1" />tions <span class="_ _1" />req<span class="_ _1" />uested <span class="_ _13" />by <span class="_ _1" />the <span class="_ _13" />shareh<span class="_ _1" />olders. <span class="_ _13" />The <span class="_ _13" />President <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1a" />G<span class="_ _1" />eneral </div><div class="t m0 x14 h2 y3b4 ff1 fs0 fc0 sc0 ls0 ws0">Meeting should devot<span class="_ _1" />e sufficient time so th<span class="_ _1" />at the share<span class="_ _1" />holders could submit the<span class="_ _1" />ir questio<span class="_ _13" />ns. </div><div class="t m0 x14 h2 y4bb ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />H<span class="_ _1" />ead <span class="_ _1a" />of<span class="_ _1" /> <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />Intern<span class="_ _1" />al <span class="_ _1b" />Auditor <span class="_ _1b" />as <span class="_ _1a" />w<span class="_ _1" />ell <span class="_ _1a" />as<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1a" />s<span class="_ _1" />tatutory <span class="_ _1b" />auditor <span class="_ _1b" />also <span class="_ _1b" />attend <span class="_ _1b" />the <span class="_ _1a" />R<span class="_ _1" />egular <span class="_ _1b" />General<span class="_ _1" /> <span class="_ _1a" />Meeti<span class="_ _1" />ng. </div><div class="t m0 x14 h2 y538 ff1 fs0 fc0 sc0 ls0 ws0">General Meeting <span class="_ _3" />is <span class="_ _b" />cha<span class="_ _1" />ired temporarily <span class="_ _b" />by<span class="_ _1" /> <span class="_ _3" />the <span class="_ _3" />Pr<span class="_ _1" />esident and <span class="_ _b" />if<span class="_ _1" /> <span class="_ _b" />he<span class="_ _1" />/she i<span class="_ _3" />s incapacitated - <span class="_ _3" />by <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />Deputy President </div><div class="t m0 x14 h2 y539 ff1 fs0 fc0 sc0 ls0 ws0">or the CEO or the sen<span class="_ _1" />ior member of the BoD. Secr<span class="_ _1" />etarial duties are perfor<span class="_ _1" />med by the pers<span class="_ _13" />on, appointed by th<span class="_ _1" />e </div><div class="t m0 x14 h2 y3b8 ff1 fs0 fc0 sc0 ls0 ws0">President. </div><div class="t m0 x14 h2 y4be ff1 fs0 fc0 sc0 ls0 ws0">After <span class="_ _3e" />approv<span class="_ _1" />al <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1a" />list <span class="_ _1a" />of<span class="_ _1" /> <span class="_ _3e" />s<span class="_ _1" />hareholders <span class="_ _3e" />e<span class="_ _1" />ntitled <span class="_ _3e" />to <span class="_ _1a" />v<span class="_ _1" />ote, <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />GM <span class="_ _1a" />el<span class="_ _1" />e<span class="_ _1" />cts <span class="_ _1a" />the <span class="_ _1a" />President <span class="_ _1a" />and <span class="_ _1a" />a <span class="_ _1a" />Secretary<span class="_ _1" />. <span class="_ _3e" />Th<span class="_ _1" />e </div><div class="t m0 x14 h2 y4bf ff1 fs0 fc0 sc0 ls0 ws0">decisions of the General Meeting are in accordance with the provisions of applicable laws and the provisions<span class="_ _1" /> of </div><div class="t m0 x14 h2 y4c0 ff1 fs0 fc0 sc0 ls0 ws0">Com<span class="ff6">pany’s Articles<span class="_ _1" /> of Association.<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y38b ff1 fs0 fc0 sc0 ls0 ws0">Any <span class="_ _b" />pers<span class="_ _1" />on <span class="_ _3" />appearing as <span class="_ _b" />a shareholder <span class="_ _b" />in the <span class="_ _b" />registry<span class="_ _1" /> <span class="_ _b" />o<span class="_ _1" />f <span class="_ _3" />the <span class="_ _b" />e<span class="_ _1" />ntity <span class="_ _3" />in which <span class="_ _3" />the <span class="_ _b" />s<span class="_ _1" />hares of <span class="_ _b" />the <span class="_ _3" />company <span class="_ _3" />are be<span class="_ _3" />ing </div><div class="t m0 x14 h2 y38c ff1 fs0 fc0 sc0 ls0 ws0">held, <span class="_ _1a" />is <span class="_ _1a" />entitled <span class="_ _1a" />t<span class="_ _1" />o <span class="_ _1a" />participate <span class="_ _1a" />in <span class="_ _1b" />the <span class="_ _1a" />General <span class="_ _1a" />Ass<span class="_ _1" />embly. <span class="_ _1a" />The <span class="_ _1a" />exercise <span class="_ _1b" />of <span class="_ _1a" />these <span class="_ _1b" />rights <span class="_ _1a" />in <span class="_ _1a" />accordance <span class="_ _1b" />with <span class="_ _1a" />the<span class="_ _1" /> </div><div class="t m0 x14 h2 y38d ff1 fs0 fc0 sc0 ls0 ws0">current law does not r<span class="_ _1" />equire the comm<span class="_ _1" />itment of share<span class="_ _1" />s or any other similar proc<span class="_ _1" />edure.<span class="_ _13" /> </div><div class="t m0 x14 h2 y38e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y38f ff2 fs0 fc0 sc0 ls2 ws0">5.<span class="ls0">  INFORMATION ABOUT THE BOARD<span class="_ _1" /> OF DIR<span class="_ _1" />ECTORS (BoD) AND<span class="_ _1" /> ITS COMM<span class="_ _1" />ITTEES<span class="_ _1" /> </span></div><div class="t m0 x14 h3 y4c2 ff2 fs0 fc0 sc0 ls0 ws0">BOARD OF DIRECTO<span class="_ _1" />RS </div><div class="t m0 x14 h3 y53a ff2 fs0 fc0 sc0 ls0 ws0">Election &amp; Composition o<span class="_ _1" />f the Board of Di<span class="_ _1" />rectors<span class="_ _1" /> </div><div class="t m0 x14 h2 y53b ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />comp<span class="_ _1" />liance <span class="_ _1" />with <span class="_ _13" />its <span class="_ _1" />Artic<span class="_ _1" />les <span class="_ _13" />of <span class="_ _1" />Association, <span class="_ _13" />the <span class="_ _1" />Co<span class="_ _1" />mpany <span class="_ _1" />is <span class="_ _13" />governed <span class="_ _13" />by <span class="_ _1" />the <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _1" />Dir<span class="_ _1" />ectors <span class="_ _1" />(<span class="_ _1" />hereinafter </div><div class="t m0 x14 h2 y53c ff1 fs0 fc0 sc0 ls0 ws0">referred <span class="_ _b" />to <span class="_ _b" />as <span class="_ _b" />the <span class="_ _3" />"BoD"), <span class="_ _b" />which <span class="_ _3" />is <span class="_ _b" />composed <span class="_ _b" />of <span class="_ _b" />thre<span class="_ _1" />e <span class="_ _b" />(3) <span class="_ _b" />to <span class="_ _b" />eleven <span class="_ _b" />(1<span class="_ _1" />1) <span class="_ _b" />members<span class="_ _1" /> <span class="_ _b" />elected <span class="_ _b" />by <span class="_ _b" />the <span class="_ _b" />G<span class="_ _1" />eneral <span class="_ _b" />Meeti<span class="_ _1" />ng </div><div class="t m0 x14 h2 y53d ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _1a" />three <span class="_ _1a" />(3) <span class="_ _1a" />y<span class="_ _1" />ears. <span class="_ _1a" />The <span class="_ _1a" />term <span class="_ _1b" />of <span class="_ _1a" />office <span class="_ _1a" />of <span class="_ _1a" />the <span class="_ _1b" />members <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _3e" />Boar<span class="_ _1" />d <span class="_ _1a" />of <span class="_ _1a" />Directors<span class="_ _1" /> <span class="_ _1a" />starts <span class="_ _1a" />fr<span class="_ _1" />om <span class="_ _3e" />the <span class="_ _1b" />day <span class="_ _1a" />of <span class="_ _1a" />their </div><div class="t m0 x14 h2 y53e ff1 fs0 fc0 sc0 ls0 ws0">election and lasts until t<span class="_ _1" />he day of the Genera<span class="_ _1" />l Meeti<span class="_ _1" />ng, which will be <span class="_ _1" />held in the t<span class="_ _1" />hird year after th<span class="_ _1" />eir election.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf39" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc39 w0 h0"><img 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" class="bi xf y32 w1a h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">57</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />me<span class="_ _1" />mbers <span class="_ _1c"> </span>of <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />B<span class="_ _1" />oard <span class="_ _1c"> </span>of <span class="_ _1b" />Direc<span class="_ _1" />tors <span class="_ _1c"> </span>are <span class="_ _1c"> </span>always <span class="_ _1c"> </span>re<span class="_ _1" />-electa<span class="_ _1" />ble <span class="_ _1c" />or <span class="_ _1b" />r<span class="_ _1" />e-appointed <span class="_ _1c"> </span>and <span class="_ _1c"> </span>freely <span class="_ _1c"> </span>revocab<span class="_ _1" />le. <span class="_ _1b" />The </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">members of the BoD ca<span class="_ _1" />n als<span class="_ _1" />o include non-sh<span class="_ _1" />areholders.<span class="_ _1" /> </div><div class="t m0 x14 h2 y53f ff1 fs0 fc0 sc0 ls0 ws0">The Board of <span class="_ _b" />D<span class="_ _1" />irectors consists of executive and non-ex<span class="_ _1" />ecutive members, according to the ef<span class="_ _3" />fective legislation. </div><div class="t m0 x14 h2 y540 ff1 fs0 fc0 sc0 ls0 ws0">The number of non-executive members of the Board of Directors shall not be <span class="_ _3" />lower than 1/3 of <span class="_ _3" />the total number </div><div class="t m0 x14 h2 y541 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _3" />members<span class="_ _1" /> <span class="_ _3" />of <span class="_ _3" />the Board <span class="_ _b" />o<span class="_ _1" />f Directors and <span class="_ _b" />shou<span class="_ _1" />ld no<span class="_ _3" />t be <span class="_ _3" />lower than <span class="_ _3" />two (2). If <span class="_ _b" />a fraction is <span class="_ _3" />obtained, it <span class="_ _3" />is rounded </div><div class="t m0 x14 h2 y542 ff1 fs0 fc0 sc0 ls0 ws0">to the next integer.<span class="_ _1" /> </div><div class="t m0 x14 h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">The current BoD of the<span class="_ _1" /> Company was e<span class="_ _1" />lected, due to <span class="_ _1" />the end of the term of<span class="_ _1" /> service of the prev<span class="_ _1" />ious BoD, at <span class="_ _1" />the </div><div class="t m0 x14 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">Annual Regular Gen<span class="_ _1" />eral Meeting of Share<span class="_ _1" />holders held on 27.8.<span class="_ _1" />2020 and was<span class="_ _13" /> constituted on th<span class="_ _1" />e same date.<span class="_ _1" /> </div><div class="t m0 x14 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0">On 24.6.2021, t<span class="_ _1" />he Compan<span class="_ _1" />y announced the<span class="_ _1" /> resignation of<span class="_ _1" /> Mr. Panagi<span class="_ _1" />otis Throuvalas <span class="_ _1" />from the pos<span class="_ _1" />ition of Non<span class="_ _13" />-</div><div class="t m0 x14 h2 y544 ff1 fs0 fc0 sc0 ls0 ws0">Executive <span class="_ _13" />Member <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />Directors <span class="_ _13" />of <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Company, <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" />well <span class="_ _13" />as <span class="_ _13" />a <span class="_ _13" />Me<span class="_ _1" />mber <span class="_ _13" />of <span class="_ _13" />the <span class="_ _3e" />Remuneration<span class="_ _1" /> <span class="_ _13" />and </div><div class="t m0 x14 h2 y545 ff1 fs0 fc0 sc0 ls0 ws0">Nomination Committee. In replacement of the <span class="_ _3" />position, the Board of <span class="_ _b" />D<span class="_ _1" />irectors, at its meeting <span class="_ _3" />held on 24<span class="_ _3" />.6.2021,<span class="_ _1" /> </div><div class="t m0 x14 h2 y546 ff1 fs0 fc0 sc0 ls0 ws0">decided on appointin<span class="_ _1" />g Mrs. Maria Sarr<span class="_ _1" />i as a Non-<span class="_ _1" />Executive Mem<span class="_ _1" />ber until the end <span class="_ _1" /> of the BoD term.<span class="_ _1" /> </div><div class="t m0 x14 h2 y547 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />current<span class="_ _1" /> <span class="_ _b" />BoD <span class="_ _3" />consists <span class="_ _3" />of <span class="_ _b" />s<span class="_ _1" />even <span class="_ _b" />(7) members, <span class="_ _b" />two <span class="_ _3" />(2) <span class="_ _b" />of <span class="_ _3" />whom are <span class="_ _3" />executive, <span class="_ _3" />two <span class="_ _b" />(2) <span class="_ _3" />non-<span class="_ _1" />executive <span class="_ _b" />a<span class="_ _1" />nd <span class="_ _b" />thre<span class="_ _1" />e </div><div class="t m0 x14 h2 y548 ff1 fs0 fc0 sc0 ls0 ws0">independent <span class="_ _26"> </span>non-executive, <span class="_ _2e"> </span>as <span class="_ _26"> </span>defined <span class="_ _26"> </span>i<span class="_ _3" />n <span class="_ _2e"> </span>the<span class="_ _1" /> <span class="_ _2e"> </span>effec<span class="_ _1" />tive <span class="_ _2e"> </span>legislation. <span class="_ _26"> </span>In <span class="_ _2e"> </span>particular,<span class="_ _1" /> <span class="_ _2e"> </span>as <span class="_ _2e"> </span>a<span class="_ _1" />t <span class="_ _2e"> </span>31.12.20<span class="_ _1" />21, <span class="_ _2e"> </span>t<span class="_ _1" />he </div><div class="t m0 x14 h2 y549 ff6 fs0 fc0 sc0 ls0 ws0">composition of the Com<span class="_ _1" />pany’s Board<span class="_ _1" /> of Directors is as fol<span class="_ _1" />lows:<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y54a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y54b w21 h29"><div class="t m0 x33 h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">NAME/SURNAM<span class="_ _1" />E </div></div><div class="c x58 y54b w22 h29"><div class="t m0 x36 h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">POSITION </div></div><div class="c x59 y54b w23 h29"><div class="t m0 x45 h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">FROM </div></div><div class="c x5a y54b w24 h29"><div class="t m0 xf h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">UNTIL </div></div><div class="c x11 y54d w21 h2a"><div class="t m0 x5b h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">Kyriakos Magiras </div></div><div class="c x58 y54d w22 h2a"><div class="t m0 x1f h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">Chairman <span class="ff6">–</span> Executive Member </div></div><div class="c x59 y54d w23 h2a"><div class="t m0 x48 h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">27.8.2020 </div></div><div class="c x5a y54d w24 h2a"><div class="t m0 x35 h2b y54e ff1 fs8 fc0 sc0 ls1e ws0">2023<span class="ls0"> </span></div></div><div class="c x11 y3dc w21 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Michael Sakellis </div></div><div class="c x58 y3dc w22 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Vice-Chairman <span class="ff6">–</span> Non-Executive Member </div></div><div class="c x59 y3dc w23 h2c"><div class="t m0 x48 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">27.8.2020 </div></div><div class="c x5a y3dc w24 h2c"><div class="t m0 x35 h2b y54f ff1 fs8 fc0 sc0 ls1e ws0">2023<span class="ls0"> </span></div></div><div class="c x11 y550 w21 h2d"><div class="t m0 x5b h2b y551 ff1 fs8 fc0 sc0 ls1f ws0">Sp<span class="ls0">yridon Paschalis </span></div></div><div class="c x58 y550 w22 h2d"><div class="t m0 x1f h2b y552 ff1 fs8 fc0 sc0 ls0 ws0">Chief Executive Officer <span class="ff6">–</span> Depu<span class="_ _3" />ty Chairman <span class="ff6">–</span> </div><div class="t m0 x1f h2b y553 ff1 fs8 fc0 sc0 ls0 ws0">Executive Member </div></div><div class="c x59 y550 w23 h2d"><div class="t m0 x48 h2b y551 ff1 fs8 fc0 sc0 ls0 ws0">27.8.2020 </div></div><div class="c x5a y550 w24 h2d"><div class="t m0 x35 h2b y551 ff1 fs8 fc0 sc0 ls1e ws0">2023<span class="ls0"> </span></div></div><div class="c x11 y554 w21 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">George Efstratiadis </div></div><div class="c x58 y554 w22 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Non-Executive Member  </div></div><div class="c x59 y554 w23 h2c"><div class="t m0 x48 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">27.8.2020 </div></div><div class="c x5a y554 w24 h2c"><div class="t m0 x35 h2b y54f ff1 fs8 fc0 sc0 ls1e ws0">2023<span class="ls0"> </span></div></div><div class="c x11 y555 w21 h2e"><div class="t m0 x5b h2b y556 ff1 fs8 fc0 sc0 ls0 ws0">Efstratios Chatzigiannis </div></div><div class="c x58 y555 w22 h2e"><div class="t m0 x1f h2b y556 ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x59 y555 w23 h2e"><div class="t m0 x48 h2b y556 ff1 fs8 fc0 sc0 ls0 ws0">27.8.2020 </div></div><div class="c x5a y555 w24 h2e"><div class="t m0 x35 h2b y556 ff1 fs8 fc0 sc0 ls1e ws0">2023<span class="ls0"> </span></div></div><div class="c x11 y322 w21 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Loukas Papazoglou </div></div><div class="c x58 y322 w22 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x59 y322 w23 h2c"><div class="t m0 x48 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">27.8.2020 </div></div><div class="c x5a y322 w24 h2c"><div class="t m0 x35 h2b y54f ff1 fs8 fc0 sc0 ls1e ws0">2023<span class="ls0"> </span></div></div><div class="c x11 y557 w21 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Maria Sarri </div></div><div class="c x58 y557 w22 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x59 y557 w23 h2c"><div class="t m0 x48 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">24.6.2021 </div></div><div class="c x5a y557 w24 h2c"><div class="t m0 x35 h2b y54f ff1 fs8 fc0 sc0 ls1e ws0">2023<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h2 y558 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y559 ff1 fs0 fc0 sc0 ls0 ws0">BoD Members C<span class="_ _1" />Vs </div><div class="t m0 x3d h2 y55a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Kyriakos Magira<span class="lsb">s <span class="_ _1" /></span><span class="ff6">–</span> Chairman <span class="ff6">–</span> Ex<span class="_ _1" />ecutive Member<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y459 ff1 fs0 fc0 sc0 ls0 ws0">Mr. K<span class="_ _3" />yriakos Magiras <span class="_ _3" />is <span class="_ _3" />the Executive <span class="_ _b" />C<span class="_ _1" />hairman of <span class="_ _b" />the Board of <span class="_ _b" />Directors<span class="_ _1" /> of <span class="_ _b" />ATTICA HOLDINGS / <span class="_ _b" />ATTICA<span class="_ _1" /> </div><div class="t m0 x37 h2 y45a ff1 fs0 fc0 sc0 ls0 ws0">GROUP. </div><div class="t m0 x37 h2 y55b ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />2002 <span class="_ _13" />he <span class="_ _13" />was <span class="_ _3e" />appointed <span class="_ _3e" />Shipping <span class="_ _13" />D<span class="_ _1" />irector <span class="_ _13" />of <span class="_ _13" />M<span class="_ _1" />arfin <span class="_ _13" />Group, <span class="_ _13" />and <span class="_ _3e" />since <span class="_ _13" />the<span class="_ _1" />n <span class="_ _13" />has <span class="_ _1a" />held <span class="_ _13" />key<span class="_ _1" /> <span class="_ _13" />management </div><div class="t m0 x37 h2 y55c ff1 fs0 fc0 sc0 ls0 ws0">positions in the Group com<span class="_ _1" />panies. He also served <span class="_ _1" />as CEO of the Investment Ba<span class="_ _1" />nk of Greece and Genera<span class="_ _1" />l </div><div class="t m0 x37 h2 y55d ff1 fs0 fc0 sc0 ls0 ws0">Manager of the Invest<span class="_ _1" />ment Banking and<span class="_ _1" /> Banking Enter<span class="_ _1" />prises department of M<span class="_ _1" />arfin Group.<span class="_ _13" /> </div><div class="t m0 x37 h2 y55e ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />1997, <span class="_ _13" />Mr. <span class="_ _13" />Magiras <span class="_ _1" />was<span class="_ _1" /> <span class="_ _13" />appointed <span class="_ _1" /> <span class="_ _13" />Deputy <span class="_ _13" />Managi<span class="_ _1" />ng <span class="_ _13" />Director <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />shipping <span class="_ _13" />department <span class="_ _13" />of <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />Britis<span class="_ _1" />h </div><div class="t m0 x37 h2 y55f ff1 fs0 fc0 sc0 ls0 ws0">National <span class="_ _1" />Westminster<span class="_ _1" /> B<span class="_ _1" />ank <span class="_ _1" />plc <span class="_ _1" />in <span class="_ _1" />Athens, <span class="_ _1" />while <span class="_ _13" />in 1999 <span class="_ _1" />he <span class="_ _1" />took<span class="_ _1" /> over <span class="_ _13" />the <span class="_ _1" />position <span class="_ _1" />of <span class="_ _1" />Managing <span class="_ _1" />Director<span class="_ _1" /> <span class="_ _1" />of </div><div class="t m0 x37 h2 y560 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1c"> </span>sh<span class="_ _1" />ipping <span class="_ _23"> </span>branch <span class="_ _23"> </span>of <span class="_ _1c"> </span>P<span class="_ _1" />iraeus <span class="_ _23"> </span>Prime <span class="_ _23"> </span>Bank, <span class="_ _23"> </span>following <span class="_ _23"> </span>the <span class="_ _23"> </span>acquisition <span class="_ _23"> </span>of <span class="_ _1c"> </span>Nat<span class="_ _1" />ional <span class="_ _1c"> </span>W<span class="_ _1" />estminster <span class="_ _23"> </span>Bank<span class="_ _13" />'s </div><div class="t m0 x37 h2 y561 ff1 fs0 fc0 sc0 ls0 ws0">portfolio in Greece by <span class="_ _1" />Piraeus Bank.<span class="_ _1" /> </div><div class="t m0 x37 h2 y562 ff1 fs0 fc0 sc0 ls0 ws0">From <span class="_ _b" />1986<span class="_ _1" /> <span class="_ _b" />to <span class="_ _3" />1997, <span class="_ _3" />he <span class="_ _b" />was working <span class="_ _b" />at <span class="_ _3" />Petrofin <span class="_ _3" />S.A. <span class="_ _b" />in London <span class="_ _b" />and <span class="_ _3" />Athens, <span class="_ _3" />focused <span class="_ _3" />on <span class="_ _b" />investm<span class="_ _1" />ent <span class="_ _b" />ba<span class="_ _1" />nking,  </div><div class="t m0 x37 h2 y563 ff1 fs0 fc0 sc0 ls0 ws0">specializing <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1b" />shipping <span class="_ _1b" />segme<span class="_ _1" />nt. <span class="_ _1b" />Mr. <span class="_ _1b" /> <span class="_ _1a" />Mag<span class="_ _1" />iras <span class="_ _1b" />studied <span class="_ _1b" />Economics <span class="_ _1b" />at <span class="_ _1b" />the <span class="_ _1b" />U<span class="_ _1" />niversity <span class="_ _1b" />of <span class="_ _1b" />Athens <span class="_ _1b" />and </div></div></div><div class="pi" /></div>
<div id="pf3a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3a w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">58</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">Banking and M<span class="_ _1" />aritime Scienc<span class="_ _1" />e at the Univers<span class="_ _1" />ity of London (City Univers<span class="_ _1" />ity Busines<span class="_ _1" />s School, 1986), where<span class="_ _1" /> </div><div class="t m0 x37 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">he received his Mast<span class="_ _1" />er degree in Mar<span class="_ _1" />itime with a speci<span class="_ _1" />alization in Maritime<span class="_ _1" /> Finance.<span class="_ _13" /> </div><div class="t m0 x37 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y564 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Michael Sake<span class="_ _1" />llis <span class="ff6">–</span> Vice C<span class="_ _1" />hairman <span class="ff6">–</span> Non-<span class="_ _1" />Executive Member<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y4f4 ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _1c"> </span>Michael <span class="_ _23"> </span>Sakellis <span class="_ _1c"> </span>studied <span class="_ _23"> </span>Economics <span class="_ _1c"> </span>at <span class="_ _1c"> </span>the <span class="_ _23"> </span>Athens <span class="_ _1c"> </span>Univers<span class="_ _1" />ity <span class="_ _1c"> </span>of <span class="_ _23"> </span>Economics <span class="_ _1c"> </span>and <span class="_ _1c"> </span>Bus<span class="_ _1" />iness <span class="_ _1c"> </span>(former<span class="_ _1" /> </div><div class="t m0 x37 h2 y4f5 ff1 fs0 fc0 sc0 ls0 ws0">ASOEE) <span class="_ _13" />and <span class="_ _3e" />is <span class="_ _13" />a <span class="_ _13" />pos<span class="_ _1" />tgraduate <span class="_ _3e" />in <span class="_ _13" />Maritim<span class="_ _1" />e <span class="_ _13" />Studies <span class="_ _13" />at<span class="_ _1" /> <span class="_ _13" />London <span class="_ _3e" />School <span class="_ _13" />of <span class="_ _3e" />Foreign <span class="_ _3e" />Trade <span class="_ _13" />and <span class="_ _13" />Ch<span class="_ _1" />amber <span class="_ _13" />of<span class="_ _1" /> </div><div class="t m0 x37 h2 y4f6 ff1 fs0 fc0 sc0 ls0 ws0">Commerce). </div><div class="t m0 x37 h2 y317 ff1 fs0 fc0 sc0 ls0 ws0">He <span class="_ _1" />is <span class="_ _13" />a <span class="_ _1" />non<span class="_ _1" />-executive <span class="_ _13" />Vice <span class="_ _13" />Chairman <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _1" />of <span class="_ _3e" />Directors <span class="_ _13" />of <span class="_ _1" />ATTIC<span class="_ _1" />A <span class="_ _1" />GRO<span class="_ _1" />UP <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />a <span class="_ _13" />Member <span class="_ _13" />of <span class="_ _1" />the </div><div class="t m0 x37 h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">BoD <span class="_ _1" />of <span class="_ _13" />SUPERFAST <span class="_ _13" />M.A.N.E. <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" /> <span class="_ _13" />ANEK <span class="_ _13" />- <span class="_ _1" />SU<span class="_ _1" />PERFAST <span class="_ _13" />Joint <span class="_ _1" />Ve<span class="_ _1" />nture. <span class="_ _1" />He <span class="_ _13" />has <span class="_ _13" />been <span class="_ _1" />active <span class="_ _13" />in <span class="_ _1" />shi<span class="_ _1" />pping </div><div class="t m0 x37 h2 yd0 ff1 fs0 fc0 sc0 ls0 ws0">since 1975, being an executive in shipping companies. In 1979, he was appointed  Commercial Director in </div><div class="t m0 x37 h2 y565 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1" />com<span class="_ _1" />pany <span class="_ _13" />STRINTZIS <span class="_ _1" />L<span class="_ _1" />INES <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />later <span class="_ _13" />in <span class="_ _13" />the <span class="_ _1" />comp<span class="_ _1" />any <span class="_ _1" />BLUE <span class="_ _13" />STAR <span class="_ _13" />FERRIES<span class="_ _1" />. <span class="_ _1" />He <span class="_ _13" />served <span class="_ _13" />as <span class="_ _1" />C<span class="_ _1" />EO <span class="_ _1" />of </div><div class="t m0 x37 h2 y404 ff1 fs0 fc0 sc0 ls0 ws0">BLUE <span class="_ _1c"> </span>STAR <span class="_ _1c"> </span>F<span class="_ _1" />ERRIES <span class="_ _1c"> </span>fro<span class="_ _1" />m <span class="_ _1c"> </span>2004 <span class="_ _1c"> </span>to <span class="_ _1c"> </span>Febru<span class="_ _1" />ary <span class="_ _1c"> </span>2016. <span class="_ _23"> </span>Mr. <span class="_ _1c"> </span>Sakellis <span class="_ _1c"> </span>has <span class="_ _1c"> </span>been <span class="_ _23"> </span>a <span class="_ _1c"> </span>member <span class="_ _1c"> </span>of <span class="_ _23"> </span>the <span class="_ _1b" /> <span class="_ _23"> </span>Greek </div><div class="t m0 x37 h2 y566 ff1 fs0 fc0 sc0 ls0 ws0">Shipowners <span class="_ _3e" />Assoc<span class="_ _1" />iation <span class="_ _3e" />for <span class="_ _1a" />Passenger <span class="_ _3e" />S<span class="_ _1" />hips <span class="_ _3e" />(S.E.E.<span class="_ _1" />N.) <span class="_ _3e" />from <span class="_ _1a" />2006 <span class="_ _3e" />unti<span class="_ _1" />l <span class="_ _3e" />today, <span class="_ _1a" />he <span class="_ _3e" />was <span class="_ _1a" />C<span class="_ _13" />hairman <span class="_ _3e" />of <span class="_ _1a" />the </div><div class="t m0 x37 h2 y567 ff1 fs0 fc0 sc0 ls0 ws0">BoD <span class="_ _1" />for <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />period <span class="_ _1" />2<span class="_ _1" />012-20<span class="_ _1" />22, <span class="_ _1" />while <span class="_ _13" />in F<span class="_ _1" />ebruary <span class="_ _1" />2022<span class="_ _1" /> <span class="_ _1" />he <span class="_ _1" />was <span class="_ _13" />awarded <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />title <span class="_ _13" />of <span class="_ _1" />Honorary<span class="_ _1" /> <span class="_ _1" />Chairman <span class="_ _1" />of </div><div class="t m0 x37 h2 y568 ff1 fs0 fc0 sc0 ls0 ws0">the BoD of S.E.E.N<span class="_ _1" />. </div><div class="t m0 x37 h2 y569 ff1 fs0 fc0 sc0 ls0 ws0">He <span class="_ _13" />is <span class="_ _3e" />a <span class="_ _13" />Member <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _13" />HELLEN<span class="_ _1" />IC <span class="_ _13" />CHAMB<span class="_ _1" />ER <span class="_ _13" />OF <span class="_ _3e" />SHIPPING <span class="_ _3e" /> <span class="_ _13" />(N<span class="_ _1" />EE) <span class="_ _13" />BoD, <span class="_ _3e" />the <span class="_ _3e" />Seamen's <span class="_ _3e" />Pension <span class="_ _13" />Fun<span class="_ _1" />d </div><div class="t m0 x37 h2 y56a ff1 fs0 fc0 sc0 ls0 ws0">(NAT), the <span class="_ _1" />Association of G<span class="_ _1" />ree<span class="_ _1" />k Tourist En<span class="_ _1" />terprises (S<span class="_ _1" />ETE), as we<span class="_ _1" />ll as a <span class="_ _1" />member <span class="_ _1" />of the Shipp<span class="_ _1" />ing Counc<span class="_ _1" />il </div><div class="t m0 x37 h2 y56b ff1 fs0 fc0 sc0 ls0 ws0">(SAS). </div><div class="t m0 x37 h2 ydc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 yb5 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span><span class="ls13">Sp</span>yrid<span class="_ _1" />on Paschalis <span class="ff6">–</span> <span class="_ _1" />Chief Executive Officer<span class="_ _1" /> &amp; Deputy <span class="_ _1" />Chairman <span class="ff6">–</span> <span class="_ _1" />Executive Me<span class="_ _1" /><span class="ls19">mber</span> </span></div><div class="t m0 x37 h2 y56c ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _1" />Spyridon <span class="_ _13" />Pascha<span class="_ _1" />lis <span class="_ _1" />holds<span class="_ _1" /> <span class="_ _1" />a <span class="_ _13" />BSc <span class="_ _1" />in <span class="_ _13" />Business <span class="_ _13" />Administration <span class="_ _13" />(specializing <span class="_ _13" />in <span class="_ _3e" />A<span class="_ _1" />ccounting <span class="_ _1" />&amp; <span class="_ _13" />Finance) <span class="_ _13" />at </div><div class="t m0 x37 h2 y56d ff1 fs0 fc0 sc0 ls0 ws0">he American Colleg<span class="_ _1" />e of Greece (Deree Co<span class="_ _1" />llege).<span class="_ _1" /> </div><div class="t m0 x37 h2 y56e ff1 fs0 fc0 sc0 ls0 ws0">He holds an MBA i<span class="_ _1" />n Postgraduate <span class="_ _1" />Studies from the C<span class="_ _1" />ass Business Schoo<span class="_ _1" />l (City University) in Lo<span class="_ _1" />ndon.<span class="_ _13" /> </div><div class="t m0 x37 h2 y56f ff1 fs0 fc0 sc0 ls0 ws0">He has been the <span class="_ _1" />CEO of <span class="_ _1" />ATTI<span class="_ _3" />CA GROUP<span class="_ _3" /> <span class="_ _1" />sinc<span class="_ _3" />e <span class="_ _1" />2012<span class="_ _b" />, <span class="_ _13" />as well<span class="_ _3" /> <span class="_ _1" />as all the <span class="_ _1" />sub<span class="_ _3" />sidi<span class="_ _3" />arie<span class="_ _3" />s <span class="_ _1" />and<span class="_ _3" /> <span class="_ _1" />a<span class="_ _1" />sso<span class="_ _3" />ciate<span class="_ _b" />s <span class="_ _1" />of <span class="_ _1" />the </div><div class="t m0 x37 h2 y570 ff1 fs0 fc0 sc0 ls0 ws0">Gro<span class="_ _3" />up,<span class="_ _3" /> <span class="_ _1c"> </span>and <span class="_ _1b" />an <span class="_ _1c"> </span>exe<span class="_ _3" />cuti<span class="_ _3" />ve <span class="_ _1b" />membe<span class="_ _3" />r <span class="_ _1b" />since <span class="_ _1b" />1996.<span class="_ _3" /> <span class="_ _1b" />He <span class="_ _1c"> </span>has <span class="_ _1b" />been <span class="_ _1b" />the <span class="_ _1c"> </span>CEO <span class="_ _1b" />of <span class="_ _1b" />SUPERFA<span class="_ _3" />ST <span class="_ _1b" />FERRIE<span class="_ _3" />S <span class="_ _1b" />since </div><div class="t m0 x37 h2 y1d7 ff1 fs0 fc0 sc0 ls0 ws0">Feb<span class="_ _3" />rua<span class="_ _3" />ry <span class="_ _b" />2008 <span class="_ _3" />and<span class="_ _b" /> in <span class="_ _b" />the <span class="_ _3" />sam<span class="_ _3" />e <span class="_ _b" />year <span class="_ _3" />he <span class="_ _b" />was <span class="_ _3" />ele<span class="_ _3" />cted<span class="_ _3" /> <span class="_ _3" />the<span class="_ _3" /> E<span class="_ _3" />xec<span class="_ _3" />uti<span class="_ _3" />ve <span class="_ _3" />Memb<span class="_ _b" />er  <span class="_ _b" />of A<span class="_ _b" />TTICA <span class="_ _b" />HOLDINGS<span class="_ _3" /> <span class="_ _3" />Boa<span class="_ _3" />rd <span class="_ _3" />of </div><div class="t m0 x37 h2 y571 ff1 fs0 fc0 sc0 ls0 ws0">Di<span class="_ _3" />rect<span class="_ _3" />ors<span class="_ _3" />. I<span class="_ _3" />n 1<span class="_ _3" />999<span class="_ _3" /> he<span class="_ _3" /> was<span class="_ _3" /> appo<span class="_ _3" />inte<span class="_ _b" />d CEO<span class="_ _3" /> and<span class="_ _3" /> mem<span class="_ _3" />ber o<span class="_ _3" />f th<span class="_ _b" />e BoD <span class="_ _3" />of <span class="_ _3" />the<span class="_ _3" /> su<span class="_ _3" />bsidi<span class="_ _b" />ary BLU<span class="_ _3" />E S<span class="_ _b" />TAR SHIP<span class="_ _3" />PIN<span class="_ _3" />G </div><div class="t m0 x37 h2 y41f ff1 fs0 fc0 sc0 ls0 ws0">SA <span class="_ _b" />as <span class="_ _b" />well <span class="_ _b" />as a<span class="_ _3" /> <span class="_ _3" />mem<span class="_ _3" />ber<span class="_ _3" /> o<span class="_ _3" />f <span class="_ _b" />the <span class="_ _3" />BoD <span class="_ _b" />of <span class="_ _b" />all <span class="_ _3" />it<span class="_ _b" />s su<span class="_ _3" />bsidi<span class="_ _b" />aries.<span class="_ _3" /> <span class="_ _3" />He <span class="_ _b" />is <span class="_ _b" />the <span class="_ _3" />Gen<span class="_ _3" />eral<span class="_ _3" /> <span class="_ _b" />Manager <span class="_ _b" />of <span class="_ _b" />AFRICA <span class="_ _b" />MORO<span class="_ _3" />CCO </div><div class="t m0 x37 h2 y572 ff1 fs0 fc0 sc0 ls0 ws0">LI<span class="_ _3" />NKS (AM<span class="_ _3" />L),<span class="_ _3" /> establ<span class="_ _3" />ishe<span class="_ _b" />d <span class="_ _1" />in 2016<span class="_ _b" /> <span class="_ _1" />in Mor<span class="_ _3" />occ<span class="_ _3" />o in cooper<span class="_ _3" />at<span class="_ _3" />ion<span class="_ _3" /> with the<span class="_ _3" /> Moro<span class="_ _3" />ccan<span class="_ _3" /> Bank of<span class="_ _3" /> Afri<span class="_ _3" />ca (BMCE<span class="_ _3" />) and<span class="_ _3" /> </div><div class="t m0 x37 h2 y573 ff1 fs0 fc0 sc0 ls0 ws0">ope<span class="_ _3" />rati<span class="_ _b" />ng <span class="_ _3e" />on <span class="_ _1a" />the<span class="_ _3" /> <span class="_ _3e" />Morocc<span class="_ _3" />o-Spa<span class="_ _3" />in <span class="_ _13" />route.<span class="_ _3" /> <span class="_ _3e" />In <span class="_ _3e" />2009 <span class="_ _13" />he <span class="_ _1a" />was <span class="_ _13" />first<span class="_ _3" /> <span class="_ _3e" />electe<span class="_ _3" />d <span class="_ _13" /> <span class="_ _1a" />a <span class="_ _3e" />Member <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />Gree<span class="_ _3" />k <span class="_ _3e" />Shipow<span class="_ _3" />ner<span class="_ _3" />s </div><div class="t m0 x37 h9 y574 ff1 fs0 fc0 sc0 ls0 ws0">Ass<span class="_ _3" />ocia<span class="_ _b" />tion <span class="_ _b" />for <span class="_ _12" />Passeng<span class="_ _3" />er<span class="_ _3" /> <span class="_ _3" />Sh<span class="_ _3" />ips <span class="_ _12" />(S.E.E<span class="_ _3" />.N.<span class="_ _3" />) <span class="_ _b" /> <span class="_ _b" />and <span class="_ _b" />was <span class="_ _12" />Vice <span class="_ _b" />Chai<span class="_ _b" />r<span class="_ _1" />man<span class="_ _3" /> <span class="_ _b" />of<span class="ff7 fs1"> <span class="_ _b" /><span class="ff1 fs0">Intern<span class="_ _3" />atio<span class="_ _b" />nal <span class="_ _b" />Sails<span class="_ _3" /> <span class="_ _b" /> <span class="_ _3" />fr<span class="_ _3" />om<span class="_ _3" /> <span class="_ _3" />201<span class="_ _3" />2 <span class="_ _b" />to <span class="_ _12" />2022. </span></span></div><div class="t m0 x37 h2 y575 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />Febr<span class="_ _3" />uar<span class="_ _3" />y 202<span class="_ _3" />2 he <span class="_ _b" />was ele<span class="_ _3" />cted<span class="_ _3" /> Cha<span class="_ _3" />irm<span class="_ _3" />an of<span class="_ _3" /> the B<span class="_ _3" />oD o<span class="_ _3" />f SEE<span class="_ _3" />N. Si<span class="_ _b" />nce 201<span class="_ _3" />4, h<span class="_ _3" />e has<span class="_ _3" /> be<span class="_ _3" />en a<span class="_ _3" />n Ad<span class="_ _3" />viso<span class="_ _3" />r to<span class="_ _3" /> the<span class="_ _3" /> </div><div class="t m0 x37 h9 y576 ff1 fs0 fc0 sc0 ls0 ws0">Boa<span class="_ _3" />rd <span class="_ _1a" />of <span class="_ _1b" />Dire<span class="_ _3" />cto<span class="_ _3" />rs <span class="_ _1a" />of <span class="_ _1b" />the<span class="ff7 fs1"> <span class="_ _1a" /></span>HELLE<span class="_ _3" />NIC<span class="_ _3" /> <span class="_ _1b" />CHAMBE<span class="_ _3" />R <span class="_ _1a" />OF <span class="_ _1b" />SHIP<span class="_ _3" />PIN<span class="_ _3" />G <span class="_ _1b" /> <span class="_ _1b" />(NEE<span class="_ _3" />) <span class="_ _1b" /> <span class="_ _1b" />and <span class="_ _1a" />a <span class="_ _1b" />Memb<span class="_ _3" />er <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _1a" />Steeri<span class="_ _b" />ng </div><div class="t m0 x37 h2 y577 ff1 fs0 fc0 sc0 ls0 ws0">Comm<span class="_ _3" />it<span class="_ _3" />tee <span class="_ _3" />sin<span class="_ _3" />ce 201<span class="_ _3" />9. <span class="_ _3" />He re<span class="_ _3" />pre<span class="_ _b" />s<span class="_ _1" />ent<span class="_ _3" />s  At<span class="_ _3" />ti<span class="_ _3" />ca Gr<span class="_ _3" />oup i<span class="_ _b" />n the i<span class="_ _3" />nte<span class="_ _3" />rnati<span class="_ _b" />onal shi<span class="_ _b" />pping <span class="_ _3" />organ<span class="_ _3" />iza<span class="_ _3" />tion<span class="_ _b" /> INTER<span class="_ _3" />FERRY<span class="_ _3" /> </div><div class="t m0 x37 h2 y578 ff1 fs0 fc0 sc0 ls0 ws0">and<span class="_ _3" /> <span class="_ _3e" />has <span class="_ _3e" />been<span class="_ _3" /> <span class="_ _3e" />a <span class="_ _1a" />mem<span class="_ _3" />ber <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _13" />OPERATO<span class="_ _3" />RS <span class="_ _3e" />POL<span class="_ _3" />ICY <span class="_ _3e" />COMM<span class="_ _3" />ITTEE<span class="_ _3" /> <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _13" />organi<span class="_ _b" />z<span class="_ _1" />ati<span class="_ _3" />on <span class="_ _13" />since <span class="_ _13" />2015. <span class="_ _13" />Mr. <span class="_ _3" /> </div><div class="t m0 x37 h2 y579 ff1 fs0 fc0 sc0 ls0 ws0">Pa<span class="_ _3" />schal<span class="_ _3" />is<span class="_ _3" />  rep<span class="_ _3" />re<span class="_ _3" />sent<span class="_ _3" />s At<span class="_ _3" />tic<span class="_ _3" />a Gr<span class="_ _3" />oup<span class="_ _3" /> at<span class="_ _3" /> int<span class="_ _3" />ern<span class="_ _3" />atio<span class="_ _3" />nal <span class="_ _b" />shipping<span class="_ _3" /> c<span class="_ _3" />onfe<span class="_ _3" />renc<span class="_ _3" />es a<span class="_ _3" />nd <span class="_ _3" />for<span class="_ _3" />ums. </div><div class="t m0 x37 h2 y57a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y57b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y57c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf3b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3b w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">59</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y42b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Geor<span class="ls2">ge</span> <span class="_ _1" />Efstratiadis <span class="ff6">–</span> N<span class="_ _1" />on-Executive Me<span class="_ _1" />mber </span></div><div class="t m0 x37 h2 y42c ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _1" />Georgios <span class="_ _13" />Efstratiadis <span class="_ _1" />st<span class="_ _1" />udied <span class="_ _1" />Econ<span class="_ _1" />omics <span class="_ _1" />at <span class="_ _13" />ASOEE <span class="_ _1" />and <span class="_ _1" />r<span class="_ _1" />eceived <span class="_ _1" />a <span class="_ _13" />postgraduate<span class="_ _1" /> <span class="_ _1" />degree <span class="_ _1" />sp<span class="_ _1" />ecializing </div><div class="t m0 x37 h2 y4f2 ff1 fs0 fc0 sc0 ls0 ws0">in finance and i<span class="_ _3" />nvestment at the University of <span class="_ _3" />Exeter (England). He started his career at <span class="_ _3" />the Ergasias Bank </div><div class="t m0 x37 h2 y4f3 ff1 fs0 fc0 sc0 ls0 ws0">as <span class="_ _3e" />a <span class="_ _3e" />fi<span class="_ _1" />nancial <span class="_ _3e" />analys<span class="_ _1" />t, <span class="_ _3e" />cred<span class="_ _1" />it <span class="_ _3e" />executive <span class="_ _1a" />and <span class="_ _1a" />th<span class="_ _1" />en <span class="_ _1a" />as <span class="_ _3e" />C<span class="_ _1" />EO <span class="_ _3e" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />invest<span class="_ _1" />ment <span class="_ _3e" />subs<span class="_ _1" />idiary <span class="_ _3e" />Proodos<span class="_ _1" /> <span class="_ _3e" />Hellen<span class="_ _1" />ic </div><div class="t m0 x37 h2 y4f4 ff1 fs0 fc0 sc0 ls0 ws0">Investments. <span class="_ _24"> </span>In <span class="_ _23"> </span>1<span class="_ _1" />998 <span class="_ _23"> </span>he  started <span class="_ _23"> </span>working <span class="_ _23"> </span>w<span class="_ _1" />ith <span class="_ _24"> </span>the <span class="_ _24"> </span>MARFIN <span class="_ _24"> </span>group <span class="_ _23"> </span>as<span class="_ _1" /> <span class="_ _23"> </span>h<span class="_ _1" />ead <span class="_ _23"> </span>o<span class="_ _1" />f <span class="_ _23"> </span>the <span class="_ _24"> </span>fund <span class="_ _24"> </span>manageme<span class="_ _1" />nt </div><div class="t m0 x37 h2 y4f5 ff1 fs0 fc0 sc0 ls0 ws0">department <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />then <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" />CEO <span class="_ _3e" />of <span class="_ _13" />Marf<span class="_ _1" />in <span class="_ _13" />Global <span class="_ _3e" />Asset <span class="_ _3e" />Management <span class="_ _3e" />S.A. <span class="_ _13" />Fro<span class="_ _1" />m <span class="_ _13" />2006 <span class="_ _3e" />to <span class="_ _13" />2007, <span class="_ _3e" />he <span class="_ _3e" />was <span class="_ _13" />the </div><div class="t m0 x37 h2 y4f6 ff1 fs0 fc0 sc0 ls0 ws0">CEO <span class="_ _1b" />of <span class="_ _1b" />M<span class="_ _1" />arfin <span class="_ _1b" />Bank <span class="_ _1c"> </span>while <span class="_ _1c"> </span>from <span class="_ _1b" />2007 <span class="_ _1c"> </span>to <span class="_ _1b" />2010 <span class="_ _1c"> </span>he <span class="_ _1b" />bec<span class="_ _1" />ame <span class="_ _1b" />General <span class="_ _1b" />M<span class="_ _1" />anager <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />MIG. <span class="_ _1b" />In <span class="_ _1c"> </span>2010, <span class="_ _1b" />h<span class="_ _1" />e <span class="_ _1b" />was </div><div class="t m0 x37 h2 y317 ff1 fs0 fc0 sc0 ls0 ws0">appointed <span class="_ _1" />Deputy<span class="_ _1" /> <span class="_ _1" />CEO <span class="_ _1" />of <span class="_ _13" />Olympic <span class="_ _1" />Air <span class="_ _1" />wh<span class="_ _1" />ere <span class="_ _1" />he <span class="_ _1" />rem<span class="_ _1" />ained <span class="_ _1" />unti<span class="_ _1" />l <span class="_ _1" />2012. <span class="_ _1" />In <span class="_ _1" />the <span class="_ _13" />period <span class="_ _1" />from <span class="_ _1" />2<span class="_ _1" />011 <span class="_ _1" />to <span class="_ _1" />201<span class="_ _1" />6 <span class="_ _1" />he </div><div class="t m0 x37 h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">also <span class="_ _1b" />took <span class="_ _1b" />over <span class="_ _1b" />the <span class="_ _1a" />p<span class="_ _1" />osition <span class="_ _1b" />of <span class="_ _1b" />President <span class="_ _1b" />and <span class="_ _1b" />CEO <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1b" />grou<span class="_ _1" />nd <span class="_ _1a" />ha<span class="_ _1" />ndling <span class="_ _1b" />c<span class="_ _1" />ompany<span class="_ _1" /> <span class="_ _1b" />SKYSERV <span class="_ _1b" />(former </div><div class="t m0 x37 h2 yd0 ff1 fs0 fc0 sc0 ls0 ws0">OLYMPIC <span class="_ _13" />H<span class="_ _1" />ANDLING <span class="_ _3e" />S.A.)<span class="_ _1" />. <span class="_ _13" />He <span class="_ _3e" />is <span class="_ _3e" />also <span class="_ _13" />Cha<span class="_ _1" />irman <span class="_ _3e" />and <span class="_ _3e" />CEO <span class="_ _3e" />of <span class="_ _13" />Ath<span class="_ _1" />enian <span class="_ _3e" />Engineering <span class="_ _3e" />while <span class="_ _3e" />he <span class="_ _3e" />was <span class="_ _13" />V<span class="_ _1" />ice </div><div class="t m0 x37 h2 y565 ff1 fs0 fc0 sc0 ls0 ws0">Chairman of HYGEI<span class="_ _1" />A Private Hospital. I<span class="_ _1" />n June 2021 he was <span class="_ _1" />electe<span class="_ _1" />d CEO of MIG.<span class="_ _1" /> </div><div class="t m0 x37 h8 y35a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 hb y36f ff6 fs0 fc0 sc0 ls0 ws0">M<span class="_ _b" />r.<span class="_ _3" /> <span class="_ _12" />Ef<span class="_ _b" />st<span class="_ _b" />ra<span class="_ _3" />ti<span class="_ _b" />a<span class="_ _3" />di<span class="_ _b" />s <span class="_ _12" />h<span class="_ _3" />a<span class="_ _3" />s<span class="_ _3" /> <span class="_ _12" />be<span class="_ _b" />en<span class="_ _b" /> <span class="_ _b" />a<span class="_ _3" /> <span class="_ _12" />Me<span class="_ _3" />m<span class="_ _3" />b<span class="_ _b" />er<span class="_ _3" /> <span class="_ _12" />of<span class="_ _b" /> <span class="_ _b" />th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _12" />Bo<span class="_ _3" />D<span class="_ _b" /> <span class="_ _b" />fo<span class="_ _b" />r <span class="_ _12" />a<span class="_ _b" /> <span class="_ _b" />nu<span class="_ _b" />mb<span class="_ _3" />e<span class="_ _3" />r<span class="_ _3" /> <span class="_ _12" />of<span class="_ _b" /> <span class="_ _b" />ye<span class="_ _b" />ar<span class="_ _b" />s <span class="_ _12" />i<span class="_ _3" />n<span class="_ _3" /> <span class="_ _12" />se<span class="_ _b" />ve<span class="_ _b" />ra<span class="_ _3" />l<span class="_ _b" /> <span class="_ _b" />co<span class="_ _b" />mp<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />i<span class="_ _3" />e<span class="_ _3" />s<span class="_ _3" /> <span class="_ _12" />su<span class="_ _b" />ch<span class="_ _b" /> <span class="_ _b" />as<span class="_ _b" /> <span class="_ _b" />De<span class="_ _b" />lt<span class="_ _b" />a,<span class="_ _b" /> <span class="_ _b" />Go<span class="_ _b" />od<span class="_ _b" />y’<span class="_ _b" />s,<span class="_ _b" /> </div><div class="t m0 x37 h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0">S<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _b" />ul<span class="_ _b" />ar<span class="_ _b" /> <span class="_ _b" />Lo<span class="_ _b" />gi<span class="_ _b" />c, <span class="_ _12" />Ba<span class="_ _b" />rb<span class="_ _b" />a <span class="_ _12" />St<span class="_ _b" />at<span class="_ _3" />h<span class="_ _3" />i<span class="_ _b" />s,<span class="_ _3" /> <span class="_ _b" />H<span class="_ _3" />yg<span class="_ _b" />e<span class="_ _3" />i<span class="_ _3" />a,<span class="_ _b" /> <span class="_ _b" />an<span class="_ _b" />d <span class="_ _12" />at<span class="_ _b" /> <span class="_ _b" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _12" />sam<span class="_ _b" />e<span class="_ _3" /> <span class="_ _b" />ti<span class="_ _b" />me<span class="_ _b" /> <span class="_ _3" />w<span class="_ _b" />as<span class="_ _3" /> <span class="_ _12" />a <span class="_ _b" />M<span class="_ _3" />em<span class="_ _b" />b<span class="_ _3" />er<span class="_ _b" /> <span class="_ _b" />of<span class="_ _b" /> <span class="_ _b" />th<span class="_ _b" />e <span class="_ _b" />B<span class="_ _3" />o<span class="_ _3" />D<span class="_ _3" /> <span class="_ _b" />o<span class="_ _3" />f <span class="_ _12" />th<span class="_ _b" />e <span class="_ _12" />li<span class="_ _b" />st<span class="_ _b" />ed<span class="_ _3" /> <span class="_ _12" />co<span class="_ _b" />mp<span class="_ _3" />an<span class="_ _b" />y <span class="_ _12" />At<span class="_ _b" />ti<span class="_ _b" />ca<span class="_ _b" /> </div><div class="t m0 x37 h2 y3ec ff1 fs0 fc0 sc0 ls0 ws0">Ho<span class="_ _b" />l<span class="_ _3" />di<span class="_ _b" />ng<span class="_ _b" />s.<span class="_ _3" /> <span class="_ _1" />He<span class="_ _b" /> <span class="_ _13" />w<span class="_ _3" />a<span class="_ _3" />s<span class="_ _3" /> <span class="_ _1" />al<span class="_ _b" />so<span class="_ _b" /> <span class="_ _13" />a <span class="_ _1" />m<span class="_ _b" />em<span class="_ _3" />b<span class="_ _3" />e<span class="_ _3" />r of<span class="_ _3" /> <span class="_ _1" />th<span class="_ _b" />e <span class="_ _1" />au<span class="_ _b" />di<span class="_ _b" />t com<span class="_ _b" />mi<span class="_ _b" />tt<span class="_ _b" />ee<span class="_ _3" />s<span class="_ _3" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _13" />t<span class="_ _3" />he<span class="_ _b" /> <span class="_ _1" />co<span class="_ _b" />mp<span class="_ _3" />a<span class="_ _3" />ni<span class="_ _b" />e<span class="_ _3" />s Hy<span class="_ _3" />g<span class="_ _3" />e<span class="_ _3" />i<span class="_ _3" />a<span class="_ _3" /> <span class="_ _1" />(C<span class="_ _3" />h<span class="_ _b" />ai<span class="_ _3" />r<span class="_ _3" />m<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />)<span class="_ _3" />,<span class="_ _3" /> <span class="_ _1" />Si<span class="_ _b" />ng<span class="_ _3" />u<span class="_ _3" />l<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1" />Lo<span class="_ _b" />gi<span class="_ _b" />c </div><div class="t m0 x37 h2 y57d ff1 fs0 fc0 sc0 ls0 ws0">(<span class="_ _3" />C<span class="_ _3" />ha<span class="_ _b" />i<span class="_ _3" />rm<span class="_ _b" />an<span class="_ _b" />),<span class="_ _b" /> A<span class="_ _3" />t<span class="_ _b" />ti<span class="_ _3" />ca<span class="_ _b" /> H<span class="_ _b" />ol<span class="_ _3" />d<span class="_ _3" />i<span class="_ _b" />ng<span class="_ _b" />s, <span class="_ _b" />Vi<span class="_ _b" />va<span class="_ _b" />rt<span class="_ _3" />i<span class="_ _3" />a<span class="_ _3" /> <span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />d<span class="_ _3" /> M<span class="_ _b" />IG<span class="_ _b" />. <span class="_ _b" />He<span class="_ _b" /> i<span class="_ _b" />s a<span class="_ _b" /> M<span class="_ _b" />em<span class="_ _b" />be<span class="_ _b" />r <span class="_ _3" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />t<span class="_ _3" />he<span class="_ _b" /> E<span class="_ _b" />co<span class="_ _3" />n<span class="_ _b" />om<span class="_ _3" />i<span class="_ _3" />c<span class="_ _3" /> <span class="_ _3" />Ch<span class="_ _b" />am<span class="_ _b" />be<span class="_ _b" />r <span class="_ _3" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />G<span class="_ _3" />r<span class="_ _3" />ee<span class="_ _b" />ce<span class="_ _b" />. </div><div class="t m0 x37 h8 y57e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y1f6 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Efstratios Cha<span class="_ _1" />tzigiannis<span class="ff6">–</span> I<span class="_ _1" />ndependent Non<span class="_ _1" />-Executive Mem<span class="_ _1" />ber </span></div><div class="t m0 x37 h2 y57f ff1 fs0 fc0 sc0 ls0 ws0">Mr. Efstratios Chatzi<span class="_ _1" />giannis holds over 3<span class="_ _1" />0 years profess<span class="_ _1" />ional experience as follow<span class="_ _1" />s:<span class="_ _1" /> </div><div class="t m0 x37 h2 y580 ff1 fs0 fc0 sc0 ls0 ws0">Board of Directors:<span class="_ _1" /> </div><div class="t m0 x37 h2 y581 ff1 fs0 fc0 sc0 ls0 ws0">Marfin Investment Group SA <span class="_ _3" />(2018 until today) - Independent Non-<span class="_ _1" />Executive Member of the BoD of <span class="_ _3" />Marfin </div><div class="t m0 x37 h2 y582 ff1 fs0 fc0 sc0 ls0 ws0">Investment <span class="_ _1" />Grou<span class="_ _1" />p, <span class="_ _1" />Member<span class="_ _1" /> <span class="_ _1" />of <span class="_ _1" />the <span class="_ _13" />Audit <span class="_ _1" />Comm<span class="_ _1" />ittee <span class="_ _1" />/ <span class="_ _1" />A<span class="_ _1" />ttica <span class="_ _1" />Holdings <span class="_ _13" />SA <span class="_ _1" />(20<span class="_ _13" />20 <span class="_ _1" />unt<span class="_ _1" />il <span class="_ _1" />today) <span class="_ _13" />- <span class="_ _1" />Independe<span class="_ _1" />nt </div><div class="t m0 x37 h2 y583 ff1 fs0 fc0 sc0 ls0 ws0">Non-Executive <span class="_ _2e"> </span>Member <span class="_ _2e"> </span>of<span class="_ _1" /> <span class="_ _2e"> </span>Attica <span class="_ _2f"> </span>Ho<span class="_ _1" />ldings <span class="_ _2e"> </span>SA, <span class="_ _2e"> </span>Chairman <span class="_ _2e"> </span>of <span class="_ _2e"> </span>the <span class="_ _2e"> </span>Audit <span class="_ _2e"> </span>Com<span class="_ _1" />mittee, <span class="_ _2f"> </span>M<span class="_ _1" />ember <span class="_ _2e"> </span>of <span class="_ _2e"> </span>the </div><div class="t m0 x37 h2 y584 ff1 fs0 fc0 sc0 ls0 ws0">Remuneration <span class="_ _1" />&amp; <span class="_ _1" />Nomination <span class="_ _1" />Committee <span class="_ _13" />/ Ila <span class="_ _1" />Pothec<span class="_ _1" />ary <span class="_ _1" />Limited, T<span class="_ _1" />rading C<span class="_ _1" />ompany <span class="_ _1" />in <span class="_ _1" />the <span class="_ _1" />United <span class="_ _1" />Kingdom<span class="_ _1" /> </div><div class="t m0 x37 h2 y585 ff1 fs0 fc0 sc0 ls0 ws0">(2018 <span class="_ _13" />unti<span class="_ _1" />l <span class="_ _13" />today) <span class="_ _1a" />- <span class="_ _3e" />Executive <span class="_ _3e" />Member<span class="_ _1" /> <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />Board <span class="_ _3e" />of<span class="_ _1" /> <span class="_ _13" />Directors<span class="_ _1" /> <span class="_ _13" />and <span class="_ _3e" />CEO <span class="_ _3e" />/ <span class="_ _3e" />NBG<span class="_ _1" />I <span class="_ _13" />SE <span class="_ _3e" />Rea<span class="_ _1" />l <span class="_ _13" />Estate <span class="_ _3e" />Fund </div><div class="t m0 x37 h2 y586 ff1 fs0 fc0 sc0 ls0 ws0">(2008-2014) - Director of <span class="_ _3" />the Investment Committee / NBG PLC, Holding Finance company of the <span class="_ _3" />National </div><div class="t m0 x37 h2 y587 ff1 fs0 fc0 sc0 ls0 ws0">Bank of Greece in the U<span class="_ _1" />nited Kingdom (2001 <span class="_ _1" />-2014) -<span class="_ _1" /> Executive Cha<span class="_ _1" />irman of the <span class="_ _1" />BoD. </div><div class="t m0 x37 h2b y588 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y589 ff1 fs0 fc0 sc0 ls0 ws0">Professional exper<span class="_ _1" />ience / career:<span class="_ _1" /> </div><div class="t m0 x37 h2 y58a ff1 fs0 fc0 sc0 ls0 ws0">Mr. Chatzigiannis  was actively occupied in the United <span class="_ _1" />Kingdom as a consultant to s<span class="_ _1" />tart<span class="_ _1" />-ups and small and </div><div class="t m0 x37 h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">medium-sized <span class="_ _1" />e<span class="_ _1" />nterprises, <span class="_ _1" />since <span class="_ _13" />2014, <span class="_ _1" />operating <span class="_ _1" />i<span class="_ _1" />n <span class="_ _1" />the <span class="_ _1" />field <span class="_ _13" />of <span class="_ _1" />technology, <span class="_ _13" />providing <span class="_ _1" />adv<span class="_ _1" />ice <span class="_ _1" />on <span class="_ _1" />corporat<span class="_ _1" />e </div><div class="t m0 x37 h2 y58b ff1 fs0 fc0 sc0 ls0 ws0">governance structures<span class="_ _1" />, financial manageme<span class="_ _1" />nt and dev<span class="_ _1" />elopment strategies.<span class="_ _13" /> </div><div class="t m0 x37 h2 y58c ff1 fs0 fc0 sc0 ls0 ws0">Moreover, <span class="_ _13" />he <span class="_ _1" />has <span class="_ _13" />been <span class="_ _13" />a <span class="_ _13" />Member <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Advisory <span class="_ _1" />C<span class="_ _1" />ommittee <span class="_ _13" />of <span class="_ _1" />L<span class="_ _1" />andbay, <span class="_ _1" />a<span class="_ _1" /> <span class="_ _1" />p<span class="_ _1" />ioneer <span class="_ _13" />in <span class="_ _1" />the <span class="_ _13" />P2PO <span class="_ _13" />fintech </div><div class="t m0 x37 h2 y58d ff1 fs0 fc0 sc0 ls0 ws0">industry, since 2014.<span class="_ _1" /> </div><div class="t m0 x37 h2 y58e ff1 fs0 fc0 sc0 ls0 ws0">He was head of NBGI <span class="_ _1" />PE See Real Estat<span class="_ _1" />e LP, based in Lo<span class="_ _1" />ndon, from 2008 <span class="_ _1" />t<span class="_ _1" />o 2014. </div><div class="t m0 x37 h2 y58f ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _23"> </span>Cha<span class="_ _1" />tzigiannis <span class="_ _23"> </span> <span class="_ _24"> </span>w<span class="_ _1" />as <span class="_ _23"> </span>a<span class="_ _1" /> <span class="_ _23"> </span>Member <span class="_ _24"> </span>of <span class="_ _24"> </span>the <span class="_ _24"> </span>Investme<span class="_ _1" />nt <span class="_ _23"> </span>Co<span class="_ _1" />mmittee <span class="_ _23"> </span>i<span class="_ _1" />n <span class="_ _23"> </span>sma<span class="_ _1" />ll <span class="_ _23"> </span>an<span class="_ _1" />d <span class="_ _23"> </span>medium<span class="_ _13" />-sized  E<span class="_ _3" />nglish </div><div class="t m0 x37 h2 y590 ff1 fs0 fc0 sc0 ls0 ws0">companies of NBG P<span class="_ _1" />E UK FUND from <span class="_ _1" />2000 to 2008.<span class="_ _1" /> </div><div class="t m0 x37 h2 y591 ff1 fs0 fc0 sc0 ls0 ws0">From 1997 to 2008, he was the head of th<span class="_ _1" />e capital markets of NBGI Limited in Lon<span class="_ _1" />don (a subsidiary of the </div><div class="t m0 x37 h2 y592 ff1 fs0 fc0 sc0 ls0 ws0">National Bank of Greece <span class="_ _1" />in the United Kingd<span class="_ _1" />om).<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf3c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3c w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">60</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">He<span class="_ _3" /> wa<span class="_ _3" />s al<span class="_ _b" />so th<span class="_ _3" />e Co<span class="_ _b" />rpo<span class="_ _3" />ra<span class="_ _3" />t<span class="_ _3" />e Fi<span class="_ _3" />n<span class="_ _3" />an<span class="_ _b" />ce Di<span class="_ _3" />re<span class="_ _3" />ct<span class="_ _3" />o<span class="_ _3" />r of<span class="_ _3" /> PB<span class="_ _3" />TC<span class="_ _3" /> Ban<span class="_ _b" />k <span class="_ _1" />L<span class="_ _3" />im<span class="_ _3" />it<span class="_ _b" />ed in<span class="_ _3" /> Lon<span class="_ _b" />don<span class="_ _3" /> and<span class="_ _3" /> wa<span class="_ _3" />s a ke<span class="_ _3" />y<span class="_ _3" /> exe<span class="_ _3" />cu<span class="_ _3" />ti<span class="_ _b" />ve in<span class="_ _b" /> <span class="_ _1" />the<span class="_ _3" /> </div><div class="t m0 x37 h2 y258 ff6 fs0 fc0 sc0 ls0 ws0">e<span class="_ _3" />st<span class="_ _3" />ab<span class="_ _b" />lis<span class="_ _3" />hm<span class="_ _b" />ent<span class="_ _3" /> <span class="_ _b" />of<span class="_ _3" /> <span class="_ _12" />a <span class="_ _b" />ba<span class="_ _3" />n<span class="_ _3" />k <span class="_ _b" />in<span class="_ _3" /> <span class="_ _12" />Mo<span class="_ _3" />nte<span class="_ _b" /> <span class="_ _b" />Car<span class="_ _3" />l<span class="_ _3" />o,<span class="_ _3" /> <span class="_ _12" />und<span class="_ _3" />er<span class="_ _3" /> <span class="_ _12" />the<span class="_ _3" /> <span class="_ _12" />tit<span class="_ _3" />le<span class="_ _3" /> <span class="_ _b" />E<span class="_ _3" />u<span class="_ _3" />ro<span class="_ _3" />fi<span class="_ _3" />n<span class="_ _3" />an<span class="_ _b" />ciè<span class="_ _3" />re<span class="_ _3" /> <span class="_ _b" />d’<span class="_ _3" />i<span class="_ _3" />n<span class="_ _3" />ve<span class="_ _3" />st<span class="_ _3" />i<span class="_ _3" />ss<span class="_ _3" />em<span class="_ _3" />en<span class="_ _b" />ts <span class="_ _12" />SAM<span class="_ _3" />. <span class="_ _12" /><span class="ff1">Mr.<span class="_ _b" /> <span class="_ _3" />C<span class="_ _3" />ha<span class="_ _3" />tz<span class="_ _b" />igi<span class="_ _3" />an<span class="_ _3" />ni<span class="_ _b" />s </span></div><div class="t m0 x37 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">wa<span class="_ _b" />s e<span class="_ _3" />le<span class="_ _b" />cte<span class="_ _3" />d <span class="_ _b" />Cha<span class="_ _3" />i<span class="_ _3" />rma<span class="_ _b" />n a<span class="_ _3" />nd<span class="_ _b" /> De<span class="_ _3" />pu<span class="_ _b" />ty <span class="_ _b" />Cha<span class="_ _3" />i<span class="_ _3" />rma<span class="_ _b" />n o<span class="_ _3" />f <span class="_ _b" />the<span class="_ _3" /> H<span class="_ _b" />ell<span class="_ _3" />en<span class="_ _b" />ic B<span class="_ _b" />an<span class="_ _3" />ke<span class="_ _3" />rs<span class="_ _b" /> As<span class="_ _3" />so<span class="_ _b" />cia<span class="_ _3" />ti<span class="_ _b" />on <span class="_ _3" />UK<span class="_ _b" /> fo<span class="_ _3" />r <span class="_ _3" />3<span class="_ _3" /> <span class="_ _3" />con<span class="_ _b" />sec<span class="_ _3" />ut<span class="_ _b" />ive<span class="_ _3" /> t<span class="_ _3" />e<span class="_ _3" />rm<span class="_ _3" />s<span class="_ _3" />. </div><div class="t m0 x37 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">During the period 19<span class="_ _1" />87-199<span class="_ _1" />5 he played an active rol<span class="_ _1" />e in the operati<span class="_ _1" />onal audit of th<span class="_ _1" />e Latsis Group.<span class="_ _1" /> </div><div class="t m0 x37 h2b y593 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y594 ff1 fs0 fc0 sc0 ls0 ws0">Professional skills:<span class="_ _1" /> </div><div class="t m0 x37 h2 y595 ff1 fs0 fc0 sc0 ls0 ws0">Certified <span class="_ _13" />Public <span class="_ _13" />Acc<span class="_ _1" />ounta<span class="_ _1" />nt <span class="_ _13" />(ICAEW <span class="_ _13" />Me<span class="_ _1" />mber), <span class="_ _13" />worke<span class="_ _1" />d <span class="_ _13" />at <span class="_ _13" />KPMG<span class="_ _1" /> <span class="_ _13" />from <span class="_ _13" />1982 <span class="_ _13" />to <span class="_ _3e" />1987 <span class="_ _3e" />/ <span class="_ _13" />FSA <span class="_ _13" />Mem<span class="_ _1" />ber <span class="_ _3e" />-<span class="_ _1" /> <span class="_ _13" />UK </div><div class="t m0 x37 h2 y73 ff1 fs0 fc0 sc0 ls0 ws0">Representatives<span class="_ _1" /> </div><div class="t m0 x37 h2b y596 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y194 ff1 fs0 fc0 sc0 ls0 ws0">Qualifications: </div><div class="t m0 x37 h2 yd1 ff1 fs0 fc0 sc0 ls0 ws0">Master <span class="_ _b" />of <span class="_ _b" />Science <span class="_ _b" />(MSc)<span class="_ _1" /> <span class="_ _b" />in <span class="_ _b" />Accounting <span class="_ _b" />and <span class="_ _b" />Finance <span class="_ _b" />fro<span class="_ _1" />m <span class="_ _b" />the <span class="_ _b" />London <span class="_ _b" />School <span class="_ _3" />of <span class="_ _12" />Eco<span class="_ _1" />nomics <span class="_ _b" />(LSE) <span class="_ _b" />/ <span class="_ _b" />Bachelor </div><div class="t m0 x37 h2 y597 ff1 fs0 fc0 sc0 ls0 ws0">of Economics from LS<span class="_ _1" />E </div><div class="t m0 x44 h2 y598 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y1f1 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Loukas Pap<span class="_ _1" />azoglou <span class="ff6">–</span> In<span class="_ _1" />dependent Non-<span class="_ _1" />Executive Member<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y3ec ff1 fs0 fc0 sc0 ls0 ws0">M<span class="_ _b" />r.<span class="_ _3" /> <span class="_ _b" />Lo<span class="_ _3" />u<span class="_ _b" />ka<span class="_ _3" />s <span class="_ _b" />Pa<span class="_ _b" />pa<span class="_ _b" />zo<span class="_ _b" />gl<span class="_ _3" />o<span class="_ _3" />u<span class="_ _b" /> i<span class="_ _b" />s <span class="_ _b" />a <span class="_ _b" />b<span class="_ _3" />u<span class="_ _3" />si<span class="_ _b" />ne<span class="_ _b" />ss<span class="_ _b" /> <span class="_ _3" />co<span class="_ _b" />ns<span class="_ _3" />u<span class="_ _3" />l<span class="_ _b" />ta<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" /> <span class="_ _b" />wi<span class="_ _b" />th<span class="_ _3" /> <span class="_ _b" />ex<span class="_ _3" />t<span class="_ _b" />en<span class="_ _3" />s<span class="_ _3" />i<span class="_ _b" />ve<span class="_ _3" /> <span class="_ _3" />e<span class="_ _b" />xp<span class="_ _3" />e<span class="_ _3" />ri<span class="_ _b" />e<span class="_ _3" />n<span class="_ _3" />c<span class="_ _3" />e <span class="_ _b" />i<span class="_ _3" />n<span class="_ _3" /> <span class="_ _b" />in<span class="_ _3" />t<span class="_ _3" />e<span class="_ _b" />rna<span class="_ _b" />t<span class="_ _3" />i<span class="_ _3" />on<span class="_ _b" />al<span class="_ _b" /> <span class="_ _3" />an<span class="_ _b" />d <span class="_ _b" />G<span class="_ _3" />re<span class="_ _b" />ek<span class="_ _b" /> <span class="_ _3" />co<span class="_ _b" />mp<span class="_ _b" />an<span class="_ _3" />i<span class="_ _3" />e<span class="_ _b" />s. </div><div class="t m0 x37 h2 y57d ff1 fs0 fc0 sc0 ls0 ws0">He holds a<span class="_ _1" /> degree <span class="_ _1" />in <span class="_ _1" />Business <span class="_ _1" />Administration a<span class="_ _1" />t the <span class="_ _1" />Athens Un<span class="_ _1" />iversity of<span class="_ _1" /> Econom<span class="_ _1" />ics and <span class="_ _1" />Business <span class="_ _1" />(AO<span class="_ _13" />P, </div><div class="t m0 x37 h2 y599 ff1 fs0 fc0 sc0 ls0 ws0">former <span class="_ _2f"> </span>ASOEE) <span class="_ _2f"> </span>a<span class="_ _1" />nd <span class="_ _2f"> </span>a <span class="_ _2f"> </span>p<span class="_ _1" />ostgraduate <span class="_ _2f"> </span>degre<span class="_ _1" />e <span class="_ _2f"> </span>(MSc) <span class="_ _2f"> </span>in <span class="_ _2f"> </span>I<span class="_ _1" />nternational <span class="_ _2f"> </span>Fi<span class="_ _1" />nance <span class="_ _2f"> </span>and <span class="_ _2e"> </span>Banking <span class="_ _2f"> </span>(Readin<span class="_ _1" />g </div><div class="t m0 x37 h2 y59a ff1 fs0 fc0 sc0 ls0 ws0">University, UK). In the<span class="_ _1" /> period 1998<span class="_ _1" />-2002 he took over t<span class="_ _1" />he position of C<span class="_ _1" />EO of B&amp;B Finance.<span class="_ _13" /> </div><div class="t m0 x37 h2 y59b ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />the period <span class="_ _b" />2004-20<span class="_ _1" />08 <span class="_ _b" />he<span class="_ _1" /> <span class="_ _b" />was<span class="_ _1" /> <span class="_ _b" />Speci<span class="_ _1" />al <span class="_ _b" />Secret<span class="_ _1" />ary <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />Privatizat<span class="_ _1" />ion <span class="_ _b" />of <span class="_ _3" />th<span class="_ _1" />e <span class="_ _3" />Hellenic <span class="_ _b" />R<span class="_ _1" />epublic <span class="_ _b" />wher<span class="_ _1" />e <span class="_ _b" />h<span class="_ _1" />e <span class="_ _b" />served<span class="_ _1" /> </div><div class="t m0 x37 h2 y59c ff1 fs0 fc0 sc0 ls0 ws0">as Project <span class="_ _1" />Manager in <span class="_ _1" />significant pr<span class="_ _1" />ivatizations, while <span class="_ _1" />also for <span class="_ _1" />a period of <span class="_ _1" />8 months<span class="_ _1" /> he was<span class="_ _1" /> responsible <span class="_ _1" />for </div><div class="t m0 x37 h2 yb6 ff1 fs0 fc0 sc0 ls0 ws0">the General Accounti<span class="_ _1" />ng Office of the State.<span class="_ _1" /> </div><div class="t m0 x37 h2 y59d ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> the<span class="_ _3" /> pe<span class="_ _3" />ri<span class="_ _b" />od 20<span class="_ _b" />08-<span class="_ _3" />20<span class="_ _b" />10 M<span class="_ _3" />r.<span class="_ _3" /> Pa<span class="_ _b" />pazo<span class="_ _b" />glo<span class="_ _3" />u<span class="_ _3" /> he<span class="_ _3" />ld<span class="_ _3" /> th<span class="_ _b" />e po<span class="_ _3" />si<span class="_ _3" />ti<span class="_ _b" />on o<span class="_ _3" />f t<span class="_ _3" />he<span class="_ _b" /> <span class="_ _1" />Ch<span class="_ _3" />ai<span class="_ _3" />rm<span class="_ _3" />a<span class="_ _3" />n o<span class="_ _3" />f th<span class="_ _b" />e Boa<span class="_ _b" />rd o<span class="_ _3" />f D<span class="_ _3" />i<span class="_ _3" />re<span class="_ _3" />ct<span class="_ _b" />ors<span class="_ _3" /> of<span class="_ _b" /> <span class="_ _1" />Ath<span class="_ _b" />en<span class="_ _3" />s </div><div class="t m0 x37 h2 y59e ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" />te<span class="_ _3" />rna<span class="_ _b" />tio<span class="_ _b" />nal<span class="_ _3" /> <span class="_ _b" />Ai<span class="_ _3" />rp<span class="_ _3" />o<span class="_ _3" />rt<span class="_ _3" /> <span class="_ _b" />SA<span class="_ _3" /> <span class="_ _b" />a<span class="_ _3" />s <span class="_ _b" />we<span class="_ _3" />l<span class="_ _3" />l <span class="_ _12" />as <span class="_ _12" />the<span class="_ _b" /> <span class="_ _3" />he<span class="_ _3" />ad<span class="_ _b" /> <span class="_ _3" />o<span class="_ _3" />f <span class="_ _12" />the<span class="_ _b" /> A<span class="_ _b" />udi<span class="_ _b" />t <span class="_ _b" />Co<span class="_ _3" />mm<span class="_ _3" />it<span class="_ _b" />tee<span class="_ _3" /> <span class="_ _12" />and<span class="_ _3" /> <span class="_ _b" />th<span class="_ _3" />e <span class="_ _12" />Fin<span class="_ _3" />an<span class="_ _b" />ce <span class="_ _12" />and<span class="_ _3" /> <span class="_ _b" />In<span class="_ _b" />ves<span class="_ _3" />tm<span class="_ _3" />en<span class="_ _b" />t <span class="_ _b" />Co<span class="_ _3" />mm<span class="_ _3" />i<span class="_ _3" />tte<span class="_ _b" />e. </div><div class="t m0 x37 h2 y59f ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />the <span class="_ _1" />period <span class="_ _1" />20<span class="_ _1" />11-2014 <span class="_ _13" />he <span class="_ _1" />was <span class="_ _1" />the <span class="_ _1" />Gen<span class="_ _1" />eral <span class="_ _1" />Manager <span class="_ _13" />of <span class="_ _1" />HTC <span class="_ _1" />AG. <span class="_ _1" />H<span class="_ _1" />e <span class="_ _1" />also <span class="_ _1" />had <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />role <span class="_ _1" />of <span class="_ _1" />Se<span class="_ _1" />nior <span class="_ _1" />Project </div><div class="t m0 x37 h2 y5a0 ff1 fs0 fc0 sc0 ls19 ws0">Man<span class="ls0">ager of Aege<span class="_ _1" />an Motorways SA. an<span class="_ _1" />d the company O<span class="_ _1" />lympia Odos SA<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y5a1 ff1 fs0 fc0 sc0 ls0 ws0">In this capacity he was<span class="_ _1" /> also a member of the <span class="_ _1" />BoD of the ab<span class="_ _1" />ove companies.<span class="_ _13" /> </div><div class="t m0 x37 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">In the period 2011-2014 <span class="_ _1" />he was appointed CEO of <span class="_ _1" />Apivita S.A., a leading natural c<span class="_ _1" />osmetics company w<span class="_ _1" />ith </div><div class="t m0 x37 h2 y8d ff1 fs0 fc0 sc0 ls0 ws0">an international pr<span class="_ _1" />esence. </div><div class="t m0 x37 h2 y5a2 ff1 fs0 fc0 sc0 ls0 ws0">In the period 2019-2021 he was elected a member of the BoD and a member of the Finance Committee of </div><div class="t m0 x37 h2 y5a3 ff1 fs0 fc0 sc0 ls0 ws0">Hellenic Petroleum S<span class="_ _1" />A, a leading energy com<span class="_ _1" />pany with an <span class="_ _1" />international presence.<span class="_ _13" /> </div><div class="t m0 x37 h2 yec ff1 fs0 fc0 sc0 ls0 ws0">From <span class="_ _13" />2<span class="_ _1" />018 <span class="_ _3e" />until <span class="_ _3e" />today, <span class="_ _1a" />he <span class="_ _3e" />has <span class="_ _3e" />been<span class="_ _1" /> <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />CEO<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />Kantor <span class="_ _1b" />Management<span class="_ _1" /> <span class="_ _13" />Co<span class="_ _1" />nsultants <span class="_ _3e" />S.A., <span class="_ _3e" />an <span class="_ _3e" />intern<span class="_ _1" />ational </div><div class="t m0 x37 h2 y5a4 ff1 fs0 fc0 sc0 ls0 ws0">consulting company.<span class="_ _1" /> </div><div class="t m0 x37 h2 y5a5 ff1 fs0 fc0 sc0 ls0 ws0">From <span class="_ _13" />2019 <span class="_ _13" />unt<span class="_ _1" />il <span class="_ _13" />today <span class="_ _3e" />he <span class="_ _13" />has <span class="_ _13" />been <span class="_ _3e" />a <span class="_ _13" />member <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _3e" />BoD <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />the <span class="_ _13" />listed <span class="_ _3e" />holding <span class="_ _3e" />and <span class="_ _13" />invest<span class="_ _1" />ment <span class="_ _13" />company </div><div class="t m0 x37 h2 y5a6 ff1 fs0 fc0 sc0 ls0 ws0">MARFIN <span class="_ _3" />INVESTMENT GROUP. <span class="_ _3" />Also, <span class="_ _b" />fro<span class="_ _1" />m <span class="_ _3" />2020 <span class="_ _b" />u<span class="_ _1" />ntil <span class="_ _3" />today <span class="_ _3" />he <span class="_ _3" />has <span class="_ _b" />b<span class="_ _1" />een <span class="_ _3" />a <span class="_ _b" />me<span class="_ _1" />mber <span class="_ _3" />of <span class="_ _b" />the BoD <span class="_ _3" />of ATTICA </div><div class="t m0 x37 h2 y5a7 ff1 fs0 fc0 sc0 ls0 ws0">GROUP, <span class="_ _3e" />a <span class="_ _1a" />lead<span class="_ _1" />ing <span class="_ _3e" />ship<span class="_ _1" />ping <span class="_ _1a" />company <span class="_ _1a" />and <span class="_ _1a" />parent <span class="_ _3e" />c<span class="_ _1" />ompany <span class="_ _3e" />o<span class="_ _1" />f <span class="_ _3e" />Blue <span class="_ _1b" />Star <span class="_ _3e" />Ferries<span class="_ _1" />, <span class="_ _3e" />Hellenic <span class="_ _1a" />Seaway<span class="_ _1" />s <span class="_ _3e" />and<span class="_ _1" /> </div><div class="t m0 x37 h2 y5a8 ff1 fs0 fc0 sc0 ls0 ws0">Superfast Ferries. <span class="_ _b" />I<span class="_ _1" />n addition, <span class="_ _3" />he i<span class="_ _3" />s a <span class="_ _b" />member of the <span class="_ _3" />Audit <span class="_ _3" />Committee and <span class="_ _3" />the Remuneration &amp; <span class="_ _b" />N<span class="_ _1" />omina<span class="_ _1" />tion </div><div class="t m0 x37 h2 y20d ff1 fs0 fc0 sc0 ls0 ws0">Committee of ATTICA GR<span class="_ _1" />OUP.<span class="_ _1" /> </div><div class="t m0 x37 h2 y5a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y5aa ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Maria Sarr<span class="_ _1" />i <span class="ff6">–</span> Independent <span class="_ _1" />Non-Executive <span class="_ _1" />Member<span class="_ _1" /> </span></div></div></div><div class="pi" /></div>
<div id="pf3d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3d w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">61</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">Mrs. <span class="_ _23"> </span>Maria <span class="_ _23"> </span>Sarri <span class="_ _23"> </span>has <span class="_ _23"> </span>holds <span class="_ _23"> </span>over <span class="_ _23"> </span>forty <span class="_ _23"> </span>years <span class="_ _23"> </span>of <span class="_ _23"> </span>expe<span class="_ _1" />rience <span class="_ _23"> </span>in <span class="_ _23"> </span>asset <span class="_ _23"> </span>management <span class="_ _23"> </span>and <span class="_ _23"> </span>venture<span class="_ _1" /> <span class="_ _23"> </span>capital </div><div class="t m0 x37 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">management, <span class="_ _13" />i<span class="_ _1" />nvestment <span class="_ _13" />b<span class="_ _1" />anking, <span class="_ _13" />as <span class="_ _13" />we<span class="_ _1" />ll <span class="_ _13" />as <span class="_ _13" />ma<span class="_ _1" />nagement, <span class="_ _3e" />financing <span class="_ _3e" />and <span class="_ _13" />market<span class="_ _1" />ing <span class="_ _13" />of <span class="_ _13" />e<span class="_ _1" />nterprises. <span class="_ _13" />Sh<span class="_ _1" />e </div><div class="t m0 x37 h9 y259 ff1 fs0 fc0 sc0 ls0 ws0">has been <span class="_ _3" />a <span class="_ _3" />member of <span class="_ _3" />the Board of <span class="_ _3" />Directors<span class="ff7 fs1"> </span>of Hellenic <span class="_ _3" />Capital Partners (www.hellenic-c<span class="_ _1" />p.com), a <span class="_ _b" />m<span class="_ _1" />utual </div><div class="t m0 x37 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">fund <span class="_ _b" />ma<span class="_ _1" />nagement <span class="_ _3" />company, <span class="_ _3" />since <span class="_ _b" />200<span class="_ _1" />3, <span class="_ _b" />first as <span class="_ _b" />Vice <span class="_ _3" />President <span class="_ _3" />and <span class="_ _b" />today as <span class="_ _b" />President. <span class="_ _3" />Mrs. <span class="_ _3" />Sarri <span class="_ _b" />h<span class="_ _1" />as <span class="_ _b" />h<span class="_ _1" />eld </div><div class="t m0 x37 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">senior  management  positions <span class="_ _24"> </span>at  Banks  in <span class="_ _24"> </span>Greece  as  well <span class="_ _24"> </span>as  in <span class="_ _24"> </span>the  USA.  In <span class="_ _24"> </span>the  fr<span class="_ _1" />amework<span class="_ _1" />  of <span class="_ _23"> </span>her<span class="_ _1" /> </div><div class="t m0 x37 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">professional <span class="_ _13" />act<span class="_ _1" />ivity, <span class="_ _13" />sh<span class="_ _1" />e <span class="_ _13" />has <span class="_ _13" />be<span class="_ _1" />en <span class="_ _13" />and <span class="_ _3e" />is <span class="_ _13" />a<span class="_ _1" /> <span class="_ _13" />member<span class="_ _1" /> <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />management <span class="_ _3e" />and <span class="_ _3e" />the <span class="_ _13" />Boards <span class="_ _3e" />of <span class="_ _3e" />Directors <span class="_ _3e" />of </div><div class="t m0 x37 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">various <span class="_ _1b" />companies <span class="_ _1b" />in <span class="_ _1b" />vario<span class="_ _1" />us <span class="_ _1b" />fields <span class="_ _1b" />of <span class="_ _1b" />business <span class="_ _1b" />activity. <span class="_ _1b" />She <span class="_ _1b" />is <span class="_ _1b" />a <span class="_ _1b" />gradu<span class="_ _1" />ate <span class="_ _1b" />of <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1b" />Athens <span class="_ _1b" />Univers<span class="_ _1" />ity <span class="_ _1b" />of </div><div class="t m0 x37 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">Economics <span class="_ _1c"> </span>and <span class="_ _23"> </span>Business, <span class="_ _1c"> </span>with <span class="_ _23"> </span>a <span class="_ _1c"> </span>postgra<span class="_ _1" />duate <span class="_ _1c"> </span>degre<span class="_ _1" />e <span class="_ _1c"> </span>in <span class="_ _1c"> </span>Busi<span class="_ _1" />ness <span class="_ _1c"> </span>Administrat<span class="_ _1" />ion <span class="_ _1c"> </span>from <span class="_ _23"> </span>West <span class="_ _1c"> </span>England </div><div class="t m0 x37 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">University- Bristol, Un<span class="_ _1" />ited Kingdom.<span class="_ _1" /> </div><div class="t m0 x37 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">Independent Non-<span class="_ _1" />Executive Members<span class="_ _1" /> of the BoD<span class="_ _1" /> </div><div class="t m0 x14 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">"Independent <span class="_ _3" />Non-Execut<span class="_ _1" />ive Me<span class="_ _3" />mbers" are <span class="_ _b" />defined as <span class="_ _b" />the non-<span class="ff6">executive members <span class="_ _3" />of <span class="_ _b" />the Company’s <span class="_ _3" />BoD, <span class="_ _b" />w<span class="_ _1" />ho </span></div><div class="t m0 x14 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">during their <span class="_ _3" />appointment or election <span class="_ _3" />and during <span class="_ _3" />their term <span class="_ _3" />of office <span class="_ _3" />meet the <span class="_ _3" />criteria of <span class="_ _3" />independenc<span class="_ _1" />e <span class="_ _3" />provided in </div><div class="t m0 x14 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1a" />provisions <span class="_ _1b" />of <span class="_ _1a" />Article <span class="_ _1b" />9 <span class="_ _1a" />of <span class="_ _1a" />Law <span class="_ _1b" />4706/2020) <span class="_ _1a" />and<span class="_ _1" /> <span class="_ _1a" />are <span class="_ _1a" />free <span class="_ _1b" />from <span class="_ _1a" />conflicts <span class="_ _1b" />of <span class="_ _1a" />interes<span class="_ _1" />t, <span class="_ _1a" />in <span class="_ _1a" />accordanc<span class="_ _1" />e <span class="_ _1a" />with <span class="_ _1a" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y3b1 ff1 fs0 fc0 sc0 ls0 ws0">provisions <span class="_ _13" />of <span class="_ _13" />Law <span class="_ _13" />4548/20<span class="_ _1" />18 <span class="_ _1" />on <span class="_ _3e" />Soc<span class="_ _1" />ietes <span class="_ _13" />Anonymes,<span class="_ _1" /> <span class="_ _13" />as <span class="_ _1" />effective<span class="_ _1" />. <span class="_ _13" />The <span class="_ _1" />I<span class="_ _1" />ndependent <span class="_ _13" />Non<span class="_ _1" />-Execu<span class="_ _1" />tive <span class="_ _13" />Members<span class="_ _1" /> </div><div class="t m0 x14 h2 y3b2 ff1 fs0 fc0 sc0 ls0 ws0">are appointed by t<span class="_ _1" />he Gener<span class="_ _1" />al Meeting of Shareho<span class="_ _1" />lders. </div><div class="t m0 x14 h2 y418 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Com<span class="_ _1" />pany <span class="_ _13" />has<span class="_ _1" /> <span class="_ _13" />adopted <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Proce<span class="_ _1" />dure <span class="_ _13" />for <span class="_ _3e" />Not<span class="_ _1" />ification <span class="_ _13" />of <span class="_ _3e" />Depend<span class="_ _1" />ency <span class="_ _13" />Rela<span class="_ _1" />tions <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />Independent<span class="_ _1" /> <span class="_ _13" />Non<span class="_ _13" />-</div><div class="t m0 x14 h2 y419 ff1 fs0 fc0 sc0 ls0 ws0">Executive <span class="_ _1" />Members <span class="_ _13" />of <span class="_ _1" />the <span class="_ _1" />Boar<span class="_ _1" />d <span class="_ _1" />of <span class="_ _1" />Directors, <span class="_ _13" />in acc<span class="_ _1" />ordance <span class="_ _1" />with <span class="_ _1" />the <span class="_ _13" />current <span class="_ _1" />lega<span class="_ _1" />l <span class="_ _1" />framework. <span class="_ _1" />The <span class="_ _1" />purpose <span class="_ _13" />of </div><div class="t m0 x14 h2 y3db ff1 fs0 fc0 sc0 ls0 ws0">this  Procedure  is <span class="_ _24"> </span>to  disclose  the  existence  of  Dependency  Relations  of <span class="_ _24"> </span>the<span class="_ _1" />  Independent  Non<span class="_ _1" />-<span class="_ _1" />Executive </div><div class="t m0 x14 h2 y4bb ff1 fs0 fc0 sc0 ls0 ws0">Members of the Board of <span class="_ _3" />Directors as well as of <span class="_ _b" />t<span class="_ _1" />he persons, closely related<span class="_ _1" /> with these persons. In this context, </div><div class="t m0 x14 h2 y538 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _22"> </span>Independe<span class="_ _1" />nt <span class="_ _22"> </span>Non-<span class="_ _1" />Executive <span class="_ _21"> </span>Members <span class="_ _22"> </span>su<span class="_ _1" />bmit, <span class="_ _22"> </span>upon <span class="_ _21"> </span>their <span class="_ _22"> </span>ap<span class="_ _1" />pointment, <span class="_ _21"> </span>an <span class="_ _22"> </span>annual <span class="_ _22"> </span>"<span class="_ _1" />Statement <span class="_ _21"> </span>of </div><div class="t m0 x14 h2 y539 ff1 fs0 fc0 sc0 ls0 ws0">Independence" regardi<span class="_ _1" />ng the criteria of indepen<span class="_ _1" />dence under the prov<span class="_ _1" />isions of Article 9 of L<span class="_ _1" />aw 4706/2020.<span class="_ _13" /> </div><div class="t m0 x14 h2 y4bd ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />conditions met for <span class="_ _3" />the designation <span class="_ _3" />of a <span class="_ _3" />member <span class="_ _3" />of the <span class="_ _3" />Board of <span class="_ _b" />D<span class="_ _1" />irectors as <span class="_ _3" />an Ind<span class="_ _3" />ependent Non<span class="_ _1" />-Execut<span class="_ _1" />ive </div><div class="t m0 x14 h2 y4be ff1 fs0 fc0 sc0 ls0 ws0">are r<span class="_ _1" />eviewed <span class="_ _1" />by <span class="_ _1" />the <span class="_ _1" />Board <span class="_ _1" />of <span class="_ _1" />Direc<span class="_ _1" />tors, on<span class="_ _1" /> an<span class="_ _1" /> an<span class="_ _1" />nual <span class="_ _1" />basis <span class="_ _1" />at <span class="_ _1" />least <span class="_ _1" />per<span class="_ _13" /> fisc<span class="_ _1" />al y<span class="_ _1" />ear, <span class="_ _1" />and <span class="_ _1" />in <span class="_ _1" />any <span class="_ _1" />case <span class="_ _1" />before <span class="_ _1" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y4bf ff1 fs0 fc0 sc0 ls0 ws0">publication of the ann<span class="_ _1" />ual financial report, wh<span class="_ _1" />ich incl<span class="_ _1" />udes the rel<span class="_ _1" />evant data.<span class="_ _1" /> </div><div class="t m0 x14 h2 y38a ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" />re<span class="_ _3" />fo<span class="_ _b" />re,<span class="_ _3" /> th<span class="_ _b" />e Bo<span class="_ _3" />ar<span class="_ _3" />d o<span class="_ _3" />f D<span class="_ _3" />i<span class="_ _3" />rec<span class="_ _b" />to<span class="_ _3" />rs a<span class="_ _b" />t it<span class="_ _3" />s m<span class="_ _3" />ee<span class="_ _3" />ti<span class="_ _b" />ng of<span class="_ _b" /> <span class="_ _1" />17<span class="_ _b" />.03<span class="_ _3" />.2<span class="_ _b" />022<span class="_ _3" /> re<span class="_ _b" />vie<span class="_ _3" />wed<span class="_ _b" /> the<span class="_ _3" /> co<span class="_ _3" />mp<span class="_ _3" />li<span class="_ _b" />anc<span class="_ _3" />e<span class="_ _3" /> wi<span class="_ _3" />th<span class="_ _3" /> th<span class="_ _b" />e leg<span class="_ _3" />al<span class="_ _b" /> requ<span class="_ _b" />ir<span class="_ _3" />eme<span class="_ _b" />nts<span class="_ _3" /> </div><div class="t m0 x14 h2 y38b ff1 fs0 fc0 sc0 ls0 ws0">fo<span class="_ _b" />r <span class="_ _3" />de<span class="_ _b" />sig<span class="_ _3" />n<span class="_ _3" />at<span class="_ _3" />i<span class="_ _3" />on <span class="_ _b" />as<span class="_ _3" /> <span class="_ _b" />Ind<span class="_ _b" />epe<span class="_ _3" />nd<span class="_ _3" />e<span class="_ _3" />nt<span class="_ _3" /> <span class="_ _b" />of <span class="_ _b" />it<span class="_ _b" />s N<span class="_ _b" />on-E<span class="_ _b" />xec<span class="_ _3" />ut<span class="_ _3" />i<span class="_ _3" />ve<span class="_ _3" /> <span class="_ _b" />mem<span class="_ _3" />be<span class="_ _b" />rs <span class="_ _b" />of <span class="_ _b" />Mr<span class="_ _3" />. <span class="_ _b" />Ef<span class="_ _b" />str<span class="_ _3" />at<span class="_ _3" />i<span class="_ _3" />o<span class="_ _3" />s <span class="_ _b" />Hat<span class="_ _b" />zigi<span class="_ _b" />ann<span class="_ _3" />i<span class="_ _3" />s, <span class="_ _b" />Mr<span class="_ _b" />. <span class="_ _3" />L<span class="_ _3" />ou<span class="_ _b" />kas <span class="_ _b" />Pa<span class="_ _3" />pa<span class="_ _b" />zog<span class="_ _3" />l<span class="_ _3" />ou </div><div class="t m0 x14 h2 y38c ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />nd <span class="_ _b" />Mr<span class="_ _3" />s.<span class="_ _3" /> M<span class="_ _3" />a<span class="_ _3" />ri<span class="_ _3" />a <span class="_ _3" />Sa<span class="_ _b" />rri<span class="_ _b" /> an<span class="_ _3" />d <span class="_ _b" />con<span class="_ _3" />cl<span class="_ _b" />ude<span class="_ _3" />d <span class="_ _b" />tha<span class="_ _3" />t <span class="_ _3" />th<span class="_ _b" />ey <span class="_ _3" />m<span class="_ _3" />ee<span class="_ _3" />t <span class="_ _3" />t<span class="_ _3" />he<span class="_ _b" /> cr<span class="_ _3" />i<span class="_ _3" />te<span class="_ _b" />ria<span class="_ _3" /> u<span class="_ _3" />nd<span class="_ _3" />e<span class="_ _3" />r <span class="_ _3" />Ar<span class="_ _b" />tic<span class="_ _3" />l<span class="_ _3" />e <span class="_ _3" />9 <span class="_ _3" />o<span class="_ _3" />f <span class="_ _b" />Law<span class="_ _3" /> 4<span class="_ _b" />706<span class="_ _3" />/2<span class="_ _3" />0<span class="_ _3" />20<span class="_ _b" />. </div><div class="t m0 x14 h2 y5ab ff1 fs0 fc0 sc0 ls0 ws0">Number of shares of <span class="_ _1" />Attica SA Hol<span class="_ _1" />dings held by th<span class="_ _1" />e member <span class="_ _1" />of the Board of Dire<span class="_ _1" />ctors<span class="_ _1" /> </div><div class="t m0 x14 h2 y341 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _b" />31 <span class="_ _b" />Dece<span class="_ _1" />mber <span class="_ _b" />2021, <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />members <span class="_ _3" />of <span class="_ _b" />the <span class="_ _b" />Board<span class="_ _1" /> <span class="_ _b" />of <span class="_ _b" />Directors<span class="_ _1" /> <span class="_ _b" />held <span class="_ _b" />shares <span class="_ _b" />of<span class="_ _1" /> Attica <span class="_ _b" />Holdings <span class="_ _b" />S.<span class="_ _1" />A. <span class="_ _b" />are <span class="_ _b" />as <span class="_ _3" />follows:<span class="_ _1" /> </div></div><div class="c x14 y5ac w25 h29"><div class="t m0 x5b h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">NAME / SURNA<span class="_ _1" />ME </div></div><div class="c x7 y5ac w26 h29"><div class="t m0 x1f h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">POSITION </div></div><div class="c x5c y5ac w27 h29"><div class="t m0 x5d h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">NUMBER OF SHAR<span class="_ _1" />ES </div></div><div class="c x14 y5ad w25 h2f"><div class="t m0 x5b h2b yef ff1 fs8 fc0 sc0 ls0 ws0">Kyriakos Magiras </div></div><div class="c x7 y5ad w26 h2f"><div class="t m0 x1f h2b yef ff1 fs8 fc0 sc0 ls0 ws0">Chairman <span class="ff6">–</span> Executive Member </div></div><div class="c x5c y5ad w27 h2f"><div class="t m0 x46 h2b yef ff1 fs8 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14 y5ae w25 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Michael Sakellis </div></div><div class="c x7 y5ae w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Vice-Chairman <span class="ff6">–</span> Non-Executive Member </div></div><div class="c x5c y5ae w27 h2c"><div class="t m0 x3c h2b y54f ff1 fs8 fc0 sc0 ls1e ws0">50<span class="ls0"> </span></div></div><div class="c x14 y5af w25 h30"><div class="t m0 x5b h2b y551 ff1 fs8 fc0 sc0 ls1f ws0">Sp<span class="ls0">yridon Paschalis </span></div></div><div class="c x7 y5af w26 h30"><div class="t m0 x1f h2b y5b0 ff1 fs8 fc0 sc0 ls0 ws0">Chief <span class="_ _2e"> </span>Executive <span class="_ _26"> </span>Off<span class="_ _3" />icer <span class="_ _2e"> </span><span class="ff6">–</span> <span class="_ _26"> </span>Deput<span class="_ _3" />y <span class="_ _2e"> </span>Chairman <span class="_ _26"> </span><span class="ff6">–</span> </div><div class="t m0 x1f h2b y553 ff1 fs8 fc0 sc0 ls0 ws0">Executive Member </div></div><div class="c x5c y5af w27 h30"><div class="t m0 x30 h2b y5b0 ff1 fs8 fc0 sc0 ls1e ws0">20,<span class="ls0">737 </span></div></div><div class="c x14 y5b1 w25 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">George Efstratiadis </div></div><div class="c x7 y5b1 w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Non-Executive Member  </div></div><div class="c x5c y5b1 w27 h2c"><div class="t m0 x30 h2b y54f ff1 fs8 fc0 sc0 ls1e ws0">77<span class="ls0">,000 </span></div></div><div class="c x14 y5b2 w25 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Efstratios Chatzigiannis </div></div><div class="c x7 y5b2 w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x5c y5b2 w27 h2c"><div class="t m0 x46 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14 y155 w25 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Loukas Papazoglou </div></div><div class="c x7 y155 w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x5c y155 w27 h2c"><div class="t m0 x46 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14 y5b3 w25 h2e"><div class="t m0 x5b h2b y556 ff1 fs8 fc0 sc0 ls0 ws0">Maria Sarri </div></div><div class="c x7 y5b3 w26 h2e"><div class="t m0 x1f h2b y556 ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x5c y5b3 w27 h2e"><div class="t m0 x46 h2b y556 ff1 fs8 fc0 sc0 ls0 ws0">0 </div></div></div><div class="pi" /></div>
<div id="pf3e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc3e w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">62</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">Conflict of interests<span class="_ _1" /> </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">Members <span class="_ _13" />of <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _3e" />Directors <span class="_ _3e" />should <span class="_ _3e" />abs<span class="_ _1" />tein <span class="_ _13" />from <span class="_ _13" />purs<span class="_ _1" />uing <span class="_ _13" />their <span class="_ _3e" />own <span class="_ _13" />inte<span class="_ _1" />rests <span class="_ _13" />that <span class="_ _3e" />are <span class="_ _13" />contrary<span class="_ _1" /> <span class="_ _13" />to <span class="_ _13" />the </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">Company's <span class="_ _13" />interests. <span class="_ _13" />In <span class="_ _13" />particular, <span class="_ _13" />Directors<span class="_ _1" /> <span class="_ _13" />are <span class="_ _13" />forbidden <span class="_ _13" />to <span class="_ _13" />participate <span class="_ _13" />in <span class="_ _13" />the <span class="_ _13" />Co<span class="_ _1" />mpany's <span class="_ _13" />management <span class="_ _13" />and </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">act, without the approval of the General Meeting, on their <span class="_ _3" />behalf or on behalf of third <span class="_ _3" />parties, thus falling within </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">one of <span class="_ _3" />the <span class="_ _3" />aims pursued by the <span class="_ _3" />Company and parti<span class="_ _3" />cipate as general <span class="_ _3" />partners, in the <span class="_ _b" />c<span class="_ _1" />omp<span class="_ _1" />an<span class="_ _1" />ies pursuing <span class="_ _3" />such </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">objectives.<span class="_ _1" /> </div><div class="t m0 x14 h2 y5b4 ff1 fs0 fc0 sc0 ls0 ws0">Attica  Group <span class="_ _24"> </span>has  adopted <span class="_ _24"> </span>a  Conflict <span class="_ _24"> </span>o<span class="_ _1" />f  Interest <span class="_ _24"> </span>Manageme<span class="_ _1" />nt <span class="_ _24"> </span>Fram<span class="_ _1" />ework  -  Poli<span class="_ _3" />cy  and  P<span class="_ _3" />rocedures  (the </div><div class="t m0 x14 h2 y5b5 ff1 fs0 fc0 sc0 ls0 ws0">"Framework") <span class="_ _2e"> </span>regarding <span class="_ _2e"> </span>maintenance <span class="_ _2e"> </span>and <span class="_ _2e"> </span>implementation <span class="_ _2e"> </span>of <span class="_ _2e"> </span>effective <span class="_ _2f"> </span>p<span class="_ _1" />olicies, <span class="_ _2e"> </span>procedures <span class="_ _2e"> </span>and <span class="_ _2f"> </span>c<span class="_ _1" />ontrol </div><div class="t m0 x14 h2 y5b6 ff1 fs0 fc0 sc0 ls0 ws0">mechanisms <span class="_ _13" />for <span class="_ _1" />prev<span class="_ _1" />ention, <span class="_ _13" />detection <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />mana<span class="_ _1" />gement <span class="_ _13" />of <span class="_ _1" />existi<span class="_ _1" />ng <span class="_ _1" />and <span class="_ _13" />potential <span class="_ _13" />conflict <span class="_ _13" />situatio<span class="_ _13" />ns <span class="_ _1" />dur<span class="_ _1" />ing <span class="_ _1" />its<span class="_ _1" /> </div><div class="t m0 x14 h2 y1c2 ff1 fs0 fc0 sc0 ls0 ws0">operation, in accorda<span class="_ _1" />nce with the ap<span class="_ _1" />plicable regulator<span class="_ _1" />y<span class="_ _1" /> and legal framework<span class="_ _1" />. </div><div class="t m0 x14 h2 y5b7 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _12" />Fra<span class="_ _1" />mework <span class="_ _b" />aims <span class="_ _b" /> <span class="_ _b" />to <span class="_ _b" />provide <span class="_ _b" />guidance <span class="_ _b" />to<span class="_ _1" /> <span class="_ _12" />the<span class="_ _1" /> <span class="_ _12" />m<span class="_ _1" />embers <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />Board <span class="_ _b" />of <span class="_ _b" />Directors<span class="_ _1" /> <span class="_ _b" />on <span class="_ _b" />how <span class="_ _12" />c<span class="_ _1" />onflicts <span class="_ _b" />of <span class="_ _b" />interests </div><div class="t m0 x14 h2 y5b8 ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _b" />defined,<span class="_ _1" /> <span class="_ _b" />how <span class="_ _3" />they <span class="_ _3" />can <span class="_ _b" />b<span class="_ _1" />e <span class="_ _b" />recognized<span class="_ _1" />, <span class="_ _b" />as <span class="_ _3" />well <span class="_ _b" />as wh<span class="_ _1" />at <span class="_ _b" />procedures<span class="_ _1" /> <span class="_ _b" />shoul<span class="_ _1" />d <span class="_ _b" />be <span class="_ _3" />followed <span class="_ _3" />when <span class="_ _b" />t<span class="_ _1" />hey <span class="_ _b" />take<span class="_ _1" /> <span class="_ _b" />place, </div><div class="t m0 x14 h2 y437 ff1 fs0 fc0 sc0 ls0 ws0">in order to <span class="ff6">protect t<span class="_ _1" />he Group’s interests<span class="_ _1" />.<span class="_ _1" /></span> </div><div class="t m0 x37 h2 y5b9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y5ba ff1 fs0 fc0 sc0 ls0 ws0">Other professional co<span class="_ _1" />mmitments of th<span class="_ _1" />e memb<span class="_ _1" />ers of the Board of Dir<span class="_ _1" />ectors </div><div class="t m0 x14 h2 y5bb ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>members<span class="_ _1" /> <span class="_ _23"> </span>of <span class="_ _23"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>Boar<span class="_ _1" />d <span class="_ _23"> </span>of <span class="_ _23"> </span>D<span class="_ _1" />irectors <span class="_ _23"> </span>hav<span class="_ _1" />e <span class="_ _23"> </span>disclosed <span class="_ _24"> </span>to <span class="_ _23"> </span>the <span class="_ _24"> </span>Company<span class="_ _1" /> <span class="_ _23"> </span>the <span class="_ _23"> </span>f<span class="_ _1" />ollowing <span class="_ _23"> </span>oth<span class="_ _13" />er <span class="_ _24"> </span>professio<span class="_ _1" />nal </div><div class="t m0 x14 h2 y5bc ff1 fs0 fc0 sc0 ls0 ws0">commitments (includ<span class="_ _1" />ing significant non<span class="_ _1" />-executive co<span class="_ _1" />mmitments to c<span class="_ _1" />ompanies<span class="_ _1" /> and non-pro<span class="_ _1" />fit institutions):<span class="_ _1" /> </div><div class="t m0 x14 h2 y5bd ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Mr.  K<span class="_ _3" />yriakos <span class="_ _24"> </span>Magiras  holds <span class="_ _24"> </span>a <span class="_ _24"> </span>managing  position <span class="_ _23"> </span>in  MIG <span class="_ _23"> </span>SHI<span class="_ _1" />PPING <span class="_ _24"> </span>S.A.<span class="_ _1" />, <span class="_ _24"> </span>100%  subsidiary <span class="_ _23"> </span>of  Marfin </span></div><div class="t m0 x27 h2 y29b ff1 fs0 fc0 sc0 ls0 ws0">Investment Group Ho<span class="_ _1" />ldings S.A.<span class="_ _1" /> </div><div class="t m0 x14 h2 y5be ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Mr. <span class="_ _3e" />M<span class="_ _1" />ichael <span class="_ _3e" />Sake<span class="_ _1" />llis <span class="_ _3e" />participates <span class="_ _1a" />in <span class="_ _1a" />the <span class="_ _3e" />BoD <span class="_ _1a" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />H<span class="_ _1" />ELLENIC <span class="_ _3e" />CH<span class="_ _1" />AMBER <span class="_ _3e" />OF <span class="_ _1a" />SHIPPING<span class="_ _1" /> <span class="_ _3e" /> <span class="_ _3e" />(N<span class="_ _1" />EE), <span class="_ _3e" />of <span class="_ _3e" />t<span class="_ _1" />he  </span></div><div class="t m0 x27 h2 y5bf ff1 fs0 fc0 sc0 ls0 ws0">Seamen's Pension F<span class="_ _1" />und (NAT), as we<span class="_ _1" />ll as of the Asso<span class="_ _1" />ciation of Greek Tour<span class="_ _1" />ist Enterprises (SET<span class="_ _1" />E).<span class="_ _13" /> </div><div class="t m0 x14 h2 y29f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Mr. Spyr<span class="_ _1" />idon Paschalis<span class="_ _1" /> participates in the<span class="_ _1" /> BoD of N<span class="_ _1" />AFS SA<span class="_ _1" /> and the H<span class="_ _13" />ELLENIC CHAM<span class="_ _1" />BER OF SHIP<span class="_ _1" />PING  </span></div><div class="t m0 x27 h2 y440 ff1 fs0 fc0 sc0 ls0 ws0">(NEE), and is Chairm<span class="_ _1" />an of the BoD of the Gr<span class="_ _1" />eek Shipowners<span class="_ _1" /> Association for Pass<span class="_ _1" />enger Ships (S.E.E.N.) <span class="_ _13" /> </div><div class="t m0 x14 h2 y5c0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Mr. <span class="_ _1b" />Georgios <span class="_ _1b" />Efstratiadis <span class="_ _1b" />is <span class="_ _1a" />the <span class="_ _1b" />CEO <span class="_ _1b" />of <span class="_ _1a" />MARF<span class="_ _1" />IN <span class="_ _1a" />IN<span class="_ _1" />VESTMENT <span class="_ _1b" />GROUP <span class="_ _1a" />HO<span class="_ _1" />LDINGS <span class="_ _1b" />SA., <span class="_ _1b" />CEO <span class="_ _1b" />&amp; <span class="_ _1a" />Vice<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y5c1 ff1 fs0 fc0 sc0 ls0 ws0">President of MIG <span class="_ _3" />MEDIA, President &amp; CEO of ATHENIAN ENGINEERING AIRCRAFT MAINTENANCE SA </div><div class="t m0 x27 h2 y5c2 ff1 fs0 fc0 sc0 ls0 ws0">and  holds<span class="_ _1" />  a <span class="_ _2f"> </span>management<span class="_ _1" />  position<span class="_ _1" />  in  th<span class="_ _1" />e  comp<span class="_ _1" />anies  T<span class="_ _1" />OWER  T<span class="_ _1" />ECHNOLOGY <span class="_ _2f"> </span>HOLDING<span class="_ _1" />  LTD, <span class="_ _2f"> </span>MIG </div><div class="t m0 x27 h2 y444 ff1 fs0 fc0 sc0 ls0 ws0">AVIATION HOLDING, <span class="_ _1" />MIG REAL EST<span class="_ _1" />ATE SERBIA, M<span class="_ _1" />IG LEISURE <span class="_ _1" />&amp; MIG SHIPPING.<span class="_ _1" /> </div><div class="t m0 x14 h2 y5c3 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Mr. Efstratios Chatzigiannis participates in <span class="_ _3" />the BoD of the <span class="_ _b" />c<span class="_ _1" />ompanies ILA POTHECARY LIMITED, PRM ER </span></div><div class="t m0 x27 h9 y5c4 ff1 fs0 fc0 sc0 ls0 ws0">LTD, as well as the com<span class="_ _1" />pany MARFIN IN<span class="_ _1" />VESTMENT GRO<span class="_ _1" />UP HOLDINGS<span class="_ _1" /><span class="ff7 fs1"> </span>SA.<span class="_ _1" /> </div><div class="t m0 x14 h2 y5c5 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Mr. <span class="_ _26"> </span>Loukas <span class="_ _2e"> </span>P<span class="_ _1" />apazoglou <span class="_ _26"> </span>participates <span class="_ _26"> </span>in <span class="_ _2e"> </span>the <span class="_ _26"> </span>BoD <span class="_ _26"> </span>of <span class="_ _2e"> </span>th<span class="_ _1" />e <span class="_ _2e"> </span>co<span class="_ _1" />mpany <span class="_ _26"> </span>MARFIN <span class="_ _2e"> </span>INV<span class="_ _1" />ESTMENT <span class="_ _26"> </span>GROUP </span></div><div class="t m0 x27 h9 y5c6 ff1 fs0 fc0 sc0 ls0 ws0">HOLDINGS<span class="ff7 fs1"> </span>SA. He <span class="_ _1" />is also an indepen<span class="_ _1" />dent non-<span class="_ _1" />executive memb<span class="_ _1" />er of the BoD <span class="_ _1" />of NOVAL PROPERT<span class="_ _1" />Y. </div><div class="t m0 x14 h2 y4b6 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Mrs. <span class="_ _1a" />Maria <span class="_ _3e" />Sarri <span class="_ _1a" />is <span class="_ _3e" />the <span class="_ _3e" />Ch<span class="_ _1" />airman <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _3e" />BoD <span class="_ _1a" />of <span class="_ _3e" />HELLENIC<span class="_ _1" /> <span class="_ _3e" />CAPIT<span class="_ _1" />AL <span class="_ _3e" />PARTNERS <span class="_ _1a" />SA, <span class="_ _3e" />Vice <span class="_ _1a" />Presiden<span class="_ _1" />t <span class="_ _3e" />of </span></div><div class="t m0 x27 h2 y5c7 ff1 fs0 fc0 sc0 ls0 ws0">RENEWABLE <span class="_ _1a" />ENERGY <span class="_ _1a" />PARKS <span class="_ _1a" />SA <span class="_ _3e" />and <span class="_ _3e" />part<span class="_ _1" />icipates <span class="_ _1a" />in <span class="_ _3e" />the <span class="_ _1a" />BoD <span class="_ _3e" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />companies <span class="_ _1a" />HELLENIC <span class="_ _1a" />CAPITAL<span class="_ _1" /> </div><div class="t m0 x27 h2 y48c ff1 fs0 fc0 sc0 ls0 ws0">PARTNERS SA, G<span class="_ _1" />PS INVESTMENT<span class="_ _1" />S SA and PLUS<span class="_ _1" /> ENERG<span class="_ _1" />Y SA. </div><div class="t m0 x14 h2 y18a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y5c8 ff2 fs0 fc0 sc0 ls0 ws0">Structure of Operation <span class="_ _1" />and Authority of the Board <span class="_ _1" />of Directors<span class="_ _13" /> </div><div class="t m0 x14 h2 y20f ff1 fs0 fc0 sc0 ls0 ws0">In accordance with Art<span class="_ _1" />icle 19 of the Articles of Associati<span class="_ _1" />on and the Corporate Gove<span class="_ _1" />rnance Code, the Board o<span class="_ _1" />f </div><div class="t m0 x14 h2 y5c9 ff1 fs0 fc0 sc0 ls0 ws0">Directors <span class="_ _3e" />is <span class="_ _13" />r<span class="_ _1" />esponsible <span class="_ _3e" />for <span class="_ _3e" />administration <span class="_ _3e" />and <span class="_ _3e" />manag<span class="_ _1" />ement <span class="_ _13" />of <span class="_ _3e" />corpor<span class="_ _1" />ate <span class="_ _13" />a<span class="_ _1" />ffairs. <span class="_ _3e" />It <span class="_ _13" />decid<span class="_ _1" />es <span class="_ _13" />on <span class="_ _3e" />everyth<span class="_ _1" />ing <span class="_ _3e" />in </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">63</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">general <span class="_ _13" />a<span class="_ _1" />bout <span class="_ _3e" />matters <span class="_ _3e" />pertaining <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />th<span class="_ _1" />e <span class="_ _3e" />Company <span class="_ _3e" />and<span class="_ _1" /> <span class="_ _13" />acts<span class="_ _1" /> <span class="_ _13" />in <span class="_ _3e" />accordance <span class="_ _3e" />with <span class="_ _3e" />the <span class="_ _3e" />nature <span class="_ _3e" />and <span class="_ _3e" />context <span class="_ _3e" />of <span class="_ _3e" />its<span class="_ _1" /> </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">purpose, <span class="_ _1" />wi<span class="_ _1" />th <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />ex<span class="_ _1" />ception <span class="_ _13" />of <span class="_ _1" />dec<span class="_ _1" />isions, <span class="_ _13" />acts <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />ac<span class="_ _1" />tions <span class="_ _1" />whic<span class="_ _1" />h <span class="_ _1" />by <span class="_ _13" />law <span class="_ _13" />or <span class="_ _13" />by <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Art<span class="_ _1" />icles <span class="_ _13" />of <span class="_ _1" />Ass<span class="_ _1" />ociation <span class="_ _1" />ar<span class="_ _1" />e </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">within the exclusive co<span class="_ _1" />mpetence of the<span class="_ _1" /> General Meetin<span class="_ _1" />g. </div><div class="t m0 x14 h2 y5ca ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" />d<span class="_ _3" />i<span class="_ _3" />c<span class="_ _3" />at<span class="_ _b" />ev<span class="_ _b" />el<span class="_ _b" />y:<span class="_ _3" /> <span class="_ _3" />a<span class="_ _b" />. <span class="_ _b" />It<span class="_ _b" /> r<span class="_ _3" />e<span class="_ _b" />pr<span class="_ _b" />es<span class="_ _3" />e<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" />s <span class="_ _b" />th<span class="_ _b" />e <span class="_ _b" />Co<span class="_ _b" />mp<span class="_ _3" />a<span class="_ _3" />n<span class="_ _b" />y <span class="_ _3" />b<span class="_ _b" />ef<span class="_ _3" />o<span class="_ _b" />re<span class="_ _3" /> <span class="_ _3" />t<span class="_ _3" />h<span class="_ _b" />e <span class="_ _b" />Cou<span class="_ _b" />rt<span class="_ _b" />s <span class="_ _b" />as<span class="_ _b" /> <span class="_ _3" />we<span class="_ _b" />ll<span class="_ _b" /> a<span class="_ _b" />s <span class="_ _b" />be<span class="_ _b" />fo<span class="_ _b" />re <span class="_ _12" />an<span class="_ _b" />y <span class="_ _3" />o<span class="_ _3" />t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" />r<span class="_ _3" /> <span class="_ _3" />a<span class="_ _3" />u<span class="_ _b" />th<span class="_ _3" />o<span class="_ _b" />rit<span class="_ _b" />y <span class="_ _b" />an<span class="_ _b" />d <span class="_ _b" />gi<span class="_ _b" />ve<span class="_ _b" />s <span class="_ _b" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />oa<span class="_ _b" />th<span class="_ _b" />s </div><div class="t m0 x14 h2 y5cb ff1 fs0 fc0 sc0 ls0 ws0">i<span class="_ _3" />m<span class="_ _3" />po<span class="_ _b" />se<span class="_ _b" />d <span class="_ _1" />on<span class="_ _b" /> <span class="_ _13" />th<span class="_ _b" />e <span class="_ _1" />Co<span class="_ _b" />mp<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />y<span class="_ _3" /> <span class="_ _1" />by<span class="_ _3" /> <span class="_ _1" />th<span class="_ _b" />e <span class="_ _13" />C<span class="_ _b" />ha<span class="_ _3" />i<span class="_ _3" />r<span class="_ _3" />m<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" /> <span class="_ _13" />o<span class="_ _b" />r <span class="_ _1" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _13" />V<span class="_ _3" />i<span class="_ _b" />ce<span class="_ _3" /> <span class="_ _1" />Ch<span class="_ _b" />ai<span class="_ _3" />rm<span class="_ _b" />an<span class="_ _b" /> <span class="_ _13" />o<span class="_ _3" />r <span class="_ _1" />t<span class="_ _3" />he<span class="_ _b" /> <span class="_ _13" />Ma<span class="_ _b" />na<span class="_ _b" />gi<span class="_ _b" />ng<span class="_ _b" /> <span class="_ _13" />Di<span class="_ _b" />re<span class="_ _b" />ct<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1" />or<span class="_ _3" /> <span class="_ _13" />t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _b" /> <span class="_ _13" />Ch<span class="_ _3" />i<span class="_ _3" />e<span class="_ _b" />f <span class="_ _13" />E<span class="_ _b" />xe<span class="_ _b" />cut<span class="_ _b" />iv<span class="_ _b" />e </div><div class="t m0 x14 h2 y5cc ff1 fs0 fc0 sc0 ls0 ws0">O<span class="_ _3" />f<span class="_ _3" />fi<span class="_ _b" />ce<span class="_ _b" />r<span class="_ _3" /> <span class="_ _13" />o<span class="_ _3" />r <span class="_ _1" />by<span class="_ _b" /> <span class="_ _13" />an<span class="_ _3" />o<span class="_ _3" />t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _b" />r <span class="_ _13" />p<span class="_ _3" />er<span class="_ _b" />so<span class="_ _3" />n<span class="_ _b" />, <span class="_ _1" />an<span class="_ _b" /> <span class="_ _3e" />em<span class="_ _b" />pl<span class="_ _b" />oy<span class="_ _3" />e<span class="_ _3" />e<span class="_ _b" /> <span class="_ _3e" />of<span class="_ _b" /> <span class="_ _13" />th<span class="_ _b" />e <span class="_ _13" />C<span class="_ _b" />omp<span class="_ _b" />an<span class="_ _b" />y <span class="_ _13" />o<span class="_ _3" />r<span class="_ _3" /> <span class="_ _13" />no<span class="_ _b" />t,<span class="_ _b" /> <span class="_ _13" />ap<span class="_ _3" />p<span class="_ _3" />o<span class="_ _3" />i<span class="_ _3" />n<span class="_ _b" />te<span class="_ _3" />d<span class="_ _3" /> <span class="_ _13" />b<span class="_ _b" />y <span class="_ _13" />th<span class="_ _b" />e <span class="_ _13" />C<span class="_ _3" />o<span class="_ _3" />u<span class="_ _3" />n<span class="_ _b" />ci<span class="_ _3" />l<span class="_ _3" /> <span class="_ _13" />f<span class="_ _3" />or<span class="_ _b" /> <span class="_ _13" />th<span class="_ _b" />is<span class="_ _b" /> <span class="_ _3e" />p<span class="_ _3" />u<span class="_ _3" />r<span class="_ _3" />po<span class="_ _b" />se<span class="_ _b" />, <span class="_ _1" />b.<span class="_ _b" /> <span class="_ _13" />It<span class="_ _3" /> </div><div class="t m0 x14 h2 y5cd ff1 fs0 fc0 sc0 ls0 ws0">r<span class="_ _3" />e<span class="_ _3" />g<span class="_ _3" />ul<span class="_ _b" />a<span class="_ _3" />te<span class="_ _b" />s <span 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_b" />is<span class="_ _b" />se<span class="_ _b" />s <span class="_ _3" />i<span class="_ _3" />t<span class="_ _3" />s <span class="_ _b" />p<span class="_ _3" />er<span class="_ _b" />so<span class="_ _3" />n<span class="_ _b" />ne<span class="_ _3" />l<span class="_ _3" />,<span class="_ _3" /> <span class="_ _b" />c.<span class="_ _3" /> <span class="_ _3" />I<span class="_ _3" />t<span class="_ _3" /> <span class="_ _3" />de<span class="_ _b" />ci<span class="_ _b" />de<span class="_ _b" />s <span class="_ _b" />to<span class="_ _3" /> e<span class="_ _b" />xe<span class="_ _b" />cu<span class="_ _b" />te<span class="_ _3" /> <span class="_ _3" />w<span class="_ _b" />or<span class="_ _3" />k<span class="_ _3" />s <span class="_ _3" />o<span class="_ _b" />r <span class="_ _b" />en<span class="_ _3" />e<span class="_ _b" />rg<span class="_ _3" />y <span class="_ _b" />su<span class="_ _b" />pp<span class="_ _b" />li<span class="_ _b" />es<span class="_ _3" />;<span class="_ _3" /> d<span class="_ _b" />. <span class="_ _b" />It<span class="_ _b" /> c<span class="_ _b" />on<span class="_ _b" />cl<span class="_ _3" />ud<span class="_ _b" />es<span class="_ _b" /> </div><div class="t m0 x14 h2 y5cf ff1 fs0 fc0 sc0 ls0 ws0">p<span class="_ _3" />u<span class="_ _3" />r<span class="_ _b" />cha<span class="_ _b" />se<span class="_ _b" />s,<span class="_ _3" /> <span class="_ _b" />sa<span class="_ _3" />l<span class="_ _b" />es<span class="_ _b" />, <span class="_ _3" />e<span class="_ _b" />xc<span class="_ _3" />h<span class="_ _3" />a<span class="_ _3" />ng<span class="_ _b" />es<span class="_ _b" />, <span class="_ _b" />mo<span class="_ _b" />rt<span class="_ _3" />g<span class="_ _3" />a<span class="_ _3" />g<span class="_ _3" />e<span class="_ _3" />s<span class="_ _3" />,<span class="_ _3" /> <span class="_ _b" />pl<span class="_ _3" />e<span class="_ _3" />d<span class="_ _3" />ge<span class="_ _b" />s <span class="_ _12" />or <span class="_ _b" />l<span class="_ _3" />e<span class="_ _3" />a<span class="_ _b" />ses<span class="_ _b" /> <span class="_ _3" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _b" />re<span class="_ _3" />a<span class="_ _3" />l<span class="_ _3" /> <span class="_ _b" />es<span class="_ _3" />t<span class="_ _3" />a<span class="_ _b" />te<span class="_ _3" /> <span class="_ _3" />o<span class="_ _b" />r <span class="_ _b" />mo<span class="_ _b" />vab<span class="_ _b" />le<span class="_ _b" /> <span class="_ _3" />an<span class="_ _b" />d <span class="_ _b" />g<span class="_ _3" />en<span class="_ _b" />er<span class="_ _b" />al<span class="_ _3" />l<span class="_ _b" />y <span class="_ _b" />an<span class="_ _b" />y <span class="_ _3" />a<span class="_ _3" />g<span class="_ _b" />ree<span class="_ _b" />me<span class="_ _b" />nt<span class="_ _b" />s,<span class="_ _3" /> </div><div class="t m0 x14 h2 y5d0 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _b" />ssi<span class="_ _b" />gn<span class="_ _b" />s cla<span class="_ _b" />im<span class="_ _b" />s <span class="_ _1" />of<span class="_ _b" /> <span class="_ _13" />t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1" />Co<span class="_ _b" />mp<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />y<span class="_ _3" />; ac<span class="_ _b" />cep<span class="_ _b" />t<span class="_ _3" />s<span class="_ _3" /> <span class="_ _1" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1" />as<span class="_ _b" />si<span class="_ _3" />g<span class="_ _3" />n<span class="_ _3" />m<span class="_ _3" />e<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _13" />ot<span class="_ _b" />he<span class="_ _b" />r <span class="_ _1" />cl<span class="_ _b" />ai<span class="_ _b" />ms<span class="_ _3" />;<span class="_ _3" /> <span class="_ _1" />ac<span class="_ _b" />ce<span class="_ _3" />p<span class="_ _b" />ts<span class="_ _3" /> <span class="_ _1" />an<span class="_ _b" />d <span class="_ _1" />g<span class="_ _3" />ra<span class="_ _b" />nt<span class="_ _b" />s <span class="_ _1" />gu<span class="_ _b" />ar<span class="_ _b" />an<span class="_ _3" />t<span class="_ _3" />e<span class="_ _3" />e<span class="_ _3" />s fr<span class="_ _b" />om, an<span class="_ _b" />y </div><div class="t m0 x14 h2 y5d1 ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />i<span class="_ _3" />rd<span class="_ _b" /> <span class="_ _b" />pa<span class="_ _b" />rt<span class="_ _b" />y <span class="_ _12" />to<span class="_ _3" /> <span class="_ _b" />a<span class="_ _3" />c<span class="_ _3" />hi<span class="_ _b" />e<span class="_ _3" />ve<span class="_ _b" /> <span class="_ _b" />th<span class="_ _b" />e <span class="_ _12" />co<span class="_ _b" />rpo<span class="_ _b" />ra<span class="_ _b" />te<span class="_ _b" /> <span class="_ _b" />pu<span class="_ _b" />rp<span class="_ _3" />o<span class="_ _b" />se <span class="_ _12" />an<span class="_ _b" />d <span class="_ _12" />ge<span class="_ _b" />ne<span class="_ _b" />ral<span class="_ _b" />l<span class="_ _3" />y <span class="_ _12" />un<span class="_ _b" />de<span class="_ _b" />rt<span class="_ _b" />ak<span class="_ _3" />e<span class="_ _b" />s <span class="_ _b" />an<span class="_ _b" />y <span class="_ _12" />ob<span class="_ _3" />l<span class="_ _3" />i<span class="_ _3" />g<span class="_ _3" />a<span class="_ _b" />ti<span class="_ _3" />o<span class="_ _3" />n<span class="_ _3" /> <span class="_ _b" />f<span class="_ _3" />o<span class="_ _3" />r <span class="_ _12" />th<span class="_ _b" />e <span class="_ _12" />Co<span class="_ _3" />m<span class="_ _3" />p<span class="_ _b" />an<span class="_ _b" />y, <span class="_ _12" />e.<span class="_ _b" /> <span class="_ _b" />It<span class="_ _b" /> <span class="_ _b" />de<span class="_ _b" />te<span class="_ _b" />rm<span class="_ _3" />i<span class="_ _3" />ne<span class="_ _b" />s </div><div class="t m0 x14 h2 y5d2 ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _3" />u<span class="_ _3" />s<span class="_ _3" />e<span class="_ _3" /> o<span class="_ _b" />f<span class="_ _3" /> <span class="_ _3" />t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3" />f<span class="_ _b" />un<span class="_ _3" />d<span class="_ _3" />s<span class="_ _3" /> <span class="_ _3" />a<span class="_ _3" />v<span class="_ _3" />a<span class="_ _3" />i<span class="_ _3" />l<span class="_ _3" />ab<span class="_ _b" />le<span class="_ _b" />, <span class="_ _b" />ap<span class="_ _b" />po<span class="_ _3" />i<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _b" /> a<span class="_ _b" />rb<span class="_ _b" />it<span class="_ _b" />ra<span class="_ _b" />to<span class="_ _b" />rs<span class="_ _3" />,<span class="_ _b" /> d<span class="_ _3" 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</div><div class="t m0 x14 h2 y5d3 ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />e<span class="_ _3" />i<span class="_ _3" />r<span class="_ _3" /> <span class="_ _3e" />p<span class="_ _3" />ro<span class="_ _b" />ce<span class="_ _b" />ed<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _b" />s <span class="_ _13" />fo<span class="_ _b" />r <span class="_ _13" />th<span class="_ _b" />e <span class="_ _13" />re<span class="_ _b" />gi<span class="_ _b" />st<span class="_ _3" />r<span class="_ _3" />at<span class="_ _b" />i<span class="_ _3" />on<span class="_ _b" />, <span class="_ _13" />el<span class="_ _3" />i<span class="_ _b" />mi<span class="_ _b" />na<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />on<span class="_ _b" /> <span class="_ _3e" />o<span class="_ _3" />r <span class="_ _13" />re<span class="_ _b" />mo<span class="_ _3" />v<span class="_ _3" />a<span class="_ _3" />l<span class="_ _3" /> <span class="_ _3e" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3e" />mo<span class="_ _b" />rt<span class="_ _b" />ga<span class="_ _b" />ge<span class="_ _b" />s,<span class="_ _3" /> <span class="_ _3e" />te<span class="_ _b" />rm<span class="_ _3" />i<span class="_ _3" />n<span class="_ _3" />at<span class="_ _b" />io<span class="_ _b" />n <span class="_ _13" />of<span class="_ _3" /> <span class="_ _13" />sei<span class="_ _b" />zu<span class="_ _b" />re<span class="_ _b" />s <span class="_ _13" />an<span class="_ _b" />d <span class="_ _13" />re<span class="_ _3" />m<span class="_ _3" />o<span class="_ _b" />val<span class="_ _b" /> <span class="_ _3e" />of<span class="_ _b" /> </div><div class="t m0 x14 h2 y5d4 ff1 fs0 fc0 sc0 ls0 ws0">p<span class="_ _b" />ro<span class="_ _3" />ce<span class="_ _b" />ed<span class="_ _b" />in<span class="_ _b" />gs<span class="_ _3" /> <span class="_ _b" />in<span class="_ _b" /> <span class="_ _b" />re<span class="_ _b" />sp<span class="_ _3" />e<span class="_ _b" />ct<span class="_ _3" /> <span class="_ _b" />of<span class="_ _b" /> <span class="_ _b" />al<span class="_ _3" />l<span class="_ _3" /> <span class="_ _12" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />in<span class="_ _b" />te<span class="_ _b" />re<span class="_ _b" />st<span class="_ _3" />s<span class="_ _b" /> o<span class="_ _b" />f <span class="_ _12" />th<span class="_ _b" />e <span class="_ _12" />Co<span class="_ _3" />mp<span class="_ _b" />an<span class="_ _b" />y;<span class="_ _b" /> <span class="_ _3" />f<span class="_ _b" />. <span class="_ _b" />It<span class="_ _b" /> <span class="_ _b" />gr<span class="_ _b" />an<span class="_ _3" />t<span class="_ _b" />s <span class="_ _b" />ge<span class="_ _b" />ne<span class="_ _b" />ra<span class="_ _3" />l<span class="_ _b" /> <span class="_ _3" />o<span class="_ _b" />r <span class="_ _b" />pa<span class="_ _b" />rt<span class="_ _b" />ia<span class="_ _3" />l<span class="_ _3" /> <span class="_ _b" />p<span class="_ _3" />ro<span class="_ _b" />xy<span class="_ _b" /> <span class="_ _b" />to<span class="_ _b" /> <span class="_ _3" />th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _b" />pe<span class="_ _b" />rs<span class="_ _3" />o<span class="_ _3" />n<span class="_ _b" />s <span class="_ _b" />wh<span class="_ _b" />o <span class="_ _12" />de<span class="_ _3" />em<span class="_ _b" /> </div><div class="t m0 x14 h2 y5d5 ff1 fs0 fc0 sc0 ls0 ws0">i<span class="_ _3" />t<span class="_ _3" />,<span class="_ _3" /> <span class="_ _b" />ap<span class="_ _3" />p<span class="_ _b" />oi<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" />s <span class="_ _b" />t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />Co<span class="_ _3" />m<span class="_ _3" />p<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />y'<span class="_ _b" />s <span class="_ _b" />l<span class="_ _3" />aw<span class="_ _b" />ye<span class="_ _b" />rs<span class="_ _b" /> a<span class="_ _b" />nd<span class="_ _b" /> p<span class="_ _b" />ro<span class="_ _b" />vi<span class="_ _3" />d<span class="_ _3" />e<span class="_ _b" />s <span class="_ _3" />t<span class="_ _b" />he<span class="_ _3" />m<span class="_ _3" /> <span class="_ _3" />w<span class="_ _3" />i<span class="_ _b" />th<span class="_ _3" /> <span class="_ _b" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />po<span class="_ _b" />we<span class="_ _b" />r <span class="_ _3" />o<span class="_ _b" />f <span class="_ _b" />at<span class="_ _b" />to<span class="_ _b" />rn<span class="_ _3" />e<span class="_ _b" />y; <span class="_ _12" />g.<span class="_ _3" /> <span class="_ _3" />I<span class="_ _b" />t <span class="_ _b" />su<span class="_ _3" />b<span class="_ _3" />m<span class="_ _3" />i<span class="_ _b" />ts<span class="_ _3" /> <span class="_ _b" />to<span class="_ _b" /> t<span class="_ _b" />he<span class="_ _3" /> <span class="_ _b" />Ge<span class="_ _3" />n<span class="_ _b" />er<span class="_ _b" />al<span class="_ _3" /> <span class="_ _b" />Me<span class="_ _3" />et<span class="_ _b" />i<span class="_ _3" />ng<span class="_ _b" /> </div><div class="t m0 x14 h2 y5d6 ff1 fs0 fc0 sc0 ls0 ws0">p<span class="_ _b" />rop<span class="_ _b" />os<span class="_ _b" />al<span class="_ _b" />s f<span class="_ _b" />or<span class="_ _3" /> t<span class="_ _3" />h<span class="_ _b" />e i<span class="_ _3" />n<span class="_ _b" />cr<span class="_ _3" />e<span class="_ _3" />a<span class="_ _3" />se<span class="_ _b" /> of<span class="_ _b" /> th<span class="_ _b" />e <span class="_ _3" />sh<span class="_ _b" />ar<span class="_ _b" />e c<span class="_ _3" />a<span class="_ _3" />p<span class="_ _3" />i<span class="_ _b" />ta<span class="_ _3" />l<span class="_ _3" /> o<span class="_ _b" />r f<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" /> r<span class="_ _3" />e<span class="_ _3" />d<span class="_ _3" />u<span class="_ _b" />cti<span class="_ _b" />on<span class="_ _b" /> th<span class="_ _b" />er<span class="_ _3" />e<span class="_ _3" />o<span class="_ _b" />f,<span class="_ _3" /> t<span class="_ _b" />he<span class="_ _3" /> e<span class="_ _3" />x<span class="_ _3" />t<span class="_ _3" />e<span class="_ _3" />n<span class="_ _3" />si<span class="_ _b" />on<span class="_ _b" /> of<span class="_ _b" /> th<span class="_ _b" />e d<span class="_ _b" />ur<span class="_ _3" />a<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />o<span class="_ _3" />n<span class="_ _3" /> o<span class="_ _3" />f<span class="_ _3" /> t<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" /> C<span class="_ _3" />o<span class="_ _3" />m<span class="_ _3" />p<span class="_ _3" />an<span class="_ _b" />y,<span class="_ _b" /> </div><div class="t m0 x14 h2 y5d7 ff1 fs0 fc0 sc0 ls0 ws0">i<span class="_ _3" />t<span class="_ _3" />s<span class="_ _3" /> <span class="_ _12" />tr<span class="_ _3" />a<span class="_ _3" />n<span class="_ _b" />si<span class="_ _b" />ti<span class="_ _3" />o<span class="_ _3" />n <span class="_ _12" />t<span class="_ _3" />o<span class="_ _3" /> <span class="_ _12" />an<span class="_ _b" />ot<span class="_ _3" />h<span class="_ _3" />e<span class="_ _b" />r <span class="_ _12" />co<span class="_ _3" />m<span class="_ _3" />p<span class="_ _3" />an<span class="_ _b" />y <span class="_ _12" />o<span class="_ _3" />f <span class="_ _12" />a<span class="_ _b" />ny <span class="_ _12" />t<span class="_ _b" />yp<span class="_ _3" />e<span class="_ _3" />, <span class="_ _12" />i<span class="_ _3" />t<span class="_ _b" />s <span class="_ _12" />me<span class="_ _b" />rg<span class="_ _3" />e<span class="_ _3" />r<span class="_ _3" /> <span class="_ _12" />wi<span class="_ _b" />th<span class="_ _3" /> <span class="_ _12" />an<span class="_ _3" />o<span class="_ _b" />th<span class="_ _3" />e<span class="_ _b" />r <span class="_ _12" />co<span class="_ _3" />m<span class="_ _3" />p<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />y<span class="_ _3" />, <span class="_ _12" />a<span class="_ _b" />nd<span class="_ _3" /> <span class="_ _12" />it<span class="_ _b" />s <span class="_ _12" />di<span class="_ _b" />ss<span class="_ _b" />ol<span class="_ _3" />u<span class="_ _3" />ti<span class="_ _b" />o<span class="_ _3" />n<span class="_ _3" /> <span class="_ _12" />be<span class="_ _3" />f<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" />e <span class="_ _12" />i<span class="_ _3" />t<span class="_ _b" />s <span class="_ _12" />co<span class="_ _3" />n<span class="_ _3" />t<span class="_ _b" />ra<span class="_ _3" />c<span class="_ _3" />t<span class="_ _3" />u<span class="_ _3" />a<span class="_ _3" />l </div><div class="t m0 x14 h2 y5d8 ff1 fs0 fc0 sc0 ls0 ws0">m<span class="_ _3" />a<span class="_ _3" />t<span class="_ _3" />u<span class="_ _3" />ri<span class="_ _b" />t<span class="_ _3" />y,<span class="_ _b" /> h<span class="_ _3" />.<span class="_ _3" /> <span class="_ _b" />It<span class="_ _3" /> i<span class="_ _b" />s<span class="_ _3" />su<span class="_ _b" />es<span class="_ _b" /> c<span class="_ _3" />o<span class="_ _3" />m<span class="_ _3" />mo<span class="_ _b" />n <span class="_ _b" />bo<span class="_ _3" />n<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3" />l<span class="_ _3" />o<span class="_ _3" />an<span class="_ _b" />s <span class="_ _b" />an<span class="_ _3" />d<span class="_ _3" /> b<span class="_ _b" />on<span class="_ _b" />d <span class="_ _b" />lo<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />s<span class="_ _3" /> i<span class="_ _b" />n <span class="_ _b" />ac<span class="_ _b" />co<span class="_ _b" />rda<span class="_ _b" />nc<span class="_ _b" />e <span class="_ _b" />wi<span class="_ _3" />t<span class="_ _3" />h <span class="_ _b" />th<span class="_ _b" />e <span class="_ _3" />e<span class="_ _3" />f<span class="_ _3" />f<span class="_ _b" />ec<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />v<span class="_ _3" />e<span class="_ _3" /> p<span class="_ _b" />ro<span class="_ _b" />vi<span class="_ _b" />si<span class="_ _3" />o<span class="_ _3" />n<span class="_ _b" />s o<span class="_ _b" />f <span class="_ _3" />L<span class="_ _3" />a<span class="_ _b" />w <span class="_ _3" />31<span class="_ _b" />56<span class="_ _b" />/0<span class="_ _b" />3.<span class="_ _3" /> </div><div class="t m0 x14 h2 y5d9 ff1 fs0 fc0 sc0 ls0 ws0">T<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" /> a<span class="_ _b" />bo<span class="_ _b" />ve<span class="_ _b" />me<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" />i<span class="_ _b" />on<span class="_ _3" />ed<span class="_ _b" /> l<span class="_ _b" />is<span class="_ _b" />t <span class="_ _3" />o<span class="_ _3" />f<span class="_ _b" /> R<span class="_ _3" />i<span class="_ _3" />gh<span class="_ _b" />ts<span class="_ _b" /> o<span class="_ _b" />f <span class="_ _b" />th<span class="_ _3" />e<span class="_ _b" /> B<span class="_ _3" />o<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />d <span class="_ _b" />of<span class="_ _b" /> D<span class="_ _3" />i<span class="_ _b" />re<span class="_ _b" />cto<span class="_ _b" />rs<span class="_ _b" /> i<span class="_ _b" />s n<span class="_ _b" />ot<span class="_ _b" /> r<span class="_ _b" />es<span class="_ _b" />tr<span class="_ _3" />i<span class="_ _b" />cti<span class="_ _b" />ve<span class="_ _b" /> b<span class="_ _b" />ut<span class="_ _b" /> m<span class="_ _3" />e<span class="_ _b" />re<span class="_ _3" />l<span class="_ _b" />y i<span class="_ _b" />nd<span class="_ _b" />ic<span class="_ _3" />a<span class="_ _b" />ti<span class="_ _3" />v<span class="_ _3" />e<span class="_ _3" />.<span class="_ _3" /> </div><div class="t m0 x14 h2 y5da ff1 fs0 fc0 sc0 ls0 ws0">It <span class="_ _13" />is <span class="_ _13" />noted <span class="_ _13" />that <span class="_ _3e" />acts <span class="_ _13" />of <span class="_ _13" />the <span class="_ _3e" />BoD, <span class="_ _13" />eve<span class="_ _1" />n <span class="_ _13" />outside <span class="_ _13" />the <span class="_ _3e" />corporate <span class="_ _13" />scope<span class="_ _1" />, <span class="_ _13" />bind <span class="_ _13" />the <span class="_ _13" />C<span class="_ _1" />ompany <span class="_ _13" />vis<span class="_ _13" />-<span class="ff6">à</span>-vis <span class="_ _3e" />third <span class="_ _13" />parties<span class="_ _1" />, </div><div class="t m0 x14 h2 y5db ff1 fs0 fc0 sc0 ls0 ws0">unless it <span class="_ _1" />is sh<span class="_ _1" />own th<span class="_ _1" />at the <span class="_ _1" />third <span class="_ _1" />party was<span class="_ _1" /> aware <span class="_ _1" />of <span class="_ _1" />the overs<span class="_ _1" />ight or <span class="_ _1" />ought <span class="_ _1" />to h<span class="_ _1" />ave been <span class="_ _1" />aware <span class="_ _1" />of <span class="_ _1" />it, w<span class="_ _3e" />hile <span class="_ _1" />any </div><div class="t m0 x14 h2 y4d1 ff1 fs0 fc0 sc0 ls0 ws0">limitations on the Board's p<span class="_ _1" />ower by the articles of asso<span class="_ _1" />ciation or by a decision of the Gener<span class="_ _1" />al Meeting, are not </div><div class="t m0 x14 h2 y5dc ff1 fs0 fc0 sc0 ls0 ws0">opposed to third parties <span class="_ _1" />even if they have <span class="_ _1" />been s<span class="_ _1" />ubmitted to the disc<span class="_ _1" />losure. </div><div class="t m0 x14 h2 y41d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />B<span class="_ _1" />oard <span class="_ _b" />o<span class="_ _1" />f <span class="_ _3" />Directors ha<span class="_ _3" />s <span class="_ _3" />the <span class="_ _b" />ri<span class="_ _1" />ght <span class="_ _b" />t<span class="_ _1" />o <span class="_ _3" />assign <span class="_ _3" />to <span class="_ _b" />o<span class="_ _1" />ne <span class="_ _b" />or more of <span class="_ _b" />its members <span class="_ _3" />or <span class="_ _3" />other <span class="_ _3" />persons <span class="_ _3" />the <span class="_ _b" />ma<span class="_ _1" />nagement<span class="_ _1" /> </div><div class="t m0 x14 h2 y41e ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1c"> </span>the <span class="_ _23"> </span>Company <span class="_ _23"> </span>and <span class="_ _23"> </span>its <span class="_ _1c"> </span>r<span class="_ _1" />epresentation <span class="_ _23"> </span>in <span class="_ _1c"> </span>gener<span class="_ _1" />al <span class="_ _23"> </span>or <span class="_ _1c"> </span>c<span class="_ _1" />ertain <span class="_ _1c"> </span>types<span class="_ _1" /> <span class="_ _1c"> </span>of <span class="_ _23"> </span>acts <span class="_ _1c"> </span>or <span class="_ _23"> </span>a <span class="_ _23"> </span>particular <span class="_ _23"> </span>operation. <span class="_ _23"> </span>The </div><div class="t m0 x14 h2 y5dd ff1 fs0 fc0 sc0 ls0 ws0">authorities of the persons to whom the Board of Directors assigns the exercise<span class="_ _1" /> of rights are determ<span class="_ _1" />ined<span class="_ _1" /> by the </div><div class="t m0 x14 h2 y5de ff1 fs0 fc0 sc0 ls0 ws0">relevant decisions of th<span class="_ _1" />e Board of<span class="_ _1" /> Directors. </div><div class="t m0 x14 h2 y5df ff1 fs0 fc0 sc0 ls0 ws0">Pursuant <span class="_ _1" />to<span class="_ _1" /> <span class="_ _1" />Art<span class="_ _1" />icle <span class="_ _1" />13<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />Articles <span class="_ _13" />of <span class="_ _13" />Association <span class="_ _13" />and <span class="_ _1" />the <span class="_ _13" />Corporate<span class="_ _1" /> <span class="_ _1" />Governa<span class="_ _1" />nce <span class="_ _1" />Re<span class="_ _1" />gulation, <span class="_ _13" />in <span class="_ _1" />res<span class="_ _1" />pect <span class="_ _13" />of </div><div class="t m0 x14 h2 y5e0 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _3e" />BoD <span class="_ _3e" />comp<span class="_ _1" />osition, <span class="_ _3e" />it <span class="_ _3e" />is <span class="_ _1a" />stipulated <span class="_ _3e" />tha<span class="_ _1" />t <span class="_ _3e" />after <span class="_ _3e" />every <span class="_ _1a" />election, <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />new <span class="_ _3e" />B<span class="_ _1" />oard <span class="_ _3e" />of <span class="_ _3e" />Directo<span class="_ _13" />rs <span class="_ _3e" />shall <span class="_ _3e" />im<span class="_ _1" />mediately </div><div class="t m0 x14 h2 y5e1 ff1 fs0 fc0 sc0 ls19 ws0">meet and elect from amon<span class="_ _1" />g its members<span class="_ _1" /> the Chairman,<span class="_ _1" /> the Vice<span class="ls0">-C<span class="_ _1" />hairman and the Chief Executive Officer for </span></div><div class="t m0 x14 h2 y5e2 ff1 fs0 fc0 sc0 ls0 ws0">the entire <span class="_ _3" />term of <span class="_ _3" />office and, if <span class="_ _b" />d<span class="_ _1" />eemed necessary the Executive <span class="_ _3" />Director. The Chairman or <span class="_ _3" />the Vice<span class="_ _1" />-Chairma<span class="_ _1" />n </div><div class="t m0 x14 h2 y5e3 ff1 fs0 fc0 sc0 ls0 ws0">- if the Chairman is<span class="_ _1" /> prevented from acti<span class="_ _1" />ng - shal<span class="_ _1" />l chair the meetings of the <span class="_ _1" />BoD and direct its operat<span class="_ _1" />ions.<span class="_ _1" /> </div><div class="t m0 x14 h2 y5e4 ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _3" />cco<span class="_ _b" />rdi<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _1" />to ar<span class="_ _3" />ti<span class="_ _b" />cle<span class="_ _3" /> <span class="_ _1" />14<span class="_ _3" /> <span class="_ _1" />o<span class="_ _3" />f the<span class="_ _b" /> <span class="_ _1" />Arti<span class="_ _b" />cl<span class="_ _3" />es<span class="_ _3" /> of As<span class="_ _3" />so<span class="_ _3" />ci<span class="_ _b" />ati<span class="_ _3" />on<span class="_ _3" /> and th<span class="_ _b" />e <span class="_ _1" />Co<span class="_ _3" />rp<span class="_ _3" />or<span class="_ _b" />ate<span class="_ _3" /> Gove<span class="_ _b" />rna<span class="_ _3" />n<span class="_ _3" />ce<span class="_ _3" /> <span class="_ _1" />Co<span class="_ _3" />de<span class="_ _b" />, the<span class="_ _3" /> <span class="_ _1" />Bo<span class="_ _3" />a<span class="_ _3" />rd<span class="_ _3" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />Dir<span class="_ _3" />e<span class="_ _3" />cto<span class="_ _b" />rs </div><div class="t m0 x14 h2 y5e5 ff6 fs0 fc0 sc0 ls0 ws0">sh<span class="_ _b" />all<span class="_ _b" /> <span class="_ _3e" />mee<span class="_ _b" />t <span class="_ _13" />at<span class="_ _3" /> <span class="_ _13" />the<span class="_ _b" /> <span class="_ _3e" />Co<span class="_ _3" />mp<span class="_ _3" />an<span class="_ _b" />y’s<span class="_ _3" /> <span class="_ _13" />re<span class="_ _3" />gi<span class="_ _b" />ste<span class="_ _3" />r<span class="_ _3" />ed<span class="_ _3" /> <span class="_ _13" />of<span class="_ _3" />fi<span class="_ _b" />ce <span class="_ _13" />o<span class="_ _3" />r <span class="_ _13" /><span class="ff1">out<span class="_ _b" />side<span class="_ _b" /> <span class="_ _3e" />it<span class="_ _b" /> <span class="_ _3e" />in<span class="_ _3" /> <span class="_ _13" />an<span class="_ _3" />y <span class="_ _13" />Mu<span class="_ _3" />ni<span class="_ _b" />cip<span class="_ _3" />al<span class="_ _b" />ity<span class="_ _b" /> <span class="_ _3e" />of<span class="_ _3" /> <span class="_ _13" />Att<span class="_ _b" />ica<span class="_ _3" /> <span class="_ _13" />Re<span class="_ _3" />gi<span class="_ _3" />on<span class="_ _b" />. <span class="_ _13" />In<span class="_ _3" /> <span class="_ _13" />any<span class="_ _b" /> <span class="_ _3e" />ca<span class="_ _3" />se<span class="_ _3" />,<span class="_ _3" /> <span class="_ _13" />the<span class="_ _3" /> </span></div><div class="t m0 x14 h2 y5e6 ff1 fs0 fc0 sc0 ls0 ws0">Bo<span class="_ _b" />ard<span class="_ _b" /> of<span class="_ _3" /> D<span class="_ _3" />ir<span class="_ _b" />ect<span class="_ _b" />ors<span class="_ _3" /> s<span class="_ _3" />h<span class="_ _3" />al<span class="_ _3" />l<span class="_ _3" /> m<span class="_ _3" />ee<span class="_ _3" />t<span class="_ _3" /> o<span class="_ _b" />utsi<span class="_ _b" />de<span class="_ _3" /> i<span class="_ _3" />t<span class="_ _3" />s <span class="_ _b" />reg<span class="_ _3" />i<span class="_ _3" />ste<span class="_ _b" />red<span class="_ _b" /> of<span class="_ _3" />fi<span class="_ _b" />ce <span class="_ _3" />in<span class="_ _b" /> an<span class="_ _3" />o<span class="_ _3" />the<span class="_ _b" />r p<span class="_ _3" />la<span class="_ _b" />ce,<span class="_ _b" /> do<span class="_ _3" />me<span class="_ _b" />sti<span class="_ _b" />call<span class="_ _3" />y <span class="_ _b" />or <span class="_ _b" />abr<span class="_ _3" />o<span class="_ _3" />ad,<span class="_ _b" /> a<span class="_ _3" />s <span class="_ _3" />lo<span class="_ _b" />ng <span class="_ _3" />a<span class="_ _3" />s <span class="_ _3" />al<span class="_ _3" />l<span class="_ _3" /> i<span class="_ _3" />t<span class="_ _3" />s </div><div class="t m0 x14 h2 y5e7 ff1 fs0 fc0 sc0 ls0 ws0">m<span class="_ _3" />emb<span class="_ _b" />ers<span class="_ _b" /> <span class="_ _3" />ar<span class="_ _b" />e <span class="_ _b" />pr<span class="_ _3" />es<span class="_ _3" />en<span class="_ _b" />t <span class="_ _b" />or<span class="_ _3" /> <span class="_ _12" />repr<span class="_ _3" />e<span class="_ _3" />se<span class="_ _3" />nt<span class="_ _b" />ed <span class="_ _12" />at <span class="_ _12" />thi<span class="_ _b" />s <span class="_ _b" />mee<span class="_ _b" />tin<span class="_ _3" />g<span class="_ _3" /> <span class="_ _b" />an<span class="_ _3" />d <span class="_ _12" />no <span class="_ _12" />one<span class="_ _b" /> <span class="_ _3" />o<span class="_ _3" />pp<span class="_ _3" />os<span class="_ _b" />es <span class="_ _b" />ho<span class="_ _3" />ld<span class="_ _b" />ing<span class="_ _3" /> <span class="_ _b" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />mee<span class="_ _b" />tin<span class="_ _3" />g<span class="_ _3" /> <span class="_ _b" />an<span class="_ _3" />d <span class="_ _12" />dec<span class="_ _3" />i<span class="_ _3" />si<span class="_ _3" />on<span class="_ _3" />-m<span class="_ _b" />aki<span class="_ _3" />ng<span class="_ _b" />. </div><div class="t m0 x14 h2 y5e8 ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> B<span class="_ _3" />o<span class="_ _3" />a<span class="_ _3" />rd <span class="_ _b" />of <span class="_ _3" />Di<span class="_ _b" />re<span class="_ _3" />cto<span class="_ _b" />rs <span class="_ _3" />i<span class="_ _3" />s <span class="_ _3" />co<span class="_ _3" />n<span class="_ _3" />ve<span class="_ _3" />ne<span class="_ _b" />d i<span class="_ _b" />n a<span class="_ _3" />cc<span class="_ _b" />orda<span class="_ _b" />nce<span class="_ _3" /> <span class="_ _3" />wi<span class="_ _b" />th <span class="_ _3" />th<span class="_ _b" />e p<span class="_ _3" />ro<span class="_ _b" />visi<span class="_ _b" />ons<span class="_ _3" /> o<span class="_ _3" />f <span class="_ _b" />art<span class="_ _3" />i<span class="_ _3" />cl<span class="_ _3" />e <span class="_ _b" />91,<span class="_ _3" /> L<span class="_ _3" />a<span class="_ _3" />w <span class="_ _3" />45<span class="_ _3" />4<span class="_ _3" />8/<span class="_ _3" />2<span class="_ _3" />01<span class="_ _3" />8.<span class="_ _3" /> </div></div></div><div class="pi" /></div>
<div id="pf40" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc40 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">64</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y5e9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _13" />Directors<span class="_ _1" /> <span class="_ _13" />can <span class="_ _13" />meet <span class="_ _13" />through <span class="_ _13" />v<span class="_ _1" />ideoconference. <span class="_ _13" />In <span class="_ _13" />t<span class="_ _1" />his <span class="_ _13" />case <span class="_ _13" />the <span class="_ _13" />invitation <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />the <span class="_ _13" />members <span class="_ _3e" />of <span class="_ _13" />the </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _13" />of <span class="_ _13" />Directors <span class="_ _13" />shall <span class="_ _13" />inc<span class="_ _1" />lude <span class="_ _13" />the <span class="_ _13" />information <span class="_ _13" />necess<span class="_ _1" />ary <span class="_ _13" />for <span class="_ _13" />their <span class="_ _1" />part<span class="_ _1" />icipation <span class="_ _13" />in <span class="_ _13" />the <span class="_ _13" />meeting. <span class="_ _13" />In <span class="_ _13" />any <span class="_ _13" />case, </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">any <span class="_ _3e" />me<span class="_ _1" />mber <span class="_ _3e" />o<span class="_ _1" />f <span class="_ _3e" />the <span class="_ _1a" />Board <span class="_ _1b" />of <span class="_ _3e" />Directors <span class="_ _1a" />can <span class="_ _1a" />request <span class="_ _1a" />t<span class="_ _1" />hat <span class="_ _3e" />the <span class="_ _1a" />mee<span class="_ _1" />ting <span class="_ _3e" />b<span class="_ _1" />e <span class="_ _3e" />te<span class="_ _1" />leconferenced <span class="_ _3e" />w<span class="_ _1" />ith <span class="_ _1a" />him/her <span class="_ _1a" />if <span class="_ _3e" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">member in question res<span class="_ _1" />ides in another cou<span class="_ _1" />ntry t<span class="_ _1" />han that where t<span class="_ _1" />he meeting is be<span class="_ _1" />ing held or if t<span class="_ _1" />here is anothe<span class="_ _1" />r </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">significant reason, in p<span class="_ _1" />articular <span class="_ _1" />illness or disability.<span class="_ _1" /> </div><div class="t m0 x14 h2 y5ea ff1 fs0 fc0 sc0 ls0 ws0">Article 15 of t<span class="_ _1" />he Articles <span class="_ _1" />of Ass<span class="_ _1" />ociation stipulates <span class="_ _1" />that <span class="_ _1" />a member of <span class="_ _1" />the Board <span class="_ _1" />of Directors<span class="_ _1" />, who is <span class="_ _1" />absent, c<span class="_ _1" />an </div><div class="t m0 x14 h2 y5cd ff1 fs0 fc0 sc0 ls0 ws0">be <span class="_ _1" />represe<span class="_ _1" />nted <span class="_ _1" />by <span class="_ _13" />only<span class="_ _1" /> <span class="_ _1" />o<span class="_ _1" />ne <span class="_ _1" />oth<span class="_ _1" />er <span class="_ _1" />Bo<span class="_ _1" />D <span class="_ _1" />m<span class="_ _1" />ember. <span class="_ _1" />Ever<span class="_ _1" />y <span class="_ _13" />member <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _1" />Directors<span class="_ _1" /> <span class="_ _1" />can <span class="_ _13" />represent <span class="_ _13" />only </div><div class="t m0 x14 h2 y5ce ff1 fs0 fc0 sc0 ls0 ws0">one BoD member w<span class="_ _1" />ho is absent if<span class="_ _1" /> authorized <span class="_ _1" />by a special order.<span class="_ _1" /> </div><div class="t m0 x14 h2 y223 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />Board <span class="_ _1b" />of <span class="_ _1a" />Directors<span class="_ _1" /> <span class="_ _1a" />is <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _1a" />quorum <span class="_ _1b" />and <span class="_ _1a" />me<span class="_ _1" />ets <span class="_ _1a" />validly<span class="_ _1" /> <span class="_ _1a" />when <span class="_ _1a" />h<span class="_ _1" />alf <span class="_ _1a" />and <span class="_ _1b" />more <span class="_ _1a" />tha<span class="_ _1" />n <span class="_ _1a" />one <span class="_ _1b" />of <span class="_ _1a" />the <span class="_ _1b" />members <span class="_ _1b" />are </div><div class="t m0 x14 h2 y5eb ff1 fs0 fc0 sc0 ls0 ws0">present or represented it, but not when <span class="_ _3" />the number of those present is lower than <span class="_ _3" />three (3). In order to <span class="_ _3" />find the </div><div class="t m0 x14 h2 y5ec ff1 fs0 fc0 sc0 ls0 ws0">quorum number, any<span class="_ _1" /> resulting fraction <span class="_ _1" />is omitted.<span class="_ _1" /> </div><div class="t m0 x14 h2 y566 ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />de<span class="_ _3" />ci<span class="_ _b" />sion<span class="_ _b" />s <span class="_ _b" />of<span class="_ _3" /> <span class="_ _b" />the<span class="_ _b" /> <span class="_ _3" />Bo<span class="_ _b" />ard<span class="_ _3" /> <span class="_ _b" />of<span class="_ _3" /> <span class="_ _b" />Di<span class="_ _b" />rec<span class="_ _3" />to<span class="_ _b" />rs <span class="_ _b" />a<span class="_ _3" />re <span class="_ _12" />mad<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />ap<span class="_ _3" />pl<span class="_ _b" />yin<span class="_ _3" />g <span class="_ _12" />the<span class="_ _3" /> <span class="_ _b" />pr<span class="_ _3" />i<span class="_ _3" />nc<span class="_ _3" />ip<span class="_ _3" />l<span class="_ _3" />e <span class="_ _b" />o<span class="_ _3" />f <span class="_ _b" />ab<span class="_ _b" />sol<span class="_ _3" />ut<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />ma<span class="_ _3" />jo<span class="_ _3" />ri<span class="_ _b" />ty <span class="_ _12" />of <span class="_ _b" />th<span class="_ _b" />e <span class="_ _b" />memb<span class="_ _3" />e<span class="_ _3" />rs<span class="_ _b" /> p<span class="_ _b" />res<span class="_ _b" />ent </div><div class="t m0 x14 h2 y567 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />nd <span class="_ _b" />tho<span class="_ _b" />se r<span class="_ _3" />ep<span class="_ _b" />rese<span class="_ _b" />nte<span class="_ _3" />d.<span class="_ _b" /> If <span class="_ _3" />th<span class="_ _b" />e v<span class="_ _3" />ot<span class="_ _3" />e<span class="_ _3" />s a<span class="_ _b" />re e<span class="_ _3" />ve<span class="_ _b" />nly<span class="_ _b" /> divi<span class="_ _b" />ded<span class="_ _b" />, th<span class="_ _3" />e<span class="_ _3" /> vo<span class="_ _b" />te <span class="_ _3" />of<span class="_ _3" /> t<span class="_ _3" />he<span class="_ _3" /> C<span class="_ _3" />ha<span class="_ _3" />i<span class="_ _3" />rm<span class="_ _3" />an<span class="_ _b" /> of <span class="_ _3" />th<span class="_ _3" />e<span class="_ _3" /> Bo<span class="_ _b" />ard<span class="_ _3" /> of<span class="_ _b" /> Di<span class="_ _3" />re<span class="_ _3" />ct<span class="_ _3" />o<span class="_ _3" />rs<span class="_ _b" /> pre<span class="_ _b" />vail<span class="_ _b" />s. </div><div class="t m0 x14 h2 y5ed ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _13" />dec<span class="_ _3" />i<span class="_ _3" />si<span class="_ _3" />on<span class="_ _b" />s <span class="_ _3e" />of<span class="_ _3" /> <span class="_ _13" />the<span class="_ _b" /> <span class="_ _3e" />Boa<span class="_ _3" />rd<span class="_ _b" /> <span class="_ _1a" />of<span class="_ _b" /> <span class="_ _3e" />Dir<span class="_ _b" />ecto<span class="_ _b" />rs <span class="_ _13" />ar<span class="_ _b" />e <span class="_ _13" />cert<span class="_ _b" />ifi<span class="_ _3" />e<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3e" />by<span class="_ _3" /> <span class="_ _3e" />mi<span class="_ _b" />nut<span class="_ _3" />e<span class="_ _3" />s <span class="_ _13" />re<span class="_ _3" />co<span class="_ _3" />r<span class="_ _3" />ded<span class="_ _b" /> <span class="_ _3e" />in<span class="_ _3" /> <span class="_ _13" />the<span class="_ _3" /> <span class="_ _13" />book<span class="_ _b" /> <span class="_ _3e" />ke<span class="_ _3" />pt<span class="_ _b" /> <span class="_ _1a" />fo<span class="_ _b" />r <span class="_ _3e" />thi<span class="_ _b" />s <span class="_ _13" />pu<span class="_ _3" />rp<span class="_ _3" />o<span class="_ _3" />se<span class="_ _3" /> <span class="_ _3e" />an<span class="_ _3" />d </div><div class="t m0 x14 h2 y569 ff1 fs0 fc0 sc0 ls0 ws0">si<span class="_ _3" />g<span class="_ _3" />ne<span class="_ _3" />d<span class="_ _3" /> b<span class="_ _b" />y <span class="_ _3" />t<span class="_ _3" />he<span class="_ _3" /> <span class="_ _3" />me<span class="_ _b" />mbe<span class="_ _3" />rs<span class="_ _b" /> w<span class="_ _3" />ho<span class="_ _3" /> w<span class="_ _b" />ere<span class="_ _b" /> p<span class="_ _3" />re<span class="_ _3" />se<span class="_ _b" />nt <span class="_ _b" />at <span class="_ _b" />th<span class="_ _3" />e <span class="_ _b" />mee<span class="_ _b" />ting<span class="_ _b" />. <span class="_ _3" />P<span class="_ _3" />re<span class="_ _3" />p<span class="_ _3" />ar<span class="_ _3" />at<span class="_ _3" />i<span class="_ _3" />on<span class="_ _b" /> an<span class="_ _b" />d <span class="_ _3" />an<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3" />si<span class="_ _3" />gn<span class="_ _b" />ing <span class="_ _b" />th<span class="_ _3" />e <span class="_ _b" />mi<span class="_ _3" />nu<span class="_ _3" />te<span class="_ _b" />s <span class="_ _3" />by<span class="_ _b" /> al<span class="_ _3" />l<span class="_ _3" /> <span class="_ _3" />m<span class="_ _3" />em<span class="_ _3" />be<span class="_ _3" />r<span class="_ _3" />s </div><div class="t m0 x14 h2 y56a ff1 fs0 fc0 sc0 ls0 ws0">o<span class="_ _3" />f <span class="_ _3" />th<span class="_ _3" />e<span class="_ _3" /> B<span class="_ _3" />o<span class="_ _3" />D <span class="_ _3" />o<span class="_ _3" />r <span class="_ _3" />th<span class="_ _3" />ei<span class="_ _b" />r <span class="_ _3" />rep<span class="_ _b" />re<span class="_ _3" />sen<span class="_ _b" />tat<span class="_ _3" />i<span class="_ _3" />ve<span class="_ _b" />s i<span class="_ _3" />s <span class="_ _b" />equ<span class="_ _3" />i<span class="_ _3" />val<span class="_ _b" />ent<span class="_ _b" /> to<span class="_ _3" /> a<span class="_ _b" /> de<span class="_ _3" />ci<span class="_ _3" />s<span class="_ _3" />io<span class="_ _b" />n o<span class="_ _3" />f<span class="_ _3" /> th<span class="_ _b" />e B<span class="_ _b" />oD,<span class="_ _3" /> e<span class="_ _b" />ven<span class="_ _3" /> i<span class="_ _3" />f<span class="_ _3" /> no<span class="_ _b" /> pri<span class="_ _b" />or<span class="_ _3" /> me<span class="_ _b" />eti<span class="_ _b" />ng <span class="_ _3" />ha<span class="_ _b" />s b<span class="_ _3" />ee<span class="_ _3" />n <span class="_ _b" />hel<span class="_ _b" />d. </div><div class="t m0 x14 h2 y5ee ff1 fs0 fc0 sc0 ls0 ws0">Pursuant <span class="_ _b" />to article <span class="_ _b" />16 <span class="_ _b" />of <span class="_ _3" />the <span class="_ _3" />Articles <span class="_ _b" />of A<span class="_ _3" />ss<span class="_ _1" />ociation, <span class="_ _b" />in <span class="_ _3" />case <span class="_ _3" />of <span class="_ _b" />resignation <span class="_ _3" />of <span class="_ _b" />a <span class="_ _3" />member <span class="_ _3" />of <span class="_ _b" />the <span class="_ _3" />Board <span class="_ _3" />of <span class="_ _b" />Directors<span class="_ _1" /> </div><div class="t m0 x14 h2 y5ef ff1 fs0 fc0 sc0 ls0 ws0">before the expiry of hi<span class="_ _3" />s/her service for any reason such as <span class="_ _3" />death, resignation or retirement or in <span class="_ _b" />a<span class="_ _1" />ny other way </div><div class="t m0 x14 h2 y5f0 ff1 fs0 fc0 sc0 ls0 ws0">loosing his/her <span class="_ _3" />capacity of <span class="_ _3" />a BoD <span class="_ _b" />m<span class="_ _1" />ember, the BoD <span class="_ _b" />m<span class="_ _1" />ay elect <span class="_ _3" />its members<span class="_ _1" /> to <span class="_ _3" />replace the <span class="_ _3" />remaining members. </div><div class="t m0 x14 h2 y5f1 ff1 fs0 fc0 sc0 ls0 ws0">This <span class="_ _23"> </span>election <span class="_ _23"> </span>is <span class="_ _23"> </span>allowed <span class="_ _23"> </span>as <span class="_ _23"> </span>long <span class="_ _1c"> </span>as <span class="_ _23"> </span>the <span class="_ _23"> </span>replacem<span class="_ _1" />ent <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _1c"> </span>a<span class="_ _1" />bove <span class="_ _23"> </span>members <span class="_ _23"> </span>is <span class="_ _23"> </span>not <span class="_ _23"> </span>possible <span class="_ _23"> </span>by <span class="_ _23"> </span>alternate<span class="_ _1" /> </div><div class="t m0 x14 h2 y5f2 ff1 fs0 fc0 sc0 ls0 ws0">members, <span class="_ _3e" />who <span class="_ _1a" />have <span class="_ _3e" />bee<span class="_ _1" />n <span class="_ _3e" />elected <span class="_ _1a" />by <span class="_ _3e" />the <span class="_ _3e" />G<span class="_ _1" />M <span class="_ _3e" />or <span class="_ _1a" />appointed <span class="_ _3e" />by <span class="_ _1a" />A <span class="_ _3e" />s<span class="_ _1" />hareholder <span class="_ _3e" />or <span class="_ _1a" />shareholders, <span class="_ _3e" />ac<span class="_ _1" />cording <span class="_ _3e" />to<span class="_ _1" /> </div><div class="t m0 x14 h2 y5f3 ff1 fs0 fc0 sc0 ls0 ws0">article <span class="_ _1b" />81 <span class="_ _1c"> </span>of <span class="_ _1c"> </span>law <span class="_ _1c"> </span>4548/201<span class="_ _1" />8. <span class="_ _1b" />Election<span class="_ _1" /> <span class="_ _1b" />pf <span class="_ _1c"> </span>replacement <span class="_ _1c"> </span>by <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />Board <span class="_ _1c"> </span>is <span class="_ _1c"> </span>made <span class="_ _1c"> </span>based <span class="_ _1b" />on<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c"> </span>decision <span class="_ _1c"> </span>of <span class="_ _1b" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y5f4 ff1 fs0 fc0 sc0 ls0 ws0">remaining <span class="_ _1" />members, <span class="_ _13" />if the<span class="_ _1" />ir <span class="_ _1" />number <span class="_ _1" />is <span class="_ _1" />at <span class="_ _1" />least<span class="_ _1" /> thre<span class="_ _1" />e (3<span class="_ _1" />), <span class="_ _1" />and <span class="_ _1" />is <span class="_ _1" />valid <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />remai<span class="_ _1" />nder <span class="_ _1" />of t<span class="_ _1" />he <span class="_ _1" />term <span class="_ _1" />of <span class="_ _1" />office <span class="_ _1" />of<span class="_ _1" /> </div><div class="t m0 x14 h2 y5f5 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _13" />replaced <span class="_ _3e" />member. <span class="_ _3e" />The <span class="_ _3e" />decision <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _13" />e<span class="_ _1" />lection <span class="_ _13" />is <span class="_ _3e" />disc<span class="_ _13" />losed <span class="_ _13" />and <span class="_ _13" />is <span class="_ _3e" />announce<span class="_ _1" />d <span class="_ _13" />by <span class="_ _13" />the <span class="_ _3e" />BoD <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />next <span class="_ _3e" />GM, </div><div class="t m0 x14 h2 y5f6 ff1 fs0 fc0 sc0 ls0 ws0">which <span class="_ _3e" />may <span class="_ _3e" />replace<span class="_ _1" /> <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />ele<span class="_ _1" />cted <span class="_ _3e" />members, <span class="_ _3e" />ev<span class="_ _1" />en <span class="_ _3e" />if <span class="_ _13" />no<span class="_ _1" /> <span class="_ _3e" />relevant <span class="_ _3e" />item <span class="_ _1a" />is <span class="_ _13" />o<span class="_ _1" />n <span class="_ _13" />t<span class="_ _1" />he <span class="_ _3e" />agenda. <span class="_ _3e" />In<span class="_ _1" /> <span class="_ _13" />a<span class="_ _1" />ny <span class="_ _13" />cas<span class="_ _1" />e, <span class="_ _3e" />the <span class="_ _3e" />other </div><div class="t m0 x14 h2 y5f7 ff1 fs0 fc0 sc0 ls0 ws0">members <span class="_ _1b" />can <span class="_ _1b" />continue <span class="_ _1b" />to <span class="_ _1b" />manage <span class="_ _1b" />and <span class="_ _1b" />represent<span class="_ _1" /> <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _1a" />Co<span class="_ _1" />mpany <span class="_ _1b" />without <span class="_ _1b" />replacing <span class="_ _1b" />the <span class="_ _1b" />missing <span class="_ _1b" />members<span class="_ _1" /> <span class="_ _1b" />in </div><div class="t m0 x14 h2 y5f8 ff1 fs0 fc0 sc0 ls0 ws0">accordance <span class="_ _3" />with <span class="_ _b" />the above, <span class="_ _b" />provided <span class="_ _3" />that <span class="_ _b" />t<span class="_ _1" />heir <span class="_ _b" />number exceeds <span class="_ _b" />half <span class="_ _b" />o<span class="_ _1" />f <span class="_ _b" />the <span class="_ _3" />members <span class="_ _3" />they <span class="_ _b" />had <span class="_ _3" />before <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />above </div><div class="t m0 x14 h2 y5f9 ff1 fs0 fc0 sc0 ls0 ws0">events. In any case, thes<span class="_ _1" />e members m<span class="_ _1" />ay not be fewer<span class="_ _1" /> than three (3).<span class="_ _1" /> </div><div class="t m0 x14 h2 y5fa ff1 fs0 fc0 sc0 ls0 ws0">T<span class="_ _3" />h<span class="_ _3" />e<span class="_ _b" /> B<span class="_ _3" />o<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />D<span class="_ _3" />i<span class="_ _3" />r<span class="_ _3" />e<span class="_ _3" />c<span class="_ _3" />to<span class="_ _b" />r<span class="_ _3" />s<span class="_ _3" /> <span class="_ _3" />c<span class="_ _3" />on<span class="_ _b" />ve<span class="_ _b" />ne<span class="_ _b" />s <span class="_ _3" />a<span class="_ _3" />t<span class="_ _b" /> a<span class="_ _b" /> f<span class="_ _b" />req<span class="_ _b" />u<span class="_ _3" />en<span class="_ _b" />c<span class="_ _3" />y <span class="_ _b" />ne<span class="_ _b" />ce<span class="_ _3" />s<span class="_ _b" />sa<span class="_ _3" />r<span class="_ _3" />y <span class="_ _b" />to<span class="_ _b" /> <span class="_ _3" />ca<span class="_ _b" />rr<span class="_ _b" />y <span class="_ _b" />ou<span class="_ _b" />t <span class="_ _3" />i<span class="_ _b" />ts<span class="_ _3" /> <span class="_ _b" />du<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />e<span class="_ _b" />s <span class="_ _3" />e<span class="_ _3" />f<span class="_ _3" />f<span class="_ _3" />e<span class="_ _b" />cti<span class="_ _b" />ve<span class="_ _3" />l<span class="_ _b" />y.<span class="_ _3" /> <span class="_ _b" />Th<span class="_ _3" />e<span class="_ _b" /> i<span class="_ _3" />n<span class="_ _3" />fo<span class="_ _b" />rm<span class="_ _b" />at<span class="_ _b" />io<span class="_ _3" />n<span class="_ _b" /> p<span class="_ _b" />ro<span class="_ _b" />vi<span class="_ _3" />de<span class="_ _b" />d </div><div class="t m0 x14 h2 y5fb ff1 fs0 fc0 sc0 ls0 ws0">b<span class="_ _b" />y <span class="_ _12" />th<span class="_ _b" />e <span class="_ _12" />M<span class="_ _3" />a<span class="_ _b" />na<span class="_ _3" />g<span class="_ _3" />e<span class="_ _3" />me<span class="_ _b" />nt<span class="_ _b" /> <span class="_ _12" />mu<span class="_ _b" />st<span class="_ _3" /> <span class="_ _12" />b<span class="_ _3" />e <span class="_ _7" />ti<span class="_ _b" />me<span class="_ _3" />l<span class="_ _b" />y <span class="_ _12" />in<span class="_ _b" /> <span class="_ _12" />o<span class="_ _3" />rd<span class="_ _b" />er<span class="_ _b" /> <span class="_ _b" />t<span class="_ _3" />o<span class="_ _3" /> <span class="_ _12" />en<span class="_ _b" />ab<span class="_ _b" />le<span class="_ _b" /> <span class="_ _12" />it<span class="_ _3" /> <span class="_ _12" />t<span class="_ _3" />o<span class="_ _3" /> <span class="_ _12" />e<span class="_ _3" />f<span class="_ _3" />fe<span class="_ _b" />ct<span class="_ _b" />iv<span class="_ _b" />el<span class="_ _b" />y <span class="_ _12" />co<span class="_ _b" />pe<span class="_ _b" /> <span class="_ _12" />wi<span class="_ _b" />th<span class="_ _3" /> <span class="_ _12" />th<span class="_ _b" />e <span class="_ _7" />ta<span class="_ _b" />sk<span class="_ _3" />s <span class="_ _7" />de<span class="_ _b" />ri<span class="_ _3" />v<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _12" />fr<span class="_ _b" />om<span class="_ _b" /> <span class="_ _b" />i<span class="_ _3" />t<span class="_ _3" />s <span class="_ _7" />re<span class="_ _b" />sp<span class="_ _3" />on<span class="_ _b" />si<span class="_ _b" />bi<span class="_ _b" />li<span class="_ _b" />ti<span class="_ _3" />e<span class="_ _b" />s  </div><div class="t m0 x14 h2 y576 ff1 fs0 fc0 sc0 ls0 ws0">The members of the Board of Directors<span class="_ _1" /> have the right to request any inf<span class="_ _1" />ormation they deem necessary<span class="_ _1" /> for the </div><div class="t m0 x14 h2 y5fc ff1 fs0 fc0 sc0 ls0 ws0">performance of their d<span class="_ _1" />uties at any time <span class="_ _1" /> </div><div class="t m0 x14 h2 y5fd ff1 fs0 fc0 sc0 ls0 ws0">In 2021, 17 <span class="_ _1" />meetings <span class="_ _1" />of the Board <span class="_ _1" />of Directors<span class="_ _1" /> were h<span class="_ _1" />eld. The <span class="_ _1" />participations <span class="_ _1" />of every <span class="_ _1" />member of t<span class="_ _1" />he <span class="_ _13" />Board of<span class="_ _1" /> </div><div class="t m0 x14 h2 y5fe ff1 fs0 fc0 sc0 ls0 ws0">Directors in its meetin<span class="_ _1" />gs during the year 202<span class="_ _1" />1, are presented in the <span class="_ _1" />following table:<span class="_ _13" /> </div><div class="t m0 x14 h2 y5ff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y600 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf41" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc41 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">65</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y462 w28 h31"><div class="t m0 x5b h3 y601 ff2 fs0 fc0 sc0 ls0 ws0">NAME/SURNAM<span class="_ _1" />E  </div></div><div class="c xb y462 w26 h31"><div class="t m0 x1f h3 y601 ff2 fs0 fc0 sc0 ls0 ws0">POSITION </div></div><div class="c x50 y462 w27 h31"><div class="t m0 x5e h3 y602 ff2 fs0 fc0 sc0 ls0 ws0">PARTICIPATION IN TH<span class="_ _1" />E </div><div class="t m0 x5f h3 y603 ff2 fs0 fc0 sc0 ls0 ws0">BOD MEETINGS<span class="_ _1" /> </div></div><div class="c x11 y604 w28 h2a"><div class="t m0 x5b h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">Kyriakos Magiras </div></div><div class="c xb y604 w26 h2a"><div class="t m0 x1f h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">Chairman <span class="ff6">–</span> Executive Member </div></div><div class="c x50 y604 w27 h2a"><div class="t m0 x60 h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">17/17 </div></div><div class="c x11 y605 w28 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Michael Sakellis </div></div><div class="c xb y605 w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Vice-Chairman <span class="ff6">–</span> Non-Executive Member </div></div><div class="c x50 y605 w27 h2c"><div class="t m0 x60 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">17/17 </div></div><div class="c x11 y606 w28 h32"><div class="t m0 x5b h2b y551 ff1 fs8 fc0 sc0 ls1f ws0">Sp<span class="ls0">yridon Paschalis </span></div></div><div class="c xb y606 w26 h32"><div class="t m0 x1f h2b y138 ff1 fs8 fc0 sc0 ls0 ws0">Chief <span class="_ _2e"> </span>Executive <span class="_ _26"> </span>Off<span class="_ _3" />icer <span class="_ _2e"> </span><span class="ff6">–</span> <span class="_ _26"> </span>Deput<span class="_ _3" />y <span class="_ _2e"> </span>Chairman <span class="_ _26"> </span><span class="ff6">–</span> </div><div class="t m0 x1f h2b y553 ff1 fs8 fc0 sc0 ls0 ws0">Executive Member </div></div><div class="c x50 y606 w27 h32"><div class="t m0 x60 h2b y551 ff1 fs8 fc0 sc0 ls0 ws0">17/17 </div></div><div class="c x11 y607 w28 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Georgios Efstratiadis </div></div><div class="c xb y607 w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Non-Executive Member  </div></div><div class="c x50 y607 w27 h2c"><div class="t m0 x60 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">17/17 </div></div><div class="c x11 y608 w28 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Efstratios Chatzigiannis </div></div><div class="c xb y608 w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x50 y608 w27 h2c"><div class="t m0 x60 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">17/17 </div></div><div class="c x11 y609 w28 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Loukas Papazoglou </div></div><div class="c xb y609 w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x50 y609 w27 h2c"><div class="t m0 x60 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">17/17 </div><div class="t m0 x27 h2b y60a ff1 fs8 fc0 sc0 ls0 ws0">9/9 </div></div><div class="c x11 y60b w28 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Maria Sarri (*) </div></div><div class="c xb y60b w26 h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x50 y60b w27 h2c"><div class="t m0 x60 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">10/10 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h33 y60c ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h34 y60d ff4 fs8 fc0 sc0 ls0 ws0">(*)Ms. M<span class="_ _3" />. Sarr<span class="_ _3" />i wa<span class="_ _3" />s <span class="_ _3" />elected <span class="_ _3" />a <span class="_ _3" />member <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />Board <span class="_ _b" />o<span class="_ _1" />f <span class="_ _3" />Directors <span class="_ _b" />on 24.6.2021 <span class="_ _b" />and participated <span class="_ _b" />in all <span class="_ _b" />the BoD <span class="_ _3" />meetings <span class="_ _b" />during </div><div class="t m0 x14 h34 y505 ff4 fs8 fc0 sc0 ls0 ws0">her term in office in 2021. </div><div class="t m0 x14 h34 y60e ff4 fs8 fc0 sc0 ls0 ws0">Mr. <span class="_ _1" />P. <span class="_ _13" />Throuvalas <span class="_ _13" />participated <span class="_ _1" />in <span class="_ _13" />7/7 <span class="_ _13" />meetings <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />Board <span class="_ _1" />of <span class="_ _13" />Directors <span class="_ _13" />of <span class="_ _13" />Attica <span class="_ _1" />Holdings <span class="_ _13" />SA, <span class="_ _1" />which<span class="_ _1" /> <span class="_ _1" />took <span class="_ _13" />place <span class="_ _13" />between </div><div class="t m0 x14 h34 y60f ff4 fs8 fc0 sc0 ls0 ws0">01.01.2021 <span class="_ _1" />- <span class="_ _1" />22.06.2021, <span class="_ _1" />the <span class="_ _1" />date <span class="_ _1" />on <span class="_ _1" />which <span class="_ _1" />he <span class="_ _1" />s<span class="_ _1" />ubmitted h<span class="_ _1" />is <span class="_ _1" />resignation <span class="_ _1" />from <span class="_ _1" />a <span class="_ _1" />member <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />BoD <span class="_ _1" />and <span class="_ _1" />a <span class="_ _1" />member <span class="_ _1" />of <span class="_ _1" />the </div><div class="t m0 x14 h34 y7a ff4 fs8 fc0 sc0 ls20 ws0">Re<span class="ls0">muneration and Nomination Committee. </span></div><div class="t m0 x14 h3 y610 ff2 fs0 fc0 sc0 ls0 ws0">COMPOSITION AND<span class="_ _1" /> OPERATIONA<span class="_ _1" />L STRUCT<span class="_ _1" />URE OF AUDIT<span class="_ _1" /> COMMITTEE<span class="_ _1" /> </div><div class="t m0 x14 h2 y611 ff1 fs0 fc0 sc0 ls0 ws0">The main <span class="_ _3" />objective of the Audit <span class="_ _3" />Committee is to <span class="_ _3" />assist the BoD i<span class="_ _3" />n ensuring transparency in corporate <span class="_ _3" />activities </div><div class="t m0 x14 h2 y612 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1a" />in <span class="_ _1a" />fulfilli<span class="_ _1" />ng <span class="_ _3e" />i<span class="_ _1" />ts <span class="_ _1a" />obligatio<span class="_ _1" />ns <span class="_ _1a" />and <span class="_ _1b" />responsibi<span class="_ _1" />lities <span class="_ _1a" />towards <span class="_ _1a" />its <span class="_ _1b" />shareholders <span class="_ _1a" />and <span class="_ _1b" />supervising <span class="_ _1a" />aut<span class="_ _1" />horities <span class="_ _1a" />The </div><div class="t m0 x14 h2 y56b ff1 fs0 fc0 sc0 ls0 ws0">Audit Committee is ac<span class="_ _1" />countable to the Boar<span class="_ _1" />d of Direct<span class="_ _1" />ors of the Com<span class="_ _1" />pany.<span class="_ _1" /> </div><div class="t m0 x14 h2 y34d ff1 fs0 fc0 sc0 ls0 ws0">The Audit <span class="_ _b" />C<span class="_ _1" />ommittee has an <span class="_ _3" />Operating Regulation approved <span class="_ _3" />by the <span class="_ _3" />Board of <span class="_ _3" />Directors of <span class="_ _b" />t<span class="_ _1" />he Company, which </div><div class="t m0 x14 h2 y613 ff1 fs0 fc0 sc0 ls0 ws0">has been <span class="_ _1" />in line <span class="_ _1" />with t<span class="_ _1" />he provisions <span class="_ _1" />of L<span class="_ _1" />aw 4449/2017 <span class="_ _1" />as <span class="_ _1" />effective. The <span class="_ _1" />Rules <span class="_ _1" />of Procedur<span class="_ _1" />e of the <span class="_ _1" />Committe<span class="_ _1" />e </div><div class="t m0 x14 h2 y34f ff1 fs0 fc0 sc0 ls0 ws0">are posted on the we<span class="_ _1" />bsite of the Co<span class="_ _1" />mpany.<span class="_ _1" /> </div><div class="t m0 x14 h2 y554 ff1 fs0 fc0 sc0 ls0 ws0">According to its Rules o<span class="_ _1" />f Procedure, the Au<span class="_ _1" />dit Committee h<span class="_ _1" />as the fo<span class="_ _1" />llowing m<span class="_ _1" />ain responsibilities:<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c4 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To inform th<span class="ff6">e Compa<span class="_ _1" />ny’s Board of Directors of the outcome of the statutory au<span class="_ _1" />dit and its contribution to the<span class="_ _1" /> </span></span></div><div class="t m0 x27 h2 y2c5 ff1 fs0 fc0 sc0 ls0 ws0">integrity of the financ<span class="_ _1" />ial information and <span class="_ _1" />its role in the releva<span class="_ _1" />nt process,<span class="_ _13" /> </div><div class="t m0 x14 h2 y614 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To <span class="_ _b" />mon<span class="_ _1" />itor <span class="_ _b" />the <span class="_ _b" />f<span class="_ _1" />inancial <span class="_ _b" />info<span class="_ _1" />rmation <span class="_ _b" />process<span class="_ _1" /> <span class="_ _b" />and <span class="_ _b" />make<span class="_ _1" /> <span class="_ _b" />recomm<span class="_ _1" />endations <span class="_ _b" />or <span class="_ _b" />pro<span class="_ _1" />posals<span class="_ _13" /> <span class="_ _b" />to <span class="_ _b" />ensure<span class="_ _1" /> <span class="_ _b" />its <span class="_ _b" />integr<span class="_ _1" />ity, </span></div><div class="t m0 x14 h2 y615 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To <span class="_ _13" />mo<span class="_ _1" />nitor <span class="_ _13" />the <span class="_ _3e" />statutory <span class="_ _3e" />audit <span class="_ _3e" />of <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />separate <span class="_ _3e" />and <span class="_ _3e" />consolidated <span class="_ _3e" />financial <span class="_ _3e" />stateme<span class="_ _1" />nts <span class="_ _13" />and <span class="_ _3e" />in <span class="_ _13" />particu<span class="_ _1" />lar <span class="_ _13" />the<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y616 ff1 fs0 fc0 sc0 ls0 ws0">performance <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />aud<span class="_ _1" />it, <span class="_ _13" />t<span class="_ _1" />aking <span class="_ _3e" />into <span class="_ _3e" />account <span class="_ _3e" />any <span class="_ _3e" />f<span class="_ _1" />indings <span class="_ _3e" />and <span class="_ _3e" />conclus<span class="_ _1" />ions <span class="_ _3e" />of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _3e" />competent <span class="_ _3e" />Aut<span class="_ _1" />hority <span class="_ _3e" />in </div><div class="t m0 x27 h2 y617 ff1 fs0 fc0 sc0 ls0 ws0">accordance with the <span class="_ _1" />applicable framework<span class="_ _1" />, </div><div class="t m0 x14 h2 y618 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To review and moni<span class="_ _1" />tor independence of the sta<span class="_ _1" />tutory auditors <span class="_ _1" />- acc<span class="_ _1" />ountants and in particular the adequacy<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y619 ff1 fs0 fc0 sc0 ls0 ws0">of the provision of non<span class="_ _1" />-audit serv<span class="_ _1" />ices to the entity unde<span class="_ _1" />r audit in accordanc<span class="_ _1" />e with applicab<span class="_ _1" />le law,<span class="_ _1" /> </div><div class="t m0 x14 h2 y61a ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To implement the <span class="_ _3" />procedure for selecting <span class="_ _3" />certified auditors or <span class="_ _3" />auditing firms and <span class="_ _3" />submiting a proposal <span class="_ _3" />to the </span></div><div class="t m0 x27 h2 y3c1 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _1" />of <span class="_ _1" />Directors <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Company <span class="_ _1" />regardi<span class="_ _1" />ng t<span class="_ _1" />he se<span class="_ _1" />lection <span class="_ _1" />of <span class="_ _1" />certified <span class="_ _1" />auditors <span class="_ _1" />to <span class="_ _1" />be <span class="_ _1" />appoin<span class="_ _1" />ted <span class="_ _1" />following <span class="_ _1" />a </div><div class="t m0 x27 h2 y3c2 ff1 fs0 fc0 sc0 ls0 ws0">decision of the Gener<span class="_ _1" />al Meeting,<span class="_ _1" /> </div><div class="t m0 x14 h2 y61b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To propose to <span class="_ _1" /><span class="ff6">the Company<span class="_ _1" />’s Board of Directors the h<span class="_ _1" />ead of the Internal C<span class="_ _1" />ontrol Department<span class="_ _1" />,<span class="_ _1" /></span> </span></div><div class="t m0 x14 h2 y61c ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To evaluate an<span class="_ _1" />d approve th<span class="_ _1" />e annual control plan of<span class="_ _1" /> the Internal Control D<span class="_ _1" />epartment,<span class="_ _13" /> </span></div><div class="t m0 x14 h2 y61d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To inform the <span class="_ _1" />Board of Direc<span class="_ _1" />tors on the most significa<span class="_ _1" />nt issues and its prop<span class="_ _1" />osals, quarterly,<span class="_ _13" /> </span></div><div class="t m0 x14 h2 y57b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>To <span class="_ _b" />prepare <span class="_ _b" />and <span class="_ _b" />s<span class="_ _1" />ubmit <span class="_ _b" />an <span class="_ _b" />annual <span class="_ _b" />report <span class="_ _b" />t<span class="_ _1" />o <span class="_ _b" />the <span class="_ _12" />G<span class="_ _1" />eneral <span class="_ _b" />Meeting <span class="_ _3" />of <span class="_ _12" />Shareh<span class="_ _1" />olders <span class="_ _b" />which <span class="_ _b" />includes <span class="_ _b" />a <span class="_ _b" />desc<span class="_ _1" />ription </span></div><div class="t m0 x27 h2 y57c ff1 fs0 fc0 sc0 ls0 ws0">of the sustainable deve<span class="_ _1" />lopment policy followed<span class="_ _1" /> by the Company<span class="_ _13" />. </div></div></div><div class="pi" /></div>
<div id="pf42" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc42 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">66</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Annual <span class="_ _1b" />General <span class="_ _1b" />Meet<span class="_ _1" />ing <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1b" />Com<span class="_ _1" />pany's <span class="_ _1b" />shareholders, <span class="_ _1b" />h<span class="_ _1" />eld <span class="_ _1b" />on <span class="_ _1c"> </span>27.<span class="_ _1" />8.2020, <span class="_ _1b" />decided <span class="_ _1b" />to <span class="_ _1c"> </span>designate <span class="_ _1b" />the </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">Company's <span class="_ _3e" />A<span class="_ _1" />udit <span class="_ _3e" />Com<span class="_ _1" />mittee <span class="_ _3e" />as <span class="_ _1a" />a <span class="_ _3e" />Board<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />Direct<span class="_ _1" />ors <span class="_ _3e" />Com<span class="_ _1" />mittee, <span class="_ _3e" />cons<span class="_ _1" />isted <span class="_ _3e" />of <span class="_ _1a" />non<span class="_ _13" />-executive <span class="_ _1a" />members <span class="_ _1a" />of <span class="_ _3e" />its<span class="_ _1" /> </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _1" />of <span class="_ _1" />D<span class="_ _1" />irectors, <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />maj<span class="_ _1" />ority <span class="_ _1" />of <span class="_ _1" />w<span class="_ _1" />hom <span class="_ _1" />are <span class="_ _13" />independent. <span class="_ _13" />The <span class="_ _1" />Chairman<span class="_ _1" /> <span class="_ _1" />of <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />Audit <span class="_ _13" />Committee <span class="_ _13" />was <span class="_ _1" />elected </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">by its <span class="_ _1" />memb<span class="_ _1" />ers <span class="_ _1" />and <span class="_ _1" />is <span class="_ _1" />independent <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Comp<span class="_ _1" />any. T<span class="_ _1" />he ter<span class="_ _1" />m <span class="_ _1" />of <span class="_ _1" />office <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Audit <span class="_ _1" />Committe<span class="_ _1" />e is <span class="_ _1" />equ<span class="_ _1" />al to <span class="_ _1" />tha<span class="_ _1" />t </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _3" />the Board <span class="_ _3" />of <span class="_ _3" />Directors, ie three <span class="_ _b" />years until the <span class="_ _3" />Regular General <span class="_ _3" />Meeting, which <span class="_ _3" />will <span class="_ _3" />meet in <span class="_ _b" />th<span class="_ _1" />e <span class="_ _3" />third year <span class="_ _b" />af<span class="_ _1" />ter </div><div class="t m0 x14 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">their election.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />members <span class="_ _b" />of <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />Commi<span class="_ _1" />ttee <span class="_ _b" />as <span class="_ _b" />a <span class="_ _b" />wh<span class="_ _1" />ole <span class="_ _b" />have <span class="_ _b" />suff<span class="_ _1" />icient <span class="_ _b" />knowledge <span class="_ _3" />in <span class="_ _b" />the <span class="_ _b" />field <span class="_ _b" />in <span class="_ _3" />which <span class="_ _12" />t<span class="_ _1" />he <span class="_ _b" />Company <span class="_ _b" />o<span class="_ _1" />perates </div><div class="t m0 x14 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">and at least one of its<span class="_ _1" /> members has suff<span class="_ _1" />icient knowled<span class="_ _1" />ge in auditing or acc<span class="_ _1" />ounting.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">The CVs of the members of<span class="_ _1" /> the Committee refer to a previous sec<span class="_ _1" />tion of the Report and ar<span class="_ _1" />e <span class="_ _1" />also posted on the </div><div class="t m0 x14 h2 y359 ff1 fs0 fc0 sc0 ls0 ws0">corporate website of<span class="_ _1" /> ATTICA HOLDINGS.<span class="_ _1" /> </div><div class="t m0 x14 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">The Audit Committee m<span class="_ _1" />eets at least once a q<span class="_ _1" />uarter or when<span class="_ _1" />ever deemed n<span class="_ _1" />ecessary.<span class="_ _13" /> </div><div class="t m0 x14 h2 y61e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Chairman <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Audit <span class="_ _13" />Committee <span class="_ _1" />formulates <span class="_ _13" />and <span class="_ _1" />suggests<span class="_ _1" /> <span class="_ _1" />the <span class="_ _1" />items <span class="_ _13" />on th<span class="_ _1" />e <span class="_ _1" />agenda <span class="_ _1" />which <span class="_ _1" />to<span class="_ _1" />gether <span class="_ _1" />with </div><div class="t m0 x14 h2 y61f ff1 fs0 fc0 sc0 ls0 ws0">the re<span class="_ _1" />levant <span class="_ _1" />informat<span class="_ _1" />ion <span class="_ _1" />material <span class="_ _1" />(intern<span class="_ _1" />al au<span class="_ _1" />dit <span class="_ _1" />reports, <span class="_ _1" />administrat<span class="_ _1" />ive rep<span class="_ _1" />orts, <span class="_ _1" />reports, <span class="_ _1" />etc.) <span class="_ _1" />are <span class="_ _1" />distributed<span class="_ _1" /> i<span class="_ _1" />n </div><div class="t m0 x14 h2 y620 ff1 fs0 fc0 sc0 ls0 ws0">a <span class="_ _1" />timely <span class="_ _1" />manner <span class="_ _1" />to <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />other <span class="_ _13" />members <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Audit <span class="_ _1" />C<span class="_ _1" />ommittee. <span class="_ _1" />If <span class="_ _13" />deemed <span class="_ _1" />necessary<span class="_ _1" />, <span class="_ _1" />the <span class="_ _1" />Committee <span class="_ _1" />may<span class="_ _1" />, <span class="_ _1" />at </div><div class="t m0 x14 h2 yd9 ff1 fs0 fc0 sc0 ls0 ws0">its <span class="_ _1b" />discretion, <span class="_ _1c"> </span>invite <span class="_ _1c"> </span>to <span class="_ _1c" />its <span class="_ _1b" />meet<span class="_ _1" />ings <span class="_ _1b" />the <span class="_ _1c"> </span>Head <span class="_ _1c"> </span>of<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c"> </span>Internal <span class="_ _1c"> </span>Control <span class="_ _1c"> </span>Departme<span class="_ _1" />nt, <span class="_ _1b" />executives <span class="_ _1c"> </span>and <span class="_ _1c"> </span>external </div><div class="t m0 x14 h2 y621 ff1 fs0 fc0 sc0 ls0 ws0">auditors. </div><div class="t m0 x14 h2 y491 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Chairman <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Com<span class="_ _1" />mittee <span class="_ _13" />informs <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />Directors <span class="_ _13" />on <span class="_ _13" />a <span class="_ _13" />quarterly <span class="_ _13" />b<span class="_ _1" />asis <span class="_ _13" />about <span class="_ _13" />the <span class="_ _13" />operations <span class="_ _13" />of </div><div class="t m0 x14 h2 y622 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1a" />Committee <span class="_ _1b" />and <span class="_ _3e" />s<span class="_ _1" />ubmits <span class="_ _1b" />the <span class="_ _1a" />minutes <span class="_ _1a" />of <span class="_ _1a" />its <span class="_ _1b" />meetings, <span class="_ _1a" />in <span class="_ _1a" />which <span class="_ _1b" />the <span class="_ _1a" />issues <span class="_ _1a" />dis<span class="_ _1" />cu<span class="_ _1" />ss<span class="_ _1" />ed <span class="_ _1a" />and <span class="_ _1a" />any <span class="_ _1a" />remark<span class="_ _1" />s <span class="_ _1a" />- </div><div class="t m0 x14 h2 y493 ff1 fs0 fc0 sc0 ls0 ws0">suggestions of the Co<span class="_ _1" />mmittee are recorded<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x14 h2 y623 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1" />31.<span class="_ _1" />12.2021, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _13" />Audit <span class="_ _1" />Comm<span class="_ _1" />ittee <span class="_ _1" />cons<span class="_ _1" />ists <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />members <span class="_ _13" />of <span class="_ _1" />t<span class="_ _1" />he <span class="_ _13" />Board <span class="_ _1" />of <span class="_ _13" />Directors<span class="_ _1" />, <span class="_ _1" />as <span class="_ _13" />presented <span class="_ _13" />in <span class="_ _13" />the </div><div class="t m0 x14 h2 y624 ff1 fs0 fc0 sc0 ls0 ws0">table below.<span class="_ _1" /> </div><div class="t m0 x14 h2 y625 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 ybc ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />2021, the<span class="_ _3" /> Audit <span class="_ _b" />Com<span class="_ _1" />mittee held <span class="_ _3" />twelve <span class="_ _3" />(12) meetings, <span class="_ _3" />four <span class="_ _3" />(4) of <span class="_ _b" />wh<span class="_ _1" />ich with <span class="_ _3" />the <span class="_ _3" />Certified Public <span class="_ _b" />Acc<span class="_ _1" />ountants </div><div class="t m0 x14 h2 y626 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _b" />exec<span class="_ _1" />utives <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />C<span class="_ _1" />ompany, <span class="_ _b" />fo<span class="_ _1" />ur <span class="_ _b" />(4) <span class="_ _3" />with <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />Intern<span class="_ _1" />al <span class="_ _b" />Aud<span class="_ _1" />itors <span class="_ _b" />and <span class="_ _3" />four <span class="_ _b" />(<span class="_ _1" />4) <span class="_ _b" />for the <span class="_ _b" />examination an<span class="_ _3" />d <span class="_ _b" />decis<span class="_ _1" />ion </div><div class="t m0 x14 h2 y627 ff6 fs0 fc0 sc0 ls0 ws0">making based <span class="_ _3" />on the Committee’s responsibilities. The <span class="_ _3" />participations of the <span class="_ _3" />Chairman and <span class="_ _3" />the members <span class="_ _1" /><span class="ff1">of<span class="_ _1" /> <span class="_ _3" />the </span></div><div class="t m0 x14 h2 y4b3 ff1 fs0 fc0 sc0 ls0 ws0">Committee in the meet<span class="_ _1" />ings held in 2021 are pr<span class="_ _1" />ese<span class="_ _1" />nted in the fol<span class="_ _1" />lowing table:<span class="_ _1" /> </div></div><div class="c x11 y628 w29 h35"><div class="t m0 x5b h3 y629 ff2 fs0 fc0 sc0 ls0 ws0">NAME/SURNAM<span class="_ _1" />E </div></div><div class="c x58 y628 w2a h35"><div class="t m0 x1 h3 y629 ff2 fs0 fc0 sc0 ls1 ws0">    <span class="ls0">POSITION<span class="_ _1" /> </span></div></div><div class="c x61 y628 w2b h35"><div class="t m0 x62 h3 y629 ff2 fs0 fc0 sc0 ls0 ws0">PARTICIPATION IN TH<span class="_ _1" />E </div><div class="t m0 x4b h3 y62a ff2 fs0 fc0 sc0 ls0 ws0">MEETING OF IC<span class="_ _1" /> </div></div><div class="c x11 y62b w29 h2a"><div class="t m0 x5b h2 y62c ff1 fs0 fc0 sc0 ls0 ws0">Efstratios Chatzigiannis<span class="_ _1" /> </div></div><div class="c x58 y62b w2a h2a"><div class="t m0 x1 h2 y62c ff1 fs0 fc0 sc0 ls1 ws0">    <span class="ls0">Chairman <span class="ff6">–</span> Ind<span class="_ _1" />ependent Non-<span class="_ _1" />Executive </span></div><div class="t m0 x1f h2 y62d ff1 fs0 fc0 sc0 ls0 ws0">Member </div></div><div class="c x61 y62b w2b h2a"><div class="t m0 x55 h2 y62c ff1 fs0 fc0 sc0 ls0 ws0">12/12 </div></div><div class="c x11 y1dd w29 h2c"><div class="t m0 x5b h2 y62e ff1 fs0 fc0 sc0 ls0 ws0">Michael Sakellis<span class="_ _1" /> </div></div><div class="c x58 y1dd w2a h2c"><div class="t m0 x1 h2 y62e ff1 fs0 fc0 sc0 ls1 ws0">    <span class="ls0">Non-Execut<span class="_ _1" />ive Member </span></div></div><div class="c x61 y1dd w2b h2c"><div class="t m0 x55 h2 y62e ff1 fs0 fc0 sc0 ls0 ws0">12/12 </div></div><div class="c x11 y62f w29 he"><div class="t m0 x5b h2 yef ff1 fs0 fc0 sc0 ls0 ws0">Loukas Papazoglou<span class="_ _1" /> </div></div><div class="c x58 y62f w2a he"><div class="t m0 x1 h2 yef ff1 fs0 fc0 sc0 ls1 ws0">    <span class="ls0">Independent Non<span class="_ _1" />-Execut<span class="_ _1" />ive Member </span></div></div><div class="c x61 y62f w2b he"><div class="t m0 x55 h2 yef ff1 fs0 fc0 sc0 ls0 ws0">11/12 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h2 y630 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h1f y631 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y426 ff1 fs0 fc0 sc0 ls0 ws0">To facilitate the <span class="_ _3" />complet<span class="_ _1" />ion of the review <span class="_ _3" />and evaluation of the financial <span class="_ _1" />information process for the year 2021, </div><div class="t m0 x14 h2 y632 ff1 fs0 fc0 sc0 ls0 ws0">two (2) more meetings of the Audit Committee were held in 2022 with the Certified Auditors and Executives of </div><div class="t m0 x14 h2 y633 ff1 fs0 fc0 sc0 ls0 ws0">the Company.<span class="_ _1" /> </div><div class="t m0 x14 h2 y634 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y635 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">67</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">The Issues Addressed<span class="_ _1" /> by the Aud<span class="_ _1" />it Committee in 2<span class="_ _1" />021 </div><div class="t m0 x14 h2 y636 ff1 fs0 fc0 sc0 ls0 ws0">The most significant iss<span class="_ _1" />ues, addressed by the Co<span class="_ _1" />mmittee during <span class="_ _13" />2021, are the foll<span class="_ _1" />owing: </div><div class="t m0 x54 h2 y4a0 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitoring <span class="_ _1" />and <span class="_ _1" />evaluating <span class="_ _1" />adequacy, eff<span class="_ _1" />iciency and <span class="_ _1" />effectiven<span class="_ _1" />ess of po<span class="_ _1" />licies, proc<span class="_ _1" />edures and <span class="_ _1" />controls <span class="_ _1" />in </span></div><div class="t m0 x36 h2 y4a1 ff1 fs0 fc0 sc0 ls0 ws0">relation <span class="_ _12" />to<span class="_ _1" /> <span class="_ _12" />th<span class="_ _1" />e <span class="_ _12" />Interna<span class="_ _1" />l <span class="_ _12" />C<span class="_ _1" />ontrol <span class="_ _b" />System <span class="_ _b" />and <span class="_ _b" /> <span class="_ _b" />to <span class="_ _b" /> <span class="_ _12" />ass<span class="_ _1" />essment <span class="_ _b" />and<span class="_ _1" /> <span class="_ _12" />ma<span class="_ _1" />nagement <span class="_ _b" />of <span class="_ _b" />risks<span class="_ _1" /> <span class="_ _12" />in <span class="_ _b" /> <span class="_ _b" />financial <span class="_ _b" />reporting.<span class="_ _13" /> </div><div class="t m0 x54 h2 y637 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Approving the <span class="_ _1" />annual a<span class="_ _1" />udit plan of the Intern<span class="_ _1" />al Audit D<span class="_ _1" />epartment for 2021.<span class="_ _1" /> </span></div><div class="t m0 x54 h2 ycd ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitoring t<span class="_ _1" />he results of the Intern<span class="_ _1" />al Audit De<span class="_ _1" />partment activities.<span class="_ _1" /> </span></div><div class="t m0 x54 h2 y638 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Monitoring <span class="_ _1" />and evaluating t<span class="_ _1" />he preparat<span class="_ _1" />ion of  financial reporting.<span class="_ _1" /> </span></div><div class="t m0 x54 h2 y194 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Assess<span class="_ _1" />ing completeness and cons<span class="_ _1" />istency of financia<span class="_ _1" />l stateme<span class="_ _1" />nts.<span class="_ _1" /> </span></div><div class="t m0 x54 h2 y639 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Updating <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1c"> </span>Board <span class="_ _1c"> </span>of <span class="_ _1c"> </span>Dir<span class="_ _1" />ectors <span class="_ _1c"> </span>about <span class="_ _1c"> </span>the <span class="_ _1c"> </span>revi<span class="_ _1" />ew <span class="_ _1c"> </span>of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>annu<span class="_ _1" />al <span class="_ _1c" />separate <span class="_ _1c"> </span>and <span class="_ _23"> </span>consolidated <span class="_ _1c"> </span>financial<span class="_ _1" /> </span></div><div class="t m0 x36 h2 y63a ff1 fs0 fc0 sc0 ls0 ws0">statements of 2020 as w<span class="_ _1" />ell as the interim se<span class="_ _1" />parate and c<span class="_ _1" />onsolidated financial stat<span class="_ _1" />ements of 2<span class="_ _13" />021. </div><div class="t m0 x54 h2 y63b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Making <span class="_ _13" />propos<span class="_ _1" />als <span class="_ _13" />following <span class="_ _13" />the <span class="_ _13" />rel<span class="_ _1" />ative <span class="_ _13" />evaluation <span class="_ _13" />to <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _13" />Directors <span class="_ _13" />rega<span class="_ _1" />rding <span class="_ _13" />the <span class="_ _13" />collaboration<span class="_ _1" /> </span></div><div class="t m0 x36 h2 y63c ff1 fs0 fc0 sc0 ls0 ws0">with the auditing firm "Gr<span class="_ _1" />ant Thornton SA" for <span class="_ _1" />mandatory<span class="_ _1" /> audit of the financial statemen<span class="_ _1" />ts of 2021.<span class="_ _13" /> </div><div class="t m0 x54 h2 y63d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Making <span class="_ _1c"> </span>reco<span class="_ _1" />mmendations <span class="_ _1c"> </span>to <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1c"> </span>Board <span class="_ _1c"> </span>of <span class="_ _1c"> </span>Dir<span class="_ _1" />ecto<span class="_ _1" />rs <span class="_ _1c"> </span>regarding<span class="_ _1" /> <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1c"> </span>approval<span class="_ _1" /> <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1c"> </span>the <span class="_ _1c" />revised <span class="_ _1c"> </span>Opera<span class="_ _1" />ting </span></div><div class="t m0 x36 h2 y63e ff1 fs0 fc0 sc0 ls0 ws0">Regulations of the<span class="_ _1" /> Audit Committee an<span class="_ _1" />d the Internal<span class="_ _1" /> Audit Department<span class="_ _1" /> in accordance wi<span class="_ _1" />th t<span class="_ _1" />he prov<span class="_ _1" />isions<span class="_ _1" /> </div><div class="t m0 x36 h2 y63f ff1 fs0 fc0 sc0 ls0 ws0">of Law4706 / 2020<span class="_ _1" /> </div><div class="t m0 x54 h2 y640 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Reviewing <span class="_ _1c"> </span>the <span class="_ _1c"> </span>independen<span class="_ _1" />ce <span class="_ _1b" />of <span class="_ _1c"> </span>Certified<span class="_ _1" /> <span class="_ _1b" />Auditors<span class="_ _13" />-Accountants, <span class="_ _1c"> </span>in <span class="_ _1b" />terms <span class="_ _1c"> </span>of<span class="_ _1" /> <span class="_ _1b" /> <span class="_ _1c"> </span>ad<span class="_ _1" />equacy <span class="_ _1b" />of <span class="_ _1c"> </span>services<span class="_ _1" /> <span class="_ _1b" />in<span class="_ _1" /> </span></div><div class="t m0 x36 h2 y641 ff1 fs0 fc0 sc0 ls0 ws0">addition to the statutory<span class="_ _1" /> audit. </div><div class="t m0 x14 h2 y642 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />partic<span class="_ _1" />ular, <span class="_ _13" />the <span class="_ _13" />Audit <span class="_ _13" />Committee, <span class="_ _13" />after <span class="_ _13" />evaluation <span class="_ _13" />and <span class="_ _1" />t<span class="_ _1" />aking <span class="_ _13" />into <span class="_ _13" />account <span class="_ _13" />the <span class="_ _13" />provisions <span class="_ _13" />of <span class="_ _1" />L<span class="_ _1" />aw <span class="_ _13" />4449/2017 </div><div class="t m0 x14 h2 y643 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1" />in <span class="_ _1" />particu<span class="_ _1" />lar <span class="_ _1" />Article <span class="_ _1" />4<span class="_ _1" />4 <span class="_ _1" />and <span class="_ _1" />R<span class="_ _1" />egulation <span class="_ _1" />(EU) <span class="_ _13" />No. <span class="_ _1" />5<span class="_ _1" />37/2014, <span class="_ _1" />Article <span class="_ _13" />5, <span class="_ _1" />agreed <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />assign<span class="_ _13" /> <span class="_ _1" />non-<span class="_ _1" />audit <span class="_ _1" />services </div><div class="t m0 x14 h2 y644 ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _b" />a<span class="_ _1" />uditing <span class="_ _3" />firm <span class="_ _3" />"Grant Tho<span class="_ _3" />rnton SA" <span class="_ _b" />wh<span class="_ _1" />ich <span class="_ _b" />h<span class="_ _1" />as <span class="_ _3" />undertaken the <span class="_ _b" />statutory<span class="_ _1" /> <span class="_ _b" />a<span class="_ _1" />udit <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />financial <span class="_ _3" />statements of <span class="_ _b" />th<span class="_ _1" />e </div><div class="t m0 x14 h2 y645 ff1 fs0 fc0 sc0 ls0 ws0">year, taking into acc<span class="_ _1" />ount retaining object<span class="_ _1" />ivity and independ<span class="_ _1" />ence of the statutor<span class="_ _13" />y auditor or th<span class="_ _1" />e auditing firm.<span class="_ _1" /> </div><div class="t m0 x14 h2 y646 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y647 ff2 fs0 fc0 sc0 ls0 ws0">COMPOSITION AND<span class="_ _1" /> OPERATION O<span class="_ _1" />F THE REMUN<span class="_ _1" />ERATION &amp; NOMINAT<span class="_ _1" />ION COMMITT<span class="_ _1" />EE<span class="_ _1" /> </div><div class="t m0 x14 hb y648 ff6 fs0 fc0 sc0 ls0 ws0">The Remuneration &amp; Nomination Committee main objective is to assist the Company’s Board of Directors  a) in </div><div class="t m0 x14 h2 y649 ff1 fs0 fc0 sc0 ls0 ws0">matters of <span class="_ _3" />staffing of the BoD and the <span class="_ _3" />top executives of the <span class="_ _3" />Company based on t<span class="_ _1" />he current legislation, and b) in </div><div class="t m0 x14 h2 y64a ff1 fs0 fc0 sc0 ls0 ws0">the implementation <span class="_ _1" />of the approved Remunera<span class="_ _1" />tion Polic<span class="_ _1" />y. </div><div class="t m0 x14 hb y64b ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Remunerati<span class="_ _1" />on <span class="_ _13" />&amp; <span class="_ _13" />Nomi<span class="_ _1" />nation <span class="_ _13" />Committe<span class="_ _1" />e <span class="_ _13" />("RNC") <span class="_ _3e" />reports <span class="_ _13" />to <span class="_ _13" />the <span class="_ _3e" />Company’s <span class="_ _3e" />BoD. <span class="_ _13" />It <span class="_ _3e" />has <span class="_ _13" />in <span class="_ _13" />p<span class="_ _1" />lace <span class="_ _13" />Rules<span class="_ _1" /> <span class="_ _13" />of </div><div class="t m0 x14 h2 y64c ff1 fs0 fc0 sc0 ls0 ws0">Procedures, <span class="_ _1" /> <span class="_ _1" />updated <span class="_ _1" />in <span class="_ _1" />July <span class="_ _1" />2021 <span class="_ _13" />and  <span class="_ _1" />pos<span class="_ _1" />ted <span class="_ _1" />on <span class="_ _1" />the <span class="_ _13" />Company's<span class="_ _1" /> we<span class="_ _1" />bsite, <span class="_ _1" />analitic<span class="_ _1" />ally des<span class="_ _1" />cribing <span class="_ _1" />the <span class="_ _1" />separat<span class="_ _1" />e </div><div class="t m0 x14 h2 y64d ff1 fs0 fc0 sc0 ls0 ws0">responsibilities of the RNC <span class="_ _1" />and the procedures<span class="_ _1" /> necessary to me<span class="_ _1" />et its objective.<span class="_ _13" /> </div><div class="t m0 x14 h2 y64e ff6 fs0 fc0 sc0 ls0 ws0">More specifically, acc<span class="_ _1" />ording to <span class="_ _1" />its Rules of<span class="_ _1" /> Procedure, the C<span class="_ _1" />ommittee’s ma<span class="_ _1" />in objective in resp<span class="_ _1" />ec<span class="_ _13" /><span class="ff1">t of nominati<span class="_ _1" />ng </span></div><div class="t m0 x14 h2 y64f ff1 fs0 fc0 sc0 ls0 ws0">candidates is:<span class="_ _1" /> </div><div class="t m0 x40 h2 y579 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _16"> </span>Facilitating<span class="_ _1" /> existence of effective a<span class="_ _1" />nd transparent proc<span class="_ _1" />edures under nom<span class="_ _1" />inating potential BoD <span class="_ _1" />members,<span class="_ _13" /> </span></div><div class="t m0 x40 h2 y650 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _16"> </span>Selecting a<span class="_ _1" />nd proposing po<span class="_ _1" />tential BoD members<span class="_ _1" /> to the Board of Direc<span class="_ _1" />tors,<span class="_ _1" /> </span></div><div class="t m0 x40 h2 y32e ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _16"> </span><span class="ff6">Assisting <span class="_ _13" />in <span class="_ _13" />ensurin<span class="_ _1" />g <span class="_ _13" />that <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />c<span class="_ _1" />omposition <span class="_ _13" />and <span class="_ _13" />structure <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Company’s<span class="_ _13" /></span> <span class="_ _13" />BoD <span class="_ _1" /> <span class="_ _3e" />is <span class="_ _13" />in <span class="_ _1" />c<span class="_ _1" />ompliance <span class="_ _13" />with <span class="_ _13" />the </span></div><div class="t m0 x27 h2 y32f ff1 fs0 fc0 sc0 ls0 ws0">size, business character<span class="_ _1" />istics, nature, scop<span class="_ _1" />e and complexity of the C<span class="_ _1" />ompany's operatio<span class="_ _1" />ns.<span class="_ _13" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w1a h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">68</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">With regard to the remu<span class="_ _1" />neration procedure, <span class="_ _1" />the <span class="_ _1" /><span class="ff6">Committee’s m<span class="_ _1" />ain objective is:<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y42c ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _f"> </span>Submitting proposals to the BoD on t<span class="_ _1" />he content of the Re<span class="_ _1" />mu<span class="_ _1" />neration Policy to be<span class="_ _1" /> approved by th<span class="_ _1" />e </span></div><div class="t m0 x37 h2 y4f2 ff1 fs0 fc0 sc0 ls0 ws0">General Meeting, in ac<span class="_ _1" />cordance w<span class="_ _1" />ith Par. 2, Article 110, La<span class="_ _1" />w 4548/2018 and assi<span class="_ _1" />sting the BoD to mon<span class="_ _1" />itor </div><div class="t m0 x37 h2 y4f3 ff1 fs0 fc0 sc0 ls0 ws0">its implementation,<span class="_ _1" /> </div><div class="t m0 x14 h2 y651 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _f"> </span>Submitting proposals to the BoD on re<span class="_ _1" />muneration and <span class="_ _1" />other benefits of th<span class="_ _1" />e BoD members a<span class="_ _1" />nd of<span class="_ _1" /> th<span class="_ _1" />e </span></div><div class="t m0 x37 h2 y652 ff1 fs0 fc0 sc0 ls0 ws0">persons falling within th<span class="_ _1" />e scope of the Remu<span class="_ _1" />neration Policy under <span class="_ _1" />Article 110, Law<span class="_ _1" /> 4548/2018 and </div><div class="t m0 x37 h2 y653 ff1 fs0 fc0 sc0 ls0 ws0">remuneration of the key<span class="_ _1" /> executives, such <span class="_ _1" />as the H<span class="_ _1" />ead of the Int<span class="_ _1" />ernal Audit Unit.<span class="_ _1" /> </div><div class="t m0 x3d h2 y654 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Reviewing the information included <span class="_ _3" />in <span class="_ _3" />the final <span class="_ _3" />draft of <span class="_ _3" />the annual remunerat<span class="_ _1" />ion report, <span class="_ _3" />providing its <span class="_ _3" />opinion </span></div><div class="t m0 x37 h2 y655 ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _1a" />the <span class="_ _1b" />BoD <span class="_ _1a" />before <span class="_ _1b" />the <span class="_ _1a" />rep<span class="_ _1" />ort <span class="_ _1a" />is <span class="_ _1a" />su<span class="_ _1" />bmitted <span class="_ _1a" />t<span class="_ _1" />o <span class="_ _1a" />the <span class="_ _1a" />G<span class="_ _1" />eneral <span class="_ _1a" />M<span class="_ _1" />eeti<span class="_ _1" /><span class="ls2">ng,</span> <span class="_ _1b" />in <span class="_ _1a" />acc<span class="_ _1" />ordance <span class="_ _1a" />wit<span class="_ _1" />h <span class="_ _1a" />Article <span class="_ _1b" />112, <span class="_ _1a" />L<span class="_ _1" />aw </div><div class="t m0 x37 h2 y505 ff1 fs0 fc0 sc0 ls0 ws0">4548/2018. </div><div class="t m0 x14 h2 y656 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Annual <span class="_ _1" />Gen<span class="_ _1" />eral <span class="_ _1" />Me<span class="_ _1" />eting <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />the <span class="_ _13" />Company's<span class="_ _1" /> <span class="_ _1" />share<span class="_ _1" />holders, <span class="_ _1" />h<span class="_ _1" />eld <span class="_ _1" />on<span class="_ _1" /> <span class="_ _1" />27.8.2<span class="_ _1" />020, <span class="_ _13" />approved <span class="_ _13" />the <span class="_ _13" />establishment </div><div class="t m0 x14 h2 y657 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _13" />a <span class="_ _3e" />uni<span class="_ _1" />fied <span class="_ _13" />R<span class="_ _1" />emuneration <span class="_ _3e" />and <span class="_ _3e" />Nom<span class="_ _1" />ination <span class="_ _3e" />Committe<span class="_ _1" />e, <span class="_ _13" />c<span class="_ _1" />onsisting <span class="_ _3e" />of <span class="_ _3e" />non<span class="_ _1" />-execu<span class="_ _1" />tive <span class="_ _3e" />members<span class="_ _1" /> <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _1a" />Board <span class="_ _3e" />of </div><div class="t m0 x14 h2 y658 ff1 fs0 fc0 sc0 ls0 ws0">Directors, <span class="_ _23"> </span>who <span class="_ _1c"> </span>in <span class="_ _23"> </span>their <span class="_ _23"> </span>majority <span class="_ _23"> </span>are <span class="_ _1c"> </span>i<span class="_ _1" />ndependent. <span class="_ _23"> </span>The <span class="_ _1c"> </span>me<span class="_ _1" />mbers <span class="_ _23"> </span>of <span class="_ _1c"> </span>RNC <span class="_ _23"> </span>were <span class="_ _23"> </span>appointed <span class="_ _23"> </span>by <span class="_ _23"> </span>the <span class="_ _1c"> </span>BoD. <span class="_ _23"> </span>The </div><div class="t m0 x14 h2 y659 ff1 fs0 fc0 sc0 ls0 ws0">Chairman of <span class="_ _b" />the <span class="_ _3" />RNC i<span class="_ _3" />s <span class="_ _3" />elected <span class="_ _3" />at <span class="_ _3" />the <span class="_ _b" />f<span class="_ _1" />irst, <span class="_ _3" />after <span class="_ _3" />its appointment, <span class="_ _3" />meeting <span class="_ _3" />by <span class="_ _3" />its <span class="_ _b" />m<span class="_ _1" />embers and <span class="_ _b" />is <span class="_ _3" />an <span class="_ _3" />independent </div><div class="t m0 x14 h2 y65a ff1 fs0 fc0 sc0 ls2 ws0">non<span class="ls0">-executive m<span class="_ _1" />ember of the BoD. The term <span class="_ _1" />of the RNC is three y<span class="_ _1" />ears, proportional to the term <span class="_ _1" />of the Board of </span></div><div class="t m0 x14 h2 y65b ff1 fs0 fc0 sc0 ls0 ws0">Directors, and is automat<span class="_ _1" />ically extend<span class="_ _1" />ed until the <span class="_ _1" />first Regu<span class="_ _1" />lar General Meeting.<span class="_ _1" /> </div><div class="t m0 x14 h2 y65c ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />its present <span class="_ _3" />composition, the <span class="_ _3" />Committee was <span class="_ _3" />establis<span class="_ _1" />hed <span class="_ _3" />at the <span class="_ _b" />me<span class="_ _1" />eting of <span class="_ _b" />the<span class="_ _1" /> Board <span class="_ _b" />of Directors of <span class="_ _3" />24.6.2021 </div><div class="t m0 x14 h2 y65d ff1 fs0 fc0 sc0 ls0 ws0">after the e<span class="_ _1" />lection of <span class="_ _1" />Mr. <span class="_ _1" />Georgios <span class="_ _1" />Efstratiadis <span class="_ _1" />as a <span class="_ _1" />new member <span class="_ _1" />of th<span class="_ _1" />e RNC <span class="_ _1" />in rep<span class="_ _1" />lacement of<span class="_ _1" /> the <span class="_ _1" />resigned Mr<span class="_ _1" />. </div><div class="t m0 x14 h2 ydd ff1 fs0 fc0 sc0 ls0 ws0">Panagiotis <span class="_ _1" />Throuva<span class="_ _1" />las. <span class="_ _1" />The <span class="_ _1" />RNC <span class="_ _13" />consist<span class="_ _1" />s <span class="_ _1" />of <span class="_ _1" />thre<span class="_ _1" />e <span class="_ _1" />(3) <span class="_ _13" />members, <span class="_ _1" />two <span class="_ _1" />(<span class="_ _1" />2) <span class="_ _1" />independent <span class="_ _1" />n<span class="_ _1" />on<span class="_ _1" />-executive <span class="_ _1" />m<span class="_ _1" />embers </div><div class="t m0 x14 h2 y65e ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1b" />one <span class="_ _1b" />(1) <span class="_ _1c"> </span>non<span class="_ _1" />-executive <span class="_ _1c"> </span>member. <span class="_ _1b" />T<span class="_ _1" />he <span class="_ _1b" />members<span class="_ _1" /> <span class="_ _1b" />of <span class="_ _1c"> </span>the <span class="_ _1b" />RNC <span class="_ _1b" /> <span class="_ _1c"> </span>posses<span class="_ _1" />s <span class="_ _1b" />knowledge, <span class="_ _1c"> </span>experience <span class="_ _1c" />and <span class="_ _1b" />skil<span class="_ _1" />ls </div><div class="t m0 x14 h2 y65f ff1 fs0 fc0 sc0 ls0 ws0">relevant <span class="_ _1a" />to <span class="_ _1a" />an<span class="_ _1" />d <span class="_ _1a" />in <span class="_ _1a" />pro<span class="_ _1" />portion <span class="_ _1a" />w<span class="_ _1" />ith <span class="_ _1a" />the <span class="_ _1a" />nat<span class="_ _1" />ure <span class="_ _1a" />of <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />tasks<span class="_ _1" /> <span class="_ _1a" />they <span class="_ _1a" />are <span class="_ _1a" />re<span class="_ _1" />quired <span class="_ _1a" />to <span class="_ _1b" />perform. <span class="_ _1a" />De<span class="_ _13" />cisions <span class="_ _1b" />are <span class="_ _1a" />ma<span class="_ _1" />de </div><div class="t m0 x14 h2 y660 ff1 fs0 fc0 sc0 ls0 ws0">unanimou<span class="ff6">sly by the C<span class="_ _1" />ommittee’s me<span class="_ _1" />mbers<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y661 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />C<span class="_ _1" />ommittee meets <span class="_ _b" />a<span class="_ _1" />t l<span class="_ _3" />east <span class="_ _3" />once a <span class="_ _b" />year and <span class="_ _b" />extr<span class="_ _1" />aordinarily, whenever <span class="_ _3" />the <span class="_ _3" />Chairman of <span class="_ _b" />the Committee or <span class="_ _b" />any<span class="_ _1" /> </div><div class="t m0 x14 h2 y662 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _13" />its <span class="_ _3e" />members <span class="_ _3e" />deem <span class="_ _3e" />so. <span class="_ _3e" />The <span class="_ _3e" />Chairman <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _13" />RN<span class="_ _1" />C <span class="_ _13" />d<span class="_ _1" />esignates <span class="_ _3e" />and <span class="_ _13" />pr<span class="_ _1" />oposes <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />items <span class="_ _3e" />on <span class="_ _3e" />the <span class="_ _3e" />age<span class="_ _13" />nda. <span class="_ _3e" />The </div><div class="t m0 x14 h2 y663 ff1 fs0 fc0 sc0 ls0 ws0">minutes <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />the <span class="_ _13" />meetin<span class="_ _1" />gs, <span class="_ _1" />in<span class="_ _1" />cluding <span class="_ _13" />the <span class="_ _1" />RNC<span class="_ _1" /> <span class="_ _1" />prop<span class="_ _1" />osals, <span class="_ _13" />are <span class="_ _1" />si<span class="_ _1" />gned <span class="_ _13" />by <span class="_ _1" />its <span class="_ _13" />member<span class="_ _1" />s. <span class="_ _1" />The <span class="_ _13" />members<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />RNC </div><div class="t m0 x14 h2 y664 ff1 fs0 fc0 sc0 ls0 ws0">participate in the meetings either in person or by video conference. The RNC may invite other executives of the </div><div class="t m0 x14 h2 y665 ff1 fs0 fc0 sc0 ls0 ws0">Company, depend<span class="_ _1" />ing on the issue<span class="_ _1" />s to be discuss<span class="_ _1" />ed, and use any o<span class="_ _1" />ther resources it d<span class="_ _1" />eems appropriate t<span class="_ _1" />o fulfill </div><div class="t m0 x14 h2 y4d7 ff1 fs0 fc0 sc0 ls0 ws0">its purpose, including t<span class="_ _1" />he external co<span class="_ _1" />nsultants service<span class="_ _1" />s. </div><div class="t m0 x14 h2 y666 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _3e" />31.<span class="_ _1" />12.2021, <span class="_ _1a" />the <span class="_ _1a" />compos<span class="_ _1" />ition <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1a" />Remun<span class="_ _1" />eration <span class="_ _1a" />&amp; <span class="_ _3e" />N<span class="_ _1" />omination <span class="_ _1a" />Comm<span class="_ _1" />ittee <span class="_ _1a" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />B<span class="_ _1" />oard <span class="_ _1a" />of <span class="_ _3e" />D<span class="_ _1" />irectors, <span class="_ _1a" />is </div><div class="t m0 x14 h2 y667 ff1 fs0 fc0 sc0 ls0 ws0">presented <span class="_ _3e" />in <span class="_ _3e" />the <span class="_ _13" />t<span class="_ _1" />able <span class="_ _13" />be<span class="_ _1" />low. <span class="_ _13" />In <span class="_ _3e" />2021, <span class="_ _3e" />the <span class="_ _3e" />RNC <span class="_ _3e" />he<span class="_ _1" />ld <span class="_ _13" />three <span class="_ _3e" />(3) <span class="_ _3e" />me<span class="_ _1" />etings. <span class="_ _13" />At<span class="_ _1" />tendance <span class="_ _3e" />of <span class="_ _13" />ev<span class="_ _1" />ery <span class="_ _3e" />member <span class="_ _3e" />in <span class="_ _3e" />the </div><div class="t m0 x14 h2 y668 ff1 fs0 fc0 sc0 ls0 ws0">meetings of the RNC dur<span class="_ _1" />ing 2021 is pre<span class="_ _1" />sented <span class="_ _1" />in the following table:<span class="_ _1" /> </div><div class="t m0 x14 h2 y669 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y66a w2c h36"><div class="t m0 x5b h3 y66b ff2 fs0 fc0 sc0 ls0 ws0">NAME/SURNAM<span class="_ _1" />E </div></div><div class="c x63 y66a wa h36"><div class="t m0 x4c h3 y66b ff2 fs0 fc0 sc0 ls0 ws0">POSITION </div></div><div class="c x64 y66a w2d h36"><div class="t m0 x4b h3 y66c ff2 fs0 fc0 sc0 ls0 ws0">PARTICIPATION IN TH<span class="_ _1" />E <span class="lse">RNC</span> </div><div class="t m0 x65 h3 y66d ff2 fs0 fc0 sc0 ls0 ws0">MEETINGS  </div></div><div class="c x11 y66e w2c h37"><div class="t m0 x5b h2b y66f ff1 fs8 fc0 sc0 ls0 ws0">Loukas Papazoglou </div></div><div class="c x63 y66e wa h37"><div class="t m0 x4c h2b y66f ff1 fs8 fc0 sc0 ls0 ws0">Chairman- Independent Non-Executive Member </div></div><div class="c x64 y66e w2d h37"><div class="t m0 x66 h2b y66f ff1 fs8 fc0 sc0 ls0 ws0">3/3 </div></div><div class="c x11 y670 w2c h38"><div class="t m0 x5b h2b y671 ff1 fs8 fc0 sc0 ls0 ws0">Efstratios Chatzigiannis </div></div><div class="c x63 y670 wa h38"><div class="t m0 x4c h2b y671 ff1 fs8 fc0 sc0 ls0 ws0">Independent Non-Executive Member </div></div><div class="c x64 y670 w2d h38"><div class="t m0 x66 h2b y671 ff1 fs8 fc0 sc0 ls0 ws0">3/3 </div></div><div class="c x11 y672 w2c h37"><div class="t m0 x5b h2b y66f ff1 fs8 fc0 sc0 ls0 ws0">Georgios Efstratiadis (*) </div></div><div class="c x63 y672 wa h37"><div class="t m0 x4c h2b y66f ff1 fs8 fc0 sc0 ls0 ws0">Non-Executive Member </div></div><div class="c x64 y672 w2d h37"><div class="t m0 x66 h2b y66f ff1 fs8 fc0 sc0 ls0 ws0">1/3 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h1f y673 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h1f y674 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf45" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc45 w0 h0"><img 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" class="bi xf y32 w2e h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">69</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h34 y675 ff4 fs8 fc0 sc0 ls0 ws0">(*) <span class="_ _3" />Mr. <span class="_ _b" />Georgio<span class="_ _1" />s <span class="_ _3" />Efstratiadis <span class="_ _b" />was<span class="_ _1" /> <span class="_ _3" />elected <span class="_ _b" />member of <span class="_ _b" />the<span class="_ _1" /> <span class="_ _3" />NRC <span class="_ _b" />on 24.6.2021 and <span class="_ _b" />participated <span class="_ _3" />in <span class="_ _3" />the <span class="_ _3" />meeting <span class="_ _3" />of <span class="_ _3" />the <span class="_ _b" />Committee </div><div class="t m0 x14 h34 y676 ff4 fs8 fc0 sc0 ls0 ws0">that took place, after his election. </div><div class="t m0 x14 h34 y677 ff4 fs8 fc0 sc0 ls0 ws0">Mr. <span class="_ _b" />P. Throuvalas <span class="_ _b" />participated <span class="_ _3" />in <span class="_ _3" />1/1 <span class="_ _b" />meeting of <span class="_ _b" />the <span class="_ _3" />NRC, <span class="_ _b" />which<span class="_ _1" /> <span class="_ _3" />took <span class="_ _b" />place <span class="_ _3" />between <span class="_ _3" />01.01.2021 - <span class="_ _b" />22.06.2021, <span class="_ _3" />the <span class="_ _b" />d<span class="_ _1" />ate <span class="_ _b" />when </div><div class="t m0 x14 h2b y42e ff4 fs8 fc0 sc0 ls0 ws0">he submitted his resignation as a membe<span class="_ _1" />r of the BoD and a member of  the NRC.<span class="ff1"> </span></div><div class="t m0 x14 h2 y678 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y679 ff1 fs0 fc0 sc0 ls0 ws0">The Issues Addressed <span class="_ _1" />by the Remunerat<span class="_ _1" />ion &amp; Nomination Co<span class="_ _1" />mmitt<span class="_ _1" />ee in 2021<span class="_ _1" /> </div><div class="t m0 x14 h2 y67a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Remunerat<span class="_ _1" />ion <span class="_ _1" />and <span class="_ _1" />N<span class="_ _1" />omination <span class="_ _13" />Committee <span class="_ _1" />held <span class="_ _13" />three <span class="_ _1" />(3) <span class="_ _13" />meetings <span class="_ _1" />i<span class="_ _1" />n <span class="_ _1" />2021. <span class="_ _13" />The <span class="_ _1" />main <span class="_ _1" />issues <span class="_ _13" />it <span class="_ _1" />addres<span class="_ _1" />sed </div><div class="t m0 x14 h2 y67b ff1 fs0 fc0 sc0 ls0 ws0">in the context of its operat<span class="_ _1" />ions are th<span class="_ _1" />e following:<span class="_ _1" /> </div><div class="t m0 x40 h2 y67c ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Approving the r<span class="_ _1" />evised Rule<span class="_ _1" />s of Procedure.<span class="_ _1" /> </span></div><div class="t m0 x40 h2 y67d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span><span class="ff6">Submitting <span class="_ _1" />prop<span class="_ _1" />osals <span class="_ _1" />to <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />BoD <span class="_ _1" />regarding <span class="_ _1" />the <span class="_ _13" />BoD <span class="_ _1" />members <span class="_ _1" />E<span class="_ _1" />ligibility <span class="_ _1" />Policy <span class="_ _1" /> <span class="_ _1" />as <span class="_ _13" />well as <span class="_ _13" />the <span class="_ _1" />Company’<span class="_ _13" /></span><span class="lsb">s </span></span></div><div class="t m0 x3c h2 y67e ff1 fs0 fc0 sc0 ls0 ws0">revised Remunerat<span class="_ _1" />ion Policy.<span class="_ _1" /> </div><div class="t m0 x40 h2 y67f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Submitting <span class="_ _13" />proposa<span class="_ _1" />ls <span class="_ _1" />to <span class="_ _13" />the <span class="_ _13" />BoD <span class="_ _13" />regarding <span class="_ _13" /> <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />e<span class="_ _1" />lection <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />a <span class="_ _13" />new <span class="_ _3e" />i<span class="_ _1" />ndependent <span class="_ _13" />non<span class="_ _1" />-executive <span class="_ _13" />member <span class="_ _13" />of </span></div><div class="t m0 x3c h2 y547 ff1 fs0 fc0 sc0 ls0 ws0">the BoD in replaceme<span class="_ _1" />nt of the resigne<span class="_ _1" />d member.<span class="_ _1" /> </div><div class="t m0 x40 h2 y680 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Submitting <span class="_ _13" />pro<span class="_ _1" />posals <span class="_ _13" />regarding <span class="_ _13" />the <span class="_ _13" />adva<span class="_ _1" />nce <span class="_ _13" />payment <span class="_ _13" />of <span class="_ _13" />fees <span class="_ _13" />to <span class="_ _13" />non<span class="_ _1" />-exec<span class="_ _1" />utive <span class="_ _13" />members <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of </span></div><div class="t m0 x3c h2 y681 ff1 fs0 fc0 sc0 ls0 ws0">Directors until the next R<span class="_ _1" />egular Genera<span class="_ _1" />l Meeting, accor<span class="_ _1" />ding to Article 10<span class="_ _1" />9 o<span class="_ _1" />f Law 4548/20<span class="_ _1" />18. </div><div class="t m0 x40 h2 y46d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Submitting <span class="_ _1a" />proposals <span class="_ _3e" />to <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />BoD <span class="_ _3e" />regarding <span class="_ _1a" /> <span class="_ _3e" /> <span class="_ _3e" />the <span class="_ _3e" />variable <span class="_ _3e" />remun<span class="_ _1" />eration <span class="_ _3e" />of <span class="_ _3e" />exec<span class="_ _1" />utive <span class="_ _3e" />members <span class="_ _3e" />of<span class="_ _1" /> <span class="_ _13" /> <span class="_ _3e" />Att<span class="_ _1" />ica </span></div><div class="t m0 x3c h2 y46e ff1 fs0 fc0 sc0 ls0 ws0">Holdings BoD and its<span class="_ _1" /> subsidiaries, in accorda<span class="_ _1" />nce with the effective<span class="_ _1" /> Remuneration <span class="_ _1" />Policy.<span class="_ _1" /> </div><div class="t m0 x3d h2 y682 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Replacem<span class="_ _1" />ent of a resigned mem<span class="_ _1" />ber and re-<span class="_ _1" />composiiton of t<span class="_ _1" />he RNC. </span></div><div class="t m0 x37 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y51 ff2 fs0 fc0 sc0 ls0 ws0">COMPOSITION AND<span class="_ _1" /> OPE<span class="_ _1" />RATION OF THE RISK<span class="_ _1" /> COMMITTEE<span class="_ _1" /> </div><div class="t m0 x14 hb y684 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Risk <span class="_ _13" />Managem<span class="_ _1" />ent <span class="_ _13" />Committee <span class="_ _13" />main <span class="_ _3e" />objective <span class="_ _13" />is <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />assist <span class="_ _13" />the <span class="_ _13" />C<span class="_ _1" />ompany’s <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _13" />D<span class="_ _1" />irectors <span class="_ _13" />in <span class="_ _13" />matters<span class="_ _1" /> <span class="_ _13" />of </div><div class="t m0 x14 h2 y685 ff1 fs0 fc0 sc0 ls0 ws0">risk <span class="_ _23"> </span>management <span class="_ _1c"> </span>as <span class="_ _23"> </span>well <span class="_ _23"> </span>as <span class="_ _1c"> </span>in <span class="_ _23"> </span>implementation <span class="_ _23"> </span>s<span class="_ _1" />upervision <span class="_ _23"> </span>of <span class="_ _1c"> </span>the <span class="_ _23"> </span>approved <span class="_ _23"> </span>Ris<span class="_ _1" />k <span class="_ _23"> </span>Management <span class="_ _1c"> </span>P<span class="_ _1" />olicy <span class="_ _23"> </span>and </div><div class="t m0 x14 h2 y686 ff1 fs0 fc0 sc0 ls0 ws0">Procedure.<span class="_ _1" /> </div><div class="t m0 x14 h2 y687 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Committee <span class="_ _13" />has <span class="_ _13" />been <span class="_ _1" />e<span class="_ _1" />stablished <span class="_ _13" />by <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _13" />Directors <span class="_ _13" />in <span class="_ _13" />order <span class="_ _13" />to <span class="_ _13" />assist <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _13" />of <span class="_ _13" />Directors <span class="_ _13" />in <span class="_ _13" />its </div><div class="t m0 x14 h2 y688 ff1 fs0 fc0 sc0 ls0 ws0">supervisory <span class="_ _13" />function <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />independent <span class="_ _1" />rev<span class="_ _1" />iew, <span class="_ _1" />appro<span class="_ _1" />val <span class="_ _1" />and <span class="_ _1" />m<span class="_ _1" />onitoring <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />effectiveness <span class="_ _13" />and <span class="_ _1" />effic<span class="_ _1" />iency <span class="_ _1" />of </div><div class="t m0 x14 h2 y55a ff1 fs0 fc0 sc0 ls5 ws0">ri<span class="ls0">sk <span class="_ _1a" />managem<span class="_ _1" />ent. <span class="_ _1a" />It <span class="_ _1b" />has <span class="_ _1b" />Operating <span class="_ _1b" />Regulations, <span class="_ _1b" />which <span class="_ _1b" />was <span class="_ _1b" />issued <span class="_ _1a" />in <span class="_ _1b" />2021, <span class="_ _1b" />is <span class="_ _1b" />published <span class="_ _1b" />on <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />C<span class="_ _1" />ompany's </span></div><div class="t m0 x14 h2 y689 ff1 fs0 fc0 sc0 ls0 ws0">website and desc<span class="_ _1" />ribes in detail its individua<span class="_ _1" />l responsibilities<span class="_ _1" /> and procedures for f<span class="_ _1" />ulfilling its purpose.<span class="_ _13" /> </div><div class="t m0 x14 h2 y68a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />comp<span class="_ _1" />osition <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />R<span class="_ _1" />isk <span class="_ _1" />Manageme<span class="_ _1" />nt <span class="_ _1" />Co<span class="_ _1" />mmittee<span class="_ _1" /> <span class="_ _1" />on <span class="_ _13" />31.12.2021 <span class="_ _13" />consists <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />members <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />Board <span class="_ _13" />of </div><div class="t m0 x14 h2 y68b ff1 fs0 fc0 sc0 ls0 ws0">Directors, as presente<span class="_ _1" />d in the table below<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x14 h2 y68c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y1e2 w2f h39"><div class="t m0 x5b h3 y68d ff2 fs0 fc0 sc0 ls0 ws0">NAME/SURNAM<span class="_ _1" />E </div></div><div class="c x3 y1e2 w30 h39"><div class="t m0 x4c h3 y68d ff2 fs0 fc0 sc0 ls0 ws0">POSITION </div></div><div class="c x11 y68e w2f h3a"><div class="t m0 x5b h2b y68f ff1 fs8 fc0 sc0 ls0 ws0">Loukas Papazoglou </div></div><div class="c x3 y68e w30 h3a"><div class="t m0 x4c h2b y68f ff1 fs8 fc0 sc0 ls0 ws0">Chairman- Independent Non-Executive Member </div></div><div class="c x11 y690 w2f h3b"><div class="t m0 x5b h2b yed ff1 fs8 fc0 sc0 ls0 ws0">Kyriakos Magiras </div></div><div class="c x3 y690 w30 h3b"><div class="t m0 x4c h2 y671 ff1 fs0 fc0 sc0 ls0 ws0">Executive Member<span class="fs8"> (<span class="_ _1" />Chairmen of BoD<span class="ls21">.)</span> </span></div></div><div class="c x11 y691 w2f h3c"><div class="t m0 x5b h2b y692 ff1 fs8 fc0 sc0 ls1f ws0">Sp<span class="ls0">yridon Paschalis </span></div></div><div class="c x3 y691 w30 h3c"><div class="t m0 x4c h2 y693 ff1 fs0 fc0 sc0 ls0 ws0">Executive Member<span class="fs8"> (<span class="_ _1" />Chief Executive Officer &amp; Deputy Chairman<span class="_ _1" />) </span></div></div></div><div class="pi" /></div>
<div id="pf46" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc46 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">70</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls0 ws0">EVALUATION OF THE<span class="_ _1" /> BOARD OF DIR<span class="_ _1" />ECTORS <span class="_ _1" />AND ITS CO<span class="_ _1" />MMITTEES<span class="_ _1" /> </div><div class="t m0 x14 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />the <span class="_ _3" />context of <span class="_ _b" />im<span class="_ _1" />plementing the <span class="_ _b" />prov<span class="_ _1" />isions of <span class="_ _b" />Law 4706 <span class="_ _3" />/ 20<span class="_ _3" />20 and <span class="_ _b" />the Greek Code <span class="_ _b" />of Corporate Governance </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">applied <span class="_ _1" />by <span class="_ _13" />the <span class="_ _1" />Co<span class="_ _1" />mpany <span class="_ _1" />regardi<span class="_ _1" />ng <span class="_ _1" />the <span class="_ _1" />eval<span class="_ _1" />uation <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Board <span class="_ _13" />of <span class="_ _1" />Directors <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />its<span class="_ _1" /> <span class="_ _1" />Committees, <span class="_ _1" />a<span class="_ _1" />t <span class="_ _1" />its <span class="_ _1" />meeti<span class="_ _1" />ng </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">held <span class="_ _1c"> </span>on <span class="_ _1c"> </span>24.<span class="_ _1" />2.2022, <span class="_ _1c"> </span>the <span class="_ _23"> </span>BoD <span class="_ _1c"> </span>approved <span class="_ _23"> </span>the <span class="_ _1c"> </span>methodo<span class="_ _1" />logy <span class="_ _1c"> </span>of <span class="_ _23"> </span>its <span class="_ _1c"> </span>collective <span class="_ _1c"> </span>as<span class="_ _1" />sessment, <span class="_ _1c"> </span>as<span class="_ _1" /> <span class="_ _1c"> </span>well <span class="_ _1c"> </span>as <span class="_ _23"> </span>its <span class="_ _1c"> </span>legally </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">mandatory Committe<span class="_ _1" />es. </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">The Board of <span class="_ _b" />D<span class="_ _1" />irectors carried out its annual evaluation for 2021 in l<span class="_ _3" />ine with the evaluation of <span class="_ _b" />  Audit Committe<span class="_ _1" />e </div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1b" />Remuneration <span class="_ _1b" />and<span class="_ _1" /> <span class="_ _1b" />Nomination <span class="_ _1b" />Committee<span class="_ _1" /> <span class="_ _1b" />and <span class="_ _1b" />discus<span class="_ _1" />sed <span class="_ _1b" />the <span class="_ _1a" />r<span class="_ _1" />esults <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1b" />evaluatio<span class="_ _1" />n <span class="_ _1b" />at <span class="_ _1a" />a <span class="_ _1b" />speci<span class="_ _1" />al </div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0">meeting. <span class="_ _23"> </span>Also, <span class="_ _24"> </span>during <span class="_ _23"> </span>the <span class="_ _24"> </span>evaluation <span class="_ _24"> </span>of <span class="_ _23"> </span>the <span class="_ _24"> </span>Board <span class="_ _23"> </span>of <span class="_ _24"> </span>Directors, <span class="_ _23"> </span>thr<span class="_ _1" />ough <span class="_ _23"> </span>r<span class="_ _13" />elevant <span class="_ _23"> </span>questio<span class="_ _1" />nnaires, <span class="_ _23"> </span>a <span class="_ _23"> </span>qu<span class="_ _1" />ality </div><div class="t m0 x14 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">evaluation <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />the <span class="_ _13" />Chairman<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />B<span class="_ _1" />oard <span class="_ _13" />of <span class="_ _1" />Directors<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />the <span class="_ _13" />CEO <span class="_ _13" />was <span class="_ _1" />carr<span class="_ _1" />ied <span class="_ _1" />ou<span class="_ _1" />t. <span class="_ _1" />The <span class="_ _13" />evaluation <span class="_ _13" />procedure<span class="_ _1" /> </div><div class="t m0 x14 h2 y359 ff1 fs0 fc0 sc0 ls0 ws0">was facilitated by a qua<span class="_ _1" />lified external cons<span class="_ _1" />ultant (Deloitte).<span class="_ _13" /> </div><div class="t m0 x14 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>implemen<span class="_ _1" />ted <span class="_ _23"> </span>evalua<span class="_ _1" />tion <span class="_ _23"> </span>procedure<span class="_ _1" /> <span class="_ _23"> </span>included<span class="_ _1" /> <span class="_ _24"> </span>integration<span class="_ _1" /> <span class="_ _23"> </span>of <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>main <span class="_ _23"> </span>r<span class="_ _1" />elevant <span class="_ _23"> </span>re<span class="_ _1" />gulatory <span class="_ _23"> </span>r<span class="_ _1" />equirements, </div><div class="t m0 x14 h2 y309 ff1 fs0 fc0 sc0 ls0 ws0">recognition <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _23"> </span>prioritie<span class="_ _1" />s <span class="_ _23"> </span>of <span class="_ _1c"> </span>the <span class="_ _24"> </span>Board <span class="_ _23"> </span>of <span class="_ _23"> </span>Directors <span class="_ _23"> </span>and <span class="_ _23"> </span>its <span class="_ _23"> </span>Committees <span class="_ _23"> </span>and<span class="_ _1" /> <span class="_ _23"> </span>creation <span class="_ _23"> </span>and <span class="_ _23"> </span>completion <span class="_ _23"> </span>of </div><div class="t m0 x14 h2 y30a ff1 fs0 fc0 sc0 ls0 ws0">structured quality ques<span class="_ _1" />tionnaires.<span class="_ _1" /> </div><div class="t m0 x14 h2 y30b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">The Board of Directors<span class="_ _1" /> </div><div class="t m0 x14 h2 y30c ff1 fs0 fc0 sc0 ls0 ws0">The evaluation of the Board of <span class="_ _b" />D<span class="_ _1" />irector<span class="_ _1" />s included the examination of its effectiveness in relation to <span class="_ _3" />the following </div><div class="t m0 x14 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0">key <span class="_ _23"> </span>Pillars: <span class="_ _24"> </span>Strategy, <span class="_ _23"> </span>Oper<span class="_ _1" />ation, <span class="_ _23"> </span>Risk <span class="_ _24"> </span>Management <span class="_ _23"> </span>a<span class="_ _1" />nd <span class="_ _23"> </span>Internal <span class="_ _23"> </span>C<span class="_ _1" />ontrol <span class="_ _23"> </span>Syste<span class="_ _1" />m, <span class="_ _23"> </span>Leadership <span class="_ _24"> </span>and <span class="_ _23"> </span>Cu<span class="_ _1" />lture, </div><div class="t m0 x14 h2 y2d9 ff1 fs0 fc0 sc0 ls0 ws0">Supervision, Interna<span class="_ _1" />l and External Com<span class="_ _1" />munication, Pe<span class="_ _1" />r<span class="_ _1" />formance Evaluat<span class="_ _1" />ion and <span class="_ _1" />Talent. </div><div class="t m0 x14 h2 y337 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />objective was to <span class="_ _3" />evaluate the <span class="_ _b" />c<span class="_ _1" />ollective effectiveness of <span class="_ _3" />the Board <span class="_ _3" />of <span class="_ _3" />Directors<span class="_ _1" />, and <span class="_ _b" />to<span class="_ _1" /> <span class="_ _3" />identify opportunities </div><div class="t m0 x14 h2 y338 ff1 fs0 fc0 sc0 ls0 ws0">for improvement to furt<span class="_ _1" />her strengthen them.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c4 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />March <span class="_ _13" />2022, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />results <span class="_ _13" />of <span class="_ _13" />the <span class="_ _1" />evaluatio<span class="_ _1" />n <span class="_ _1" />were <span class="_ _13" />submitted <span class="_ _13" />to <span class="_ _1" />the <span class="_ _3e" />Remun<span class="_ _1" />eration <span class="_ _13" />and <span class="_ _1" />Nomination <span class="_ _13" />Committee,<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c5 ff1 fs0 fc0 sc0 ls0 ws0">as well as to the B<span class="_ _1" />oard of Directors.<span class="_ _1" /> </div><div class="t m0 x14 h2 y694 ff1 fs0 fc0 sc0 ls0 ws0">Audit Committee <span class="_ _1" /> </div><div class="t m0 x14 h2 y2bc ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>Audit <span class="_ _23"> </span>Committee's <span class="_ _24"> </span>evaluation <span class="_ _23"> </span>included <span class="_ _23"> </span>the<span class="_ _1" /> <span class="_ _23"> </span>examination <span class="_ _23"> </span>of <span class="_ _23"> </span>its <span class="_ _23"> </span>effectiv<span class="_ _1" />eness <span class="_ _23"> </span>in <span class="_ _23"> </span>terms <span class="_ _23"> </span>of <span class="_ _23"> </span>meetings <span class="_ _23"> </span>a<span class="_ _1" />nd </div><div class="t m0 x14 h2 y333 ff1 fs0 fc0 sc0 ls0 ws0">procedures <span class="_ _1" />followe<span class="_ _1" />d, <span class="_ _1" />the <span class="_ _1" />effec<span class="_ _1" />tiveness <span class="_ _1" />of <span class="_ _1" />its <span class="_ _1" />Cha<span class="_ _1" />irman, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />skills <span class="_ _1" />of <span class="_ _13" />its <span class="_ _1" />members <span class="_ _1" />a<span class="_ _1" />s <span class="_ _1" />well <span class="_ _1" />as <span class="_ _1" />the <span class="_ _13" />examination <span class="_ _1" />of </div><div class="t m0 x14 h2 y334 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1" />d<span class="_ _1" />egree <span class="_ _13" />of <span class="_ _13" />fulfilment <span class="_ _13" />of <span class="_ _13" />its <span class="_ _13" />responsib<span class="_ _1" />ilities <span class="_ _13" />regarding: <span class="_ _13" />a) <span class="_ _13" />the <span class="_ _13" />Internal <span class="_ _13" />Control <span class="_ _13" />Sys<span class="_ _1" />tem, <span class="_ _1" />b) <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Internal <span class="_ _13" />Control<span class="_ _1" /> </div><div class="t m0 x14 h2 y2c9 ff1 fs0 fc0 sc0 ls0 ws0">Unit, c) monitoring the <span class="_ _1" />financial reporting proc<span class="_ _1" />edure and the au<span class="_ _1" />dit of financial state<span class="_ _13" />ments. </div><div class="t m0 x14 h2 y2b5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />obj<span class="_ _1" />ective <span class="_ _3" />was <span class="_ _3" />to <span class="_ _3" />assess the<span class="_ _3" /> <span class="_ _3" />Committee's collective <span class="_ _b" />effective<span class="_ _1" />ness <span class="_ _3" />and <span class="_ _3" />identify <span class="_ _3" />opportunities for <span class="_ _b" />improv<span class="_ _1" />ement </div><div class="t m0 x14 h2 y313 ff1 fs0 fc0 sc0 ls1 ws0">to f<span class="ls0">urther strengt<span class="_ _1" />hen it. </span></div><div class="t m0 x14 h2 y2b8 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />March <span class="_ _1" />202<span class="_ _1" />2 <span class="_ _1" />the <span class="_ _1" />results <span class="_ _13" />of <span class="_ _1" />the <span class="_ _1" />evaluat<span class="_ _1" />ion <span class="_ _1" />were <span class="_ _1" />su<span class="_ _1" />bmitted <span class="_ _1" />to <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />Audit <span class="_ _1" />Co<span class="_ _1" />mmittee, <span class="_ _1" />as <span class="_ _1" />w<span class="_ _1" />el<span class="_ _13" />l <span class="_ _1" />as <span class="_ _1" />to <span class="_ _13" />the <span class="_ _1" />Board <span class="_ _13" />of </div><div class="t m0 x14 h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0">Directors.<span class="_ _1" /> </div><div class="t m0 x14 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0">Remuneration an<span class="_ _1" />d Nomination Commit<span class="_ _1" />tee </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">71</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Ev<span class="_ _1" />aluation <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />Remunerat<span class="_ _1" />ion <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />Nom<span class="_ _1" />ination <span class="_ _13" />Committee <span class="_ _13" />included <span class="_ _13" />the <span class="_ _1" />ex<span class="_ _1" />amination <span class="_ _13" />of <span class="_ _13" />its <span class="_ _1" />effective<span class="_ _1" />ness </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _13" />terms <span class="_ _13" />of <span class="_ _13" />mee<span class="_ _1" />tings <span class="_ _13" />and <span class="_ _13" />proc<span class="_ _1" />edures <span class="_ _13" />followed, <span class="_ _13" />the <span class="_ _13" />ef<span class="_ _1" />fectiveness <span class="_ _13" />of <span class="_ _3e" />its <span class="_ _13" />Chairman,<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />skills <span class="_ _13" />of <span class="_ _13" />its <span class="_ _13" />me<span class="_ _3e" />mbers <span class="_ _13" />a<span class="_ _1" />s </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">well as the examination of the degree of fulfilment of its responsibilities regardin<span class="_ _1" />g: a) the Eligibility Policy, b) the </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">Remuneration Pol<span class="_ _1" />icy, c) the Annual Remunerat<span class="_ _1" />ion Report.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />obj<span class="_ _1" />ective <span class="_ _3" />was <span class="_ _3" />to <span class="_ _3" />assess the<span class="_ _3" /> <span class="_ _3" />Committee's collective <span class="_ _b" />effective<span class="_ _1" />ness <span class="_ _3" />a<span class="_ _1" />nd <span class="_ _3" />identify <span class="_ _3" />opportunities for <span class="_ _b" />impr<span class="_ _1" />ovement </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">to further strengthe<span class="_ _1" />n it. </div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">In March 2<span class="_ _1" />022, the res<span class="_ _1" />ults <span class="_ _1" />of the as<span class="_ _1" />sessment wer<span class="_ _1" />e submitted <span class="_ _1" />to th<span class="_ _1" />e Remunerati<span class="_ _1" />on and <span class="_ _1" />Nomination Co<span class="_ _1" />mmittee </div><div class="t m0 x14 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0">as well as to the B<span class="_ _1" />oard of Directors.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">Chief Executive Officer<span class="_ _1" /> </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">A <span class="_ _1b" />quality <span class="_ _1b" />evaluation <span class="_ _1c"> </span>of <span class="_ _1b" />the <span class="_ _1b" />Chief <span class="_ _1b" />Exec<span class="_ _1" />utive <span class="_ _1b" />Officer <span class="_ _1b" />was<span class="_ _1" /> <span class="_ _1b" />carried <span class="_ _1b" />out <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1b" />co<span class="_ _1" />ntext <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1b" />Board <span class="_ _1b" />of <span class="_ _1b" />D<span class="_ _1" />irectors </div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0">evaluation, through t<span class="_ _1" />he relevant questionna<span class="_ _1" />ires.<span class="_ _1" /> </div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />relevant <span class="_ _1" />evaluat<span class="_ _1" />ion o<span class="_ _1" />f <span class="_ _1" />the <span class="_ _1" />Chief <span class="_ _1" />Execut<span class="_ _1" />ive <span class="_ _1" />Officer <span class="_ _1" />c<span class="_ _1" />overed <span class="_ _1" />key <span class="_ _1" />areas <span class="_ _13" />of <span class="_ _1" />his <span class="_ _1" />responsibility, <span class="_ _1" />with <span class="_ _1" />the <span class="_ _1" />pri<span class="_ _1" />mary </div><div class="t m0 x14 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">objective of eva<span class="_ _1" />luating the degree of <span class="_ _1" />achievement of<span class="_ _1" /> the p<span class="_ _1" />erformance of his dut<span class="_ _1" />ies. </div><div class="t m0 x14 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">The results were discus<span class="_ _1" />sed with the CEO <span class="_ _1" />in person, as well as w<span class="_ _1" />ith the<span class="_ _1" /> Board of<span class="_ _1" /> Directors.<span class="_ _1" /> </div><div class="t m0 x14 h2 y248 ff1 fs0 fc0 sc0 ls0 ws0">Chairman of the <span class="_ _1" />Board of Directors<span class="_ _1" /> </div><div class="t m0 x14 h2 y695 ff1 fs0 fc0 sc0 ls0 ws0">A <span class="_ _13" />quality<span class="_ _1" /> <span class="_ _13" />evaluation <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />Chair<span class="_ _1" />man <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />Board <span class="_ _3e" />of<span class="_ _1" /> <span class="_ _3e" />Directors <span class="_ _3e" />was <span class="_ _3e" />carr<span class="_ _1" />ied <span class="_ _13" />out <span class="_ _3e" />in <span class="_ _3e" />the <span class="_ _13" />c<span class="_ _1" />ontext <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _3e" />Boar<span class="_ _1" />d <span class="_ _13" />of<span class="_ _1" /> </div><div class="t m0 x14 h9 y1d0 ff1 fs0 fc0 sc0 ls0 ws0">Directors<span class="ff7 fs1"> </span>evaluation, <span class="_ _1" />through the releva<span class="_ _1" />nt questionnaire<span class="_ _1" /><span class="lsb">s.</span> </div><div class="t m0 x14 h2 y696 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />relevant <span class="_ _13" />evaluation <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _13" />Chairman <span class="_ _13" />cov<span class="_ _1" />ered <span class="_ _1" />k<span class="_ _1" />ey <span class="_ _13" />areas <span class="_ _13" />of <span class="_ _13" />his <span class="_ _13" />responsi<span class="_ _1" />bility, <span class="_ _13" />with <span class="_ _13" />the <span class="_ _13" />primary <span class="_ _13" />object<span class="_ _1" />ive <span class="_ _13" />of </div><div class="t m0 x14 h2 y697 ff1 fs0 fc0 sc0 ls0 ws0">evaluating the degree of <span class="_ _1" />achievemen<span class="_ _1" />t of the performan<span class="_ _1" />ce of his duties.<span class="_ _1" /> </div><div class="t m0 x14 h2 y698 ff1 fs0 fc0 sc0 ls0 ws0">The results were discus<span class="_ _1" />sed with the Cha<span class="_ _1" />irman in person, as we<span class="_ _1" />ll as with the Board of D<span class="_ _1" />irectors.<span class="_ _13" /> </div><div class="t m0 x14 h2 y200 ff1 fs0 fc0 sc0 ls13 ws0">Ev<span class="ls0">aluation resu<span class="_ _1" />lts </span></div><div class="t m0 x14 h2 y699 ff1 fs0 fc0 sc0 ls0 ws0">Upon completion of the evaluation, the Board of Directors and its Committees <span class="_ _1" />an<span class="_ _1" />alytically discussed the results </div><div class="t m0 x14 h2 y69a ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _3e" />the <span class="_ _1a" />evaluation <span class="_ _1a" />and <span class="_ _3e" />appr<span class="_ _1" />oved <span class="_ _3e" />an <span class="_ _1a" />action <span class="_ _3e" />p<span class="_ _1" />lan <span class="_ _3e" />to <span class="_ _1a" />further <span class="_ _3e" />i<span class="_ _1" />mprove <span class="_ _3e" />its<span class="_ _1" /> <span class="_ _3e" />operation, <span class="_ _1a" />which<span class="_ _1" /> <span class="_ _3e" />implemen<span class="_ _13" />tation <span class="_ _1a" />will <span class="_ _1a" />be </div><div class="t m0 x14 h2 y69b ff1 fs0 fc0 sc0 ls0 ws0">monitored.<span class="_ _1" /> </div><div class="t m0 x14 h2 y69c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />results of <span class="_ _3" />the <span class="_ _3" />assessm<span class="_ _1" />ent <span class="_ _3" />were estimated as <span class="_ _b" />v<span class="_ _1" />ery satisfactory. <span class="_ _3" /> The BoD <span class="_ _3" />members focused on <span class="_ _b" />t<span class="_ _1" />he effective </div><div class="t m0 x14 h2 y69d ff1 fs0 fc0 sc0 ls0 ws0">operation <span class="_ _1" />and<span class="_ _1" /> <span class="_ _1" />composition<span class="_ _1" /> <span class="_ _1" />of <span class="_ _1" />b<span class="_ _1" />oth <span class="_ _1" />the <span class="_ _13" />Board <span class="_ _1" />and<span class="_ _1" /> <span class="_ _1" />its <span class="_ _1" />C<span class="_ _1" />ommittees, <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />well <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />on <span class="_ _13" />the <span class="_ _1" />acknowle<span class="_ _1" />dgement <span class="_ _1" />of <span class="_ _13" />their </div><div class="t m0 x14 h2 y69e ff1 fs0 fc0 sc0 ls0 ws0">positive aspects as fol<span class="_ _1" />lows: </div><div class="t m0 x27 h2 y69f ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _3e" />compos<span class="_ _1" />ition <span class="_ _3e" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />Board <span class="_ _1a" />comprises <span class="_ _1a" />the <span class="_ _3e" />appropri<span class="_ _1" />ate <span class="_ _3e" />level <span class="_ _1a" />of <span class="_ _3e" />diversity <span class="_ _1a" />and <span class="_ _3e" />effec<span class="_ _1" />tively <span class="_ _3e" />utilizes <span class="_ _3e" />t<span class="_ _1" />he </span></div><div class="t m0 x19 h2 y5ae ff1 fs0 fc0 sc0 ls0 ws0">skills of its members<span class="_ _1" />. </div><div class="t m0 x27 h2 y255 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The BoD ensures<span class="_ _1" /> that Management <span class="_ _1" />properly implem<span class="_ _1" />ents the Company's<span class="_ _1" /> strategy.<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y20e ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _23"> </span>Board <span class="_ _1c"> </span>duties <span class="_ _23"> </span>are <span class="_ _1c"> </span>c<span class="_ _1" />learly <span class="_ _23"> </span>defined <span class="_ _1c"> </span>and <span class="_ _23"> </span>executed, <span class="_ _23"> </span>with <span class="_ _1c"> </span>a <span class="_ _23"> </span>clear <span class="_ _1c"> </span>d<span class="_ _1" />istinction <span class="_ _23"> </span>between <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1c"> </span>duti<span class="_ _1" />es <span class="_ _1c"> </span>of<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y6a0 ff1 fs0 fc0 sc0 ls0 ws0">executive and non-<span class="_ _1" />executive me<span class="_ _1" />mbers. </div><div class="t m0 x27 h2 y537 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The BoD reco<span class="_ _1" />gnizes its responsi<span class="_ _1" />bility to maintain a su<span class="_ _1" />itable Interna<span class="_ _1" />l Audit System.<span class="_ _1" /> </span></div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">72</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x27 h2 y42b ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span><span class="ff6">Τhe <span class="_ _1c"> </span>Board <span class="_ _23"> </span>members <span class="_ _1c"> </span>encourage <span class="_ _23"> </span>integrity <span class="_ _1c"> </span>and <span class="_ _1c"> </span>ethica<span class="_ _1" />l <span class="_ _1c"> </span>behavior <span class="_ _23"> </span>and <span class="_ _1b"> </span>l<span class="_ _1" />ead <span class="_ _1c"> </span>by <span class="_ _1c"> </span>examp<span class="_ _1" />le <span class="_ _1c"> </span>acting <span class="_ _1c"> </span>as <span class="_ _23"> </span>role </span></span></div><div class="t m0 x19 h2 y42c ff1 fs0 fc0 sc0 ls0 ws0">models. </div><div class="t m0 x27 h2 y42d ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span><span class="ff6">Τhe <span class="_ _1a" />Chairman<span class="_ _1" /> <span class="_ _3e" />and <span class="_ _1a" />the <span class="_ _1b"> </span>CEO <span class="_ _1a" />cooperate <span class="_ _1a" />effectively <span class="_ _1a" />for <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _3e" />impl<span class="_ _1" />ementation <span class="_ _1a" />of <span class="_ _1a" />criti<span class="_ _1" />cal <span class="_ _3e" />initiat<span class="_ _1" />ives <span class="_ _3e" />f<span class="_ _1" />or <span class="_ _3e" />th<span class="_ _1" />e<span class="_ _13" /></span> </span></div><div class="t m0 x19 h2 y6a1 ff1 fs0 fc0 sc0 ls0 ws0">Company. </div><div class="t m0 x27 h2 y6a2 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The Chairman <span class="_ _1" />of the Board effectively l<span class="_ _1" />eads the Board<span class="_ _1" /> of Directors.<span class="_ _1" /> </span></div><div class="t m0 x27 h2 y6a3 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The CEO un<span class="_ _1" />dertakes responsibilities and succ<span class="_ _1" />essfully performs h<span class="_ _1" />is duties.<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y6a4 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The BoD Comm<span class="_ _1" />ittees fulfill their resp<span class="_ _1" />onsibilities and <span class="_ _1" />are adequately staffed.<span class="_ _13" /> </span></div><div class="t m0 x27 h2 y6a5 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _3e" />Audit <span class="_ _1a" />Committee <span class="_ _3e" />suc<span class="_ _1" />ces<span class="_ _1" />sfully <span class="_ _3e" />monitors<span class="_ _1" /> <span class="_ _3e" />the <span class="_ _3e" />effect<span class="_ _1" />iveness <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _1a" />Internal <span class="_ _1a" />Co<span class="_ _1" />ntrol <span class="_ _3e" />Sys<span class="_ _1" />tem <span class="_ _3e" />and <span class="_ _3e" />the<span class="_ _1" /> </span></div><div class="t m0 x19 h2 y6a6 ff6 fs0 fc0 sc0 ls0 ws0">supervision mainly of t<span class="_ _1" />he Company’s f<span class="_ _1" />inancial risks.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x27 h2 y6a7 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _16"> </span>Audit <span class="_ _16"> </span>Committee <span class="_ _16"> </span>success<span class="_ _1" />fully <span class="_ _16"> </span>monitors <span class="_ _16"> </span>the <span class="_ _16"> </span>financial <span class="_ _16"> </span>reporting <span class="_ _16"> </span>process <span class="_ _16"> </span>and <span class="_ _16"> </span>submits </span></div><div class="t m0 x19 h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">recommendations or pro<span class="_ _1" />posals to ensure <span class="_ _1" />its in<span class="_ _1" />tegrity. </div><div class="t m0 x27 h2 y6a9 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>The <span class="_ _1a" />Remuneration <span class="_ _1a" />Committee <span class="_ _1a" />submits <span class="_ _1a" />propos<span class="_ _1" />als <span class="_ _3e" />to <span class="_ _1a" />the <span class="_ _1a" />Board <span class="_ _1a" />of <span class="_ _1a" />Directors <span class="_ _1a" />regarding <span class="_ _1a" />a) <span class="_ _1a" />the <span class="_ _1a" />variable </span></div><div class="t m0 x19 h2 y6aa ff1 fs0 fc0 sc0 ls0 ws0">remuneration <span class="_ _13" />and <span class="_ _1" />other <span class="_ _13" />benefits<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />me<span class="_ _1" />mbers <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />Board, <span class="_ _13" />as <span class="_ _1" />we<span class="_ _1" />ll <span class="_ _1" />as <span class="_ _13" />the <span class="_ _1" />sen<span class="_ _1" />ior <span class="_ _1" />execut<span class="_ _1" />ives <span class="_ _1" />of <span class="_ _13" />the </div><div class="t m0 x19 h2 y6ab ff1 fs0 fc0 sc0 ls0 ws0">Group, b) the content of <span class="_ _1" />the BoD Su<span class="_ _1" />itability Policy<span class="_ _1" />. </div><div class="t m0 x14 h2 y6ac ff1 fs0 fc0 sc0 ls0 ws0">Noting <span class="_ _1" />the <span class="_ _13" />very <span class="_ _1" />satisf<span class="_ _1" />actory <span class="_ _1" />results <span class="_ _13" />of <span class="_ _1" />the <span class="_ _1" />a<span class="_ _1" />nnual <span class="_ _1" />eva<span class="_ _1" />luation<span class="_ _1" />, <span class="_ _13" />the <span class="_ _1" />BoD <span class="_ _13" />decided <span class="_ _13" />unanimously <span class="_ _13" />for <span class="_ _1" />202<span class="_ _1" />2 <span class="_ _1" />to <span class="_ _1" />f<span class="_ _1" />urther </div><div class="t m0 x14 h2 y6ad ff1 fs0 fc0 sc0 ls0 ws0">focus on iss<span class="_ _1" />ues related <span class="_ _1" />to: a) <span class="_ _1" />monitoring risk<span class="_ _1" />s, especia<span class="_ _1" />lly those <span class="_ _1" />related to <span class="_ _1" />climate <span class="_ _1" />change, b) <span class="_ _1" />strategic direct<span class="_ _1" />ion </div><div class="t m0 x14 h2 y6ae ff1 fs0 fc0 sc0 ls0 ws0">of the Compa<span class="_ _1" />ny and the <span class="_ _1" />Gr<span class="_ _1" />oup, given the <span class="_ _1" />ever-<span class="_ _1" />increasing domest<span class="_ _1" />ic and intern<span class="_ _1" />ational cha<span class="_ _1" />llenges, c) <span class="_ _1" />monitoring </div><div class="t m0 x14 h2 y6af ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _13" />ever-increasi<span class="_ _1" />ng <span class="_ _1" />c<span class="_ _1" />ollective <span class="_ _13" />and <span class="_ _13" />separ<span class="_ _1" />ate <span class="_ _13" />responsibilities <span class="_ _13" />of <span class="_ _13" />its<span class="_ _1" /> <span class="_ _13" />members <span class="_ _13" />and <span class="_ _13" />d)<span class="_ _1" /> <span class="_ _13" />procedure <span class="_ _13" />of <span class="_ _13" />recruitin<span class="_ _1" />g <span class="_ _13" />and </div><div class="t m0 x14 h2 y6b0 ff1 fs0 fc0 sc0 ls2 ws0">pr<span class="ls0">omoting new m<span class="_ _1" />embers of the <span class="_ _1" />BoD. </span></div><div class="t m0 x14 h2 ydf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6b1 ff2 fs0 fc0 sc0 ls2 ws0">6.<span class="ls0">  INFORMATION ABOUT S<span class="_ _1" />ENIOR EXECUTIVES<span class="_ _1" /><span class="ff1"> </span></span></div><div class="t m0 x14 h2 y1fe ff1 fs0 fc0 sc0 ls0 ws0">CVs </div><div class="t m0 x14 h2 y379 ff6 fs0 fc0 sc0 ls0 ws0">CVs of the Group’s se<span class="_ _1" />nior executives in 2021 <span class="_ _1" />are listed below:<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x3d h2 y6b2 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Panagiotis Dika<span class="_ _1" />ios - Chief <span class="_ _1" />Financial Officer<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y6b3 ff1 fs0 fc0 sc0 ls0 ws0">Mr. Panagiotis Dikaios <span class="_ _1" />has 20 years of ex<span class="_ _1" />perience in <span class="_ _1" />shipping f<span class="_ _1" />inance and <span class="_ _1" />investment banking<span class="_ _1" />. </div><div class="t m0 x37 h2 y6b4 ff1 fs0 fc0 sc0 ls0 ws0">He has been empl<span class="_ _1" />oyed in Attica Gr<span class="_ _1" />oup since 2012<span class="_ _1" />. </div><div class="t m0 x37 h2 y6b5 ff1 fs0 fc0 sc0 ls0 ws0">During his <span class="_ _1" />previous <span class="_ _1" />employ<span class="_ _1" />ment Mr.D<span class="_ _1" />ikaios serv<span class="_ _1" />ed for <span class="_ _1" />5 years<span class="_ _13" /> <span class="ls2">at <span class="_ _1" /></span>Investment <span class="_ _1" />Bank<span class="_ _1" /> of Greec<span class="_ _1" />e <span class="_ _1" />as <span class="_ _1" />Shipping </div><div class="t m0 x37 h2 y6b6 ff1 fs0 fc0 sc0 ls0 ws0">Manager, responsi<span class="_ _1" />ble of financin<span class="_ _1" />g and investment ban<span class="_ _1" />king services<span class="_ _1" /> to the maritim<span class="_ _1" />e sector.<span class="_ _1" /> </div><div class="t m0 x37 h2 y6b7 ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _1" /> <span class="_ _1" />Dikaios <span class="_ _1" /> <span class="_ _13" />completed <span class="_ _1" />his<span class="_ _1" /> <span class="_ _1" />maritim<span class="_ _1" />e <span class="_ _1" />studies <span class="_ _13" />at <span class="_ _1" />the <span class="_ _1" />Univers<span class="_ _1" />ity <span class="_ _1" />of <span class="_ _1" />Piraeus <span class="_ _1" />and <span class="_ _13" />then <span class="_ _1" />obta<span class="_ _1" />ined <span class="_ _1" />an <span class="_ _1" />MBA <span class="_ _3e" />from </div><div class="t m0 x37 h2 y6b8 ff1 fs0 fc0 sc0 ls0 ws0">the RSM Rotterdam<span class="_ _1" /> School of Management <span class="_ _1" />in Netherlands.<span class="_ _1" /> </div><div class="t m0 x37 h2 y6b9 ff1 fs0 fc0 sc0 ls0 ws0">He also serves as a m<span class="_ _1" />ember of Board <span class="_ _1" />of Directors in subsid<span class="_ _1" />iaries of Attica Group.<span class="_ _13" /> </div><div class="t m0 x37 h2 y6ba ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x3d h2 y6bb ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>George Anagnost<span class="_ _1" />ou - Chie<span class="_ _1" />f  Operat<span class="_ _1" />ions Officer<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y6bc ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _1" />George <span class="_ _13" />Anagnos<span class="_ _1" />tou <span class="_ _1" />ha<span class="_ _1" />s <span class="_ _1" />31 <span class="_ _13" />years <span class="_ _13" />of <span class="_ _1" />experience <span class="_ _13" />in <span class="_ _13" />coastal <span class="_ _1" />sh<span class="_ _1" />ipping, <span class="_ _1" />as <span class="_ _13" />well <span class="_ _1" />a<span class="_ _1" />s <span class="_ _13" />in <span class="_ _1" />maritime <span class="_ _13" />dry <span class="_ _1" />c<span class="_ _1" />argo </div><div class="t m0 x37 h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">transport. </div><div class="t m0 x37 h2 y170 ff1 fs0 fc0 sc0 ls0 ws0">He has served as an<span class="_ _1" /> executive officer of<span class="_ _1" /> Attica Group for c<span class="_ _1" />umulative 12 years.<span class="_ _13" /> </div></div></div><div class="pi" /></div>
<div id="pf49" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc49 w0 h0"><img 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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">73</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />his <span class="_ _13" />previous <span class="_ _13" />work<span class="_ _1" /> <span class="_ _13" />experience, <span class="_ _13" />he <span class="_ _13" />has <span class="_ _13" />b<span class="_ _1" />een <span class="_ _13" />the <span class="_ _13" />Dir<span class="_ _1" />ect<span class="_ _1" />or <span class="_ _13" />of <span class="_ _13" />New-<span class="_ _1" />Building <span class="_ _13" />Cons<span class="_ _1" />truction <span class="_ _13" />at <span class="_ _13" />Dryships <span class="_ _13" />Inc. </div><div class="t m0 x37 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">Through <span class="_ _b" />th<span class="_ _1" />is <span class="_ _b" />pos<span class="_ _1" />ition, <span class="_ _b" />Mr.<span class="_ _1" /> <span class="_ _b" />Anagnos<span class="_ _1" />tou <span class="_ _b" />d<span class="_ _1" />irected <span class="_ _b" />an<span class="_ _1" />d <span class="_ _b" />wa<span class="_ _1" />s <span class="_ _b" />res<span class="_ _1" />ponsible <span class="_ _b" />for<span class="_ _1" /> <span class="_ _b" />overs<span class="_ _1" />eeing <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />cons<span class="_ _1" />truction <span class="_ _b" />o<span class="_ _1" />f <span class="_ _b" />over<span class="_ _1" />  </div><div class="t m0 x37 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">55 vessels, including t<span class="_ _1" />ankers, bulk carriers, LNGs<span class="_ _1" /> and drilling vessels.<span class="_ _13" /> </div><div class="t m0 x37 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _13" />Anagnostou <span class="_ _13" />hol<span class="_ _1" />ds <span class="_ _13" />a <span class="_ _13" />PhD <span class="_ _13" />as <span class="_ _3e" />Naval <span class="_ _13" />Architect <span class="_ _3e" />&amp; <span class="_ _13" />Marine <span class="_ _13" />Eng<span class="_ _1" />ineer <span class="_ _13" />(PhD <span class="_ _13" />Degre<span class="_ _1" />e) <span class="_ _13" />at <span class="_ _13" />the <span class="_ _13" />Massachus<span class="_ _1" />etts </div><div class="t m0 x37 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">Institute of Technology<span class="_ _1" />, USA.<span class="_ _1" /> </div><div class="t m0 x37 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">He also serves as a m<span class="_ _1" />ember of Board <span class="_ _1" />of Directors in subsid<span class="_ _1" />iaries of Attica Group.<span class="_ _13" /> </div><div class="t m0 x37 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y317 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Dionysis Th<span class="_ _1" />eodoratos <span class="_ _1" /><span class="ff6">–</span> Chief Commercial Off<span class="_ _1" />icer </span></div><div class="t m0 x37 h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">Mr. Dionysis The<span class="_ _1" />odoratos is the Chief Com<span class="_ _1" />mercial Offic<span class="_ _1" />er of Attica Group.<span class="_ _13" /> </div><div class="t m0 x37 h2 yd0 ff1 fs0 fc0 sc0 ls0 ws0">He has <span class="_ _1" />30 <span class="_ _1" />years<span class="_ _1" /> of <span class="_ _1" />experie<span class="_ _1" />nce in <span class="_ _1" />Sales <span class="_ _1" />and <span class="_ _1" />Market<span class="_ _1" />ing. In <span class="_ _1" />1992 <span class="_ _1" />he <span class="_ _1" />served <span class="_ _1" />as <span class="_ _1" />Media <span class="_ _1" />Planning <span class="_ _1" />man<span class="_ _1" />ager at<span class="_ _1" /> </div><div class="t m0 x37 h2 y565 ff1 fs0 fc0 sc0 ls0 ws0">the advertising compa<span class="_ _1" />ny MRS and in 199<span class="_ _1" />5 as the advertisin<span class="_ _1" />g director of Radio Gr<span class="_ _1" />eece FM.<span class="_ _1" /> </div><div class="t m0 x37 h9 y404 ff1 fs0 fc0 sc0 ls0 ws0">In 199<span class="ls2">6,</span><span class="ff7 fs1"> </span>Mr. Theo<span class="_ _1" />doratos work<span class="_ _1" />ed as marketing manag<span class="_ _1" />er at Blue Star Ferr<span class="_ _1" />ies, former Str<span class="_ _1" />intzis Lines.<span class="_ _13" /> </div><div class="t m0 x37 h2 y566 ff1 fs0 fc0 sc0 ls0 ws0">In 2004, he worked as C<span class="_ _1" />ommercial Direc<span class="_ _1" />tor of domestic lines<span class="_ _1" /> at Blue Star Ferries.<span class="_ _13" /> </div><div class="t m0 x37 h2 y567 ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> <span class="_ _3" />20<span class="_ _b" />16<span class="_ _b" /> h<span class="_ _b" />e <span class="_ _b" />wo<span class="_ _3" />r<span class="_ _3" />k<span class="_ _3" />e<span class="_ _3" />d <span class="_ _b" />as<span class="_ _b" /> C<span class="_ _b" />hi<span class="_ _3" />e<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />O<span class="_ _3" />p<span class="_ _3" />e<span class="_ _b" />rat<span class="_ _b" />in<span class="_ _b" />g <span class="_ _b" />Of<span class="_ _3" />f<span class="_ _3" />i<span class="_ _b" />ce<span class="_ _3" />r<span class="_ _3" /> o<span class="_ _b" />f <span class="_ _b" />At<span class="_ _b" />ti<span class="_ _b" />ca<span class="_ _3" /> <span class="_ _b" />Gro<span class="_ _b" />up<span class="_ _b" /> w<span class="_ _3" />h<span class="_ _3" />i<span class="_ _3" />l<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3" />m<span class="_ _3" />a<span class="_ _3" />i<span class="_ _3" />nt<span class="_ _b" />ai<span class="_ _b" />ni<span class="_ _b" />ng<span class="_ _3" /> <span class="_ _b" />the<span class="_ _b" /> p<span class="_ _b" />os<span class="_ _b" />it<span class="_ _3" />i<span class="_ _3" />o<span class="_ _3" />n<span class="_ _b" /> o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />M<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />k<span class="_ _3" />e<span class="_ _3" />ti<span class="_ _b" />ng<span class="_ _b" /> D<span class="_ _b" />ir<span class="_ _3" />e<span class="_ _b" />ct<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" />. </div><div class="t m0 x37 h2 y568 ff1 fs0 fc0 sc0 ls0 ws0">He <span class="_ _1b" />is <span class="_ _1b" />a <span class="_ _1c"> </span>member <span class="_ _1c"> </span>of <span class="_ _1b" />the <span class="_ _1c"> </span>BoD <span class="_ _1b" />of <span class="_ _1c"> </span>the <span class="_ _1b" />Attica <span class="_ _1c"> </span>Group <span class="_ _1b" />sub<span class="_ _1" />sidiaries <span class="_ _1b" />and <span class="_ _1c"> </span>a <span class="_ _1b" />m<span class="_ _1" />ember <span class="_ _1b" />of <span class="_ _1c"> </span>the <span class="_ _1b" />BoD <span class="_ _1c"> </span>of <span class="_ _1b" />the <span class="_ _1c"> </span>Greek </div><div class="t m0 x37 h2 y569 ff1 fs0 fc0 sc0 ls0 ws0">Shipowners Associatio<span class="_ _1" />n for Passeng<span class="_ _1" />er Ships (S.E.E.N<span class="_ _1" />.). </div><div class="t m0 x37 h2 y56a ff1 fs0 fc0 sc0 ls0 ws0">Mr. T<span class="_ _1" />heodoratos was<span class="_ _1" /> aw<span class="_ _1" />arded th<span class="_ _1" />e tiatle <span class="_ _1" />of <span class="_ _1" />an <span class="_ _1" />honorary<span class="_ _1" /> c<span class="_ _1" />itizen of <span class="_ _13" />Symi <span class="_ _1" />and Leros<span class="_ _1" /> <span class="_ _1" />islands <span class="_ _1" />in recogn<span class="_ _1" />ition of<span class="_ _1" />  </div><div class="t m0 x37 h2 y56b ff1 fs0 fc0 sc0 ls0 ws0">his services as the Ch<span class="_ _1" />ief Commerc<span class="_ _1" />ial Officer of Attica Gr<span class="_ _1" />oup.<span class="_ _1" /> </div><div class="t m0 x37 h2 ydc ff1 fs0 fc0 sc0 ls0 ws0">He<span class="_ _3" /> <span class="_ _b" />hol<span class="_ _b" />ds <span class="_ _12" />a <span class="_ _b" />deg<span class="_ _3" />re<span class="_ _b" />e <span class="_ _3" />i<span class="_ _3" />n <span class="_ _b" />ma<span class="_ _b" />rke<span class="_ _3" />ti<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _3" />and<span class="_ _b" /> a<span class="_ _b" />dve<span class="_ _b" />rti<span class="_ _3" />si<span class="_ _b" />ng <span class="_ _b" />at<span class="_ _3" /> <span class="_ _b" />the<span class="_ _b" /> <span class="_ _3" />In<span class="_ _3" />st<span class="_ _3" />i<span class="_ _3" />tut<span class="_ _b" />e <span class="_ _b" />of<span class="_ _3" /> <span class="_ _b" />Tech<span class="_ _b" />nol<span class="_ _3" />o<span class="_ _3" />gi<span class="_ _b" />cal<span class="_ _3" /> <span class="_ _b" />Edu<span class="_ _b" />cat<span class="_ _3" />io<span class="_ _b" />n <span class="_ _b" />(TE<span class="_ _3" />I<span class="_ _3" />) <span class="_ _b" />in<span class="_ _3" /> <span class="_ _b" />The<span class="_ _b" />ssal<span class="_ _b" />oni<span class="_ _b" />ki. </div><div class="t m0 x37 h2 y6bd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y56c ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Panagiotis Pa<span class="_ _1" />padodimas - <span class="_ _1" />Chief Admini<span class="lsb">st</span>rative <span class="_ _1" />&amp; Transformation Officer<span class="_ _13" /> </span></div><div class="t m0 x37 h2 y56d ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _3e" />Panagiotis <span class="_ _1a" />Papadodimas <span class="_ _3e" />has <span class="_ _1a" />22 <span class="_ _3e" />years <span class="_ _3e" />of <span class="_ _1a" />experience <span class="_ _3e" />in <span class="_ _3e" />coasta<span class="_ _1" />l <span class="_ _3e" />shipping, <span class="_ _3e" />as<span class="_ _1" /> <span class="_ _3e" />well <span class="_ _3e" />as <span class="_ _3e" />in <span class="_ _3e" />marit<span class="_ _1" />ime <span class="_ _3e" />dry </div><div class="t m0 x37 h2 y56e ff1 fs0 fc0 sc0 ls0 ws0">cargo transport.<span class="_ _1" /> </div><div class="t m0 x37 h2 y56f ff1 fs0 fc0 sc0 ls0 ws0">He has been an execut<span class="_ _1" />ive officer of Attica Gr<span class="_ _1" />oup for cumulat<span class="_ _1" />ive 18 years.<span class="_ _13" /> </div><div class="t m0 x37 h2 y570 ff1 fs0 fc0 sc0 ls0 ws0">He was the Genera<span class="_ _1" />l Manager at<span class="_ _1" /> Magna Marin<span class="_ _1" />e Inc. for 4 years, <span class="_ _1" /><span class="ff6">managing th<span class="_ _1" />e company’s op<span class="_ _1" />erations.<span class="_ _1" /></span> </div><div class="t m0 x37 h2 y1d7 ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _13" />Papadodimas <span class="_ _13" />holds <span class="_ _13" />a<span class="_ _1" /> <span class="_ _13" />law <span class="_ _13" />degree <span class="_ _13" />at <span class="_ _13" />Grenoble <span class="_ _13" />Un<span class="_ _1" />iversity <span class="_ _13" />2. <span class="_ _13" />In <span class="_ _13" />additio<span class="_ _1" />n, <span class="_ _1" />h<span class="_ _1" />e <span class="_ _13" />obtained <span class="_ _13" />an <span class="_ _13" />MSc <span class="_ _3e" />in <span class="_ _13" />Bank </div><div class="t m0 x37 h2 y571 ff1 fs0 fc0 sc0 ls0 ws0">Finance &amp; Portfolio Man<span class="_ _1" />agement at the Univ<span class="_ _1" />ersity of Paris <span class="_ _1" />XIII, as well as an MS<span class="_ _1" />c in <span class="_ _1" />Maritime O<span class="_ _1" />peration.<span class="_ _1" /> </div><div class="t m0 x37 h2 y41f ff1 fs0 fc0 sc0 ls0 ws0">He also serves as a m<span class="_ _1" />ember of Board <span class="_ _1" />of Directors in subsid<span class="_ _1" />iaries of Attica Group.<span class="_ _13" /> </div><div class="t m0 x37 h2 y572 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y573 ff1 fs0 fc0 sc0 ls0 ws0">Number of shares of <span class="_ _1" />Attica Holdings<span class="_ _1" /> held by<span class="_ _1" /> the senior executives<span class="_ _1" /> </div><div class="t m0 x14 h2 y6be ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />number <span class="_ _13" />of s<span class="_ _1" />hares <span class="_ _1" />of <span class="_ _13" />Attica <span class="_ _13" />Holdings <span class="_ _1" />he<span class="_ _1" />ld <span class="_ _1" />by <span class="_ _1" />senior <span class="_ _13" />executives <span class="_ _1" />on <span class="_ _1" />D<span class="_ _1" />ecember <span class="_ _1" />31, <span class="_ _1" />2<span class="_ _1" />021 <span class="_ _13" />is <span class="_ _1" />pres<span class="_ _1" />ented <span class="_ _13" />in <span class="_ _1" />the </div><div class="t m0 x14 h2 y6bf ff1 fs0 fc0 sc0 ls0 ws0">table below as follows<span class="_ _1" />: </div><div class="t m0 x14 h2 y6c0 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y6c1 w25 h29"><div class="t m0 x5b h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">NAME/SURNAM<span class="_ _1" />E </div></div><div class="c x7 y6c1 wa h29"><div class="t m0 x1f h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">POSITION </div></div><div class="c x67 y6c1 w31 h29"><div class="t m0 x62 h3 y54c ff2 fs0 fc0 sc0 ls0 ws0">NUMBER OF SHAR<span class="_ _1" />ES </div></div><div class="c x14 y3d4 w25 h3d"><div class="t m0 x5b h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">Panagiotis Dikaios  </div></div><div class="c x7 y3d4 wa h3d"><div class="t m0 x1 h2b y54e ff1 fs8 fc0 sc0 ls21 ws0">   <span class="ls0">Chief Financial Officer </span></div><div class="t m0 x1f h2b y6c2 ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y3d4 w31 h3d"><div class="t m0 x27 h2b y54e ff1 fs8 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14 y6c3 w25 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">George Anagnostou </div></div><div class="c x7 y6c3 wa h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Chief  Operations Officer  </div></div><div class="c x67 y6c3 w31 h2c"><div class="t m0 x53 h2b y54f ff1 fs8 fc0 sc0 ls1e ws0">348<span class="ls0"> </span></div></div><div class="c x14 y6c4 w25 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Dionysis Theodoratos </div></div><div class="c x7 y6c4 wa h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Chief Commercial Officer   </div></div><div class="c x67 y6c4 w31 h2c"><div class="t m0 x27 h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14 y6c5 w25 h2c"><div class="t m0 x5b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Panagiotis Papadodimas </div></div><div class="c x7 y6c5 wa h2c"><div class="t m0 x1f h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">Chief Administrative &amp; Transformation Officer </div></div><div class="c x67 y6c5 w31 h2c"><div class="t m0 x3b h2b y54f ff1 fs8 fc0 sc0 ls0 ws0">5,<span class="ls1e">000</span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14 h2 y6c6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">74</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a ff2 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">  INFORMATION ABOUT CO<span class="_ _1" />RPORATE GOVER<span class="_ _1" />NANCE <span class="_ _1" />SYSTEM POLICY<span class="_ _1" /> </span></div><div class="t m0 x14 h3 y23c ff2 fs0 fc0 sc0 ls0 ws0">Remuneration Policy<span class="_ _1" /> </div><div class="t m0 x14 h2 y330 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>Company <span class="_ _23"> </span>has <span class="_ _23"> </span>prepared <span class="_ _23"> </span>Remu<span class="_ _1" />neration <span class="_ _23"> </span>Policy <span class="_ _23"> </span>that <span class="_ _23"> </span>applies <span class="_ _23"> </span>to <span class="_ _23"> </span>the  <span class="ff6">members <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _23"> </span>Company’s <span class="_ _23"> </span>and <span class="_ _23"> </span>its<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y23e ff6 fs0 fc0 sc0 ls0 ws0">subsidiaries’ <span class="_ _3e" />Board <span class="_ _3e" />of <span class="_ _3e" />Dire<span class="_ _1" />ctors <span class="_ _3e" />in <span class="_ _13" />acc<span class="_ _1" />ordance <span class="_ _3e" />with <span class="_ _3e" />the <span class="_ _3e" />obli<span class="_ _1" />gations <span class="_ _3e" />arising <span class="_ _3e" />from <span class="_ _3e" />Law <span class="_ _3e" />4548<span class="_ _1" />/2018, <span class="_ _3e" />articles <span class="_ _3e" />110<span class="_ _13" /><span class="ff1">-</span></div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">111. The <span class="_ _3" />Remuneration Policy was <span class="_ _3" />approved at <span class="_ _3" />the Regular General Meeting <span class="_ _3" />held on 5.9<span class="_ _3" />.2019, reviewed at <span class="_ _3" />the </div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">Regular <span class="_ _b" />Genera<span class="_ _1" />l <span class="_ _b" />Meeting <span class="_ _3" />held <span class="_ _b" />on <span class="_ _b" />15.7.<span class="_ _1" />2021 <span class="_ _b" />and <span class="_ _3" />published <span class="_ _b" />on <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />Company's<span class="_ _1" /> <span class="_ _b" />website. <span class="_ _b" />T<span class="_ _1" />he <span class="_ _b" />Remunera<span class="_ _1" />tion <span class="_ _b" />Policy </div><div class="t m0 x14 h2 y25d ff1 fs0 fc0 sc0 ls0 ws0">is effective for four (4) corp<span class="_ _1" />orate years, incl<span class="_ _1" />uding t<span class="_ _1" />he under approva<span class="_ _1" />l. </div><div class="t m0 x14 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />key <span class="_ _13" />princip<span class="_ _1" />les <span class="_ _13" />of <span class="_ _13" />Rem<span class="_ _1" />uneration <span class="_ _13" />Policy <span class="_ _3e" />are <span class="_ _13" />design<span class="_ _1" />ed <span class="_ _13" />to <span class="_ _13" />attract, <span class="_ _3e" />motivate <span class="_ _13" />and <span class="_ _1b" />retain <span class="_ _13" />in <span class="_ _13" />h<span class="_ _1" />uman <span class="_ _13" />resources <span class="_ _3e" />a </div><div class="t m0 x14 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">talented team<span class="_ _1" /> of <span class="_ _1" />entrepreneurs <span class="_ _1" />with a<span class="_ _1" /> business <span class="_ _1" />spirit <span class="_ _1" />and cre<span class="_ _1" />ativity, wh<span class="_ _1" />ich will <span class="_ _1" />contribute <span class="_ _1" />to the<span class="_ _1" /> developme<span class="_ _1" />nt of<span class="_ _1" /> </div><div class="t m0 x14 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">the business strategy and will be <span class="_ _3" />the basis of long-term success and sustainable development of the Company.<span class="_ _1" /> </div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0">The provisions of th<span class="_ _1" />e Remuneration Po<span class="_ _1" />licy, among oth<span class="_ _1" />ers, inc<span class="_ _1" />lude: </div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">Remuneration of Exec<span class="_ _1" />utive BoD Me<span class="_ _1" />mbers<span class="_ _1" /> </div><div class="t m0 x14 h2 y312 ff1 fs0 fc0 sc0 ls0 ws0">Fixed fe<span class="_ _1" />es of <span class="_ _13" />executive <span class="_ _1" />members <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Board <span class="_ _1" />of <span class="_ _1" />Directors<span class="_ _1" /> c<span class="_ _1" />onstitute th<span class="_ _1" />e fixe<span class="_ _1" />d p<span class="_ _1" />art <span class="_ _1" />of th<span class="_ _1" />e an<span class="_ _1" />nual f<span class="_ _1" />ees th<span class="_ _1" />at c<span class="_ _1" />an </div><div class="t m0 x14 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">be <span class="_ _1a" />paid <span class="_ _1a" />to <span class="_ _1a" />execu<span class="_ _1" />tive <span class="_ _1a" />members <span class="_ _1b" />of <span class="_ _3e" />the <span class="_ _1b" />BoD, <span class="_ _1a" />due <span class="_ _1b" />to <span class="_ _1a" />their <span class="_ _1a" />c<span class="_ _1" />apacity. <span class="_ _1a" />Remunerat<span class="_ _1" />ion <span class="_ _1a" />paid <span class="_ _1a" />und<span class="_ _1" />er <span class="_ _1a" />the <span class="_ _1a" />employ<span class="_ _1" />ment </div><div class="t m0 x14 h2 y283 ff1 fs0 fc0 sc0 ls0 ws0">contracts of <span class="_ _1" />executives, regardless<span class="_ _1" /> of their <span class="_ _1" />status as <span class="_ _1" />members of th<span class="_ _1" />e BoD, <span class="_ _1" />is not c<span class="_ _1" />overed by <span class="_ _1" />the Remunerat<span class="_ _1" />ion </div><div class="t m0 x14 h2 y284 ff1 fs0 fc0 sc0 ls0 ws0">Policy. It is no<span class="_ _3" />ted that at the time <span class="_ _3" />of the Policy compilation, the Company and its subs<span class="_ _1" />idiaries maintain indefin<span class="_ _1" />ite </div><div class="t m0 x14 hb y267 ff6 fs0 fc0 sc0 ls0 ws0">employment contrac<span class="_ _1" />ts with the pers<span class="_ _1" />ons who have the s<span class="_ _1" />tatus of Executive <span class="_ _1" />Members<span class="_ _1" /> of the Company’s BoD <span class="_ _1" />and </div><div class="t m0 x14 h2 y268 ff1 fs0 fc0 sc0 ls0 ws0">its subsidiaries, and d<span class="_ _1" />o not pay them add<span class="_ _1" />itional fees in their ca<span class="_ _1" />pacity as members<span class="_ _1" /> of the BoD.<span class="_ _13" /> </div><div class="t m0 x14 h2 y2af ff1 fs0 fc0 sc0 ls0 ws0">Therefore,  with <span class="_ _2f"> </span>regard  to<span class="_ _1" />  th<span class="_ _1" />e  Executive<span class="_ _1" />  BoD  m<span class="_ _1" />embers,  the <span class="_ _2f"> </span>Remuner<span class="_ _1" />ation  P<span class="_ _1" />olicy  regulates <span class="_ _2f"> </span>the  varia<span class="_ _1" />ble </div><div class="t m0 x14 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">remuneration, as<span class="_ _1" /> well as the other be<span class="_ _1" />nefits.<span class="_ _1" /> </div><div class="t m0 x14 h2 y24d ff1 fs0 fc0 sc0 ls0 ws0">Re<span class="_ _b" />mu<span class="_ _b" />ne<span class="_ _b" />ra<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />o<span class="_ _b" />n <span class="_ _3" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _3" />No<span class="_ _b" />n-<span class="_ _b" />Ex<span class="_ _3" />e<span class="_ _b" />cu<span class="_ _3" />ti<span class="_ _b" />ve<span class="_ _b" /> a<span class="_ _b" />nd<span class="_ _3" /> <span class="_ _3" />I<span class="_ _b" />nd<span class="_ _3" />e<span class="_ _3" />pe<span class="_ _b" />nd<span class="_ _b" />en<span class="_ _3" />t<span class="_ _b" /> N<span class="_ _3" />o<span class="_ _3" />n<span class="_ _3" />-E<span class="_ _b" />xe<span class="_ _b" />cu<span class="_ _b" />ti<span class="_ _b" />ve<span class="_ _3" /> <span class="_ _3" />B<span class="_ _3" />o<span class="_ _3" />D<span class="_ _3" /> <span class="_ _3" />Me<span class="_ _b" />mb<span class="_ _b" />er<span class="_ _b" />s </div><div class="t m0 x14 h2 y2b0 ff1 fs0 fc0 sc0 ls0 ws0">T<span class="_ _3" />h<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1a" />fe<span class="_ _b" />es<span class="_ _3" /> <span class="_ _1a" />of<span class="_ _b" /> <span class="_ _1b" />t<span class="_ _3" />he<span class="_ _b" /> <span class="_ _1a" />No<span class="_ _3" />n<span class="_ _3" />-E<span class="_ _b" />xe<span class="_ _b" />cu<span class="_ _b" />ti<span class="_ _3" />v<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1a" />an<span class="_ _b" />d <span class="_ _1a" />In<span class="_ _b" />de<span class="_ _b" />pe<span class="_ _3" />n<span class="_ _3" />d<span class="_ _3" />e<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" /> <span class="_ _1a" />No<span class="_ _b" />n-<span class="_ _3" />E<span class="_ _3" />xe<span class="_ _b" />cu<span class="_ _3" />t<span class="_ _3" />i<span class="_ _b" />ve<span class="_ _b" /> <span class="_ _1b" />me<span class="_ _b" />mb<span class="_ _3" />e<span class="_ _b" />rs<span class="_ _3" /> <span class="_ _1a" />of<span class="_ _b" /> <span class="_ _1b" />th<span class="_ _b" />e <span class="_ _1a" />B<span class="_ _3" />oa<span class="_ _b" />rd<span class="_ _b" /> <span class="_ _1b" />o<span class="_ _3" />f<span class="_ _3" /> <span class="_ _1a" />Di<span class="_ _b" />re<span class="_ _b" />ct<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" />s <span class="_ _3e" />ar<span class="_ _b" />e <span class="_ _1a" />ap<span class="_ _b" />pr<span class="_ _b" />ov<span class="_ _3" />e<span class="_ _3" />d<span class="_ _3" /> </div><div class="t m0 x14 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">a<span class="_ _3" />nn<span class="_ _b" />ua<span class="_ _b" />ll<span class="_ _b" />y <span class="_ _3" />b<span class="_ _3" />y <span class="_ _3" />a<span class="_ _3" /> <span class="_ _3" />d<span class="_ _3" />e<span class="_ _3" />ci<span class="_ _b" />si<span class="_ _b" />on<span class="_ _b" /> of<span class="_ _b" /> t<span class="_ _3" />he<span class="_ _b" /> G<span class="_ _b" />en<span class="_ _3" />e<span class="_ _b" />ra<span class="_ _3" />l<span class="_ _3" /> M<span class="_ _3" />e<span class="_ _b" />et<span class="_ _3" />i<span class="_ _3" />n<span class="_ _3" />g<span class="_ _b" /> of<span class="_ _b" /> Sh<span class="_ _b" />ar<span class="_ _b" />eh<span class="_ _b" />ol<span class="_ _3" />d<span class="_ _3" />e<span class="_ _b" />rs<span class="_ _3" />. <span class="_ _b" />In<span class="_ _3" /> p<span class="_ _b" />ar<span class="_ _b" />ti<span class="_ _b" />cu<span class="_ _b" />la<span class="_ _3" />r<span class="_ _3" />,<span class="_ _3" /> t<span class="_ _b" />he<span class="_ _b" /> no<span class="_ _b" />n-E<span class="_ _b" />xe<span class="_ _b" />cu<span class="_ _b" />ti<span class="_ _b" />ve<span class="_ _3" /> a<span class="_ _b" />nd<span class="_ _3" /> <span class="_ _3" />I<span class="_ _3" />nd<span class="_ _b" />ep<span class="_ _b" />en<span class="_ _b" />de<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" /> N<span class="_ _b" />on<span class="_ _b" />-</div><div class="t m0 x14 h2 y24e ff1 fs0 fc0 sc0 ls0 ws0">E<span class="_ _b" />xe<span class="_ _3" />cu<span class="_ _b" />ti<span class="_ _b" />ve<span class="_ _b" /> m<span class="_ _3" />e<span class="_ _3" />m<span class="_ _3" />be<span class="_ _b" />r<span class="_ _3" />s <span class="_ _b" />of<span class="_ _b" /> t<span class="_ _3" />h<span class="_ _b" />e <span class="_ _3" />B<span class="_ _3" />o<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />d <span class="_ _b" />of<span class="_ _b" /> D<span class="_ _b" />ir<span class="_ _3" />e<span class="_ _b" />ct<span class="_ _3" />o<span class="_ _b" />rs<span class="_ _3" /> <span class="_ _3" />r<span class="_ _3" />e<span class="_ _3" />c<span class="_ _3" />ei<span class="_ _b" />ve<span class="_ _b" /> a<span class="_ _3" /> <span class="_ _b" />ba<span class="_ _b" />si<span class="_ _b" />c a<span class="_ _b" />nn<span class="_ _b" />ua<span class="_ _3" />l<span class="_ _3" /> <span class="_ _b" />fe<span class="_ _3" />e<span class="_ _3" /> <span class="_ _b" />fo<span class="_ _3" />r<span class="_ _3" /> <span class="_ _3" />th<span class="_ _b" />ei<span class="_ _b" />r <span class="_ _b" />pa<span class="_ _b" />rt<span class="_ _3" />i<span class="_ _b" />ci<span class="_ _3" />pa<span class="_ _b" />ti<span class="_ _b" />on<span class="_ _b" /> i<span class="_ _3" />n<span class="_ _b" /> t<span class="_ _3" />he<span class="_ _b" /> B<span class="_ _b" />oa<span class="_ _b" />rd<span class="_ _3" /> o<span class="_ _b" />f <span class="_ _b" />Di<span class="_ _b" />re<span class="_ _b" />ct<span class="_ _3" />o<span class="_ _3" />r<span class="_ _3" />s<span class="_ _3" />. </div><div class="t m0 x14 h2 y24f ff1 fs0 fc0 sc0 ls0 ws0">These  members <span class="_ _2f"> </span>receive <span class="_ _2f"> </span>an  additional  f<span class="_ _1" />ixed  amoun<span class="_ _1" />t  for  additiona<span class="_ _1" />l  responsibilities<span class="_ _1" />,  such  as <span class="_ _2f"> </span>chairing  and </div><div class="t m0 x14 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">participating in Commi<span class="_ _1" />ttees, also approv<span class="_ _1" />ed by the Regular Ge<span class="_ _1" />neral Meeting.<span class="_ _13" /> </div><div class="t m0 x14 h2 y251 ff1 fs0 fc0 sc0 ls0 ws0">Participation <span class="_ _3e" />i<span class="_ _1" />n <span class="_ _3e" />a <span class="_ _3e" />stock <span class="_ _1a" />option <span class="_ _3e" />plan <span class="_ _1a" />is <span class="_ _1a" />effec<span class="_ _1" />tive <span class="_ _3e" />regarding <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />non-<span class="_ _1" />Executive <span class="_ _3e" />m<span class="_ _1" />embers <span class="_ _3e" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />BoD <span class="_ _3e" />fo<span class="_ _1" />llowing <span class="_ _3e" />a<span class="_ _1" /> </div><div class="t m0 x14 h2 y252 ff1 fs0 fc0 sc0 ls0 ws0">decision of the Gener<span class="_ _1" />al Meeting accord<span class="_ _1" />ing to Article 113 of Law<span class="_ _1" /> 4548/2018.<span class="_ _13" /> </div><div class="t m0 x14 h2 y6c7 ff1 fs0 fc0 sc0 ls0 ws0">Independent Non<span class="_ _1" />-Executiv<span class="_ _1" />e Members are<span class="_ _1" /> not eligib<span class="_ _1" />le for retirement<span class="_ _1" /> plans, benefit<span class="_ _1" />s or long<span class="_ _13" />-term incentiv<span class="_ _1" />es and </div><div class="t m0 x14 h2 y254 ff1 fs0 fc0 sc0 ls0 ws0">are not entitled to vari<span class="_ _1" />able bonuses or oth<span class="_ _1" />er performance<span class="_ _1" />-r<span class="_ _1" />elated benefits. </div><div class="t m0 x14 h2 y99 ff1 fs0 fc0 sc0 ls0 ws0">Remuneration Report<span class="_ _1" /> </div><div class="t m0 x14 h9 y562 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Company <span class="_ _3e" />prepares <span class="_ _3e" />a <span class="_ _3e" />comprehensive<span class="_ _1" /> <span class="_ _13" />Remun<span class="_ _1" />eration <span class="_ _13" />Rep<span class="_ _1" />ort <span class="_ _13" />for <span class="_ _3e" />the <span class="_ _3e" />last <span class="_ _13" />fina<span class="_ _1" />ncial <span class="_ _13" />year<span class="_ _13" /><span class="ff7 fs1"> <span class="_ _13" /></span>in <span class="_ _3e" />accordance<span class="_ _1" /> <span class="_ _13" />with </div><div class="t m0 x14 h2 y6c8 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _3e" />obligations <span class="_ _3e" />arising <span class="_ _3e" />fro<span class="_ _1" />m <span class="_ _3e" />Article <span class="_ _3e" />112 <span class="_ _1a" />of <span class="_ _3e" />L<span class="_ _1" />aw <span class="_ _3e" />4548/2018. <span class="_ _3e" />The <span class="_ _3e" />Re<span class="_ _1" />port <span class="_ _13" />w<span class="_ _1" />hich <span class="_ _3e" />contains <span class="_ _3e" />a <span class="_ _3e" />detai<span class="_ _1" />led <span class="_ _13" />overv<span class="_ _1" />iew <span class="_ _3e" />of </div></div></div><div class="pi" /></div>
<div id="pf4b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4b w0 h0"><img 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class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">75</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">earnings as regulate<span class="_ _1" />d in the Company Rem<span class="_ _1" />uneration Policy an<span class="_ _1" />d includes the m<span class="_ _1" />inimum content, as prov<span class="_ _1" />ided by </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">current <span class="_ _24"> </span>legislation.  A<span class="_ _3" />ccordi<span class="_ _1" />ng <span class="_ _24"> </span>to <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _24"> </span>current <span class="_ _24"> </span>legislation,  Remuneration <span class="_ _24"> </span>Report  of <span class="_ _23"> </span>t<span class="_ _13" />he <span class="_ _23"> </span>las<span class="_ _1" />t <span class="_ _24"> </span>financial <span class="_ _24"> </span>year <span class="_ _24"> </span>is </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">submitted for discus<span class="_ _1" />sion at the Regular Ge<span class="_ _1" />neral Meeting, as an <span class="_ _1" />item on the agen<span class="_ _1" />da.<span class="_ _1" /> </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y308 ff2 fs0 fc0 sc0 ls0 ws0">BoD Members Eligib<span class="_ _1" />ility Policy<span class="_ _1" /> </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">Th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _3e" />Co<span class="_ _3" />mp<span class="_ _3" />a<span class="_ _3" />n<span class="_ _3" />y <span class="_ _3e" />ha<span class="_ _b" />s <span class="_ _3e" />de<span class="_ _b" />velo<span class="_ _b" />ped<span class="_ _3" /> <span class="_ _3e" /> <span class="_ _3e" />El<span class="_ _3" />ig<span class="_ _3" />ib<span class="_ _b" />ili<span class="_ _3" />t<span class="_ _3" />y <span class="_ _13" />Pol<span class="_ _3" />i<span class="_ _3" />c<span class="_ _3" />y <span class="_ _13" />fo<span class="_ _3" />r <span class="_ _13" />the<span class="_ _3" /> <span class="_ _3e" />Me<span class="_ _b" />mbe<span class="_ _3" />rs<span class="_ _b" /> <span class="_ _1a" />of<span class="_ _3" /> <span class="_ _3e" />th<span class="_ _b" />e <span class="_ _3e" />Bo<span class="_ _3" />ar<span class="_ _3" />d<span class="_ _3" /> <span class="_ _3e" />of<span class="_ _3" /> <span class="_ _3e" />Dir<span class="_ _b" />ect<span class="_ _b" />ors<span class="_ _3" />, <span class="_ _13" />wh<span class="_ _3" />i<span class="_ _3" />ch <span class="_ _13" />in<span class="_ _b" />clu<span class="_ _3" />de<span class="_ _b" />s <span class="_ _3e" />all<span class="_ _3" /> <span class="_ _13" />th<span class="_ _3" />e </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">p<span class="_ _3" />ri<span class="_ _3" />n<span class="_ _3" />cip<span class="_ _b" />le<span class="_ _3" />s an<span class="_ _3" />d<span class="_ _3" /> cr<span class="_ _3" />i<span class="_ _3" />te<span class="_ _b" />ria<span class="_ _3" /> ap<span class="_ _3" />pl<span class="_ _3" />i<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _1" />du<span class="_ _b" />rin<span class="_ _3" />g t<span class="_ _b" />he se<span class="_ _b" />le<span class="_ _3" />ct<span class="_ _3" />io<span class="_ _3" />n<span class="_ _3" />,<span class="_ _3" /> rep<span class="_ _3" />l<span class="_ _3" />a<span class="_ _3" />ce<span class="_ _3" />me<span class="_ _3" />n<span class="_ _3" />t a<span class="_ _3" />nd<span class="_ _b" /> ren<span class="_ _3" />ew<span class="_ _3" />al<span class="_ _b" /> of t<span class="_ _3" />h<span class="_ _3" />e te<span class="_ _b" />rm o<span class="_ _3" />f<span class="_ _3" /> of<span class="_ _3" />fi<span class="_ _b" />ce o<span class="_ _3" />f<span class="_ _3" /> th<span class="_ _3" />e m<span class="_ _3" />em<span class="_ _b" />ber<span class="_ _3" />s o<span class="_ _3" />f </div><div class="t m0 x14 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />e <span class="_ _b" />Boa<span class="_ _b" />rd <span class="_ _b" />of<span class="_ _3" /> <span class="_ _b" />Di<span class="_ _b" />rec<span class="_ _3" />to<span class="_ _b" />rs,<span class="_ _3" /> <span class="_ _b" />in <span class="_ _12" />the<span class="_ _b" /> c<span class="_ _b" />ont<span class="_ _3" />e<span class="_ _3" />xt<span class="_ _3" /> <span class="_ _b" />of<span class="_ _3" /> <span class="_ _b" />in<span class="_ _3" />di<span class="_ _b" />vid<span class="_ _3" />ua<span class="_ _3" />l <span class="_ _12" />and<span class="_ _b" /> <span class="_ _b" />coll<span class="_ _3" />e<span class="_ _3" />ct<span class="_ _3" />i<span class="_ _3" />ve <span class="_ _12" />eli<span class="_ _3" />g<span class="_ _3" />ib<span class="_ _3" />il<span class="_ _b" />it<span class="_ _3" />y. <span class="_ _12" />Eli<span class="_ _b" />gib<span class="_ _3" />il<span class="_ _b" />it<span class="_ _3" />y <span class="_ _b" />Po<span class="_ _3" />li<span class="_ _3" />cy<span class="_ _3" /> <span class="_ _b" />is<span class="_ _3" /> <span class="_ _b" />go<span class="_ _b" />ver<span class="_ _3" />ne<span class="_ _3" />d <span class="_ _12" />by <span class="_ _b" />t<span class="_ _3" />he <span class="_ _12" />pr<span class="_ _3" />in<span class="_ _b" />cipl<span class="_ _3" />e </div><div class="t m0 x14 h2 y2d2 ff1 fs0 fc0 sc0 ls0 ws0">o<span class="_ _3" />f <span class="_ _1" />tra<span class="_ _3" />ns<span class="_ _b" />par<span class="_ _3" />en<span class="_ _b" />cy <span class="_ _1" />and<span class="_ _3" /> <span class="_ _13" />pr<span class="_ _3" />o<span class="_ _3" />po<span class="_ _3" />rt<span class="_ _3" />io<span class="_ _b" />nal<span class="_ _3" />i<span class="_ _3" />ty<span class="_ _3" />, <span class="_ _1" />wa<span class="_ _3" />s <span class="_ _1" />pre<span class="_ _3" />pa<span class="_ _b" />red<span class="_ _3" /> <span class="_ _13" />ba<span class="_ _b" />sed <span class="_ _1" />on<span class="_ _3" /> <span class="_ _13" />th<span class="_ _3" />e <span class="_ _1" />pr<span class="_ _3" />ov<span class="_ _3" />i<span class="_ _3" />si<span class="_ _3" />on<span class="_ _b" />s <span class="_ _13" />of<span class="_ _3" /> <span class="_ _13" />Ar<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />cle<span class="_ _b" /> <span class="_ _13" />3 <span class="_ _13" />of<span class="_ _3" /> <span class="_ _1" />Law<span class="_ _3" /> <span class="_ _13" />47<span class="_ _3" />06<span class="_ _b" />/20<span class="_ _3" />20<span class="_ _b" /> <span class="_ _3e" />an<span class="_ _3" />d <span class="_ _1" />the<span class="_ _3" /> </div><div class="t m0 x14 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0">g<span class="_ _3" />ui<span class="_ _3" />de<span class="_ _b" />line<span class="_ _b" />s <span class="_ _1" />of<span class="_ _b" /> <span class="_ _13" />th<span class="_ _3" />e Hel<span class="_ _3" />l<span class="_ _3" />eni<span class="_ _b" />c <span class="_ _1" />Ca<span class="_ _b" />pit<span class="_ _3" />al<span class="_ _3" /> <span class="_ _1" />Ma<span class="_ _b" />rke<span class="_ _3" />t<span class="_ _3" /> <span class="_ _1" />Com<span class="_ _3" />mi<span class="_ _b" />ssio<span class="_ _b" />n <span class="_ _1" />an<span class="_ _3" />d was<span class="_ _b" /> <span class="_ _13" />ap<span class="_ _3" />p<span class="_ _3" />ro<span class="_ _b" />ved by the<span class="_ _b" /> <span class="_ _13" />de<span class="_ _b" />cisi<span class="_ _b" />on<span class="_ _3" /> <span class="_ _1" />of the<span class="_ _b" /> <span class="_ _13" />Bo<span class="_ _3" />a<span class="_ _3" />rd<span class="_ _b" /> <span class="_ _13" />of<span class="_ _3" /> <span class="_ _1" />Di<span class="_ _3" />re<span class="_ _b" />ctor<span class="_ _b" />s </div><div class="t m0 x14 h2 y2d4 ff1 fs0 fc0 sc0 ls0 ws0">d<span class="_ _3" />ate<span class="_ _b" />d <span class="_ _23"> </span>24.<span class="_ _3" />6.<span class="_ _b" />202<span class="_ _3" />1 <span class="_ _23"> </span>an<span class="_ _3" />d,<span class="_ _b" /> <span class="_ _24"> </span>sub<span class="_ _b" />seq<span class="_ _3" />ue<span class="_ _b" />ntl<span class="_ _3" />y,<span class="_ _3" /> <span class="_ _23"> </span>by <span class="_ _23"> </span>th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _24"> </span>dec<span class="_ _3" />i<span class="_ _3" />si<span class="_ _3" />on<span class="_ _b" />  o<span class="_ _b" />f <span class="_ _23"> </span>15.<span class="_ _3" />7.<span class="_ _b" />202<span class="_ _3" />1 <span class="_ _23"> </span>of<span class="_ _3" /> <span class="_ _23"> </span>the<span class="_ _3" /> <span class="_ _23"> </span>Gen<span class="_ _3" />e<span class="_ _3" />ral<span class="_ _b" /> <span class="_ _24"> </span>Me<span class="_ _3" />et<span class="_ _3" />i<span class="_ _3" />ng<span class="_ _3" /> <span class="_ _23"> </span>of <span class="_ _23"> </span>th<span class="_ _3" />e <span class="_ _23"> </span>Co<span class="_ _3" />mp<span class="_ _3" />a<span class="_ _3" />ny<span class="_ _3" />'s </div><div class="t m0 x14 h2 y2d5 ff1 fs0 fc0 sc0 ls0 ws0">sh<span class="_ _b" />are<span class="_ _3" />ho<span class="_ _b" />lde<span class="_ _3" />r<span class="_ _3" />s,<span class="_ _3" /> wi<span class="_ _b" />th e<span class="_ _b" />ffe<span class="_ _3" />ct<span class="_ _3" /> f<span class="_ _b" />rom<span class="_ _3" /> th<span class="_ _b" />e en<span class="_ _3" />t<span class="_ _3" />ry <span class="_ _b" />int<span class="_ _3" />o f<span class="_ _b" />or<span class="_ _3" />ce <span class="_ _3" />of<span class="_ _3" /> La<span class="_ _b" />w 4<span class="_ _3" />70<span class="_ _3" />6/<span class="_ _3" />2<span class="_ _3" />02<span class="_ _3" />0<span class="_ _3" />. T<span class="_ _3" />h<span class="_ _3" />e <span class="_ _3" />sco<span class="_ _3" />p<span class="_ _3" />e o<span class="_ _b" />f ap<span class="_ _b" />pli<span class="_ _b" />cat<span class="_ _3" />io<span class="_ _3" />n<span class="_ _3" /> of<span class="_ _b" /> the<span class="_ _3" /> P<span class="_ _3" />ol<span class="_ _3" />i<span class="_ _3" />cy<span class="_ _3" /> i<span class="_ _3" />nc<span class="_ _3" />lu<span class="_ _3" />d<span class="_ _3" />es </div><div class="t m0 x14 h2 y34b ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />e e<span class="_ _b" />xec<span class="_ _3" />ut<span class="_ _3" />i<span class="_ _3" />ve<span class="_ _3" />,<span class="_ _3" /> no<span class="_ _b" />n-e<span class="_ _b" />xecu<span class="_ _b" />tiv<span class="_ _3" />e <span class="_ _b" />and<span class="_ _3" /> i<span class="_ _3" />n<span class="_ _3" />de<span class="_ _3" />pe<span class="_ _b" />nde<span class="_ _3" />nt<span class="_ _b" /> no<span class="_ _3" />n-<span class="_ _3" />e<span class="_ _3" />xe<span class="_ _3" />cu<span class="_ _3" />t<span class="_ _3" />i<span class="_ _3" />ve <span class="_ _b" />mem<span class="_ _3" />be<span class="_ _b" />rs <span class="_ _3" />of<span class="_ _b" /> th<span class="_ _3" />e <span class="_ _b" />Com<span class="_ _3" />p<span class="ff6">an<span class="_ _b" />y’s<span class="_ _b" /> Bo<span class="_ _3" />D.<span class="_ _3" /><span class="ff1"> </span></span></div><div class="t m0 x14 h2 y2d7 ff1 fs0 fc0 sc0 ls0 ws0">The objective of <span class="_ _1" />the Eligibility Policy<span class="_ _1" /> is to: </div><div class="t m0 x40 h2 y6c9 ffc fs0 fc0 sc0 ls0 ws0">-<span class="_ _b" /><span class="ff1"> <span class="_ _11"> </span>E<span class="_ _b" />n<span class="_ _3" />s<span class="_ _3" />u<span class="_ _b" />re<span class="_ _b" /> <span class="_ _b" />q<span class="_ _3" />u<span class="_ _b" />al<span class="_ _b" />i<span class="_ _b" />ta<span class="_ _b" />t<span class="_ _3" />i<span class="_ _b" />ve<span class="_ _b" /> <span class="_ _b" />s<span class="_ _3" />t<span class="_ _b" />af<span class="_ _b" />f<span class="_ _3" />i<span class="_ _b" />ng<span class="_ _b" />,<span class="_ _3" /> <span class="_ _b" />e<span class="_ _b" />ff<span class="_ _b" />i<span class="_ _b" />ci<span class="_ _b" />e<span class="_ _3" />n<span class="_ _b" />t <span class="_ _12" />op<span class="_ _b" />e<span class="_ _b" />ra<span class="_ _b" />t<span class="_ _3" />i<span class="_ _b" />on<span class="_ _b" /> <span class="_ _b" />a<span class="_ _3" />n<span class="_ _b" />d<span class="_ _3" /> <span class="_ _b" />f<span class="_ _3" />u<span class="_ _b" />lf<span class="_ _b" />i<span class="_ _3" />l<span class="_ _b" />l<span class="_ _3" />m<span class="_ _3" />e<span class="_ _b" />nt<span class="_ _b" /> <span class="_ _12" />of<span class="_ _b" /> <span class="_ _b" />th<span class="_ _b" />e<span class="_ _b" /> <span class="_ _b" />ro<span class="_ _b" />l<span class="_ _3" />e<span class="_ _b" /> <span class="_ _b" />o<span class="_ _3" />f<span class="_ _b" /> <span class="_ _b" />th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _12" />Bo<span class="_ _b" />a<span class="_ _b" />rd<span class="_ _b" /> <span class="_ _b" />of<span class="_ _12" /> <span class="_ _b" />Di<span class="_ _12" />re<span class="_ _b" />ct<span class="_ _b" />o<span class="_ _3" />r<span class="_ _b" />s,<span class="_ _12" /> <span class="_ _b" />ba<span class="_ _b" />s<span class="_ _3" />e<span class="_ _b" />d <span class="_ _12" />on<span class="_ _12" /> <span class="_ _b" />th<span class="_ _b" />e<span class="_ _b" /> <span class="_ _b" />ge<span class="_ _b" />n<span class="_ _3" />e<span class="_ _b" />ra<span class="_ _b" />l<span class="_ _3" /> </span></div><div class="t m0 x3c h2 y6ca ff1 fs0 fc0 sc0 ls0 ws0">s<span class="_ _3" />t<span class="_ _b" />ra<span class="_ _b" />t<span class="_ _3" />e<span class="_ _b" />gy<span class="_ _b" /> a<span class="_ _b" />n<span class="_ _3" />d<span class="_ _b" /> <span class="_ _3" />t<span class="_ _3" />h<span class="_ _b" />e <span class="_ _b" />m<span class="_ _3" />e<span class="_ _b" />di<span class="_ _b" />u<span class="_ _3" />m<span class="_ _b" />-t<span class="_ _b" />e<span class="_ _3" />r<span class="_ _3" />m<span class="_ _b" /> <span class="_ _3" />b<span class="_ _b" />us<span class="_ _b" />in<span class="_ _b" />e<span class="_ _b" />ss<span class="_ _b" /> a<span class="_ _12" />sp<span class="_ _b" />i<span class="_ _3" />r<span class="_ _3" />a<span class="_ _b" />ti<span class="_ _b" />o<span class="_ _3" />n<span class="_ _b" />s <span class="_ _b" />o<span class="_ _3" />f<span class="_ _b" /> t<span class="_ _b" />h<span class="_ _3" />e<span class="_ _b" /> C<span class="_ _12" />om<span class="_ _b" />p<span class="_ _3" />a<span class="_ _3" />n<span class="_ _b" />y,<span class="_ _b" /> i<span class="_ _b" />n<span class="_ _b" /> <span class="ff6">o<span class="_ _b" />rd<span class="_ _b" />e<span class="_ _b" />r <span class="_ _b" />t<span class="_ _3" />o<span class="_ _3" /> <span class="_ _b" />p<span class="_ _3" />r<span class="_ _3" />o<span class="_ _b" />mo<span class="_ _b" />t<span class="_ _3" />e<span class="_ _b" /> t<span class="_ _b" />h<span class="_ _b" />e <span class="_ _b" />Co<span class="_ _b" />m<span class="_ _b" />pa<span class="_ _b" />n<span class="_ _3" />y<span class="_ _3" />’<span class="_ _b" />s <span class="_ _b" />in<span class="_ _b" />t<span class="_ _3" />e<span class="_ _b" />r<span class="_ _3" />e<span class="_ _b" />st<span class="_ _b" />.<span class="_ _3" /><span class="ff1"> </span></span></div><div class="t m0 x40 h2 y419 ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Establish <span class="_ _1" />transp<span class="_ _1" />arent <span class="_ _1" />rules <span class="_ _1" />and <span class="_ _1" />proced<span class="_ _1" />ures <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />eva<span class="_ _1" />luation o<span class="_ _1" />f e<span class="_ _1" />ligibility <span class="_ _1" />and <span class="_ _1" />reliability<span class="_ _1" /> of<span class="_ _1" /> thes<span class="_ _1" />e <span class="_ _1" />persons, </span></div><div class="t m0 x3c h2 y3db ff1 fs0 fc0 sc0 ls0 ws0">both before taking the sp<span class="_ _1" />ecific position ("placem<span class="_ _1" />ent") and on a peri<span class="_ _1" />odic basis ("evaluation").<span class="_ _13" /> </div><div class="t m0 x3d h2 y6cb ffc fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _44"> </span>Minimize p<span class="_ _1" />otential operational r<span class="_ _1" />isks arising from the <span class="_ _1" />assignment of tasks to non<span class="_ _1" /> eligible persons. <span class="_ _13" /> </span></div><div class="t m0 x37 h2 y1fb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6cc ff2 fs0 fc0 sc0 ls0 ws0">Diversity Policy<span class="_ _1" /> </div><div class="t m0 x14 h2 y6cd ff1 fs0 fc0 sc0 ls0 ws0">Aiming at promoting an appropriate level of <span class="_ _3" />diversity in the BoD and a diverse <span class="_ _3" />group of members, the Company </div><div class="t m0 x14 h2 y6ce ff1 fs0 fc0 sc0 ls0 ws0">applies <span class="_ _b" />a <span class="_ _b" />div<span class="_ _1" />ersity <span class="_ _b" />policy<span class="_ _1" /> <span class="_ _b" />when <span class="_ _b" />app<span class="_ _1" />ointing<span class="_ _1" /> <span class="_ _b" />new <span class="_ _b" />mem<span class="_ _1" />bers <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />Board. <span class="_ _b" />Th<span class="_ _1" />is <span class="_ _b" />policy <span class="_ _b" />ai<span class="_ _1" />ms <span class="_ _b" />to <span class="_ _b" />avo<span class="_ _1" />id <span class="_ _b" />the <span class="_ _b" />phenom<span class="_ _1" />enon </div><div class="t m0 x14 h2 y6cf ff1 fs0 fc0 sc0 ls0 ws0">of "herd <span class="_ _3" />thinking" and promote different views and <span class="_ _3" />experiences, in order to <span class="_ _3" />ensure the existence of <span class="_ _3" />independent<span class="_ _1" /> </div><div class="t m0 x14 h2 ybe ff1 fs0 fc0 sc0 ls0 ws0">judgment <span class="_ _3e" />and <span class="_ _3e" />constructive<span class="_ _1" /> <span class="_ _3e" />dialogue <span class="_ _3e" />during<span class="_ _1" /> <span class="_ _13" />the <span class="_ _3e" />d<span class="_ _1" />iscussion <span class="_ _3e" />and <span class="_ _3e" />decision<span class="_ _13" />-<span class="ls19">ma</span>kin<span class="_ _1" />g <span class="_ _3e" />processes <span class="_ _3e" />within <span class="_ _3e" />the <span class="_ _3e" />BoD. <span class="_ _1a" />In </div><div class="t m0 x14 h2 y6d0 ff1 fs0 fc0 sc0 ls0 ws0">this context, the <span class="_ _3" />Company ensures adequate represen<span class="_ _1" />tation per gender, <span class="_ _3" />as defined by legislation. In <span class="_ _3" />addition to </div><div class="t m0 x14 h2 y6d1 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1" />adeq<span class="_ _1" />uate <span class="_ _1" />repres<span class="_ _1" />entation <span class="_ _13" />per <span class="_ _1" />gender <span class="_ _13" />as <span class="_ _1" />prov<span class="_ _1" />ided <span class="_ _13" />above, <span class="_ _1" />dur<span class="_ _1" />ing <span class="_ _1" />the <span class="_ _13" />selection <span class="_ _13" />of <span class="_ _13" />candidate <span class="_ _1" />m<span class="_ _1" />embers <span class="_ _13" />of <span class="_ _1" />the </div><div class="t m0 x14 h2 y6d2 ff1 fs0 fc0 sc0 ls0 ws0">BoD <span class="_ _3" />exclusion of <span class="_ _b" />the Company <span class="_ _b" />is prohibited <span class="_ _3" />due <span class="_ _3" />to <span class="_ _3" />discrimination on <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />bas<span class="_ _1" />is <span class="_ _3" />of, <span class="_ _3" />but <span class="_ _3" />not <span class="_ _3" />limited <span class="_ _3" />to, <span class="_ _3" />race, <span class="_ _3" />colour, </div><div class="t m0 x14 h2 y6d3 ff1 fs0 fc0 sc0 ls0 ws0">ethnic or social or<span class="_ _1" />igin, religion, property, disab<span class="_ _1" />ility, age an<span class="_ _1" />d / or s<span class="_ _1" />exual orientation.<span class="_ _1" /> </div><div class="t m0 x14 h2 y6d4 ff1 fs0 fc0 sc0 ls0 ws0">Regarding <span class="_ _3" />administrative, managerial <span class="_ _b" />and monitoring committees <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />C<span class="_ _1" />ompany <span class="_ _3" />and <span class="_ _b" />Grou<span class="_ _1" />p <span class="_ _b" />there<span class="_ _1" /> <span class="_ _b" />is<span class="_ _1" /> <span class="_ _b" />no <span class="_ _3" />access<span class="_ _1" /> </div><div class="t m0 x14 hb y6d5 ff6 fs0 fc0 sc0 ls0 ws0">limitation <span class="_ _3e" />on <span class="_ _3e" />gender, <span class="_ _3e" />age<span class="_ _1" /> <span class="_ _13" />o<span class="_ _1" />r <span class="_ _13" />nation<span class="_ _1" />ality <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />c<span class="_ _1" />andidates’ <span class="_ _3e" />personnel <span class="_ _3e" />or <span class="_ _3e" />any<span class="_ _1" /> <span class="_ _13" />other <span class="_ _3e" />c<span class="_ _1" />haracteristic <span class="_ _3e" />protected<span class="_ _1" /> <span class="_ _13" />by <span class="_ _1a" />law. </div><div class="t m0 x14 h2 y6d6 ff1 fs0 fc0 sc0 ls0 ws0">Candidates <span class="_ _1b" />in <span class="_ _1a" />e<span class="_ _1" />ach <span class="_ _1a" />bo<span class="_ _1" />dy <span class="_ _1b" />of <span class="_ _1a" />the <span class="_ _1b" />Company<span class="_ _1" /> <span class="_ _1a" />or <span class="_ _1b" />the <span class="_ _1b" />Group's <span class="_ _1b" />companies <span class="_ _1b" />should <span class="_ _1b" />have <span class="_ _1b" />su<span class="_ _13" />fficient <span class="_ _1b" />knowledge <span class="_ _1b" />and </div><div class="t m0 x14 h2 y6d7 ff1 fs0 fc0 sc0 ls0 ws0">experience <span class="_ _1b" />in <span class="_ _1c"> </span>the <span class="_ _1b" />dom<span class="_ _1" />ain, <span class="_ _1c" />in <span class="_ _1b" />which <span class="_ _1b" />the <span class="_ _1c"> </span>Group <span class="_ _1b" />o<span class="_ _1" />perates, <span class="_ _1b" />appro<span class="_ _1" />priate <span class="_ _1b" />qu<span class="_ _1" />alifications <span class="_ _1c"> </span>and <span class="_ _1b" />those <span class="_ _1c"> </span>skills <span class="_ _1b" />that <span class="_ _1c"> </span>will </div><div class="t m0 x14 hb y6d8 ff6 fs0 fc0 sc0 ls0 ws0">support <span class="_ _24"> </span>the  sustainable <span class="_ _24"> </span>bus<span class="_ _1" />iness <span class="_ _24"> </span>growth  and <span class="_ _24"> </span>the  Group’s. <span class="_ _24"> </span>In  addition, <span class="_ _24"> </span>the  members, <span class="_ _24"> </span>participating  in <span class="_ _24"> </span>the </div><div class="t m0 x14 h2 y6d9 ff1 fs0 fc0 sc0 ls0 ws0">aforementioned bod<span class="_ _1" />ie<span class="ff6">s, are<span class="_ _1" /> always guided by the G<span class="_ _1" />roup’s values.<span class="_ _1" /></span> </div></div></div><div class="pi" /></div>
<div id="pf4c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc4c w0 h0"><img 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rWcqn7WqZ8Ig2aP/c69L61avabVp6qvr//To0/f8c+9qe3xo0/ITG0v/fVh381lZbZgAIB2b3tGP/Lk5DlrE02v4nl0YXxAt+y2PMuGivpZa7bPWllRlr7ltw/88JuXNV3n388Z8ZU/vNV41aHKRDj6uolnH13QryCve36nzIz44IMKT/jkMU0fMmTwoMFdg6VNuvQPMzdP+fxPzz26YEj/7h1ysnJzss449YQuXbrs0Wced9JR8UcWp5r8PWHSwprBn7v1jBHdh/Trltcxu2FCTjKV3lxetXR92T/e3rSsLAqCYNry+hGX3Pa18YO/+dXPNZ5d8fBhh40elD19+fafh84vTg26/L5++bHBBVndOmXGgjAIgrpkqri8/t3iRGViL/+OkZmZeWjmhgXpge/vbcWmvTb3wjNPtxEDAHwskj2ZTF5+1+x088sn/en75x85YnhbnqWouLjfhD82PjwKwpv/vuq0Y2eNPun4xnUu/fw5//34/EWl24+RLyuL7pi6MQi2/6xy2b3dBh08sPFmVlbWxBs+dfp//iPd5MevK5o/avzkt6fc/Z09+swjhg/9zhl9b3uu2SyX5WXRXTNKg2A3f2dYVJq+/uEl549fO/CgAY0Lb5owavotU5uulg7C1eXR6vK6IGhxZpgPNO/opCHdFyzafnP2qsoLbcIAAO3dtkPFpeVVLU4Uc/Wobm0580mDwt69f/b5wU3nh0RB+NVfP19X1yxYb7/6lIIOu3qe8orKFktGn3T8P/5r7EH5O33Iqs31e/Gxb73x8j9/fWTfvD0O6C7Z0TdG9+hT2LvpwvGnnfzcTad9YWTeBzhdZJucfNzIzsntOxWr0r12NgMHAID2luwtTlXeIze484df26MLDH37a5cc2qPZ5ZaKtqZbTBD/9NjRKx654aaz+ubEW584Hou18orjTh017fbLjuvXeg5n7HAxqKzmizIzYq29UOxLnz175h2XnjooKwzaOjn+zKG5qx751p3/9fWsrKwWd50x5pRHfvmtV3954bmHd8je3QVJC3Kjc4Y323cZPqBNF0Pt0KHDV4/bvvuSjOXc+excGzEAQPsWNlR1XV39edffUfb+WRQvPvng66+6eE+f675H/n735AXb4jI7fsNFx55zxphW15zz1rzf/HXa8wvKi6u2N3qvjtF7f7k+L6/1y4JGUfSXxyfd89zbC4oTm2qihjnxYRDdeuGgH1zzpaZrvvzanNP/3+REOgiCIC8rmH7bBSOPGrGLt714ydLfPfL8M/M2rSlPp3Y4YU4YRIO6xs48ssf444acNW50RsbuD6QXFRfPmDV3zYaytSUVFTWJRDIVhmFOZrx755xBfbof0r/XccccmZube9cDj7++uCiKop75uT+98Ss77gbsbBwuv3NGdUaX92+mfjym07DDDrUpAwC082TfL6IoqqysrKmprU8kUqlUr54FOTk5bXxUZVVVMpmKx2OtXgR048aSqurqMAwLenTv2LFjG99PbW1tRcXWRDLRcAXTWCyWk52dl9epLe9qX7r9gadfrT6o8WaPZNHtV52WnZ1tawYAkOwcEN5duPhH05v9SODfDq8ec8oJRgYAoF2KGYKPnKFDBndKbmq6ZP7KEsMCANBeZbTXD1ZVVbV85eowDAt79ezevdu+fOnlK1au21AaBEG3/LxBAwfk5ubuxZMUFRdXVlYfOnjQjnfF4/FvjOp++ys1ifi2Z55XnldVVdX2KUAAAHyEtM+JMQ8/Oemy389JpBt+opq+54qjrrjk/H3z0lNnzrp7fmYUy3h/fFM9U8UTTuh9wrEj2/4kU6a9cs/CDrEofVrXoq+cP6bV6L/vscmTS/s23jyx46rrv3yODRoAoP1phxNjSkpKvznxjeP6Z71487hpP/7Ut8YWHjao77556crKynvnphp7PQiCKIxvyOj7P6+n7nr42UQi0cbneWHh5jCMRbGMqeX9r5n42oJFS3Zc53OfPiWe2j6jfXZFz+rqahs0AED7096Osm/eXDb6mt8fNyh/4k+u2fG88gsWLZ40/Y2jhx40480leR2zb7zqixs2bHzxlTeWrN6Y3ynnvLEnNFx79d6Hnrzii+c3PPzxZ6b07tFt1AnH/uIPD404pO+SVcWl5dX9CvI/f/aYrl27tHj+ex+dNGVzv529t8LU2q+PHzJ0yODdfoqnn3/p/xantmZsO1l7ZqpmSNaGEX07jTnpmK5dtr/orROfmpcY2Hjzor4bv3DOONs0AEA7096Osj8+edq7G9Nf/vQnwjCsqakpKi5u/C+RSLy7ZOX3H136HxNfKuzR+dD+vdauW3/IZX+4duKcKIqmvLlm/HceTCaTQRBMfH5ROr3t+kqPT1/48tzFQRD88pll5942/a2lG7vm5dz/wpKhl/52y5YtTV86iqKZG3c1m7wo3u/mf26Z89b83X6Kc8aPvvea047KXNlwMxHPfTc18K+re1z/4NuTXpjRuJc1enizE1y+vDphgwYAaH/a289PN5VXBUHQOa9jEASP/P35r94zr/GuN399QRAEqSC897vnHTlieBAEd//5icxYOOuOCQ2/8hx9xc/+/Nizl1983s6e/PPH5N//39cFQXD+uJWDr3xg+qtvnHfm2MZ7J784szqj667fXjqWNWnOimNHHrnbDxKG4XcvPfPuR/8xc0vvKL7tKkvVGfn3vxe8tuzp73xxTF5ep359egXztu82bIz1LCkpKSgosFkDALQn7e0o+0lHD4mH0TtLVgVBcO74k+f86rw5vzrvW2N65mUFAwf0C4IgLytq6PUgCJauLf3sJ7o2npXllGEFU95Y0fDvxiPZqXQ69v4Em1OO2DbpZdDBA4f3jK9cX7p9f2De2w8viu/27cVTdaMO69nGz5KZmXndhLPvuuSQ0zqvzkpVNS5flB541Z8XX/e75+6aNK/Z/kCY+ZNHZ1dWVtqsAQAk+4Fr9EnHXXVyj58+Nr+qqqp7926fOPrIY446YtbSshvOGNAw9TzeZH77wN5d/2/u5rXr1jXcnPVe6egj+gVB0Ck7Y9acuUEQpNPp11dW9eyW17DCawu3rbli5aoFG1MDem+ba55IJO6YUVYX77SbNxelrzoyNXb0iXv0ibp17fqNS86eeOUx47uujaW3TX1JxzI3ZPRZGR7UYuWieL+7/vaizRoAoD1ph+dl/81NV33vF/cN+9Kvj+ybGwTBspLascN7/Oe1ExrujTfZSZlw/vh5yzecceP9A7pllVYmjhmYf/WEC4Ig+OoZIyb8fPLgghfrkunDC3POPG1bZL+ztvL0q36W3yFjzea6G8cXfnrMqIblz/xzZs37PxXdRa+f3WvDmFPO2LsPlZ2dfdUXzjpxwaInX1mysL53MpazszXn1PRbsGjJ8KFDbNwAAO1D+zwvexAE6XR63tsL4vHY0CGDs7K2zQWvq6urrKza8cpKpaWbunTJz8hocnLGKNq8uSwrKzMvb9sh9l7n3HLn1cef9+nTN5aU9CwoyMzMbFz5+jufXRfvv4s3E0snvn506tSTjvtQPtq8dxb8atqm2oz8na1wfO7KGy8718YNANA+tNurn8ZisZFHjWixMDs7Ozs7e8eVe/RoeYw8DMNWr5mamZnZt0+fpku2lJcXhb12/WZGdV5/6kkf2nWOjhox/LcDKv73/6a/VtUvCluZQL9sa44tGwCg/ZStIfgg6urqbv3LS+lYVut3R1Hv1LovDCj9+sVnfrivm9+58/WXnvODk7OOyFjZIVnW4t7SeM9JL7zk2wEAaB/a7cSYD11RcXGX/Pzc3NymC3d97aThsZU3X/0vn6ASRdGvH3hmVk2zn6IOja388dXmxgAAtAeOsrdVYe/eLXo9mUzO2Ji3s/W7JDdc99mT98VeVxjeeNk51x5VW5Bc37Aknq77zCcG+MoAANoHR9n33vPTX7lnYSsndsxLll40LHPcKcc3/ux1nyndtKmqqjo/v3OX/HxfEABA+5BhCPbaa++VBkHLZM9Jlt98/mH9+/XdL2+pR/fuPbp399UAAEh2giAI1tXmtBi/DsktP73o0D6FhQYHAADJvp8tWrK0LN6z8WYYpQ4O115x5uF6HQAAyX5AeG7WwijcdpKWrFTVd0/tcuSIcwwLAACS/UAxsKDTm+UV8SB1UHb5F04fNuywQ40JAAD/Cs4YAwAABzTnZQcAAMkOAABIdgAAkOwAAIBkBwAAAACAjwoneQQAgAOaiTEAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOyGAAAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAAtdN1cAABM+SURBVECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AACwn2TsxWPCMDRwcACKosggAED74yg7AAAc0EKH5QAA4EDmKDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdkMAAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJLshAAAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAIAPS4YhAICPujA0BvAhiyLJDgC007YAPnQmxgAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkNwQAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJ/v/bsWMTAEAohoIE3H/lOIEgWmhx14pNqscHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAT42DP0kMB8CxtkYA2OfKDgAAX4tTBwAA/MyVHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACS7CQAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkNwEAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAOBCTAAAAM+1XT1NOAK2w46fdyMAAAAASUVORK5CYII=" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">76</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">Diversity in <span class="_ _b" />staffing<span class="_ _1" /> <span class="_ _b" />th<span class="_ _1" />e <span class="_ _3" />bodies, particularly <span class="_ _b" />re<span class="_ _1" />garding the <span class="_ _b" />cultura<span class="_ _1" />l <span class="_ _3" />and <span class="_ _3" />educational backgrounds <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />nominee<span class="_ _1" />s, </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">is <span class="_ _1a" />particularly <span class="_ _1b" />usefu<span class="_ _1" />l <span class="_ _1a" />to <span class="_ _1b" />the <span class="_ _1b" />Group <span class="_ _1a" />as <span class="_ _1b" />it <span class="_ _1b" />gives, <span class="_ _1b" />inter <span class="_ _1b" />alia, <span class="_ _1a" />the <span class="_ _1b" />necessary<span class="_ _1" /> <span class="_ _1a" />knowle<span class="_ _1" />dge <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _1b" />pecul<span class="_ _13" />iarities <span class="_ _1b" />in <span class="_ _1a" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">markets where we oper<span class="_ _1" />ate, allows broade<span class="_ _1" />ning the experience of ex<span class="_ _1" />ecutives<span class="_ _1" /> of our<span class="_ _1" /> Group. </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _1a" />Gro<span class="_ _1" />up <span class="_ _1a" />prov<span class="_ _1" />ides <span class="_ _1a" />equ<span class="_ _1" />al <span class="_ _1a" />opportu<span class="_ _1" />nities <span class="_ _1a" />to <span class="_ _1b" />all <span class="_ _1b" />its <span class="_ _1a" />empl<span class="_ _1" />oyees <span class="_ _1a" />an<span class="_ _1" />d <span class="_ _1a" />candida<span class="_ _1" />tes, <span class="_ _1b" />at <span class="_ _1a" />all <span class="_ _1b" />levels <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _1b" />hierarchy </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">without <span class="_ _3e" />any <span class="_ _3e" />restricti<span class="_ _1" />ons <span class="_ _3e" />on <span class="_ _3e" />acc<span class="_ _1" />ess <span class="_ _3e" />on <span class="_ _3e" />the <span class="_ _3e" />basis <span class="_ _1a" />of <span class="_ _3e" />gender, <span class="_ _3e" />age, <span class="_ _1a" />colour, <span class="_ _3e" />natio<span class="_ _1" />nality <span class="_ _3e" />or <span class="_ _3e" />any<span class="_ _1" /> <span class="_ _3e" />other <span class="_ _3e" />characterist<span class="_ _1" />ic </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">protected <span class="_ _13" />by <span class="_ _3e" />law. <span class="_ _13" />In <span class="_ _13" />this <span class="_ _3e" />context <span class="_ _3e" />and <span class="_ _3e" />in <span class="_ _13" />terms <span class="_ _3e" />of <span class="_ _13" />gender <span class="_ _3e" />representation <span class="_ _3e" />in <span class="_ _13" />the <span class="_ _13" />Gr<span class="_ _1" />oup's <span class="_ _13" />executives, <span class="_ _3e" />the <span class="_ _13" />curre<span class="_ _1" />nt </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">percentage of represe<span class="_ _1" />ntation of wome<span class="_ _1" />n is 12%.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y2d2 ff2 fs0 fc0 sc0 ls0 ws0">Sustainable Developm<span class="_ _1" />ent Policy<span class="_ _1" /> </div><div class="t m0 x14 h2 y359 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Com<span class="_ _1" />pany <span class="_ _1c"> </span>applies <span class="_ _1c"> </span>basic <span class="_ _1c"> </span>princi<span class="_ _1" />ples <span class="_ _1b" />re<span class="_ _1" />garding <span class="_ _1b" />t<span class="_ _1" />he <span class="_ _1c"> </span>pillars <span class="_ _1c"> </span>of <span class="_ _1b" />s<span class="_ _1" />ociety, <span class="_ _1c"> </span>environment <span class="_ _23"> </span>and <span class="_ _1b" />econo<span class="_ _1" />my <span class="_ _1b" />and <span class="_ _1c"> </span>h<span class="_ _1" />a<span class="_ _13" /><span class="ls22">s </span></div><div class="t m0 x14 h2 y35a ff1 fs0 fc0 sc0 ls0 ws0">developed <span class="_ _1" />a <span class="_ _1" />specif<span class="_ _1" />ic <span class="_ _1" />policy <span class="_ _1" />regarding <span class="_ _1" />s<span class="_ _1" />ustainable <span class="_ _1" />developme<span class="_ _1" />nt <span class="_ _1" />and <span class="_ _1" />manageme<span class="_ _1" />nt <span class="_ _1" />of <span class="_ _1" />social, <span class="_ _1" />env<span class="_ _1" />ironmental <span class="_ _1" />and </div><div class="t m0 x14 h2 y35b ff1 fs0 fc0 sc0 ls0 ws0">governance issues (E<span class="_ _1" />nvironmental, So<span class="_ _1" />cial, Govern<span class="_ _1" />ance Issues <span class="_ _1" />- ESG). </div><div class="t m0 x14 h2 y30a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Company <span class="_ _b" />d<span class="_ _1" />efines <span class="_ _b" />sustainable<span class="_ _1" /> <span class="_ _b" />development <span class="_ _3" />as <span class="_ _b" />the <span class="_ _b" />adoption <span class="_ _3" />of <span class="_ _b" />responsible <span class="_ _3" />polic<span class="_ _1" />ies <span class="_ _b" />and<span class="_ _1" /> <span class="_ _b" />practices <span class="_ _b" />thro<span class="_ _1" />ughout<span class="_ _1" /> </div><div class="t m0 x14 h2 y30b ff1 fs0 fc0 sc0 ls0 ws0">the sc<span class="_ _1" />ope <span class="_ _1" />of its <span class="_ _1" />business <span class="_ _1" />operati<span class="_ _1" />on and <span class="_ _1" />harmo<span class="_ _1" />nious <span class="_ _1" />cooperation <span class="_ _1" />with <span class="_ _1" />its <span class="_ _1" />social <span class="_ _1" />partners, <span class="_ _1" />in <span class="_ _1" />order <span class="_ _1" />to <span class="_ _1" />ensure <span class="_ _1" />the </div><div class="t m0 x14 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">creation <span class="_ _3" />of <span class="_ _3" />mutual long-term <span class="_ _3" />value. The <span class="_ _b" />significant<span class="_ _1" /> <span class="_ _3" />non-financ<span class="_ _1" />ial <span class="_ _3" />issues <span class="_ _3" />and <span class="_ _3" />factors<span class="_ _1" /> <span class="_ _b" />of responsible <span class="_ _3" />operation, are </div><div class="t m0 x14 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">a <span class="_ _13" />set <span class="_ _3e" />of <span class="_ _3e" />criteria, <span class="_ _3e" />which <span class="_ _3e" />the <span class="_ _3e" />Company <span class="_ _3e" />takes <span class="_ _3e" />very <span class="_ _3e" />seriously <span class="_ _3e" />and <span class="_ _3e" />manages <span class="_ _3e" />strategi<span class="_ _1" />cally <span class="_ _13" />gu<span class="_ _1" />ided <span class="_ _13" />by <span class="_ _3e" />the <span class="_ _3e" />long<span class="_ _13" />-term<span class="_ _1" /> </div><div class="t m0 x14 h2 y34c ff1 fs0 fc0 sc0 ls0 ws0">strategy <span class="_ _1c"> </span>of <span class="_ _1c"> </span>s<span class="_ _1" />ustainable <span class="_ _23"> </span>development. <span class="_ _1c"> </span>Resp<span class="_ _1" />onsible <span class="_ _1c"> </span>pr<span class="_ _1" />actices, <span class="_ _1c"> </span>due <span class="_ _23"> </span>diligence <span class="_ _1c"> </span>po<span class="_ _1" />licies, <span class="_ _1c"> </span>report<span class="_ _1" />ing <span class="_ _1c"> </span>mechanism<span class="_ _1" />s, </div><div class="t m0 x14 h2 y34d ff1 fs0 fc0 sc0 ls0 ws0">commitments and o<span class="_ _1" />bjectives have b<span class="_ _1" />een devel<span class="_ _1" />oped for <span class="_ _1" />these criteria, which are<span class="_ _1" /> described in the "No<span class="_ _1" />n<span class="_ _1" />-Financial </div><div class="t m0 x14 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">Reporting" <span class="_ _13" />section <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />BoD <span class="_ _13" />Report, <span class="_ _13" />and <span class="_ _13" />more <span class="_ _13" />analytically <span class="_ _13" />in <span class="_ _13" />the <span class="_ _13" />Company's<span class="_ _1" /> <span class="_ _13" />annual <span class="_ _13" />Responsibility <span class="_ _13" />Reports. </div><div class="t m0 x14 h2 y34f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Respons<span class="_ _1" />ibility <span class="_ _b" />R<span class="_ _1" />eports <span class="_ _3" />of <span class="_ _b" />the <span class="_ _b" />G<span class="_ _1" />roup, <span class="_ _b" />pu<span class="_ _1" />blished <span class="_ _b" />so <span class="_ _3" />far, <span class="_ _3" />are <span class="_ _b" />availab<span class="_ _1" />le <span class="_ _b" />at <span class="fca">https://www.att<span class="_ _1" />ica-group.com/<span class="_ _1" />el/</span>. <span class="_ _b" />Th<span class="_ _1" />e </div><div class="t m0 x14 h2 y386 ff1 fs0 fc0 sc0 ls0 ws0">Responsibility Reports<span class="_ _1" /> of the Group follow the<span class="_ _1" /> GRI Standards g<span class="_ _1" />uidelines of t<span class="_ _13" />he Global Reporting Initiative.<span class="_ _1" /> </div><div class="t m0 x14 h2 y35f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Company <span class="_ _13" />manages <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />issues <span class="_ _13" />of <span class="_ _13" />sustainable <span class="_ _13" />dev<span class="_ _1" />elopment <span class="_ _13" />through <span class="_ _1a" />the <span class="_ _13" />Gov<span class="_ _1" />ernance <span class="_ _13" />pillar, <span class="_ _13" />as <span class="_ _13" />well <span class="_ _13" />as <span class="_ _13" />th<span class="_ _1" />e </div><div class="t m0 x14 hb y360 ff6 fs0 fc0 sc0 ls0 ws0">Environmental <span class="_ _3" />and <span class="_ _b" />Social <span class="_ _3" />Pillars, <span class="_ _3" />in <span class="_ _b" />order <span class="_ _3" />to <span class="_ _b" />promote <span class="_ _b" />i<span class="_ _1" />ts <span class="_ _b" />corpor<span class="_ _1" />ate <span class="_ _b" />interest <span class="_ _3" />and <span class="_ _b" />com<span class="_ _1" />petitiveness. <span class="_ _b" />T<span class="_ _1" />he <span class="_ _b" />Company<span class="_ _1" />’s </div><div class="t m0 x14 h2 y6da ff1 fs0 fc0 sc0 ls0 ws0">activities regarding thes<span class="_ _1" />e pillars are recorded<span class="_ _1" /> in the sec<span class="_ _1" />tion "Non<span class="_ _1" />-Financial R<span class="_ _1" />eporting" of this Rep<span class="_ _1" />ort.<span class="_ _1" /> </div><div class="t m0 x14 h3 y615 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y616 ff2 fs0 fc0 sc0 ls0 ws0">Transaction Managemen<span class="_ _1" />t Framewor<span class="_ _1" />k for Related P<span class="_ _1" />arties<span class="_ _1" /> </div><div class="t m0 x14 h2 y33e ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _1b" />Group <span class="_ _1b" />adheres <span class="_ _1b" />to <span class="_ _1c"> </span>and <span class="_ _1b" />implem<span class="_ _1" />ents <span class="_ _1b" />the <span class="_ _1b" />Transa<span class="_ _1" />ction <span class="_ _1b" />Management <span class="_ _1b" />Fr<span class="_ _1" />amework <span class="_ _1b" />for <span class="_ _1b" />Re<span class="_ _1" />lated <span class="_ _1b" />Parties <span class="_ _1b" />(the </div><div class="t m0 x14 h2 y33f ff1 fs0 fc0 sc0 ls0 ws0">"Framework"), which includes the general policy governing its transactions with related parties. The <span class="_ _b" />F<span class="_ _13" />ra<span class="_ _1" />mework </div><div class="t m0 x14 h2 y340 ff1 fs0 fc0 sc0 ls0 ws0">was <span class="_ _3" />adopted <span class="_ _b" />by the <span class="_ _b" />Com<span class="_ _1" />pany <span class="_ _3" />following <span class="_ _b" />th<span class="_ _1" />e <span class="_ _3" />decision <span class="_ _b" />o<span class="_ _1" />f <span class="_ _3" />the <span class="_ _b" />Board of <span class="_ _b" />Directors, in <span class="_ _b" />acc<span class="_ _1" />ordance <span class="_ _b" />wit<span class="_ _1" />h <span class="_ _b" />its obligations, </div><div class="t m0 x14 h2 y341 ff1 fs0 fc0 sc0 ls0 ws0">arising from the curr<span class="_ _1" />ent legislative and r<span class="_ _1" />egulatory framework<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x14 h2 y6db ff1 fs0 fc0 sc0 ls0 ws0">The  Framework  regulates  all <span class="_ _24"> </span>the  Company's  transactions  with  related  par<span class="_ _1" />tie<span class="_ _1" />s,  as  defined <span class="_ _24"> </span>in  the  current </div><div class="t m0 x14 h2 y6dc ff1 fs0 fc0 sc0 ls0 ws0">legislation  and <span class="_ _24"> </span>Internation<span class="_ _1" />al <span class="_ _24"> </span>Account<span class="_ _1" />ing <span class="_ _24"> </span>Standards  (IAS)  and <span class="_ _24"> </span>has  been <span class="_ _24"> </span>prepared  in <span class="_ _24"> </span>accordance  with  the </div><div class="t m0 x14 h2 y6dd ff1 fs0 fc0 sc0 ls0 ws0">provisions <span class="_ _1a" />of <span class="_ _1b" />Article <span class="_ _1a" />14 <span class="_ _1b" />of <span class="_ _1a" />Law <span class="_ _1b" />4706/2020 <span class="_ _1b" />and <span class="_ _1a" />Articles<span class="_ _1" /> <span class="_ _1a" />99 <span class="_ _1b" />- <span class="_ _1a" />1<span class="_ _1" />01 <span class="_ _1a" />of <span class="_ _1b" />Law <span class="_ _1a" />4548/2018, <span class="_ _1b" />in <span class="_ _1a" />combinati<span class="_ _1" />on <span class="_ _1a" />with <span class="_ _1a" />t<span class="_ _1" />he </div><div class="t m0 x14 h2 y18b ff1 fs0 fc0 sc0 ls0 ws0">provisions of Interna<span class="_ _1" />tional Account<span class="_ _1" />ing Standards 24 a<span class="_ _1" />nd 27.<span class="_ _1" /> </div></div><span class="d m1" /></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">77</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />order <span class="_ _1" />t<span class="_ _1" />o <span class="_ _13" />ensure <span class="_ _13" />transparency<span class="_ _1" /> <span class="_ _13" />and <span class="_ _13" />proper <span class="_ _13" />managem<span class="_ _1" />ent <span class="_ _1" />of <span class="_ _3e" />the <span class="_ _13" />Group's <span class="_ _13" />compan<span class="_ _1" />ies' <span class="_ _13" />transactions <span class="_ _13" />with <span class="_ _13" />relate<span class="_ _1" />d </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">parties, <span class="_ _26"> </span>the <span class="_ _36"> </span>Framework <span class="_ _36"> </span>descr<span class="_ _1" />ibes <span class="_ _26"> </span>the <span class="_ _26"> </span>Co<span class="_ _1" />mpany's <span class="_ _36"> </span>obligations <span class="_ _36"> </span>and <span class="_ _36"> </span>provides <span class="_ _36"> </span>for <span class="_ _26"> </span>a <span class="_ _36"> </span>clear <span class="_ _36"> </span>distribution<span class="_ _1" /> <span class="_ _26"> </span>of </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">responsibilities an<span class="_ _1" />d roles between its<span class="_ _1" /> organizational u<span class="_ _1" />nits.<span class="_ _1" /> </div><div class="t m0 x14 h2 y5ca ff1 fs0 fc0 sc0 ls0 ws0">The procedures for man<span class="_ _1" />aging related p<span class="_ _1" />arty<span class="_ _1" /> transactions are as<span class="_ _1" /> follows: </div><div class="t m0 x14 h9 y6de ff1 fs0 fc0 sc0 ls2 ws0">1.<span class="ls0"> <span class="_ _44"> </span><span class="ff6">Α<span class="ff7 fs1"> </span></span>Initial Transaction Inves<span class="_ _1" />tigation with Relate<span class="_ _1" />d Parties (identif<span class="_ _1" />ication and evaluat<span class="_ _1" />ion).<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y637 ff1 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0"> <span class="_ _44"> </span>Evaluation of the Transac<span class="_ _1" />tion by the <span class="_ _1" />Legal, Ins<span class="_ _1" />urance &amp; Corporate Aff<span class="_ _1" />airs Departments.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y1e9 ff1 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0"> <span class="_ _44"> </span>Fair Valuation Opinio<span class="_ _1" />n. </span></div><div class="t m0 x14 h2 y222 ff1 fs0 fc0 sc0 ls2 ws0">4.<span class="ls0"> <span class="_ _44"> </span>Approval of Relat<span class="_ _1" />ed Party Transac<span class="_ _1" />tions. </span></div><div class="t m0 x14 h2 y223 ff1 fs0 fc0 sc0 ls0 ws0">I<span class="_ _3" />n<span class="_ _b" /> <span class="_ _b" />th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _b" />c<span class="_ _3" />o<span class="_ _b" />nt<span class="_ _b" />e<span class="_ _b" />xt<span class="_ _b" /> <span class="_ _b" />of<span class="_ _12" /> <span class="_ _3" />t<span class="_ _b" />he<span class="_ _b" /> <span class="_ _b" />a<span class="_ _3" />p<span class="_ _b" />pl<span class="_ _b" />i<span class="_ _3" />c<span class="_ _3" />a<span class="_ _b" />ti<span class="_ _b" />o<span class="_ _b" />n <span class="_ _12" />o<span class="_ _3" />f<span class="_ _b" /> <span class="_ _b" />In<span class="_ _b" />t<span class="_ _3" />e<span class="_ _3" />r<span class="_ _3" />n<span class="_ _b" />at<span class="_ _b" />i<span class="_ _3" />o<span class="_ _b" />na<span class="_ _b" />l<span class="_ _b" /> <span class="_ _3" />A<span class="_ _b" />c<span class="_ _3" />c<span class="_ _3" />o<span class="_ _3" />u<span class="_ _b" />nt<span class="_ _b" />i<span class="_ _3" />n<span class="_ _b" />g <span class="_ _12" />S<span class="_ _b" />ta<span class="_ _b" />n<span class="_ _3" />d<span class="_ _b" />ar<span class="_ _b" />ds<span class="_ _b" /> <span class="_ _b" />a<span class="_ _3" />n<span class="_ _3" />d<span class="_ _b" /> <span class="_ _b" />In<span class="_ _12" />te<span class="_ _b" />rn<span class="_ _b" />a<span class="_ _3" />t<span class="_ _b" />io<span class="_ _b" />n<span class="_ _3" />a<span class="_ _b" />l <span class="_ _12" />Fi<span class="_ _12" />na<span class="_ _b" />n<span class="_ _3" />c<span class="_ _b" />ia<span class="_ _b" />l<span class="_ _3" /> <span class="_ _b" />R<span class="_ _3" />e<span class="_ _b" />po<span class="_ _b" />r<span class="_ _3" />t<span class="_ _3" />i<span class="_ _b" />ng<span class="_ _b" /> <span class="_ _b" />S<span class="_ _b" />ta<span class="_ _b" />n<span class="_ _3" />d<span class="_ _3" />a<span class="_ _b" />rd<span class="_ _b" />s<span class="_ _3" />,<span class="_ _b" /> <span class="_ _b" />t<span class="_ _3" />h<span class="_ _b" />e </div><div class="t m0 x14 h2 y224 ff1 fs0 fc0 sc0 ls0 ws0">C<span class="_ _3" />o<span class="_ _b" />mp<span class="_ _b" />a<span class="_ _3" />n<span class="_ _b" />y <span class="_ _b" />is<span class="_ _b" /> <span class="_ _3" />o<span class="_ _3" />b<span class="_ _b" />li<span class="_ _b" />g<span class="_ _b" />ed<span class="_ _b" /> <span class="_ _3" />t<span class="_ _3" />o<span class="_ _b" /> <span class="_ _3" />d<span class="_ _b" />is<span class="_ _b" />c<span class="_ _3" />l<span class="_ _b" />os<span class="_ _b" />e<span class="_ _3" /> <span class="_ _b" />it<span class="_ _b" />s <span class="_ _b" />T<span class="_ _b" />ra<span class="_ _b" />n<span class="_ _3" />s<span class="_ _b" />ac<span class="_ _b" />ti<span class="_ _b" />o<span class="_ _3" />n<span class="_ _b" />s <span class="_ _b" />w<span class="_ _3" />i<span class="_ _b" />th<span class="_ _b" /> <span class="_ _b" />Re<span class="_ _b" />l<span class="_ _3" />a<span class="_ _b" />te<span class="_ _b" />d<span class="_ _3" /> <span class="_ _3" />P<span class="_ _b" />ar<span class="_ _b" />t<span class="_ _3" />i<span class="_ _b" />es<span class="_ _b" /> a<span class="_ _12" />s <span class="_ _b" />an<span class="_ _b" /> <span class="_ _3" />a<span class="_ _b" />gg<span class="_ _12" />re<span class="_ _b" />ga<span class="_ _b" />t<span class="_ _3" />e<span class="_ _b" />, <span class="_ _b" />t<span class="_ _3" />h<span class="_ _b" />r<span class="_ _3" />o<span class="_ _3" />u<span class="_ _b" />gh<span class="_ _b" /> <span class="_ _3" />i<span class="_ _b" />ts<span class="_ _b" /> f<span class="_ _b" />i<span class="_ _b" />na<span class="_ _b" />n<span class="_ _b" />ci<span class="_ _b" />al<span class="_ _b" /> <span class="_ _b" />st<span class="_ _b" />at<span class="_ _b" />e<span class="_ _3" />m<span class="_ _b" />en<span class="_ _b" />t<span class="_ _b" />s.<span class="_ _b" /> </div><div class="t m0 x14 h2 y6df ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y309 ff2 fs0 fc0 sc0 ls2 ws0">8.<span class="ls0">  INFORMATION ABOUT SHAREHOLD<span class="_ _1" />ERS AND <span class="_ _1" />COMPANY AN<span class="_ _1" />NOUNCEMEN<span class="_ _1" />T SERVICES<span class="_ _1" /> </span></div><div class="t m0 x14 h1f y6e0 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6e1 ff1 fs0 fc0 sc0 ls0 ws0">Shareholder Services<span class="_ _1" /> </div><div class="t m0 x14 h2 y6e2 ff1 fs0 fc0 sc0 ls0 ws0">The Company has established and <span class="_ _3" />put in place Shareholder Services which are responsible for providing direct </div><div class="t m0 x14 h2 y6e3 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1" />ad<span class="_ _1" />equate <span class="_ _13" />information <span class="_ _13" />about <span class="_ _13" />sharehold<span class="_ _1" />ers, <span class="_ _1" />as <span class="_ _13" />well <span class="_ _13" />as <span class="_ _13" />their <span class="_ _1" />s<span class="_ _1" />ervice <span class="_ _13" />regarding <span class="_ _13" />the <span class="_ _13" />exercise <span class="_ _13" />of <span class="_ _13" />their <span class="_ _13" />rights <span class="_ _13" />in </div><div class="t m0 x14 h2 y640 ff6 fs0 fc0 sc0 ls0 ws0">accordance with the <span class="_ _1" />law and the Compa<span class="_ _1" />ny’s  Articles of Association<span class="_ _1" />.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x14 h2 y34d ff1 fs0 fc0 sc0 ls0 ws0">In particular, the Shareholder Services ensure direct, correct and adequate information about the shareholders<span class="_ _1" />, </div><div class="t m0 x14 h2 y613 ff1 fs0 fc0 sc0 ls0 ws0">among others, as fol<span class="_ _1" />lows: </div><div class="t m0 x14 h2 y6e4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h2 y6e5 ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _11"> </span>Di<span class="_ _3" />stribution of dividends and free shares, issuance of new shares <span class="_ _3" />with cash payment, exchange of shares, </span></div><div class="t m0 x37 h2 y6e6 ff1 fs0 fc0 sc0 ls0 ws0">period of exercise of<span class="_ _1" /> the relevant pre-<span class="_ _1" />emptive rights, <span class="_ _1" />or changes in the in<span class="_ _1" />itial time margins.<span class="_ _13" /> </div><div class="t m0 x3d h2 y6e7 ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _11"> </span>P<span class="_ _3" />rovision of information o<span class="_ _1" />n the regular or extraordinary<span class="_ _1" /> general meetings and the decisio<span class="_ _1" />ns made at them.<span class="_ _13" /> </span></div><div class="t m0 x3d h2 y6e8 ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _11"> </span>A<span class="_ _3" />cquisition and disposal of equity shares, <span class="_ _3" />or any cancellation thereof, as well as share distribution plans or </span></div><div class="t m0 x37 h2 y6e9 ff1 fs0 fc0 sc0 ls0 ws0">free distribution of shares t<span class="_ _1" />o members of the<span class="_ _1" /> Board of Directors<span class="_ _1" /> and the Company<span class="_ _1" />'s staff.<span class="_ _1" /> </div><div class="t m0 x3d h2 y6ea ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _11"> </span>Communication <span class="_ _12" />a<span class="_ _1" />nd <span class="_ _b" />exchange <span class="_ _b" />of <span class="_ _b" />data <span class="_ _b" />and <span class="_ _b" />i<span class="_ _1" />nformation <span class="_ _b" />with <span class="_ _b" />the <span class="_ _b" />centra<span class="_ _1" />l <span class="_ _b" />securities <span class="_ _b" />deposit<span class="_ _1" />ories, <span class="_ _b" />in <span class="_ _b" />the <span class="_ _b" />context<span class="_ _1" /> </span></div><div class="t m0 x37 h2 y6eb ff1 fs0 fc0 sc0 ls0 ws0">of shareholder ide<span class="_ _1" />ntification. </div><div class="t m0 x3d h2 y6ec ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _11"> </span>Upda<span class="_ _3" />ting <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />shareholders,<span class="_ _1" /> <span class="_ _1a" />observing <span class="_ _1b" />the <span class="_ _1a" />provisio<span class="_ _1" />ns <span class="_ _1a" />of <span class="_ _1a" />Art<span class="_ _1" />icle <span class="_ _1a" />17 <span class="_ _1b" />of <span class="_ _1a" />law <span class="_ _1a" />3<span class="_ _1" />556/2007 <span class="_ _1a" />(<span class="_ _1" />AD <span class="_ _1a" />91), <span class="_ _1a" />a<span class="_ _1" />bout <span class="_ _1a" />the </span></div><div class="t m0 x37 h2 y6ed ff1 fs0 fc0 sc0 ls0 ws0">provision of facilities a<span class="_ _1" />nd informat<span class="_ _1" />ion from issuers of se<span class="_ _1" />curities.<span class="_ _1" /> </div><div class="t m0 x3d h2 y479 ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _11"> </span>Mo<span class="_ _3" />nitoring <span class="_ _1" />the <span class="_ _13" />exercise <span class="_ _1" />of <span class="_ _1" />shareholder <span class="_ _1" />rights<span class="_ _1" />, <span class="_ _1" />in <span class="_ _1" />particular<span class="_ _1" /> as <span class="_ _1" />re<span class="_ _1" />g<span class="_ _1" />ards <span class="_ _1" />shareh<span class="_ _1" />older <span class="_ _1" />participation <span class="_ _1" />ra<span class="_ _1" />tes, <span class="_ _1" />and </span></div><div class="t m0 x37 h2 y47a ff1 fs0 fc0 sc0 ls0 ws0">the exercise of vot<span class="_ _1" />ing rights at General Me<span class="_ _1" />etings.<span class="_ _1" /> </div><div class="t m0 x14 h2 y47b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6ee ff1 fs0 fc0 sc0 ls0 ws0">Company Announce<span class="_ _1" />ment Services <span class="_ _1" /> </div><div class="t m0 x14 h2 y6ef ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6f0 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span>Compa<span class="_ _1" />ny  ha<span class="_ _3" />s  established <span class="_ _24"> </span>and  put <span class="_ _24"> </span>in  place <span class="_ _24"> </span>th<span class="_ _1" />e <span class="_ _24"> </span>Company  Announcement  Services  in<span class="_ _1" />-charge  of <span class="_ _24"> </span>the </div><div class="t m0 x14 h2 y6f1 ff6 fs0 fc0 sc0 ls0 ws0">Company’s complia<span class="_ _1" />nce with the ob<span class="_ _1" />ligations provided in acc<span class="_ _1" />ordance with the curr<span class="_ _1" />ent legislation. <span class="_ _13" /><span class="ff1"> </span></div></div></div><div class="pi" /></div>
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rWcqn7WqZ8Ig2aP/c69L61avabVp6qvr//To0/f8c+9qe3xo0/ITG0v/fVh381lZbZgAIB2b3tGP/Lk5DlrE02v4nl0YXxAt+y2PMuGivpZa7bPWllRlr7ltw/88JuXNV3n388Z8ZU/vNV41aHKRDj6uolnH13QryCve36nzIz44IMKT/jkMU0fMmTwoMFdg6VNuvQPMzdP+fxPzz26YEj/7h1ysnJzss449YQuXbrs0Wced9JR8UcWp5r8PWHSwprBn7v1jBHdh/Trltcxu2FCTjKV3lxetXR92T/e3rSsLAqCYNry+hGX3Pa18YO/+dXPNZ5d8fBhh40elD19+fafh84vTg26/L5++bHBBVndOmXGgjAIgrpkqri8/t3iRGViL/+OkZmZeWjmhgXpge/vbcWmvTb3wjNPtxEDAHwskj2ZTF5+1+x088sn/en75x85YnhbnqWouLjfhD82PjwKwpv/vuq0Y2eNPun4xnUu/fw5//34/EWl24+RLyuL7pi6MQi2/6xy2b3dBh08sPFmVlbWxBs+dfp//iPd5MevK5o/avzkt6fc/Z09+swjhg/9zhl9b3uu2SyX5WXRXTNKg2A3f2dYVJq+/uEl549fO/CgAY0Lb5owavotU5uulg7C1eXR6vK6IGhxZpgPNO/opCHdFyzafnP2qsoLbcIAAO3dtkPFpeVVLU4Uc/Wobm0580mDwt69f/b5wU3nh0RB+NVfP19X1yxYb7/6lIIOu3qe8orKFktGn3T8P/5r7EH5O33Iqs31e/Gxb73x8j9/fWTfvD0O6C7Z0TdG9+hT2LvpwvGnnfzcTad9YWTeBzhdZJucfNzIzsntOxWr0r12NgMHAID2luwtTlXeIze484df26MLDH37a5cc2qPZ5ZaKtqZbTBD/9NjRKx654aaz+ubEW584Hou18orjTh017fbLjuvXeg5n7HAxqKzmizIzYq29UOxLnz175h2XnjooKwzaOjn+zKG5qx751p3/9fWsrKwWd50x5pRHfvmtV3954bmHd8je3QVJC3Kjc4Y323cZPqBNF0Pt0KHDV4/bvvuSjOXc+excGzEAQPsWNlR1XV39edffUfb+WRQvPvng66+6eE+f675H/n735AXb4jI7fsNFx55zxphW15zz1rzf/HXa8wvKi6u2N3qvjtF7f7k+L6/1y4JGUfSXxyfd89zbC4oTm2qihjnxYRDdeuGgH1zzpaZrvvzanNP/3+REOgiCIC8rmH7bBSOPGrGLt714ydLfPfL8M/M2rSlPp3Y4YU4YRIO6xs48ssf444acNW50RsbuD6QXFRfPmDV3zYaytSUVFTWJRDIVhmFOZrx755xBfbof0r/XccccmZube9cDj7++uCiKop75uT+98Ss77gbsbBwuv3NGdUaX92+mfjym07DDDrUpAwC082TfL6IoqqysrKmprU8kUqlUr54FOTk5bXxUZVVVMpmKx2OtXgR048aSqurqMAwLenTv2LFjG99PbW1tRcXWRDLRcAXTWCyWk52dl9epLe9qX7r9gadfrT6o8WaPZNHtV52WnZ1tawYAkOwcEN5duPhH05v9SODfDq8ec8oJRgYAoF2KGYKPnKFDBndKbmq6ZP7KEsMCANBeZbTXD1ZVVbV85eowDAt79ezevdu+fOnlK1au21AaBEG3/LxBAwfk5ubuxZMUFRdXVlYfOnjQjnfF4/FvjOp++ys1ifi2Z55XnldVVdX2KUAAAHyEtM+JMQ8/Oemy389JpBt+opq+54qjrrjk/H3z0lNnzrp7fmYUy3h/fFM9U8UTTuh9wrEj2/4kU6a9cs/CDrEofVrXoq+cP6bV6L/vscmTS/s23jyx46rrv3yODRoAoP1phxNjSkpKvznxjeP6Z71487hpP/7Ut8YWHjao77556crKynvnphp7PQiCKIxvyOj7P6+n7nr42UQi0cbneWHh5jCMRbGMqeX9r5n42oJFS3Zc53OfPiWe2j6jfXZFz+rqahs0AED7096Osm/eXDb6mt8fNyh/4k+u2fG88gsWLZ40/Y2jhx40480leR2zb7zqixs2bHzxlTeWrN6Y3ynnvLEnNFx79d6Hnrzii+c3PPzxZ6b07tFt1AnH/uIPD404pO+SVcWl5dX9CvI/f/aYrl27tHj+ex+dNGVzv529t8LU2q+PHzJ0yODdfoqnn3/p/xantmZsO1l7ZqpmSNaGEX07jTnpmK5dtr/orROfmpcY2Hjzor4bv3DOONs0AEA7096Osj8+edq7G9Nf/vQnwjCsqakpKi5u/C+RSLy7ZOX3H136HxNfKuzR+dD+vdauW3/IZX+4duKcKIqmvLlm/HceTCaTQRBMfH5ROr3t+kqPT1/48tzFQRD88pll5942/a2lG7vm5dz/wpKhl/52y5YtTV86iqKZG3c1m7wo3u/mf26Z89b83X6Kc8aPvvea047KXNlwMxHPfTc18K+re1z/4NuTXpjRuJc1enizE1y+vDphgwYAaH/a289PN5VXBUHQOa9jEASP/P35r94zr/GuN399QRAEqSC897vnHTlieBAEd//5icxYOOuOCQ2/8hx9xc/+/Nizl1983s6e/PPH5N//39cFQXD+uJWDr3xg+qtvnHfm2MZ7J784szqj667fXjqWNWnOimNHHrnbDxKG4XcvPfPuR/8xc0vvKL7tKkvVGfn3vxe8tuzp73xxTF5ep359egXztu82bIz1LCkpKSgosFkDALQn7e0o+0lHD4mH0TtLVgVBcO74k+f86rw5vzrvW2N65mUFAwf0C4IgLytq6PUgCJauLf3sJ7o2npXllGEFU95Y0fDvxiPZqXQ69v4Em1OO2DbpZdDBA4f3jK9cX7p9f2De2w8viu/27cVTdaMO69nGz5KZmXndhLPvuuSQ0zqvzkpVNS5flB541Z8XX/e75+6aNK/Z/kCY+ZNHZ1dWVtqsAQAk+4Fr9EnHXXVyj58+Nr+qqqp7926fOPrIY446YtbSshvOGNAw9TzeZH77wN5d/2/u5rXr1jXcnPVe6egj+gVB0Ck7Y9acuUEQpNPp11dW9eyW17DCawu3rbli5aoFG1MDem+ba55IJO6YUVYX77SbNxelrzoyNXb0iXv0ibp17fqNS86eeOUx47uujaW3TX1JxzI3ZPRZGR7UYuWieL+7/vaizRoAoD1ph+dl/81NV33vF/cN+9Kvj+ybGwTBspLascN7/Oe1ExrujTfZSZlw/vh5yzecceP9A7pllVYmjhmYf/WEC4Ig+OoZIyb8fPLgghfrkunDC3POPG1bZL+ztvL0q36W3yFjzea6G8cXfnrMqIblz/xzZs37PxXdRa+f3WvDmFPO2LsPlZ2dfdUXzjpxwaInX1mysL53MpazszXn1PRbsGjJ8KFDbNwAAO1D+zwvexAE6XR63tsL4vHY0CGDs7K2zQWvq6urrKza8cpKpaWbunTJz8hocnLGKNq8uSwrKzMvb9sh9l7n3HLn1cef9+nTN5aU9CwoyMzMbFz5+jufXRfvv4s3E0snvn506tSTjvtQPtq8dxb8atqm2oz8na1wfO7KGy8718YNANA+tNurn8ZisZFHjWixMDs7Ozs7e8eVe/RoeYw8DMNWr5mamZnZt0+fpku2lJcXhb12/WZGdV5/6kkf2nWOjhox/LcDKv73/6a/VtUvCluZQL9sa44tGwCg/ZStIfgg6urqbv3LS+lYVut3R1Hv1LovDCj9+sVnfrivm9+58/WXnvODk7OOyFjZIVnW4t7SeM9JL7zk2wEAaB/a7cSYD11RcXGX/Pzc3NymC3d97aThsZU3X/0vn6ASRdGvH3hmVk2zn6IOja388dXmxgAAtAeOsrdVYe/eLXo9mUzO2Ji3s/W7JDdc99mT98VeVxjeeNk51x5VW5Bc37Aknq77zCcG+MoAANoHR9n33vPTX7lnYSsndsxLll40LHPcKcc3/ux1nyndtKmqqjo/v3OX/HxfEABA+5BhCPbaa++VBkHLZM9Jlt98/mH9+/XdL2+pR/fuPbp399UAAEh2giAI1tXmtBi/DsktP73o0D6FhQYHAADJvp8tWrK0LN6z8WYYpQ4O115x5uF6HQAAyX5AeG7WwijcdpKWrFTVd0/tcuSIcwwLAACS/UAxsKDTm+UV8SB1UHb5F04fNuywQ40JAAD/Cs4YAwAABzTnZQcAAMkOAABIdgAAkOwAAIBkBwAAAACAjwoneQQAgAOaiTEAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2Q0BAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOyGAAAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAAtdN1cAABM+SURBVECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQDgoy7jQHgTYRj6JoC9EEWRQQCg3XOUHQAADmihY1QAAHAgc5QdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJLshAAAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJLdEAAAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0A4P+3a8c2AMJQDAVjKfuvbBaAFj5w19JETsErAkh2AACQ7AAAgGQHAADWWmtPOEQSNwH8XFsjAHBey34SAAAwmYcxAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINlNAAAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AAD5lTzhEEjcBAHCntkZ4i7gtAACYzMMYAACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwmAAAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAACSHQAAJDsAACDZAQBAsgMAAJIdAACQ7AAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AAJDsAAAg2QEAAMkOAACSHQAAkOwAAIBkBwAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAgGQHAADJDgAASHYAAJDsAACAZAcAACQ7AABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAADJDgAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAAEh2AABAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAAMkOAABIdgAAkOwAAIBkBwAAyQ4AAEh2AABAsgMAgGQHAAAkOwAASHYAAECyAwAAkh0AACQ7AAAg2QEAQLIDAACSHQAAkOwAACDZAQAAyQ4AAJLdBAAAINkBAADJDgAAkh0AAJDsAACAZAcAAMkOAABIdgAAkOwAAIBkBwAAJDsAAEh2AABAsgMAgGQHAAAkOwAAINkBAECyAwAAkh0AACQ7AAAg2QEAAMkOAACSHQAAkOwAACDZAQAAyQ4AAEh2AACQ7AAAgGQHAAAkOwAASHYAAECyAwCAZAcAACQ7AAAg2QEAQLIDAACSHQAAJDsAACDZAQAAyQ4AAJIdAACQ7AAAINkBAADJDgAASHYAAJDsAACAZAcAAMkOAABIdgAAQLIDAIBkBwAAJDsAACDZAQBAsgMAAJIdAAAkOwAAINkBAADJDgAAkh0AAJDsAAAg2QEAgAFiAgAAeFzbq08HSSu4vxxtGNIAAAAASUVORK5CYII=" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">78</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">More <span class="_ _13" />specif<span class="_ _1" />ically, <span class="_ _13" />the <span class="_ _1a" />Services <span class="_ _3e" />to <span class="_ _3e" />publish <span class="_ _13" />an<span class="_ _1" />nouncements <span class="_ _3e" />concern<span class="_ _13" />ing <span class="_ _13" />regul<span class="_ _1" />ated <span class="_ _3e" />information <span class="_ _3e" />(accordin<span class="_ _1" />g <span class="_ _13" />to <span class="_ _3e" />the<span class="_ _1" /> </div><div class="t m0 x14 hb y258 ff6 fs0 fc0 sc0 ls0 ws0">provisions <span class="_ _23"> </span>of <span class="_ _23"> </span>L<span class="_ _1" />aw <span class="_ _23"> </span>3556/20<span class="_ _1" />07 <span class="_ _23"> </span>(A’ <span class="_ _23"> </span>91))<span class="_ _1" />, <span class="_ _23"> </span>as <span class="_ _23"> </span>well <span class="_ _24"> </span>as <span class="_ _23"> </span>Compa<span class="_ _1" />ny’s <span class="_ _23"> </span>events <span class="_ _24"> </span>(according <span class="_ _23"> </span>to<span class="_ _1" /> <span class="_ _23"> </span>the <span class="_ _23"> </span>provisi<span class="_ _1" />ons <span class="_ _23"> </span>of <span class="_ _23"> </span>La<span class="_ _1" />w </div><div class="t m0 x14 h2 y259 ff6 fs0 fc0 sc0 ls0 ws0">4548/2018 (A’ 104), <span class="_ _1" />in order to inform the sh<span class="_ _1" />areholders or ben<span class="_ _1" />eficiaries about the <span class="_ _1" />other Companies s<span class="_ _1" />ecurities.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x14 hb y2fe ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />addition, <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />services <span class="_ _13" />are <span class="_ _1" />respons<span class="_ _1" />ible <span class="_ _1" />for <span class="_ _13" />the <span class="_ _1" />Company’s <span class="_ _13" />compliance <span class="_ _1" />wi<span class="_ _1" />th <span class="_ _1" />the <span class="_ _13" />obligations <span class="_ _1" />provided <span class="_ _13" />in <span class="_ _1" />Artic<span class="_ _1" />le </div><div class="t m0 x14 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">17 <span class="_ _1" />of <span class="_ _13" />Regulation<span class="_ _1" /> <span class="_ _1" />(EU) <span class="_ _13" />596/2014, <span class="_ _13" />regarding <span class="_ _13" />the <span class="_ _13" />disclosure <span class="_ _13" />of <span class="_ _1" />prefer<span class="_ _1" />ential <span class="_ _13" />information, <span class="_ _13" />as <span class="_ _1" />wel<span class="_ _1" />l <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />with <span class="_ _13" />the <span class="_ _13" />other<span class="_ _1" /> </div><div class="t m0 x14 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">applicable provisions.<span class="_ _1" /> </div><div class="t m0 x14 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h5 y6f2 ff2 fs1 fc7 sc0 ls0 ws0">D. EXPLANATORY<span class="_ _3" /> REPORT ON <span class="_ _3" />THE INFOR<span class="_ _3" />MATION REFER<span class="_ _3" />RED TO IN AR<span class="_ _3" />TICLE 4, PAR. 7 &amp; 8 </div><div class="t m0 x14 h5 y596 ff2 fs1 fc7 sc0 ls0 ws0">OF LAW 3556<span class="_ _3" />/2007 </div><div class="t m0 x14 h33 y6f3 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6f4 ff1 fs0 fc0 sc0 ls0 ws0">This explanatory report of the Board of D<span class="_ _1" />irectors contains the informati<span class="_ _1" />on provided in accordance w<span class="_ _1" />ith article 4, </div><div class="t m0 x14 h2 y6f5 ff1 fs0 fc0 sc0 ls0 ws0">par. 7, Law 3556/2007<span class="_ _1" />. </div><div class="t m0 x14 h2 y6f6 ff1 fs0 fc0 sc0 ls2 ws0">1.<span class="ls0">  S<span class="_ _3" />tructure of the <span class="ff6">Co<span class="_ _1" />mpany’s<span class="_ _1" /> share capital<span class="_ _1" /></span> </span></div><div class="t m0 x14 h1f y6f7 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6f8 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1" />at <span class="_ _13" />31.12.2021, <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />shar<span class="_ _1" />e <span class="_ _1" />capital <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />Company <span class="_ _13" />amounts <span class="_ _13" />to <span class="_ _1" />Euro <span class="_ _13" />64,741,752.90 <span class="_ _13" />divided <span class="_ _13" />into <span class="_ _1" />215,80<span class="_ _1" />5,843 </div><div class="t m0 x14 h2 y6f9 ff1 fs0 fc0 sc0 ls0 ws0">common nomina<span class="_ _1" />l shares of<span class="_ _1" /> nominal value Euro 0.<span class="_ _1" />30 each.<span class="_ _1" /> </div><div class="t m0 x14 h2 y1f6 ff1 fs0 fc0 sc0 ls0 ws0">All <span class="_ _24"> </span><span class="ff6">of <span class="_ _24"> </span>the <span class="_ _24"> </span>Company<span class="_ _1" />’s <span class="_ _24"> </span>shares <span class="_ _24"> </span>are<span class="_ _1" /></span> <span class="_ _24"> </span>listed <span class="_ _24"> </span>on <span class="_ _24"> </span>the  A<span class="_ _3" />thens  Stock <span class="_ _23"> </span>Exchan<span class="_ _1" />ge <span class="_ _23"> </span>(L<span class="_ _1" />o<span class="_ _1" />w <span class="_ _24"> </span>Dispersion  Category). <span class="_ _23"> </span>ISI<span class="_ _1" />N </div><div class="t m0 x14 h2 y525 ff1 fs0 fc0 sc0 ls0 ws0">(International Securiti<span class="_ _1" />es Identification N<span class="_ _1" />umber) code for<span class="_ _1" /> Attica Group shares is: G<span class="_ _1" />RS144003001.<span class="_ _13" /> </div><div class="t m0 x14 h2 y6fa ff1 fs0 fc0 sc0 ls0 ws0">All <span class="_ _13" />rights <span class="_ _1" />an<span class="_ _1" />d <span class="_ _13" />obligations <span class="_ _13" />arising <span class="_ _13" />from <span class="_ _13" />the <span class="_ _13" />ownership <span class="_ _13" />of <span class="_ _13" />every<span class="_ _1" /> <span class="_ _13" />share <span class="_ _1" />are <span class="_ _13" />in <span class="_ _13" />compliance <span class="_ _13" />with <span class="_ _13" />the <span class="_ _13" />legislation <span class="_ _13" />and<span class="_ _1" /> </div><div class="t m0 x14 h2 y6fb ff1 fs0 fc0 sc0 ls0 ws0">the Com<span class="ff6">pany’s <span class="_ _1" />Arti</span>cles of Association.<span class="_ _1" /> </div><div class="t m0 x14 h2 y6fc ff1 fs0 fc0 sc0 ls0 ws0">Every share gives<span class="_ _1" /> one voting right.<span class="_ _1" /> </div><div class="t m0 x14 h2 y6fd ff6 fs0 fc0 sc0 ls0 ws0">Shareholders’ responsi<span class="_ _1" />bility is limited to the n<span class="_ _1" />ominal value of the shar<span class="_ _1" />es owned.<span class="_ _13" /><span class="ff1"> There are no treasury<span class="_ _1" /> shares.<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y558 ff1 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0">  <span class="ff6">Li<span class="_ _3" />mitations on the <span class="_ _1" />transfer of Compa<span class="_ _1" />ny’s shares.<span class="_ _1" /><span class="ff1"> </span></span></span></div><div class="t m0 x14 h1f y6fe ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6ff ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />C<span class="_ _1" />ompany’s <span class="_ _3e" />shares <span class="_ _1a" />are <span class="_ _3e" />listed <span class="_ _3e" />on<span class="_ _1" /><span class="ff1"> <span class="_ _3e" />the <span class="_ _1a" />Athens <span class="_ _3e" />Stock<span class="_ _1" /> <span class="_ _13" />Exc<span class="_ _1" />hange <span class="_ _3e" />and <span class="_ _3e" />are <span class="_ _3e" />trans<span class="_ _1" />ferred <span class="_ _3e" />in <span class="_ _3e" />comp<span class="_ _1" />liance <span class="_ _3e" />with <span class="_ _3e" />the </span></div><div class="t m0 x14 h2 y700 ff1 fs0 fc0 sc0 ls0 ws0">legal <span class="_ _23"> </span>provisions. <span class="_ _24"> </span>There <span class="_ _23"> </span>are <span class="_ _24"> </span>no <span class="_ _23"> </span>limitations <span class="_ _24"> </span>on <span class="_ _23"> </span>transfer<span class="_ _1" /> <span class="_ _23"> </span>of <span class="_ _23"> </span>shares <span class="_ _23"> </span>as <span class="_ _24"> </span>provided <span class="_ _23"> </span>i<span class="_ _1" />n <span class="_ _23"> </span>the <span class="_ _23"> </span>Com<span class="_ _13" /><span class="ff6">pany’s <span class="_ _24"> </span>Articles <span class="_ _23"> </span>of<span class="_ _1" /> </span></div><div class="t m0 x14 h2 y701 ff1 fs0 fc0 sc0 ls0 ws0">Association. </div><div class="t m0 x14 h2 y702 ff1 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0">  S<span class="_ _3" />ignificant part<span class="_ _1" />icipating interes<span class="_ _1" />t held directly or <span class="_ _1" />indirectly<span class="_ _1" /> (articles 9 to 11 of Law 35<span class="_ _1" />56/2007)<span class="_ _1" /> </span></div><div class="t m0 x14 h1f y703 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y11f ff6 fs0 fc0 sc0 ls0 ws0">Based <span class="_ _1a" />on <span class="_ _3e" />the <span class="_ _1a" />share<span class="_ _1" />holders <span class="_ _1a" />registry, <span class="_ _1a" />as <span class="_ _1a" />at <span class="_ _3e" />3<span class="_ _1" />1.12.2021, <span class="_ _1a" />the <span class="_ _1a" />Company<span class="_ _1" />’s <span class="_ _3e" />shareh<span class="_ _1" />olders <span class="_ _1a" />hol<span class="_ _1" /><span class="ff1">d<span class="_ _1" />ing <span class="_ _1a" />over <span class="_ _1a" />5% <span class="_ _3e" />ar<span class="_ _1" />e <span class="_ _3e" />a<span class="_ _1" />s </span></div><div class="t m0 x14 h2 y64e ff1 fs0 fc0 sc0 ls0 ws0">follows: </div><div class="t m0 x14 h2 y704 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _1" />MARFIN <span class="_ _1" />INV<span class="_ _1" />ESTMENT <span class="_ _13" />GROUP <span class="_ _1" />SA <span class="_ _1" />(MIG)<span class="_ _1" /> <span class="_ _1" />holds <span class="_ _1" />a <span class="_ _13" />total <span class="_ _1" />participati<span class="_ _1" />ng <span class="_ _1" />interest <span class="_ _1" />(<span class="_ _1" />direct <span class="_ _1" />and <span class="_ _13" />indirect) <span class="_ _1" />o<span class="_ _13" />f <span class="_ _13" />79.38%, </div><div class="t m0 x14 h2 y705 ff1 fs0 fc0 sc0 ls0 ws0">out of <span class="_ _3" />which a) 10.306% refers to <span class="_ _3" />shares held <span class="_ _3" />directly by MIG and <span class="_ _3" />b) 69.077% refers to <span class="_ _3" />shares held <span class="_ _3" />by its <span class="_ _3" />100% </div><div class="t m0 x14 h2 y2d0 ff1 fs0 fc0 sc0 ls0 ws0">subsidiary MIG S<span class="_ _1" />HIPPING S.A. </div><div class="t m0 x14 h2 y706 ff1 fs0 fc0 sc0 ls0 ws0">- BANK OF PIRAEU<span class="_ _1" />S S.A. holds a p<span class="_ _1" />articipat<span class="_ _1" />ing interest of 11.8<span class="_ _1" />4%<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">79</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1" />at <span class="_ _13" />the <span class="_ _1" />annu<span class="_ _1" />al <span class="_ _1" />financia<span class="_ _1" />l <span class="_ _1" />report <span class="_ _13" />publicat<span class="_ _1" /><span class="ff6">ion <span class="_ _1" />d<span class="_ _1" />ate, <span class="_ _1" />the <span class="_ _13" />Company’s <span class="_ _13" />shareholders <span class="_ _13" />holding <span class="_ _13" />over <span class="_ _13" />5% <span class="_ _1" />are <span class="_ _13" />the<span class="_ _1" /></span> <span class="_ _1" />sa<span class="_ _1" />me </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">as those recorded above<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x14 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0">4 <span class="_ _2a"> </span>Shares with specia<span class="_ _1" />l controlling righ<span class="_ _1" /><span class="ls1">ts</span> </div><div class="t m0 x14 h2 y25a ff1 fs0 fc0 sc0 ls0 ws0">There are no shares ho<span class="_ _1" />lding specia<span class="_ _1" />l controlling rights.<span class="_ _1" /> </div><div class="t m0 x14 h2 y27a ff1 fs0 fc0 sc0 ls2 ws0">5.<span class="ls0">  <span class="lse">Re<span class="_ _3" /><span class="ls0">strictions on the vo<span class="_ _1" />ting rights<span class="_ _1" /> </span></span></span></div><div class="t m0 x14 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">There are no <span class="ff6">restr<span class="_ _1" />ictions on the votin<span class="_ _1" />g rights in complia<span class="_ _1" />nce with the Company<span class="_ _1" />’s Articles of Association.<span class="_ _13" /></span> </div><div class="t m0 x14 h2 y27c ff1 fs0 fc0 sc0 ls2 ws0">6.<span class="ls0">  A<span class="_ _3" />greements <span class="_ _13" />betw<span class="_ _1" />een <span class="_ _1" />t<span class="_ _1" />he <span class="_ _13" />shareholders<span class="_ _1" /> <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />Comp<span class="_ _1" />any, <span class="_ _13" />which <span class="_ _13" />the <span class="_ _13" />Company <span class="_ _13" />is <span class="_ _13" />aware <span class="_ _13" />of, <span class="_ _13" />and <span class="_ _13" />which <span class="_ _13" />could </span></div><div class="t m0 x30 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">result in restrictions on tran<span class="_ _1" />sfer of shar<span class="_ _1" />es or exercise o<span class="_ _1" />f voting rights<span class="_ _1" /> </div><div class="t m0 x14 h2 y27e ff1 fs0 fc0 sc0 ls0 ws0">Without prejudice to share validation contracts disclosed to <span class="_ _3" />the Company from time to <span class="_ _b" />ti<span class="_ _1" />me, the Company is <span class="_ _3" />not </div><div class="t m0 x14 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">aware <span class="_ _1a" />of, <span class="_ _1a" />nor <span class="_ _1a" />do <span class="_ _1a" />its <span class="_ _1a" />Articles <span class="_ _1a" />of <span class="_ _1a" />Associati<span class="_ _1" />on <span class="_ _1a" />make <span class="_ _1a" />any <span class="_ _1a" />provisions<span class="_ _1" /> <span class="_ _3e" />for <span class="_ _1a" />any <span class="_ _1a" />a<span class="_ _1" />greements <span class="_ _1a" />betwe<span class="_ _1" />en <span class="_ _3e" />sh<span class="_ _1" />areholders, </div><div class="t m0 x14 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0">which could result in any r<span class="_ _1" />es<span class="_ _1" />trictions on transfer of sha<span class="_ _1" />res or exercise of<span class="_ _1" /> votin<span class="_ _1" />g rights. </div><div class="t m0 x14 h2 y281 ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">  Regulations <span class="_ _1b" />regarding <span class="_ _1c"> </span>app<span class="_ _1" />ointment <span class="_ _1c"> </span>and <span class="_ _1c"> </span>replacement<span class="_ _1" /> <span class="_ _1b" />of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>members<span class="_ _1" /> <span class="_ _1b" />of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>B<span class="_ _1" />oard <span class="_ _1b" />of <span class="_ _1c"> </span>D<span class="_ _1" />irectors <span class="_ _1c"> </span>and <span class="_ _1b" />t<span class="_ _1" />he </span></div><div class="t m0 x30 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">amendment to the Co<span class="_ _1" /><span class="ff6">mpany<span class="_ _1" />’s Articles of Association<span class="_ _1" /></span> </div><div class="t m0 x14 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />regulations <span class="_ _13" />governing <span class="_ _1" />appointme<span class="_ _1" />nt <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />replacement <span class="_ _1" />of <span class="_ _13" />members <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Board <span class="_ _1" />of <span class="_ _13" />Directors, <span class="_ _1" />as <span class="_ _1" />we<span class="_ _1" />ll <span class="_ _1" />as <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x14 h2 y283 ff6 fs0 fc0 sc0 ls0 ws0">amendment to <span class="_ _b" />the Company’s A<span class="_ _3" />rticles of <span class="_ _b" />Ass<span class="_ _1" />ociation <span class="_ _3" />do <span class="_ _3" />not <span class="_ _3" />diverge from <span class="_ _b" />the provisions <span class="_ _3" />of <span class="_ _3" />legislation on <span class="ff1">socie<span class="_ _1" />te </span></div><div class="t m0 x14 h2 y284 ff1 fs0 fc0 sc0 ls0 ws0">anonym (Law 4548/2<span class="_ _1" />018). </div><div class="t m0 x14 h2 y24a ff1 fs0 fc0 sc0 ls2 ws0">8.<span class="ls0"> <span class="_ _2f"> </span>Authority <span class="_ _13" />of <span class="_ _13" />the <span class="_ _3e" />Board <span class="_ _13" />of <span class="_ _13" />Directors<span class="_ _1" /> <span class="_ _13" />or <span class="_ _13" />any <span class="_ _13" />of <span class="_ _13" />its<span class="_ _1" /> <span class="_ _13" />memb<span class="_ _1" />ers <span class="_ _13" />as <span class="_ _13" />regards <span class="_ _13" />the <span class="_ _13" />issuanc<span class="_ _1" />e <span class="_ _13" />of <span class="_ _13" />new <span class="_ _13" />shar<span class="_ _1" />es <span class="_ _13" />or <span class="_ _13" />share<span class="_ _1" /> </span></div><div class="t m0 x30 h2 y1f ff1 fs0 fc0 sc0 ls2 ws0">buy<span class="ls0">-back </span></div><div class="t m0 x14 h2 y24b ff1 fs0 fc0 sc0 ls0 ws0">Authority of <span class="_ _1" />the Bo<span class="_ _1" />ard of D<span class="_ _1" />irectors <span class="_ _1" />as regards <span class="_ _1" />the issuance <span class="_ _1" />of new <span class="_ _1" />shares <span class="_ _1" />or share buy<span class="_ _13" /> -<span class="_ _1" /> back is <span class="_ _1" />defined u<span class="_ _1" />nder </div><div class="t m0 x14 h2 y24c ff1 fs0 fc0 sc0 ls0 ws0">the provisions of Law 4<span class="_ _1" />548/2018 an<span class="_ _1" />d the Com<span class="_ _1" /><span class="ff6">pany’s Articles of <span class="_ _1" /></span>Association.<span class="_ _1" /> </div><div class="t m0 x14 h2 y302 ff1 fs0 fc0 sc0 ls2 ws0">9.<span class="ls0"> <span class="_ _2f"> </span>Important agreem<span class="_ _1" />ents coming into effect altered or terminated in the event of change in own<span class="_ _1" />ers<span class="_ _1" />hip following </span></div><div class="t m0 x30 h2 y2b0 ff1 fs0 fc0 sc0 ls0 ws0">public listing </div><div class="t m0 x14 h2 y304 ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _13" />are <span class="_ _1a" />no <span class="_ _3e" />important <span class="_ _3e" />agreements <span class="_ _3e" />in <span class="_ _3e" />wh<span class="_ _1" />ich <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Co<span class="_ _1" />mpany <span class="_ _13" />is <span class="_ _1a" />engaged <span class="_ _3e" />and <span class="_ _3e" />whic<span class="_ _1" />h <span class="_ _13" />c<span class="_ _1" />ould <span class="_ _13" />com<span class="_ _1" />e <span class="_ _13" />i<span class="_ _1" />nto <span class="_ _13" />effect, <span class="_ _1a" />be </div><div class="t m0 x14 h2 y305 ff1 fs0 fc0 sc0 ls0 ws0">altered <span class="_ _13" />or <span class="_ _1" />term<span class="_ _1" />inated <span class="_ _13" />in <span class="_ _1" />t<span class="_ _1" />he <span class="_ _13" />event <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />a <span class="_ _13" />change <span class="_ _13" />in <span class="_ _13" />control <span class="_ _13" />of <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />Co<span class="_ _1" />mpany <span class="_ _13" />following <span class="_ _13" />a <span class="_ _13" />public <span class="_ _1" />off<span class="_ _1" />ering <span class="_ _13" />except <span class="_ _13" />as </div><div class="t m0 x14 h2 y24f ff1 fs0 fc0 sc0 ls0 ws0">regards <span class="_ _13" />its <span class="_ _13" />loan <span class="_ _13" />and <span class="_ _13" />Bond <span class="_ _13" />loan <span class="_ _1" />ob<span class="_ _1" />ligations, <span class="_ _13" />which <span class="_ _13" />customari<span class="_ _1" />ly <span class="_ _13" />include <span class="_ _1" />c<span class="_ _1" />lauses <span class="_ _13" />regarding <span class="_ _13" />a<span class="_ _13" /> <span class="_ _13" />possible <span class="_ _13" />change <span class="_ _13" />in </div><div class="t m0 x14 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">ownership. </div><div class="t m0 x14 h2 y251 ff1 fs0 fc0 sc0 ls2 ws0">10.<span class="ls0"> <span class="_ _22"> </span>Import<span class="_ _1" />ant <span class="_ _13" />agr<span class="_ _1" />eements <span class="_ _13" />be<span class="_ _1" />tween <span class="_ _3e" />the <span class="_ _3e" />Co<span class="_ _1" />mpany <span class="_ _3e" />and <span class="_ _13" />m<span class="_ _1" />embers <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />Board <span class="_ _3e" />of <span class="_ _3e" />Directors<span class="_ _1" /> <span class="_ _13" />or <span class="_ _3e" />members <span class="_ _3e" />of<span class="_ _1" /> <span class="_ _3e" />its </span></div><div class="t m0 x37 h2 y252 ff1 fs0 fc0 sc0 ls0 ws0">staff </div><div class="t m0 x14 h2 y6c7 ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _13" />are <span class="_ _1a" />no <span class="_ _3e" />agreements <span class="_ _1a" />between <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />C<span class="_ _1" />ompany <span class="_ _3e" />and <span class="_ _3e" />members <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />Bo<span class="_ _1" />ard <span class="_ _13" />of <span class="_ _3e" />Directors<span class="_ _1" /> <span class="_ _13" />or <span class="_ _3e" />m<span class="_ _1" />embers <span class="_ _3e" />of <span class="_ _3e" />the </div><div class="t m0 x14 h2 y254 ff1 fs0 fc0 sc0 ls0 ws0">staff, wh<span class="_ _1" />ich prov<span class="_ _1" />ide f<span class="_ _1" />or <span class="_ _1" />reimbursement <span class="_ _1" />pay <span class="_ _1" />in <span class="_ _1" />the <span class="_ _1" />event <span class="_ _1" />of <span class="_ _1" />resignatio<span class="_ _1" />n, or <span class="_ _1" />dism<span class="_ _1" />issal for<span class="_ _13" /> <span class="_ _1" />no <span class="_ _1" />reason <span class="_ _1" />or <span class="_ _1" />the <span class="_ _1" />end <span class="_ _1" />of </div><div class="t m0 x14 h2 y255 ff1 fs0 fc0 sc0 ls0 ws0">duty or <span class="_ _1" />employment <span class="_ _1" />as <span class="_ _1" />a res<span class="_ _1" />ult of a<span class="_ _1" /> public <span class="_ _1" />offer. <span class="_ _1" />In the<span class="_ _1" /> event <span class="_ _1" />of t<span class="_ _1" />ermination o<span class="_ _1" />f emp<span class="_ _1" />loyment <span class="_ _1" />of members<span class="_ _1" /> of <span class="_ _1" />staff </div><div class="t m0 x14 h2 y256 ff1 fs0 fc0 sc0 ls0 ws0">on an employment contrac<span class="_ _1" />t, indemnitie<span class="_ _1" />s as dictated <span class="_ _1" />by the law apply.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">80</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y6a ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _b" />informa<span class="_ _1" />tion <span class="_ _3" />providing <span class="_ _b" />re<span class="_ _1" />asons, <span class="_ _3" />it <span class="_ _b" />is <span class="_ _3" />to <span class="_ _b" />b<span class="_ _1" />e <span class="_ _b" />not<span class="_ _1" />ed <span class="_ _3" />that <span class="_ _3" />the <span class="_ _3" />Annual <span class="_ _b" />Ge<span class="_ _1" />neral <span class="_ _b" />Meet<span class="_ _1" />ing <span class="_ _3" />held <span class="_ _b" />on 16<span class="_ _3" />.5.2017 approved </div><div class="t m0 x14 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">a <span class="_ _1" />pension <span class="_ _13" />plan <span class="_ _13" />for <span class="_ _1" />the <span class="_ _13" />Group <span class="_ _1" />ex<span class="_ _1" />ecutives, <span class="_ _13" />including <span class="_ _13" />executive <span class="_ _1" />memb<span class="_ _1" />ers <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />Board <span class="_ _1" />of <span class="_ _13" />Directors <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />parent<span class="_ _1" /> </div><div class="t m0 x14 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">company <span class="_ _1" />and <span class="_ _1" />its <span class="_ _1" />subs<span class="_ _1" />idiaries, <span class="_ _1" />with <span class="_ _1" />a <span class="_ _1" />minimum<span class="_ _1" /> m<span class="_ _1" />aturity <span class="_ _1" />of <span class="_ _1" />10 <span class="_ _1" />years<span class="_ _1" />, in <span class="_ _13" />order <span class="_ _1" />to r<span class="_ _1" />eward<span class="_ _13" /> <span class="_ _1" />their <span class="_ _1" />faith <span class="_ _1" />and <span class="_ _13" />loyalty <span class="_ _1" />to </div><div class="t m0 x14 h2 y2fe ff1 fs0 fc0 sc0 ls0 ws0">the Group and to ensure<span class="_ _1" /> their uninterrupt<span class="_ _1" />ed offer<span class="_ _1" />ing to it in the com<span class="_ _1" />ing period.<span class="_ _1" /> </div><div class="t m0 x14 h2 y25b ff1 fs0 fc0 sc0 ls0 ws0">The exec<span class="_ _1" />utives <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Group <span class="_ _1" />defined <span class="_ _1" />by <span class="_ _1" />a <span class="_ _1" />decision <span class="_ _1" />of <span class="_ _1" />the <span class="_ _13" />Board of <span class="_ _1" />Directors<span class="_ _1" /> o<span class="_ _1" />n th<span class="_ _1" />e basis <span class="_ _13" />of <span class="_ _1" />predefined <span class="_ _1" />criteria<span class="_ _1" /> </div><div class="t m0 x14 h2 y25c ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _13" />entitled <span class="_ _13" />to <span class="_ _3e" />participatin<span class="_ _1" />g <span class="_ _13" />in <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />pl<span class="_ _1" />an. <span class="_ _13" />The <span class="_ _13" />tot<span class="_ _1" />al <span class="_ _13" />amount <span class="_ _13" />of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />plan <span class="_ _13" />sh<span class="_ _1" />all <span class="_ _13" />not <span class="_ _13" />ex<span class="_ _1" />ceed <span class="_ _13" />Euro <span class="_ _13" />70<span class="_ _1" />0 <span class="_ _13" />thousand <span class="_ _3e" />per </div><div class="t m0 x14 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0">year, <span class="_ _1" />on <span class="_ _13" />average <span class="_ _13" />and <span class="_ _13" />will <span class="_ _1" />b<span class="_ _1" />e <span class="_ _1" />impl<span class="_ _1" />emented <span class="_ _13" />either <span class="_ _1" />by<span class="_ _1" /> <span class="_ _1" />the <span class="_ _13" />parent <span class="_ _13" />company <span class="_ _13" />or <span class="_ _1" />by<span class="_ _1" /> <span class="_ _1" />a <span class="_ _13" />subsidiary<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />G<span class="_ _1" />roup. <span class="_ _1" />T<span class="_ _1" />he </div><div class="t m0 x14 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">amount <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />voluntary <span class="_ _3" />lump<span class="_ _1" />-sum <span class="_ _b" />cas<span class="_ _1" />h <span class="_ _b" />payment <span class="_ _3" />that <span class="_ _b" />will <span class="_ _3" />be <span class="_ _b" />payable <span class="_ _3" />when <span class="_ _b" />a<span class="_ _1" />n <span class="_ _b" />exec<span class="_ _1" />utive <span class="_ _b" />leaves <span class="_ _3" />the <span class="_ _b" />plan <span class="_ _b" />p<span class="_ _1" />ertains </div><div class="t m0 x14 h2 y2d2 ff1 fs0 fc0 sc0 ls0 ws0">to his/her total occupa<span class="_ _1" />tion with the Group a<span class="_ _1" />nd total gross earni<span class="_ _1" />ngs.<span class="_ _1" /> </div><div class="t m0 x14 h33 y707 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y44 ff2 fs0 fc0 sc0 ls0 ws0">AVAILABILITY OF FIN<span class="_ _1" />ANCIAL STAT<span class="_ _1" />EMENTS<span class="_ _1" /> </div><div class="t m0 x14 hb y708 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>Annual <span class="_ _23"> </span>Financi<span class="_ _1" />al <span class="_ _23"> </span>Statements, <span class="_ _23"> </span>the <span class="_ _24"> </span>Auditor’s <span class="_ _23"> </span>Re<span class="_ _1" />ports <span class="_ _23"> </span>and <span class="_ _23"> </span>the <span class="_ _23"> </span>rep<span class="_ _1" />orts <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _24"> </span>Board <span class="_ _23"> </span>of <span class="_ _23"> </span>Directors <span class="_ _24"> </span>of <span class="_ _23"> </span>the </div><div class="t m0 x14 h2 y709 ff6 fs0 fc0 sc0 ls0 ws0">Company <span class="_ _1b"> </span>are<span class="_ _1" /> <span class="_ _1b"> </span>availabl<span class="_ _1" />e <span class="_ _1b"> </span>in <span class="_ _1c"> </span>the <span class="_ _1c"> </span>internet <span class="_ _1b"> </span>at <span class="_ _1c"> </span>the <span class="_ _1b"> </span>C<span class="_ _1" />ompany’s <span class="_ _1c"> </span>address<span class="_ _1" /> <span class="_ _1c"> </span><span class="ff1 fca">www.attica<span class="_ _1" />-group.com<span class="_ _1" /><span class="fc0">, <span class="_ _1b" />where <span class="_ _1c"> </span>the <span class="_ _1c"> </span>annual </span></span></div><div class="t m0 x14 h2 y4a9 ff1 fs0 fc0 sc0 ls0 ws0">financ<span class="ff6">ial <span class="_ _1" />statements, <span class="_ _1" />the <span class="_ _1" />auditor<span class="_ _1" />’s reports <span class="_ _1" />a<span class="_ _1" />nd the <span class="_ _1" />repo<span class="_ _1" />rts <span class="_ _1" />of the <span class="_ _13" />Board of <span class="_ _1" />Director<span class="_ _1" />s <span class="_ _1" />of the <span class="_ _1" />co<span class="_ _1" />mpanies, <span class="_ _1" />included </span></div><div class="t m0 x14 h2 y70a ff1 fs0 fc0 sc0 ls0 ws0">in the <span class="_ _3" />consolidatio<span class="_ _1" />n, are also po<span class="_ _3" />sted in compliance with the provisions of the decision 12A/889/31.8.2020 of the </div><div class="t m0 x14 h2 y70b ff1 fs0 fc0 sc0 ls0 ws0">Hellenic Capital <span class="_ _1" />Market Commissi<span class="_ _1" />on. </div><div class="t m0 x14 h2 y46e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y70c ff1 fs0 fc0 sc0 ls0 ws0">Dear Shareholders,<span class="_ _1" /> </div><div class="t m0 x14 h2 y70d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />data <span class="_ _13" />and <span class="_ _13" />information <span class="_ _13" />presented <span class="_ _13" />above <span class="_ _1" />as <span class="_ _13" />well <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />the <span class="_ _13" />financial <span class="_ _1" />st<span class="_ _1" />atements <span class="_ _1" />s<span class="_ _1" />ubmitted <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />y<span class="_ _1" />ou <span class="_ _1" />for <span class="_ _13" />fiscal <span class="_ _1" />y<span class="_ _1" />ear </div><div class="t m0 x14 h2 y70e ff1 fs0 fc0 sc0 ls0 ws0">2021 enable <span class="_ _3" />you to obtain <span class="_ _3" />comprehensive und<span class="_ _1" />erstanding of the <span class="_ _3" />work and the <span class="_ _3" />activities of the <span class="_ _3" />Board of <span class="_ _3" />Directors </div><div class="t m0 x14 h2 y70f ff1 fs0 fc0 sc0 ls0 ws0">during the current <span class="_ _1" />period and dec<span class="_ _1" />ide on approving the<span class="_ _1" /> financial statements of<span class="_ _1" /> the Company a<span class="_ _1" />nd the Group.<span class="_ _13" /> </div><div class="t m0 x14 h2 y710 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y711 ff1 fs0 fc0 sc0 ls0 ws0">Kallithea, 5 Apr<span class="_ _1" />il 2022 </div><div class="t m0 x14 h2 y712 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y713 ff1 fs0 fc0 sc0 ls0 ws0">On behalf of the Bo<span class="_ _1" />ard of Directors<span class="_ _1" /> </div><div class="t m0 x14 h2 y714 ff1 fs0 fc0 sc0 ls0 ws0">Kyriakos Magiras<span class="_ _1" /> <span class="_ _46"> </span>Spyridon Ch. Paschal<span class="_ _1" />is <span class="_ _a" /> </div><div class="t m0 x14 h2 y207 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y715 ff1 fs0 fc0 sc0 ls0 ws0">Chairman of the BoD<span class="_ _1" /> <span class="_ _47"> </span>Chief Executive Officer &amp; <span class="_ _1" />Deputy Chair<span class="_ _1" />man<span class="_ _1" /> </div><div class="t m0 x14 h3e y53a ff5 fs4 fc0 sc0 ls0 ws0"> <span class="_ _19"> </span> </div></div><span class="d m1" /></div><div class="pi" /></div>
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" class="bi xf y32 w3 h4" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x10 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x11 h6 y34 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x12 h7 y35 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x13 h6 y36 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">81</span></span> </div><div class="t m0 x14 h8 y37 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3e y716 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x68 h3 y717 ff2 fs0 fc0 sc0 ls0 ws0">Annual Consolidated<span class="_ _1" /> and Company Fin<span class="_ _1" />ancial State<span class="_ _1" />ments for the Fiscal Ye<span class="_ _1" />ar <span class="_ _1" /><span class="ls2">20</span>21 </div><div class="t m0 x14 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h2 y719 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />Annual Financial Report <span class="_ _3" />for the<span class="_ _3" /> fiscal <span class="_ _b" />y<span class="_ _1" />ear <span class="_ _3" />202<span class="_ _1" />1 (from <span class="_ _3" />1.1.2021 to <span class="_ _3" />31.12.2021)<span class="_ _1" /> was <span class="_ _3" />prepared in <span class="_ _b" />com<span class="_ _1" />pliance </div><div class="t m0 x14 h2 y71a ff1 fs0 fc0 sc0 ls0 ws0">with <span class="_ _1b" />Article <span class="_ _1c"> </span>4, <span class="_ _1c"> </span>Law <span class="_ _1c"> </span>3556/2007, <span class="_ _1c"> </span>was <span class="_ _1b" />a<span class="_ _1" />pproved <span class="_ _1b" />by <span class="_ _1c"> </span>the<span class="_ _1" /> <span class="_ _1c"> </span><span class="ff6">Company<span class="_ _1" />’s <span class="_ _1b"> </span></span>Board <span class="_ _1c"> </span>of <span class="_ _1b" />D<span class="_ _1" />irectors <span class="_ _1c"> </span>on <span class="_ _1c"> </span>05.04.2022,<span class="_ _1" /> <span class="_ _1b" />and <span class="_ _1c"> </span>is<span class="_ _1" /> </div><div class="t m0 x14 h2 y71b ff1 fs0 fc0 sc0 ls0 ws0">available in <span class="_ _b" />t<span class="_ _1" />he internet <span class="_ _3" />on <span class="_ _3" />the web <span class="_ _3" />address www.attica<span class="_ _1" />-group.co<span class="_ _1" />m <span class="_ _3" />and on <span class="_ _b" />th<span class="_ _1" />e Athens <span class="_ _3" />Exchange website <span class="_ _3" />where<span class="_ _1" /> </div><div class="t m0 x14 h2 y71c ff1 fs0 fc0 sc0 ls0 ws0">it will be available to <span class="_ _1" />investors for at least five (5)<span class="_ _1" /> years <span class="_ _1" />s<span class="_ _1" />ince its preparation and <span class="_ _1" />publication dat<span class="_ _1" />e. </div><div class="t m0 x14 h3 y71d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y71e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y71f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y720 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y721 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6a7 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y722 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y723 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y724 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y280 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y725 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y726 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y228 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y297 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y727 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y728 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y5bd ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y729 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y72a ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y72b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y43f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y72c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y40c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y6fd ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y72d ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y72e ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y72f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x14 h3 y730 ff2 fs0 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" class="bi x49 y3da w32 h3f" alt="" /><div class="t m0 x152 h5 y11e3 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x156 ha y11e8 ff2 fs0 fc5 sc0 ls0 ws0">Statement of comp<span class="_ _1" />rehensive income for the p<span class="_ _1" />eriod ended Dec<span class="_ _1" />ember 31 202<span class="_ _13" />1 &amp; 20<span class="ls10">20</span> <span class="fs4">  </span></div><div class="c x11 y786 w37 h4f"><div class="t m5 x74 h41 y752 ff2 fsa fc0 sc0 ls0 ws0">STATEMENT OF COMPREHENSIVE INCOME</div></div><div class="c x11 y787 w37 h50"><div class="t m5 x75 h43 y752 ff1 fsa fc0 sc0 ls0 ws0">For the period e<span class="_ _1" />nded December 3<span class="_ _1" />1 2021 &amp; 2020</div></div><div class="c x1a y788 w38 h51"><div class="t m5 x14 h41 y789 ff2 fsa fc0 sc0 ls0 ws0">GROUP</div></div><div class="c x38 y788 w39 h51"><div class="t m5 x45 h41 y789 ff2 fsa fc0 sc0 ls0 ws0">COMPANY</div></div><div class="t m5 x158 h41 y11ea ff2 fsa fc0 sc0 ls0 ws0">1.1-</div><div class="t m5 x15a h41 y11ea ff2 fsa fc0 sc0 ls0 ws0">1.1-</div><div class="t m5 x15c h41 y11ea ff2 fsa fc0 sc0 ls0 ws0">1.1-</div><div class="t m5 x15e h41 y11ea ff2 fsa fc0 sc0 ls0 ws0">1.1-</div><div class="t m5 x157 h41 y11e9 ff2 fsa fc0 sc0 ls0 ws0"> </div><div class="t m5 x159 h41 y11eb ff2 fsa fc0 sc0 ls0 ws0">31.12.2021</div><div class="t m5 x15b h41 y11eb ff2 fsa fc0 sc0 ls0 ws0">31.12.2020*</div><div class="t m5 x15d h41 y11eb ff2 fsa fc0 sc0 ls0 ws0">31.12.2021</div><div class="t m5 x15f h41 y11eb ff2 fsa fc0 sc0 ls0 ws0">31.12.2020*</div><div class="c x11 y73f w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Sales<span class="_ _48"> </span>7.1<span class="_ _49"> </span><span><ix:nonfraction name="ifrs-full:Revenue" id="fact-9" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">347,907</ix:nonfraction></span> <span class="_ _4a"> </span><span><ix:nonfraction name="ifrs-full:Revenue" id="fact-10" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">290,401</ix:nonfraction></span> <span class="_ _4b"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y741 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Cost of sales<span class="_ _4d"> </span>7.2<span class="_ _4e"> </span>-<span><ix:nonfraction name="ifrs-full:CostOfSales" id="fact-11" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">310,477</ix:nonfraction></span><span class="_ _4f"> </span>-<span><ix:nonfraction name="ifrs-full:CostOfSales" id="fact-12" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">259,335</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y742 w33 h42"><div class="t m5 x6f h41 y743 ff2 fsa fc0 sc0 ls0 ws0">Gross profit</div><div class="t m5 x69 h41 y740 ff2 fsa fc0 sc0 ls0 ws0"> <span class="_ _51"> </span><span><ix:nonfraction name="ifrs-full:GrossProfit" id="fact-13" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">37,430</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:GrossProfit" id="fact-14" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">31,066</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y744 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Administrati<span class="_ _1" />ve expenses<span class="_ _53"> </span>7.2<span class="_ _54"> </span>-<span><ix:nonfraction name="ifrs-full:AdministrativeExpense" id="fact-15" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">29,926</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:AdministrativeExpense" id="fact-16" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">26,831</ix:nonfraction></span><span class="_ _55"> </span>-1,320<span class="_ _56"> </span>-1,062</div></div><div class="c x11 y745 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Distribution e<span class="_ _1" />xpenses<span class="_ _57"> </span>7.2<span class="_ _54"> </span>-<span><ix:nonfraction name="ifrs-full:DistributionCosts" id="fact-17" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">22,694</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:DistributionCosts" id="fact-18" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">17,072</ix:nonfraction></span><span class="_ _58"> </span><span class="ls23">-4<span class="_ _59"> </span>-4</span></div></div><div class="c x11 y746 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Other operating i<span class="_ _1" />ncome<span class="_ _5a"> </span>7.3<span class="_ _5b"> </span><span><ix:nonfraction name="ifrs-full:MiscellaneousOtherOperatingIncome" id="fact-19" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">5,718</ix:nonfraction></span> <span class="_ _5c"> </span><span><ix:nonfraction name="ifrs-full:MiscellaneousOtherOperatingIncome" id="fact-20" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">4,312</ix:nonfraction></span> <span class="_ _5d"> </span><span class="ls24">19 <span class="_ _5e"> </span>11 </span></div></div><div class="c x11 y747 w36 h44"><div class="t m5 x6f h41 y748 ff2 fsa fc0 sc0 ls0 ws0">Profit / (loss) before taxe<span class="_ _1" />s, financing and investme<span class="_ _1" />nt </div><div class="t m5 x6f h41 y743 ff2 fsa fc0 sc0 ls0 ws0">activities</div></div><div class="c x11 y749 w33 h45"><div class="t m5 x70 h41 y74a ff2 fsa fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:ProfitLossFromOperatingActivities" id="fact-21" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">9,472</ix:nonfraction></span><span class="_ _5f"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLossFromOperatingActivities" id="fact-22" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">8,525</ix:nonfraction></span><span class="_ _55"> </span>-1,305<span class="_ _56"> </span>-1,055</div></div><div class="c x11 y74b w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Impairment l<span class="_ _1" />osses of as<span class="_ _1" />sets<span class="_ _60"> </span>7.4<span class="_ _61"> </span><span><ix:nonfraction name="ifrs-full:ImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-23" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _62"> </span>-<span><ix:nonfraction name="ifrs-full:ImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-24" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">535</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y74c w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Profit from reversal<span class="_ _1" /> of impairmen<span class="_ _1" />t losses of <span class="_ _1" />assets<span class="_ _4a"> </span>7.5<span class="_ _61"> </span><span><ix:nonfraction name="ifrs-full:ReversalOfImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-25" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _63"> </span><span class="ls24"><span><ix:nonfraction name="ifrs-full:ReversalOfImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-26" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">558</ix:nonfraction></span><span class="_ _50"> </span></span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y74d w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Other financial<span class="_ _1" /> results<span class="_ _64"> </span>7.6<span class="_ _5f"> </span><span><span id="__1" style="word-spacing:-6.926763px;"><ix:nonfraction name="ifrs-full:OtherFinanceIncomeCost" id="fact-27" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">12,06 6</ix:nonfraction></span></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:OtherFinanceIncomeCost" id="fact-28" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">24,570</ix:nonfraction></span><span class="_ _58"> </span><span class="ls23">-2<span class="_ _59"> </span>-1</span></div></div><div class="c x11 y74e w33 h46"><div class="t m5 x6f h43 y74f ff1 fsa fc0 sc0 ls0 ws0">Financial e<span class="_ _1" />xpenses<span class="_ _65"> </span>7.7<span class="_ _54"> </span>-<span><ix:nonfraction name="ifrs-full:FinanceCosts" id="fact-29" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">16,386</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:FinanceCosts" id="fact-30" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">15,155</ix:nonfraction></span><span class="_ _55"> </span>-8,803<span class="_ _56"> </span>-7,113</div></div><div class="c x11 y750 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Financial i<span class="_ _1" />ncome<span class="_ _66"> </span>7.8<span class="_ _5d"> </span><span class="ls24"><span><ix:nonfraction name="ifrs-full:FinanceIncome" id="fact-31" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">301</ix:nonfraction></span><span class="_ _63"> </span><span><ix:nonfraction name="ifrs-full:FinanceIncome" id="fact-32" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">268</ix:nonfraction></span><span class="_ _67"> </span>80<span class="_ _68"> </span>204</span></div></div><div class="c x11 y751 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Income from<span class="_ _1" /> dividends</div><div class="t m5 x69 h43 y752 ff1 fsa fc0 sc0 ls0 ws0">7.9</div><div class="t m5 x71 h43 y740 ff1 fsa fc0 sc0 ls0 ws0"><span><ix:nonfraction name="ifrs-full:RevenueFromDividends" id="fact-33" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _69"> </span><span><ix:nonfraction name="ifrs-full:RevenueFromDividends" id="fact-34" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6a"> </span><span class="ls24">12901<span class="_ _6b"> </span>9433</span></div></div><div class="c x11 y753 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Profit/ (loss) f<span class="_ _1" />rom acquisi<span class="_ _1" />tion of subs<span class="_ _1" />idiary<span class="_ _6c"> </span><span><ix:nonfraction name="attica:ProfitsFromAcquiringSubsidiary" id="fact-35" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">1,790</ix:nonfraction></span></div></div><div class="c x11 y754 w36 h44"><div class="t m5 x6f h43 y755 ff1 fsa fc0 sc0 ls0 ws0">Share in net pro<span class="_ _1" />fit (loss) of c<span class="_ _1" />ompanies ac<span class="_ _1" />counted for by </div><div class="t m5 x6f h43 y756 ff1 fsa fc0 sc0 ls0 ws0">the equity metho<span class="_ _1" />d</div></div><div class="c x11 y754 w33 h44"><div class="t m5 x69 h43 y757 ff1 fsa fc0 sc0 ls0 ws0">7.10<span class="_ _54"> </span>-<span><ix:nonfraction name="ifrs-full:ShareOfProfitLossOfAssociatesAndJointVenturesAccountedForUsingEquityMethod" id="fact-36" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">1,410</ix:nonfraction></span><span class="_ _5f"> </span>-<span><ix:nonfraction name="ifrs-full:ShareOfProfitLossOfAssociatesAndJointVenturesAccountedForUsingEquityMethod" id="fact-37" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">1,208</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y758 w33 h47"><div class="t m5 x6f h43 y759 ff1 fsa fc0 sc0 ls0 ws0">Profit/ (loss) f<span class="_ _1" />rom sale of as<span class="_ _1" />sets<span class="_ _6d"> </span>-<span><ix:nonfraction name="attica:LossesOnDisposalsOfNonCurrentAssets" id="fact-38" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">16</ix:nonfraction></span><span class="_ _69"> </span><span><ix:nonfraction name="attica:LossesOnDisposalsOfNonCurrentAssets" id="fact-39" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y75a w33 h42"><div class="t m5 x6f h41 y743 ff2 fsa fc0 sc0 ls0 ws0">Profit before income tax</div><div class="t m5 x72 h41 y740 ff2 fsa fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:ProfitLossBeforeTax" id="fact-40" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">13,127</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLossBeforeTax" id="fact-41" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">49,167</ix:nonfraction></span><span class="_ _6e"> </span>2,871<span class="_ _6f"> </span>1,468</div></div><div class="c x11 y75b w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Income taxes<span class="_ _70"> </span>7.11<span class="_ _51"> </span>-<span><ix:nonfraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" id="fact-42" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">66</ix:nonfraction></span><span class="_ _62"> </span>-<span><ix:nonfraction name="ifrs-full:IncomeTaxExpenseContinuingOperations" id="fact-43" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">251</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y75c w33 h48"><div class="t m5 x6f h41 y75d ff2 fsa fc0 sc0 ls0 ws0">Profit for the period<span class="_ _71"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-44" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">13,193</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-45" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">49,418</ix:nonfraction></span><span class="_ _6e"> </span>2,871<span class="_ _6f"> </span>1,468</div></div><div class="c x11 y75e w33 h46"><div class="t m5 x6f h41 y75f ff2 fsa fc0 sc0 ls0 ws0">Attributable to:</div></div><div class="c x11 y760 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Equity holders of <span class="_ _1" />the parent<span class="_ _4d"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLossAttributableToOwnersOfParent" id="fact-46" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">13,193</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLossAttributableToOwnersOfParent" id="fact-47" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">49,418</ix:nonfraction></span><span class="_ _6e"> </span>2,871<span class="_ _6f"> </span>1,468</div></div><div class="c x11 y761 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Minority shareholders<span class="_ _72"> </span><span class="ls24"><span><ix:nonfraction name="ifrs-full:ProfitLossAttributableToNoncontrollingInterests" id="fact-48" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">82</ix:nonfraction></span><span class="_ _50"> </span></span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y762 w33 h49"><div class="t m5 x6f h43 y763 ff6 fsa fc0 sc0 ls0 ws0">Earnings after t<span class="_ _1" />axes per share  - Basic<span class="_ _1" /> (in €) <span class="_ _73"> </span><span class="ff1">7.12<span class="_ _4e"> </span><span>-<ix:nonfraction name="ifrs-full:BasicEarningsLossPerShare" id="fact-49" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-2" decimals="4" sign="-">0.0611</ix:nonfraction></span><span class="_ _49"> </span><span>-<ix:nonfraction name="ifrs-full:BasicEarningsLossPerShare" id="fact-50" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-2" decimals="4" sign="-">0.2290</ix:nonfraction></span><span class="_ _54"> </span>0.0133<span class="_ _74"> </span>0.0068</span></div></div><div class="c x11 y764 w33 h49"><div class="t m5 x6f h43 y763 ff6 fsa fc0 sc0 ls0 ws0">Diluted earnin<span class="_ _1" />gs after taxes per share<span class="_ _1" /> (in €)<span class="_ _75"> </span><span class="ff1"><span><ix:nonfraction name="ifrs-full:DilutedEarningsLossPerShare" id="fact-51" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-2" decimals="4">-</ix:nonfraction></span><span class="_ _69"> </span><span><ix:nonfraction name="ifrs-full:DilutedEarningsLossPerShare" id="fact-52" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-2" decimals="4">-</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</span></div></div><div class="c x11 y765 w36 h4a"><div class="t m5 x6f h41 y766 ff2 fsa fc0 sc0 ls0 ws0">Operating earnings before ta<span class="_ _1" />xes, investing and </div><div class="t m5 x6f h41 y767 ff2 fsa fc0 sc0 ls0 ws0">financial results, de<span class="_ _1" />preciation and amortiz<span class="_ _1" />ation </div><div class="t m5 x6f h41 y768 ff2 fsa fc0 sc0 ls0 ws0">(EBITDA)</div></div><div class="c x11 y769 w36 h44"><div class="t m5 x6f h43 y755 ff1 fsa fc0 sc0 ls0 ws0">Profit / (loss) b<span class="_ _1" />efore taxes, financin<span class="_ _1" />g and investmen<span class="_ _1" />t </div><div class="t m5 x6f h43 y756 ff1 fsa fc0 sc0 ls0 ws0">activities</div></div><div class="c x11 y769 w33 h44"><div class="t m5 x70 h43 y752 ff1 fsa fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:ProfitLossFromOperatingActivities" id="fact-53" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">9,472</ix:nonfraction></span><span class="_ _5f"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLossFromOperatingActivities" id="fact-54" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">8,525</ix:nonfraction></span><span class="_ _55"> </span>-1,305<span class="_ _56"> </span>-1,055</div></div><div class="c x11 y76a w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Plus: Deprecia<span class="_ _1" />tion <span class="_ _76"> </span><span><ix:nonfraction name="ifrs-full:DepreciationAndAmortisationExpense" id="fact-55" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">51,431</ix:nonfraction></span> <span class="_ _77"> </span><span><ix:nonfraction name="ifrs-full:DepreciationAndAmortisationExpense" id="fact-56" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">48,914</ix:nonfraction></span> <span class="_ _5d"> </span><span class="ls24">38 <span class="_ _5e"> </span>38 </span></div></div><div class="c x11 y76b w33 h4b"><div class="t m5 x6f h41 y76c ff2 fsa fc0 sc0 ls0 ws0">Total <span class="_ _78"> </span><span><ix:nonfraction name="attica:EBITDA" id="fact-57" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">41,959</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="attica:EBITDA" id="fact-58" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">40,389</ix:nonfraction></span><span class="_ _55"> </span>-1,267<span class="_ _56"> </span>-1,017</div></div><div class="c x11 y76d w33 h42"><div class="t m5 x6f h41 y743 ff2 fsa fc0 sc0 ls0 ws0">Other comprehensive income<span class="_ _1" />:</div></div><div class="c x11 y76e w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Profit for the peri<span class="_ _1" />od<span class="_ _79"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-59" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">13,193</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-60" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">49,418</ix:nonfraction></span><span class="_ _6e"> </span>2,871<span class="_ _6f"> </span>1,468</div></div><div class="c x11 y76f w36 h44"><div class="t m5 x6f h41 y748 ff2 fsa fc0 sc0 ls0 ws0">Amounts that will no<span class="_ _1" />t be reclassified in th<span class="_ _1" />e Income </div><div class="t m5 x6f h41 y743 ff2 fsa fc0 sc0 ls0 ws0">Statement</div></div><div class="c x11 y770 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Revaluation of the<span class="_ _1" /> accrued pens<span class="_ _1" />ion obligati<span class="_ _1" />ons</div><div class="t m5 x22 h43 y771 ff1 fsa fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-61" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">28</ix:nonfraction></span><span class="_ _7a"> </span><span class="ls24"><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-62" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">59</ix:nonfraction></span><span class="_ _58"> </span><span class="ls23">-2<span class="_ _4c"> </span></span></span>-</div></div><div class="c x11 y772 w36 h44"><div class="t m5 x6f h41 y748 ff2 fsa fc0 sc0 ls0 ws0">Amounts that will be<span class="_ _1" /> reclassified in the<span class="_ _1" /> Income </div><div class="t m5 x6f h41 y773 ff2 fsa fc0 sc0 ls0 ws0">Statement</div></div><div class="c x11 y774 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Cash flow hedging :</div></div><div class="c x11 y775 w33 h42"><div class="t m5 x6f h43 y776 ff1 fsa fc0 sc0 ls0 ws0">  - current perio<span class="_ _1" />d gains / (los<span class="_ _1" />ses)<span class="_ _7b"> </span><span><ix:nonfraction name="attica:GainsLossesOnCashFlowHedges" id="fact-63" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">3,329</ix:nonfraction></span><span class="_ _5f"> </span><span>-<ix:nonfraction name="attica:GainsLossesOnCashFlowHedges" id="fact-64" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">1,452</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x11 y777 w33 h42"><div class="t m5 x6f h43 y776 ff1 fsa fc0 sc0 ls0 ws0">  - reclassi<span class="_ _1" />fication to p<span class="_ _1" />rofit or loss<span class="_ _20"> </span><span><span id="__2" style="word-spacing:-6.926763px;"><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedges" id="fact-65" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">1,45 2</ix:nonfraction></span></span><span class="_ _6a"> </span><span>-<span id="__3" style="word-spacing:-6.926763px;"><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedges" id="fact-66" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">2,6 87</ix:nonfraction></span></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="t m5 x160 h43 y11ec ff1 fsa fc0 sc0 ls0 ws0">Related parties<span class="_ _1" />' measurement <span class="_ _1" />using the fai<span class="_ _1" />r value method</div><div class="t m5 x157 h43 y11ed ff1 fsa fc0 sc0 ls0 ws0">7.16<span class="_ _7c"> </span><span><ix:nonfraction name="ifrs-full:ShareOfOtherComprehensiveIncomeOfAssociatesAndJointVenturesAccountedForUsingEquityMethodThatWillBeReclassifiedToProfitOrLossNetOfTax" id="fact-67" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _69"> </span><span><ix:nonfraction name="ifrs-full:ShareOfOtherComprehensiveIncomeOfAssociatesAndJointVenturesAccountedForUsingEquityMethodThatWillBeReclassifiedToProfitOrLossNetOfTax" id="fact-68" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _54"> </span>31,621<span class="_ _56"> </span>-7,512</div><div class="t m5 x160 h41 y11ee ff2 fsa fc0 sc0 ls0 ws0">Other comprehensive income<span class="_ _1" /> for the period before tax</div><div class="t m5 x161 h41 y11ef ff2 fsa fc0 sc0 ls0 ws0"><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncome" id="fact-69" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">4,753</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncome" id="fact-70" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">13,163</ix:nonfraction></span><span class="_ _54"> </span>31,619<span class="_ _56"> </span>-7,512</div><div class="t m5 x160 h41 y11f0 ff2 fsa fc0 sc0 ls0 ws0">Other comprehensive income<span class="_ _1" /> for the period, net of tax</div><div class="t m5 x161 h41 y11f1 ff2 fsa fc0 sc0 ls0 ws0"><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncome" id="fact-71" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">4,753</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncome" id="fact-72" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">13,163</ix:nonfraction></span><span class="_ _54"> </span>31,619<span class="_ _56"> </span>-7,512</div><div class="t m5 x160 h41 y11f2 ff2 fsa fc0 sc0 ls0 ws0">Total comprehensive inc<span class="_ _1" />ome for the period after ta<span class="_ _1" />x</div><div class="t m5 x162 h41 y11f3 ff2 fsa fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:ComprehensiveIncome" id="fact-73" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">8,440</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:ComprehensiveIncome" id="fact-74" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">36,255</ix:nonfraction></span><span class="_ _54"> </span>34,490<span class="_ _56"> </span>-6,044</div><div class="c x11 y782 w33 h42"><div class="t m5 x6f h41 y743 ff2 fsa fc0 sc0 ls0 ws0">Attributable to:</div></div><div class="c x11 y783 w33 h42"><div class="t m5 x6f h43 y740 ff1 fsa fc0 sc0 ls0 ws0">Owners of the parent<span class="_ _7d"> </span>-<span><ix:nonfraction name="ifrs-full:ComprehensiveIncomeAttributableToOwnersOfParent" id="fact-75" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">8,440</ix:nonfraction></span><span class="_ _49"> </span>-<span><ix:nonfraction name="ifrs-full:ComprehensiveIncomeAttributableToOwnersOfParent" id="fact-76" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">36,255</ix:nonfraction></span><span class="_ _54"> </span>34,490<span class="_ _56"> </span>-6,044</div></div><div class="c x11 y784 w33 h4e"><div class="t m5 x6f h43 y785 ff1 fsa fc0 sc0 ls0 ws0">Minority shareholders<span class="_ _7e"> </span><span><ix:nonfraction name="ifrs-full:ComprehensiveIncomeAttributableToNoncontrollingInterests" id="fact-77" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _69"> </span><span><ix:nonfraction name="ifrs-full:ComprehensiveIncomeAttributableToNoncontrollingInterests" id="fact-78" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _50"> </span>-<span class="_ _4c"> </span>-</div></div><div class="t m0 x163 h9 y11f4 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x156 h8 y11f5 ff1 fs3 fc0 sc0 ls0 ws0">The accompan<span class="_ _3" />ying notes are an<span class="_ _3" /> integral part o<span class="_ _3" />f these Annual <span class="_ _3" />Financial Statemen<span class="_ _3" />ts. </div><div class="t m0 x156 h8 y11f6 ff1 fs3 fc0 sc0 ls0 ws0">(*) <span class="_ _1" />The <span class="_ _13" />items <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />c<span class="_ _1" />omparative<span class="_ _3" /> <span class="_ _1" />annual <span class="_ _1" />period <span class="_ _1" />ended <span class="_ _13" />as <span class="_ _1" />at <span class="_ _13" />31.<span class="lsd">12</span>.2020 <span class="_ _1" />have <span class="_ _13" />been <span class="_ _1" />readjusted <span class="_ _1" />following<span class="_ _3" /> <span class="_ _13" />the <span class="_ _1" />change <span class="_ _1" />to <span class="_ _1" />accounting <span class="_ _1" />policies </div><div class="t m0 x156 h8 y11f7 ff1 fs3 fc0 sc0 ls0 ws0">under IAS 19 a<span class="_ _3" />s analytically prese<span class="_ _3" />nted in Note 2.23<span class="_ _3" />.3 to the Finan<span class="_ _3" />cial Statemen<span class="_ _3" />ts.  </div><div class="t m0 x153 h6 y11e4 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x154 h7 y11e5 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x155 h6 y11e6 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">82</span></span> </div><div class="t m0 x156 h8 y11e7 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="pi" /></div>
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DbbwbdXOrBXmyl3PvLKLn7yr66uHvNvv/rkXXM/dssfM5m2hxZcdM67wqDVY79293PLV6zc4VM1Njb+/oFHb//X3qzZTxh7ek5mW1WsCQdtrKqyBAMAsA9tW2W//+HJs1alWl7998SS+JA+ee15lnWbG2es3LbnT1lV9tZf/uHbX7q25Tz/fsnoT/z2ta1XEEumwrE3TLz4xOLBxYV9i3rkJOLDjig5/d0nt3zIMcOGDusdLG6xDvzb6Ruf/NAPLj2x+JjD+3bLzy3Iz73gnNN79eq1R5/5/DNPiN+/MNNiO8mk+XXDPvj9C0b3PWZwn8LueU07NaUz2Y3VNYvXVP3z9Q1LqqIgCKYsbRx99Q8/O2HYlz75wa1nFB014tixQ/OmLt126PDc8szQ6+4ZXBQbVpzbp0dOLAiDIGhIZ8qrG98sTyVTe7l9Jicn5+icdfOypW+XXWzKS7Pff+F5FmIAAPZxHtTW1l1358xs60uh/f6blx8/emR7nmVtefnga3639eFREN7yj+XnnjJj7JmnbZ3n4x+65L8fmrugcttv/0uqotufXR8E2w65XXJ3n6FHlm69mZubO/Er7znvP/+ZbXFgdFnrR02Y/PqTv/naHn3m0SOHf+2CQT98otWeQkurojunVQbBbrafLKjM3viXRZdPWFV6xJCtE2++ZszUW59tOVs2CFdURyuqG4KgzRmKOrTv1pnH9J23YNvNmcuT77cIAwCw7zT/BP783LI2Jyz6zJg+7TkDT5OSgQN/9KFhLfexiYLwkz9/qqGh1crxbZ85u7jbrp6nenOyzZSxZ572z/8af0TRTh+yfGPjXnzs79903R8/d9Kgwj1eWe+VF31+bL/DSga2nDjh3LOeuPncD59U2IFTpLbLWaee1DO9LWCWZwfsbC8mAADY+zyoS7Xaob9fQXDHtz+7RxcL++pnrz66X6tLp63dkm2zQ/97x48tu/8rN180KD++4x39Y7EdvOL554yZctu1pw7e8ap3YrsLu+W2npSTiO3ohWIf/cDF02//+DlDc8OgvQczXDi8YPn9X77jvz6Xm5vb5q4Lxp19/0+//OJP33/pqG55u7uQcXFBdMnIVp00cki7LqLcrVu3T566LZXSsfw7Hp9tIQYAYF8Jm9bgN1Ztuvrmu6rePnPoVWcdeeP1V+3pc91z/z9+M3le84psXvwrV55yyQXjdjjnrNfm/OKvU56aV11es60HBnSP3vrTjYWFO76ccBRFf3po0l1PvD6vPLWhLmo6hiEMou+/f+i3vvDRlnM+/9Ks8/7f5KbeKcwNpv7wipNOGL2Lt71w0eJf3f/UY3M2rKzOZrY7cVMYREN7xy48vt+EU4+56PyxicTuNxCsLS+fNmP2ynVVqyo2b65LpdKZMAzzc+J9e+YPPazvUYcPOPXk4wsKCu78w0MvL1wbRVH/ooIf3PSJ7ZNjZ+Nw3R3TahO93r6Z+e64HiOOPdqiDADAPsuDAyKKomQyWVdX35hKZTKZAf2L8/Pz2/moZE1NOp2Jx2M7vHjw+vUVNbW1YRgW9+vbvXv3dr6f+vr6zZu3pNKppisfx2Kx/Ly8wsIe7XlXnem2Pzz6Yu0RW2/2S6+97fpz8/LyLM0AALyD84C98+b8hd+Z2uqgjn8bVTvu7NONDAAAHRQzBO84w48Z1iO9oeWUucsqDAsAAB2XOFg/WE1NzdJlK8IwLBnQv2/fPp350kvLlq1eVxkEQZ+iwqGlQwoKCvbiSdaWlyeTtUcPG7r9XfF4/PNj+t72Ql0q3vzMc6oLa2pq2r8bFQAA7NDBuXPRXx6edO2vZ6WyTYcvZ+/61AmfuvryznnpZ6fP+M3cnCiWeHt8M/0z5decPvD0U05q/5M8OeWFu+Z3i0XZc3uv/cTl43YYGPc8OHly5aCtN8/ovvzGj11igQYAoCMOwp2LKioqvzTxlVMPz33mlvOnfPc9Xx5fcuzQQZ3z0slk8u7Zma1tEARBFMbXJQb9z8uZO//yeCqVaufzPD1/YxjGolji2erDvzDxpXkLFm0/zwffe3Y8s+0IhJmb+9fW1lqgAQDoiINt68HGjVVjv/DrU4cWTfzeF7a/bsO8BQsnTX3lxOFHTHt1UWH3vJuu/8i6deufeeGVRSvWF/XIv2z86U3XbL77zw9/6iOXNz38oceeHNivz5jTT/nJb/88+qhBi5aXV1bXDi4u+tDF43r37tXm+e9+YNKTGwfv7L2VZFZ9bsIxw48ZtttP8ehTz/3fwsyWRPPFEHIydcfkrhs9qMe4M0/u3Wvbi35/4iNzUqVbb145aP2HLznfMg0AwF472LYePDR5ypvrsx9777vCMKyrq1tbXr71v1Qq9eaiZd98YPF/THyupF/Pow8fsGr1mqOu/e0XJ86KoujJV1dO+Np96XQ6CIKJTy3IZpuvlfbQ1PnPz14YBMFPH1ty6Q+nvrZ4fe/C/HufXjT847/ctGlTy5eOomj6+l3t/b82PviWf22a9drc3X6KSyaMvfsL556Qs6zpZipe8Gam9K8r+t143+uTnp62tejGjmx1UtfnV6Qs0AAAdMTBdmjyhuqaIAh6FnYPguD+fzz1ybvmbL3r1Z9fEQRBJgjv/vplx48eGQTBb/7495xYOOP2a5qOAB77qR/98cHHr7vqsp09+YdOLrr3v28IguDy85cN+/Qfpr74ymUXjt967+Rnptcmeu/67WVjuZNmlZ1y0vG7/SBhGH794xf+5oF/Tt80MIo3XzGtNlF071vBS0se/dpHxhUW9hh82IBgzrZEWR/rX1FRUVxcbLEGAGDvHGxbD8488Zh4GL2xaHkQBJdOOGvWzy6b9bPLvjyuf2FuUDpkcBAEhblRUxsEQbB4VeUH3tV769mBzh5R/OQrZU3/3voLfSabjb29k9LZxzXvODT0yNKR/ePL1lRua485r/9lQXy3by+eaRhzbP92fpacnJwbrrn4zquPOrfnitxMzdbpC7Kl1/9x4Q2/euLOSXNatUeY870HZiaTSYs1AADyIAiCYOyZp15/Vr8fPDi3pqamb98+7zrx+JNPOG7G4qqvXDCk6VCBeIvjEUoH9v6/2RtXrV7ddHPGW5VjjxscBEGPvMSMWbODIMhmsy8vq+nfp7BphpfmN89Ztmz5vPWZIQObjw1IpVK3T6tqiPfYzZuLstcfnxk/9ow9+kR9evf+/NUXT/z0yRN6r4plm3cfysZy1iUOWxYe0WbmtfHBd/7tGYs1AAB75yC87sEvbr7+Gz+5Z8RHf378oIIgCJZU1I8f2e8/v3hN073xFkF0zeUT5ixdd8FN9w7pk1uZTJ1cWvSZa64IguCTF4y+5seThxU/05DOjirJv/Dc5hX6N1Ylz7v+R0XdEis3Ntw0oeS948Y0TX/sX9Pr3j6MeBdtcPGAdePOvmDvPlReXt71H77ojHkLHn5h0fzGgelY/s7mnFU3eN6CRSOHH2PhBgBgTx2c1z0IgiCbzc55fV48Hht+zLDc3OZ99xsaGpLJmu2vklZZuaFXr6JEosUJSaNo48aq3NycwsLmTQcDLrn1js+cdtl7z1tfUdG/uDgnJ2frzDfe8fjq+OG7eDOxbOpzJ2bOOfPUffLR5rwx72dTNtQninY2w2kFy2669lILNwAAe+qgvWpyLBY76YTRbSbm5eXl5eVtP3O/fm1/+w/DcIfXWs7JyRl02GEtp2yqrl4bDtj1mxnTc805Z+6za5adMHrkL4ds/t//m/pSzeAo3MEBD0u25FuyAQDYm7VoQ9ARDQ0N3//Tc9lY7o7vjqKBmdUfHlL5uasu3LevW9Sz540fv+RbZ+Uel1jWLV3V5t7KeP9JTz/n2wEAYE8dtDsX7XNry8t7FRUVFBS0nLjr66CNjC275TP7fSefKIp+/ofHZtS1Okx5eGzZdz9j/yIAAPaMrQftVTJwYJs2SKfT09YX7mz+Xul1N3zgrM4ovDC86dpLvnhCfXF6TdOUeLbhfe8a4isDAGCP1y1tPdhrT0194a75OziZaWG68soROeeffdrWQ6I7TeWGDTU1tUVFPXsVFfmCAADYUwlDsNdeeqsyCNrmQX66+pbLjz188KAD8pb69e3br29fXw0AAPKgs62uz28zft3Sm35w5dGHlZQYHAAA5MEhZMGixVXx/ltvhlHmyHDVpy4cpQ0AAJAHh5wnZsyPwuaTBeVmar5+Tq/jR19iWAAAkAeHotLiHq9Wb44HmSPyqj983ogRxx5tTAAAeKdz5iIAAKCZ6x4AAADyAAAAkAcAAIA8AAAA5AEAANAOoSEAAICDQ8fPSurEpgAAQDM7FwEAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAECXlDAEwL4ShqFBgHeQKIoMAtCGrQcAAECz0C8HAABAE1sPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAQNeQMAQAdIIwDA0CQBeXTCbDKIoMBADyAIAoiuQBAADQzLEHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAAAOrIQhAKAThGFoEPafKIoMflcYbUPdQWVlZaWlpf6YHEDJZDLc9R8UAJAH8gB50BWWZIPcOV+BPAAAAJo59gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAJ0t0cHHh2F40IxFFEUWCAAADmW2HgAAAM1CP5kDAABNbD0AAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAACALiHRwceHYWgQD25RFBkEAIBDhK0HAABAs9BvwwAAQBNbDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHABljgJgAABYeSURBVACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAdG0JQwBAJwjD0CDsP1EUGfyuMNqGuoPKyspKS0v9MTmAkslkuOs/KAAgD+QB8qArLMkGuXO+AnkAAAA0c+wBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAdAkJQwBAJwjD0CDsP1EUGfyuMNqGer8uyQa5c74CWw8AAIBm8gAAAGgWtmcjDgAAcCiw9QAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAJ0t0cHHh2FoEDtBFEUGAQCA/S203gkAADSxcxEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAwCEjYQgA6ARhGBqE/SeKIoPfFUbbUHdQWVlZaWmpPyYHUDKZDHf9BwUAADh02LkIAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAAuoSEIQCgE4RhaBD2nyiKDH5XGG1DvV+XZIPcOV+BrQcAAEAzeQAAAMgDAACgtbA9+3gBAACHAlsPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAgAMkYQgA6ARhGBqE/SeKIoPfFUbbUO/XJdkgd85XYOsBAADwdoC1p9IAAIBDgZ2LAOgM9gfYr+xc1EVG21Dv1yXZIHfOV2DnIgAA4O0As3MRAADQxNYDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAO9MiQ4+PgxDg0iniaLIIAAA7D+2HgAAAM1CP8cCAABNbD0AAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAAHBgJTr4+DAMu+xni6LIFwwAAO1n6wEAANAs9BM7AADQxNYDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAcPBLGAIAOkEYhgZh/4miyOB3hdE21B1UVlZWWlrqj8kBlEwmw13/QQEAeSAPkAddYUk2yJ3zFcgDAACgmWMPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAoEtIGAIAOkEYhgZh/4miyOB3hdE21B1UVlZWWlrqj8kBlEwmw13/QQEAAA4ddi4CAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAACALiFhCADoBGEYGoT9J4oig98VRttQd1BZWVlpaak/JgdQMpkMd/0HBQDkgTxAHnSFJdkgd85XIA8AAIBmjj0AAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAACALiFhCADoBGEYGoT9J4oig98VRttQ79cl2SB3zldg6wEAANBMHgAAAM3C9mzEAQAADgW2HgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBwP9v3w5SG4ahKIr2gRei/W9Km9D8dxBT6CQNGClKfc48GTwbw40cAICv4+LnkxiRH1VlBACAz+X0AAAAOMXPvQAAwIPTAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAAPD/HSYAYIEkRpinqoy/w9qmvqj33lrzMHmjMUaeP1AAQB7IA+TBDneykddcAnkAAACc/PcAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAAtnCYAIAFkhhhnqoy/g5rm3rqnWzkNZfA6QEAAHCSBwAAwCmvHOIAAAB34PQAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAACrHRc/n8SIm6sqIwAA8AqnBwAAwCl+WgYAAB6cHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAID/7zABAAskMcI8VWX8HdY29UW999aah8kbjTHy/IECAADch5eLAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAYAuHCQBYIIkR5qkq4++wtqmn3slGXnMJnB4AAAAneQAAAMgDAADgt7zyjhcAAHAHTg8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAALzXYQIAFkhihHmqyvg7rG3qi3rvrTUPkzcaY+T5AwUAALgPLxcBAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAADAFg4TALBAEiPMU1XG32FtU0+9k4285hLklcsAAADcgZeLAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB4AAADyAAAAkAcAAIA8AAAA5AEAACAPAAAAeQAAAMgDAABAHgAAAPIAAACQBwAAgDwAAADkAQAAIA8AAAB5AAAAyAMAAEAeAAAA8gAAAJAHAACAPAAAAOQBAAAgDwAAAHkAAADIAwAAQB6YAAAAkAcAAIA8AAAA5AEAACAPAACAv8UEAADwQapq3pd/A0fLNIi6VlF8AAAAAElFTkSuQmCC" class="bi x49 y3da w3a h3f" alt="" /><div class="t m0 x152 h5 y11e3 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x156 h9 y11f8 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="c x11 y7e3 w3c h5a"><div class="t m6 x7e h53 y7e4 fff fsb fc0 sc0 ls0 ws0">STATEMENT OF FINANCIA<span class="_ _3" />L POSITION</div></div><div class="c x11 y7e5 w3c h5b"><div class="t m6 x74 h56 y7e4 ff10 fsb fc0 sc0 ls0 ws0">As at 31st of December 2021 and at Decem<span class="_ _1" />ber 31,2020</div></div><div class="c x7f y7e6 w3e h5b"><div class="t m6 x3d h53 y7e4 fff fsb fc0 sc0 ls0 ws0">GROUP</div></div><div class="c x39 y7e6 w3d h5b"><div class="t m6 x45 h53 y7e4 fff fsb fc0 sc0 ls0 ws0">COMPANY</div></div><div class="c x11 y78e w3b h52"><div class="t m6 x77 h53 y78f fff fsb fc0 sc0 ls0 ws0">Notes<span class="_ _39"> </span><span class="ls25">31.12.2021<span class="_ _10"> </span>31.12.2020*<span class="_ _39"> </span>31.12.2021<span class="_ _7f"> </span>31.12.2020*</span></div></div><div class="c x11 y790 w3b h54"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">A<span class="_ _3" />SSETS</div></div><div class="c x11 y791 w3b h52"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">Non-current assets </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y793 ff10 fsb fc0 sc0 ls0 ws0">Tangible assets</div></div><div class="c x11 y794 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.13<span class="_ _80"> </span><span><ix:nonfraction name="ifrs-full:PropertyPlantAndEquipment" id="fact-79" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">673,837</ix:nonfraction></span> <span class="_ _81"> </span><span><ix:nonfraction name="ifrs-full:PropertyPlantAndEquipment" id="fact-80" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">678,664</ix:nonfraction></span> <span class="_ _82"> </span>147 <span class="_ _63"> </span>185 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y796 ff10 fsb fc0 sc0 ls0 ws0">Goodwill</div></div><div class="c x11 y797 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.14<span class="_ _63"> </span><span><ix:nonfraction name="ifrs-full:Goodwill" id="fact-81" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">10,778</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:Goodwill" id="fact-82" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">10,778</ix:nonfraction></span> <span class="_ _58"> </span><span class="ls0">-<span class="_ _83"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y798 ff10 fsb fc0 sc0 ls0 ws0">Intangible assets</div></div><div class="c x11 y799 w3b h52"><div class="t m6 x9 h56 y79a ff1 fsb fc0 sc0 ls25 ws0">7.15</div><div class="t m6 x78 h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" id="fact-83" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">11,306</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:IntangibleAssetsOtherThanGoodwill" id="fact-84" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">11,102</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _83"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y79b ff10 fsb fc0 sc0 ls0 ws0">Investments in subsidiaries</div></div><div class="c x11 y79c w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.16<span class="_ _85"> </span><span class="ls0"><span><ix:nonfraction name="ifrs-full:InvestmentsInSubsidiaries" id="fact-85" format="ixt4:fixed-zero" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _86"> </span><span><ix:nonfraction name="ifrs-full:InvestmentsInSubsidiaries" id="fact-86" format="ixt4:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _87"> </span></span>774,749 <span class="_ _4f"> </span>717,603 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y79d ff10 fsb fc0 sc0 ls0 ws0">Investments in associates</div></div><div class="c x11 y79e w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.17<span class="_ _88"> </span><span><ix:nonfraction name="ifrs-full:InvestmentsInJointVentures" id="fact-87" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">5,517</ix:nonfraction></span> <span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:InvestmentsInJointVentures" id="fact-88" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">3,657</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _83"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y79f ff10 fsb fc0 sc0 ls0 ws0">Non-Current financial receivable </div></div><div class="c x11 y7a0 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.18</div><div class="t m6 x79 h56 y79a ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:OtherNoncurrentFinancialAssets" id="fact-89" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">9,080</ix:nonfraction></span> </div><div class="t m6 x47 h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:OtherNoncurrentFinancialAssets" id="fact-90" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">9,969</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _83"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7a1 ff10 fsb fc0 sc0 ls0 ws0">Other non current assets</div></div><div class="c x11 y7a2 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.19</div><div class="t m6 x79 h56 y79a ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:OtherNoncurrentNonfinancialAssets" id="fact-91" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">6,624</ix:nonfraction></span> <span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:OtherNoncurrentNonfinancialAssets" id="fact-92" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">8,060</ix:nonfraction></span> <span class="_ _67"> </span>8 <span class="_ _89"> </span>7 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7a3 ff10 fsb fc0 sc0 ls0 ws0">Deferred tax asset</div></div><div class="c x11 y7a4 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.20<span class="_ _61"> </span><span><ix:nonfraction name="ifrs-full:DeferredTaxAssets" id="fact-93" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">179</ix:nonfraction></span> <span class="_ _8a"> </span><span><ix:nonfraction name="ifrs-full:DeferredTaxAssets" id="fact-94" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">194</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _83"> </span>-</span></div></div><div class="c x11 y7a5 w3b h57"><div class="t m6 x6f h53 y7a6 fff fsb fc0 sc0 ls0 ws0">Total Non-current assets<span class="_ _8b"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:NoncurrentAssets" id="fact-95" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">717,321</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:NoncurrentAssets" id="fact-96" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">722,424</ix:nonfraction></span><span class="_ _87"> </span>774,904<span class="_ _8d"> </span>717,795</span></div></div><div class="c x11 y7a7 w3b h54"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">Current assets<span class="_ _8e"> </span><span class="ff10"> <span class="_ _8f"> </span> <span class="_ _4c"> </span> <span class="_ _90"> </span> </span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7a8 ff10 fsb fc0 sc0 ls0 ws0">Inventories </div></div><div class="c x11 y7a9 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.21<span class="_ _88"> </span><span><ix:nonfraction name="ifrs-full:Inventories" id="fact-97" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">7,087</ix:nonfraction></span> <span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:Inventories" id="fact-98" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">5,444</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _8f"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7aa ff10 fsb fc0 sc0 ls0 ws0">Trade and other receivables</div></div><div class="c x11 y7ab w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.22<span class="_ _63"> </span><span><ix:nonfraction name="ifrs-full:TradeAndOtherCurrentReceivables" id="fact-99" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">91,456</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:TradeAndOtherCurrentReceivables" id="fact-100" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">75,178</ix:nonfraction></span> <span class="_ _91"> </span>50 <span class="_ _58"> </span>15 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7ac ff10 fsb fc0 sc0 ls0 ws0">Other current assets</div></div><div class="c x11 y7ad w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.23<span class="_ _63"> </span><span><ix:nonfraction name="ifrs-full:OtherCurrentNonfinancialAssets" id="fact-101" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">33,634</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:OtherCurrentNonfinancialAssets" id="fact-102" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">20,934</ix:nonfraction></span> <span class="_ _92"> </span>9,918 <span class="_ _6e"> </span>3,044 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7ae ff10 fsb fc0 sc0 ls0 ws0">Derivatives</div></div><div class="c x11 y7af w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.24<span class="_ _88"> </span><span><ix:nonfraction name="ifrs-full:OtherCurrentFinancialAssets" id="fact-103" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">4,714</ix:nonfraction></span> <span class="_ _8a"> </span><span><ix:nonfraction name="ifrs-full:OtherCurrentFinancialAssets" id="fact-104" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">972</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _8f"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7b0 ff10 fsb fc0 sc0 ls0 ws0">Cash and cash equivalents</div></div><div class="c x11 y7b1 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.25<span class="_ _63"> </span><span><ix:nonfraction name="ifrs-full:CashAndCashEquivalents" id="fact-105" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">97,364</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:CashAndCashEquivalents" id="fact-106" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">80,533</ix:nonfraction></span> <span class="_ _93"> </span>45,526 <span class="_ _94"> </span>19,252 </div></div><div class="c x11 y7b2 w3b h57"><div class="t m6 x6f h53 y7a6 fff fsb fc0 sc0 ls0 ws0">Total Current assets<span class="_ _95"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:CurrentAssets" id="fact-107" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">234,255</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:CurrentAssets" id="fact-108" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">183,061</ix:nonfraction></span><span class="_ _96"> </span>55,494<span class="_ _74"> </span>22,311</span></div></div><div class="c x11 y7b3 w3b h57"><div class="t m6 x6f h53 y7a6 fff fsb fc0 sc0 ls0 ws0">Total assets <span class="_ _97"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:Assets" id="fact-109" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">951,576</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:Assets" id="fact-110" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">905,485</ix:nonfraction></span><span class="_ _87"> </span>830,398<span class="_ _8d"> </span>740,106</span></div></div><div class="c x11 y7b4 w3b h58"><div class="t m6 x7a h56 y78f ff10 fsb fc0 sc0 ls26 ws0">  <span class="_ _61"> </span>  <span class="_ _98"> </span><span class="ls0"> <span class="_ _90"> </span> </span></div></div><div class="c x11 y7b5 w3b h52"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">EQUITY AND LIA<span class="_ _b" />BILIT<span class="_ _1" />IES<span class="_ _99"> </span><span class="ff10"> <span class="_ _8f"> </span> <span class="_ _4c"> </span> <span class="_ _90"> </span> </span></div></div><div class="c x11 y7b6 w3b h52"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">Equity</div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7b7 ff10 fsb fc0 sc0 ls0 ws0">Share capital</div></div><div class="c x11 y7b8 w3b h54"><div class="t m6 x9 h56 y7b9 ff1 fsb fc0 sc0 ls25 ws0">7.26<span class="_ _63"> </span><span><ix:nonfraction name="ifrs-full:IssuedCapital" id="fact-111" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">64,742</ix:nonfraction></span><span class="_ _9a"> </span><span><ix:nonfraction name="ifrs-full:IssuedCapital" id="fact-112" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">64,742</ix:nonfraction></span><span class="_ _96"> </span>64,742<span class="_ _74"> </span>64,742</div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7ba ff10 fsb fc0 sc0 ls0 ws0">Share premium</div></div><div class="c x11 y7bb w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.26<span class="_ _80"> </span><span><ix:nonfraction name="ifrs-full:SharePremium" id="fact-113" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">316,743</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:SharePremium" id="fact-114" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">316,743</ix:nonfraction></span><span class="_ _87"> </span>316,743<span class="_ _8d"> </span>316,743</div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7bc ff10 fsb fc0 sc0 ls0 ws0">Fair value reserves</div></div><div class="c x11 y7bd w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.26<span class="_ _88"> </span><span><ix:nonfraction name="attica:FairValueReserves" id="fact-115" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">3,329</ix:nonfraction></span><span class="_ _54"> </span><span class="ls0">-<span><ix:nonfraction name="attica:FairValueReserves" id="fact-116" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3" sign="-">1,452</ix:nonfraction></span><span class="_ _87"> </span></span>154,108<span class="_ _8d"> </span>122,487</div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7be ff10 fsb fc0 sc0 ls0 ws0">Other reserves</div></div><div class="c x11 y7bf w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.26<span class="_ _80"> </span><span><ix:nonfraction name="ifrs-full:OtherReserves" id="fact-117" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">119,372</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:OtherReserves" id="fact-118" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">119,179</ix:nonfraction></span><span class="_ _96"> </span>26,531<span class="_ _74"> </span>26,457</div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7c0 ff10 fsb fc0 sc0 ls0 ws0">Retained earnings</div></div><div class="c x11 y7c1 w3b h52"><div class="t m6 x2 h56 y795 ff1 fsb fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:RetainedEarnings" id="fact-119" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3" sign="-">142,488</ix:nonfraction></span><span class="_ _87"> </span>-<span><ix:nonfraction name="ifrs-full:RetainedEarnings" id="fact-120" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3" sign="-">118,284</ix:nonfraction></span><span class="_ _54"> </span><span class="ls25">6,160<span class="_ _74"> </span>14,155</span></div></div><div class="c x11 y7c2 w3b h52"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">Equity attributable to parent's shareholders<span class="_ _9b"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:EquityAttributableToOwnersOfParent" id="fact-121" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">361,698</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:EquityAttributableToOwnersOfParent" id="fact-122" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">380,928</ix:nonfraction></span><span class="_ _87"> </span>568,284<span class="_ _8d"> </span>544,584</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7c3 ff10 fsb fc0 sc0 ls0 ws0">Non-controlling interests<span class="_ _9c"> </span><span class="ff1"><span><ix:nonfraction name="ifrs-full:NoncontrollingInterests" id="fact-123" format="ixt4:fixed-zero" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _86"> </span><span><ix:nonfraction name="ifrs-full:NoncontrollingInterests" id="fact-124" format="ixt4:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></span></div></div><div class="c x11 y7c4 w3b h52"><div class="t m6 x7b h53 y78f fff fsb fc0 sc0 ls0 ws0">-<span class="_ _8f"> </span>-</div></div><div class="c x11 y7c5 w3b h57"><div class="t m6 x6f h53 y7a6 fff fsb fc0 sc0 ls0 ws0">Total equity<span class="_ _9d"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-125" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">361,698</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-126" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">380,928</ix:nonfraction></span><span class="_ _87"> </span>568,284<span class="_ _8d"> </span>544,584</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x7a h56 y7c6 ff10 fsb fc0 sc0 ls0 ws0"> <span class="_ _8f"> </span> <span class="_ _4c"> </span> <span class="_ _90"> </span> </div></div><div class="c x11 y7c7 w3b h52"><div class="t m6 x6f h53 y7c8 fff fsb fc0 sc0 ls0 ws0">Non-current liabilities</div><div class="t m6 x50 h56 y78f ff10 fsb fc0 sc0 ls0 ws0"> <span class="_ _90"> </span> </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7c9 ff10 fsb fc0 sc0 ls0 ws0">Deferred tax liability</div></div><div class="c x11 y7ca w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.20<span class="_ _88"> </span><span><ix:nonfraction name="ifrs-full:DeferredTaxLiabilities" id="fact-127" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">2,860</ix:nonfraction></span> <span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:DeferredTaxLiabilities" id="fact-128" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">1,378</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _8f"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7cb ff10 fsb fc0 sc0 ls0 ws0">Accrued pension and retirement obligations</div></div><div class="c x11 y7cc w3b h54"><div class="t m6 x9 h56 y79a ff1 fsb fc0 sc0 ls25 ws0">7.27<span class="_ _88"> </span><span><ix:nonfraction name="ifrs-full:NoncurrentProvisionsForEmployeeBenefits" id="fact-129" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">1,216</ix:nonfraction></span><span class="_ _56"> </span><span><ix:nonfraction name="ifrs-full:NoncurrentProvisionsForEmployeeBenefits" id="fact-130" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">1,084</ix:nonfraction></span><span class="_ _73"> </span>48<span class="_ _4b"> </span>44</div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7cd ff10 fsb fc0 sc0 ls0 ws0">Long-term borrowings</div></div><div class="c x11 y7ce w3b h52"><div class="t m6 x9 h56 y79a ff1 fsb fc0 sc0 ls25 ws0">7.28</div><div class="t m6 x7c h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:LongtermBorrowings" id="fact-131" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">346,359</ix:nonfraction></span> <span class="_ _81"> </span><span><ix:nonfraction name="ifrs-full:LongtermBorrowings" id="fact-132" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">405,492</ix:nonfraction></span> <span class="_ _9e"> </span>241,877 <span class="_ _4f"> </span>194,045 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7cf ff10 fsb fc0 sc0 ls0 ws0">Non-Current Provisions</div></div><div class="c x11 y7d0 w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.29<span class="_ _88"> </span><span><ix:nonfraction name="ifrs-full:OtherLongtermProvisions" id="fact-133" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">1,918</ix:nonfraction></span> <span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:OtherLongtermProvisions" id="fact-134" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">1,618</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _8f"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7d1 ff10 fsb fc0 sc0 ls0 ws0">Other non current liabiliti<span class="_ _3" />es</div></div><div class="c x11 y7d2 w3b h52"><div class="t m6 x9 h56 y79a ff1 fsb fc0 sc0 ls25 ws0">7.30</div><div class="t m6 x78 h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:OtherNoncurrentNonfinancialLiabilities" id="fact-135" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">11,045</ix:nonfraction></span> <span class="_ _9f"> </span><span class="ls0"><span><ix:nonfraction name="ifrs-full:OtherNoncurrentNonfinancialLiabilities" id="fact-136" format="ixt4:fixed-zero" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _98"> </span>-<span class="_ _8f"> </span>-</span></div></div><div class="c x11 y7d3 w3b h57"><div class="t m6 x6f h53 y7a6 fff fsb fc0 sc0 ls0 ws0">Total Non-current liabilities<span class="_ _a0"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:NoncurrentLiabilities" id="fact-137" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">363,398</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:NoncurrentLiabilities" id="fact-138" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">409,572</ix:nonfraction></span><span class="_ _87"> </span>241,925<span class="_ _8d"> </span>194,089</span></div></div><div class="c x11 y7d4 w3b h52"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">Current liabilities</div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7d5 ff10 fsb fc0 sc0 ls0 ws0">Trade and other pay<span class="_ _3" />ables<span class="_ _a1"> </span><span class="ff1 ls25">7.31</span></div></div><div class="c x11 y7d6 w3b h52"><div class="t m6 x78 h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:TradeAndOtherCurrentPayables" id="fact-139" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">37,940</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:TradeAndOtherCurrentPayables" id="fact-140" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">39,081</ix:nonfraction></span> <span class="_ _82"> </span>380 <span class="_ _63"> </span>220 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7d7 ff10 fsb fc0 sc0 ls0 ws0">Tax liabilities<span class="_ _a2"> </span><span class="ff1 ls25">7.32</span></div></div><div class="c x11 y7d8 w3b h52"><div class="t m6 x7d h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:CurrentTaxLiabilitiesCurrent" id="fact-141" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">345</ix:nonfraction></span> <span class="_ _8a"> </span><span><ix:nonfraction name="ifrs-full:CurrentTaxLiabilitiesCurrent" id="fact-142" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">318</ix:nonfraction></span> <span class="_ _91"> </span>20 <span class="_ _58"> </span>20 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7d9 ff10 fsb fc0 sc0 ls0 ws0">Short-term debt</div></div><div class="c x11 y7da w3b h52"><div class="t m6 x9 h56 y79a ff1 fsb fc0 sc0 ls25 ws0">7.28</div><div class="t m6 x7c h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:CurrentBorrowingsAndCurrentPortionOfNoncurrentBorrowings" id="fact-143" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">135,234</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:CurrentBorrowingsAndCurrentPortionOfNoncurrentBorrowings" id="fact-144" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">25,050</ix:nonfraction></span> <span class="_ _92"> </span>8,037 <span class="_ _6e"> </span>1,035 </div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7db ff10 fsb fc0 sc0 ls0 ws0">Derivatives</div></div><div class="c x11 y7dc w3b h52"><div class="t m6 x9 h56 y795 ff1 fsb fc0 sc0 ls25 ws0">7.24<span class="_ _85"> </span><span class="ls0"><span><ix:nonfraction name="ifrs-full:OtherCurrentFinancialLiabilities" id="fact-145" format="ixt4:fixed-zero" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _56"> </span></span><span><ix:nonfraction name="ifrs-full:OtherCurrentFinancialLiabilities" id="fact-146" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">3,291</ix:nonfraction></span> <span class="_ _84"> </span><span class="ls0">-<span class="_ _83"> </span>-</span></div></div><div class="c x11 y792 w3b h55"><div class="t m6 x6f h56 y7dd ff10 fsb fc0 sc0 ls0 ws0">Other current liabilities<span class="_ _a3"> </span><span class="ff1 ls25">7.33</span></div></div><div class="c x11 y7de w3b h52"><div class="t m6 x78 h56 y795 ff1 fsb fc0 sc0 ls25 ws0"><span><ix:nonfraction name="ifrs-full:OtherCurrentNonfinancialLiabilities" id="fact-147" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">52,961</ix:nonfraction></span> <span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:OtherCurrentNonfinancialLiabilities" id="fact-148" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">47,245</ix:nonfraction></span> <span class="_ _93"> </span>11,752 <span class="_ _68"> </span>158 </div></div><div class="c x11 y7df w3b h59"><div class="t m6 x6f h53 y7a6 fff fsb fc0 sc0 ls0 ws0">Total Current liabilities<span class="_ _a4"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:CurrentLiabilities" id="fact-149" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">226,480</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:CurrentLiabilities" id="fact-150" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">114,985</ix:nonfraction></span><span class="_ _96"> </span>20,189<span class="_ _5b"> </span>1,433</span></div></div><div class="c x11 y7e0 w3b h52"><div class="t m6 x6f h53 y78f fff fsb fc0 sc0 ls0 ws0">Total liabilities<span class="_ _a5"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:Liabilities" id="fact-151" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">589,878</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:Liabilities" id="fact-152" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">524,557</ix:nonfraction></span><span class="_ _87"> </span>262,114<span class="_ _8d"> </span>195,522</span></div></div><div class="c x11 y7e1 w3b h57"><div class="t m6 x6f h53 y7e2 fff fsb fc0 sc0 ls0 ws0">Total equity and liabilities <span class="_ _a6"> </span><span class="ls25"><span><ix:nonfraction name="ifrs-full:EquityAndLiabilities" id="fact-153" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">951,576</ix:nonfraction></span><span class="_ _8c"> </span><span><ix:nonfraction name="ifrs-full:EquityAndLiabilities" id="fact-154" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">905,485</ix:nonfraction></span><span class="_ _87"> </span>830,398<span class="_ _8d"> </span>740,106</span></div></div><div class="t m0 x164 h9 y11f9 ff7 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x156 ha y11fa ff2 fs4 fc5 sc0 ls0 ws0">Statement of financial position as at 31st of December 2021 and at December 31, 20<span class="_ _1" /><span class="ls27">20</span> </div><div class="t m0 x156 h8 y11fb ff1 fs3 fc0 sc0 ls0 ws0">The accompan<span class="_ _3" />ying notes are an<span class="_ _3" /> integral part o<span class="_ _3" />f these Annual <span class="_ _3" />Financial Statemen<span class="_ _3" />ts. </div><div class="t m0 x156 h8 y11fc ff1 fs3 fc0 sc0 ls0 ws0">(*) <span class="_ _1" />The <span class="_ _13" />items <span class="_ _1" />for <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />comparative annual <span class="_ _1" />period <span class="_ _13" />ended <span class="_ _1" />as <span class="_ _1" />at <span class="_ _13" />31.<span class="lsd">12</span>.2020 <span class="_ _1" />have <span class="_ _13" />been <span class="_ _1" />readjusted <span class="_ _1" />following<span class="_ _3" /> <span class="_ _13" />the <span class="_ _1" />change <span class="_ _1" />to <span class="_ _1" />accounting <span class="_ _1" />policies </div><div class="t m0 x156 h8 y11fd ff1 fs3 fc0 sc0 ls0 ws0">under IAS 19 a<span class="_ _3" />s <span class="lsd">anal</span>ytically presented in No<span class="_ _3" />te 2.23.3 <span class="_ _3" />to the Financia<span class="_ _3" />l Statements. </div><div class="t m0 x156 h9 y11fe ff7 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x156 h9 y11ff ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x153 h6 y11e4 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x154 h7 y11e5 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x155 h6 y11e6 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">83</span></span> </div><div class="t m0 x156 h8 y11e7 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="pi" /></div>
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" class="bi x49 y3da w3f h3f" alt="" /><div class="t m0 x152 h5 y11e3 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x156 h9 y11f8 ff7 fs1 fc5 sc0 ls0 ws0"> </div><div class="c x11 y80b w4a h63"><div class="t m7 x8f h5d y80c ff2 fsc fc0 sc0 ls0 ws0">Statement of Changes in Equity</div></div><div class="c x11 y80d w4a h64"><div class="t m7 x90 h60 y80e ff1 fsc fc0 sc0 ls0 ws0">For the Period 1.1.2021-31.12.2021</div></div><div class="c x11 y7ec w40 h5c"><div class="t m7 x6f h5d y7ed ff2 fsc fc0 sc0 ls0 ws0">GROUP</div></div><div class="c x8a y7ee w44 h5e"><div class="t m7 x86 h5d y7f4 ff2 fsc fc0 sc0 ls0 ws0">Total equity </div><div class="t m7 x85 h5d y7ef ff2 fsc fc0 sc0 ls0 ws0">attributable to </div><div class="t m7 x85 h5d y7f0 ff2 fsc fc0 sc0 ls0 ws0">owners of the </div><div class="t m7 x34 h5d y7f5 ff2 fsc fc0 sc0 ls0 ws0">parent</div></div><div class="t m7 x16a h5d y1202 fff fsc fc0 sc0 ls0 ws0">Revaluation </div><div class="t m7 x165 h5d y1200 ff2 fsc fc0 sc0 ls0 ws0">Number of </div><div class="t m7 x167 h5d y1200 ff2 fsc fc0 sc0 ls0 ws0">Share </div><div class="t m7 x168 h5d y1200 ff2 fsc fc0 sc0 ls0 ws0">Share </div><div class="t m7 x16d h5d y1200 ff2 fsc fc0 sc0 ls0 ws0">Other </div><div class="t m7 x16f h5d y1200 ff2 fsc fc0 sc0 ls0 ws0">Retained </div><div class="t m7 x171 h5d y1200 ff2 fsc fc0 sc0 ls0 ws0">Minority </div><div class="t m7 x173 h5d y1200 ff2 fsc fc0 sc0 ls0 ws0">Total </div><div class="t m7 x16b h5d y1203 fff fsc fc0 sc0 ls0 ws0">reserves of </div><div class="t m7 x166 h5d y1201 ff2 fsc fc0 sc0 ls0 ws0">shares</div><div class="t m7 x167 h5d y1201 ff2 fsc fc0 sc0 ls0 ws0">capital</div><div class="t m7 x169 h5d y1201 ff2 fsc fc0 sc0 ls0 ws0">premium</div><div class="t m7 x16e h5d y1201 ff2 fsc fc0 sc0 ls0 ws0">reserves</div><div class="t m7 x170 h5d y1201 ff2 fsc fc0 sc0 ls0 ws0">earnings</div><div class="t m7 x172 h5d y1201 ff2 fsc fc0 sc0 ls0 ws0">interests</div><div class="t m7 x174 h5d y1201 ff2 fsc fc0 sc0 ls0 ws0">Equity</div><div class="t m7 x16c h5d y1204 fff fsc fc0 sc0 ls0 ws0">tangible assets</div><div class="c x11 y7f6 w40 h5f"><div class="t m7 x6f h5d y7f7 ff2 fsc fc0 sc0 ls0 ws0">Balance at 1.1.2021<span class="_ _a7"> </span><span class="ls28"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-155" format="ixt4:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="4" scale="3">215,805,843</ix:nonfraction></span><span class="_ _11"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-156" format="ixt4:num-dot-decimal" contextRef="c-6" unitRef="u-1" decimals="4" scale="3">64,742</ix:nonfraction></span><span class="_ _45"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-157" format="ixt4:num-dot-decimal" contextRef="c-7" unitRef="u-1" decimals="4" scale="3">316,743</ix:nonfraction></span><span class="_ _94"> </span></span>-<span><ix:nonfraction name="ifrs-full:Equity" id="fact-158" format="ixt4:num-dot-decimal" contextRef="c-8" unitRef="u-1" decimals="4" scale="3">1,452</ix:nonfraction></span><span class="_ _7f"> </span><span class="ls28"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-159" format="ixt4:num-dot-decimal" contextRef="c-9" unitRef="u-1" decimals="4" scale="3">119,179</ix:nonfraction></span><span class="_ _a8"> </span></span>-<span><ix:nonfraction name="ifrs-full:Equity" id="fact-160" format="ixt4:num-dot-decimal" contextRef="c-10" unitRef="u-1" decimals="4" scale="3">118,284</ix:nonfraction></span><span class="_ _17"> </span><span class="ls28"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-161" format="ixt4:num-dot-decimal" contextRef="c-11" unitRef="u-1" decimals="4" scale="3">380,928</ix:nonfraction></span><span class="_ _4e"> </span></span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-162" format="ixt4:fixed-zero" contextRef="c-12" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _f"> </span><span class="ls28"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-163" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">380,928</ix:nonfraction></span></span></div></div><div class="c x11 y7f8 w40 h5f"><div class="t m7 x6f h5d y7f7 ff2 fsc fc0 sc0 ls0 ws0">Profit for the period<span class="_ _a9"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-164" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _93"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-165" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-166" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _67"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-167" format="ixt4:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-168" format="ixt4:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _ab"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-169" format="ixt4:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="4" scale="3" sign="-">13,193</ix:nonfraction></span></div><div class="t m7 x6e h5d y7f9 ff2 fsc fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-170" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="4" scale="3" sign="-">13,193</ix:nonfraction></span><span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-171" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _43"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-172" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">13,193</ix:nonfraction></span></div></div><div class="c x11 y7fa w40 h5c"><div class="t m7 x6f h5d y7ed ff2 fsc fc0 sc0 ls0 ws0">Other comprehensive income</div></div><div class="c x11 y7fb w40 h5c"><div class="t m7 x6f h5d y7ed ff2 fsc fc0 sc0 ls0 ws0">Cash flow hedges:</div></div><div class="c x11 y7fc w40 h5c"><div class="t m7 x6f h60 y7fd ff1 fsc fc0 sc0 ls0 ws0">Current period gains/(losses) <span class="_ _ac"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-173" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _93"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-174" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-175" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _52"> </span><span class="ls28"><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-176" format="ixt4:num-dot-decimal" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">3,329</ix:nonfraction></span><span class="_ _52"> </span></span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-177" format="ixt4:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6e"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-178" format="ixt4:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span class="ls28"><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-179" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="4" scale="3">3,329</ix:nonfraction></span><span class="_ _4e"> </span></span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-180" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _ad"> </span><span class="ls28"><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-181" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">3,329</ix:nonfraction></span></span></div></div><div class="c x11 y7fe w40 h5c"><div class="t m7 x6f h60 y7fd ff1 fsc fc0 sc0 ls0 ws0">Reclassification to profit or loss<span class="_ _ae"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-182" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _93"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-183" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-184" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _52"> </span><span class="ls28"><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-185" format="ixt4:num-dot-decimal" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">1,452</ix:nonfraction></span><span class="_ _52"> </span></span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-186" format="ixt4:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6e"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-187" format="ixt4:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span class="ls28"><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-188" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="4" scale="3">1,452</ix:nonfraction></span><span class="_ _4e"> </span></span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-189" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _ad"> </span><span class="ls28"><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-190" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">1,452</ix:nonfraction></span></span></div></div><div class="c x11 y7ff w40 h5c"><div class="t m7 x6f h60 y800 ff1 fsc fc0 sc0 ls0 ws0">Remeasurem<span class="_ _1" />ents of defined benefit pension plans<span class="_ _59"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-191" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _17"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-192" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _54"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-193" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _67"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-194" format="ixt4:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-195" format="ixt4:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _92"> </span>-<span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-196" format="ixt4:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="4" scale="3" sign="-">28</ix:nonfraction></span><span class="_ _80"> </span>-<span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-197" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="4" scale="3" sign="-">28</ix:nonfraction></span><span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-198" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _af"> </span>-<span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-199" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">28</ix:nonfraction></span></div></div><div class="c x11 y801 w49 h61"><div class="t m7 x6f h5d y802 ff2 fsc fc0 sc0 ls0 ws0">Total recognised income and expense for the </div><div class="t m7 x6f h5d y7fd ff2 fsc fc0 sc0 ls0 ws0">period</div></div><div class="c x11 y801 w40 h61"><div class="t m7 x8e h5d y803 ff2 fsc fc0 sc0 ls0 ws0"><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-200" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _93"> </span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-201" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-202" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _52"> </span><span class="ls28"><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-203" format="ixt4:num-dot-decimal" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">4,781</ix:nonfraction></span><span class="_ _52"> </span></span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-204" format="ixt4:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _ab"> </span>-<span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-205" format="ixt4:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="4" scale="3">13,221</ix:nonfraction></span><span class="_ _b0"> </span>-<span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-206" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="4" scale="3">8,440</ix:nonfraction></span><span class="_ _4e"> </span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-207" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b1"> </span>-<span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-208" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">8,440</ix:nonfraction></span></div></div><div class="c x11 y804 w40 h62"><div class="t m7 x6f h60 y805 ff1 fsc fc0 sc0 ls0 ws0">Share capital issue <span class="_ _b2"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-209" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _93"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-210" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-211" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _67"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-212" format="ixt4:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-213" format="ixt4:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6e"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-214" format="ixt4:fixed-zero" contextRef="c-18" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b3"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-215" format="ixt4:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-216" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _49"> </span><span><ix:nonfraction name="ifrs-full:IssueOfEquity" id="fact-217" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div></div><div class="c x11 y806 w40 h5f"><div class="t m7 x6f h60 y807 ff1 fsc fc0 sc0 ls0 ws0">Transfer between reserves and retained earnings<span class="_ _50"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-218" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b4"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-219" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _aa"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-220" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b5"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-221" format="ixt4:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _17"> </span><span class="ls28"><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-222" format="ixt4:num-dot-decimal" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">193</ix:nonfraction></span><span class="_ _4f"> </span></span>-<span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-223" format="ixt4:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="4" scale="3" sign="-">193</ix:nonfraction></span><span class="_ _5d"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-224" format="ixt4:fixed-zero" contextRef="c-19" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-225" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _49"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-226" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div></div><div class="c x11 y808 w40 h5f"><div class="t m7 x6f h60 y807 ff1 fsc fc0 sc0 ls0 ws0">Dividends<span class="_ _b7"> </span><span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-227" format="ixt4:fixed-zero" contextRef="c-13" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b4"> </span><span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-228" format="ixt4:fixed-zero" contextRef="c-14" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _54"> </span><span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-229" format="ixt4:fixed-zero" contextRef="c-15" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _67"> </span><span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-230" format="ixt4:fixed-zero" contextRef="c-16" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _52"> </span><span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-231" format="ixt4:fixed-zero" contextRef="c-17" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _ab"> </span>-<span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-232" format="ixt4:num-dot-decimal" contextRef="c-18" unitRef="u-1" decimals="4" scale="3">10,790</ix:nonfraction></span><span class="_ _b8"> </span>-<span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-233" format="ixt4:num-dot-decimal" contextRef="c-19" unitRef="u-1" decimals="4" scale="3">10,790</ix:nonfraction></span><span class="_ _4e"> </span><span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-234" format="ixt4:fixed-zero" contextRef="c-20" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _43"> </span>-<span><ix:nonfraction name="ifrs-full:DividendsPaid" id="fact-235" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">10,790</ix:nonfraction></span></div></div><div class="c x11 y809 w40 h5f"><div class="t m7 x6f h5d y80a ff2 fsc fc0 sc0 ls0 ws0">Balance at 31.12.2021<span class="_ _b9"> </span><span class="ls28"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-236" format="ixt4:num-dot-decimal" contextRef="c-21" unitRef="u-1" decimals="4" scale="3">215,805,843</ix:nonfraction></span><span class="_ _11"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-237" format="ixt4:num-dot-decimal" contextRef="c-22" unitRef="u-1" decimals="4" scale="3">64,742</ix:nonfraction></span><span class="_ _45"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-238" format="ixt4:num-dot-decimal" contextRef="c-23" unitRef="u-1" decimals="4" scale="3">316,743</ix:nonfraction></span><span class="_ _ba"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-239" format="ixt4:num-dot-decimal" contextRef="c-24" unitRef="u-1" decimals="4" scale="3">3,329</ix:nonfraction></span><span class="_ _7f"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-240" format="ixt4:num-dot-decimal" contextRef="c-25" unitRef="u-1" decimals="4" scale="3">119,372</ix:nonfraction></span><span class="_ _bb"> </span></span>-<span><ix:nonfraction name="ifrs-full:Equity" id="fact-241" format="ixt4:num-dot-decimal" contextRef="c-26" unitRef="u-1" decimals="4" scale="3">142,488</ix:nonfraction></span><span class="_ _17"> </span><span class="ls28"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-242" format="ixt4:num-dot-decimal" contextRef="c-27" unitRef="u-1" decimals="4" scale="3">361,698</ix:nonfraction></span><span class="_ _4e"> </span></span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-243" contextRef="c-28" xsi:nil="true" unitRef="u-1" scale="3" sign="-" />-</span><span class="_ _f"> </span><span class="ls28"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-244" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">361,698</ix:nonfraction></span></span></div></div><div class="t m0 x175 h9 y1205 ff7 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x156 h3e y1206 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x156 h3e y1207 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="c x11 y82f w56 h6e"><div class="t m8 x9f h66 y830 ff2 fsd fc0 sc0 ls0 ws0">Statement of Changes in Equity</div></div><div class="c x11 y831 w56 h6f"><div class="t m8 xa0 h6a y832 ff1 fsd fc0 sc0 ls0 ws0">For the Period 1.1.2020-31.12.2020</div></div><div class="c x11 y811 w4b h65"><div class="t m8 x6f h66 y812 ff2 fsd fc0 sc0 ls0 ws0">GROUP</div></div><div class="c x21 y813 w4f h67"><div class="t m8 x6f h66 y816 fff fsd fc0 sc0 ls0 ws0">Revaluation </div><div class="t m8 x8c h66 y814 fff fsd fc0 sc0 ls0 ws0">reserves of </div><div class="t m8 x87 h66 y815 fff fsd fc0 sc0 ls0 ws0">tangible </div><div class="t m8 x62 h66 y817 fff fsd fc0 sc0 ls0 ws0">assets</div></div><div class="c x96 y813 w52 h67"><div class="t m8 x5e h66 y816 ff2 fsd fc0 sc0 ls0 ws0">Total equity </div><div class="t m8 x94 h66 y814 ff2 fsd fc0 sc0 ls0 ws0">attributable to </div><div class="t m8 x62 h66 y815 ff2 fsd fc0 sc0 ls0 ws0">owners of the </div><div class="t m8 x24 h66 y817 ff2 fsd fc0 sc0 ls0 ws0">parent</div></div><div class="t m8 x176 h66 y1208 ff2 fsd fc0 sc0 ls0 ws0">Number of </div><div class="t m8 x178 h66 y1208 ff2 fsd fc0 sc0 ls0 ws0">Share </div><div class="t m8 x17a h66 y1208 ff2 fsd fc0 sc0 ls0 ws0">Share </div><div class="t m8 x17c h66 y1208 ff2 fsd fc0 sc0 ls0 ws0">Other </div><div class="t m8 x17e h66 y1208 ff2 fsd fc0 sc0 ls0 ws0">Retained </div><div class="t m8 x180 h66 y1208 ff2 fsd fc0 sc0 ls0 ws0">Minority </div><div class="t m8 x181 h66 y1208 ff2 fsd fc0 sc0 ls0 ws0">Total </div><div class="t m8 x177 h66 y1209 ff2 fsd fc0 sc0 ls0 ws0">shares</div><div class="t m8 x179 h66 y1209 ff2 fsd fc0 sc0 ls0 ws0">capital</div><div class="t m8 x17b h66 y1209 ff2 fsd fc0 sc0 ls0 ws0">premium</div><div class="t m8 x17d h66 y1209 ff2 fsd fc0 sc0 ls0 ws0">reserves</div><div class="t m8 x17f h66 y1209 ff2 fsd fc0 sc0 ls0 ws0">earnings</div><div class="t m8 x180 h66 y1209 ff2 fsd fc0 sc0 ls0 ws0">interests</div><div class="t m8 x182 h66 y1209 ff2 fsd fc0 sc0 ls0 ws0">Equity</div><div class="c x11 y818 w4b h68"><div class="t m8 x6f h66 y819 ff2 fsd fc0 sc0 ls0 ws0">Balance at 1.1.2020<span class="_ _bc"> </span><span class="ls29"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-245" format="ixt4:num-dot-decimal" contextRef="c-29" unitRef="u-1" decimals="4">215,805,843</ix:nonfraction></span><span class="_ _39"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-246" format="ixt4:num-dot-decimal" contextRef="c-30" unitRef="u-1" decimals="4" scale="3">64,742</ix:nonfraction></span><span class="_ _10"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-247" format="ixt4:num-dot-decimal" contextRef="c-31" unitRef="u-1" decimals="4" scale="3">316,743</ix:nonfraction></span><span class="_ _96"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-248" format="ixt4:num-dot-decimal" contextRef="c-32" unitRef="u-1" decimals="4" scale="3">2,687</ix:nonfraction></span><span class="_ _bd"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-249" format="ixt4:num-dot-decimal" contextRef="c-33" unitRef="u-1" decimals="4" scale="3">117,729</ix:nonfraction></span><span class="_ _be"> </span></span>-<span><ix:nonfraction name="ifrs-full:Equity" id="fact-250" format="ixt4:num-dot-decimal" contextRef="c-34" unitRef="u-1" decimals="4" scale="3">69,917</ix:nonfraction></span><span class="_ _63"> </span><span class="ls29"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-251" format="ixt4:num-dot-decimal" contextRef="c-35" unitRef="u-1" decimals="4" scale="3">431,984</ix:nonfraction></span><span class="_ _5f"> </span></span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-252" format="ixt4:fixed-zero" contextRef="c-36" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div><div class="t m8 x99 h66 y81a ff2 fsd fc0 sc0 ls29 ws0"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-253" format="ixt4:num-dot-decimal" contextRef="c-37" unitRef="u-1" decimals="4" scale="3">431,984</ix:nonfraction></span></div></div><div class="c x11 y81b w4b h69"><div class="t m8 x6f h6a y81c ff1 fsd fc0 sc0 ls0 ws0">Changes in accounting policies IAS<span class="_ _3" /> 19<span class="_ _bf"> </span><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-254" format="ixt4:fixed-zero" contextRef="c-38" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-255" format="ixt4:fixed-zero" contextRef="c-39" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _80"> </span><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-256" format="ixt4:fixed-zero" contextRef="c-40" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _51"> </span><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-257" format="ixt4:fixed-zero" contextRef="c-41" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6f"> </span><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-258" format="ixt4:fixed-zero" contextRef="c-42" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _18"> </span><span class="ls29"><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-259" format="ixt4:num-dot-decimal" contextRef="c-43" unitRef="u-1" decimals="4" scale="3">2,442</ix:nonfraction></span><span class="_ _98"> </span><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-260" format="ixt4:num-dot-decimal" contextRef="c-44" unitRef="u-1" decimals="4" scale="3">2,442</ix:nonfraction></span><span class="_ _6a"> </span></span><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-261" format="ixt4:fixed-zero" contextRef="c-45" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _c0"> </span><span class="ls29"><span><ix:nonfraction name="attica:ImpactFromChangeInAccountingPolicy19" id="fact-262" format="ixt4:num-dot-decimal" contextRef="c-46" unitRef="u-1" decimals="4" scale="3">2,442</ix:nonfraction></span></span></div></div><div class="c x11 y81d w4b h6b"><div class="t m8 x6f h66 y819 ff2 fsd fc0 sc0 ls0 ws0">Restated balance at 1.1.2020<span class="_ _c1"> </span><span class="ls29"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-263" format="ixt4:num-dot-decimal" contextRef="c-47" unitRef="u-1" decimals="4">215,805,843</ix:nonfraction></span></span></div><div class="t m8 x69 h66 y81a ff2 fsd fc0 sc0 ls29 ws0"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-264" format="ixt4:num-dot-decimal" contextRef="c-48" unitRef="u-1" decimals="4" scale="3">64,742</ix:nonfraction></span><span class="_ _be"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-265" format="ixt4:num-dot-decimal" contextRef="c-49" unitRef="u-1" decimals="4" scale="3">316,743</ix:nonfraction></span><span class="_ _96"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-266" format="ixt4:num-dot-decimal" contextRef="c-50" unitRef="u-1" decimals="4" scale="3">2,687</ix:nonfraction></span><span class="_ _bd"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-267" format="ixt4:num-dot-decimal" contextRef="c-51" unitRef="u-1" decimals="4" scale="3">117,729</ix:nonfraction></span><span class="_ _be"> </span><span class="ls0">-<span><ix:nonfraction name="ifrs-full:Equity" id="fact-268" format="ixt4:num-dot-decimal" contextRef="c-52" unitRef="u-1" decimals="4" scale="3">67,475</ix:nonfraction></span><span class="_ _68"> </span></span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-269" format="ixt4:num-dot-decimal" contextRef="c-53" unitRef="u-1" decimals="4" scale="3">434,426</ix:nonfraction></span><span class="_ _55"> </span><span class="ls0"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-270" format="ixt4:fixed-zero" contextRef="c-54" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _43"> </span></span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-271" format="ixt4:num-dot-decimal" contextRef="c-55" unitRef="u-1" decimals="4" scale="3">434,426</ix:nonfraction></span></div></div><div class="c x11 y81e w4b h6b"><div class="t m8 x6f h66 y819 ff2 fsd fc0 sc0 ls0 ws0">Profit for the period<span class="_ _c2"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-272" format="ixt4:fixed-zero" contextRef="c-56" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-273" format="ixt4:fixed-zero" contextRef="c-57" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _80"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-274" format="ixt4:fixed-zero" contextRef="c-58" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _51"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-275" format="ixt4:fixed-zero" contextRef="c-59" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6f"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-276" format="ixt4:fixed-zero" contextRef="c-60" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div><div class="t m8 x88 h66 y81a ff2 fsd fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-277" format="ixt4:num-dot-decimal" contextRef="c-61" unitRef="u-1" decimals="4" scale="3" sign="-">49,418</ix:nonfraction></span><span class="_ _5d"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-278" format="ixt4:num-dot-decimal" contextRef="c-62" unitRef="u-1" decimals="4" scale="3" sign="-">49,418</ix:nonfraction></span><span class="_ _5f"> </span><span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-279" format="ixt4:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _2c"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLoss" id="fact-280" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">49,418</ix:nonfraction></span></div></div><div class="c x11 y81f w4b h69"><div class="t m8 x6f h66 y812 ff2 fsd fc0 sc0 ls0 ws0">Other comprehensive income</div></div><div class="c x11 y820 w4b h69"><div class="t m8 x6f h66 y821 ff2 fsd fc0 sc0 ls0 ws0">Cash flow hedges:</div></div><div class="c x11 y822 w4b h69"><div class="t m8 x6f h6a y81c ff1 fsd fc0 sc0 ls0 ws0">Current period gains/(losses)<span class="_ _c3"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-281" format="ixt4:fixed-zero" contextRef="c-56" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-282" format="ixt4:fixed-zero" contextRef="c-57" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _80"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-283" format="ixt4:fixed-zero" contextRef="c-58" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _8c"> </span>-<span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-284" format="ixt4:num-dot-decimal" contextRef="c-59" unitRef="u-1" decimals="4" scale="3" sign="-">1,452</ix:nonfraction></span><span class="_ _82"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-285" format="ixt4:fixed-zero" contextRef="c-60" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _c4"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-286" format="ixt4:fixed-zero" contextRef="c-61" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _84"> </span>-<span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-287" format="ixt4:num-dot-decimal" contextRef="c-62" unitRef="u-1" decimals="4" scale="3" sign="-">1,452</ix:nonfraction></span><span class="_ _6a"> </span><span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-288" format="ixt4:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div><div class="t m8 x9a h6a y819 ff1 fsd fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="attica:ProfitOrLossesOnCashFlowHedges" id="fact-289" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">1,452</ix:nonfraction></span></div></div><div class="c x11 y823 w4b h69"><div class="t m8 x6f h6a y81c ff1 fsd fc0 sc0 ls0 ws0">Reclassification to profit or loss<span class="_ _c5"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-290" format="ixt4:fixed-zero" contextRef="c-56" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-291" format="ixt4:fixed-zero" contextRef="c-57" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _80"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-292" format="ixt4:fixed-zero" contextRef="c-58" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _8c"> </span>-<span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-293" format="ixt4:num-dot-decimal" contextRef="c-59" unitRef="u-1" decimals="4" scale="3">2,687</ix:nonfraction></span><span class="_ _82"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-294" format="ixt4:fixed-zero" contextRef="c-60" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _c4"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-295" format="ixt4:fixed-zero" contextRef="c-61" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _84"> </span>-<span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-296" format="ixt4:num-dot-decimal" contextRef="c-62" unitRef="u-1" decimals="4" scale="3">2,687</ix:nonfraction></span><span class="_ _6a"> </span><span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-297" format="ixt4:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div><div class="t m8 x9a h6a y819 ff1 fsd fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="attica:ReclassificationAdjustmentsOnCashFlowHedgesInEquity" id="fact-298" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">2,687</ix:nonfraction></span></div></div><div class="c x11 y824 w55 h6c"><div class="t m8 x6f h6a y825 ff1 fsd fc0 sc0 ls0 ws0">Remeasurem<span class="_ _1" />ents of defined benefit pension </div><div class="t m8 x6f h6a y81c ff1 fsd fc0 sc0 ls0 ws0">plans</div></div><div class="c x11 y824 w4b h6c"><div class="t m8 x9b h6a y826 ff1 fsd fc0 sc0 ls0 ws0"><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-299" format="ixt4:fixed-zero" contextRef="c-56" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-300" format="ixt4:fixed-zero" contextRef="c-57" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _80"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-301" format="ixt4:fixed-zero" contextRef="c-58" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _51"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-302" format="ixt4:fixed-zero" contextRef="c-59" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6f"> </span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-303" format="ixt4:fixed-zero" contextRef="c-60" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div><div class="t m8 x9c h6a y827 ff1 fsd fc0 sc0 ls29 ws0"><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-304" format="ixt4:num-dot-decimal" contextRef="c-61" unitRef="u-1" decimals="4" scale="3">59</ix:nonfraction></span></div><div class="t m8 x8a h6a y819 ff1 fsd fc0 sc0 ls29 ws0"><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-305" format="ixt4:num-dot-decimal" contextRef="c-62" unitRef="u-1" decimals="4" scale="3">59</ix:nonfraction></span><span class="_ _6a"> </span><span class="ls0"><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-306" format="ixt4:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _4e"> </span></span><span><ix:nonfraction name="ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans" id="fact-307" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">59</ix:nonfraction></span></div></div><div class="c x11 y828 w4b h6b"><div class="t m8 x6f h66 y819 ff2 fsd fc0 sc0 ls0 ws0">Other comprehensive income after tax<span class="_ _c6"> </span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-308" format="ixt4:fixed-zero" contextRef="c-56" unitRef="u-1" decimals="4">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-309" format="ixt4:fixed-zero" contextRef="c-57" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _80"> </span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-310" format="ixt4:fixed-zero" contextRef="c-58" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div><div class="t m8 x9d h66 y81a ff2 fsd fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-311" format="ixt4:num-dot-decimal" contextRef="c-59" unitRef="u-1" decimals="4" scale="3">4,139</ix:nonfraction></span></div><div class="t m8 x9e h66 y819 ff2 fsd fc0 sc0 ls0 ws0"><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-312" format="ixt4:fixed-zero" contextRef="c-60" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div><div class="t m8 x88 h66 y81a ff2 fsd fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-313" format="ixt4:num-dot-decimal" contextRef="c-61" unitRef="u-1" decimals="4" scale="3">49,359</ix:nonfraction></span><span class="_ _5d"> </span>-<span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-314" format="ixt4:num-dot-decimal" contextRef="c-62" unitRef="u-1" decimals="4" scale="3">53,498</ix:nonfraction></span><span class="_ _5f"> </span><span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-315" format="ixt4:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _2c"> </span>-<span><ix:nonfraction name="attica:TotalComprehensiveIncome" id="fact-316" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">53,498</ix:nonfraction></span></div></div><div class="c x11 y829 w55 h6d"><div class="t m8 x6f h6a y82a ff1 fsd fc0 sc0 ls0 ws0">Transfer between reserves and retained </div><div class="t m8 x6f h6a y82b ff1 fsd fc0 sc0 ls0 ws0">earnings</div></div><div class="c x11 y829 w4b h6d"><div class="t m8 x9b h6a y82c ff1 fsd fc0 sc0 ls0 ws0"><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-317" format="ixt4:fixed-zero" contextRef="c-56" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _b6"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-318" format="ixt4:fixed-zero" contextRef="c-57" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _80"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-319" format="ixt4:fixed-zero" contextRef="c-58" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _51"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-320" format="ixt4:fixed-zero" contextRef="c-59" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _87"> </span><span class="ls29"><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-321" format="ixt4:num-dot-decimal" contextRef="c-60" unitRef="u-1" decimals="4" scale="3">1,450</ix:nonfraction></span><span class="_ _c7"> </span></span>-<span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-322" format="ixt4:num-dot-decimal" contextRef="c-61" unitRef="u-1" decimals="4" scale="3" sign="-">1,450</ix:nonfraction></span><span class="_ _c8"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-323" format="ixt4:fixed-zero" contextRef="c-62" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _6a"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-324" format="ixt4:fixed-zero" contextRef="c-63" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _ba"> </span><span><ix:nonfraction name="attica:IncreaseDecreaseThroughTransferBetweenReservesAndRetainedEarnings" id="fact-325" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span></div></div><div class="c x11 y82d w4b h68"><div class="t m8 x6f h66 y82e ff2 fsd fc0 sc0 ls0 ws0">Balance at 31.12.2020<span class="_ _c9"> </span><span class="ls29"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-326" format="ixt4:num-dot-decimal" contextRef="c-5" unitRef="u-1" decimals="4" scale="3">215,805,843</ix:nonfraction></span><span class="_ _39"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-327" format="ixt4:num-dot-decimal" contextRef="c-6" unitRef="u-1" decimals="4" scale="3">64,742</ix:nonfraction></span><span class="_ _be"> </span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-328" format="ixt4:num-dot-decimal" contextRef="c-7" unitRef="u-1" decimals="4" scale="3">316,743</ix:nonfraction></span><span class="_ _8c"> </span></span>-<span><ix:nonfraction name="ifrs-full:Equity" id="fact-329" format="ixt4:num-dot-decimal" contextRef="c-8" unitRef="u-1" decimals="4" scale="3">1,452</ix:nonfraction></span><span class="_ _bd"> </span><span class="ls29"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-330" format="ixt4:num-dot-decimal" contextRef="c-9" unitRef="u-1" decimals="4" scale="3">119,179</ix:nonfraction></span><span class="_ _45"> </span></span>-<span><ix:nonfraction name="ifrs-full:Equity" id="fact-331" format="ixt4:num-dot-decimal" contextRef="c-10" unitRef="u-1" decimals="4" scale="3">118,284</ix:nonfraction></span><span class="_ _68"> </span><span class="ls29"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-332" format="ixt4:num-dot-decimal" contextRef="c-11" unitRef="u-1" decimals="4" scale="3">380,928</ix:nonfraction></span><span class="_ _6a"> </span></span><span><ix:nonfraction name="ifrs-full:Equity" id="fact-333" format="ixt4:fixed-zero" contextRef="c-12" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _ca"> </span><span class="ls29"><span><ix:nonfraction name="ifrs-full:Equity" id="fact-334" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">380,928</ix:nonfraction></span></span></div></div><div class="t m0 x183 h3e y120a ff5 fs4 fcc sc0 ls0 ws0"> </div><div class="t m0 x156 h8 y120b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x156 h8 y120c ff1 fs3 fc0 sc0 ls0 ws0">The accompan<span class="_ _3" />ying notes are an<span class="_ _3" /> integral part o<span class="_ _3" />f these Annual <span class="_ _3" />Financial Statemen<span class="_ _3" />ts. </div><div class="t m0 x156 h8 y120d ff1 fs3 fc0 sc0 ls0 ws0">The items<span class="_ _3" /> for <span class="_ _3" />the compar<span class="_ _3" />ative a<span class="_ _3" />nnual per<span class="_ _3" />iod ended<span class="_ _3" /> as at<span class="_ _3" /> 31.<span class="lsd">12</span>.2020 <span class="_ _3" />have been<span class="_ _3" /> read<span class="_ _3" />justed following<span class="_ _b" /> the change <span class="_ _3" />to a<span class="_ _3" />ccounting po<span class="_ _3" />licies un<span class="_ _3" />der </div><div class="t m0 x156 h8 y120e ff1 fs3 fc0 sc0 ls0 ws0">IAS 19 as <span class="lsd">anal</span>ytically pre<span class="_ _3" />sented in No<span class="_ _3" />te 2.23.3 to the<span class="_ _3" /> Financial State<span class="_ _3" />ments. </div><div class="t m0 x156 h9 y120f ff7 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x156 ha y1210 ff2 fs4 fc5 sc0 ls0 ws0">Statement of changes in equity of the Group (period 1.1 to 31.12.2021) </div><div class="t m0 x156 ha y1211 ff2 fs4 fc5 sc0 ls0 ws0">Statement of changes in equity of the Group (period 1.1 to 31.12.2020)<span class="fs0"> </span></div><div class="t m0 x156 h3 y1212 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x153 h6 y11e4 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x154 h7 y11e5 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x155 h6 y11e6 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">84</span></span> </div><div class="t m0 x156 h8 y11e7 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="pi" /></div>
<div id="pf55" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc55 w0 h0"><img 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" class="bi x49 y3da w57 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">85</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y839 w58 h70"><div class="t m9 x6f h71 y83a fff fse fc0 sc0 ls0 ws0">COMPANY</div></div><div class="c xa2 y83b w59 h72"><div class="t m9 x86 h71 y83c fff fse fc0 sc0 ls0 ws0">Number of </div><div class="t m9 x5e h71 y83d fff fse fc0 sc0 ls0 ws0">shares</div></div><div class="c x26 y83b w5a h72"><div class="t m9 x87 h71 y83c fff fse fc0 sc0 ls0 ws0">Share </div><div class="t m9 x1f h71 y83d fff fse fc0 sc0 ls0 ws0">capital</div></div><div class="c xa3 y83b w5b h72"><div class="t m9 x5e h71 y83c fff fse fc0 sc0 ls0 ws0">Share </div><div class="t m9 x87 h71 y83d fff fse fc0 sc0 ls0 ws0">premium</div></div><div class="c x6d y83b w5c h72"><div class="t m9 x5e h71 y83e fff fse fc0 sc0 ls0 ws0">Revaluation </div><div class="t m9 x34 h71 y83f fff fse fc0 sc0 ls0 ws0">reserves of </div><div class="t m9 x84 h71 y840 fff fse fc0 sc0 ls0 ws0">tangible assets</div></div><div class="c xa4 y83b w5d h72"><div class="t m9 x5e h71 y83c fff fse fc0 sc0 ls0 ws0">Other </div><div class="t m9 x84 h71 y83d fff fse fc0 sc0 ls0 ws0">reserves</div></div><div class="c xa5 y83b w5e h72"><div class="t m9 x62 h71 y83c fff fse fc0 sc0 ls0 ws0">Retained </div><div class="t m9 x62 h71 y83d fff fse fc0 sc0 ls0 ws0">earnings</div></div><div class="c x98 y83b w5f h72"><div class="t m9 x84 h71 y83c fff fse fc0 sc0 ls0 ws0">Total </div><div class="t m9 x1f h71 y83d fff fse fc0 sc0 ls0 ws0">Equity</div></div><div class="c x11 y841 w58 h73"><div class="t m9 x6f h71 y842 fff fse fc0 sc0 ls0 ws0">Balance at 1.1.2021<span class="_ _9b"> </span><span class="ls2a">215,805,843<span class="_ _45"> </span>64,742<span class="_ _e"> </span>316,743<span class="_ _63"> </span>122,487<span class="_ _17"> </span>26,457<span class="_ _8d"> </span>14,155</span></div><div class="t m9 xe h71 y843 fff fse fc0 sc0 ls2a ws0">544,584</div></div><div class="c x11 y844 w58 h74"><div class="t m9 x6f h71 y842 fff fse fc0 sc0 ls0 ws0">Profit for the period<span class="_ _cb"> </span>-<span class="_ _49"> </span>-<span class="_ _91"> </span>-<span class="_ _85"> </span>-<span class="_ _68"> </span>-</div><div class="t m9 xa6 h71 y843 fff fse fc0 sc0 ls2a ws0">2,871<span class="_ _10"> </span>2,871</div></div><div class="c x11 y845 w58 h75"><div class="t m9 x6f h71 y83a fff fse fc0 sc0 ls0 ws0">Other comprehensive income</div></div><div class="c x11 y846 w58 h75"><div class="t m9 x6f h71 y83a fff fse fc0 sc0 ls0 ws0">Cash flow hedges:</div></div><div class="c x11 y847 w58 h70"><div class="t m9 x6f h76 y848 ff10 fse fc0 sc0 ls0 ws0">Current period gains/(losses)<span class="_ _57"> </span>-<span class="_ _49"> </span>-<span class="_ _91"> </span>-<span class="_ _85"> </span>-<span class="_ _68"> </span>-<span class="_ _88"> </span>-<span class="_ _94"> </span>-</div></div><div class="c x11 y849 w58 h75"><div class="t m9 x6f h76 y848 ff10 fse fc0 sc0 ls0 ws0">Reclassification to profit or loss<span class="_ _5a"> </span>-<span class="_ _49"> </span>-<span class="_ _91"> </span>-<span class="_ _85"> </span>-<span class="_ _68"> </span>-<span class="_ _88"> </span>-<span class="_ _94"> </span>-</div></div><div class="c x11 y84a w58 h77"><div class="t m9 x6f h76 y84b ff10 fse fc0 sc0 ls0 ws0">Remeasurem<span class="_ _1" />ents of defined benefit pension plans</div><div class="t m9 x9f h76 y84c ff10 fse fc0 sc0 ls0 ws0">-<span class="_ _49"> </span>-<span class="_ _91"> </span>-<span class="_ _85"> </span>-<span class="_ _68"> </span>-</div><div class="t m9 xa7 h76 y842 ff10 fse fc0 sc0 ls2b ws0">-2<span class="_ _c"> </span>-2</div></div><div class="c x11 y84d w58 h75"><div class="t m9 x6f h71 y83a fff fse fc0 sc0 ls0 ws0">Fair value's measurement</div></div><div class="c x11 y84e w60 h78"><div class="t m9 x6f h76 y84f ff10 fse fc0 sc0 ls0 ws0">Related parties' measurement using the fair value </div><div class="t m9 x6f h76 y848 ff10 fse fc0 sc0 ls0 ws0">method</div></div><div class="c x11 y84e w58 h78"><div class="t m9 x9f h76 y84c ff10 fse fc0 sc0 ls0 ws0">-<span class="_ _49"> </span>-<span class="_ _91"> </span>-</div><div class="t m9 xa8 h76 y842 ff10 fse fc0 sc0 ls2a ws0">31,621<span class="_ _68"> </span><span class="ls0">-<span class="_ _88"> </span>-<span class="_ _7f"> </span></span>31,621</div></div><div class="c x11 y850 w58 h74"><div class="t m9 x6f h71 y842 fff fse fc0 sc0 ls0 ws0">Other comprehensive income after tax<span class="_ _cc"> </span>-<span class="_ _49"> </span>-<span class="_ _91"> </span>-</div><div class="t m9 xa8 h71 y843 fff fse fc0 sc0 ls2a ws0">31,621<span class="_ _68"> </span><span class="ls0">-<span class="_ _cd"> </span></span>2,869<span class="_ _7f"> </span>34,490</div></div><div class="c x11 y851 w58 h75"><div class="t m9 x6f h76 y848 ff10 fse fc0 sc0 ls0 ws0">Transfer between reserves and retained earnings<span class="_ _ce"> </span>-<span class="_ _49"> </span>-<span class="_ _91"> </span>-<span class="_ _85"> </span>-<span class="_ _68"> </span>-<span class="_ _4f"> </span>-10,790<span class="_ _cf"> </span>-10,790</div></div><div class="c x11 y852 w58 h74"><div class="t m9 x6f h76 y853 ff1 fse fc0 sc0 ls0 ws0">Dividends<span class="_ _d0"> </span><span class="ff10">-<span class="_ _49"> </span>-<span class="_ _91"> </span>-<span class="_ _85"> </span>-<span class="_ _80"> </span><span class="ls2a">74<span class="_ _8a"> </span></span>-74<span class="_ _77"> </span>-</span></div></div><div class="c x11 y854 w58 h79"><div class="t m9 x6f h71 y855 fff fse fc0 sc0 ls0 ws0">Balance at 31.12.2021<span class="_ _c3"> </span><span class="ls2a">215,805,843<span class="_ _45"> </span>64,742<span class="_ _e"> </span>316,743<span class="_ _63"> </span>154,108<span class="_ _17"> </span>26,531<span class="_ _52"> </span>6,160<span class="_ _d1"> </span>568,284</span></div></div><div class="c x11 y856 w61 h7a"><div class="t m9 xa9 h71 y857 fff fse fc0 sc0 ls0 ws0">Statement of Changes in Equity</div></div><div class="c x11 y858 w61 h74"><div class="t m9 x3 h76 y857 ff10 fse fc0 sc0 ls0 ws0">For the Period 1.1.2021-31.12.2021</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xaa h2 y859 ff1 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y85a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y85b w62 h7b"><div class="t ma x6f h7c y85c fff fsf fc0 sc0 ls0 ws0">COMPANY</div></div><div class="c x6 y85d w63 h7d"><div class="t ma x86 h7c y85e fff fsf fc0 sc0 ls0 ws0">Number of </div><div class="t ma xab h7c y85f fff fsf fc0 sc0 ls0 ws0">shares</div></div><div class="c x26 y85d w64 h7d"><div class="t ma x1f h7c y85e fff fsf fc0 sc0 ls0 ws0">Share </div><div class="t ma x5b h7c y85f fff fsf fc0 sc0 ls0 ws0">capital</div></div><div class="c xa3 y85d w65 h7d"><div class="t ma x34 h7c y85e fff fsf fc0 sc0 ls0 ws0">Share </div><div class="t ma x94 h7c y85f fff fsf fc0 sc0 ls0 ws0">premium</div></div><div class="c xac y85d w66 h7d"><div class="t ma x34 h7c y860 fff fsf fc0 sc0 ls0 ws0">Revaluation </div><div class="t ma x8c h7c y861 fff fsf fc0 sc0 ls0 ws0">reserves of tangible </div><div class="t ma x33 h7c y862 fff fsf fc0 sc0 ls0 ws0">assets</div></div><div class="c xad y85d w67 h7d"><div class="t ma x34 h7c y85e fff fsf fc0 sc0 ls0 ws0">Other </div><div class="t ma x62 h7c y85f fff fsf fc0 sc0 ls0 ws0">reserves</div></div><div class="c xae y85d w68 h7d"><div class="t ma x5b h7c y85e fff fsf fc0 sc0 ls0 ws0">Retained </div><div class="t ma x5b h7c y85f fff fsf fc0 sc0 ls0 ws0">earnings</div></div><div class="c x98 y85d w69 h7d"><div class="t ma x94 h7c y85e fff fsf fc0 sc0 ls0 ws0">Total </div><div class="t ma x86 h7c y85f fff fsf fc0 sc0 ls0 ws0">Equity</div></div><div class="c x11 y863 w62 h7e"><div class="t ma x6f h7c y864 fff fsf fc0 sc0 ls0 ws0">Balance at 1.1.2020<span class="_ _d2"> </span><span class="ff2 ls2c">215,805,843<span class="_ _14"> </span>64,742<span class="_ _17"> </span>316,743<span class="_ _58"> </span>129,999<span class="_ _92"> </span>26,087<span class="_ _3c"> </span>13,012</span></div><div class="t ma xaf h7c y865 fff fsf fc0 sc0 ls2c ws0">550,583</div></div><div class="c x11 y866 w62 h7f"><div class="t ma x6f h80 y867 ff10 fsf fc0 sc0 ls0 ws0">Changes in accounting policy<span class="_ _b" /> IAS 19<span class="_ _d3"> </span><span class="ls2c">45<span class="_ _b0"> </span>45</span></div></div><div class="c x11 y868 w62 h81"><div class="t ma x6f h7c y864 fff fsf fc0 sc0 ls0 ws0">Restated balance 1.1.2020<span class="_ _d4"> </span><span class="ls2c">215,805,843</span></div><div class="t ma x9 h7c y869 fff fsf fc0 sc0 ls2c ws0">64,742<span class="_ _b4"> </span>316,743<span class="_ _58"> </span>129,999<span class="_ _92"> </span>26,087<span class="_ _3c"> </span>13,057<span class="_ _7f"> </span>550,628</div></div><div class="c x11 y86a w62 h81"><div class="t ma x6f h7c y864 fff fsf fc0 sc0 ls0 ws0">Profit for the period<span class="_ _d5"> </span>-<span class="_ _aa"> </span>-<span class="_ _88"> </span>-<span class="_ _d6"> </span>-<span class="_ _d7"> </span>-<span class="_ _d8"> </span><span class="ff2 ls2c">1,468</span></div><div class="t ma xb0 h7c y869 fff fsf fc0 sc0 ls2c ws0">1,468</div></div><div class="c x11 y86b w62 h7b"><div class="t ma x6f h7c y85c fff fsf fc0 sc0 ls0 ws0">Other comprehensive income</div></div><div class="c x11 y86c w62 h7f"><div class="t ma x6f h7c y85c fff fsf fc0 sc0 ls0 ws0">Cash flow hedges:</div></div><div class="c x11 y86d w62 h7f"><div class="t ma x6f h80 y867 ff10 fsf fc0 sc0 ls0 ws0">Current period gains/(losses)<span class="_ _64"> </span>-<span class="_ _aa"> </span>-<span class="_ _88"> </span>-<span class="_ _d6"> </span>-<span class="_ _84"> </span>-<span class="_ _82"> </span>-</div><div class="t ma xb1 h80 y864 ff10 fsf fc0 sc0 ls0 ws0">-</div></div><div class="c x11 y86e w62 h7f"><div class="t ma x6f h80 y867 ff10 fsf fc0 sc0 ls0 ws0">Reclassification to profit or loss<span class="_ _d9"> </span>-<span class="_ _aa"> </span>-<span class="_ _88"> </span>-<span class="_ _d6"> </span>-<span class="_ _d7"> </span>-<span class="_ _82"> </span>-<span class="_ _5c"> </span>-</div></div><div class="c x11 y86f w62 h82"><div class="t ma x6f h80 y870 ff10 fsf fc0 sc0 ls0 ws0">Remeasurem<span class="_ _1" />ents of defined benefit pension plans<span class="_ _50"> </span>-<span class="_ _aa"> </span>-<span class="_ _88"> </span>-<span class="_ _d6"> </span>-<span class="_ _84"> </span>-<span class="_ _82"> </span><span class="ff1">-<span class="_ _5c"> </span></span>-</div></div><div class="c x11 y871 w62 h7f"><div class="t ma x6f h7c y85c fff fsf fc0 sc0 ls0 ws0">Fair value's measurement</div></div><div class="c x11 y872 w6a h83"><div class="t ma x6f h80 y873 ff10 fsf fc0 sc0 ls0 ws0">Related parties' measurement using the fair value </div><div class="t ma x6f h80 y867 ff10 fsf fc0 sc0 ls0 ws0">method</div></div><div class="c x11 y872 w62 h83"><div class="t ma xc h80 y874 ff10 fsf fc0 sc0 ls0 ws0">-<span class="_ _aa"> </span>-<span class="_ _88"> </span>-<span class="_ _4c"> </span><span class="ff1">-7,512<span class="_ _d7"> </span></span>-<span class="_ _82"> </span>-<span class="_ _ab"> </span>-7,512</div></div><div class="c x11 y875 w62 h81"><div class="t ma x6f h7c y864 fff fsf fc0 sc0 ls0 ws0">Other comprehensive income after tax<span class="_ _da"> </span>-<span class="_ _aa"> </span>-<span class="_ _88"> </span>-</div><div class="t ma xb2 h7c y869 fff fsf fc0 sc0 ls0 ws0">-7,512</div><div class="t ma xb3 h7c y864 fff fsf fc0 sc0 ls0 ws0">-</div><div class="t ma xa6 h7c y869 fff fsf fc0 sc0 ls2c ws0">1,468<span class="_ _ab"> </span><span class="ls0">-6,044</span></div></div><div class="c x11 y876 w62 h84"><div class="t ma x6f h80 y877 ff10 fsf fc0 sc0 ls0 ws0">Transfer between reserves and retained earnings<span class="_ _db"> </span>-<span class="_ _aa"> </span>-<span class="_ _88"> </span>-<span class="_ _d6"> </span>-<span class="_ _6b"> </span><span class="ls2c">370<span class="_ _8c"> </span></span>-370<span class="_ _5c"> </span>-</div></div><div class="c x11 y878 w62 h85"><div class="t ma x6f h7c y879 fff fsf fc0 sc0 ls0 ws0">Balance at 31.12.2020<span class="_ _dc"> </span><span class="ls2c">215,805,843<span class="_ _14"> </span>64,742<span class="_ _17"> </span>316,743<span class="_ _58"> </span>122,487<span class="_ _92"> </span>26,457<span class="_ _3c"> </span>14,155<span class="_ _7f"> </span>544,584</span></div></div><div class="c x11 y87a w6b h86"><div class="t ma xc h7c y87b fff fsf fc0 sc0 ls0 ws0">Statement of Changes in Equity</div></div><div class="c x11 y87c w6b h87"><div class="t ma xa9 h80 y87b ff10 fsf fc0 sc0 ls0 ws0">For the Period 1.1.2020-31.12.2020</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x91 h2 y2de ff1 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y101 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h8 y115 ff1 fs3 fc0 sc0 ls0 ws0">The accompan<span class="_ _3" />ying notes are an<span class="_ _3" /> integral part o<span class="_ _3" />f these Annual <span class="_ _3" />Financial Statemen<span class="_ _3" />ts. </div><div class="t m0 x11 h8 y87d ff1 fs3 fc0 sc0 ls0 ws0">The items<span class="_ _3" /> for <span class="_ _3" />the compar<span class="_ _3" />ative a<span class="_ _3" />nnual per<span class="_ _3" />iod ended<span class="_ _3" /> as at<span class="_ _3" /> 31.<span class="lsd">12</span>.2020 <span class="_ _3" />have been<span class="_ _3" /> read<span class="_ _3" />justed following<span class="_ _b" /> the change <span class="_ _3" />to a<span class="_ _3" />ccounting po<span class="_ _3" />licies un<span class="_ _3" />der </div><div class="t m0 x11 h8 y457 ff1 fs3 fc0 sc0 ls0 ws0">IAS 19 as <span class="lsd">anal</span>ytically pre<span class="_ _3" />sented in No<span class="_ _3" />te 2.23.3 to the<span class="_ _3" /> Financial State<span class="_ _3" />ments.  </div><div class="t m0 x11 h20 y87e ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 ha y87f ff2 fs4 fc5 sc0 ls0 ws0">Statement of changes in equity of the Company <span class="_ _1" />(period 1.1 to 31.12.2021) </div><div class="t m0 x11 ha y880 ff2 fs4 fc5 sc0 ls0 ws0">Statement of changes in equi<span class="_ _1" />ty of the Company (period 1.1 to 31.12.2020)<span class="fs0"> </span></div><div class="t m0 x11 h20 y881 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y2e ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y882 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y3c1 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y209 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y13f ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y883 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y7e9 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y884 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x11 h20 y885 ff1 fs1 fcc sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w6c h3f" alt="" /><div class="t m0 x152 h5 y11e3 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x156 h20 y1213 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x156 h20 y1214 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x156 h20 y1215 ff1 fs1 fcc sc0 ls0 ws0"> </div><div class="t m0 x156 h2 y1216 ff5 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 x156 ha y1217 ff2 fs4 fc5 sc0 ls0 ws0">Cash Flow Statement (period 1.1 to 31.12 2021 and 20<span class="ls2d">20<span class="ls2e">) </span></span><span class="ff7 fs1"> </span></div><div class="c x11 y8db w70 h92"><div class="t mb x92 h89 y8dc fff fs10 fc0 sc0 ls0 ws0">CA<span class="_ _3" />SH FLOW STATEMENT</div></div><div class="c x11 y8dd w70 h93"><div class="t mb xc h8b y8dc ff10 fs10 fc0 sc0 ls0 ws0">For the period 1.1-31.12 2020 &amp;<span class="_ _3" /> 2021</div></div><div class="c xba y8de w71 h94"><div class="t mb x27 h89 y8dc fff fs10 fc0 sc0 ls0 ws0">GROUP</div></div><div class="c xa4 y8de w72 h94"><div class="t mb x53 h89 y8dc fff fs10 fc0 sc0 ls0 ws0">COMPANY</div></div><div class="c x11 y88a w6d h88"><div class="t mb xa9 h89 y88b ff2 fs10 fc0 sc0 ls0 ws0">Notes<span class="_ _c0"> </span><span class="fff ls2f">1.1.2021-31.12.2021<span class="_ _3c"> </span>1.1.2020-31.12.2020<span class="_ _dd"> </span>1.1.2021-31.12.2021<span class="_ _bb"> </span>1.1.2020-<span class="_ _1" />31.12.2020</span></div></div><div class="c x11 y88c w6d h8a"><div class="t mb x6f h89 y88d fff fs10 fc0 sc0 ls0 ws0">Cash flow from Operating Activities </div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y88e ff10 fs10 fc0 sc0 ls0 ws0">Profit/(loss) before taxes</div></div><div class="c x11 y88f w6d h8a"><div class="t mb x9d h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:ProfitLossBeforeTax" id="fact-335" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">13,127</ix:nonfraction></span><span class="_ _2"> </span>-<span><ix:nonfraction name="ifrs-full:ProfitLossBeforeTax" id="fact-336" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">49,167</ix:nonfraction></span><span class="_ _c6"> </span><span class="ls2f">2,871<span class="_ _de"> </span>1,468</span></div></div><div class="c x11 y891 w6d h8a"><div class="t mb x6f h89 y88d fff fs10 fc0 sc0 ls0 ws0">A<span class="_ _3" />djustments for:</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y892 ff10 fs10 fc0 sc0 ls0 ws0">Depreciation &amp; amortization<span class="_ _df"> </span>7.13 &amp; 7.15</div></div><div class="c x11 y893 w6d h8a"><div class="t mb xb4 h8b y890 ff1 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:AdjustmentsForDepreciationAndAmortisationExpense" id="fact-337" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">51,431</ix:nonfraction></span><span class="_ _e0"> </span><span><ix:nonfraction name="ifrs-full:AdjustmentsForDepreciationAndAmortisationExpense" id="fact-338" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">48,914</ix:nonfraction></span><span class="_ _e1"> </span>38<span class="_ _41"> </span>38</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y894 ff10 fs10 fc0 sc0 ls0 ws0">Impairm<span class="_ _1" />ent of tangible and i<span class="_ _3" />ntangible assets </div></div><div class="c x11 y895 w6d h8a"><div class="t mb x79 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0"><span><ix:nonfraction name="attica:AdjustmentForImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-339" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _e2"> </span><span class="ls2f"><span><ix:nonfraction name="attica:AdjustmentForImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-340" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">535</ix:nonfraction></span><span class="_ _e3"> </span></span>-<span class="_ _cc"> </span>-</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y896 ff10 fs10 fc0 sc0 ls0 ws0">Impairm<span class="_ _1" />ent loss reversal</div></div><div class="c x11 y897 w6d h8a"><div class="t mb x79 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0"><span><ix:nonfraction name="attica:AdjustmentForReversalOfImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-341" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _e4"> </span>-<span><ix:nonfraction name="attica:AdjustmentForReversalOfImpairmentLossRecognisedInProfitOrLossPropertyPlantAndEquipment" id="fact-342" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">558</ix:nonfraction></span><span class="_ _e3"> </span>-<span class="_ _cc"> </span>-</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y898 ff10 fs10 fc0 sc0 ls0 ws0">Provisions </div></div><div class="c x11 y899 w6d h8a"><div class="t mb xb5 h8b y890 ff1 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:AdjustmentsForProvisions" id="fact-343" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">894</ix:nonfraction></span><span class="_ _e2"> </span><span><ix:nonfraction name="ifrs-full:AdjustmentsForProvisions" id="fact-344" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">507</ix:nonfraction></span><span class="_ _e3"> </span><span class="ls0">-<span class="_ _e5"> </span>1</span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y89a ff10 fs10 fc0 sc0 ls0 ws0">Foreign exchange differences</div></div><div class="c x11 y89b w6d h8c"><div class="t mb x5 h8b y89c ff10 fs10 fc0 sc0 ls2f ws0">7.4<span class="_ _41"> </span><span class="ff1"><span><ix:nonfraction name="ifrs-full:AdjustmentsForUnrealisedForeignExchangeLossesGains" id="fact-345" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">164</ix:nonfraction></span><span class="_ _e4"> </span><span class="ls0">-<span><ix:nonfraction name="ifrs-full:AdjustmentsForUnrealisedForeignExchangeLossesGains" id="fact-346" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">145</ix:nonfraction></span><span class="_ _e6"> </span>2<span class="_ _e5"> </span>1</span></span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y89d ff10 fs10 fc0 sc0 ls0 ws0">Net (profit)/loss from<span class="_ _1" /> investing activiti<span class="_ _3" />es </div></div><div class="c x11 y89e w6d h8a"><div class="t mb xb6 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:OtherAdjustmentsForWhichCashEffectsAreInvestingOrFinancingCashFlow" id="fact-347" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">1,016</ix:nonfraction></span><span class="_ _e2"> </span><span class="ls2f"><span><ix:nonfraction name="ifrs-full:OtherAdjustmentsForWhichCashEffectsAreInvestingOrFinancingCashFlow" id="fact-348" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">939</ix:nonfraction></span><span class="_ _8f"> </span></span>-<span class="_ _1" />12,981<span class="_ _e7"> </span>-9,637</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y89f ff10 fs10 fc0 sc0 ls0 ws0">Interest and other financial expenses<span class="_ _20"> </span><span class="ls2f">7.5</span></div></div><div class="c x11 y8a0 w6d h8a"><div class="t mb xb4 h8b y890 ff1 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:AdjustmentsForFinanceCosts" id="fact-349" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">16,376</ix:nonfraction></span><span class="_ _e0"> </span><span><ix:nonfraction name="ifrs-full:AdjustmentsForFinanceCosts" id="fact-350" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">15,143</ix:nonfraction></span><span class="_ _c6"> </span>8,802<span class="_ _de"> </span>7,112</div></div><div class="c x11 y8a1 w6d h8a"><div class="t mb x6f h89 y8a2 fff fs10 fc0 sc0 ls0 ws0">Plus or minus for working capital changes:</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8a3 ff10 fs10 fc0 sc0 ls0 ws0">Decrease/(increase) in inventories </div></div><div class="c x11 y8a4 w6d h8a"><div class="t mb xb6 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInInventories" id="fact-351" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">1,643</ix:nonfraction></span><span class="_ _e2"> </span><span class="ls2f"><span><ix:nonfraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInInventories" id="fact-352" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">751</ix:nonfraction></span><span class="_ _e3"> </span></span>-<span class="_ _cc"> </span>-</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8a5 ff10 fs10 fc0 sc0 ls0 ws0">Decrease/(increase) in receivables </div></div><div class="c x11 y8a6 w6d h8a"><div class="t mb x9d h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAccountReceivable" id="fact-353" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">21,101</ix:nonfraction></span><span class="_ _85"> </span>-<span><ix:nonfraction name="ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAccountReceivable" id="fact-354" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">4,704</ix:nonfraction></span><span class="_ _e8"> </span>-7,609<span class="_ _e9"> </span><span class="ls2f">11,029</span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8a7 ff10 fs10 fc0 sc0 ls0 ws0">(Decrease)/increase in payab<span class="_ _3" />les (excluding banks)</div></div><div class="c x11 y8a8 w6d h8a"><div class="t mb x2 h8b y890 ff1 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAccountPayable" id="fact-355" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">1,773</ix:nonfraction></span><span class="_ _ea"> </span><span><ix:nonfraction name="ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAccountPayable" id="fact-356" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">8,629</ix:nonfraction></span><span class="_ _eb"> </span>511<span class="_ _e7"> </span><span class="ls0">-5,858</span></div></div><div class="t mb x160 h8b y1218 ff10 fs10 fc0 sc0 ls0 ws0">Less:</div><div class="t mb x160 h8b y1219 ff10 fs10 fc0 sc0 ls0 ws0">Interest and other financial expenses paid</div><div class="c x11 y8ab w6d h8a"><div class="t mb x9d h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:InterestPaidClassifiedAsOperatingActivities" id="fact-357" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">14,315</ix:nonfraction></span><span class="_ _2"> </span>-<span><ix:nonfraction name="ifrs-full:InterestPaidClassifiedAsOperatingActivities" id="fact-358" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">14,291</ix:nonfraction></span><span class="_ _e9"> </span>-7,476<span class="_ _e7"> </span>-<span class="_ _1" />6,399</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8ac ff10 fs10 fc0 sc0 ls0 ws0">Taxes paid</div></div><div class="c x11 y8ad w6d h8a"><div class="t mb x7c h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" id="fact-359" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">119</ix:nonfraction></span><span class="_ _e4"> </span>-<span><ix:nonfraction name="ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities" id="fact-360" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">171</ix:nonfraction></span><span class="_ _e3"> </span>-<span class="_ _cc"> </span>-</div></div><div class="c x11 y8ae w6d h8d"><div class="t mb x6f h89 y8af fff fs10 fc0 sc0 ls0 ws0">Total cash inflow<span class="_ _1" />/(outflow) f<span class="_ _1" />rom operating activities (a)</div><div class="t mb xb4 h89 y8b0 ff2 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" id="fact-361" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">19,317</ix:nonfraction></span><span class="_ _ea"> </span><span><ix:nonfraction name="ifrs-full:CashFlowsFromUsedInOperatingActivities" id="fact-362" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">6,382</ix:nonfraction></span><span class="_ _83"> </span><span class="ls0">-15,842<span class="_ _e7"> </span>-2,245</span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x1b h8b y8b1 ff10 fs10 fc0 sc0 ls0 ws0"> <span class="_ _ec"> </span> <span class="_ _da"> </span> <span class="_ _ed"> </span> </div></div><div class="c x11 y8b2 w6d h8a"><div class="t mb x6f h89 y88d fff fs10 fc0 sc0 ls0 ws0">Cash flow from Inv<span class="_ _1" />esting A<span class="_ _3" />ctivities <span class="_ _ee"> </span><span class="ff10"> <span class="_ _ec"> </span> <span class="_ _da"> </span> <span class="_ _ed"> </span> </span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8b3 ff10 fs10 fc0 sc0 ls0 ws0">Purchase of tangible and intangi<span class="_ _3" />ble assets<span class="_ _ef"> </span>7.13 &amp; 7.15</div></div><div class="c x11 y8b4 w6d h8a"><div class="t mb x9d h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentIntangibleAssetsOtherThanGoodwillInvestmentPropertyAndOtherNoncurrentAssets" id="fact-363" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">38,830</ix:nonfraction></span><span class="_ _2"> </span>-<span><ix:nonfraction name="ifrs-full:PurchaseOfPropertyPlantAndEquipmentIntangibleAssetsOtherThanGoodwillInvestmentPropertyAndOtherNoncurrentAssets" id="fact-364" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">39,664</ix:nonfraction></span><span class="_ _e5"> </span>-<span class="_ _cc"> </span>-</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8b5 ff10 fs10 fc0 sc0 ls0 ws0">Investments in companies consolidated by the e<span class="_ _3" />quity<span class="_ _3" /> method</div></div><div class="c x11 y8b6 w6d h8a"><div class="t mb xb6 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:PurchaseOfInterestsInInvestmentsAccountedForUsingEquityMethod" id="fact-365" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">3,270</ix:nonfraction></span><span class="_ _d4"> </span><span><ix:nonfraction name="ifrs-full:PurchaseOfInterestsInInvestmentsAccountedForUsingEquityMethod" id="fact-366" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _e3"> </span>-<span class="_ _cc"> </span>-</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8b7 ff10 fs10 fc0 sc0 ls0 ws0">Proceeds from<span class="_ _1" /> disposal of property<span class="_ _3" />, plant and equipment</div></div><div class="c x11 y8b8 w6d h8a"><div class="t mb xb5 h8b y890 ff1 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:ProceedsFromSalesOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" id="fact-367" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">985</ix:nonfraction></span><span class="_ _d4"> </span><span class="ls0"><span><ix:nonfraction name="ifrs-full:ProceedsFromSalesOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities" id="fact-368" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _e3"> </span>-<span class="_ _cc"> </span>-</span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8b9 ff10 fs10 fc0 sc0 ls0 ws0">Share capital return from subsidiaries</div></div><div class="c x11 y8ba w6d h8a"><div class="t mb x79 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0"><span><ix:nonfraction name="ifrs-full:CashFlowsUsedInObtainingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" id="fact-369" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _d4"> </span><span><ix:nonfraction name="ifrs-full:CashFlowsUsedInObtainingControlOfSubsidiariesOrOtherBusinessesClassifiedAsInvestingActivities" id="fact-370" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _c6"> </span><span class="ls2f">6,300<span class="_ _de"> </span>4,002</span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8bb ff1 fs10 fc0 sc0 ls0 ws0">Acquisition of subsidiaries (less cash)</div></div><div class="c x11 y8bc w6d h8a"><div class="t mb xb6 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="attica:CashFlowsUsedInObtainingControlOfSubsidiariesMinusSubsidiarysCashAndCashEquivalents" id="fact-371" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">5,844</ix:nonfraction></span><span class="_ _d4"> </span><span><ix:nonfraction name="attica:CashFlowsUsedInObtainingControlOfSubsidiariesMinusSubsidiarysCashAndCashEquivalents" id="fact-372" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _e3"> </span>-<span class="_ _cc"> </span>-</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8bd ff10 fs10 fc0 sc0 ls0 ws0">Interest received</div></div><div class="c x11 y8be w6d h8c"><div class="t mb xb5 h8b y890 ff1 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:InterestReceivedClassifiedAsInvestingActivities" id="fact-373" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">250</ix:nonfraction></span><span class="_ _e2"> </span><span><ix:nonfraction name="ifrs-full:InterestReceivedClassifiedAsInvestingActivities" id="fact-374" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">233</ix:nonfraction></span><span class="_ _e1"> </span>80<span class="_ _f0"> </span>204</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8bf ff10 fs10 fc0 sc0 ls0 ws0">Dividends received</div></div><div class="c x11 y8c0 w6d h8a"><div class="t mb x79 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0"><span><ix:nonfraction name="ifrs-full:DividendsReceivedClassifiedAsInvestingActivities" id="fact-375" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _d4"> </span><span><ix:nonfraction name="ifrs-full:DividendsReceivedClassifiedAsInvestingActivities" id="fact-376" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _f1"> </span><span class="ls2f">12,901<span class="_ _e9"> </span>11,193</span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8c1 ff10 fs10 fc0 sc0 ls0 ws0">Subsidiaries share capital increase</div></div><div class="c x11 y8c2 w6d h8a"><div class="t mb x79 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0"><span><ix:nonfraction name="attica:SubsidiaryShareCapitalIncrease" id="fact-377" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">-</ix:nonfraction></span><span class="_ _d4"> </span><span><ix:nonfraction name="attica:SubsidiaryShareCapitalIncrease" id="fact-378" format="ixt4:fixed-zero" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">-</ix:nonfraction></span><span class="_ _83"> </span>-31,125<span class="_ _f2"> </span>-60,069</div></div><div class="c x11 y8c3 w6d h8e"><div class="t mb x6f h89 y8af fff fs10 fc0 sc0 ls0 ws0">Total cash inflow<span class="_ _1" />/(outflow) f<span class="_ _1" />rom investing activities (b)</div><div class="t mb x9d h89 y8b0 ff2 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:CashFlowsFromUsedInInvestingActivities" id="fact-379" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3" sign="-">46,709</ix:nonfraction></span><span class="_ _2"> </span>-<span><ix:nonfraction name="ifrs-full:CashFlowsFromUsedInInvestingActivities" id="fact-380" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">39,431</ix:nonfraction></span><span class="_ _8f"> </span>-11,844<span class="_ _f2"> </span>-44,670</div></div><div class="c x11 y8c4 w6d h8f"><div class="t mb x1b h89 y8a2 fff fs10 fc0 sc0 ls0 ws0"> <span class="_ _ec"> </span> </div></div><div class="c x11 y8c5 w6d h8a"><div class="t mb x6f h89 y88d fff fs10 fc0 sc0 ls0 ws0">Cash flow from Financing<span class="_ _1" /> A<span class="_ _3" />ctivities <span class="_ _f3"> </span><span class="ff10 ls30">  <span class="_ _f4"> </span>  </span></div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8c6 ff10 fs10 fc0 sc0 ls0 ws0">Proceeds from<span class="_ _1" /> borrowings</div></div><div class="c x11 y8c7 w6d h8a"><div class="t mb xb7 h8b y890 ff1 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities" id="fact-381" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">109,887</ix:nonfraction></span><span class="_ _e0"> </span><span><ix:nonfraction name="ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities" id="fact-382" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">31,565</ix:nonfraction></span><span class="_ _f1"> </span>74,000<span class="_ _e9"> </span>20,000</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8c8 ff10 fs10 fc0 sc0 ls0 ws0">Repay<span class="_ _3" />ment of borrowing <span class="_ _f5"> </span><span class="ls2f">7.28</span></div></div><div class="c x11 y8c9 w6d h8a"><div class="t mb x9d h8b y890 ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities" id="fact-383" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">63,926</ix:nonfraction></span><span class="_ _2"> </span>-<span><ix:nonfraction name="ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities" id="fact-384" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">10,565</ix:nonfraction></span><span class="_ _8f"> </span>-20,000<span class="_ _cc"> </span>-</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8ca ff10 fs10 fc0 sc0 ls0 ws0">Dividends pay<span class="_ _b" />ed</div></div><div class="c x11 y8cb w6d h8c"><div class="t mb x79 h8b y890 ff1 fs10 fc0 sc0 ls0 ws0"><span><ix:nonfraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" id="fact-385" format="ixt4:fixed-zero" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">-</ix:nonfraction></span><span class="_ _2"> </span>-<span><ix:nonfraction name="ifrs-full:DividendsPaidClassifiedAsFinancingActivities" id="fact-386" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">10,760</ix:nonfraction></span><span class="_ _e5"> </span>-<span class="_ _f6"> </span>-10,760</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8cc ff10 fs10 fc0 sc0 ls0 ws0">Pay<span class="_ _3" />ments of f<span class="_ _1" />inance lease liabi<span class="_ _3" />lities </div></div><div class="c x11 y8cd w6d h8a"><div class="t mb xb6 h8b y8ce ff1 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" id="fact-387" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">1,672</ix:nonfraction></span><span class="_ _85"> </span>-<span><ix:nonfraction name="ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities" id="fact-388" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">1,940</ix:nonfraction></span><span class="_ _bf"> </span>-43<span class="_ _f7"> </span>-45</div></div><div class="c x11 y8cf w6d h8e"><div class="t mb x6f h89 y8af fff fs10 fc0 sc0 ls0 ws0">Total cash inflow<span class="_ _1" />/(outflow) f<span class="_ _1" />rom financing activities (c)</div><div class="t mb xb4 h89 y8d0 ff2 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" id="fact-389" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">44,289</ix:nonfraction></span><span class="_ _ea"> </span><span><ix:nonfraction name="ifrs-full:CashFlowsFromUsedInFinancingActivities" id="fact-390" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">8,300</ix:nonfraction></span><span class="_ _f1"> </span>53,957<span class="_ _de"> </span>9,195</div></div><div class="c x11 y8d1 w6e h90"><div class="t mb x6f h89 y8d2 fff fs10 fc0 sc0 ls0 ws0">Net increase/(decrease) in cash and cash equivalents                          <span class="_ _3" />    </div><div class="t mb x6f h89 y8af fff fs10 fc0 sc0 ls0 ws0">(a)+(b)+(c)</div></div><div class="c x11 y88a w6d h88"><div class="t mb xb4 h89 y8d3 fff fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" id="fact-391" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">16,897</ix:nonfraction></span><span class="_ _2"> </span><span class="ls0">-<span><ix:nonfraction name="ifrs-full:IncreaseDecreaseInCashAndCashEquivalents" id="fact-392" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3" sign="-">24,749</ix:nonfraction></span></span></div></div><div class="t mb x184 h89 y121a fff fs10 fc0 sc0 ls2f ws0">26,271<span class="_ _f2"> </span><span class="ls0">-37,720</span></div><div class="t mb x160 h89 y121b fff fs10 fc0 sc0 ls0 ws0">Cash and cash equivalents at beginning of period</div><div class="c x11 y8d5 w6d h91"><div class="t mb xb4 h89 y8a2 ff2 fs10 fc0 sc0 ls2f ws0"><span><ix:nonfraction name="ifrs-full:CashAndCashEquivalents" id="fact-393" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">80,533</ix:nonfraction></span><span class="_ _c1"> </span><span><ix:nonfraction name="ifrs-full:CashAndCashEquivalents" id="fact-394" format="ixt4:num-dot-decimal" contextRef="c-55" unitRef="u-1" decimals="4" scale="3">105,330</ix:nonfraction></span><span class="_ _f1"> </span>19,252<span class="_ _e9"> </span>56,972</div></div><div class="c x11 y88a w6d h88"><div class="t mb x6f h8b y8d6 ff1 fs10 fc0 sc0 ls0 ws0">Exchange differences in cash and cash equivalents</div></div><div class="c x11 y8d7 w6d h8a"><div class="t mb xb9 h89 y8d8 ff2 fs10 fc0 sc0 ls0 ws0">-<span><ix:nonfraction name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" id="fact-395" format="ixt4:num-dot-decimal" contextRef="c-1" unitRef="u-1" decimals="4" scale="3">66</ix:nonfraction></span><span class="_ _f8"> </span>-<span><ix:nonfraction name="ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents" id="fact-396" format="ixt4:num-dot-decimal" contextRef="c-2" unitRef="u-1" decimals="4" scale="3">48</ix:nonfraction></span><span class="_ _e6"> </span>3<span class="_ _cc"> </span>-</div></div><div class="c x11 y8d9 w6d h91"><div class="t mb x6f h89 y8da fff fs10 fc0 sc0 ls0 ws0">Cash and cash equivalents at end of period<span class="_ _f9"> </span><span class="ff2 ls2f"><span><ix:nonfraction name="ifrs-full:CashAndCashEquivalents" id="fact-397" format="ixt4:num-dot-decimal" contextRef="c-3" unitRef="u-1" decimals="4" scale="3">97,364</ix:nonfraction></span><span class="_ _e0"> </span><span><ix:nonfraction name="ifrs-full:CashAndCashEquivalents" id="fact-398" format="ixt4:num-dot-decimal" contextRef="c-4" unitRef="u-1" decimals="4" scale="3">80,533</ix:nonfraction></span><span class="_ _f1"> </span>45,526<span class="_ _e9"> </span>19,252</span></div></div><div class="t m0 x183 h95 y121c ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x156 h95 y121d ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x156 h8 y121e ff1 fs3 fc0 sc0 ls0 ws0">The method used<span class="_ _3" /> for the prepa<span class="_ _3" />ration of the abo<span class="_ _3" />ve Cash Flow <span class="_ _3" />Statemen<span class="_ _3" />t is the Indirect Me<span class="_ _3" />thod.  </div><div class="t m0 x156 h8 y121f ff1 fs3 fc0 sc0 ls0 ws0">Paragraph 7.25 pre<span class="_ _3" />sents the ca<span class="_ _3" />sh and cash equiva<span class="_ _3" />lents' anal<span class="_ _3" />ysis.  </div><div class="t m0 x156 h3 y1220 ff1 fs3 fc0 sc0 ls0 ws0">The accompan<span class="_ _3" />ying notes are an<span class="_ _3" /> integral part o<span class="_ _3" />f these Annual <span class="_ _3" />Financial Statemen<span class="_ _3" />ts.<span class="ff2 fs0"> </span></div><div class="t m0 x156 h8 y1221 ff1 fs3 fc0 sc0 ls0 ws0">The items<span class="_ _3" /> for the<span class="_ _3" /> compara<span class="_ _3" />tive an<span class="_ _3" />nual period<span class="_ _3" /> ended <span class="_ _3" />as at<span class="_ _3" /> 31.<span class="lsd">12</span>.2020 <span class="_ _3" />have been<span class="_ _3" /> read<span class="_ _3" />justed following<span class="_ _b" /> the change <span class="_ _3" />to a<span class="_ _3" />ccounting po<span class="_ _3" />licies un<span class="_ _3" />der </div><div class="t m0 x156 h8 y1222 ff1 fs3 fc0 sc0 ls0 ws0">IAS 19 as <span class="lsd">anal</span>ytically pre<span class="_ _3" />sented in No<span class="_ _3" />te 2.23.3 to the<span class="_ _3" /> Financial State<span class="_ _3" />ments.  </div><div class="t m0 x156 h9 y1223 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x153 h6 y11e4 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x154 h7 y11e5 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x155 h6 y11e6 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">86</span></span> </div><div class="t m0 x156 h8 y11e7 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">87</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h3 y73a ff2 fs0 fc0 sc0 ls0 ws0">Notes to Financial St<span class="_ _1" />atements<span class="_ _1" /> </div><div class="t m0 x11 h9 y8e6 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y8e7 ff2 fs0 fc0 sc0 ls2 ws0">1.<span class="ls0"> <span class="_ _9e"> </span>General Information </span></div><div class="t m0 x11 h2 y8e8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y8e9 ff6 fs0 fc0 sc0 ls0 ws0">ATTICA <span class="_ _3" />HOLDINGS S.A. (“ATTICA <span class="_ _b" />GRO<span class="_ _1" />UP”) <ix:nonnumeric name="ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities" id="fact-7" contextRef="c-1" escape="false" xml:lang="en" continuedAt="_4d33fd4c-0d6b-4ce1-ad2c-85effb2e3c4a">is <span class="_ _b" />a Holding <span class="_ _3" />Company and <span class="_ _3" />as such <span class="_ _b" />does not <span class="_ _3" />have <span class="_ _3" />trading activities </ix:nonnumeric></div><div class="t m0 x11 h2 y8ea ff1 fs0 fc0 sc0 ls0 ws0"><ix:continuation id="_4d33fd4c-0d6b-4ce1-ad2c-85effb2e3c4a">of <span class="_ _1c"> </span>its <span class="_ _1c"> </span>own</ix:continuation>. <span class="_ _1c"> </span>The <span class="_ _1c"> </span>Co<span class="_ _1" />mpany, <span class="_ _1c"> </span>thro<span class="_ _1" />ugh <span class="_ _1c" />its <span class="_ _1c"> </span>subsidiaries,<span class="_ _1" /> <span class="_ _1c"> </span>operates <span class="_ _1c"> </span>in <span class="_ _23"> </span>passenger <span class="_ _1c"> </span>shipping.<span class="_ _1" /> <span class="_ _1b" />Mor<span class="_ _1" />eover, <span class="_ _1c"> </span>Attica <span class="_ _1c"> </span>Gr<span class="_ _1" />oup </div><div class="t m0 x11 h2 y8eb ff1 fs0 fc0 sc0 ls0 ws0">implementing <span class="_ _23"> </span>its <span class="_ _23"> </span>expansion <span class="_ _23"> </span>strate<span class="_ _1" />gic <span class="_ _23"> </span>planning, <span class="_ _23"> </span>acquired <span class="_ _23"> </span>the <span class="_ _23"> </span>owning<span class="_ _1" />-company <span class="_ _23"> </span>of <span class="_ _23"> </span>Naxos <span class="_ _1c"> </span>Res<span class="_ _1" />ort <span class="_ _23"> </span>Beach <span class="_ _23"> </span>Hotel </div><div class="t m0 x11 h2 y8ec ff1 fs0 fc0 sc0 ls0 ws0">located in Agios Georg<span class="_ _1" />ios, Naxos and since t<span class="_ _1" />he current y<span class="_ _1" />ear operates in the hos<span class="_ _1" />pitality industry.<span class="_ _13" /> </div><div class="t m0 x11 h2 y8ed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8ee ff1 fs0 fc0 sc0 ls0 ws0">The headquarters of <span class="_ _3" />the Company are located in <span class="_ _3" />the <ix:nonnumeric name="ifrs-full:AddressOfRegisteredOfficeOfEntity" id="fact-6" contextRef="c-1" escape="false" xml:lang="en" continuedAt="_6c240761-47d4-4f64-97a3-8e5f37687f69">Municipality of Kallithea, 1-7 Lys<span class="_ _1" />ikratous &amp; <span class="_ _3" />Evripidou Street, </ix:nonnumeric></div><div class="t m0 x11 h2 y8ef ff1 fs0 fc0 sc0 ls0 ws0"><ix:continuation id="_6c240761-47d4-4f64-97a3-8e5f37687f69">P.C. 17674</ix:continuation>. </div><div class="t m0 x11 h2 y8f0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8f1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />nu<span class="_ _1" />mber of <span class="_ _b" />headcount, at <span class="_ _b" />the <span class="_ _3" />current period <span class="_ _b" />end, was 2 <span class="_ _b" />for <span class="_ _3" />the <span class="_ _3" />parent <span class="_ _3" />company and <span class="_ _b" />1,55<span class="_ _1" />2 <span class="_ _3" />for <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />G<span class="_ _1" />roup, <span class="_ _3" />while </div><div class="t m0 x11 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">as at 31.12.20<span class="_ _1" /><span class="ls2">20</span> it was 2 and 1,<span class="_ _1" /><span class="ls2">412</span> respective<span class="_ _1" />ly. </div><div class="t m0 x11 h2 y8f2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y522 ff1 fs0 fc0 sc0 ls0 ws0">Attica Holdings S.A. s<span class="_ _1" />hares are listed in <span class="_ _1" />the At<span class="_ _1" />hens Stock Exc<span class="_ _1" />hange under the tick<span class="_ _1" />er symbol ATTICA.<span class="_ _13" /> </div><div class="t m0 x11 h2 y8f3 ff1 fs0 fc0 sc0 ls0 ws0">The corresponding tick<span class="_ _1" />er symbol for Bloomb<span class="_ _1" />erg is ATTICA GA<span class="_ _1" /> and for Reuters<span class="_ _1" /> <span class="_ _1" />- EPAr.AT.<span class="_ _1" /> </div><div class="t m0 x11 h2 y8f4 ff1 fs0 fc0 sc0 ls0 ws0">The tot<span class="_ _1" />al nu<span class="_ _1" />mber <span class="_ _1" />of <span class="_ _1" />common <span class="_ _1" />registered<span class="_ _1" /> s<span class="_ _1" />hares is <span class="_ _13" />215,805,843. <span class="_ _1" />As <span class="_ _1" />at <span class="_ _1" />31.12.202<span class="_ _13" />1, <span class="_ _1" />the <span class="_ _1" />total <span class="_ _1" />market <span class="_ _1" />capitalizat<span class="_ _1" />ion </div><div class="t m0 x11 h2 y8f5 ff1 fs0 fc0 sc0 ls0 ws0">of ATTICA S.A. was a<span class="_ _1" />pproximately <span class="_ _1" />Euro <span class="ls2">227<span class="_ _1" /></span>,675 <span class="lsb">k.</span> </div><div class="t m0 x11 h2 y8f6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8f7 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />financial <span class="_ _13" />statements <span class="_ _13" />of <span class="_ _13" />Attica <span class="_ _1" />Holdings<span class="_ _1" /> <span class="_ _1" /><ix:nonnumeric name="ifrs-full:LegalFormOfEntity" id="fact-5" contextRef="c-1" escape="false" xml:lang="en">S.A.</ix:nonnumeric> <span class="_ _13" />Group <span class="_ _13" />are <span class="_ _1" />included, <span class="_ _13" />under <span class="_ _13" />the <span class="_ _1" />f<span class="_ _1" />ull <span class="_ _3e" />consolidatio<span class="_ _1" />n <span class="_ _1" />met<span class="_ _1" />hod, <span class="_ _13" />in <span class="_ _1" />the </div><div class="t m0 x11 h2 y8f8 ff1 fs0 fc0 sc0 ls0 ws0">consolidated <span class="_ _1b" />financ<span class="_ _1" />ial <span class="_ _1b" />statements <span class="_ _1c"> </span>of <span class="_ _1b" /><ix:nonnumeric name="ifrs-full:NameOfParentEntity" id="fact-8" contextRef="c-1" escape="false" xml:lang="en"><ix:nonnumeric name="ifrs-full:NameOfUltimateParentOfGroup" id="fact-404" contextRef="c-1" escape="false" xml:lang="en">MARFIN <span class="_ _1c"> </span>INVESTMENT <span class="_ _1c"> </span>GROUP <span class="_ _1b" />HOL<span class="_ _1" />DINGS <span class="_ _1c"> </span>S.A</ix:nonnumeric></ix:nonnumeric>., <span class="_ _1b" />domiciled <span class="_ _1c"> </span>in <span class="_ _23"> </span><ix:nonnumeric name="ifrs-full:DomicileOfEntity" id="fact-4" contextRef="c-1" escape="false" xml:lang="en"><ix:nonnumeric name="ifrs-full:CountryOfIncorporation" id="fact-403" contextRef="c-1" escape="false" xml:lang="en"><ix:nonnumeric name="ifrs-full:PrincipalPlaceOfBusiness" id="fact-405" contextRef="c-1" escape="false" xml:lang="en">Greece</ix:nonnumeric></ix:nonnumeric></ix:nonnumeric><span class="ls4">, </span></div><div class="t m0 x11 h2 y8f9 ff1 fs0 fc0 sc0 ls0 ws0">whose total participati<span class="_ _1" />on in the company (direc<span class="_ _1" />t &amp; indirect) stands a<span class="_ _1" />t <span class="_ _1" />79.38%. </div><div class="t m0 x11 h2 y8fa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8fb ff1 fs0 fc0 sc0 ls0 ws0">The annual fin<span class="_ _1" />ancial statem<span class="_ _1" />ents of the G<span class="_ _1" />roup for <span class="_ _1" />the period <span class="_ _1" />ending at <span class="_ _13" />31 Dec<span class="_ _1" />ember, 202<span class="_ _1" />1 wer<span class="_ _1" />e approved by<span class="_ _1" /> the<span class="_ _1" /> </div><div class="t m0 x11 h2 y8fc ff1 fs0 fc0 sc0 ls0 ws0">Board of Directors<span class="_ _1" /> <span class="ls2">on</span> 5.4.2<span class="_ _1" />022. </div><div class="t m0 x11 h25 y8fd ff4 fs0 fc0 sc0 ls0 ws0">Due to rounding there <span class="_ _1" />may be minor differenc<span class="_ _1" />es in some amou<span class="_ _1" />nts.<span class="_ _1" /> </div><div class="t m0 x11 h2 y8fe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y8ff ff2 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0"> <span class="_ _9e"> </span>Significant accounting policies applied<span class="_ _1" /> by the Grou<span class="_ _1" />p<span class="_ _1" /> </span></div><div class="t m0 x11 h8 y446 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y900 ff1 fs0 fc0 sc0 ls0 ws0">The key accounting policies<span class="_ _1" /> used by the Group for the <span class="_ _13" />period 1.1.2021 - 3<span class="_ _1" />1.12.2021 are the sa<span class="_ _1" />me as those used<span class="_ _1" /> </div><div class="t m0 x11 h2 y901 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _1b" />the <span class="_ _1c"> </span>preparati<span class="_ _1" />on <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c"> </span>financial <span class="_ _1c" />statements<span class="_ _1" /> <span class="_ _1b" />for<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c" />year <span class="_ _1c" />ended <span class="_ _1b" />3<span class="_ _1" />1.12.20<span class="_ _13" /><span class="ls2">20</span> <span class="_ _1c"> </span>except <span class="_ _1b" />f<span class="_ _1" />or <span class="_ _1b" />the<span class="_ _1" /> <span class="_ _1b" />changes <span class="_ _1c"> </span>in <span class="_ _1c"> </span>the<span class="_ _1" /> </div><div class="t m0 x11 h2 y64d ff1 fs0 fc0 sc0 ls0 ws0">Standards and Interpre<span class="_ _1" />tations, effective<span class="_ _1" /> as from 1</div><div class="t m0 x25 h24 y902 ff1 fs7 fc0 sc0 ls0 ws0">st </div><div class="t m0 x1c h2 y64d ff1 fs0 fc0 sc0 ls0 ws0">January<span class="_ _1" /> 2021. </div><div class="t m0 x11 h8 y903 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y55e ff1 fs0 fc0 sc0 ls2 ws0">2.1.<span class="ls0"> <span class="_ _45"> </span>Basis for <span class="_ _1" />preparation o<span class="_ _1" />f financial statements<span class="_ _1" /> </span></div><div class="t m0 x11 h8 y392 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y416 ff1 fs0 fc0 sc0 ls0 ws0">The  Group  a<span class="_ _1" />pplies  all <span class="_ _2f"> </span>the <span class="_ _2f"> </span>International <span class="_ _2f"> </span>Accounting <span class="_ _2f"> </span>Standards  (IAS), <span class="_ _2f"> </span>the  Internati<span class="_ _1" />onal  Financ<span class="_ _1" />ial  Reporting<span class="_ _1" /> </div><div class="t m0 x11 h2 y904 ff1 fs0 fc0 sc0 ls0 ws0">Standards <span class="_ _3e" />(IFRS)<span class="_ _1" /> <span class="_ _13" />and <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />Interpretations <span class="_ _1a" />which <span class="_ _3e" />apply <span class="_ _3e" />to<span class="_ _1" /> <span class="_ _13" />its<span class="_ _1" /> <span class="_ _13" />activ<span class="_ _1" />ities. <span class="_ _3e" />The <span class="_ _3e" />relevant <span class="_ _3e" />acco<span class="_ _1" />unting <span class="_ _3e" />policies,<span class="_ _3e" /> <span class="_ _3e" />whos<span class="_ _1" />e </div><div class="t m0 x11 h2 y429 ff1 fs0 fc0 sc0 ls0 ws0">summary is pres<span class="_ _1" />ented below, have <span class="_ _1" />been applied consi<span class="_ _1" />stently in all presented <span class="_ _1" />periods.<span class="_ _13" /> </div></div></div><div class="pi" /></div>
<div id="pf58" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc58 w0 h0"><img 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ysqKkb92x++OmH+l29+KJVqPaX+7FM/EQYtHvvd+15etXrNDp+qoaHhT48/c8c/96TLx40+ITO1bZ9gfdh3c1mZLRgAgCbbgvuxpybPWZtofqXVowrjA7plt+dZNlQ2zFqzbc7MirL0Lb9/8EffvLz5Ov9+7siv3PN20/WeqhLh6OsnnnNUQb+CvO75nTIz4oMPKjzhk8c0f8iQwYMGdw2WNivYe2ZunvL5n593VMGQ/t075GTl5mSdeeoJXbp02a3PfMZJR8YfW5xq9jeKSQtrB3/u1jNHdh/Sr1tex+zG6UDJVHpzRfXS9WX/eGfTsrIoCIJpyxtGjr/ta+MGf/Orn2s6B+WIYYeNHpQ9ffm2H7zOL04NuuL+fvmxwQVZ3TplxoIwCIL6ZKq4ouG94kRVYg//NpKZmXlo5oYF6YEf7JfFpr0+96KzTrcRAwDQIu5ramqvuGt2uuWFq/70gwuOGDm8Pc9SVFzc79J7mx4eBeHNf1912rGzRp90fNM6l33+3P96cv6i0m3H3ZeVRXdM3RgE234ouuy+boMOHth0Mysra+K3P3X6f/4j3eznvCtaPmrc5Hem3P3d3frMI4cP/e6ZfW97vsUcm+Vl0V0zSoNgF3+7WFSavuHRJReMWzvwoAFNC2+6dNT0W6Y2Xy0dhKsrotUV9UHQ6qw4H2rW00lDui9YtO3m7FVVF9mEAQD4wNbDz6/MX9HqJDnXjOrWnrO+NCrs3fsXnx/cfHZKFIRf/e0L9fUt0vb2a04p6LCz56morGq1ZPRJx//jx2MPym/zIas2N+zBx771xise+vrRffN2O7W7ZEffGN2jT2Hv5gvHnXby8zed9oWj8z7ESTXb5eTjju6c3Lb7sSrdq635PwAAHLhxX5toMZG9R25w54++tluXdvrO18Yf2qPFha6KtqRbTWT/9NjRKx779k1n982J73iCeyy2g1c849RR026//Lh+Ow7njO0uw5XVclFmRmxHLxT70mfPmXnHZacOygqD9k7iP2to7qrHvnXnj7+elZXV6q4zx5zy2K+/9dqvLzpvRIfsXV00tiA3Ond4i72c4QPadcHaDh06fPW4bTs6yVjOnc/NtREDANAobOzvzWXl42+aUPbBuSYvOfngG66+ZHef6/7H/n735AVbMzQ7/u2Ljz33zDE7XHPO2/N+95dpLyyoKK7eVvO9Okbv//mGvLwdX7o1iqI/PzlpwvPvLChObKqNGufuh0F060WDfnjtl5qv+crrc07/f5Mb91bysoLpt1149JEjd/K2Fy9Z+ofHXnh23qY1FenUdicLCoNoUNfYWUf0GHfckLPPGJ2RseuD80XFxTNmzV2zoWxtSWVlbSKRTIVhmJMZ7945Z1Cf7of073XcMUfk5ube9eCTbywuiqKoZ37uz2/8yvY7DG2NwxV3zqjJ6PLBzdRPx3QadtihNmUAAMLoI7oy1B6Ioqiqqqq2tq4hkUilUr16FuTk5LTzUVXV1clkKh6P7fBCrRs3llTX1IRhWNCje8eOHdv5furq6iortySSicarzMZisZzs7Ly8Tu15Vx+n2x985rWag5pu9kgW3X71adnZ2bZmAABxHxmFfct7Cxf/ZHqLHzP824iaMaecYGQAAA5wMUOwzxk6ZHCn5KbmS+avLDEsAABk7K8frLq6evnK1WEYFvbq2b17t4/zpZevWLluQ2kQBN3y8wYNHJCbm7sHT1JUXFxVVXPo4EHb3xWPx78xqvvtr9Ym4lufeV5FXnV1dfsnIAEAsF/aP6flPPrUpMv/OCeRbvzRbXrClUdeOf6Cj+elp86cdff8zCiW8cH4pnqmii89ofcJxx7d/ieZMu3VCQs7xKL0aV2LvnLBmB3uHtz/xOTJpX2bbp7YcdUNXz7XBg0AcCDbD6fllJSUfnPim8f1z3rp5jOm/fRT3xpbeNigvh/PS1dVVd03N9VU9kEQRGF8Q0bf/34jddejzyUSiXY+z4sLN4dhLIplTK3of+3E1xcsWrL9Op/79Cnx1LaZ97Mre9bU1NigAQAOZPvbkfvNm8tGX/vH4wblT/zZtdufp3/BosWTpr951NCDZry1JK9j9o1Xf3HDho0vvfrmktUb8zvlnD/2hMbr4973yFNXfvGCxoc/+eyU3j26jTrh2F/d88jIQ/ouWVVcWlHTryD/8+eM6dq1S6vnv+/xSVM292vrvRWm1n593JChQwbv8lM888LL/7s4tSVj68nvM1O1Q7I2jOzbacxJx3Ttsu1Fb5349LzEwKabF/fd+IVzz7BNAwAcsPa3I/dPTp723sb0lz/9iTAMa2tri4qLm/5LJBLvLVn5g8eX/sfElwt7dD60f6+169Yfcvk9102cE0XRlLfWjPvuw8lkMgiCiS8sSqe3XtnqyekLX5m7OAiCXz+77Lzbpr+9dGPXvJwHXlwy9LLfl5eXN3/pKIpmbtzZrPeieL+b/1k+5+35u/wU544bfd+1px2ZubLxZiKe+15q4F9W97jh4XcmvTijaX9s9PAWpwF9ZXXCBg0AcCDb335Qu6miOgiCznkdgyB47O8vfHXCvKa73vrthUEQpILwvu+df8TI4UEQ3P3Q3zJj4aw7Lm383eroK3/x0BPPXXHJ+W09+eePyX/gv64PguCCM1YOvurB6a+9ef5ZY5vunfzSzJqMrjt/e+lY1qQ5K449+ohdfpAwDL932Vl3P/6PmeW9o/jW61vVZOQ/8H7w+rJnvvvFMXl5nfr16RXM27aDsTHWs6SkpKCgwGYNAHBg2t+O3J901JB4GL27ZFUQBOeNO3nOb86f85vzvzWmZ15WMHBAvyAI8rKixrIPgmDp2tLPfqJr0xlpThlWMOXNFY3/bjo6nkqnYx9M7znl8K1TbgYdPHB4z/jK9aXb9hzmvfPoovgu3148VT/qsJ7t/CyZmZnXX3rOXeMPOa3z6qxUddPyRemBVz+0+Po/PH/XpHkt9hzCzJ89PruqqspmDQAg7vcHo0867uqTe/z8ifnV1dXdu3f7xFFHHHPk4bOWln37zAGNU+TjzebhD+zd9X/nbl67bl3jzVnvl44+vF8QBJ2yM2bNmRsEQTqdfmNldc9ueY0rvL5w65orVq5asDE1oPfWOfGJROKOGWX18U67eHNR+uojUmNHn7hbn6hb167fGH/OxKuOGdd1bSy9deJNOpa5IaPPyvCgVisXxfvd9deXbNYAAAem/fA897+76erv/+r+YV/67RF9c4MgWFZSN3Z4j/+87tLGe+PNdmcuvWDcvOUbzrzxgQHdskqrEscMzL/m0guDIPjqmSMv/eXkwQUv1SfTIwpzzjpta46/u7bq9Kt/kd8hY83m+hvHFX56zKjG5c/+c2btBz9+3UnZn9Nrw5hTztyzD5WdnX31F84+ccGip15dsrChdzKW09aac2r7LVi0ZPjQITZuAIADzf55nvsgCNLp9Lx3FsTjsaFDBmdlbZ2zXl9fX1VVvf01rUpLN3Xpkp+R0ewUllG0eXNZVlZmXt7Ww/a9zr3lzmuOP//Tp28sKelZUJCZmdm08g13Prcu3n8nbyaWTnz9qNSpJx33kXy0ee8u+M20TXUZ+W2tcHzuyhsvP8/GDQBwoNlvr1Abi8WOPnJkq4XZ2dnZ2dnbr9yjR+vj7mEY7vC6tpmZmX379Gm+pLyioijstfM3M6rz+lNP+siuMHXkyOG/H1D5P/87/fXqflG4g4n+y7bk2LIBAA5AMUPwYdTX19/655fTsawd3x1FvVPrvjCg9OuXnPXRvm5+5843XHbuD0/OOjxjZYdkWat7S+M9J734sm8HAOBAs99Oy/nIFRUXd8nPz83Nbb5w51etGh5befM1/+fTY6Io+u2Dz86qbfHj2qGxlT+9xswcAIADiyP37VXYu3ersk8mkzM25rW1fpfkhus/e/LHsX8Whjdefu51R9YVJNc3Lomn6z/ziQG+MgCAA40j93vuhemvTli4g9Nf5iVLLx6WecYpxzf9kPdjU7ppU3V1TX5+5y75+b4gAIADTYYh2GOvv18aBK3jPidZcfMFh/Xv1/df8pZ6dO/eo3t3Xw0AgLhn96yry2k1fh2S5T+/+NA+hYUGBwAAcb/PWLRkaVm8Z9PNMEodHK698qwRyh4AAHG/j3l+1sIo3HqCmqxU9fdO7XLEyHMNCwAA4n7fM7Cg01sVlfEgdVB2xRdOHzbssEONCQAA/1rOlgMAAPsJ57kHAABxDwAAiHsAAEDcAwAA4h4AAAAAAPZ+ToUJAAD7CdNyAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ94YAAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4NwQAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDADYih3wAABKnSURBVADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMS9IQAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4NAQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AADA/2+3jo0AAEAQiJ37D40TMIBn0tJRvbgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHHvAgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4FAAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAfDMuAACAQ5K0aQHHxa0C+A7LFAAAAABJRU5ErkJggg==" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">88</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">Cases <span class="_ _13" />which <span class="_ _13" />c<span class="_ _1" />oncern <span class="_ _13" />a <span class="_ _3e" />greater <span class="_ _13" />d<span class="_ _1" />egree <span class="_ _3e" />of <span class="_ _13" />judg<span class="_ _1" />ement <span class="_ _13" />and <span class="_ _13" />c<span class="_ _1" />omplexity <span class="_ _13" />or <span class="_ _3e" />cases <span class="_ _13" />where <span class="_ _3e" />the <span class="_ _13" />acc<span class="_ _1" />ounting <span class="_ _13" />estimates<span class="_ _1" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">and assumptions co<span class="_ _1" />uld materially affec<span class="_ _1" />t the consolidated f<span class="_ _1" />inanc<span class="_ _1" />ial stateme<span class="_ _1" />nts are provided in N<span class="_ _1" />ote 2.1.1.<span class="_ _1" /> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />G<span class="_ _1" />roup <span class="_ _b" />h<span class="_ _1" />as <span class="_ _3" />prepared <span class="_ _3" />the <span class="_ _3" />financial <span class="_ _b" />s<span class="_ _1" />tatements i<span class="_ _3" />n <span class="_ _3" />compliance wi<span class="_ _3" />th <span class="_ _3" />the <span class="_ _3" />historical cost <span class="_ _b" />principle, <span class="_ _3" />the <span class="_ _3" />accrual basis </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">principle, the consiste<span class="_ _1" />ncy principle, the <span class="_ _1" />materiality princ<span class="_ _1" />iple and the accrual basis <span class="_ _1" />of accounting<span class="_ _13" /> principle. </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">Furthermore, <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />consolida<span class="_ _1" />ted <span class="_ _3e" />financial <span class="_ _3e" />s<span class="_ _1" />tatements <span class="_ _3e" />h<span class="_ _1" />ave <span class="_ _3e" />been <span class="_ _1a" />prepared <span class="_ _1a" />in <span class="_ _3e" />compl<span class="_ _1" />iance <span class="_ _3e" />with <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />going <span class="_ _3e" />c<span class="_ _1" />oncern </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">principle <span class="_ _1b" />in <span class="_ _1b" />acc<span class="_ _1" />ordance <span class="_ _1b" />with <span class="_ _1b" />the <span class="_ _1b" />Internati<span class="_ _1" />onal <span class="_ _1b" />Financial <span class="_ _1b" />Reporting <span class="_ _1b" />Sta<span class="_ _1" />ndards <span class="_ _1b" />(IFRS) <span class="_ _1b" />and <span class="_ _1b" />revised <span class="_ _1b" />I<span class="_ _1" />nternational </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0">Accounting  Standards<span class="_ _1" />  (IAS)  as  iss<span class="_ _1" />ued  by  the  Inter<span class="_ _1" />national  Accounting  Stand<span class="_ _1" />ards  Board  (IASB)  and  th<span class="_ _1" />eir </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">interpretations, as iss<span class="_ _1" />ued by IASB's Inter<span class="_ _1" />national Financial Rep<span class="_ _1" />orting Interpretations Com<span class="_ _1" />mittee (IFRIC).<span class="_ _13" /> </div><div class="t m0 x11 h96 y90d ff1 fs11 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd3 ff1 fs0 fc0 sc0 ls0 ws0">Taking <span class="_ _1" />into <span class="_ _1" />acc<span class="_ _1" />ount <span class="_ _1" />the <span class="_ _13" />economic <span class="_ _1" />conditio<span class="_ _1" />ns<span class="_ _1" />, <span class="_ _1" />as <span class="_ _1" />gene<span class="_ _1" />rated <span class="_ _13" />due <span class="_ _1" />to <span class="_ _1" />the <span class="_ _13" />crisis <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />pandemic <span class="_ _13" />of <span class="_ _1" />the <span class="_ _1" />coro<span class="_ _1" />navirus<span class="_ _1" /> </div><div class="t m0 x11 h2 y90e ff1 fs0 fc0 sc0 ls0 ws0">(Covid-19), <span class="_ _3" />the <span class="_ _b" />re<span class="_ _1" />levant <span class="_ _b" />r<span class="_ _1" />isks, <span class="_ _3" />uncertainties <span class="_ _3" />and <span class="_ _b" />re<span class="_ _1" />lated measures <span class="_ _3" />taken <span class="_ _3" />to <span class="_ _b" />a<span class="_ _1" />ddress such <span class="_ _12" />r<span class="_ _1" />isks <span class="_ _3" />are <span class="_ _b" />det<span class="_ _1" />ailed <span class="_ _3" />in <span class="_ _b" />N<span class="_ _1" />ote </div><div class="t m0 x11 h2 y90f ff1 fs0 fc0 sc0 ls0 ws0">3.1.8. </div><div class="t m0 x11 h2 y910 ff1 fs0 fc0 sc0 ls0 ws0">These <span class="_ _1a" />uncerta<span class="_ _1" />inties <span class="_ _1a" />are <span class="_ _1b" />related <span class="_ _1b" />to <span class="_ _1a" />the <span class="_ _1b" />term <span class="_ _1b" />of <span class="_ _1a" />the <span class="_ _1b" />pandemic, <span class="_ _1b" />the <span class="_ _1a" />e<span class="_ _1" />ffectiveness <span class="_ _1b" />a<span class="_ _1" />nd <span class="_ _1b" />adequacy <span class="_ _1b" />of <span class="_ _1b" /><span class="ls1">the <span class="_ _1a" /></span>finan<span class="_ _1" />cial </div><div class="t m0 x11 h2 y44f ff1 fs0 fc0 sc0 ls0 ws0">measures <span class="_ _3" />aimed <span class="_ _3" />at <span class="_ _3" />improving <span class="_ _3" />the <span class="_ _b" />pass<span class="_ _1" />enger <span class="_ _b" />s<span class="_ _1" />hipping <span class="_ _3" />segment <span class="_ _3" />and <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />econo<span class="_ _1" />my <span class="_ _b" />in <span class="_ _3" />general, <span class="_ _3" />but <span class="_ _b" />a<span class="_ _1" />lso <span class="_ _3" />the <span class="_ _b" />inte<span class="_ _1" />nded </div><div class="t m0 x11 h2 y911 ff1 fs0 fc0 sc0 ls0 ws0">actions of<span class="_ _1" /> the C<span class="_ _1" />ompany <span class="_ _1" />Manageme<span class="_ _1" />nt and <span class="_ _1" />its s<span class="_ _1" />ubsidiaries, <span class="_ _13" />as <span class="_ _1" />described <span class="_ _1" />in Not<span class="_ _1" />e <span class="_ _1" />3.1.8., <span class="_ _1" />whose <span class="_ _1" />effectiveness <span class="_ _1" />and </div><div class="t m0 x11 h2 y5bd ff1 fs0 fc0 sc0 ls0 ws0">adequacy given th<span class="_ _1" />e current circumstances, <span class="_ _1" />does n<span class="_ _1" />ot depend solely on the M<span class="_ _1" />anagement<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x11 h2 y6bd ff1 fs0 fc0 sc0 ls0 ws0">Therefore, <span class="_ _3e" />due <span class="_ _13" />to <span class="_ _3e" />the <span class="_ _3e" />uncertainty <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />conditions, <span class="_ _3e" />there <span class="_ _3e" />is <span class="_ _3e" />a <span class="_ _3e" />possibility <span class="_ _3e" />that <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />res<span class="_ _1" />ults, <span class="_ _13" />the <span class="_ _3e" />operation <span class="_ _3e" />and <span class="_ _3e" />th<span class="_ _1" />e </div><div class="t m0 x11 h2 y912 ff1 fs0 fc0 sc0 ls0 ws0">prospects of the Group w<span class="_ _1" />ill be advers<span class="_ _1" />ely affected.<span class="_ _1" /> </div><div class="t m0 x11 h2 y5f2 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />addition <span class="_ _3e" />to <span class="_ _3e" />the <span class="_ _3e" />above, <span class="_ _3e" />the <span class="_ _13" />Gr<span class="_ _1" />oup <span class="_ _3e" />closely <span class="_ _3e" />monitors <span class="_ _3e" />the <span class="_ _3e" />developments<span class="_ _1" /> <span class="_ _13" />around <span class="_ _3e" />the <span class="_ _3e" />pandemic <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />cont<span class="_ _1" />inuously </div><div class="t m0 x11 h2 y5f3 ff1 fs0 fc0 sc0 ls0 ws0">evaluates <span class="_ _1" />its <span class="_ _13" />effects <span class="_ _1" />on <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />Group's <span class="_ _1" />p<span class="_ _1" />erformance. <span class="_ _1" />Th<span class="_ _1" />e <span class="_ _1" />Group <span class="_ _1" />t<span class="_ _1" />akes <span class="_ _1" />preca<span class="_ _1" />utionary <span class="_ _1" />measur<span class="_ _1" />es <span class="_ _1" />to <span class="_ _13" />ensure <span class="_ _3e" />its <span class="_ _13" />ability </div><div class="t m0 x11 h2 y5f4 ff1 fs0 fc0 sc0 ls0 ws0">to continue as a <span class="_ _1" />going concern. <span class="_ _1" />Maintaining su<span class="_ _1" />fficient cash, <span class="_ _1" />the Manage<span class="_ _1" />ment expects th<span class="_ _1" />at the Group w<span class="_ _1" />ill be able<span class="_ _1" /> </div><div class="t m0 x11 h2 y5f5 ff1 fs0 fc0 sc0 ls0 ws0">to meet its financing nee<span class="_ _1" />ds. <span class="_ _1" />  </div><div class="t m0 x11 h2 y1aa ff1 fs0 fc0 sc0 ls0 ws0">Revenue <span class="_ _1b" />from <span class="_ _1c"> </span>pass<span class="_ _1" />engers <span class="_ _1b" />and <span class="_ _1c"> </span>vehicles <span class="_ _1c"> </span>fares<span class="_ _1" /> <span class="_ _1b" />is <span class="_ _1b" />recogn<span class="_ _1" />ised <span class="_ _1b" />when <span class="_ _1b" />t<span class="_ _1" />he <span class="_ _1b" />custo<span class="_ _1" />mer <span class="_ _1b" />trav<span class="_ _1" />els. <span class="_ _1c"> </span>All <span class="_ _1c"> </span>other <span class="_ _1b" />r<span class="_ _1" />evenue <span class="_ _1b" />is<span class="_ _1" /> </div><div class="t m0 x11 h2 y270 ff1 fs0 fc0 sc0 ls0 ws0">recognised at the transac<span class="_ _1" />tion date.<span class="_ _1" /> </div><div class="t m0 x11 h2 y3f8 ff1 fs0 fc0 sc0 ls0 ws0">The expenses are reco<span class="_ _1" />gnized b<span class="_ _1" />ased on the accrua<span class="_ _1" />l expense p<span class="_ _1" />rinciple. </div><div class="t m0 x11 h2 y913 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />preparin<span class="_ _1" />g <span class="_ _1" />its<span class="_ _1" /> <span class="_ _1" />financi<span class="_ _1" />al <span class="_ _1" />statem<span class="_ _1" />ents <span class="_ _1" />for <span class="_ _13" />the <span class="_ _13" />period <span class="_ _13" />e<span class="_ _1" />nding <span class="_ _13" />as <span class="_ _1" />at <span class="_ _13" />31.12.202<span class="_ _1" />1, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _13" />Group <span class="_ _1" />has <span class="_ _13" />chosen <span class="_ _13" />to <span class="_ _1" />a<span class="_ _1" />pply <span class="_ _13" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 y914 ff1 fs0 fc0 sc0 ls0 ws0">accounting <span class="_ _b" />policies <span class="_ _b" />w<span class="_ _1" />hich <span class="_ _b" />e<span class="_ _1" />nsure <span class="_ _b" />that <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />financial <span class="_ _b" />state<span class="_ _1" />ments <span class="_ _b" />comply <span class="_ _b" />with <span class="_ _3" />all <span class="_ _12" />th<span class="_ _1" />e <span class="_ _b" />requirements<span class="_ _1" /> <span class="_ _b" />of <span class="_ _3" />every <span class="_ _b" />applica<span class="_ _1" />ble </div><div class="t m0 x11 h2 y6d4 ff1 fs0 fc0 sc0 ls0 ws0">Standard or Interpre<span class="_ _1" />tation. An adjustment was<span class="_ _1" /> made to the Group's Statem<span class="_ _1" />ent of Cash flows for the compara<span class="_ _1" />tive </div><div class="t m0 x11 h2 y6d5 ff1 fs0 fc0 sc0 ls0 ws0">period 01<span class="_ _3" />.01-31<span class="_ _1" />.12.2020, regarding <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />presentation of <span class="_ _3" />the <span class="_ _3" />results arising <span class="_ _b" />dur<span class="_ _1" />ing <span class="_ _3" />the year <span class="_ _b" />from hedging <span class="_ _3" />contracts,<span class="_ _1" /> </div><div class="t m0 x11 h2 y915 ff1 fs0 fc0 sc0 ls0 ws0">presented <span class="_ _13" />in <span class="_ _1" />the <span class="_ _13" />item <span class="_ _1" />"<span class="_ _1" />Adjustments <span class="_ _13" />to <span class="_ _1" />invest<span class="_ _1" />ing <span class="_ _1" />a<span class="_ _1" />c<span class="_ _1" />tivities" <span class="_ _13" />and <span class="_ _1" />in <span class="_ _13" />the <span class="_ _1" />r<span class="_ _1" />elevant <span class="_ _13" />liabilities/receivables <span class="_ _13" />presented <span class="_ _13" />in </div><div class="t m0 x11 hb y916 ff6 fs0 fc0 sc0 ls0 ws0">the <span class="_ _23"> </span>item <span class="_ _23"> </span>“Chan<span class="_ _1" />ges <span class="_ _23"> </span>in <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>working <span class="_ _23"> </span>ca<span class="_ _1" />pital” <span class="_ _23"> </span>lines. <span class="_ _23"> </span> <span class="_ _24"> </span>This <span class="_ _23"> </span>adjustme<span class="_ _1" />nt <span class="_ _23"> </span>does <span class="_ _23"> </span>no<span class="_ _1" />t <span class="_ _23"> </span>cause <span class="_ _23"> </span>any<span class="_ _1" /> <span class="_ _23"> </span>change <span class="_ _24"> </span>in <span class="_ _23"> </span>the <span class="_ _23"> </span>tot<span class="_ _1" />al </div><div class="t m0 x11 h2 y6d8 ff1 fs0 fc0 sc0 ls0 ws0">inflows/outflows <span class="_ _24"> </span>from<span class="_ _1" /> <span class="_ _23"> </span>operatin<span class="_ _1" />g <span class="_ _23"> </span>ac<span class="_ _1" />tivities <span class="_ _24"> </span>which <span class="_ _24"> </span>remained<span class="_ _1" /> <span class="_ _23"> </span>the<span class="_ _1" /> <span class="_ _23"> </span>sam<span class="_ _1" />e <span class="_ _24"> </span>as <span class="_ _23"> </span>t<span class="_ _1" />he <span class="_ _24"> </span>published<span class="_ _13" />. <span class="_ _24"> </span>The <span class="_ _24"> </span>adjustm<span class="_ _1" />ent <span class="_ _24"> </span>was </div><div class="t m0 x11 h2 y917 ff1 fs0 fc0 sc0 ls0 ws0">performed in order to <span class="_ _1" />more fully reflect the chan<span class="_ _1" />ges in working ca<span class="_ _1" />pital.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf59" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc59 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">89</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Man<span class="_ _1" />agement <span class="_ _1b" />co<span class="_ _1" />nsiders <span class="_ _1c"> </span>that <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1c"> </span>current <span class="_ _1c"> </span>financia<span class="_ _1" />l <span class="_ _1b" />state<span class="_ _1" />ments <span class="_ _1b" />prese<span class="_ _1" />nt <span class="_ _1b" />fair<span class="_ _1" />ly <span class="_ _1b" />the <span class="_ _23"> </span><span class="ff6">entity’s <span class="_ _1b"> </span></span>f<span class="_ _1" />inancial <span class="_ _1c"> </span>position, </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">financial performanc<span class="_ _1" />e and <span class="_ _1" />cash flows. T<span class="_ _1" />he <span class="_ _1" />Genera<span class="_ _1" />l Meeting <span class="_ _1" /><span class="ls2">of</span> Sh<span class="_ _1" />areholders <span class="_ _1" /><span class="ls2">has</span> <span class="_ _1" /><span class="ls1">the</span> right <span class="ls1">to</span> <span class="_ _1" />modify <span class="_ _1" /><span class="ls1">the</span> f<span class="_ _1" />inancial<span class="_ _1" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">statements<span class="ff6">, approved<span class="_ _1" /> by the company’s <span class="_ _1" />Board of Directors<span class="_ _1" />.<span class="_ _1" /></span> </div><div class="t m0 x11 h9 y918 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y919 ff1 fs0 fc0 sc0 ls0 ws0">2.1.1. <span class="_ _2d"> </span>Signif<span class="_ _1" />icant accounting p<span class="_ _1" />olicies and m<span class="_ _1" />ain sources of un<span class="_ _1" />certainty of acc<span class="_ _1" />ounting estimates<span class="_ _1" /> </div><div class="t m0 x11 h2 y91a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y91b ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Management <span class="_ _3e" />must <span class="_ _13" />mak<span class="_ _1" />e <span class="_ _13" />judgements <span class="_ _13" />and <span class="_ _13" />esti<span class="_ _1" />mates <span class="_ _13" />regarding <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />value <span class="_ _13" />of <span class="_ _13" />as<span class="_ _1" />sets <span class="_ _13" />and <span class="_ _13" />liabilities <span class="_ _13" />which<span class="_ _1" /> <span class="_ _13" />are </div><div class="t m0 x11 h2 y91c ff1 fs0 fc0 sc0 ls0 ws0">uncertain. Estimates <span class="_ _1" />and related ass<span class="_ _1" />umptions are b<span class="_ _1" />ased mainly on pas<span class="_ _1" />t experience.<span class="_ _1" /> </div><div class="t m0 x11 h2 y91d ff1 fs0 fc0 sc0 ls0 ws0">A<span class="_ _3" />ct<span class="_ _3" />ua<span class="_ _3" />l<span class="_ _3" /> <span class="_ _3" />re<span class="_ _b" />sul<span class="_ _3" />ts<span class="_ _b" /> m<span class="_ _3" />a<span class="_ _3" />y <span class="_ _b" />dif<span class="_ _3" />fe<span class="_ _b" />r <span class="_ _b" />from<span class="_ _b" /> t<span class="_ _3" />he<span class="_ _b" />se <span class="_ _b" />est<span class="_ _3" />i<span class="_ _3" />ma<span class="_ _3" />t<span class="_ _3" />e<span class="_ _3" />s.<span class="_ _3" /> <span class="_ _3" />Es<span class="_ _b" />tima<span class="_ _b" />tes<span class="_ _3" /> <span class="_ _b" />and<span class="_ _b" /> re<span class="_ _3" />la<span class="_ _b" />te<span class="lsa">d </span>a<span class="_ _b" />ssum<span class="_ _b" />pti<span class="_ _b" />ons<span class="_ _3" /> <span class="_ _3" />a<span class="_ _3" />re<span class="_ _3" /> <span class="_ _b" />rev<span class="_ _3" />ie<span class="_ _3" />w<span class="_ _3" />ed<span class="_ _3" /> <span class="_ _3" />on<span class="_ _b" /> a<span class="_ _3" />n <span class="_ _b" />on<span class="_ _3" />-g<span class="_ _3" />oi<span class="_ _3" />n<span class="_ _3" />g<span class="_ _3" /> b<span class="_ _3" />a<span class="_ _3" />si<span class="_ _b" />s. </div><div class="t m0 x11 h2 y91e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y91f ff1 fs0 fc0 sc0 ls0 ws0">The accounting estimates that <span class="_ _3" />the Management has adopted <span class="ff6">in <span class="_ _3" />implementing the Company’s accounting policies </span></div><div class="t m0 x11 h2 y920 ff1 fs0 fc0 sc0 ls0 ws0">and have the <span class="_ _1" />most significant effect <span class="_ _1" /><span class="ls2">on </span>the<span class="_ _1" /> Company<span class="ff6 ls6">’s<span class="_ _1" /></span> financial stat<span class="_ _1" />ements are <span class="_ _1" />as follows: </div><div class="t m0 x11 h2 y921 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y922 ff1 fs0 fc0 sc0 ls0 ws0">The Company measures in<span class="_ _1" />vestments in subsidiaries at<span class="_ _1" /> fair value.<span class="_ _1" /> <span class="ls1">In</span> order <span class="ls1">to</span> define fair value of subs<span class="_ _1" />idiaries, the </div><div class="t m0 x11 h2 y923 ff1 fs0 fc0 sc0 ls0 ws0">present value of the <span class="_ _3" />estimated future cash flows expected to arise from them is defined. This method is based on </div><div class="t m0 x11 h2 y924 ff1 fs0 fc0 sc0 ls0 ws0">estimates <span class="_ _2f"> </span>and <span class="_ _2f"> </span>underlying <span class="_ _2f"> </span>assumptions. <span class="_ _2f"> </span>The <span class="_ _2f"> </span>most <span class="_ _2f"> </span>significant <span class="_ _2f"> </span>of <span class="_ _2f"> </span>these <span class="_ _2f"> </span>estimates <span class="_ _2f"> </span>relate <span class="_ _2f"> </span>to <span class="_ _2f"> </span>the <span class="_ _2f"> </span>compan<span class="_ _13" /><span class="ff6">ies’<span class="_ _1" /></span> </div><div class="t m0 x11 h2 y925 ff1 fs0 fc0 sc0 ls0 ws0">transportation performa<span class="_ _1" />nce, internat<span class="_ _1" />ional fuel prices, capital <span class="_ _1" />expenses and discou<span class="_ _1" />nt rate.<span class="_ _1" /> </div><div class="t m0 x11 h2 y926 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y927 ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> <span class="_ _12" />ad<span class="_ _b" />di<span class="_ _b" />ti<span class="_ _3" />o<span class="_ _3" />n<span class="_ _3" />,<span class="_ _3" /> <span class="_ _12" />on<span class="_ _b" /> <span class="_ _12" />an<span class="_ _b" /> <span class="_ _b" />an<span class="_ _b" />nu<span class="_ _3" />a<span class="_ _3" />l<span class="_ _b" /> <span class="_ _b" />ba<span class="_ _b" />si<span class="_ _b" />s <span class="_ _12" />th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _12" />Ma<span class="_ _3" />n<span class="_ _b" />ag<span class="_ _3" />e<span class="_ _3" />me<span class="_ _b" />nt<span class="_ _b" /> <span class="_ _12" />ex<span class="_ _3" />a<span class="_ _3" />m<span class="_ _3" />i<span class="_ _3" />n<span class="_ _3" />e<span class="_ _3" />s <span class="_ _12" />th<span class="_ _b" />e<span class="_ _3" /> <span class="_ _12" />fo<span class="_ _b" />ll<span class="_ _3" />o<span class="_ _3" />w<span class="_ _3" />i<span class="_ _3" />n<span class="_ _3" />g<span class="_ _3" /> <span class="_ _12" />i<span class="_ _3" />te<span class="_ _b" />ms<span class="_ _b" />, <span class="_ _12" />o<span class="_ _3" />n<span class="_ _3" /> <span class="_ _12" />th<span class="_ _b" />e <span class="_ _12" />b<span class="_ _3" />a<span class="_ _b" />si<span class="_ _b" />s <span class="_ _12" />of<span class="_ _b" /> <span class="_ _b" />a<span class="_ _3" />s<span class="_ _b" />sum<span class="_ _b" />pt<span class="_ _3" />i<span class="_ _b" />on<span class="_ _b" />s <span class="_ _12" />an<span class="_ _b" />d <span class="_ _12" />e<span class="_ _b" />sti<span class="_ _b" />ma<span class="_ _b" />te<span class="_ _b" />s:<span class="_ _3" /> </div><div class="t m0 x11 h2 y4cf ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _1a" />useful lives<span class="_ _1" /> and recoverabl<span class="_ _1" />e values of t<span class="_ _1" />he vessels<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y928 ff7 fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _1a" />the amount o<span class="_ _1" />f provisions fo<span class="_ _1" />r staff retirement com<span class="_ _1" />pensation, for disputes i<span class="_ _1" />n litigation and for lab<span class="_ _1" />or law disputes.<span class="_ _13" /> </span></div><div class="t m0 x11 h2 y1d2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y87 ff1 fs0 fc0 sc0 ls0 ws0">On the financial <span class="_ _3" />statements<span class="_ _1" /> preparation date, the sources of <span class="_ _3" />uncertainty for the <span class="_ _1" />Company, which may have effec<span class="_ _1" />t </div><div class="t m0 x11 h2 y929 ff1 fs0 fc0 sc0 ls0 ws0">on the stated assets and <span class="_ _1" />liabilities values, c<span class="_ _1" />oncern<span class="_ _1" /> as follows<span class="_ _1" />: </div><div class="t m0 x11 h2 y92a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y92b ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _1" />Tax <span class="_ _13" />unaudited <span class="_ _1" />years<span class="_ _1" /> <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Company, <span class="_ _13" />to <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />extent <span class="_ _13" />it <span class="_ _1" />is <span class="_ _1" />poss<span class="_ _1" />ible <span class="_ _1" />that <span class="_ _1" />ad<span class="_ _1" />ditional <span class="_ _1" />t<span class="_ _1" />axes <span class="_ _1" />and <span class="_ _13" />surchar<span class="_ _1" />ges <span class="_ _1" />charges<span class="_ _1" /> </div><div class="t m0 x11 h2 y92c ff1 fs0 fc0 sc0 ls0 ws0">might arise from <span class="_ _1" />the future tax <span class="_ _1" />audits. </div><div class="t m0 x11 h2 y92d ff1 fs0 fc0 sc0 ls0 ws0">- Estimates on th<span class="_ _1" />e recoverability of do<span class="_ _1" />ubtful debts.<span class="_ _1" /> </div><div class="t m0 x11 h2 y92e ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ls13">Po</span>tential <span class="_ _1" />losses from pen<span class="_ _1" />ding litigations.<span class="_ _1" /> </div><div class="t m0 x11 h2 y92f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y930 ff6 fs0 fc0 sc0 ls0 ws0">The above <span class="_ _3" />estimates are based οn <span class="_ _3" />the knowledge and the <span class="_ _3" />information available to the<span class="_ _3" /> Management of the <span class="_ _b" />G<span class="_ _1" />roup </div><div class="t m0 x11 h2 y931 ff1 fs0 fc0 sc0 ls0 ws0">until the date of approva<span class="_ _1" />l of the financial statem<span class="_ _1" />ents f<span class="_ _1" />or the period e<span class="_ _1" />nded as at 31<span class="_ _1" />.12.2021.<span class="_ _1" /> </div><div class="t m0 x11 h2 y932 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1df ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y933 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y934 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y935 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">90</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">2.2. <span class="ls0"> <span class="_ _35"> </span>Consolida<span class="_ _1" />tion  </span></div><div class="t m0 x11 h9 y8e6 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y936 ff1 fs0 fc0 sc0 ls0 ws0">2.2.1. <span class="_ _2d"> </span>Acc<span class="_ _1" />ounting Policy in accord<span class="_ _1" />ance with the pres<span class="_ _1" />entation of ANEK S<span class="_ _1" />.A. -<span class="_ _1" /> SUPERFA<span class="_ _1" />ST in the financial </div><div class="t m0 x36 h2 y937 ff1 fs0 fc0 sc0 ls0 ws0">statements of the Gro<span class="_ _1" />up </div><div class="t m0 x11 h2 y938 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y939 ff6 fs0 fc0 sc0 ls0 ws0">IFRS <span class="_ _3e" />11 <span class="_ _3e" />replac<span class="_ _1" />ed <span class="_ _13" />I<span class="_ _1" />AS <span class="_ _3e" />31 <span class="_ _3e" />“Interests<span class="_ _1" /> <span class="_ _3e" />in <span class="_ _3e" />Joint <span class="_ _1a" />Ventures” <span class="_ _3e" />and <span class="_ _1b"> </span>SIC <span class="_ _3e" />13 <span class="_ _3e" />“J<span class="_ _1" />ointly <span class="_ _3e" />Contr<span class="_ _1" />olled <span class="_ _3e" />Entities <span class="_ _1a" />–<span class="ff1"> <span class="_ _1a" />Non-Monet<span class="_ _1" />ary </span></div><div class="t m0 x11 hb y93a ff6 fs0 fc0 sc0 ls0 ws0">Contributions  by <span class="_ _23"> </span>Vent<span class="_ _1" />urers”.  International <span class="_ _23"> </span>F<span class="_ _1" />inancial  Reporting <span class="_ _24"> </span>Standard  11 <span class="_ _23"> </span>ali<span class="_ _1" />gns <span class="_ _24"> </span>the <span class="_ _24"> </span>accou<span class="_ _1" />nting <span class="_ _24"> </span>for <span class="_ _24"> </span>th<span class="_ _1" />ese </div><div class="t m0 x11 h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">investments, as wel<span class="_ _1" />l as the rights and<span class="_ _1" /> obligations of jo<span class="_ _1" />int ventures.<span class="_ _1" /> </div><div class="t m0 x11 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y93b ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />o<span class="_ _1" />bjective <span class="ls2">of <span class="_ _b" /><span class="ls0">"J<span class="_ _1" />oint V<span class="_ _3" />en<span class="ff6">ture ΑΝΕΚ <span class="_ _3" />S.A. &amp;<span class="_ _3" /> SUPERFAST”<span class="ff1"> i<span class="_ _3" />s <span class="_ _3" />to <span class="_ _3" />generate <span class="_ _3" />revenue and <span class="_ _3" />distribute <span class="_ _3" />them to <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />joint </span></span></span></span></div><div class="t m0 x11 h2 y93c ff1 fs0 fc0 sc0 ls0 ws0">ventures <span class="_ _2f"> </span>as  de<span class="_ _1" />fined <span class="_ _2f"> </span>in <span class="_ _2f"> </span>the <span class="_ _2f"> </span>contractu<span class="_ _1" />al  arra<span class="_ _1" />ngement.<span class="_ _1" /> <span class="_ _2f"> </span><span class="ff6">The  G<span class="_ _1" />roup <span class="_ _2f"> </span>interest <span class="_ _2f"> </span>in  “<span class="_ _13" />Joint  Venture <span class="_ _2e"> </span>ΑΝΕΚ <span class="_ _2f"> </span>S.A.  &amp; </span></div><div class="t m0 x11 h2 y51f ff1 fs0 fc0 sc0 ls0 ws0">S<span class="ff6">UPERFAST <span class="_ _1b"> </span>ENDEKA <span class="_ _1b"> </span>H<span class="_ _1" />ELLAS <span class="_ _1a" />INC <span class="_ _1b"> </span>&amp; <span class="_ _1b"> </span>Co”<span class="_ _1" /></span> <span class="_ _1a" />h<span class="_ _1" />as <span class="_ _1a" />be<span class="_ _1" />en <span class="_ _1a" />classif<span class="_ _1" />ied, <span class="_ _1a" />u<span class="_ _1" />nder <span class="_ _1b" /><span class="ff6">the <span class="_ _1b"> </span>provisions <span class="_ _1b"> </span>of <span class="_ _1b"> </span>IFRS <span class="_ _1b"> </span>11 <span class="_ _1b"> </span>as <span class="_ _1b"> </span>a <span class="_ _1a" />“<span class="_ _1" />joint </span></div><div class="t m0 x11 h2 y2eb ff6 fs0 fc0 sc0 ls0 ws0">operation”<span class="ff1">. In co<span class="_ _1" />mpliance with this cl<span class="_ _1" />assification, the Group reco<span class="_ _1" />gnizes in its conso<span class="_ _1" />lidated financial state<span class="_ _1" />ments:<span class="_ _13" /> </span></div><div class="t m0 x11 h2 y93d ff1 fs0 fc0 sc0 ls0 ws0">a) its assets, including <span class="_ _1" />its share of any assets <span class="_ _1" />held jointly;<span class="_ _1" /> </div><div class="t m0 x11 h2 y93e ff1 fs0 fc0 sc0 ls0 ws0">b) its liabilities, <span class="_ _1" />including its share of an<span class="_ _1" />y liabilities <span class="_ _1" />incurred jointly;<span class="_ _1" /> </div><div class="t m0 x11 h2 y93f ff1 fs0 fc0 sc0 ls0 ws0">c) its share of the revenu<span class="_ _1" />e from the sale of <span class="_ _1" />the output<span class="_ _1" /> from the j<span class="_ _1" />oint operation; and<span class="_ _1" /> </div><div class="t m0 x11 h2 y940 ff1 fs0 fc0 sc0 ls0 ws0">d) its expenses, inclu<span class="_ _1" />ding its share of any<span class="_ _1" /> expenses incu<span class="_ _1" />r<span class="_ _1" />red jointly. </div><div class="t m0 x11 h3e y80 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y941 ff1 fs0 fc0 sc0 ls0 ws0">2.2.2.  <span class="_ _3a"> </span>Subsidiaries </div><div class="t m0 x11 h96 y942 ff1 fs11 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y943 ff1 fs0 fc0 sc0 ls0 ws0">Subsidiaries are <span class="_ _3" />the <span class="_ _3" />entities which <span class="_ _b" />are controlled by <span class="_ _b" />an<span class="_ _1" />other <span class="_ _3" />Company. An <span class="_ _3" />investor controls <span class="_ _3" />an <span class="_ _3" />investee when <span class="_ _3" />the </div><div class="t m0 x11 h2 y944 ff1 fs0 fc0 sc0 ls0 ws0">investor is expos<span class="_ _1" />ed, or has <span class="_ _1" />rights, to variable<span class="_ _1" /> returns fr<span class="_ _1" />om its involveme<span class="_ _1" />nt with the<span class="_ _1" /> investee and h<span class="_ _1" />as the abilit<span class="_ _1" />y to </div><div class="t m0 x11 h2 y945 ff1 fs0 fc0 sc0 ls0 ws0">affect those returns thro<span class="_ _1" />ugh its pow<span class="_ _1" />er over the <span class="_ _1" />investee. </div><div class="t m0 x11 h2 y946 ff1 fs0 fc0 sc0 ls0 ws0">Investments <span class="_ _13" />i<span class="_ _1" />n <span class="_ _13" />subsid<span class="_ _1" />iaries <span class="_ _13" />are <span class="_ _3e" />initially <span class="_ _13" />rec<span class="_ _1" />ognized <span class="_ _3e" />at <span class="_ _13" />c<span class="_ _1" />ost, <span class="_ _13" />while <span class="_ _1a" />th<span class="_ _1" />ey <span class="_ _13" />are <span class="_ _3e" />subse<span class="_ _1" />quently <span class="_ _13" />measur<span class="_ _1" />ed <span class="_ _3e" /><span class="ls2">at <span class="_ _3e" /></span>fair <span class="_ _13" />v<span class="_ _1" />alue<span class="_ _1" /> </div><div class="t m0 x11 h2 y947 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1b" />differences <span class="_ _1b" />are <span class="_ _1b" />recognize<span class="_ _1" />d <span class="_ _1b" />in <span class="_ _1a" />o<span class="_ _1" />ther <span class="_ _1b" />comprehensive <span class="_ _1b" />inc<span class="_ _1" />ome. <span class="_ _1a" />I<span class="_ _1" />f <span class="_ _1b" />impairment <span class="_ _1b" />is <span class="_ _1b" />effective, <span class="_ _1b" />it <span class="_ _1b" />burde<span class="_ _1" />ns <span class="_ _1b" />the </div><div class="t m0 x11 h2 y948 ff1 fs0 fc0 sc0 ls0 ws0">income statement for t<span class="_ _1" />he current year<span class="_ _1" /> <span class="ls6">in</span> co<span class="_ _1" />mpliance w<span class="_ _1" />ith IFRS <span class="ls2">9.<span class="_ _1" /></span> </div><div class="t m0 x11 h2 y40f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y949 ff1 fs0 fc0 sc0 ls0 ws0">2.2.3.  <span class="_ _3a"> </span>Consolidated financ<span class="_ _1" />ial statements<span class="_ _1" /> </div><div class="t m0 x11 h2 y94a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y94b ff1 fs0 fc0 sc0 ls0 ws0">Subsidiaries <span class="_ _1" />are<span class="_ _1" /> <span class="_ _1" />fu<span class="_ _1" />lly <span class="_ _13" />consolidated <span class="_ _13" />(full <span class="_ _1" />co<span class="_ _1" />nsolidation) <span class="_ _13" />using <span class="_ _1" />t<span class="_ _1" />he <span class="_ _13" />purchase <span class="_ _1" />m<span class="_ _1" />ethod <span class="_ _13" />from <span class="_ _1" />the <span class="_ _13" />date <span class="_ _1" />wh<span class="_ _1" />en <span class="_ _1" />co<span class="_ _1" />ntrol <span class="_ _1" />is </div><div class="t m0 x11 h2 y94c ff1 fs0 fc0 sc0 ls0 ws0">acquired and cease to <span class="_ _1" />be consolidated fr<span class="_ _1" />om the date when suc<span class="_ _1" />h control ceases t<span class="_ _1" />o exist.<span class="_ _13" /> </div><div class="t m0 x11 h2 y94d ff1 fs0 fc0 sc0 ls0 ws0">Acquisition of subsidi<span class="_ _1" />ary by the Group is ac<span class="_ _1" />counted for by using th<span class="_ _1" />e <span class="_ _1" />purchase me<span class="_ _1" />thod. </div><div class="t m0 x11 h2 y94e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y94f ff1 fs0 fc0 sc0 ls0 ws0">Acquisition cost <span class="_ _3" />of subsidiary is <span class="_ _3" />the fair <span class="_ _3" />value of the <span class="_ _b" />as<span class="_ _1" />sets given, the <span class="_ _b" />s<span class="_ _1" />hares issued <span class="_ _3" />and the liabilities assumed <span class="_ _3" />at </div><div class="t m0 x11 h2 y950 ff1 fs0 fc0 sc0 ls0 ws0">the date of the excha<span class="_ _1" />nge, plus any costs d<span class="_ _1" />irectly attributable to the trans<span class="_ _1" />action.<span class="_ _13" /> </div><div class="t m0 x11 h2 y951 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y952 ff1 fs0 fc0 sc0 ls0 ws0">Specific <span class="_ _b" />ass<span class="_ _1" />ets, <span class="_ _b" />liabilities<span class="_ _1" /> <span class="_ _b" />and <span class="_ _3" />contingent <span class="_ _b" />liab<span class="_ _1" />ilities <span class="_ _b" />acquired <span class="_ _3" />in <span class="_ _b" />a <span class="_ _b" />b<span class="_ _1" />usiness <span class="_ _b" />comb<span class="_ _1" />ination <span class="_ _b" />are <span class="_ _3" />measured <span class="ls2">at <span class="_ _b" /><span class="ls0">acq<span class="_ _1" />uisition </span></span></div><div class="t m0 x11 h2 y953 ff1 fs0 fc0 sc0 ls0 ws0">at <span class="_ _1" />their <span class="_ _13" />fair <span class="_ _13" />values <span class="_ _1" />irrespec<span class="_ _1" />tive<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />p<span class="_ _1" />articipating <span class="_ _13" />interest <span class="_ _13" />percentage. <span class="_ _13" />Acquisition <span class="_ _13" />cost <span class="_ _13" />exceeding <span class="_ _1" />the <span class="_ _13" />fair <span class="_ _13" />value </div></div></div><div class="pi" /></div>
<div id="pf5b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc5b w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">91</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">of the <span class="_ _3" />separate assets acquired is recorded as goodwill. If the<span class="_ _3" /> total cost of <span class="_ _3" />the purchase is less tha<span class="_ _3" />n the fair <span class="_ _3" />value </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">of the separate assets <span class="_ _1" />acquired, the ba<span class="_ _1" />lance is recognized <span class="_ _1" />directly in the income<span class="_ _1" /> statement.<span class="_ _13" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">Intercompany  transactions,  balances  and <span class="_ _24"> </span>unrealized<span class="_ _1" />  gains <span class="_ _23"> </span>o<span class="_ _1" />n  transactions <span class="_ _24"> </span>be<span class="_ _1" />tween <span class="_ _2f"> </span>Group  companies  are </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">eliminated. </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">Unrealized losses are also eliminat<span class="_ _1" />ed, unless the transaction provides evi<span class="_ _1" />dence of impairment, of the transferr<span class="_ _1" />ed </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">asset. The <span class="_ _b" />accoun<span class="_ _1" />ting <span class="_ _3" />polici<span class="_ _1" />es of <span class="_ _b" />s<span class="_ _1" />ubsidiaries are <span class="_ _b" />am<span class="_ _1" />ended where <span class="_ _3" />necessary to <span class="_ _b" />be consistent with <span class="_ _b" />t<span class="_ _1" />hose adopted </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">by the Group.<span class="_ _1" /> </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls2 ws0">2.3. <span class="ls0"> <span class="_ _35"> </span>Investments<span class="_ _1" /> </span></div><div class="t m0 x11 h8 y954 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y955 ff1 fs0 fc0 sc0 ls0 ws0">The investments are cl<span class="_ _1" />assified accor<span class="_ _1" />ding to the<span class="_ _1" />ir scope as follows:<span class="_ _1" /> </div><div class="t m0 x11 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">a) Long-term investm<span class="_ _1" />ents </div><div class="t m0 x11 h9 y309 ff1 fs0 fc0 sc0 ls0 ws0">These investments are rec<span class="_ _1" />ognized at cost <span class="_ _1" />and are<span class="_ _1" /> recorded as <span class="_ _1" />non-current asset<span class="_ _1" />s.<span class="ff7 fs1"> </span>Subsequent<span class="_ _1" />ly, investmen<span class="_ _1" />ts </div><div class="t m0 x11 h2 y956 ff1 fs0 fc0 sc0 ls0 ws0">in subsidiaries are m<span class="_ _1" />easured at fair va<span class="_ _1" />lue. </div><div class="t m0 x11 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">At the end of the ad<span class="_ _1" />ministrative perio<span class="_ _1" />d, it is reviewe<span class="_ _1" />d whether there<span class="_ _1" /> is an indic<span class="_ _1" />ation of <span class="_ _1" />impairment of the </div><div class="t m0 x11 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">investment. In case the <span class="_ _1" />investment has<span class="_ _1" /> to be i<span class="_ _1" />mpaired, the amount <span class="_ _1" />of the impairment is trans<span class="_ _1" />ferred to equity.<span class="_ _13" /> </div><div class="t m0 x11 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y5ee ff1 fs0 fc0 sc0 ls0 ws0">b) Investments held <span class="_ _1" />for sale </div><div class="t m0 x11 h2 y957 ff1 fs0 fc0 sc0 ls0 ws0">These <span class="_ _1c"> </span>investm<span class="_ _1" />ents <span class="_ _1c"> </span>are <span class="_ _23"> </span>initially <span class="_ _1c"> </span>rec<span class="_ _1" />orded <span class="_ _23"> </span>at <span class="_ _1b" />cos<span class="_ _1" />t <span class="_ _1c"> </span>p<span class="_ _1" />lus <span class="_ _1c"> </span>any <span class="_ _1c"> </span>c<span class="_ _1" />ost <span class="_ _24"> </span>directly <span class="_ _1c"> </span>a<span class="_ _1" />ttributable <span class="_ _1c"> </span>to<span class="_ _1" /> <span class="_ _1c"> </span>the <span class="_ _23"> </span>investment. <span class="_ _23"> </span>These </div><div class="t m0 x11 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">investments <span class="_ _13" />are <span class="_ _13" />measured <span class="_ _13" />at <span class="_ _13" />fair <span class="_ _1" />v<span class="_ _1" />alue <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _13" />gains <span class="_ _13" />or <span class="_ _13" />losses <span class="_ _13" />are <span class="_ _1" />rec<span class="_ _1" />orded <span class="_ _13" />in<span class="_ _1" /> <span class="_ _1" />equit<span class="_ _1" />y <span class="_ _1" />until <span class="_ _13" />the<span class="lsb">y <span class="_ _13" /></span>are <span class="_ _13" />disposed <span class="_ _13" />of <span class="_ _13" />or </div><div class="t m0 x11 h2 y34f ff1 fs0 fc0 sc0 ls0 ws0">considered  impa<span class="_ _1" />ired.  Whe<span class="_ _1" />n  these <span class="_ _2f"> </span>investme<span class="_ _1" />nts  are <span class="_ _2f"> </span>disposed  or <span class="_ _2f"> </span>considered <span class="_ _2f"> </span>impaired,  g<span class="_ _1" />ains  or <span class="_ _2f"> </span>losses  are </div><div class="t m0 x11 h2 y958 ff1 fs0 fc0 sc0 ls0 ws0">recognised in the incom<span class="_ _1" />e statement.<span class="_ _1" /> </div><div class="t m0 x11 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y388 ff1 fs0 fc0 sc0 ls2 ws0">2.4. <span class="ls0"> <span class="_ _35"> </span>Associates<span class="_ _1" /> </span></div><div class="t m0 x11 h97 y959 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y95a ff1 fs0 fc0 sc0 ls0 ws0">Associates are <span class="_ _b" />co<span class="_ _1" />mpanies on <span class="_ _3" />which <span class="_ _3" />the <span class="_ _3" />Group can <span class="_ _3" />exert significant <span class="_ _3" />influence but <span class="_ _3" />which <span class="_ _3" />do not fulfil the <span class="_ _b" />c<span class="_ _1" />onditions </div><div class="t m0 x11 h2 y95b ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _3" />be classified as <span class="_ _3" />subsidiaries or <span class="_ _b" />j<span class="_ _1" />oint ventures. Investments in <span class="_ _b" />as<span class="_ _1" />sociates are <span class="_ _3" />initially recognized at <span class="_ _3" />cost and are </div><div class="t m0 x11 h2 y95c ff1 fs0 fc0 sc0 ls0 ws0">subsequently <span class="_ _24"> </span>consolidat<span class="_ _1" />ed <span class="_ _24"> </span>using <span class="_ _23"> </span>the <span class="_ _24"> </span>equity <span class="_ _24"> </span>method.<span class="_ _1" /> <span class="_ _23"> </span>At <span class="_ _24"> </span>the <span class="_ _23"> </span>e<span class="_ _1" />nd <span class="_ _23"> </span>of <span class="_ _24"> </span>each <span class="_ _24"> </span>period, <span class="_ _24"> </span>the <span class="_ _23"> </span>cost <span class="_ _24"> </span>incr<span class="_ _1" />eases <span class="_ _23"> </span>by <span class="_ _24"> </span>the </div><div class="t m0 x11 h2 y95d ff1 fs0 fc0 sc0 ls0 ws0">proportion <span class="_ _1a" />of <span class="_ _1a" />the <span class="_ _1a" />investing <span class="_ _1a" />company <span class="_ _1b" />in <span class="_ _3e" />the <span class="_ _1a" />changes <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _1a" />equ<span class="_ _1" />ity <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1b" />investing <span class="_ _3e" />c<span class="_ _1" />ompany <span class="_ _1a" />and <span class="_ _1a" />decreases <span class="_ _1a" />by<span class="_ _1" /> <span class="_ _3e" />the </div><div class="t m0 x11 h2 y95e ff1 fs0 fc0 sc0 ls0 ws0">dividends received from t<span class="_ _1" />he associate.<span class="_ _1" /> </div><div class="t m0 x11 h2 y95f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y960 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />Group<span class="_ _1" />’s <span class="_ _1a" />share <span class="_ _1b"> </span>in <span class="_ _1b"> </span>the <span class="_ _1a" />pr<span class="_ _1" /><span class="ff1">ofits <span class="_ _1b" />or <span class="_ _1a" />los<span class="_ _1" />ses <span class="_ _1a" />of <span class="_ _1b" />associ<span class="_ _1" />ated <span class="_ _1a" />compa<span class="_ _1" />nies <span class="_ _1a" />after <span class="_ _1b" />the <span class="_ _1b" />acquisition <span class="_ _1b" />is <span class="_ _1b" />recognized <span class="_ _1b" />in <span class="_ _1a" />the<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y961 ff1 fs0 fc0 sc0 ls0 ws0">income statement, while the share of changes in reserves<span class="_ _1" /> after the acquisition is recognized in the reserves. The </div><div class="t m0 x11 h2 y962 ff1 fs0 fc0 sc0 ls0 ws0">cumulated <span class="_ _1" />changes<span class="_ _1" /> aff<span class="_ _1" />ect t<span class="_ _1" />he <span class="_ _1" />book v<span class="_ _1" />alue <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />invest<span class="_ _1" />ments <span class="_ _13" /><span class="ff6">in <span class="_ _1" />associated<span class="_ _1" /> c<span class="_ _1" />ompanies. <span class="_ _1" />When<span class="_ _1" /> th<span class="_ _1" />e Grou<span class="_ _1" />p’s s<span class="_ _1" />hare </span></div><div class="t m0 x11 h2 y963 ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _1a" />losses <span class="_ _1b" />of <span class="_ _1a" />an <span class="_ _1a" />assoc<span class="_ _1" />iate <span class="_ _1a" />is <span class="_ _1a" />gr<span class="_ _1" />eater <span class="_ _1a" />than <span class="_ _1a" />or <span class="_ _1b" />equal <span class="_ _1a" />to <span class="_ _1b" />its <span class="_ _1a" />participat<span class="_ _1" />ion <span class="_ _1a" />in <span class="_ _1a" />the <span class="_ _1b" />associate, <span class="_ _1a" />includ<span class="_ _1" />ing <span class="_ _1a" />any <span class="_ _1a" />other </div><div class="t m0 x11 h2 y8e2 ff1 fs0 fc0 sc0 ls0 ws0">doubtful <span class="_ _b" />debts, <span class="_ _b" />the <span class="_ _b" />Group <span class="_ _b" />does <span class="_ _b" />not <span class="_ _b" />rec<span class="_ _1" />ognize <span class="_ _b" />any <span class="_ _12" />f<span class="_ _1" />urther <span class="_ _b" />losses, <span class="_ _b" />unless <span class="_ _b" />it <span class="_ _b" />has <span class="_ _b" />cover<span class="_ _1" />ed <span class="_ _b" />liabili<span class="_ _1" />ties<span class="_ _1" /> <span class="_ _12" />or <span class="_ _b" />mad<span class="_ _1" />e <span class="_ _b" />payments </div><div class="t m0 x11 h2 y964 ff1 fs0 fc0 sc0 ls0 ws0">on behalf of the assoc<span class="_ _1" />iate or those that<span class="_ _1" /> arise fro<span class="_ _1" />m ownership.<span class="_ _1" /> </div><div class="t m0 x11 h2 y965 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">92</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">Unrealized <span class="_ _2f"> </span>gains <span class="_ _2f"> </span>on  trans<span class="_ _1" />actions  b<span class="_ _1" />etween <span class="_ _2f"> </span>the <span class="_ _2f"> </span>Group  an<span class="_ _1" />d  its <span class="_ _2f"> </span>associates<span class="_ _1" />  are<span class="_ _1" />  eliminate<span class="_ _1" />d  acc<span class="_ _1" />ording  to <span class="_ _2e"> </span>the </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">percentage of <span class="ff6">th<span class="_ _1" />e Group’s </span>partici<span class="_ _1" />pation in the<span class="_ _1" /> associates. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">Unrealized  losses  are <span class="_ _24"> </span>eli<span class="_ _1" />minated  unless  the <span class="_ _24"> </span>transaction  provides  evidence  of  an <span class="_ _24"> </span>impa<span class="_ _1" />irment  of <span class="_ _24"> </span>the  asset </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">transferred. The accou<span class="_ _1" />nting policies of associa<span class="_ _1" />tes are adjusted to b<span class="_ _1" />e consistent with those <span class="_ _1" />used by the Grou<span class="_ _1" />p.<span class="_ _13" /> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3e y909 ff1 fs0 fc0 sc0 ls2 ws0">2.5<span class="ls0">.  <span class="_ _35"> </span>Joint arrangeme<span class="_ _1" />nts<span class="fs4"> </span></span></div><div class="t m0 x11 h3e y221 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y966 ff1 fs0 fc0 sc0 ls0 ws0">Investments in joint arr<span class="_ _1" />angements are class<span class="_ _1" />ified as either joint operati<span class="_ _1" />ons or joint v<span class="_ _1" />entures depending on the </div><div class="t m0 x11 h2 y967 ff1 fs0 fc0 sc0 ls0 ws0">contractual rights and o<span class="_ _1" />bligations each investor <span class="_ _1" />has rather than th<span class="_ _1" />e legal stru<span class="_ _1" />cture<span class="_ _1" /> of the joint arran<span class="_ _1" />gement.<span class="_ _1" /> </div><div class="t m0 x11 h2 y968 ff1 fs0 fc0 sc0 ls0 ws0">The Group recognizes i<span class="_ _1" />n its c<span class="_ _1" />onsolidated financi<span class="_ _1" />al statements regard<span class="_ _1" />ing joint arrangem<span class="_ _1" />ents<span class="_ _1" />: </div><div class="t m0 x11 h2 y723 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y520 ff1 fs0 fc0 sc0 ls0 ws0">a) its assets, including <span class="_ _1" />its share of<span class="_ _1" /> any assets held joi<span class="_ _1" />ntly; </div><div class="t m0 x11 h2 y969 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y96a ff1 fs0 fc0 sc0 ls0 ws0">b) its liabilities, includi<span class="_ _1" />ng its share of an<span class="_ _1" />y liabilities <span class="_ _1" />incurred jointly;<span class="_ _1" /> </div><div class="t m0 x11 h2 y96b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">c) its share of the revenu<span class="_ _1" />e from the sale of <span class="_ _1" />the output<span class="_ _1" /> from the j<span class="_ _1" />oint operation; and<span class="_ _1" /> </div><div class="t m0 x11 h2 y96c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y96d ff1 fs0 fc0 sc0 ls0 ws0">d) its expenses, inclu<span class="_ _1" />ding its share of any<span class="_ _1" /> expenses incurr<span class="_ _1" />ed jointly.<span class="_ _1" /> </div><div class="t m0 x11 h2 y54d ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x11 h2 y268 ff1 fs0 fc0 sc0 ls0 ws0">Joint <span class="_ _1" />ventures<span class="_ _1" /> <span class="_ _1" />are <span class="_ _1" />ac<span class="_ _1" />counted <span class="_ _1" />for <span class="_ _1" />us<span class="_ _1" />ing <span class="_ _1" />the <span class="_ _13" />equity <span class="_ _1" />method.<span class="_ _1" /> <span class="_ _1" />According <span class="_ _13" />to <span class="_ _1" />the <span class="_ _1" />e<span class="_ _1" />quity <span class="_ _1" />meth<span class="_ _1" />od, <span class="_ _1" />participati<span class="_ _1" />ng <span class="_ _1" />inter<span class="_ _1" />est </div><div class="t m0 x11 h2 y96e ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _3" />joint ventures is <span class="_ _b" />i<span class="_ _1" />nitially <span class="_ _3" />recogn<span class="_ _1" />ized at <span class="_ _3" />cost and then <span class="_ _3" />adjusted to <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />Group's share in <span class="_ _b" />prof<span class="_ _1" />its or <span class="_ _3" />losses and <span class="_ _3" />other </div><div class="t m0 x11 h2 y96f ff1 fs0 fc0 sc0 ls0 ws0">comprehensive <span class="_ _13" />inco<span class="_ _1" />me <span class="_ _1" />of<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />joint <span class="_ _13" />ventures. <span class="_ _13" />When <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Group's <span class="_ _13" />share <span class="_ _13" />in <span class="_ _13" />losses <span class="_ _13" />of <span class="_ _13" />a <span class="_ _13" />joint <span class="_ _13" />venture <span class="_ _3e" />is <span class="_ _13" />equal <span class="_ _1" />t<span class="_ _1" />o <span class="_ _13" />or </div><div class="t m0 x11 h2 y970 ff1 fs0 fc0 sc0 ls0 ws0">exceeds <span class="_ _3" />its <span class="_ _b" />i<span class="_ _1" />nterest <span class="_ _3" />in <span class="_ _b" />th<span class="_ _1" />at <span class="_ _b" />j<span class="_ _1" />oint <span class="_ _b" />ve<span class="_ _1" />nture, <span class="_ _3" />the <span class="_ _b" />G<span class="_ _1" />roup <span class="_ _3" />does not <span class="_ _3" />recognize <span class="_ _3" />any <span class="_ _3" />further <span class="_ _3" />losses unl<span class="_ _3" />ess <span class="_ _3" />it <span class="_ _b" />h<span class="_ _1" />as undertaken </div><div class="t m0 x11 h2 y2c5 ff1 fs0 fc0 sc0 ls0 ws0">commitments or has<span class="_ _1" /> made payments on <span class="_ _1" />behalf of the j<span class="_ _1" />oint venture.<span class="_ _1" /> </div><div class="t m0 x11 h2 y971 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y972 ff1 fs0 fc0 sc0 ls0 ws0">Unrealized <span class="_ _1b" />gains <span class="_ _1b" />on <span class="_ _1b" />transactions <span class="_ _1b" />between <span class="_ _1b" />the <span class="_ _1b" />Group <span class="_ _1b" />and<span class="_ _1" /> <span class="_ _1a" />joint <span class="_ _1b" />ventures<span class="_ _1" /> <span class="_ _1b" />are <span class="_ _1b" />eliminated <span class="_ _1b" />by <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />G<span class="_ _1" />roup's <span class="_ _1b" />share<span class="_ _1" /> </div><div class="t m0 x11 h2 y444 ff1 fs0 fc0 sc0 ls0 ws0">interest in joint ventures.<span class="_ _1" /> </div><div class="t m0 x11 h2 y973 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y446 ff1 fs0 fc0 sc0 ls0 ws0">The accounting pr<span class="_ _1" />inciples of joint ventures ar<span class="_ _1" />e consistent with t<span class="_ _1" />hose adopted by th<span class="_ _1" />e Group.<span class="_ _13" /> </div><div class="t m0 x11 h2 y974 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y37e ff1 fs0 fc0 sc0 ls2 ws0">2.6. <span class="ls0"> <span class="_ _35"> </span>Tangible ass<span class="_ _1" />ets </span></div><div class="t m0 x11 h8 y329 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y903 ff1 fs0 fc0 sc0 ls0 ws0">Tangible assets are st<span class="_ _1" />ated at acquisition<span class="_ _1" /> cost less accumu<span class="_ _1" />lated depreciation <span class="_ _1" />and any impairment loss<span class="_ _1" />.<span class="_ _13" /> </div><div class="t m0 x11 h2 y62 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x11 h2 y975 ff1 fs0 fc0 sc0 ls0 ws0">Acquisition cost includes <span class="_ _1" />expenses th<span class="_ _1" />at are directly attr<span class="_ _1" />ibutable to the acquis<span class="_ _1" />it<span class="_ _1" />ion of the assets.<span class="_ _1" /> </div><div class="t m0 x11 h2 y2f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">93</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y73a ff6 fs0 fc0 sc0 ls0 ws0">Subsequent <span class="_ _13" />costs <span class="_ _1" />whic<span class="_ _1" />h <span class="_ _1" />ar<span class="_ _1" />e <span class="_ _1" />incurred<span class="_ _1" /> <span class="_ _1" />in <span class="_ _13" />order <span class="_ _13" />to <span class="_ _1" />incre<span class="_ _1" />ase <span class="_ _1" />the <span class="_ _13" />expected <span class="_ _13" />vessels’ <span class="_ _13" />revenue <span class="_ _13" />or <span class="_ _1" />ex<span class="_ _1" />tensive <span class="_ _13" />additions </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _3e" />improveme<span class="_ _1" />nts <span class="_ _3e" />as <span class="_ _3e" />we<span class="_ _1" />ll <span class="_ _3e" />as <span class="_ _3e" />large<span class="_ _1" />-scale <span class="_ _3e" />m<span class="_ _1" />aintenanc<span class="_ _1" />e <span class="_ _3e" />expenses <span class="_ _1a" />are <span class="_ _3e" />consid<span class="_ _1" />ere<span class="_ _1" />d <span class="_ _3e" />as <span class="_ _3e" />a <span class="_ _3e" />sep<span class="_ _1" />arate <span class="_ _3e" />ass<span class="_ _1" />et <span class="_ _3e" />and <span class="_ _3e" />are </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">depreciated up to <span class="_ _1" />5 years.<span class="_ _1" /> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y907 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />vessels’ <span class="_ _1" />adjustm<span class="_ _1" />ent <span class="_ _1" />cost <span class="_ _1" />with <span class="_ _1" />safety <span class="_ _13" />regulations <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />safe <span class="_ _1" />managem<span class="_ _1" />ent <span class="_ _1" />are <span class="_ _1" />considered <span class="_ _13" />as <span class="_ _1" />a <span class="_ _1" />separate <span class="_ _1" />as<span class="_ _1" />set </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">and are depreciated<span class="_ _1" /> in accordance with th<span class="_ _1" />e remaining life of<span class="_ _1" /> the v<span class="_ _1" />essel<span class="_ _1" /> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">All <span class="_ _13" />other <span class="_ _13" />expenses <span class="_ _13" />are <span class="_ _13" />cha<span class="_ _1" />rged <span class="_ _1" />to <span class="_ _13" />t<span class="_ _1" />he <span class="_ _1" />i<span class="_ _1" />ncome <span class="_ _13" />statem<span class="_ _1" />ent <span class="_ _13" />wh<span class="_ _1" />en <span class="_ _1" />i<span class="_ _1" />ncurred, <span class="_ _13" />as <span class="_ _13" />they<span class="_ _1" /> <span class="_ _13" />are <span class="_ _13" />considered <span class="_ _13" />as <span class="_ _13" />repairs <span class="_ _13" />and </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">maintenance costs<span class="_ _1" />. </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">Land is not depreciated<span class="_ _1" />. </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">Depreciation is calcul<span class="_ _1" />ated on a straight line <span class="_ _1" />basis over the estimated <span class="_ _1" />useful life of <span class="_ _13" />every <span class="_ _1" />asset. </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">The estimated us<span class="_ _1" />eful lives are as fo<span class="_ _1" />llows:<span class="_ _1" /> </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls2 ws0">1.<span class="ls0"> <span class="_ _2f"> </span>Conventional ves<span class="_ _1" />sels<span class="_ _1" /> <span class="_ _98"> </span>35 years </span></div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls2 ws0">2.<span class="ls0"> <span class="_ _2f"> </span>High speed vess<span class="_ _1" />els <span class="_ _f6"> </span>25 years<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0"> <span class="_ _2f"> </span><span class="ff6">Ηydrofoil</span>-flying <span class="_ _1" />dolphins<span class="_ _1" /> <span class="_ _6b"> </span>15 years </span></div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls2 ws0">4.<span class="ls0"> <span class="_ _2f"> </span>Buildings <span class="_ _fa"> </span>40 years </span></div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls2 ws0">5.<span class="ls0"> <span class="_ _2f"> </span>Harbor establishm<span class="_ _1" />ents <span class="_ _5e"> </span>10 years<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls2 ws0">6.<span class="ls0"> <span class="_ _2f"> </span>Motor Vehicles<span class="_ _1" /> <span class="_ _d4"> </span>5 years </span></div><div class="t m0 x11 h2 yfd ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0"> <span class="_ _2f"> </span>Furniture and f<span class="_ _1" />ixtures <span class="_ _8f"> </span>5 years </span></div><div class="t m0 x11 h2 y980 ff1 fs0 fc0 sc0 ls2 ws0">8.<span class="ls0"> <span class="_ _2f"> </span>Hardware equip<span class="_ _1" />ment <span class="_ _f2"> </span>3 years </span></div><div class="t m0 x31 h97 y981 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1a8 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Group <span class="_ _1b" />did <span class="_ _1b" />not <span class="_ _1c" />own <span class="_ _1b" />Buildings <span class="_ _1b" />as <span class="_ _1b" />a<span class="_ _1" />t <span class="_ _1b" />31.12.2020. <span class="_ _1b" />T<span class="_ _1" />he <span class="_ _1a" />a<span class="_ _1" />ddition <span class="_ _1b" />is <span class="_ _1b" />a <span class="_ _1b" />resu<span class="_ _1" />lt <span class="_ _1a" />of<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1b" />acquisition <span class="_ _1c" />of <span class="_ _1b" />the <span class="_ _1b" />owning<span class="_ _1" /> </div><div class="t m0 x11 h2 y982 ff1 fs0 fc0 sc0 ls0 ws0">company of the N<span class="_ _1" />axos Resort Be<span class="_ _1" />ach Hotel.<span class="_ _1" /> </div><div class="t m0 x11 h2 y50f ff1 fs0 fc0 sc0 ls0 ws0">Useful <span class="_ _3" />life <span class="_ _3" />of <span class="_ _3" />vessels, whose <span class="_ _b" />m<span class="_ _1" />aturity exceeded <span class="_ _b" />3<span class="_ _1" />0 <span class="_ _b" />y<span class="_ _1" />ears<span class="_ _1" /> <span class="_ _b" />at the <span class="_ _3" />date <span class="_ _3" />of their acquisition <span class="_ _3" />by <span class="_ _3" />the Group, <span class="_ _3" />is <span class="_ _b" />exte<span class="_ _1" />nded </div><div class="t m0 x11 h2 y983 ff1 fs0 fc0 sc0 ls0 ws0">for further 9 years<span class="_ _1" />. </div><div class="t m0 x11 h2 y511 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y984 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />residual <span class="_ _3" />value <span class="_ _b" />of <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />vess<span class="_ _1" />els <span class="_ _3" />according <span class="_ _b" />to <span class="_ _b" />m<span class="_ _1" />anagement <span class="_ _b" />est<span class="_ _1" />imates <span class="_ _3" />is <span class="_ _b" />estimated <span class="ls2">about <span class="_ _b" /><span class="ls0">at <span class="_ _b" />20% <span class="_ _3" />of <span class="_ _b" />the <span class="_ _3" />acquisition<span class="_ _1" /> </span></span></div><div class="t m0 x11 h2 y502 ff1 fs0 fc0 sc0 ls0 ws0">cost while for high-<span class="_ _1" />speed and flying do<span class="_ _1" />lphins to 15% and 1<span class="_ _1" />0% res<span class="_ _1" />pectively. </div><div class="t m0 x11 h2 y985 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y413 ff1 fs0 fc0 sc0 ls0 ws0">For the other fixed as<span class="_ _1" />sets, no res<span class="_ _1" />idual value is calcu<span class="_ _1" />lated.<span class="_ _1" /> </div><div class="t m0 x11 h2 y414 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y415 ff1 fs0 fc0 sc0 ls0 ws0">The residual value and <span class="_ _1" />the useful life of fixed assets<span class="_ _1" /> are reviewed <span class="_ _1" />annually.<span class="_ _13" /> </div><div class="t m0 x11 h2 y986 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y417 ff1 fs0 fc0 sc0 ls0 ws0">Once <span class="_ _1" />the <span class="_ _13" />sale <span class="_ _13" />of <span class="_ _1" />a <span class="_ _13" />tangible <span class="_ _13" />asset <span class="_ _1" />is <span class="_ _13" />completed, <span class="_ _13" />the <span class="_ _13" />difference <span class="_ _13" />between <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />sel<span class="_ _1" />ling <span class="_ _1" />price <span class="_ _13" />and <span class="_ _13" />the <span class="_ _1" />net<span class="_ _13" /> <span class="_ _13" />book <span class="_ _1" />v<span class="_ _1" />alue </div><div class="t m0 x11 h2 y429 ff1 fs0 fc0 sc0 ls0 ws0">less any expenses relate<span class="_ _1" />d to the sale, is reco<span class="_ _1" />gnized as gain or <span class="_ _1" />loss in the income <span class="_ _1" />statement.<span class="_ _13" /> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">94</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls2 ws0">2.7.<span class="ls0"> <span class="_ _45"> </span>Intangi<span class="_ _1" />ble Assets<span class="_ _1" /> </span></div><div class="t m0 x11 h9 y987 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y988 ff1 fs0 fc0 sc0 ls2 ws0">2.7.1<span class="ls0">.<span class="_ _1" /> <span class="_ _2d"> </span>Goodwill </span></div><div class="t m0 x11 h98 y989 ff7 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y91a ff1 fs0 fc0 sc0 ls0 ws0">Goodwill is <span class="_ _b" />the difference <span class="_ _3" />between the <span class="_ _b" />acq<span class="_ _1" />uisition <span class="_ _3" />cost and <span class="_ _b" />th<span class="_ _1" />e <span class="_ _3" />fair <span class="_ _b" />v<span class="_ _1" />alue of <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />as<span class="_ _1" />set and liability of <span class="_ _b" />the subsidiary </div><div class="t m0 x11 h2 y98a ff1 fs0 fc0 sc0 ls0 ws0">/ <span class="_ _3" />associate as <span class="_ _3" />at the <span class="_ _b" />ac<span class="_ _1" />quisition date. A<span class="_ _3" />t the <span class="_ _b" />t<span class="_ _1" />ime of <span class="_ _b" />ac<span class="_ _1" />quisition, the <span class="_ _3" />company recognizes the <span class="_ _3" />goodwill arising <span class="_ _3" />from </div><div class="t m0 x11 h2 y6a5 ff1 fs0 fc0 sc0 ls0 ws0">the acquisition <span class="_ _1" />as a<span class="_ _1" />n asset <span class="_ _1" />and records <span class="_ _1" />it <span class="_ _1" />in the cos<span class="_ _1" />t. This <span class="_ _1" />cost is <span class="_ _1" />equal t<span class="_ _1" />o the a<span class="_ _1" />mount at <span class="_ _1" />which th<span class="_ _1" />e consolida<span class="_ _3e" />ti<span class="_ _1" />on </div><div class="t m0 x11 h2 y6a6 ff1 fs0 fc0 sc0 ls0 ws0">cost exceeds the comp<span class="_ _1" />any's share, assets<span class="_ _1" />, liabilities and contin<span class="_ _1" />gent liabilities<span class="_ _13" /> of the acquired c<span class="_ _1" />ompany.<span class="_ _1" /> </div><div class="t m0 x11 h2 y98b ff1 fs0 fc0 sc0 ls0 ws0">After the initial recognition, goodwi<span class="_ _1" />ll is measured at the c<span class="_ _1" />ost less the accumulated losses<span class="_ _1" /> due to a decrease in its </div><div class="t m0 x11 h2 y98c ff1 fs0 fc0 sc0 ls0 ws0">value. Goodwill is not de<span class="_ _1" />preciated, b<span class="_ _1" />ut is examined a<span class="_ _1" />nnually for any red<span class="_ _1" />uction in its<span class="_ _1" /> value pursuant to IAS 3<span class="_ _1" />6.<span class="_ _1" /> </div><div class="t m0 x11 h2 y98d ff1 fs0 fc0 sc0 ls0 ws0">To im<span class="_ _1" />plement <span class="_ _1" />impairment <span class="_ _1" />t<span class="_ _1" />ests, <span class="_ _1" />the <span class="_ _1" />amount <span class="_ _1" />of <span class="_ _1" />goodwill <span class="_ _1" />is <span class="_ _1" />allocated <span class="_ _1" />to <span class="_ _1" />cash <span class="_ _1" />flow <span class="_ _1" />g<span class="_ _1" />eneration <span class="_ _1" />units. <span class="_ _1" />The <span class="_ _1" />cash <span class="_ _1" />flow </div><div class="t m0 x11 h2 y98e ff1 fs0 fc0 sc0 ls0 ws0">unit is the<span class="_ _3" /> smallest identifiable group of assets tha<span class="_ _3" />t generates independent cash flows and <span class="_ _3" />represents the level at </div><div class="t m0 x11 h2 y31b ff1 fs0 fc0 sc0 ls0 ws0">which the Group c<span class="_ _1" />ollects and<span class="_ _1" /> presents f<span class="_ _1" />inancial data for int<span class="_ _1" />ernal reporting <span class="_ _1" />purposes. The impa<span class="_ _1" />irment for goo<span class="_ _1" />dwill </div><div class="t m0 x11 h2 y31c ff1 fs0 fc0 sc0 ls0 ws0">is <span class="_ _3e" />determine<span class="_ _1" />d <span class="_ _3e" />by <span class="_ _3e" />me<span class="_ _1" />asuring <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />recoverabl<span class="_ _1" />e <span class="_ _3e" />amount <span class="_ _1a" />from <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _13" />c<span class="_ _1" />ash <span class="_ _3e" />f<span class="_ _1" />low <span class="_ _3e" />units <span class="_ _3e" />t<span class="_ _1" />o <span class="_ _3e" />whic<span class="_ _1" />h <span class="_ _3e" />goodwi<span class="_ _1" />ll <span class="_ _3e" />is <span class="_ _1a" />associated. </div><div class="t m0 x11 h2 y98f ff1 fs0 fc0 sc0 ls0 ws0">Impairment losses r<span class="_ _1" />elated to goodwill cannot <span class="_ _1" />be reversed in <span class="_ _1" /><span class="ls1">fu<span class="_ _1" /></span>ture periods.<span class="_ _1" /> </div><div class="t m0 x11 h2 y1a0 ff1 fs0 fc0 sc0 ls0 ws0">If <span class="_ _b" />the acquisition <span class="_ _3" />cost <span class="_ _3" />is <span class="_ _b" />les<span class="_ _1" />s <span class="_ _3" />than <span class="_ _b" />the share <span class="_ _b" />of the <span class="_ _b" />comp<span class="_ _1" />any <span class="_ _b" />in the <span class="_ _b" />equ<span class="_ _1" />ity <span class="_ _b" />of the <span class="_ _b" />acquired company, <span class="_ _b" />t<span class="_ _1" />hen <span class="_ _3" />the <span class="_ _b" />f<span class="_ _1" />ormer </div><div class="t m0 x11 h2 y990 ff1 fs0 fc0 sc0 ls0 ws0">remeasures <span class="_ _3" />the <span class="_ _3" />acquisition cost, <span class="_ _b" />evaluates the<span class="_ _3" /> <span class="_ _3" />assets, <span class="_ _3" />liabilities <span class="_ _3" />and <span class="_ _b" />cont<span class="_ _1" />ingent <span class="_ _3" />liabilities of <span class="_ _b" />the <span class="_ _b" />acqu<span class="_ _1" />ired <span class="_ _b" />c<span class="_ _1" />ompany </div><div class="t m0 x11 h2 y991 ff1 fs0 fc0 sc0 ls0 ws0">and directly recogn<span class="_ _1" />izes profit or loss as a g<span class="_ _1" />ain any differenc<span class="_ _1" />e remains after remeas<span class="_ _1" />urement.<span class="_ _13" /> </div><div class="t m0 x11 h2 y56d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y992 ff1 fs0 fc0 sc0 ls2 ws0">2.7.2<span class="ls0">.<span class="_ _1" /> <span class="_ _2d"> </span>Trademarks<span class="_ _1" /> </span></div><div class="t m0 x11 h99 y993 ff7 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9 y698 ff1 fs0 fc0 sc0 ls0 ws0">Trademarks are <span class="_ _b" />r<span class="_ _1" />ecorded acquisition cost l<span class="_ _3" />ess accumulated <span class="_ _3" />depreciation and <span class="_ _3" />any impairment <span class="_ _3" />loss.<span class="_ _1" /><span class="ff7 fs1"> </span>The <span class="_ _b" />use<span class="_ _1" />ful l<span class="_ _3" />ife </div><div class="t m0 x11 h2 y994 ff1 fs0 fc0 sc0 ls0 ws0">of trademarks is 15 years<span class="_ _1" /> and depreciation <span class="_ _1" />is c<span class="_ _1" />alculated on a straight <span class="_ _1" />line basis.<span class="_ _1" /> </div><div class="t m0 x11 h2 y303 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y304 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _12" />cost<span class="_ _1" /> <span class="_ _12" />of<span class="_ _1" /> <span class="_ _12" />trad<span class="_ _1" />emarks <span class="_ _b" />includes <span class="_ _b" />expenses<span class="_ _1" /> <span class="_ _12" />rel<span class="_ _1" />ated <span class="_ _12" />to<span class="_ _1" /> <span class="_ _12" />th<span class="_ _1" />e <span class="_ _12" />dev<span class="_ _1" />elopment <span class="_ _b" />and <span class="_ _b" />registration <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />t<span class="_ _1" />r<span class="_ _1" />ademarks <span class="_ _b" />in <span class="_ _b" />Greec<span class="_ _1" />e </div><div class="t m0 x11 h2 y305 ff1 fs0 fc0 sc0 ls0 ws0">and abroad.<span class="_ _1" /> </div><div class="t m0 x11 h2 y995 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y250 ff1 fs0 fc0 sc0 ls0 ws0">Business <span class="_ _1a" />comb<span class="_ _1" />ination <span class="_ _1a" />trad<span class="_ _1" />emarks<span class="_ _1" /> <span class="_ _1a" />are <span class="_ _1a" />va<span class="_ _1" />lued <span class="_ _1a" />at <span class="_ _1a" />acqu<span class="_ _1" />isition <span class="_ _3e" />c<span class="_ _1" />osts <span class="_ _1a" />and <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />usefu<span class="_ _1" />l <span class="_ _1a" />life <span class="_ _1a" />h<span class="_ _1" />as <span class="_ _1a" />been <span class="_ _1a" />deter<span class="_ _1" />mined <span class="_ _1a" />as </div><div class="t m0 x11 h2 y306 ff1 fs0 fc0 sc0 ls0 ws0">indefinite. The Grou<span class="_ _1" />p has rec<span class="_ _1" />ognized the trademark<span class="_ _1" /> of Hellenic <span class="_ _1" />Seaways Mar<span class="_ _1" />itime S.A<span class="_ _1" />.<span class="_ _1" /> since its ac<span class="_ _1" />quisition. The </div><div class="t m0 x11 h2 y307 ff1 fs0 fc0 sc0 ls0 ws0">trademark is review<span class="_ _1" />ed for impairme<span class="_ _1" />nt on an annual b<span class="_ _1" />asis.<span class="_ _1" /> </div><div class="t m0 x11 h2 y996 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y313 ff1 fs0 fc0 sc0 ls2 ws0">2.7.3<span class="ls0">.<span class="_ _1" /> <span class="_ _2d"> </span>Software </span></div><div class="t m0 x11 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2c0 ff1 fs0 fc0 sc0 ls0 ws0">Computer software <span class="_ _1" />programs are recognize<span class="_ _1" />d at cost less<span class="_ _1" /> accumulated <span class="_ _1" />amortiz<span class="_ _1" />ation and a<span class="_ _1" />ny impairment loss<span class="_ _1" />. </div><div class="t m0 x11 h2 y997 ff1 fs0 fc0 sc0 ls0 ws0">The initial cost includes, i<span class="_ _1" />n addition to the licens<span class="_ _1" />es, all installation, c<span class="_ _1" />ustomizing and develop<span class="_ _1" />ment expenses.<span class="_ _3e" /> </div></div></div><div class="pi" /></div>
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ysqKkb92x++OmH+l29+KJVqPaX+7FM/EQYtHvvd+15etXrNDp+qoaHhT48/c8c/96TLx40+ITO1bZ9gfdh3c1mZLRgAgCbbgvuxpybPWZtofqXVowrjA7plt+dZNlQ2zFqzbc7MirL0Lb9/8EffvLz5Ov9+7siv3PN20/WeqhLh6OsnnnNUQb+CvO75nTIz4oMPKjzhk8c0f8iQwYMGdw2WNivYe2ZunvL5n593VMGQ/t075GTl5mSdeeoJXbp02a3PfMZJR8YfW5xq9jeKSQtrB3/u1jNHdh/Sr1tex+zG6UDJVHpzRfXS9WX/eGfTsrIoCIJpyxtGjr/ta+MGf/Orn2s6B+WIYYeNHpQ9ffm2H7zOL04NuuL+fvmxwQVZ3TplxoIwCIL6ZKq4ouG94kRVYg//NpKZmXlo5oYF6YEf7JfFpr0+96KzTrcRAwDQIu5ramqvuGt2uuWFq/70gwuOGDm8Pc9SVFzc79J7mx4eBeHNf1912rGzRp90fNM6l33+3P96cv6i0m3H3ZeVRXdM3RgE234ouuy+boMOHth0Mysra+K3P3X6f/4j3eznvCtaPmrc5Hem3P3d3frMI4cP/e6ZfW97vsUcm+Vl0V0zSoNgF3+7WFSavuHRJReMWzvwoAFNC2+6dNT0W6Y2Xy0dhKsrotUV9UHQ6qw4H2rW00lDui9YtO3m7FVVF9mEAQD4wNbDz6/MX9HqJDnXjOrWnrO+NCrs3fsXnx/cfHZKFIRf/e0L9fUt0vb2a04p6LCz56morGq1ZPRJx//jx2MPym/zIas2N+zBx771xise+vrRffN2O7W7ZEffGN2jT2Hv5gvHnXby8zed9oWj8z7ESTXb5eTjju6c3Lb7sSrdq635PwAAHLhxX5toMZG9R25w54++tluXdvrO18Yf2qPFha6KtqRbTWT/9NjRKx779k1n982J73iCeyy2g1c849RR026//Lh+Ow7njO0uw5XVclFmRmxHLxT70mfPmXnHZacOygqD9k7iP2to7qrHvnXnj7+elZXV6q4zx5zy2K+/9dqvLzpvRIfsXV00tiA3Ond4i72c4QPadcHaDh06fPW4bTs6yVjOnc/NtREDANAobOzvzWXl42+aUPbBuSYvOfngG66+ZHef6/7H/n735AVbMzQ7/u2Ljz33zDE7XHPO2/N+95dpLyyoKK7eVvO9Okbv//mGvLwdX7o1iqI/PzlpwvPvLChObKqNGufuh0F060WDfnjtl5qv+crrc07/f5Mb91bysoLpt1149JEjd/K2Fy9Z+ofHXnh23qY1FenUdicLCoNoUNfYWUf0GHfckLPPGJ2RseuD80XFxTNmzV2zoWxtSWVlbSKRTIVhmJMZ7945Z1Cf7of073XcMUfk5ube9eCTbywuiqKoZ37uz2/8yvY7DG2NwxV3zqjJ6PLBzdRPx3QadtihNmUAAMLoI7oy1B6Ioqiqqqq2tq4hkUilUr16FuTk5LTzUVXV1clkKh6P7fBCrRs3llTX1IRhWNCje8eOHdv5furq6iortySSicarzMZisZzs7Ly8Tu15Vx+n2x985rWag5pu9kgW3X71adnZ2bZmAABxHxmFfct7Cxf/ZHqLHzP824iaMaecYGQAAA5wMUOwzxk6ZHCn5KbmS+avLDEsAABk7K8frLq6evnK1WEYFvbq2b17t4/zpZevWLluQ2kQBN3y8wYNHJCbm7sHT1JUXFxVVXPo4EHb3xWPx78xqvvtr9Ym4lufeV5FXnV1dfsnIAEAsF/aP6flPPrUpMv/OCeRbvzRbXrClUdeOf6Cj+elp86cdff8zCiW8cH4pnqmii89ofcJxx7d/ieZMu3VCQs7xKL0aV2LvnLBmB3uHtz/xOTJpX2bbp7YcdUNXz7XBg0AcCDbD6fllJSUfnPim8f1z3rp5jOm/fRT3xpbeNigvh/PS1dVVd03N9VU9kEQRGF8Q0bf/34jddejzyUSiXY+z4sLN4dhLIplTK3of+3E1xcsWrL9Op/79Cnx1LaZ97Mre9bU1NigAQAOZPvbkfvNm8tGX/vH4wblT/zZtdufp3/BosWTpr951NCDZry1JK9j9o1Xf3HDho0vvfrmktUb8zvlnD/2hMbr4973yFNXfvGCxoc/+eyU3j26jTrh2F/d88jIQ/ouWVVcWlHTryD/8+eM6dq1S6vnv+/xSVM292vrvRWm1n593JChQwbv8lM888LL/7s4tSVj68nvM1O1Q7I2jOzbacxJx3Ttsu1Fb5349LzEwKabF/fd+IVzz7BNAwAcsPa3I/dPTp723sb0lz/9iTAMa2tri4qLm/5LJBLvLVn5g8eX/sfElwt7dD60f6+169Yfcvk9102cE0XRlLfWjPvuw8lkMgiCiS8sSqe3XtnqyekLX5m7OAiCXz+77Lzbpr+9dGPXvJwHXlwy9LLfl5eXN3/pKIpmbtzZrPeieL+b/1k+5+35u/wU544bfd+1px2ZubLxZiKe+15q4F9W97jh4XcmvTijaX9s9PAWpwF9ZXXCBg0AcCDb335Qu6miOgiCznkdgyB47O8vfHXCvKa73vrthUEQpILwvu+df8TI4UEQ3P3Q3zJj4aw7Lm383eroK3/x0BPPXXHJ+W09+eePyX/gv64PguCCM1YOvurB6a+9ef5ZY5vunfzSzJqMrjt/e+lY1qQ5K449+ohdfpAwDL932Vl3P/6PmeW9o/jW61vVZOQ/8H7w+rJnvvvFMXl5nfr16RXM27aDsTHWs6SkpKCgwGYNAHBg2t+O3J901JB4GL27ZFUQBOeNO3nOb86f85vzvzWmZ15WMHBAvyAI8rKixrIPgmDp2tLPfqJr0xlpThlWMOXNFY3/bjo6nkqnYx9M7znl8K1TbgYdPHB4z/jK9aXb9hzmvfPoovgu3148VT/qsJ7t/CyZmZnXX3rOXeMPOa3z6qxUddPyRemBVz+0+Po/PH/XpHkt9hzCzJ89PruqqspmDQAg7vcHo0867uqTe/z8ifnV1dXdu3f7xFFHHHPk4bOWln37zAGNU+TjzebhD+zd9X/nbl67bl3jzVnvl44+vF8QBJ2yM2bNmRsEQTqdfmNldc9ueY0rvL5w65orVq5asDE1oPfWOfGJROKOGWX18U67eHNR+uojUmNHn7hbn6hb167fGH/OxKuOGdd1bSy9deJNOpa5IaPPyvCgVisXxfvd9deXbNYAAAem/fA897+76erv/+r+YV/67RF9c4MgWFZSN3Z4j/+87tLGe+PNdmcuvWDcvOUbzrzxgQHdskqrEscMzL/m0guDIPjqmSMv/eXkwQUv1SfTIwpzzjpta46/u7bq9Kt/kd8hY83m+hvHFX56zKjG5c/+c2btBz9+3UnZn9Nrw5hTztyzD5WdnX31F84+ccGip15dsrChdzKW09aac2r7LVi0ZPjQITZuAIADzf55nvsgCNLp9Lx3FsTjsaFDBmdlbZ2zXl9fX1VVvf01rUpLN3Xpkp+R0ewUllG0eXNZVlZmXt7Ww/a9zr3lzmuOP//Tp28sKelZUJCZmdm08g13Prcu3n8nbyaWTnz9qNSpJx33kXy0ee8u+M20TXUZ+W2tcHzuyhsvP8/GDQBwoNlvr1Abi8WOPnJkq4XZ2dnZ2dnbr9yjR+vj7mEY7vC6tpmZmX379Gm+pLyioijstfM3M6rz+lNP+siuMHXkyOG/H1D5P/87/fXqflG4g4n+y7bk2LIBAA5AMUPwYdTX19/655fTsawd3x1FvVPrvjCg9OuXnPXRvm5+5843XHbuD0/OOjxjZYdkWat7S+M9J734sm8HAOBAs99Oy/nIFRUXd8nPz83Nbb5w51etGh5befM1/+fTY6Io+u2Dz86qbfHj2qGxlT+9xswcAIADiyP37VXYu3ersk8mkzM25rW1fpfkhus/e/LHsX8Whjdefu51R9YVJNc3Lomn6z/ziQG+MgCAA40j93vuhemvTli4g9Nf5iVLLx6WecYpxzf9kPdjU7ppU3V1TX5+5y75+b4gAIADTYYh2GOvv18aBK3jPidZcfMFh/Xv1/df8pZ6dO/eo3t3Xw0AgLhn96yry2k1fh2S5T+/+NA+hYUGBwAAcb/PWLRkaVm8Z9PNMEodHK698qwRyh4AAHG/j3l+1sIo3HqCmqxU9fdO7XLEyHMNCwAA4n7fM7Cg01sVlfEgdVB2xRdOHzbssEONCQAA/1rOlgMAAPsJ57kHAABxDwAAiHsAAEDcAwAA4h4AAAAAAPZ+ToUJAAD7CdNyAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ94YAAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAPYuGYagSRiGBgGAj0oURQYB+Jg5cg8AAPuJ0HEFAADYPzhyDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuDcEAAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAIiMN8YAABLiSURBVOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEvSEAAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuDQEAAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AALAvyjAETcIwNAi7FEWRQQAA2Ds5cg8AAPuJ0IFYAADYPzhyDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxz/9v1w5RAIiBIAgykP9/ec7FhbjALVV23agWCwAA4h4AABD3AAAg7k0AAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQCAi2WCLYkRpmprBABgftCKHgAAmMFbDgAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4EAAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEvQkAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAMATMQEAAPxI29PpAwVzvvyx3z8pAAAAAElFTkSuQmCC" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">95</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />expenses<span class="_ _1" /> <span class="_ _13" />which <span class="_ _13" />enh<span class="_ _1" />ance <span class="_ _3e" />or <span class="_ _13" />extend <span class="_ _3e" />the <span class="_ _13" />perfor<span class="_ _1" />mance <span class="_ _13" />of <span class="_ _3e" />computer <span class="_ _3e" />software <span class="_ _13" />progr<span class="_ _1" />ams <span class="_ _13" />beyond <span class="_ _13" />t<span class="_ _1" />heir <span class="_ _13" />origin<span class="_ _1" />al </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">specifications are recognized as capital expenditure and are added to <span class="_ _3" />the original cost of the software.<span class="_ _1" /> Useful life </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">of computer software <span class="_ _1" />is 8 years and <span class="_ _1" />amortizat<span class="_ _1" />ion is calculated o<span class="_ _1" />n a straight line ba<span class="_ _1" />sis. </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls2 ws0">2.8.<span class="ls0"> <span class="_ _45"> </span>Impa<span class="_ _1" />irment of assets/ Reve<span class="_ _1" />rsal of tang<span class="_ _1" />ible assets imp<span class="_ _1" />airment<span class="_ _1" /> </span></div><div class="t m0 x11 h9a y998 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">At <span class="_ _1a" />e<span class="_ _1" />very <span class="_ _1b" />reporting <span class="_ _1b" />date <span class="_ _1b" />the <span class="_ _1b" />ass<span class="_ _1" />ets <span class="_ _1b" />are <span class="_ _1b" />assessed <span class="_ _1b" />as <span class="_ _1b" />to <span class="_ _1b" />whether <span class="_ _1b" />there <span class="_ _1b" />is <span class="_ _1b" />any <span class="_ _1b" />in<span class="_ _1" />dication <span class="_ _1a" />t<span class="_ _1" />hat <span class="_ _1b" />an <span class="_ _1b" />asset <span class="_ _1b" />may <span class="_ _1b" />be </div><div class="t m0 x11 h2 y999 ff1 fs0 fc0 sc0 ls0 ws0">impaired. </div><div class="t m0 x11 h2 y99a ff1 fs0 fc0 sc0 ls0 ws0">If any <span class="_ _1" />such <span class="_ _1" />indication <span class="_ _1" />exists<span class="_ _1" />, the <span class="_ _13" />entity es<span class="_ _1" />timates the <span class="_ _1" />rec<span class="_ _1" />overable a<span class="_ _1" />mount of <span class="_ _1" />the <span class="_ _1" />asset, <span class="_ _1" />namely <span class="_ _1" />the pres<span class="_ _1" />ent <span class="_ _1" />value </div><div class="t m0 x11 h2 y99b ff1 fs0 fc0 sc0 ls0 ws0">of the estimated future cas<span class="_ _1" />h flows that are <span class="_ _1" />expected to flow into t<span class="_ _1" />he entity by the us<span class="_ _1" />e of the asset.<span class="_ _13" /> </div><div class="t m0 x11 h2 y99c ff1 fs0 fc0 sc0 ls0 ws0">The recoverable <span class="_ _1" />amount of <span class="_ _1" />an ass<span class="_ _1" />et or a <span class="_ _1" />cash generating <span class="_ _1" />unit is the <span class="_ _13" />higher <span class="_ _1" />of its fair <span class="_ _1" />value less <span class="_ _1" />associated cos<span class="_ _1" />ts </div><div class="t m0 x11 h2 y99d ff1 fs0 fc0 sc0 ls0 ws0">of selling the asset and<span class="_ _1" /> its value when used by<span class="_ _1" /> the entity.<span class="_ _1" /> </div><div class="t m0 x11 h2 y810 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y99e ff1 fs0 fc0 sc0 ls0 ws0">Impairment losses are r<span class="_ _1" />ecognized <span class="_ _1" />as expenses i<span class="_ _1" />n the income statem<span class="_ _1" />ent. </div><div class="t m0 x11 h2 y99f ff6 fs0 fc0 sc0 ls0 ws0">For <span class="_ _3e" />G<span class="_ _1" />roup’s <span class="_ _3e" />vess<span class="_ _1" />els, <span class="_ _1a" /><span class="ff1">in <span class="_ _3e" />par<span class="_ _1" />ticular, <span class="_ _3e" />wh<span class="_ _1" />en <span class="_ _3e" />such <span class="_ _1a" />indicati<span class="_ _1" />ons <span class="_ _3e" />exist, <span class="_ _1a" />they <span class="_ _1a" />are <span class="_ _1a" />asse<span class="_ _1" />ssed <span class="_ _1a" />for <span class="_ _1a" />potential <span class="_ _1a" />impairment<span class="_ _1" />. <span class="_ _3e" />In<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y9a0 ff1 fs0 fc0 sc0 ls0 ws0">such <span class="_ _1a" />case <span class="_ _1a" />their <span class="_ _3e" />r<span class="_ _1" />ecoverable <span class="_ _1a" />amount <span class="_ _1a" />is <span class="_ _1a" />det<span class="_ _1" />ermined <span class="_ _1a" />as <span class="_ _1a" />the <span class="_ _1a" />higher <span class="_ _1b" />of <span class="_ _3e" />the<span class="_ _1" />ir <span class="_ _3e" />fair <span class="_ _1a" />value, <span class="_ _1a" />est<span class="_ _1" />imated <span class="_ _1a" />by <span class="_ _1a" />independent<span class="_ _1" /> </div><div class="t m0 x11 h2 y9a1 ff1 fs0 fc0 sc0 ls0 ws0">valuators, less costs of<span class="_ _1" /> disposal, and<span class="_ _1" /> their value in use<span class="_ _13" /> <span class="ls6">is<span class="_ _1" /></span> estimated by ca<span class="_ _1" />lculating t<span class="_ _1" />he expected discou<span class="_ _1" />nted cas<span class="_ _1" /><span class="lsf">h </span></div><div class="t m0 x11 h2 y9a2 ff1 fs0 fc0 sc0 ls0 ws0">flows. </div><div class="t m0 x11 h2 y9a3 ff1 fs0 fc0 sc0 ls0 ws0">When <span class="_ _b" /><span class="ls1">for<span class="ls0"> <span class="_ _3" /><span class="ls2">an<span class="ls0"> <span class="_ _3" />impairment <span class="_ _3" />loss <span class="_ _3" />recognized <span class="_ _b" /><span class="ls6">in<span class="ls0"> <span class="_ _3" />prior <span class="_ _3" />periods <span class="_ _3" /><span class="ls1">for<span class="ls0"> <span class="_ _b" /><span class="ls2">an<span class="ls0"> <span class="_ _3" />asset <span class="_ _b" />oth<span class="_ _1" />er <span class="_ _b" /><span class="ls1">than<span class="ls0"> goodwill</span>, <span class="_ _b" /><span class="ls0">there <span class="_ _3" /><span class="ls2">has<span class="ls0"> <span class="_ _b" />been <span class="_ _3" />a <span class="_ _b" />ch<span class="_ _1" />ange </span></span></span></span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 x11 h2 y70c ff1 fs0 fc0 sc0 ls6 ws0">in<span class="ls0"> <span class="_ _13" />the <span class="_ _3e" />estimates<span class="_ _1" /> <span class="_ _13" />used <span class="_ _3e" /><span class="ls1">to</span> <span class="_ _13" />d<span class="_ _1" />etermine <span class="_ _3e" /><span class="ls1">the</span> <span class="_ _3e" />asset<span class="ff6">’</span>s <span class="_ _13" />recov<span class="_ _1" />erable <span class="_ _3e" />amount <span class="_ _3e" />since <span class="_ _3e" />the <span class="_ _13" />i<span class="_ _1" />mpairment <span class="_ _13" />l<span class="_ _1" />oss <span class="_ _13" />was <span class="_ _3e" />recognized<span class="ls31">, </span></span></div><div class="t m0 x11 h2 y72b ff1 fs0 fc0 sc0 ls2 ws0">and<span class="ls0"> <span class="_ _1b" />those <span class="_ _1b" />impa<span class="_ _1" />irment <span class="_ _1b" />loss <span class="_ _1b" />indicators<span class="_ _1" /> <span class="_ _1b" /><span class="ls19">may</span> <span class="_ _1b" /><span class="ls10">no</span> <span class="_ _1b" />longer <span class="_ _1b" />exist <span class="_ _1b" /></span>or<span class="_ _1" /><span class="ls0"> <span class="_ _1b" /><span class="ls19">may</span> <span class="_ _1b" />have <span class="_ _1b" />been <span class="_ _1b" />d<span class="_ _1" />ecreased<span class="ls1">, <span class="_ _1b" /><span class="ls10">an</span></span> <span class="_ _1b" />impairment <span class="_ _1b" />l<span class="_ _1" />oss </span></div><div class="t m0 x11 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">reversal occurs<span class="_ _1" /> up to the initial ac<span class="_ _1" />quisition cos<span class="_ _1" />t. </div><div class="t m0 x11 h2 y9a4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9a5 ff1 fs0 fc0 sc0 ls2 ws0">2.9. <span class="ls0"> <span class="_ _35"> </span>Inventories<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y9a6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9a7 ff1 fs0 fc0 sc0 ls0 ws0">Inventories <span class="_ _1c"> </span>are <span class="_ _1c"> </span>stated <span class="_ _1c"> </span>at <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1b" />l<span class="_ _1" />ower <span class="_ _1b" />v<span class="_ _1" />alue <span class="_ _1c"> </span>between <span class="_ _1c"> </span>c<span class="_ _1" />ost <span class="_ _1c"> </span>and <span class="_ _1c"> </span>net <span class="_ _1c"> </span>realizable <span class="_ _1c"> </span>val<span class="_ _1" />ue. <span class="_ _1b" />N<span class="_ _1" />et <span class="_ _23"> </span>realizabl<span class="_ _1" />e <span class="_ _1b" />val<span class="_ _1" />ue <span class="_ _1c"> </span>is <span class="_ _1b" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 y559 ff1 fs0 fc0 sc0 ls0 ws0">estimated s<span class="_ _1" />elling price <span class="_ _1" />less <span class="_ _1" />applicable varia<span class="_ _1" />ble selling <span class="_ _1" />ex<span class="_ _1" />penses. The <span class="_ _1" />cost of <span class="_ _1" />inventories <span class="_ _1" />is det<span class="_ _1" />ermined us<span class="_ _1" />ing the<span class="_ _1" /> </div><div class="t m0 x11 h2 y9a8 ff1 fs0 fc0 sc0 ls0 ws0">monthly weighted avera<span class="_ _1" />ge market price.<span class="_ _13" /> </div><div class="t m0 x11 h2 y9a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y5c ff1 fs0 fc0 sc0 ls2 ws0">2.10.<span class="ls0"> <span class="_ _34"> </span>Trade rece<span class="_ _1" />ivables </span></div><div class="t m0 x11 h2 y9aa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y703 ff1 fs0 fc0 sc0 ls0 ws0">Trade receivables are sh<span class="_ _1" />ort-term <span class="_ _1" />receivables to be col<span class="_ _1" />lected in less than 12<span class="_ _1" /> months from th<span class="_ _1" />e date of recogniti<span class="_ _1" />on </div><div class="t m0 x11 h2 y9ab ff1 fs0 fc0 sc0 ls0 ws0">and are initially reco<span class="_ _1" />gnized at fair value.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9ac ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y532 ff1 fs0 fc0 sc0 ls0 ws0">Subsequently, if the co<span class="_ _1" />llection is delayed, tr<span class="_ _1" />ade receivables are me<span class="_ _1" />asured at amort<span class="_ _1" />ized cost using the effect<span class="_ _1" />ive </div><div class="t m0 x11 h2 y533 ff1 fs0 fc0 sc0 ls0 ws0">interest rate, less<span class="_ _1" /> any impairment loss.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9ad ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">96</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">Regarding trade r<span class="_ _1" />eceivables<span class="_ _1" /> and contractual ass<span class="_ _1" />ets, the Group ap<span class="_ _1" />plies the simplifi<span class="_ _1" />ed approach to th<span class="_ _1" />e calculation </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">of expected credit loss<span class="_ _1" />es. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">Therefore, <span class="_ _b" />at <span class="_ _b" />every<span class="_ _1" /> <span class="_ _12" />report<span class="_ _1" />ing <span class="_ _12" />d<span class="_ _1" />ate, <span class="_ _b" />provisions<span class="_ _1" /> <span class="_ _12" />for<span class="_ _1" /> <span class="_ _b" />loss <span class="_ _b" />for <span class="_ _b" />a <span class="_ _12" />f<span class="_ _1" />inancial <span class="_ _b" />instrument <span class="_ _b" />is <span class="_ _b" />m<span class="_ _1" />easur<span class="_ _1" />ed <span class="_ _12" />at<span class="_ _1" /> <span class="_ _12" />a<span class="_ _1" />n <span class="_ _b" />amount <span class="_ _b" />equal<span class="_ _1" />ling </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">the expected credit loss<span class="_ _1" />es over its lifetim<span class="_ _1" />e.<span class="_ _1" /> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">The amount of the prov<span class="_ _1" />ision is recorded i<span class="_ _1" />n the income<span class="_ _1" /> statement.<span class="_ _1" /> </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls2 ws0">2.11.<span class="ls0"> <span class="_ _34"> </span>Cash an<span class="_ _1" />d cash equivalents<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">Cash and cash equivalents include cash in hand, sight deposits and term bank deposits of high liquidity maturing </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">within three months<span class="_ _1" /><span class="ls1">. </span>  </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls2 ws0">2.12.<span class="ls0"> <span class="_ _34"> </span>Share Cap<span class="_ _1" />ital </span></div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">Share capital consists of co<span class="_ _1" />mmon bearer or n<span class="_ _1" />ominal shares and <span class="_ _1" />is included in equi<span class="_ _1" />ty.<span class="_ _1" /> </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">Costs <span class="_ _3" />directly <span class="_ _3" />attributable <span class="_ _3" />to <span class="_ _3" />the <span class="_ _b" />iss<span class="_ _1" />uance <span class="_ _b" />of shares <span class="_ _3" />are recorded, <span class="_ _b" />less the <span class="_ _b" />related <span class="_ _3" />income <span class="_ _3" />tax, as <span class="_ _b" />a <span class="_ _3" />deduction from </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">the issuance product, <span class="_ _1" />from the share<span class="_ _1" /> premium acc<span class="_ _1" />ount. </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">Costs directly <span class="_ _3" />attributable to <span class="_ _3" />the i<span class="_ _3" />ssuance of <span class="_ _3" />shares for <span class="_ _3" />the equities acquisition are included in <span class="_ _b" />the acquisition cost </div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">of the acquired entity.<span class="_ _1" /> </div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfd ff1 fs0 fc0 sc0 ls2 ws0">2.13.<span class="ls0"> <span class="_ _34"> </span>Distributi<span class="_ _1" />on of dividends<span class="_ _1" /> / optional reserv<span class="_ _1" />es </span></div><div class="t m0 x11 h2 y980 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9ae ff1 fs0 fc0 sc0 ls0 ws0">Dividends <span class="_ _1" />payable <span class="_ _1" />are r<span class="_ _1" />ecognized <span class="_ _1" />as <span class="_ _1" />a l<span class="_ _1" />iability <span class="_ _13" />in the <span class="_ _1" />fi<span class="_ _1" />nancial stat<span class="_ _1" />ements <span class="_ _1" />of t<span class="_ _1" />he p<span class="_ _1" />arent c<span class="_ _1" />ompany <span class="_ _1" />and th<span class="_ _1" />e G<span class="_ _1" />roup </div><div class="t m0 x11 h2 y72e ff1 fs0 fc0 sc0 ls0 ws0">when approved by t<span class="_ _1" />he General <span class="_ _1" />Meeting of shareh<span class="_ _1" />olders.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9af ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y52c ff1 fs0 fc0 sc0 ls2 ws0">2.14.<span class="ls0"> <span class="_ _34"> </span>Revenu<span class="_ _1" />e </span></div><div class="t m0 x11 h2 y9b0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9b1 ff1 fs0 fc0 sc0 ls0 ws0">The revenue of the <span class="_ _3" />Group is derived mainly from cargo, passengers and vehicles fares, from <span class="_ _3" />chartering and from<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b2 ff1 fs0 fc0 sc0 ls0 ws0">on <span class="_ _1" />board <span class="_ _1" />sales <span class="_ _1" />of <span class="_ _1" />g<span class="_ _1" />oods <span class="_ _1" />and <span class="_ _1" />serv<span class="_ _1" />ices. <span class="_ _1" />The <span class="_ _1" />Group <span class="_ _1" />also <span class="_ _13" />has <span class="_ _1" />income <span class="_ _1" />from <span class="_ _1" />credit <span class="_ _13" />interest <span class="_ _1" />and <span class="_ _1" />the <span class="_ _1" />Com<span class="_ _1" />pany <span class="_ _3e" />- <span class="_ _1" />fro<span class="_ _1" />m </div><div class="t m0 x11 h2 y9b3 ff1 fs0 fc0 sc0 ls0 ws0">dividends.  </div><div class="t m0 x11 h2 y9b4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y903 ff1 fs0 fc0 sc0 ls0 ws0">2.14.1.  Revenue from pas<span class="_ _1" />sengers and ve<span class="_ _1" />hicle fares<span class="_ _1" /> </div><div class="t m0 x11 h2 y62 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y975 ff1 fs0 fc0 sc0 ls0 ws0">Revenue <span class="_ _13" />from <span class="_ _13" />f<span class="_ _1" />ares <span class="_ _13" />is <span class="_ _13" />r<span class="_ _1" />ecognised <span class="_ _13" />when <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />custome<span class="_ _1" />r <span class="_ _13" />travels. <span class="_ _13" />G<span class="_ _1" />overnment <span class="_ _13" />subs<span class="_ _1" />idies <span class="_ _13" />for <span class="_ _13" />s<span class="_ _1" />ubsidized <span class="_ _13" />routes <span class="_ _3e" />are<span class="_ _1" /> </div><div class="t m0 x11 h2 y2f ff6 fs0 fc0 sc0 ls0 ws0">recognised in the re<span class="_ _1" />levant period and are<span class="_ _1" /> included in “<span class="_ _13" /><span class="ff1">Sales</span><span class="ls5">”.</span><span class="ff1"> </span></div><div class="t m0 x11 h2 y9b5 ff5 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">97</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">2.14.2.  Revenue from on <span class="_ _1" />board sales of goods a<span class="_ _1" />nd services<span class="_ _1" /> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">Revenue from sales <span class="_ _1" />of goods and services <span class="_ _1" />on board is r<span class="_ _1" />ecognized upon delivery<span class="_ _1" /> of goods or services<span class="_ _1" />.<span class="_ _13" /> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">Regarding <span class="_ _13" />the <span class="_ _1" />services <span class="_ _13" />pro<span class="_ _1" />vided <span class="_ _13" />by <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />roup <span class="_ _13" />through <span class="_ _13" />concessions, <span class="_ _1" />rev<span class="_ _1" />enue <span class="_ _13" />is <span class="_ _1" />r<span class="_ _1" />ecognized <span class="_ _1" />wh<span class="_ _1" />en <span class="_ _1" />the <span class="_ _13" />invoice <span class="_ _13" />is </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">issued for serv<span class="_ _1" />ices relating to the <span class="_ _1" />period. </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">All the above revenue <span class="_ _1" />is recognized wh<span class="_ _1" />en the collection of the re<span class="_ _1" />lated receivables<span class="_ _1" /> is reasonably assured.<span class="_ _3e" /> </div><div class="t m0 x11 h9 y9b6 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y91d ff1 fs0 fc0 sc0 ls0 ws0">2.14.3.  Interest income<span class="_ _1" /> </div><div class="t m0 x11 h2 y91e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y91f ff1 fs0 fc0 sc0 ls0 ws0">Interest <span class="_ _1c"> </span>income <span class="_ _1c"> </span>is <span class="_ _1c"> </span>recogn<span class="_ _1" />ised <span class="_ _1c"> </span>on <span class="_ _1c"> </span>an <span class="_ _1c"> </span>accrual <span class="_ _1c"> </span>basis <span class="_ _1c"> </span>u<span class="_ _1" />sing <span class="_ _1b" />t<span class="_ _1" />he <span class="_ _1c"> </span>effective <span class="_ _1c"> </span>interest <span class="_ _1c"> </span>meth<span class="_ _1" />od<span class="_ _1" /> <span class="_ _1c"> </span>with<span class="_ _1" />out <span class="_ _1c"> </span>offsetting <span class="_ _1c"> </span>any<span class="_ _1" /> </div><div class="t m0 x11 h2 y920 ff1 fs0 fc0 sc0 ls0 ws0">withhold income tax.<span class="_ _1" /> </div><div class="t m0 x11 h2 y921 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y922 ff1 fs0 fc0 sc0 ls0 ws0">2.14.4.  Income from dividen<span class="_ _1" />ds </div><div class="t m0 x11 h2 y923 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y924 ff1 fs0 fc0 sc0 ls0 ws0">Dividends are <span class="_ _b" />reco<span class="_ _1" />gnized as <span class="_ _3" />income <span class="_ _b" />w<span class="_ _1" />hen approved <span class="_ _b" />fr<span class="_ _1" />om <span class="_ _3" />the authorized <span class="_ _b" />b<span class="_ _1" />ody of <span class="_ _b" />the company that <span class="_ _b" />distributes<span class="_ _1" /> <span class="_ _3" />the </div><div class="t m0 x11 h2 y925 ff1 fs0 fc0 sc0 ls0 ws0">dividends. </div><div class="t m0 x11 h2 y926 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y927 ff1 fs0 fc0 sc0 ls0 ws0">2.14.5.  Income from charteri<span class="_ _1" />ng </div><div class="t m0 x11 h3e y9b7 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9b8 ff1 fs0 fc0 sc0 ls0 ws0">Income from chartering vess<span class="_ _1" />els <span class="ls6">is</span> recognized based on the accrual principle, accordin<span class="_ _1" />g to the <span class="_ _3" />relevant contracts<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y3f3 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2a0 ff1 fs0 fc0 sc0 ls2 ws0">2.15.<span class="ls0"> <span class="_ _34"> </span>Governmen<span class="_ _1" />t Grants <span class="ff6">–</span> G<span class="_ _1" />overnment Assistance<span class="_ _1" /> </span></div><div class="t m0 x11 h9 y9ba ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9bb ff1 fs0 fc0 sc0 ls0 ws0">2.15.1.  Assets related grants<span class="_ _1" /> </div><div class="t m0 x11 h8 y9bc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y688 ff1 fs0 fc0 sc0 ls0 ws0">Government <span class="_ _13" />grants <span class="_ _13" />t<span class="_ _1" />hat <span class="_ _13" />relate <span class="_ _13" />to <span class="_ _13" />assets<span class="_ _1" /> <span class="_ _13" />are <span class="_ _13" />those <span class="_ _13" />that <span class="_ _13" />are <span class="_ _3e" />provided <span class="_ _13" />to <span class="_ _13" />entit<span class="_ _1" />ies <span class="_ _3e" />s<span class="_ _1" />ubject <span class="_ _13" />to <span class="_ _13" />the <span class="_ _13" />con<span class="_ _1" />dition <span class="_ _13" />that <span class="_ _3e" />the </div><div class="t m0 x11 h2 y55a ff1 fs0 fc0 sc0 ls0 ws0">entity will purchase or c<span class="_ _1" />onstruct long<span class="_ _1" />-term as<span class="_ _1" />sets. </div><div class="t m0 x11 h2 y459 ff1 fs0 fc0 sc0 ls0 ws0">Government grants are r<span class="_ _1" />ecognized when <span class="_ _1" />it is certain that:<span class="_ _13" /> </div><div class="t m0 x11 h2 y45a ff1 fs0 fc0 sc0 ls0 ws0">a) The entity will comp<span class="_ _1" />ly with the conditions at<span class="_ _1" />tached to these grants.<span class="_ _13" /> </div><div class="t m0 x11 h2 y9bd ff1 fs0 fc0 sc0 ls0 ws0">b) The grants will be<span class="_ _1" /> received.<span class="_ _1" /> </div><div class="t m0 x11 h2 y55c ff1 fs0 fc0 sc0 ls0 ws0">Government grants<span class="_ _1" /> related to assets are recog<span class="_ _1" />nized as deferred inco<span class="_ _1" />me<span class="_ _1" /> and are r<span class="_ _1" />ecorded on a sys<span class="_ _1" />tematic basis </div><div class="t m0 x11 h2 y55d ff1 fs0 fc0 sc0 ls0 ws0">in revenue during the <span class="_ _1" />useful life of the asset.<span class="_ _1" /> </div><div class="t m0 x11 h8 y9be ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y415 ff1 fs0 fc0 sc0 ls0 ws0">2.15.2.  Income related grants<span class="_ _1" /> </div><div class="t m0 x11 h3e y393 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y561 ff1 fs0 fc0 sc0 ls0 ws0">Government <span class="_ _3e" />grants <span class="_ _3e" />re<span class="_ _1" />lated <span class="_ _3e" />to <span class="_ _3e" />income <span class="_ _3e" />are <span class="_ _3e" />rec<span class="_ _1" />ognized <span class="_ _3e" />as <span class="_ _3e" />inco<span class="_ _1" />me <span class="_ _13" />ov<span class="_ _1" />er <span class="_ _13" />t<span class="_ _1" />he <span class="_ _3e" />accou<span class="_ _13" />nting <span class="_ _3e" />periods, <span class="_ _3e" />o<span class="_ _1" />n <span class="_ _3e" />a <span class="_ _13" />s<span class="_ _1" />ystematic </div><div class="t m0 x11 h2 y9bf ff1 fs0 fc0 sc0 ls0 ws0">basis, in order to match <span class="_ _1" />the relevant costs.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">98</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls2 ws0">2.16.<span class="ls0"> <span class="_ _34"> </span>Operating s<span class="_ _1" />egments </span></div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Group <span class="_ _3" />applies <span class="_ _3" />IFRS <span class="_ _b" />8 <span class="_ _3" />"Operating S<span class="_ _3" />egments”<span class="_ _1" /><span class="ff1">, <span class="_ _3" />which <span class="_ _b" />r<span class="_ _1" />equires <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />definition of <span class="_ _b" />operating <span class="_ _b" />se<span class="_ _1" />gments <span class="_ _3" />to <span class="_ _b" />be <span class="_ _3" />based </span></div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">on the "management approach". In addition, financial information is required to be rep<span class="_ _3" />orted on the same ba<span class="_ _3" />sis<span class="_ _1" /> as </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">is used internally. Th<span class="_ _1" />e Board <span class="_ _1" /><span class="ls2">of</span> Directors <span class="ls6">is<span class="_ _1" /></span> the main d<span class="_ _1" />ecision maker <span class="_ _1" /><span class="ls2">of</span> the Group'<span class="_ _1" />s business decisions<span class="_ _1" />. </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _1" />the <span class="_ _1" />purposes<span class="_ _1" /> of<span class="_ _1" /> pres<span class="_ _1" />entation <span class="_ _1" />of <span class="_ _1" />operating<span class="_ _1" /> s<span class="_ _1" />e<span class="_ _1" />gments, <span class="_ _1" />it <span class="_ _1" />is <span class="_ _1" />no <span class="_ _1" />be <span class="_ _13" />noted <span class="_ _1" />that <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />roup <span class="_ _1" />operates <span class="_ _1" />in <span class="_ _1" />passeng<span class="_ _1" />er </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">shipping in differe<span class="_ _1" />nt geographical areas<span class="_ _1" />. </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0">The Group has decided t<span class="_ _1" />o provide informa<span class="_ _1" />tion based on the g<span class="_ _1" />eographical <span class="_ _1" />se<span class="_ _1" />gmentation of its op<span class="_ _1" />erations.<span class="_ _1" /> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">The Group operates <span class="_ _1" />in: </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls2 ws0">a)<span class="ls0"> <span class="_ _23"> </span>the Greek Domestic Route<span class="_ _1" />s, and<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls2 ws0">b)<span class="ls0"> <span class="_ _23"> </span><span class="ls1">the </span>Internaitonal routes<span class="_ _1" />. </span></div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">T<span class="ff6">he Group’s vessels prov<span class="_ _1" />ide transportation serv<span class="_ _1" />ices to pass<span class="_ _1" />engers, private veh<span class="_ _1" />icles and freight.<span class="_ _13" /></span> </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y979 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group’s <span class="_ _3e" />sales <span class="_ _3e" />are <span class="_ _3e" />highly <span class="_ _3e" />seasonal. <span class="_ _3e" />The <span class="_ _3e" />highest <span class="_ _3e" />traffic <span class="_ _3e" />for <span class="_ _3e" />passengers<span class="_ _1" /> <span class="_ _13" />and <span class="_ _3e" />vehicles <span class="_ _3e" />is <span class="_ _3e" />observed <span class="_ _3e" />during <span class="_ _3e" />the </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">months <span class="_ _3e" />July, <span class="_ _3e" />August <span class="_ _3e" />and <span class="_ _3e" />Se<span class="_ _1" />ptember <span class="_ _3e" />while <span class="_ _3e" />the <span class="_ _3e" />low<span class="_ _1" />est <span class="_ _3e" />traffic <span class="_ _3e" />for <span class="_ _3e" />passengers<span class="_ _1" /> <span class="_ _13" />and <span class="_ _3e" />v<span class="_ _1" />ehicles <span class="_ _13" />is <span class="_ _3e" />observ<span class="_ _1" />ed <span class="_ _13" />bet<span class="_ _1" />ween </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">November <span class="_ _1b" />and <span class="_ _1b" />F<span class="_ _1" />ebruary. <span class="_ _1b" />I<span class="_ _1" />n <span class="_ _1a" />c<span class="_ _1" />ontrast, <span class="_ _1b" />fre<span class="_ _1" />ight <span class="_ _1b" />sales <span class="_ _1b" />ar<span class="_ _1" />e <span class="_ _1b" />equally <span class="_ _1c"> </span>divided <span class="_ _1b" />wi<span class="_ _1" />thin <span class="_ _1b" />the <span class="_ _1b" />year, <span class="_ _1c"> </span>presenting <span class="_ _1b" />very<span class="_ _1" /> <span class="_ _1b" />lower </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0">seasonality. </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">Operating <span class="_ _3e" />s<span class="_ _1" />egments <span class="_ _1a" />that <span class="_ _1a" />have <span class="_ _1a" />not <span class="_ _1a" />met <span class="_ _1a" />the <span class="_ _1a" />requireme<span class="_ _1" />nt<span class="_ _1" />s <span class="_ _3e" />s<span class="_ _1" />et <span class="_ _3e" />out <span class="_ _1a" />in <span class="_ _1a" />IFRS <span class="_ _1a" />8 <span class="_ _1a" />are <span class="_ _1a" />not <span class="_ _1a" />disclosed <span class="_ _1a" />separat<span class="_ _1" />ely <span class="_ _3e" />if <span class="_ _1b" />the </div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0">Management <span class="_ _1" />considers tha<span class="_ _1" />t the <span class="_ _1" />information r<span class="_ _1" />elated to t<span class="_ _1" />he separate <span class="_ _1" />segment <span class="_ _1" />is not<span class="_ _1" /> useful <span class="_ _1" />to users<span class="_ _1" /> of its f<span class="_ _1" />inancial<span class="_ _1" /> </div><div class="t m0 x11 h9 yfd ff1 fs0 fc0 sc0 ls0 ws0">statements.<span class="_ _1" /><span class="ff7 fs1"> </span></div><div class="t m0 x11 h2 y6fd ff1 fs0 fc0 sc0 ls0 ws0">2.17.  <span class="_ _2d"> </span>Expenses<span class="_ _1" /> </div><div class="t m0 x11 h2 y101 ff1 fs0 fc0 sc0 ls0 ws0">2.17.1.  Recognition of exp<span class="_ _1" />enses<span class="_ _1" /> </div><div class="t m0 x11 h9b y5a1 ff5 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9c0 ff1 fs0 fc0 sc0 ls0 ws0">Expenses are rec<span class="_ _1" />ognized based on th<span class="_ _1" />e accrual princip<span class="_ _1" />le.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9c1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y732 ff1 fs0 fc0 sc0 ls0 ws0">2.17.2.  Financial expenses<span class="_ _1" /> </div><div class="t m0 x11 h9 y334 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9c2 ff1 fs0 fc0 sc0 ls0 ws0">2.17.3.  Borrowing costs<span class="_ _1" /> </div><div class="t m0 x11 h9b y9c3 ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9c4 ff1 fs0 fc0 sc0 ls0 ws0">Borrowing costs are in<span class="_ _1" />terest and other c<span class="_ _1" />osts incurred b<span class="_ _1" />y an entity in connecti<span class="_ _13" />on with the borrowing<span class="_ _1" /> of funds.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9c5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y915 ff1 fs0 fc0 sc0 ls0 ws0">Borrowing costs inclu<span class="_ _1" />de: </div><div class="t m0 x11 h2 y916 ff1 fs0 fc0 sc0 ls0 ws0">a) Interest on short-term and long-term borrowings, interes<span class="_ _1" />t on bank overdrafts and the <span class="_ _3" />costs that may arise from </div><div class="t m0 x11 h2 y5fe ff1 fs0 fc0 sc0 ls0 ws0">the present value of t<span class="_ _1" />hese obligations.<span class="_ _1" /> </div><div class="t m0 x11 h2 y917 ff1 fs0 fc0 sc0 ls0 ws0">b) Amortization of anc<span class="_ _1" />illary costs incurr<span class="_ _1" />ed in connection with<span class="_ _13" /> the arrangement of <span class="_ _1" />borrowings.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _3f"> </span><span class="ff1 fs3">Page <span class="lsd">99</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">c) Exchange <span class="_ _b" />differe<span class="_ _1" />nces arising <span class="_ _3" />from foreign <span class="_ _3" />currency borrowings <span class="_ _3" />to <span class="_ _3" />the <span class="_ _3" />extent<span class="_ _1" /> they <span class="_ _3" />are <span class="_ _3" />regarded as <span class="_ _3" />an <span class="_ _3" />additional </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">cost to interest costs.<span class="_ _1" /> </div><div class="t m0 x11 h8 y9c6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9c7 ff1 fs0 fc0 sc0 ls0 ws0">2.17.4.  Employee benefits<span class="_ _1" /> </div><div class="t m0 x11 h2 y9c8 ff1 fs0 fc0 sc0 ls0 ws0">2.17.4.1. Short-term <span class="_ _1" />benefits<span class="_ _1" /> </div><div class="t m0 x11 h2 y9c9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y23f ff1 fs0 fc0 sc0 ls0 ws0">Short-term <span class="_ _23"> </span>employee <span class="_ _23"> </span>benefits <span class="_ _23"> </span>(except <span class="_ _23"> </span>post-em<span class="_ _1" />ployment <span class="_ _23"> </span>benefits) <span class="_ _23"> </span>in <span class="_ _23"> </span>cash <span class="_ _23"> </span>and <span class="_ _23"> </span>in <span class="_ _1c"> </span>kind <span class="_ _23"> </span>are <span class="_ _23"> </span>recognized <span class="_ _23"> </span>as <span class="_ _23"> </span>an </div><div class="t m0 x11 h2 y9ca ff1 fs0 fc0 sc0 ls0 ws0">expense when <span class="_ _1" />they acc<span class="_ _1" />rue. Any unpaid <span class="_ _1" />amount is b<span class="_ _1" />ooked as <span class="_ _1" />a liability, w<span class="_ _1" />hile in th<span class="_ _1" />e case <span class="_ _1" />where the amo<span class="_ _1" />unt paid<span class="_ _1" /> </div><div class="t m0 x11 h2 y9cb ff1 fs0 fc0 sc0 ls0 ws0">exceeds <span class="_ _1a" />the <span class="_ _1b" />amount <span class="_ _1a" />of<span class="_ _1" /> <span class="_ _1a" />ser<span class="_ _1" />vices <span class="_ _1a" />rendered, <span class="_ _1b" />t<span class="_ _1" />he <span class="_ _1a" />com<span class="_ _1" />pany <span class="_ _1a" />recog<span class="_ _1" />nizes <span class="_ _1a" />the <span class="_ _1b" />excess <span class="_ _1a" />am<span class="_ _1" />ount <span class="_ _1a" />as<span class="_ _1" /> <span class="_ _1a" />an <span class="_ _1a" />asset <span class="_ _1b" />(prepaid </div><div class="t m0 x11 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">expense) only to the ex<span class="_ _1" />tent that the prepay<span class="_ _1" />ment will lead to a red<span class="_ _1" />uction of future p<span class="_ _1" />ayments or to reimburs<span class="_ _1" />ement.<span class="_ _13" /> </div><div class="t m0 x11 h2 y25f ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y955 ff1 fs0 fc0 sc0 ls0 ws0">2.17.4.2. Post-emp<span class="_ _1" />loyment benefits<span class="_ _1" /> </div><div class="t m0 x11 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y309 ff1 fs0 fc0 sc0 ls0 ws0">Post-employment<span class="_ _1" /> be<span class="_ _1" />nefits i<span class="_ _1" />nclude <span class="_ _1" />lump <span class="_ _1" />s<span class="_ _1" />un pensi<span class="_ _1" />on c<span class="_ _1" />ompensation, <span class="_ _13" />pensions <span class="_ _1" />or <span class="_ _1" />other <span class="_ _1" />benefits<span class="_ _1" />, <span class="_ _1" />offered <span class="_ _1" />after<span class="_ _1" /> the<span class="_ _1" /> </div><div class="t m0 x11 h2 y956 ff1 fs0 fc0 sc0 ls0 ws0">termination <span class="_ _1b" />of <span class="_ _1b" />emp<span class="_ _1" />loyment <span class="_ _1b" />to <span class="_ _1b" />the <span class="_ _1b" />employ<span class="_ _1" />ees <span class="_ _1b" />as <span class="_ _1b" />acknowledg<span class="_ _1" />ement <span class="_ _1b" />of <span class="_ _1b" />their <span class="_ _1b" />ser<span class="_ _1" />vices.<span class="_ _13" /> <span class="_ _1a" /><span class="ff6">T<span class="_ _1" />he <span class="_ _1a" />G<span class="_ _1" />roup’s <span class="_ _1b"> </span></span>obl<span class="_ _1" />igations </div><div class="t m0 x11 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">regarding pens<span class="_ _1" />ion benef<span class="_ _1" />its <span class="_ _1" />include <span class="_ _1" />both -<span class="_ _1" /> defined <span class="_ _1" />contribut<span class="_ _1" />ion p<span class="_ _1" />lan and <span class="_ _1" />defined <span class="_ _1" />benefits <span class="_ _1" />plans. <span class="_ _1" />The acc<span class="_ _1" />rued cost </div><div class="t m0 x11 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1" />the <span class="_ _13" />defined <span class="_ _13" />contribu<span class="_ _1" />tion <span class="_ _13" />plan <span class="_ _13" />is <span class="_ _1" />r<span class="_ _1" />ecorded <span class="_ _13" />as <span class="_ _1" />a<span class="_ _1" />n <span class="_ _13" />expense <span class="_ _13" />in <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />rela<span class="_ _1" />tive <span class="_ _1" />per<span class="_ _1" />iod. <span class="_ _13" />Post<span class="_ _1" />-employment <span class="_ _13" />benefits <span class="_ _13" />are </div><div class="t m0 x11 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">partly funded through p<span class="_ _1" />ayments to insura<span class="_ _1" />nce companies<span class="_ _1" /> or state social in<span class="_ _1" />suranc<span class="_ _1" />e institutions.<span class="_ _1" /> </div><div class="t m0 x11 h2 y5ee ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y957 ff1 fs0 fc0 sc0 ls0 ws0">Defined contribut<span class="_ _1" />ion plan </div><div class="t m0 x11 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">Defined <span class="_ _13" />co<span class="_ _1" />ntribution <span class="_ _13" />plans <span class="_ _3e" />are <span class="_ _13" />r<span class="_ _1" />elating <span class="_ _13" />to <span class="_ _13" />contr<span class="_ _1" />ibutions <span class="_ _3e" />to <span class="_ _13" />Insurance <span class="_ _3e" />Fu<span class="_ _1" />nds <span class="_ _13" />(e.g. <span class="_ _3e" />Social <span class="_ _13" />Sec<span class="_ _1" />urity), <span class="_ _13" />so <span class="_ _13" />the <span class="_ _3e" />Group<span class="_ _1" /> </div><div class="t m0 x11 hb y34f ff6 fs0 fc0 sc0 ls0 ws0">doesn’t have<span class="_ _1" /> any<span class="_ _1" /> legal <span class="_ _1" />obligation <span class="_ _1" />in t<span class="_ _1" />he event<span class="_ _1" /> that <span class="_ _1" />the <span class="_ _1" />State Fu<span class="_ _1" />nd is <span class="_ _1" />unable t<span class="_ _1" />o pay<span class="_ _1" /> a<span class="_ _1" /> pension <span class="_ _1" />to t<span class="_ _1" />he insur<span class="_ _1" />ed. T<span class="_ _1" />he </div><div class="t m0 x11 h2 y958 ff1 fs0 fc0 sc0 ls0 ws0">employer's obligat<span class="_ _1" />ion is limited to the paym<span class="_ _1" />ent of empl<span class="_ _1" />oyer contributions to the ins<span class="_ _1" />urance <span class="_ _1" />fu<span class="_ _1" />nds. </div><div class="t m0 x11 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />contribution, <span class="_ _3" />payable <span class="_ _b" />by <span class="_ _b" /><span class="ls1">the<span class="ls0"> <span class="_ _b" />Gr<span class="_ _1" />oup, <span class="_ _12" />un<span class="_ _1" />der <span class="_ _b" />a <span class="_ _b" />defined <span class="_ _b" />c<span class="_ _1" />ontribution <span class="_ _b" />plan<span class="_ _1" />, <span class="_ _b" />is <span class="_ _b" />recognized <span class="_ _b" />as <span class="_ _b" />l<span class="_ _1" />iability, <span class="_ _b" />after <span class="_ _b" />dedu<span class="_ _1" />ction </span></span></div><div class="t m0 x11 h2 y388 ff1 fs0 fc0 sc0 ls0 ws0">of the paid contribut<span class="_ _1" />ion, while accrue<span class="_ _1" />d contributions are recogn<span class="_ _1" />ized as an expens<span class="_ _1" />e in the income statem<span class="_ _1" />ent.<span class="_ _13" /> </div><div class="t m0 x11 h2 y56 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9cc ff1 fs0 fc0 sc0 ls0 ws0">Defined benefit p<span class="_ _1" />lan </div><div class="t m0 x11 h2 y9cd ff1 fs0 fc0 sc0 ls0 ws0">According <span class="_ _1b" />to <span class="_ _1a" />L<span class="_ _1" />aws <span class="_ _1a" />21<span class="_ _1" />12/20 <span class="_ _1b" />and <span class="_ _1a" />409<span class="_ _1" />3/2012 <span class="_ _1b" />the <span class="_ _1a" />C<span class="_ _1" />ompany <span class="_ _1b" />is <span class="_ _1a" />o<span class="_ _1" />bliged <span class="_ _1b" />to <span class="_ _1a" />compe<span class="_ _1" />nsate <span class="_ _1b" />its <span class="_ _1a" />emp<span class="_ _1" />loyees <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _1a" />case<span class="_ _1" /> <span class="_ _1a" />of </div><div class="t m0 x11 h2 y38b ff1 fs0 fc0 sc0 ls0 ws0">retirement <span class="_ _1c"> </span>or <span class="_ _1c"> </span>dism<span class="_ _1" />issal. <span class="_ _1c"> </span>T<span class="_ _1" />he <span class="_ _1c"> </span>amount <span class="_ _1c"> </span>of <span class="_ _1c"> </span>com<span class="_ _1" />pensation <span class="_ _1c"> </span>paid <span class="_ _23"> </span>depends <span class="_ _1c"> </span>on <span class="_ _1c"> </span>the <span class="_ _1c"> </span>years<span class="_ _1" /> <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />s<span class="_ _1" />ervice, <span class="_ _1c"> </span>the <span class="_ _1c"> </span>amou<span class="_ _1" />nt <span class="_ _1b" />o<span class="_ _1" />f </div><div class="t m0 x11 h2 y38c ff1 fs0 fc0 sc0 ls0 ws0">remuneration  and <span class="_ _23"> </span>the  way <span class="_ _24"> </span>the <span class="_ _24"> </span>service<span class="_ _1" /> <span class="_ _24"> </span>was  terminated <span class="_ _23"> </span>(d<span class="_ _1" />ismissal  or<span class="_ _1" /> <span class="_ _24"> </span>retirement).  The <span class="_ _23"> </span>p<span class="_ _1" />erson <span class="_ _24"> </span>is  entitled <span class="_ _24"> </span>to </div><div class="t m0 x11 h2 y9ce ff1 fs0 fc0 sc0 ls0 ws0">participate in <span class="_ _b" />t<span class="_ _1" />hese plans <span class="_ _3" />through<span class="_ _1" /> <span class="_ _3" />distribution of <span class="_ _3" />benefits<span class="_ _1" /> <span class="_ _3" />in <span class="_ _3" />the last <span class="_ _3" />16 years <span class="_ _3" />until his/her reti<span class="_ _3" />rement date following </div><div class="t m0 x11 h2 y38e ff1 fs0 fc0 sc0 ls1 ws0">the <span class="ls0">provisions of<span class="_ _1" /> Law 4093/<span class="_ _1" />2012. </span></div><div class="t m0 x11 h2 y38f ff1 fs0 fc0 sc0 ls0 ws0">The amount of<span class="_ _1" /> the compen<span class="_ _1" />sation paid depe<span class="_ _1" />nds on the y<span class="_ _1" />ears of s<span class="_ _1" />erv<span class="_ _1" />ice, the level<span class="_ _1" /> of wages <span class="_ _1" />and the remova<span class="_ _1" />l from </div><div class="t m0 x11 h2 y390 ff1 fs0 fc0 sc0 ls0 ws0">service (dismissa<span class="_ _1" />l or retirement).<span class="_ _1" /> </div><div class="t m0 x11 h2 y9be ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />entitleme<span class="_ _1" />nt <span class="_ _3" />to participate in <span class="_ _b" />t<span class="_ _1" />hese plans is usually <span class="_ _3" />based on <span class="_ _b" />y<span class="_ _1" />ears of service <span class="_ _3" />of the <span class="_ _3" />employee until reti<span class="_ _3" />rement.<span class="_ _13" /> </div><div class="t m0 x11 h2 y392 ff1 fs0 fc0 sc0 ls0 ws0">The liability <span class="_ _1" />recognized i<span class="_ _1" />n the <span class="_ _1" />Statement <span class="_ _1" />of Financial <span class="_ _1" />Position <span class="_ _1" />wit<span class="_ _1" />h respect to <span class="_ _1" />defined b<span class="_ _1" />enefit pla<span class="_ _1" />ns <span class="_ _1" />is the pre<span class="_ _1" />sent </div><div class="t m0 x11 h2 y393 ff1 fs0 fc0 sc0 ls0 ws0">value <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1a" />liability<span class="_ _1" /> <span class="_ _3e" />for <span class="_ _1a" />the <span class="_ _1a" />defined <span class="_ _1a" />benefit <span class="_ _1b" />less <span class="_ _1a" />the <span class="_ _3e" />f<span class="_ _1" />air <span class="_ _3e" />v<span class="_ _1" />alue <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />fair <span class="_ _1a" />value <span class="_ _1a" />of <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _3e" />p<span class="_ _1" /><span class="ff6">lan’s <span class="_ _3e" /></span>as<span class="_ _1" />sets <span class="_ _3e" />(<span class="_ _1" />reserve <span class="_ _1a" />from </div><div class="t m0 x11 h2 y9cf ff1 fs0 fc0 sc0 ls0 ws0">payments <span class="_ _1" />to t<span class="_ _1" />he <span class="_ _1" />insurance <span class="_ _1" />company) <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />changes <span class="_ _1" />resulting <span class="_ _1" />from <span class="_ _1" />any <span class="_ _1" />actuar<span class="_ _1" />ial ga<span class="_ _1" />in or <span class="_ _1" />loss<span class="_ _1" /> an<span class="_ _1" />d th<span class="_ _1" />e cos<span class="_ _1" />t of <span class="_ _1" />prio<span class="_ _1" />r </div></div></div><div class="pi" /></div>
<div id="pf64" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc64 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">100</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">service. <span class="_ _13" />T<span class="_ _1" />he <span class="_ _13" />commitment <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _3e" />defined <span class="_ _13" />bene<span class="_ _1" />fit <span class="_ _13" />is <span class="_ _13" />c<span class="_ _1" />alculated <span class="_ _13" />annually <span class="_ _13" />by<span class="_ _1" /> <span class="_ _13" />an <span class="_ _13" />independent <span class="_ _3e" />actuary<span class="_ _13" />, <span class="_ _13" />ap<span class="_ _1" />plying <span class="_ _13" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">projected unit credit met<span class="_ _1" />hod.<span class="_ _1" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />obligations <span class="_ _1a" />for <span class="_ _1b" />benefits <span class="_ _1b" />payable <span class="_ _1a" />are <span class="_ _1b" />based <span class="_ _1a" />on <span class="_ _1a" />v<span class="_ _1" />arious <span class="_ _1a" />parameters<span class="_ _1" />, <span class="_ _1a" />such <span class="_ _1a" />a<span class="_ _1" />s <span class="_ _1a" />age, <span class="_ _1a" />years <span class="_ _1a" />of <span class="_ _1b" />service<span class="_ _1" /><span class="ls1">, <span class="_ _1a" /></span>s<span class="_ _1" />alary<span class="ls1">. </span></div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">Specific obligations<span class="_ _1" /> for payable benef<span class="_ _1" />its. </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />prov<span class="_ _1" />isions <span class="_ _1c"> </span>for <span class="_ _1c" />the <span class="_ _1c"> </span>period <span class="_ _1c"> </span>are <span class="_ _1c"> </span>included <span class="_ _1c"> </span>in <span class="_ _23"> </span>the <span class="_ _1c"> </span>relative <span class="_ _1c"> </span>p<span class="_ _1" />ersonnel <span class="_ _1c"> </span>cost <span class="_ _1c"> </span>in <span class="_ _1c"> </span>the <span class="_ _1c"> </span>acc<span class="_ _1" />ompanying <span class="_ _1b" />se<span class="_ _1" />parate <span class="_ _1c"> </span>and </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">consolidated financial <span class="_ _3" /><span class="lsb">st<span class="ls0">atements and <span class="_ _b" />cons<span class="_ _1" />ist <span class="_ _3" />of <span class="_ _3" />current and <span class="_ _b" />past service <span class="_ _3" />cost, the <span class="_ _b" />relative financial <span class="_ _3" />cost, <span class="_ _3" />actuarial </span></span></div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">gains or losses and <span class="_ _1" />any poss<span class="_ _1" />ible additional charges.<span class="_ _1" /> </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">Regarding <span class="_ _1a" />unrecog<span class="_ _1" />nized <span class="_ _3e" />a<span class="_ _1" />ctuarial <span class="_ _1a" />gains <span class="_ _1a" />or <span class="_ _1a" />los<span class="_ _1" />ses<span class="_ _1" />, <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />rev<span class="_ _1" />ised <span class="_ _3e" />I<span class="_ _1" />AS <span class="_ _1a" />19 <span class="_ _1a" />is <span class="_ _1a" />a<span class="_ _1" />pplied, <span class="_ _1a" />w<span class="_ _1" />hich <span class="_ _1a" />includes <span class="_ _1a" />a <span class="_ _1a" />n<span class="_ _1" />umber <span class="_ _1a" />of </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">changes in accounting<span class="_ _1" /> treatment of <span class="_ _1" />defined benef<span class="_ _1" />it plans, including:<span class="_ _1" /> </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3e" />Non-recogn<span class="_ _1" />ition <span class="_ _3e" />of <span class="_ _3e" />ex<span class="_ _1" />pected <span class="_ _3e" />returns<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />p<span class="_ _1" />lan <span class="_ _1a" />investments <span class="_ _1a" />in <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />income <span class="_ _1a" />statements <span class="_ _1a" /><span class="ls2">but<span class="_ _1" /></span> <span class="_ _3e" />recognition <span class="_ _1a" />of <span class="_ _1a" />the </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">relevant <span class="_ _1b" />interest <span class="_ _1c"> </span>on <span class="_ _1c"> </span>the <span class="_ _1c"> </span>net <span class="_ _1b" />l<span class="_ _1" />iability/(receivable) <span class="_ _1c"> </span>of <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />benefit <span class="_ _1c"> </span>calculate<span class="_ _1" />d<span class="_ _1" /> <span class="_ _1c" />based <span class="_ _1c"> </span>on <span class="_ _1c"> </span>the <span class="_ _1b" />discou<span class="_ _1" />nt <span class="_ _1b" />rate <span class="_ _1c"> </span>use<span class="_ _1" />d <span class="_ _1b" />to </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">measure the defined b<span class="_ _1" />enefit obligation,<span class="_ _1" /> </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _3" />Recognition <span class="ls2">of <span class="_ _b" /><span class="ls0">prev<span class="_ _1" />ious <span class="_ _b" />s<span class="_ _1" />ervice <span class="_ _3" />costs i<span class="_ _3" />n <span class="_ _3" />the income <span class="_ _b" />s<span class="_ _1" />tatement for <span class="_ _b" />the year <span class="_ _3" />earlier <span class="_ _3" />than <span class="_ _3" />the <span class="_ _3" />dates <span class="_ _3" />of <span class="_ _3" />modification<span class="_ _1" /><span class="ls1a">s </span></span></span></div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">to the plan or wh<span class="_ _1" />en the relevant restr<span class="_ _1" />ucturing or termin<span class="_ _1" />al bene<span class="_ _1" />fit is recognized,<span class="_ _1" /> </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">- Other changes includ<span class="_ _1" />e new disclosur<span class="_ _1" />es as quantitative sensit<span class="_ _1" />ivity analysis.<span class="_ _13" /> </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">2.17.5.  Leases </div><div class="t m0 x11 h9 y9d0 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 ha y9d1 ff1 fs0 fc0 sc0 ls0 ws0">2.17.5.1.<span class="ff2 fs4"> </span>Finance Le<span class="_ _1" />ases </div><div class="t m0 x11 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y440 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group <span class="_ _13" />and <span class="_ _3e" />the <span class="_ _13" />C<span class="_ _1" />ompany <span class="_ _3e" />proceeded <span class="_ _3e" />with <span class="_ _13" />the <span class="_ _13" />a<span class="_ _1" />doption <span class="_ _13" />of <span class="_ _13" />IFR<span class="_ _1" />S <span class="_ _13" />16 <span class="_ _13" />"l<span class="_ _1" />eases" <span class="_ _3e" />from <span class="_ _13" />1 <span class="_ _13" />January <span class="_ _3e" />2019. <span class="_ _13" />IFR<span class="_ _1" />S <span class="_ _13" />16 </div><div class="t m0 x11 h2 y9d2 ff1 fs0 fc0 sc0 ls0 ws0">introduces a<span class="_ _1" /> single <span class="_ _1" />model f<span class="_ _1" />or the <span class="_ _1" />recognition <span class="_ _1" />of l<span class="_ _1" />eases in<span class="_ _1" /> the f<span class="_ _1" />inancial stat<span class="_ _1" />ements. <span class="_ _1" />By adop<span class="_ _1" />ting the s<span class="_ _1" />tandard, <span class="_ _1" />the </div><div class="t m0 x11 h2 y442 ff1 fs0 fc0 sc0 ls0 ws0">Group <span class="_ _13" />as <span class="_ _13" />a <span class="_ _3e" />lessee <span class="_ _13" />recogn<span class="_ _1" />izes <span class="_ _13" />in <span class="_ _13" />the <span class="_ _3e" />statement <span class="_ _3e" />of <span class="_ _13" />financia<span class="_ _1" />l <span class="_ _13" />position <span class="_ _13" />right<span class="_ _13" />-<span class="ls2">of</span>-use <span class="_ _3e" />assets <span class="_ _3e" />and <span class="_ _13" />lease <span class="_ _3e" />liabilities<span class="_ _1" />, <span class="_ _13" />the </div><div class="t m0 x11 h2 y443 ff1 fs0 fc0 sc0 ls0 ws0">date when <span class="_ _1" />the <span class="_ _1" />leased fixed<span class="_ _1" /> <span class="_ _1" />assets <span class="_ _1" />are made<span class="_ _1" /> availabl<span class="_ _1" />e for <span class="_ _1" />use. The <span class="_ _1" />accounting<span class="_ _1" /> treatment <span class="_ _1" />of leas<span class="_ _1" />es for <span class="_ _1" />the less<span class="_ _1" />or </div><div class="t m0 x11 h2 y9d3 ff1 fs0 fc0 sc0 ls0 ws0">remains the same as <span class="_ _1" />that under I<span class="_ _1" />AS 17. </div><div class="t m0 x11 h3 y9d4 ff8 fs0 fc0 sc0 ls0 ws0">Α. <span class="ff2">As a Lessee<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y64b ff1 fs0 fc0 sc0 ls0 ws0">The Group and th<span class="_ _1" />e Company lease v<span class="_ _1" />arious assets such <span class="_ _1" />vess<span class="_ _1" />els, buildings and ve<span class="_ _1" />hicles. </div><div class="t m0 x11 h2 y9d5 ff1 fs0 fc0 sc0 ls0 ws0">As a lessee, under th<span class="_ _1" />e previous accounti<span class="_ _1" />ng policy, the <span class="_ _1" />Group and the Co<span class="_ _1" />mpany class<span class="_ _1" />ified leases as operatin<span class="_ _1" />g or </div><div class="t m0 x11 h2 y9d6 ff1 fs0 fc0 sc0 ls0 ws0">financ<span class="ls2">e, <span class="_ _13" /></span>based <span class="_ _13" />on <span class="_ _1" />th<span class="_ _1" />e <span class="_ _13" />assessment <span class="_ _13" />of <span class="_ _13" />whether <span class="_ _13" />all <span class="_ _13" />risks <span class="_ _13" />and <span class="_ _1" />b<span class="_ _1" />enefits <span class="_ _1" />re<span class="_ _1" />lated <span class="_ _13" />to <span class="_ _13" />ownership <span class="_ _13" />of <span class="_ _1" />a <span class="_ _13" />compone<span class="_ _1" />nt <span class="_ _13" />of <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 y9d7 ff1 fs0 fc0 sc0 ls0 ws0">assets <span class="_ _1" />were <span class="_ _13" />transferred, <span class="_ _13" />irrespective <span class="_ _1" />of <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />final <span class="_ _1" />tr<span class="_ _1" />ansf<span class="_ _1" />er <span class="_ _1" />or <span class="_ _1" />no<span class="_ _1" />n-transfer <span class="_ _13" /><span class="ls2">of <span class="_ _1" /></span>owner<span class="_ _1" />ship <span class="_ _1" />of <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />asset.<span class="_ _1" /> <span class="_ _1" />Accordin<span class="_ _1" />g <span class="_ _1" />to </div><div class="t m0 x11 h2 y32b ff1 fs0 fc0 sc0 ls0 ws0">IFRS 16, the<span class="_ _3" /> right-<span class="ls2">of</span>-us<span class="_ _1" />e assets and <span class="_ _b" />le<span class="_ _1" />ase liabilities are recognized for most <span class="_ _3" />of the leases to <span class="_ _3" />which it contracts as </div><div class="t m0 x11 h2 y32c ff1 fs0 fc0 sc0 ls2 ws0">a <span class="ls0">lessee, except <span class="_ _3" />for low value leases, whose payments were recorded under a <span class="_ _3" />straight <span class="ls17">li<span class="ls2">ne</span></span> method in <span class="_ _3" />the income </span></div><div class="t m0 x11 h2 y32d ff1 fs0 fc0 sc0 ls0 ws0">statements thro<span class="_ _1" />ughout the t<span class="_ _1" />erm of the lease.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9d8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf65" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc65 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">101</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">Significant Accounting <span class="_ _1" />Policies:<span class="_ _1" /> </div><div class="t m0 x11 h2 y9d9 ff1 fs0 fc0 sc0 ls0 ws0">Leases <span class="_ _13" />are <span class="_ _3e" />recognized <span class="_ _3e" />in <span class="_ _3e" />the <span class="_ _13" />stat<span class="_ _1" />ement <span class="_ _13" />o<span class="_ _1" />f<span class="_ _1" /> <span class="_ _13" />financial <span class="_ _3e" />position <span class="_ _3e" />as <span class="_ _13" />a<span class="_ _1" /> <span class="_ _13" />right<span class="_ _1" />-<span class="ls2">of</span>-use<span class="_ _1" /> <span class="_ _13" />as<span class="_ _1" />set <span class="_ _13" />and <span class="_ _3e" />a <span class="_ _13" />lease<span class="_ _1" /> <span class="_ _13" />l<span class="_ _1" />iability <span class="_ _13" />on <span class="_ _3e" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 y9da ff1 fs0 fc0 sc0 ls0 ws0">date <span class="_ _3e" />on <span class="_ _3e" />which <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />leased <span class="_ _3e" />f<span class="_ _1" />ixed <span class="_ _3e" />asset <span class="_ _3e" />beco<span class="_ _1" />mes <span class="_ _3e" />available <span class="_ _3e" />for <span class="_ _3e" />us<span class="_ _1" />e. <span class="_ _3e" />E<span class="_ _1" />very <span class="_ _1a" />lease <span class="_ _3e" />payment <span class="_ _1a" />is <span class="_ _3e" />divided <span class="_ _1a" />between <span class="_ _1a" />the </div><div class="t m0 x11 h2 y9db ff1 fs0 fc0 sc0 ls0 ws0">lease <span class="_ _13" />liability <span class="_ _3e" />and <span class="_ _13" />interes<span class="_ _1" />t, <span class="_ _13" />which <span class="_ _13" />is <span class="_ _3e" />charged <span class="_ _13" />to <span class="_ _3e" />the <span class="_ _3e" />income <span class="_ _13" />s<span class="_ _1" />tatement <span class="_ _13" />throu<span class="_ _1" />ghout <span class="_ _3e" />the <span class="_ _13" />lease, <span class="_ _13" />in <span class="_ _3e" />order <span class="_ _13" />to <span class="_ _13" />ob<span class="_ _1" />tain <span class="_ _13" />a </div><div class="t m0 x11 h2 y9dc ff1 fs0 fc0 sc0 ls0 ws0">fixed interest rate for th<span class="_ _1" />e remainder of th<span class="_ _1" />e financia<span class="_ _1" />l liability in e<span class="_ _1" />very period.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9dd ff1 fs0 fc0 sc0 ls0 ws0">Rights-<span class="ls2">of</span>-use <span class="_ _24"> </span>assets<span class="_ _1" /> <span class="_ _23"> </span>are <span class="_ _23"> </span>i<span class="_ _1" />nitially <span class="_ _23"> </span>measure<span class="_ _1" />d <span class="_ _23"> </span>at <span class="_ _24"> </span>their <span class="_ _24"> </span>cost, <span class="_ _23"> </span>and <span class="_ _23"> </span>t<span class="_ _1" />hen <span class="_ _23"> </span>reduc<span class="_ _1" />ed <span class="_ _23"> </span>by <span class="_ _24"> </span>the <span class="_ _23"> </span>amoun<span class="_ _1" />t <span class="_ _23"> </span>of <span class="_ _24"> </span>accumulated<span class="_ _1" /> </div><div class="t m0 x11 h2 y9de ff1 fs0 fc0 sc0 ls0 ws0">depreciation and <span class="_ _1" />potential impa<span class="_ _1" />irment. </div><div class="t m0 x11 h2 y9df ff1 fs0 fc0 sc0 ls0 ws0">The right-<span class="_ _1" /><span class="ls2">of</span>-use <span class="_ _1" />is <span class="_ _1" />depreciated <span class="_ _1" />in t<span class="_ _1" />he s<span class="_ _1" />hortest p<span class="_ _1" />eriod <span class="_ _1" />between <span class="_ _1" />the use<span class="_ _1" />ful <span class="_ _1" />life of <span class="_ _1" />t<span class="_ _1" /><span class="ls10">he <span class="_ _1" /></span>asset <span class="_ _1" /><span class="ls2">or</span> <span class="_ _1" />duration <span class="_ _1" />of its <span class="_ _1" />lea<span class="_ _1" />se<span class="ls1">, </span></div><div class="t m0 x11 h2 y9e0 ff1 fs0 fc0 sc0 ls0 ws0">applying the straight <span class="_ _1" />line method. T<span class="_ _1" />he initial measure<span class="_ _1" />ment of the right<span class="_ _1" />-<span class="ls2">of</span>-us<span class="_ _1" />e assets consists of:<span class="_ _1" /> </div><div class="t m0 x11 h2 y9e1 ff6 fs0 fc0 sc0 ls0 ws0">• The amount of the i<span class="_ _1" />nitial measuremen<span class="_ _1" />t of the lease liability,<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y9e2 ff6 fs0 fc0 sc0 ls0 ws0">• <span class="_ _3e" />Lease <span class="_ _1a" />payme<span class="_ _1" />nts <span class="_ _3e" />ma<span class="_ _1" />de <span class="_ _3e" />on <span class="_ _1a" />or <span class="_ _1a" />before <span class="_ _1a" />the <span class="_ _1a" /><span class="ff1">c<span class="_ _1" />ommence<span class="_ _1" />ment <span class="_ _3e" />date<span class="_ _1" />, <span class="_ _3e" />reduce<span class="_ _1" />d <span class="_ _3e" />by <span class="_ _1a" />the <span class="_ _1a" />amount <span class="_ _1a" />of <span class="_ _1a" />discounts <span class="_ _1a" />or <span class="_ _1a" />other<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y6e0 ff1 fs0 fc0 sc0 ls0 ws0">incentives offered,<span class="_ _1" /> </div><div class="t m0 x11 h2 y9e3 ff6 fs0 fc0 sc0 ls0 ws0">• Initial costs, which ar<span class="_ _1" />e directly linked to the re<span class="_ _1" />nt,<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y599 ff6 fs0 fc0 sc0 ls0 ws0">• Recovery costs.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y9e4 ff1 fs0 fc0 sc0 ls0 ws0">Finally, they are adjuste<span class="_ _1" />d to specific re<span class="_ _1" />measur<span class="_ _1" />ements of the corres<span class="_ _1" />ponding lease <span class="_ _1" />liability. </div><div class="t m0 x11 h2 y9e5 ff1 fs0 fc0 sc0 ls0 ws0">Lease l<span class="_ _1" />iabilities <span class="_ _1" />are i<span class="_ _1" />nitially <span class="_ _1" />calculated <span class="_ _1" />at <span class="_ _1" />the pres<span class="_ _1" />ent <span class="_ _1" />value <span class="_ _1" />of rent<span class="_ _13" />als, wh<span class="_ _1" />ich were <span class="_ _1" />not <span class="_ _1" />paid <span class="_ _1" />at <span class="_ _1" />the <span class="_ _1" />incept<span class="_ _1" />ion o<span class="_ _1" />f the<span class="_ _1" /> </div><div class="t m0 x11 h2 y1a3 ff1 fs0 fc0 sc0 ls0 ws0">lease. <span class="_ _13" />They <span class="_ _1" />ar<span class="_ _1" />e <span class="_ _1" />d<span class="_ _1" />iscounted <span class="_ _13" />at <span class="_ _1" />the <span class="_ _13" />impute<span class="_ _1" />d <span class="_ _1" />rate<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />lease <span class="_ _1" />or, <span class="_ _13" />if <span class="_ _13" />this <span class="_ _13" />interest <span class="_ _1" />r<span class="_ _1" />ate <span class="_ _1" />c<span class="_ _1" />annot <span class="_ _1" />be <span class="_ _13" />determine<span class="_ _1" />d <span class="_ _1" />by <span class="_ _13" />the </div><div class="t m0 x11 h2 y9d1 ff1 fs0 fc0 sc0 ls0 ws0">contract, with the differe<span class="_ _1" />ntial lend<span class="_ _1" />ing rate (IBR).<span class="_ _1" /> </div><div class="t m0 x11 h2 y9e6 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />differential <span class="_ _3e" />borrowing <span class="_ _13" />r<span class="_ _1" />ate <span class="_ _13" />is <span class="_ _13" />the <span class="_ _3e" />cost <span class="_ _13" />that <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />lessee <span class="_ _13" />wou<span class="_ _1" />ld <span class="_ _13" />have <span class="_ _13" />to <span class="_ _3e" />pay <span class="_ _13" />to <span class="_ _13" />b<span class="_ _1" />orrow <span class="_ _13" />the <span class="_ _13" />necessary<span class="_ _1" /> <span class="_ _13" />capital <span class="_ _13" />in </div><div class="t m0 x11 h2 y9e7 ff1 fs0 fc0 sc0 ls0 ws0">order to ob<span class="_ _1" />tain an <span class="_ _1" />item of si<span class="_ _1" />milar value <span class="_ _1" /><span class="ls2">as<span class="_ _1" /></span> the leased <span class="_ _1" />as<span class="_ _1" />set, in a s<span class="_ _1" />imilar economic <span class="_ _1" />environmen<span class="_ _1" />t and <span class="_ _13" />under similar </div><div class="t m0 x11 h2 y9e8 ff1 fs0 fc0 sc0 ls1 ws0">te<span class="ls0">rms and assum<span class="_ _1" />ptions </span></div><div class="t m0 x11 h2 y9e9 ff1 fs0 fc0 sc0 ls0 ws0">Lease liabilities include<span class="_ _1" /> net present va<span class="_ _1" />lue of: <span class="_ _1" /> </div><div class="t m0 x11 h2 y665 ff6 fs0 fc0 sc0 ls0 ws0">• Fixed leases (includi<span class="_ _1" />ng<span class="ff1"> any<span class="_ _1" /> in-substance fixe<span class="_ _1" />d leases)<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y9ea ff6 fs0 fc0 sc0 ls0 ws0">• Variable leases, de<span class="_ _1" />pending on<span class="ff1"> <span class="_ _1" />the rate </span></div><div class="t m0 x11 h2 y9eb ff6 fs0 fc0 sc0 ls0 ws0">• Res<span class="ff1">idual value <span class="_ _1" />expected to be pa<span class="_ _1" />id </span></div><div class="t m0 x11 h2 y9ec ff6 fs0 fc0 sc0 ls0 ws0">• The price of an opt<span class="_ _1" />ion to purchas<span class="_ _1" />e the underlying ass<span class="_ _1" />e<span class="ff1">t, if<span class="_ _1" /> the lessor is al<span class="_ _1" />most certain to exercise <span class="_ _1" />it </span></div><div class="t m0 x11 h2 y9ed ff6 fs0 fc0 sc0 ls0 ws0">• Penalties for terminati<span class="_ _1" />on of a lease if <span class="_ _1" /><span class="ff1">the <span class="_ _1" />lessor chooses this o<span class="_ _1" />ption. </span></div><div class="t m0 x11 h2 y9ee ff1 fs0 fc0 sc0 ls0 ws0">After their init<span class="_ _1" />ial measurem<span class="_ _1" />ent, the leas<span class="_ _1" />e obligations <span class="_ _1" />are increase<span class="_ _1" />d by the<span class="_ _1" />ir financial c<span class="_ _1" />ost and are <span class="_ _1" />reduced <span class="_ _1" />by the<span class="_ _1" /> </div><div class="t m0 x11 h2 y9ef ff1 fs0 fc0 sc0 ls0 ws0">payment of rents. Finally, they are <span class="_ _3" />reassessed when there is <span class="_ _3" />a change: a) to <span class="_ _3" />rents due to a <span class="_ _3" />change of index, b) to </div><div class="t m0 x11 h2 y9f0 ff1 fs0 fc0 sc0 ls0 ws0">the estimation <span class="_ _1" />of th<span class="_ _1" />e amount <span class="_ _1" />of res<span class="_ _1" />idual value, <span class="_ _1" />which <span class="_ _1" />is expected <span class="_ _1" />to b<span class="_ _1" />e paid, <span class="_ _1" />or c) <span class="_ _1" />to the as<span class="_ _1" />sessment <span class="_ _1" />of a c<span class="_ _1" />hoice </div></div></div><div class="pi" /></div>
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G6vqKgY9W+//+qE+V+++aFUqvWU+rNP/UQYtHjsd+97edXqNTt8qoaGhj8+/swd/9iTLh83+oTM1LZ9gvVh37LyclswAABNtgX3Y09NnrM20fxKq0cVxgd0y27Ps2yobJi1ZtucmRXl6Vt+9+CPvnl583X+/dyRX7nn7abrPVUlwtHXTzznqIJ+BXnd8ztlZsQHH1R4wiePaf6QIYMHDe4aLG1WsPfMLJvy+Z+dd1TBkP7dO+Rk5eZknXnqCV26dNmtz3zGSUfGH1ucavY3ikkLawd/7tYzR3Yf0q9bXsfsxulAyVS6rKJ66fryv7+zaVl5FATBtOUNI8ff9rVxg7/51c81nYNyxLDDRg/Knr582w9e5xenBl1xf7/82OCCrG6dMmNBGARBfTJVXNHwXnGiKrGHfxvJzMw8NHPDgvTAD/bLYtNen3vRWafbiAEAaBH3NTW1V9w1O93ywlV//MEFR4wc3p5nKSou7nfpvU0Pj4Lw5r+tOu3YWaNPOr5pncs+f+5/Pzl/Uem24+7LyqM7pm4Mgm0/FF12X7dBBw9supmVlTXx2586/T//nm72c94VLR81bvI7U+7+7m595pHDh373zL63Pd9ijs3y8uiuGaVBsIu/XSwqTd/w6JILxq0deNCApoU3XTpq+i1Tm6+WDsLVFdHqivogaHVWnA816+mkId0XLNp2c/aqqotswgAAfGDr4edX5q9odZKca0Z1a89ZXxoV9u79888Pbj47JQrCr/7mhfr6Fml7+zWnFHTY2fNUVFa1WjL6pOP//l9jD8pv8yGryhr24GPfeuMVD3396L55u53aXbKjb4zu0aewd/OF4047+fmbTvvC0Xkf4qSa7XLycUd3Tm7b/ViV7tXW/B8AAA7cuK9NtJjI3iM3uPNHX9utSzt952vjD+3R4kJXRVvSrSayf3rs6BWPffums/vmxHc8wT0W28ErnnHqqGm3X35cvx2Hc8Z2l+HKarkoMyO2oxeKfemz58y847JTB2WFQXsn8Z81NHfVY9+687++npWV1equM8ec8tivvvXary46b0SH7F1dNLYgNzp3eIu9nOED2nXB2g4dOnz1uG07OslYzp3PzbURAwDQKGzs77LyzeNvmlD+wbkmLzn54BuuvmR3n+v+x/529+QFWzM0O/7ti48998wxO1xzztvzfvvnaS8sqCiu3lbzvTpG7//phry8HV+6NYqiPz05acLz7ywoTmyqjRrn7odBdOtFg3547Zear/nK63NO/3+TG/dW8rKC6bddePSRI3fythcvWfr7x154dt6mNRXp1HYnCwqDaFDX2FlH9Bh33JCzzxidkbHrg/NFxcUzZs1ds6F8bUllZW0ikUyFYZiTGe/eOWdQn+6H9O913DFH5Obm3vXgk28sLoqiqGd+7s9u/Mr2OwxtjcMVd86oyejywc3UT8Z0GnbYoTZlAADC6CO6MtQeiKKoqqqqtrauIZFIpVK9ehbk5OS081FV1dXJZCoej+3wQq0bN5ZU19SEYVjQo3vHjh3b+X7q6uoqK7ckkonGq8zGYrGc7Oy8vE7teVcfp9sffOa1moOabvZIFt1+9WnZ2dm2ZgAAcR8ZhX3LewsX/3h6ix8z/NuImjGnnGBkAAAOcDFDsM8ZOmRwp+Sm5kvmrywxLAAAZOyvH6y6unr5ytVhGBb26tm9e7eP86WXr1i5bkNpEATd8vMGDRyQm5u7B09SVFxcVVVz6OBB298Vj8e/Mar77a/WJuJbn3leRV51dXX7JyABALBf2j+n5Tz61KTL/zAnkW780W16wpVHXjn+go/npafOnHX3/MwolvHB+KZ6poovPaH3Ccce3f4nmTLt1QkLO8Si9Gldi75ywZgd7h7c/8TkyaV9m26e2HHVDV8+1wYNAHAg2w+n5ZSUlH5z4pvH9c966eYzpv3kU98aW3jYoL4fz0tXVVXdNzfVVPZBEERhfENG3/95I3XXo88lEol2Ps+LC8vCMBbFMqZW9L924usLFi3Zfp3PffqUeGrbzPvZlT1ramps0AAAB7L97ch9WVn56Gv/cNyg/Ik/vXb78/QvWLR40vQ3jxp60Iy3luR1zL7x6i9u2LDxpVffXLJ6Y36nnPPHntB4fdz7Hnnqyi9e0PjwJ5+d0rtHt1EnHPvLex4ZeUjfJauKSytq+hXkf/6cMV27dmn1/Pc9PmlKWb+23lthau3Xxw0ZOmTwLj/FMy+8/H+LU1sytp78PjNVOyRrw8i+ncacdEzXLtte9NaJT89LDGy6eXHfjV849wzbNADAAWt/O3L/5ORp721Mf/nTnwjDsLa2tqi4uOm/RCLx3pKVP3h86X9MfLmwR+dD+/dau279IZffc93EOVEUTXlrzbjvPpxMJoMgmPjConR665Wtnpy+8JW5i4Mg+NWzy867bfrbSzd2zct54MUlQy/73ebNm5u/dBRFMzfubNZ7Ubzfzf/YPOft+bv8FOeOG33ftacdmbmy8WYinvteauCfV/e44eF3Jr04o2l/bPTwFqcBfWV1wgYNAHAg299+ULupojoIgs55HYMgeOxvL3x1wrymu976zYVBEKSC8L7vnX/EyOFBENz90F8zY+GsOy5t/N3q6Ct//tATz11xyfltPfnnj8l/4L+vD4LggjNWDr7qwemvvXn+WWOb7p380syajK47f3vpWNakOSuOPfqIXX6QMAy/d9lZdz/+95mbe0fxrde3qsnIf+D94PVlz3z3i2Py8jr169MrmLdtB2NjrGdJSUlBQYHNGgDgwLS/Hbk/6agh8TB6d8mqIAjOG3fynF+fP+fX539rTM+8rGDggH5BEORlRY1lHwTB0rWln/1E16Yz0pwyrGDKmysa/910dDyVTsc+mN5zyuFbp9wMOnjg8J7xletLt+05zHvn0UXxXb69eKp+1GE92/lZMjMzr7/0nLvGH3Ja59VZqeqm5YvSA69+aPH1v3/+rknzWuw5hJk/fXx2VVWVzRoAQNzvD0afdNzVJ/f42RPzq6uru3fv9omjjjjmyMNnLS3/9pkDGqfIx5vNwx/Yu+v/zS1bu25d481Z75eOPrxfEASdsjNmzZkbBEE6nX5jZXXPbnmNK7y+cOuaK1auWrAxNaD31jnxiUTijhnl9fFOu3hzUfrqI1JjR5+4W5+oW9eu3xh/zsSrjhnXdW0svXXiTTqWuSGjz8rwoFYrF8X73fWXl2zWAAAHpv3wPPe/venq7//y/mFf+s0RfXODIFhWUjd2eI//vO7SxnvjzXZnLr1g3LzlG8688YEB3bJKqxLHDMy/5tILgyD46pkjL/3F5MEFL9Un0yMKc846bWuOv7u26vSrf57fIWNNWf2N4wo/PWZU4/Jn/zGz9oMfv+6k7M/ptWHMKWfu2YfKzs6++gtnn7hg0VOvLlnY0DsZy2lrzTm1/RYsWjJ86BAbNwDAgWb/PM99EATpdHreOwvi8djQIYOzsrbOWa+vr6+qqt7+mlalpZu6dMnPyGh2CssoKisrz8rKzMvbeti+17m33HnN8ed/+vSNJSU9CwoyMzObVr7hzufWxfvv5M3E0omvH5U69aTjPpKPNu/dBb+etqkuI7+tFY7PXXnj5efZuAEADjT77RVqY7HY0UeObLUwOzs7Ozt7+5V79Gh93D0Mwx1e1zYzM7Nvnz7Nl2yuqCgKe+38zYzqvP7Ukz6yK0wdOXL47wZU/u//TX+9ul8U7mCi/7ItObZsAIADUMwQfBj19fW3/unldCxrx3dHUe/Uui8MKP36JWd9tK+b37nzDZed+8OTsw7PWNkhWd7q3tJ4z0kvvuzbAQA40Oy303I+ckXFxV3y83Nzc5sv3PlVq4bHVt58zT99ekwURb958NlZtS1+XDs0tvIn15iZAwBwYHHkvr0Ke/duVfbJZHLGxry21u+S3HD9Z0/+OPbPwvDGy8+97si6guT6xiXxdP1nPjHAVwYAcKBx5H7PvTD91QkLd3D6y7xk6cXDMs845fimH/J+bEo3baqursnP79wlP98XBABwoMkwBHvs9fdLg6B13OckK26+4LD+/fr+S95Sj+7de3Tv7qsBABD37J51dTmtxq9DcvPPLj60T2GhwQEAQNzvMxYtWVoe79l0M4xSB4drrzxrhLIHAEDc72Oen7UwCreeoCYrVf29U7scMfJcwwIAgLjf9wws6PRWRWU8SB2UXfGF04cNO+xQYwIAwL+Ws+UAAMB+wnnuAQBA3AMAAOIeAAAQ9wAAgLgHAAAAAIC9n1NhAgDAfsK0HAAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxL0hAAAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7g0BAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AObYpjkAABLySURBVACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAA2CtlGIL2C8PQIOyjoigyCADAfs+RewAA2E+EjmgCAMD+wZF7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEvSEAAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAADshTIMQZMwDA0C8DGIosggAPDP4Mg9AADsJ0IHkAAAYP/gyD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOLeEAAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHv4/+3aIQ7AIBREQTbh/lfeulY1QZFAZixuzX8CAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHFvAgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQCAMaYJXkmMAGdpawQA+ILWaQQAgDv4lgMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLg3AQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAAAOM02wLokRgHVtjQDA1l51ewAA4A6+5QAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO5NAAAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAADYICYAAICDtP17egBSGcT6GjGw7gAAAABJRU5ErkJggg==" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">102</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _b" />purc<span class="_ _1" />hase <span class="_ _3" />or <span class="_ _3" />extension, <span class="_ _3" />which <span class="_ _3" />is <span class="_ _3" />relative<span class="_ _1" />ly <span class="_ _3" />certain <span class="_ _3" />that i<span class="_ _3" />t <span class="_ _b" />wi<span class="_ _1" />ll <span class="_ _3" />be <span class="_ _3" />exercised <span class="_ _3" />or <span class="_ _3" />a <span class="_ _3" />right <span class="_ _3" />of <span class="_ _b" />term<span class="_ _1" />ination <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />contract, </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">which is relatively certai<span class="_ _1" />n that it will not be <span class="_ _1" />exerc<span class="_ _1" />ised. </div><div class="t m0 x11 h3 y9da ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y9f1 ff2 fs0 fc0 sc0 ls0 ws0">B. As a Lessor<span class="_ _1" /> </div><div class="t m0 x11 h2 y9f2 ff1 fs0 fc0 sc0 ls0 ws0">When <span class="_ _13" />tangible <span class="_ _13" />assets <span class="_ _13" />are <span class="_ _13" />leased <span class="_ _3e" />under <span class="_ _13" />finance <span class="_ _13" />lease,<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />present <span class="_ _13" />value <span class="_ _13" />of <span class="_ _13" />rent<span class="_ _1" /><span class="ls10">al</span>s <span class="_ _13" />is <span class="_ _13" />recorded <span class="_ _13" />as <span class="_ _13" />a <span class="_ _13" />receivable. <span class="_ _1" /> </div><div class="t m0 x11 h2 y9f3 ff1 fs0 fc0 sc0 ls0 ws0">The differenc<span class="_ _1" />e b<span class="_ _1" />etween th<span class="_ _1" />e <span class="_ _1" />gross <span class="_ _1" />amount of <span class="_ _1" />the <span class="_ _13" />receivables<span class="_ _1" /> <span class="_ _1" />and the <span class="_ _1" />present <span class="_ _1" />valu<span class="_ _1" />e of <span class="_ _1" />the <span class="_ _1" />receiva<span class="_ _1" />ble <span class="_ _1" />is rec<span class="_ _1" />orded </div><div class="t m0 x11 h2 y9f4 ff1 fs0 fc0 sc0 ls0 ws0">as deferred financ<span class="_ _1" />ial income.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9f5 ff1 fs0 fc0 sc0 ls0 ws0">Income <span class="_ _b" />fro<span class="_ _1" />m <span class="_ _b" />lease <span class="_ _3" />is <span class="_ _b" />recognized <span class="_ _3" />in <span class="_ _b" />the income <span class="_ _b" />statement du<span class="_ _3" />ring <span class="_ _b" />the l<span class="_ _3" />ease <span class="_ _b" />us<span class="_ _1" />ing <span class="_ _b" />the <span class="_ _3" />net <span class="_ _b" />investmen<span class="_ _1" />t <span class="_ _b" />method, <span class="_ _b" />w<span class="_ _1" />hich </div><div class="t m0 x11 h2 y9f6 ff1 fs0 fc0 sc0 ls0 ws0">represents a constant per<span class="_ _1" />iodic return.<span class="_ _1" /><span class="ff7"> </span></div><div class="t m0 x11 h2 y9e1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9f7 ff1 fs0 fc0 sc0 ls0 ws0">2.17.5.2<span class="ls4">. </span>Operating Lease<span class="_ _1" /> </div><div class="t m0 x11 h2 y67f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9f8 ff1 fs0 fc0 sc0 ls0 ws0">Under <span class="_ _13" />IFR<span class="_ _1" />S <span class="_ _13" />16, <span class="_ _3e" />leas<span class="_ _1" />e <span class="_ _13" />pay<span class="_ _1" />ments <span class="_ _13" />for <span class="_ _3e" />an <span class="_ _3e" />operating <span class="_ _3e" />lea<span class="_ _1" />se <span class="_ _3e" />are <span class="_ _13" />rec<span class="_ _1" />ognised <span class="_ _13" />as <span class="_ _3e" />an <span class="_ _3e" />expense <span class="_ _3e" />and <span class="_ _3e" />are <span class="_ _3e" />charged <span class="_ _3e" />to <span class="_ _3e" />the </div><div class="t m0 x11 h2 y548 ff1 fs0 fc0 sc0 ls0 ws0">income statement.<span class="_ _1" /> </div><div class="t m0 x11 h2 y549 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13" />case <span class="_ _3e" />that <span class="_ _3e" />according <span class="_ _3e" />to <span class="_ _3e" />the <span class="_ _3e" />le<span class="_ _1" />asing <span class="_ _13" />contr<span class="_ _1" />act, <span class="_ _13" />at <span class="_ _3e" />the <span class="_ _3e" />end <span class="_ _3e" />of <span class="_ _13" />the <span class="_ _3e" />lease <span class="_ _3e" />period <span class="_ _3e" />re<span class="_ _1" />pairs <span class="_ _13" />are <span class="_ _13" />r<span class="_ _1" />equired <span class="_ _3e" />on <span class="_ _13" />d<span class="_ _1" />amages </div><div class="t m0 x11 h2 y9f9 ff1 fs0 fc0 sc0 ls0 ws0">occurred <span class="_ _1b" />out <span class="_ _1b" />of <span class="_ _1b" />usual <span class="_ _1c"> </span>wear <span class="_ _1b" />and <span class="_ _1b" />tear <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1c" />leased <span class="_ _1b" />asset <span class="_ _1b" />then <span class="_ _1b" />these <span class="_ _1c"> </span>expenses <span class="_ _1b" />are <span class="_ _1b" />recogn<span class="_ _1" />ised <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1b" />incom<span class="_ _1" />e </div><div class="t m0 x11 h2 y9fa ff1 fs0 fc0 sc0 ls0 ws0">statement of the year w<span class="_ _1" />hen the lease contract <span class="_ _1" />is terminated.<span class="_ _1" /> <span class="_ _1" /> </div><div class="t m0 x11 h2 y9fb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9fc ff1 fs0 fc0 sc0 ls0 ws0">2.17.6.  Contingent liabil<span class="_ _1" />ities and contingent ass<span class="_ _1" />ets<span class="_ _1" /> </div><div class="t m0 x11 h2 y70d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9fd ff1 fs0 fc0 sc0 ls0 ws0">Provisions are recogn<span class="_ _1" />ized when:<span class="_ _1" /> </div><div class="t m0 x11 h2 y9fe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9ff ff1 fs0 fc0 sc0 ls0 ws0">a) The Group has a prese<span class="_ _1" />nt obligation, le<span class="_ _1" />gal or constr<span class="_ _1" />ued, as resu<span class="_ _1" />lt of a past even<span class="_ _1" />t. </div><div class="t m0 x11 h2 ya00 ff1 fs0 fc0 sc0 ls0 ws0">b) It is probable that an<span class="_ _1" /> outflow of resourc<span class="_ _1" />es embodying econ<span class="_ _1" />omic benefits wi<span class="_ _1" />ll be <span class="_ _1" />required to<span class="_ _1" /> settle an </div><div class="t m0 x11 h2 ya01 ff1 fs0 fc0 sc0 ls0 ws0">obligation. </div><div class="t m0 x11 h2 y4b2 ff1 fs0 fc0 sc0 ls0 ws0">c) A reliable estimation<span class="_ _1" /> of the obl<span class="_ _1" />igation can be made.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya02 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya03 ff1 fs0 fc0 sc0 ls0 ws0">Provisions are revi<span class="_ _1" />ewed at <span class="_ _1" />every financial stateme<span class="_ _1" />nts preparatio<span class="_ _1" />n date.<span class="_ _1" /> </div><div class="t m0 x11 h2 y4b5 ff1 fs0 fc0 sc0 ls0 ws0">Contingent <span class="_ _3" />liabilities <span class="_ _b" />or <span class="_ _3" />contingent <span class="_ _3" />assets <span class="_ _3" />are <span class="_ _b" />not <span class="_ _3" />recognised i<span class="_ _3" />n <span class="_ _b" />the<span class="_ _1" /> <span class="_ _b" />financ<span class="_ _1" />ial <span class="_ _b" />statem<span class="_ _1" />ents, <span class="_ _b" />b<span class="_ _13" />ut <span class="_ _b" />d<span class="_ _1" />isclosed <span class="_ _b" />i<span class="_ _1" />n <span class="_ _b" />the <span class="_ _3" />notes </div><div class="t m0 x11 h2 y479 ff1 fs0 fc0 sc0 ls0 ws0">to the financial statemen<span class="_ _1" />ts, when the <span class="_ _1" />possibility of an o<span class="_ _1" />utflow or inflow of eco<span class="_ _1" />nomic benefit is remo<span class="_ _1" />te.<span class="_ _13" /> </div><div class="t m0 x11 h2 y47a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya04 ff1 fs0 fc0 sc0 ls0 ws0">2.17.7.  Allocation of revenue <span class="_ _1" />and expenses<span class="_ _1" /> </div><div class="t m0 x11 h2 y6ee ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y47d ff1 fs0 fc0 sc0 ls0 ws0">2.17.7.1. Alloc<span class="_ _1" />ation of joint revenue <span class="_ _1" />and expenses<span class="_ _1" /> </div><div class="t m0 x11 h2 y47e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y18c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />conso<span class="_ _1" />lidated <span class="_ _1" />J<span class="_ _1" />oint <span class="_ _13" />Ventures <span class="_ _13" />and <span class="_ _1" />m<span class="_ _1" />anagement <span class="_ _13" />companies <span class="_ _13" />of <span class="_ _13" />the <span class="_ _1" />Gro<span class="_ _1" />up, <span class="_ _1" />tr<span class="_ _1" />ansfer <span class="_ _13" />all <span class="_ _1" />reven<span class="_ _1" />ue <span class="_ _1" />and<span class="_ _1" /> <span class="_ _1" />expe<span class="_ _1" />nses </div><div class="t m0 x11 h2 y480 ff1 fs0 fc0 sc0 ls0 ws0">related <span class="_ _13" />to <span class="_ _13" />specific <span class="_ _13" />compa<span class="_ _1" />nies <span class="_ _13" />to <span class="_ _13" />these <span class="_ _3e" />ship-<span class="ls10">ow</span>ners <span class="_ _13" />compan<span class="_ _1" />ies. <span class="_ _13" />When <span class="_ _13" />revenue <span class="_ _13" />or<span class="_ _1" /> <span class="_ _13" />expenses <span class="_ _13" />are <span class="_ _13" />incurred<span class="_ _1" /> <span class="_ _13" />which </div></div></div><div class="pi" /></div>
<div id="pf67" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc67 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">103</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _13" />not<span class="_ _1" /> <span class="_ _13" />related<span class="_ _1" /> <span class="_ _13" />to <span class="_ _3e" />sp<span class="_ _1" />ecific <span class="_ _3e" />ship-ow<span class="_ _1" />ners <span class="_ _3e" />companies<span class="_ _1" />, <span class="_ _13" />the<span class="_ _1" /><span class="lsb">y <span class="_ _13" /></span>are <span class="_ _3e" />allocated <span class="_ _3e" />to <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />ship-<span class="_ _1" />owners <span class="_ _13" />c<span class="_ _1" />ompanies <span class="_ _3e" />base<span class="_ _1" />d <span class="_ _13" />on </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">gross registered tonna<span class="_ _1" />ge of e<span class="_ _1" />very vess<span class="_ _1" />el. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x54 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">2.1.1.1. <span class="_ _23"> </span>Allocat<span class="_ _1" />ion of expenses<span class="_ _1" /> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group <span class="_ _13" />recogn<span class="_ _1" />izes <span class="_ _13" />insurance <span class="_ _13" />expens<span class="_ _1" />es <span class="_ _13" />and <span class="_ _3e" />o<span class="_ _1" />ther <span class="_ _13" />ves<span class="_ _1" />sels <span class="_ _13" />expenses <span class="_ _13" />in <span class="_ _3e" />relation <span class="_ _13" />to <span class="_ _13" />a<span class="_ _1" /> <span class="_ _13" />twelve-m<span class="_ _1" />onth <span class="_ _13" />period<span class="_ _1" /> <span class="_ _13" />in </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls1 ws0">the<span class="ls0"> income stateme<span class="_ _1" />nt on a monthly bas<span class="_ _1" />is in order <span class="_ _1" />to facilitate ann<span class="_ _1" />ual allocation of <span class="_ _1" />such expenses.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls2 ws0">2.18.<span class="ls0"> <span class="_ _34"> </span>Current a<span class="_ _1" />nd deferred i<span class="_ _1" />ncome taxes<span class="_ _1" /><span class="ff11 fs8"> </span></span></div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y4a5 ff6 fs0 fc0 sc0 ls0 ws0">For <span class="_ _1" />a <span class="_ _13" />better <span class="_ _13" />understan<span class="_ _1" />ding <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />way <span class="_ _13" />in <span class="_ _1" />w<span class="_ _1" />hich <span class="_ _13" />the <span class="_ _1" />Gr<span class="_ _1" />oup’s <span class="_ _13" />income <span class="_ _13" />is <span class="_ _1" />tax<span class="_ _1" />ed, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _13" />profits <span class="_ _1" />are <span class="_ _13" />classified <span class="_ _13" />base<span class="_ _1" />d <span class="_ _1" />on<span class="_ _1" /> </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">their origin. </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">2.18.1.  Profit from shipping act<span class="_ _1" />ivities<span class="_ _1" /> </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">According <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />Law <span class="_ _3e" />27/1975,<span class="_ _1" /> <span class="_ _13" />article <span class="_ _13" />6<span class="_ _1" />, <span class="_ _13" />the <span class="_ _3e" />s<span class="_ _1" />hip-owners <span class="_ _3e" />c<span class="_ _1" />ompanies <span class="_ _13" />whose<span class="_ _1" /> <span class="_ _13" />vessels <span class="_ _3e" />are <span class="_ _13" />c<span class="_ _1" />arrying <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Greek <span class="_ _13" />f<span class="_ _1" />lag <span class="_ _13" />or </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">foreign flag <span class="_ _1" />but h<span class="_ _1" />ave establ<span class="_ _1" />ished their <span class="_ _1" />offices <span class="_ _1" />in Greece<span class="_ _13" /> under <span class="_ _1" />Law <span class="_ _1" />89/67 <span class="_ _1" />pay tax<span class="_ _1" />es based<span class="_ _1" /> on <span class="_ _1" />the gross<span class="_ _1" /> tonnag<span class="_ _1" />e </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">of the vessels, regard<span class="_ _1" />less of profits or <span class="_ _1" />losses. This tax <span class="_ _1" />is in effect an <span class="_ _1" />income tax w<span class="_ _1" />hich is readjusted <span class="_ _1" />according to </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0">the above law. </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />pay<span class="_ _1" />ment <span class="_ _1a" />of <span class="_ _1b" />the <span class="_ _1b" />above <span class="_ _1b" />tax <span class="_ _1b" />covers <span class="_ _1b" />all <span class="_ _1a" />obligat<span class="_ _1" />ions <span class="_ _1b" />which <span class="_ _1a" />are <span class="_ _1b" />related <span class="_ _1b" />to <span class="_ _1b" />income <span class="_ _1b" />tax <span class="_ _1b" />with <span class="_ _1a" />re<span class="_ _1" />gard <span class="_ _1c"> </span>to <span class="_ _1b" />shipping<span class="_ _1" /> </div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">activities. </div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />this <span class="_ _1" />case, <span class="_ _13" />a <span class="_ _1" />permanent <span class="_ _13" />difference <span class="_ _1" />exists <span class="_ _1" />be<span class="_ _1" />tween <span class="_ _1" />taxable <span class="_ _13" />and <span class="_ _1" />accounting <span class="_ _1" />r<span class="_ _1" />esults, <span class="_ _1" />which <span class="_ _1" />w<span class="_ _1" />ill <span class="_ _1" />not <span class="_ _1" />be <span class="_ _1" />t<span class="_ _1" />aken <span class="_ _1" />into<span class="_ _1" /> </div><div class="t m0 x11 h2 yfd ff1 fs0 fc0 sc0 ls0 ws0">consideration for the ca<span class="_ _1" />lculation of deferred t<span class="_ _1" />axation.<span class="_ _1" /> </div><div class="t m0 x11 h2 y980 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9ae ff1 fs0 fc0 sc0 ls0 ws0">2.18.2.  Profit from non-<span class="_ _1" />shipping activities<span class="_ _1" /> </div><div class="t m0 x11 h2 y72e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9af ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />t<span class="_ _1" />his pa<span class="_ _3" />rticular<span class="_ _1" /> <span class="_ _3" />case, <span class="_ _3" />the <span class="_ _3" />total <span class="_ _3" />revenue from <span class="_ _b" />n<span class="_ _1" />on-s<span class="_ _1" />hipping activities <span class="_ _3" />is <span class="_ _3" />calculated, as <span class="_ _3" />well <span class="_ _3" />as the <span class="_ _b" />exp<span class="_ _1" />enses <span class="_ _3" />related </div><div class="t m0 x11 h2 y52c ff1 fs0 fc0 sc0 ls0 ws0">to the above revenues.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b0 ff1 fs0 fc0 sc0 ls1 ws0">If <span class="ls0">i<span class="_ _3" />t <span class="_ _3" />is not <span class="_ _b" />feas<span class="_ _1" />ible to <span class="_ _b" />d<span class="_ _1" />etermine <span class="_ _3" />profits from <span class="_ _3" />non-shipp<span class="_ _1" />ing activities, <span class="_ _3" />then the <span class="_ _b" />tot<span class="_ _1" />al <span class="_ _3" />revenue is <span class="_ _3" />calculated, combining </span></div><div class="t m0 x11 h2 y9b1 ff1 fs0 fc0 sc0 ls0 ws0">revenue <span class="_ _b" />from <span class="_ _3" />shipping <span class="_ _b" />and no<span class="_ _3" />n-s<span class="_ _1" />hipping <span class="_ _b" />act<span class="_ _1" />ivities. <span class="_ _b" />Bas<span class="_ _1" />ed <span class="_ _b" />on <span class="_ _b" />th<span class="_ _1" />is <span class="_ _b" />tota<span class="_ _1" />l, <span class="_ _b" />the <span class="_ _b" />p<span class="_ _1" />ercentage <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />two <span class="_ _3" />above <span class="_ _b" />categories<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b2 ff1 fs0 fc0 sc0 ls0 ws0">is recorded in the <span class="_ _1" />total revenue. These p<span class="_ _1" />ercentages ar<span class="_ _1" />e divided by the total prof<span class="_ _1" />it / loss.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b3 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1a" />profit <span class="_ _1b" />arising <span class="_ _1a" />from <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />above <span class="_ _1a" />ca<span class="_ _1" />lcu<span class="_ _1" />lation, <span class="_ _1a" />referr<span class="_ _1" />ing <span class="_ _1b" /><span class="ls1">to</span> <span class="_ _1a" />non-shipping <span class="_ _1b" />activities, <span class="_ _1b" />is <span class="_ _1a" />taxable <span class="_ _1b" />under <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />general </div><div class="t m0 x11 h2 y9b4 ff1 fs0 fc0 sc0 ls0 ws0">provisions. </div><div class="t m0 x11 h2 y903 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y62 ff1 fs0 fc0 sc0 ls0 ws0">2.19.  <span class="_ _2d"> </span>Effect <span class="_ _1" />of changes in forei<span class="_ _1" />gn exchange rates<span class="_ _1" /> </div><div class="t m0 x11 h2 y975 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">The functional currency<span class="_ _1" /> of the Group is Euro.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b5 ff1 fs0 fc0 sc0 ls0 ws0">Transactions <span class="_ _1c"> </span>in <span class="_ _1c"> </span>foreign <span class="_ _1c" />currencies <span class="_ _1c"> </span>are <span class="_ _1c"> </span>translated <span class="_ _1c"> </span>into<span class="_ _1" /> <span class="_ _1b" />Euro <span class="_ _1c"> </span>at <span class="_ _1c"> </span>the <span class="_ _1b" />ex<span class="_ _1" />change <span class="_ _1c"> </span>rate <span class="_ _23"> </span>effective <span class="_ _1c"> </span>at <span class="_ _1c"> </span>the <span class="_ _1c"> </span>date <span class="_ _1c"> </span>of <span class="_ _1c" />the </div><div class="t m0 x11 h2 ya05 ff1 fs0 fc0 sc0 ls0 ws0">transaction.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf68" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc68 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">104</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">At every Statement of<span class="_ _1" /> Financial Pos<span class="_ _1" />ition date<span class="_ _1" />: </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">a) Monetary assets<span class="_ _1" /> are translated us<span class="_ _1" />ing the closing rat<span class="_ _1" />e eff<span class="_ _1" />ective as at that d<span class="_ _1" />ate. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">b) <span class="_ _3" />Non-monetary assets <span class="_ _3" />in <span class="_ _b" />foreig<span class="_ _1" />n <span class="_ _b" />curr<span class="_ _1" />ency<span class="ls1">, </span>measured <span class="_ _3" />using <span class="_ _3" />historical <span class="_ _b" />c<span class="_ _1" />ost, are <span class="_ _b" />trans<span class="_ _1" />lated <span class="_ _3" />applying <span class="_ _3" />the exchange </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">rate <span class="_ _3" />at the date <span class="_ _b" />of<span class="_ _1" /> <span class="_ _3" />transacti<span class="_ _1" />on. At the <span class="_ _b" />en<span class="_ _1" />d of <span class="_ _3" />every period, <span class="_ _b" />s<span class="_ _1" />uch assets are translated i<span class="_ _3" />nto home <span class="_ _3" />currency by using </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">the closing rate of that <span class="_ _1" />date. </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">Exchange <span class="_ _13" />differences <span class="_ _13" />arising <span class="_ _13" />in <span class="_ _13" />the <span class="_ _13" />above <span class="_ _13" />case<span class="_ _1" />s <span class="_ _13" />are <span class="_ _13" />recognized <span class="_ _13" />in <span class="_ _13" />revenue <span class="_ _13" />or <span class="_ _13" />ex<span class="_ _1" />penses <span class="_ _13" />in <span class="_ _13" />the <span class="_ _13" />period <span class="_ _13" />in <span class="_ _13" />which </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">they arise. </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">Exchange <span class="_ _b" />d<span class="_ _1" />ifferences <span class="_ _b" />aris<span class="_ _1" />ing <span class="_ _b" />on <span class="_ _3" />the <span class="_ _b" />sett<span class="_ _1" />lement <span class="_ _b" />of <span class="_ _3" />non<span class="_ _1" />-mone<span class="_ _1" />tary <span class="_ _b" />ass<span class="_ _1" />ets <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />forei<span class="_ _1" />gn <span class="_ _b" />compan<span class="_ _1" />ies, <span class="_ _b" />w<span class="_ _1" />hose <span class="_ _b" />curr<span class="_ _1" />ency </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">is not Euro, are reco<span class="_ _1" />gnized directly in equ<span class="_ _1" />ity.<span class="_ _1" /> </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls2 ws0">2.20.<span class="ls0"> <span class="_ _34"> </span>Financ<span class="_ _1" />ial liabilities<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">The basic financial instru<span class="_ _1" />ments of the Gro<span class="_ _1" />up are<span class="_ _1" /> as follows<span class="_ _1" />: </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">a) Bank loans <span class="_ _1" /> </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">Loans are <span class="_ _b" />i<span class="_ _1" />nitially recorded at <span class="_ _b" />c<span class="_ _1" />ost, which <span class="_ _3" />is <span class="_ _3" />the actual value <span class="_ _3" />of <span class="_ _3" />the received <span class="_ _3" />consi<span class="_ _1" />deration, plus po<span class="_ _3" />tentially arising </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">related expenses. <span class="_ _1" />Subsequently, <span class="_ _1" />they are valued <span class="_ _1" />at the carry<span class="_ _1" />ing amount <span class="_ _1" />based on the<span class="_ _1" /> effective interest rate<span class="_ _1" />. </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0">b) Hedging financia<span class="_ _1" />l instruments<span class="_ _1" /> </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">All <span class="_ _b" />f<span class="_ _1" />inancial derivative<span class="lsb">s <span class="_ _b" /><span class="ls0">are<span class="_ _1" /> recogni<span class="_ _3" />zed and <span class="_ _b" />me<span class="_ _1" />asured at <span class="_ _b" />fair <span class="_ _3" />value. Financial de<span class="_ _3" />rivatives are <span class="_ _3" />presented separately </span></span></div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">as assets when the fa<span class="_ _1" />ir value is positive and sep<span class="_ _1" />arate <span class="_ _1" />in <span class="ls2">as</span> <span class="_ _1" />liabilities whe<span class="_ _1" />n the fair value is negative.<span class="_ _1" /> </div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0">The method of recognition of profit or <span class="_ _3" />loss depends on <span class="_ _1" />whether a derivative has been identified as a hedged item </div><div class="t m0 x11 h2 yfd ff1 fs0 fc0 sc0 ls0 ws0">and whether it is offset by <span class="_ _1" />nature of th<span class="_ _1" />e item which is offset.<span class="_ _1" /> </div><div class="t m0 x11 h2 y980 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9ae ff1 fs0 fc0 sc0 ls0 ws0">Using <span class="_ _3" />cash flows <span class="_ _3" />offsetting, the <span class="_ _b" />G<span class="_ _1" />roup intends <span class="_ _b" />t<span class="_ _1" />o cover <span class="_ _b" />the risks that <span class="_ _b" />cause a change <span class="_ _b" />i<span class="_ _1" />n <span class="_ _3" />cash flows <span class="_ _3" />and arise <span class="_ _b" />fr<span class="_ _1" />om </div><div class="t m0 x11 h2 y72e ff1 fs0 fc0 sc0 ls0 ws0">an <span class="_ _1" />as<span class="_ _1" />set <span class="_ _13" />or <span class="_ _13" />a <span class="_ _13" />liabi<span class="_ _1" />lity <span class="_ _13" />or <span class="_ _13" />a <span class="_ _13" />future <span class="_ _13" />transaction <span class="_ _13" />and <span class="_ _13" />that <span class="_ _3e" />change <span class="_ _13" />will <span class="_ _13" />affect <span class="_ _13" />the <span class="_ _13" />income <span class="_ _13" />stat<span class="_ _1" />ement. <span class="_ _13" />Examples <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />the </div><div class="t m0 x11 h2 y9af ff1 fs0 fc0 sc0 ls0 ws0">Group's cash <span class="_ _3" />flow offsetting hedging include future <span class="_ _3" />transactions in the <span class="_ _b" />s<span class="_ _1" />hipping fuel ma<span class="_ _3" />rket, subject to <span class="_ _b" />c<span class="_ _1" />hanges in </div><div class="t m0 x11 h2 y52c ff1 fs0 fc0 sc0 ls0 ws0">market prices. </div><div class="t m0 x11 h2 y9b0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9b1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Group <span class="_ _1" />uses<span class="_ _1" /> <span class="_ _1" />hedge<span class="_ _1" /> <span class="_ _1" />account<span class="_ _1" />ing <span class="_ _1" />wh<span class="_ _1" />en <span class="_ _1" />at <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />commenceme<span class="_ _1" />nt <span class="_ _1" />of <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />hedging <span class="_ _13" />transaction <span class="_ _1" />and <span class="_ _13" />the <span class="_ _1" />subsequ<span class="_ _1" />ent </div><div class="t m0 x11 h2 y9b2 ff1 fs0 fc0 sc0 ls0 ws0">use <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />f<span class="_ _1" />inancial <span class="_ _1a" />items <span class="_ _1a" />derivatives <span class="_ _3e" />it <span class="_ _1a" />may <span class="_ _3e" />a<span class="_ _1" />lso <span class="_ _3e" />doc<span class="_ _1" />ument <span class="_ _3e" />the <span class="_ _3e" />re<span class="_ _1" />lationship <span class="_ _3e" />bet<span class="_ _1" />ween <span class="_ _3e" />the <span class="_ _1a" />hedged <span class="_ _3e" />it<span class="_ _1" />em <span class="_ _3e" />and <span class="_ _1a" />the </div><div class="t m0 x11 h2 y9b3 ff1 fs0 fc0 sc0 ls0 ws0">hedging <span class="_ _1c"> </span>instrument <span class="_ _1c"> </span>regard<span class="_ _1" />ing <span class="_ _1c"> </span>the <span class="_ _1c"> </span>risk <span class="_ _1c"> </span>managem<span class="_ _1" />ent <span class="_ _1c" />and <span class="_ _1c"> </span>strategy <span class="_ _1c"> </span>for <span class="_ _1c"> </span>the <span class="_ _23"> </span>he<span class="_ _1" />dging <span class="_ _1c"> </span>decision<span class="_ _1" />. <span class="_ _1b" />M<span class="_ _1" />oreover, <span class="_ _1c"> </span>hedge<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b4 ff1 fs0 fc0 sc0 ls0 ws0">accounting <span class="_ _13" />is <span class="_ _1" />appl<span class="_ _1" />ied <span class="_ _1" />only <span class="_ _13" />when <span class="_ _13" />it <span class="_ _13" />is <span class="_ _1" />expecte<span class="_ _1" />d <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />be <span class="_ _13" />effective <span class="_ _13" />and <span class="_ _1" />ca<span class="_ _1" />n <span class="_ _1" />b<span class="_ _1" />e <span class="_ _1" />relia<span class="_ _1" />bly <span class="_ _13" />measured <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _13" />on <span class="_ _1" />an <span class="_ _13" />ongoing </div><div class="t m0 x11 h2 y903 ff1 fs0 fc0 sc0 ls2 ws0">ba<span class="ls0">sis for every reporti<span class="_ _1" />ng period.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y62 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y975 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Group <span class="_ _3" />has <span class="_ _b" />defined <span class="_ _3" />as <span class="_ _b" />a <span class="_ _b" />he<span class="_ _1" />dging <span class="_ _b" />ratio <span class="_ _3" />equal <span class="_ _b" />to <span class="_ _b" />1:<span class="_ _1" /> <span class="_ _b" />1 <span class="_ _b" />f<span class="_ _1" />or <span class="_ _b" />the relationship <span class="_ _b" />between hedging <span class="_ _b" />instrument <span class="_ _b" />(contra<span class="_ _1" />cts) </div><div class="t m0 x11 h2 y2f ff1 fs0 fc0 sc0 ls0 ws0">and hedged item (<span class="_ _1" />fuel oil).<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b5 ff1 fs0 fc0 sc0 ls0 ws0">Hedging <span class="_ _b" />inefficiency <span class="_ _b" />may <span class="_ _b" />ar<span class="_ _1" />ise <span class="_ _12" />fro<span class="_ _1" />m <span class="_ _12" />a) <span class="_ _b" />d<span class="_ _1" />ifferences <span class="_ _b" />related <span class="_ _b" />to <span class="_ _b" />time <span class="_ _b" />difference <span class="_ _b" />betwe<span class="_ _1" />en <span class="_ _12" />t<span class="_ _1" />he <span class="_ _12" />c<span class="_ _1" />ash <span class="_ _b" />flows <span class="_ _b" />of <span class="_ _12" />th<span class="_ _1" />e <span class="_ _b" />hedging<span class="_ _1" /> </div><div class="t m0 x11 h2 ya05 ff1 fs0 fc0 sc0 ls0 ws0">instruments <span class="_ _13" />and <span class="_ _13" />the <span class="_ _13" />hedge<span class="_ _1" />d <span class="_ _13" />item, <span class="_ _13" />and <span class="_ _13" />b) <span class="_ _13" />contingent <span class="_ _13" />chang<span class="_ _1" />e <span class="_ _13" />in<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />hedging <span class="_ _13" />rat<span class="_ _1" />io <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />hedging <span class="_ _13" />relation <span class="_ _13" />ar<span class="_ _1" />ising </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">105</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">from the <span class="_ _1" />amo<span class="_ _1" />unt of <span class="_ _1" />the <span class="_ _1" />hedged <span class="_ _1" />item <span class="_ _1" />which <span class="_ _1" />the <span class="_ _1" />Group <span class="_ _1" />actually <span class="_ _1" />offsets <span class="_ _1" />and <span class="_ _1" />the <span class="_ _1" />quantity <span class="_ _1" />of t<span class="_ _1" />he hedg<span class="_ _1" />ing <span class="_ _1" />instrument </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">that <span class="_ _12" />th<span class="_ _1" />e <span class="_ _b" />Group <span class="_ _b" />actually <span class="_ _b" />us<span class="_ _1" />es <span class="_ _b" />to <span class="_ _b" />offset <span class="_ _b" />the <span class="_ _b" />aforementione<span class="_ _1" />d <span class="_ _b" />quantity <span class="_ _b" />of <span class="_ _b" />hedging <span class="_ _b" />instru<span class="_ _1" />ment <span class="_ _b" />and <span class="_ _b" />c<span class="_ _1" />) <span class="_ _3" />continent <span class="_ _b" />decrease<span class="_ _1" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">in combustion arisi<span class="_ _1" />ng from the d<span class="_ _1" />ecrease in routes.<span class="_ _1" /> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">Changes <span class="_ _b" />in <span class="_ _3" />the <span class="_ _b" />fair <span class="_ _3" />value <span class="_ _b" />of the <span class="_ _12" />effec<span class="_ _1" />tive <span class="_ _b" />compo<span class="_ _1" />nent <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />hedg<span class="_ _1" />ing <span class="_ _b" />instrument <span class="_ _3" />are <span class="_ _3" />recognized <span class="_ _b" />in <span class="_ _3" />equity <span class="_ _b" />(<span class="_ _13" />Fair <span class="_ _b" />va<span class="_ _1" />lue </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">reserves) <span class="_ _1c"> </span>through <span class="_ _1b" />ot<span class="_ _1" />her <span class="_ _1b" />comprehensive <span class="_ _1c"> </span>income<span class="_ _1" />, <span class="_ _1b" />whil<span class="_ _1" />e <span class="_ _1b" />the <span class="_ _1b" />inefficie<span class="_ _1" />nt <span class="_ _1b" />com<span class="_ _1" />ponent <span class="_ _1c"> </span>is <span class="_ _1b" />recognize<span class="_ _1" />d <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1c"> </span>Income<span class="_ _1" /> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">Statement. </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />amounts <span class="_ _1a" />accumulate<span class="_ _1" />d <span class="_ _3e" />in <span class="_ _1a" />equity <span class="_ _3e" />are <span class="_ _1a" />transferred<span class="_ _1" /> <span class="_ _3e" />to <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />Income<span class="_ _1" /> <span class="_ _3e" />Statement <span class="_ _1a" />in <span class="_ _1a" />the <span class="_ _3e" />per<span class="_ _1" />iods <span class="_ _3e" />when <span class="_ _1a" />the <span class="_ _1a" />hedged </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">items are recognize<span class="_ _1" />d in the<span class="_ _1" /> incomes statement.<span class="_ _1" /> </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">The Group measures the<span class="_ _1" /> fair value <span class="_ _1" />reserves at t<span class="_ _1" />he lowest of the fo<span class="_ _1" />llowing amounts<span class="_ _1" /> (in absolute v<span class="_ _1" />alues<span class="ls5">):</span> </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">i) the cumulative gain or l<span class="_ _1" />oss of the hedging <span class="_ _1" />instrument from the com<span class="_ _1" />mencement of the hed<span class="_ _1" />ging and<span class="_ _13" /> </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">ii) <span class="_ _12" />t<span class="_ _1" />he <span class="_ _b" />cumulat<span class="_ _1" />ive <span class="_ _b" />change <span class="_ _3" />in <span class="_ _b" />fair <span class="_ _b" />value <span class="_ _b" />(in <span class="_ _b" />pres<span class="_ _1" />ent <span class="_ _b" />valu<span class="_ _1" />e) <span class="_ _b" />of <span class="_ _b" />the <span class="_ _3" />hedged <span class="_ _b" />item <span class="_ _b" />(<span class="_ _13" />i.e. <span class="_ _b" />the <span class="_ _3" />present <span class="_ _b" />value <span class="_ _b" />o<span class="_ _1" />f <span class="_ _b" />the <span class="_ _b" />cu<span class="_ _1" />mulative </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">change in the hedge<span class="_ _1" />d expected future c<span class="_ _1" />ash flows) from the<span class="_ _1" /> commencement of t<span class="_ _1" />he hedging.<span class="_ _13" /> </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">When <span class="_ _3e" />a<span class="_ _1" /> <span class="_ _3e" />cas<span class="_ _1" />h <span class="_ _3e" />f<span class="_ _1" />low <span class="_ _3e" />he<span class="_ _1" />dging <span class="_ _1a" />item <span class="_ _3e" />ex<span class="_ _1" />pires, <span class="_ _1a" />is <span class="_ _1a" />disposed <span class="_ _1b" />or <span class="_ _3e" />exerc<span class="_ _1" />ised <span class="_ _1a" />without <span class="_ _1a" />being<span class="_ _1" /> <span class="_ _3e" />replac<span class="_ _1" />ed, <span class="_ _3e" />or <span class="_ _1a" />wh<span class="_ _1" />en <span class="_ _1a" />a <span class="_ _3e" />h<span class="_ _1" />edging </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">instrument <span class="_ _13" />no <span class="_ _13" />longer <span class="_ _13" />m<span class="_ _1" />eets <span class="_ _13" />the <span class="_ _13" />criteria <span class="_ _13" />for<span class="_ _1" /> <span class="_ _13" />hedge <span class="_ _13" />account<span class="_ _1" />ing, <span class="_ _13" />any <span class="_ _13" />cumulative<span class="_ _1" /> <span class="_ _13" />profit <span class="_ _13" />or <span class="_ _13" />loss <span class="_ _13" />in <span class="_ _13" />the <span class="_ _3e" />Equity <span class="_ _13" />at <span class="_ _3e" />that </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0">time is recognised<span class="_ _1" /> to the income stat<span class="_ _1" />ement, </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">Finally, <span class="_ _23"> </span>it <span class="_ _24"> </span>is <span class="_ _23"> </span>to <span class="_ _24"> </span>be <span class="_ _23"> </span>noted<span class="_ _1" /> <span class="_ _23"> </span>that  as <span class="_ _23"> </span>far <span class="_ _23"> </span>as <span class="_ _24"> </span>hedge <span class="_ _23"> </span>ac<span class="_ _1" />counting <span class="_ _24"> </span>is <span class="_ _23"> </span>concerne<span class="_ _1" />d, <span class="_ _24"> </span>the <span class="_ _24"> </span>Group <span class="_ _23"> </span>co<span class="_ _1" />ntinues <span class="_ _23"> </span>to<span class="_ _1" /> <span class="_ _23"> </span>apply <span class="_ _24"> </span>the </div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0">requirements arising fro<span class="_ _1" />m IAS 39.<span class="_ _1" /> </div><div class="t m0 x11 h9 ya06 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y378 ff1 fs0 fc0 sc0 ls2 ws0">2.21.<span class="ls0"> <span class="_ _34"> </span>Financ<span class="_ _1" />ial assets </span></div><div class="t m0 x11 h2 y323 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y15f ff1 fs0 fc0 sc0 ls0 ws0">Initial recognition<span class="_ _1" /> </div><div class="t m0 x11 h2 y4fe ff1 fs0 fc0 sc0 ls0 ws0">A <span class="_ _b" />f<span class="_ _1" />inancial <span class="_ _3" />asset or <span class="_ _b" />financia<span class="_ _1" />l <span class="_ _3" />liability <span class="_ _3" />is <span class="_ _b" />r<span class="_ _1" />ecognized in <span class="_ _b" />the <span class="_ _1" />statement of <span class="_ _b" />financial position <span class="_ _b" />o<span class="_ _1" />f <span class="_ _3" />the <span class="_ _3" />Group <span class="_ _3" />when i<span class="_ _3" />t <span class="_ _3" />arises </div><div class="t m0 x11 h2 ya07 ff1 fs0 fc0 sc0 ls0 ws0">or when the Group beco<span class="_ _1" />mes part of the co<span class="_ _1" />ntractual terms of the f<span class="_ _1" />inancial instrument.<span class="_ _13" /> </div><div class="t m0 x11 h2 y9d4 ff1 fs0 fc0 sc0 ls0 ws0">Financial <span class="_ _b" />ass<span class="_ _1" />ets <span class="_ _3" />are <span class="_ _b" />class<span class="_ _1" />ified <span class="_ _3" />at <span class="_ _b" />initial<span class="_ _1" /> <span class="_ _b" />recog<span class="_ _1" />nition <span class="_ _b" />and<span class="_ _1" /> <span class="_ _3" />are <span class="_ _b" />subseque<span class="_ _1" />ntly <span class="_ _b" />me<span class="_ _1" />asured <span class="_ _3" />at <span class="_ _b" />amortiz<span class="_ _1" />ed <span class="_ _b" />cos<span class="_ _1" />t<span class="_ _1" />,<span class="_ _1" /> <span class="_ _b" />at <span class="_ _3" />fair <span class="_ _3" />value </div><div class="t m0 x11 h2 ya08 ff1 fs0 fc0 sc0 ls0 ws0">through other compreh<span class="_ _1" />ensive income a<span class="_ _1" />nd fair value through <span class="_ _1" />profit or loss.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya09 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya0a ff1 fs0 fc0 sc0 ls0 ws0">If <span class="_ _3e" />a <span class="_ _3e" />fi<span class="_ _1" />nancial <span class="_ _3e" />asset<span class="_ _1" /> <span class="_ _3e" />is <span class="_ _3e" />to<span class="_ _1" /> <span class="_ _3e" />be <span class="_ _3e" />c<span class="_ _1" />lassified <span class="_ _3e" />and <span class="_ _1a" />meas<span class="_ _1" />ured <span class="_ _1a" />at <span class="_ _3e" />amortized<span class="_ _1" /> <span class="_ _3e" />cost <span class="_ _3e" />or<span class="_ _1" /> <span class="_ _3e" />at <span class="_ _1a" />fair <span class="_ _3e" />value <span class="_ _1a" />through<span class="_ _1" /> <span class="_ _3e" />comprehen<span class="_ _1" />sive </div><div class="t m0 x11 h2 ya0b ff1 fs0 fc0 sc0 ls0 ws0">income, <span class="_ _1" />it <span class="_ _1" />shal<span class="_ _1" />l <span class="_ _1" />generate <span class="_ _1" />cash <span class="_ _1" />ex<span class="_ _1" />clusively <span class="_ _1" />pertain<span class="_ _1" />ing t<span class="_ _1" />o <span class="_ _1" />capita<span class="_ _13" />l a<span class="_ _1" />nd <span class="_ _1" />interest <span class="_ _13" />repayments <span class="_ _1" />of <span class="_ _1" />the <span class="_ _13" />initial <span class="_ _1" />capital. <span class="_ _13" />The </div><div class="t m0 x11 h2 ya0c ff1 fs0 fc0 sc0 ls0 ws0">business <span class="_ _1" />model <span class="_ _1" />applied by <span class="_ _13" />the Group <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />purposes <span class="_ _1" />of <span class="_ _1" />managing <span class="_ _1" />financial <span class="_ _1" />assets <span class="_ _1" />refers <span class="_ _1" />to <span class="_ _1" />the way <span class="_ _1" />in <span class="_ _1" />which <span class="_ _1" />it </div><div class="t m0 x11 h2 ya0d ff1 fs0 fc0 sc0 ls0 ws0">manages its financial ca<span class="_ _1" />pabilities in order to g<span class="_ _1" />enerate cash flows.<span class="_ _13" /> </div><div class="t m0 x11 h2 ya0e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya0f ff1 fs0 fc0 sc0 ls0 ws0">Classification of Fi<span class="_ _1" />nancial Ins<span class="_ _1" />truments </div></div></div><div class="pi" /></div>
<div id="pf6a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc6a w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">106</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />account<span class="_ _1" />ing <span class="_ _1" />policies, <span class="_ _13" />applied <span class="_ _1" />by <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />Group,<span class="_ _1" /> <span class="_ _1" />require <span class="_ _1" />tha<span class="_ _1" />t <span class="_ _1" />as <span class="_ _13" />at <span class="_ _1" />their <span class="_ _13" />acquisition, <span class="_ _1" />financi<span class="_ _1" />al <span class="_ _1" />assets <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />liabilit<span class="_ _1" />ies </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">should be classified in<span class="_ _1" /> different categories as<span class="_ _1" /> follows<span class="_ _1" />: </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">a) Financial assets at fa<span class="_ _1" />ir value through prof<span class="_ _1" />it and loss<span class="_ _1" /> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">Financial <span class="_ _1c"> </span>assets <span class="_ _1c"> </span>at <span class="_ _1c"> </span>fair <span class="_ _1c"> </span>value <span class="_ _1c"> </span>thr<span class="_ _1" />ough <span class="_ _1c"> </span>profit <span class="_ _1c"> </span>or <span class="_ _1c"> </span>loss<span class="_ _1" /> <span class="_ _1b" />i<span class="_ _1" />nclude <span class="_ _1b" />fi<span class="_ _1" />nancial <span class="_ _1c"> </span>assets <span class="_ _1c"> </span>held <span class="_ _1c"> </span>for <span class="_ _1c"> </span>tra<span class="_ _1" />ding, <span class="_ _1b" />f<span class="_ _1" />inancial <span class="_ _1c"> </span>assets </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">designated <span class="_ _1a" />at<span class="_ _1" /> <span class="_ _1a" />in<span class="_ _1" />itial <span class="_ _1a" />recog<span class="_ _1" />nition <span class="_ _1b" />at <span class="_ _1a" />fair <span class="_ _1b" />value <span class="_ _1b" />through <span class="_ _1b" />profit <span class="_ _1b" />or <span class="_ _1a" />l<span class="_ _1" />oss, <span class="_ _1a" />or <span class="_ _1b" />financial <span class="_ _1b" />assets<span class="_ _1" /> <span class="_ _1a" />that <span class="_ _1b" />are <span class="_ _1b" />required <span class="_ _1b" />to <span class="_ _1a" />be<span class="_ _1" /> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">measured <span class="_ _b" />at <span class="_ _b" />fair <span class="_ _b" />val<span class="_ _1" />ue. <span class="_ _12" />Fi<span class="_ _1" />nancial <span class="_ _b" />as<span class="_ _1" />sets <span class="_ _b" />are <span class="_ _b" />classified <span class="_ _3" />as <span class="_ _b" />held <span class="_ _b" />for <span class="_ _b" />trading <span class="_ _3" />if <span class="_ _12" />th<span class="_ _1" />ey <span class="_ _b" />are <span class="_ _b" />acquired <span class="_ _b" />for <span class="_ _3" />sale <span class="_ _b" />or <span class="_ _b" />repurchase </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _b" />the <span class="_ _b" />n<span class="_ _1" />ear <span class="_ _b" />future. <span class="_ _3" />Financial <span class="_ _3" />assets <span class="_ _b" />with <span class="_ _b" />c<span class="_ _1" />ash <span class="_ _b" />flows <span class="_ _3" />referring <span class="_ _b" />not <span class="_ _3" />only <span class="_ _b" />to <span class="_ _b" />c<span class="_ _1" />apital <span class="_ _b" />and <span class="_ _3" />interest <span class="_ _b" />paym<span class="_ _1" />ents <span class="_ _b" />are <span class="_ _3" />classified </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">and measured at fa<span class="_ _1" />ir value through prof<span class="_ _1" />it or loss<span class="_ _1" />, irrespective of the busi<span class="_ _1" />ness mo<span class="_ _1" />del. </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">b) Financial assets at am<span class="_ _1" />ortized cost<span class="_ _1" /> </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">The Group measures fi<span class="_ _1" />nancial assets at amortize<span class="_ _1" />d cost if both of th<span class="_ _13" />e following conditio<span class="_ _1" />ns are met:<span class="_ _1" /> </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">(1) <span class="_ _1" />the financi<span class="_ _1" />al asset <span class="_ _1" />is <span class="_ _1" />held <span class="_ _1" />in ord<span class="_ _1" />er <span class="_ _13" /><span class="ls1">to </span>ma<span class="_ _1" />intain fi<span class="_ _1" />nancial ass<span class="_ _1" />ets for <span class="_ _1" />th<span class="_ _1" />e purpos<span class="_ _1" />es of <span class="_ _1" />collecting <span class="_ _1" />contractu<span class="_ _1" />al ca<span class="_ _1" />sh </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">flows; and (2) the c<span class="_ _1" />ontractual terms of<span class="_ _1" /> the financia<span class="_ _1" />l asset generatin<span class="_ _1" />g cash flows at <span class="_ _1" />specified dates only pert<span class="_ _1" />ain to </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">capital and interest <span class="_ _1" />payments on th<span class="_ _1" />e balance of the init<span class="_ _1" />ial capital.<span class="_ _1" /> </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">Financial <span class="_ _1" />as<span class="_ _1" />sets <span class="_ _1" />which <span class="_ _13" />are <span class="_ _13" />measured <span class="_ _13" />at <span class="_ _1" />amortized <span class="_ _13" />cost<span class="_ _1" /> <span class="_ _13" />are <span class="_ _1" />s<span class="_ _1" />ubsequently <span class="_ _1" />m<span class="_ _1" />easured <span class="_ _13" />using <span class="_ _13" />the <span class="_ _1" />Effective <span class="_ _13" />Interest </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">Rate <span class="_ _b" />Meth<span class="_ _1" />od <span class="_ _b" />(EIR) <span class="_ _3" />and <span class="_ _b" />are subject <span class="_ _b" />to <span class="_ _b" />impa<span class="_ _1" />irment. <span class="_ _b" />Gain<span class="_ _1" />s <span class="_ _b" />and <span class="_ _3" />losses <span class="_ _b" />are recognized <span class="_ _b" />in the <span class="_ _b" />income <span class="_ _3" />statement <span class="_ _3" />when </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls1 ws0">the <span class="ls0">asset is derec<span class="_ _1" />ognized, modified or im<span class="_ _1" />paired.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">c) Financial assets at fa<span class="_ _1" />ir value thr<span class="_ _1" />ough total co<span class="_ _1" />mprehensive income<span class="_ _1" /> </div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">Upon <span class="_ _1b" />initial <span class="_ _1c"> </span>recognition, <span class="_ _1c"> </span>the <span class="_ _1b" />Gr<span class="_ _1" />oup <span class="_ _1b" />may <span class="_ _1b" />dec<span class="_ _1" />ide <span class="_ _1b" />to<span class="_ _1" /> <span class="_ _1b" />cl<span class="_ _1" />assify <span class="_ _1b" />its <span class="_ _1c"> </span>investment <span class="_ _1c"> </span>participations <span class="_ _1c"> </span>as <span class="_ _1b" />equity <span class="_ _1c"> </span>instruments<span class="_ _1" /> </div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0">designated at <span class="_ _1" />fair <span class="_ _1" />value thr<span class="_ _1" />ough total <span class="_ _1" />comprehensive <span class="_ _1" />income w<span class="_ _1" />hen they <span class="_ _1" />meet <span class="_ _1" />the definitio<span class="_ _1" />n of <span class="_ _1" />equity and <span class="_ _1" />are <span class="_ _1" />not </div><div class="t m0 x11 h2 yfd ff1 fs0 fc0 sc0 ls0 ws0">held <span class="_ _b" />for <span class="_ _b" />trading. <span class="_ _b" />Classif<span class="_ _1" />ication <span class="_ _b" />is <span class="_ _b" />determined <span class="_ _b" />per <span class="_ _b" />financi<span class="_ _1" />al <span class="_ _12" />i<span class="_ _1" />nstrument. <span class="_ _b" />Profits <span class="_ _b" />and <span class="_ _b" />lo<span class="_ _1" />sses <span class="_ _b" />from <span class="_ _b" />these <span class="_ _b" />financial <span class="_ _b" />as<span class="_ _1" />sets </div><div class="t m0 x11 h2 y980 ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _1" />never <span class="_ _13" />recycled <span class="_ _13" />to <span class="_ _1" />pro<span class="_ _1" />fits <span class="_ _13" />or <span class="_ _1" />losses<span class="_ _1" />. <span class="_ _13" />Equity <span class="_ _1" />i<span class="_ _1" />nstruments <span class="_ _13" />designated <span class="_ _13" />at <span class="_ _1" />fair <span class="_ _13" />value <span class="_ _13" />through <span class="_ _13" />total <span class="_ _1" />c<span class="_ _1" />omprehens<span class="_ _1" />ive </div><div class="t m0 x11 h2 y9ae ff1 fs0 fc0 sc0 ls0 ws0">income are not subjec<span class="_ _1" />t to impairment test. T<span class="_ _1" />he Group<span class="_ _1" /> holds<span class="_ _1" /> no such assets.<span class="_ _1" /> </div><div class="t m0 x11 h2 y72e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9af ff1 fs0 fc0 sc0 ls0 ws0">Derecognition<span class="_ _1" /> </div><div class="t m0 x11 h2 y52c ff1 fs0 fc0 sc0 ls0 ws0">A financial asset is derec<span class="_ _1" />ognized whe<span class="_ _1" />n:<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b0 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />rights <span class="_ _13" />to <span class="_ _13" />receive <span class="_ _13" />cash<span class="_ _1" /> <span class="_ _13" />flows <span class="_ _13" />from <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />asset <span class="_ _13" />have<span class="_ _1" /> <span class="_ _3e" />expired, <span class="_ _13" />or <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Group <span class="_ _13" />has <span class="_ _13" />transferr<span class="_ _1" />ed <span class="_ _13" />its <span class="_ _13" />rights <span class="_ _13" />to <span class="_ _13" />receive<span class="_ _1" /> </div><div class="t m0 x11 h2 y9b1 ff1 fs0 fc0 sc0 ls0 ws0">cash <span class="_ _23"> </span>flows <span class="_ _23"> </span>from <span class="_ _23"> </span>the <span class="_ _23"> </span>asset <span class="_ _23"> </span>or <span class="_ _23"> </span>has <span class="_ _23"> </span>undertaken <span class="_ _23"> </span>the <span class="_ _23"> </span>commitment <span class="_ _23"> </span>to <span class="_ _23"> </span>fully <span class="_ _23"> </span>pay <span class="_ _23"> </span>the <span class="_ _23"> </span>cash <span class="_ _23"> </span>flows <span class="_ _23"> </span>received <span class="_ _23"> </span>without </div><div class="t m0 x11 h2 y9b2 ff1 fs0 fc0 sc0 ls0 ws0">significant delay to a third<span class="_ _1" /> party under an <span class="_ _1" />arrangement<span class="_ _1" />. </div><div class="t m0 x11 h2 y9b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9b4 ff1 fs0 fc0 sc0 ls0 ws0">Impairment<span class="_ _1" /> </div><div class="t m0 x11 h2 y903 ff1 fs0 fc0 sc0 ls0 ws0">The Group reco<span class="_ _1" />gnizes <span class="_ _1" />provision <span class="_ _1" />for loss<span class="_ _1" /><span class="ls2">es</span> <span class="ls1">for</span> <span class="_ _1" />expecte<span class="_ _1" />d credit <span class="_ _1" />losses regarding <span class="_ _1" />financial ass<span class="_ _1" />ets not <span class="_ _1" />measured <span class="_ _1" />at </div><div class="t m0 x11 h2 y62 ff1 fs0 fc0 sc0 ls0 ws0">fair <span class="_ _1a" />value <span class="_ _1b" />through <span class="_ _1b" />profit <span class="_ _1b" />or <span class="_ _1b" />loss. <span class="_ _1a" />Expecte<span class="_ _1" />d <span class="_ _1a" />cr<span class="_ _1" />edit <span class="_ _1a" />loss<span class="_ _1" />es <span class="_ _1a" />are <span class="_ _1b" />based <span class="_ _1b" />on <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />bala<span class="_ _1" />nce <span class="_ _1b" />between <span class="_ _1a" />all <span class="_ _1b" />the <span class="_ _1c"> </span>n<span class="_ _1" />ecessary </div><div class="t m0 x11 h2 y975 ff1 fs0 fc0 sc0 ls0 ws0">payable contractual cas<span class="_ _1" />h flows and all disc<span class="_ _1" />ounted cash fl<span class="_ _13" />ows that the Group expe<span class="_ _1" />cts to receive.<span class="_ _1" /> </div><div class="t m0 x11 h2 y2f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">107</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">Regarding <span class="_ _1" />trade <span class="_ _1" />r<span class="_ _1" />eceivables<span class="_ _1" /> <span class="_ _1" />and <span class="_ _1" />contractu<span class="_ _1" />al <span class="_ _1" />assets<span class="_ _1" />, <span class="_ _1" />the <span class="_ _1" />Gr<span class="_ _1" />oup <span class="_ _1" />applies <span class="_ _1" />s<span class="_ _1" />implified <span class="_ _1" />approac<span class="_ _1" />h <span class="_ _1" />in <span class="_ _1" />order <span class="_ _1" />to <span class="_ _13" />calculate </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">expected credit losses. Therefore, at every<span class="_ _1" /> reporting date, provision for losses r<span class="_ _1" />egarding a <span class="_ _1" />financial instrum<span class="_ _1" />ent is </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">measured at an amo<span class="_ _1" />unt equal to the exp<span class="_ _1" />ected credit loss<span class="_ _1" />es over its lifetime.<span class="_ _1" /> </div><div class="t m0 x11 h9 y918 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y938 ff1 fs0 fc0 sc0 ls2 ws0">2.22.<span class="ls0"> <span class="_ _34"> </span>Earn<span class="_ _1" />ings per share </span></div><div class="t m0 x11 h9c ya10 ff1 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya11 ff1 fs0 fc0 sc0 ls0 ws0">Basic earnings per s<span class="_ _1" />hare are calcu<span class="_ _1" />lated by dividing <span class="_ _1" />the profit or loss for <span class="_ _1" />the period, attributa<span class="_ _1" />ble to ordinary <span class="_ _1" />equity </div><div class="t m0 x11 h2 ya12 ff1 fs0 fc0 sc0 ls0 ws0">shareholders, <span class="_ _1a" />adjusted <span class="_ _1a" />f<span class="_ _1" />or <span class="_ _1a" />the <span class="_ _1a" />payment <span class="_ _1a" />of<span class="_ _1" /> <span class="_ _3e" />d<span class="_ _1" />ividends <span class="_ _1a" />to <span class="_ _1a" />preferred<span class="_ _1" /> <span class="_ _3e" />s<span class="_ _1" />hares, <span class="_ _1a" />by <span class="_ _1a" />the <span class="_ _1a" />weighted<span class="_ _1" /> <span class="_ _3e" />avera<span class="_ _1" />ge <span class="_ _1a" />number <span class="_ _1a" />of<span class="_ _1" /> </div><div class="t m0 x11 h2 ya13 ff1 fs0 fc0 sc0 ls0 ws0">ordinary shares outst<span class="_ _1" />anding during the peri<span class="_ _1" />od.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya15 ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _1" />the <span class="_ _1" />purp<span class="_ _1" />ose <span class="_ _1" />of <span class="_ _1" />c<span class="_ _1" />alculating <span class="_ _1" />bas<span class="_ _1" />ic <span class="_ _1" />earnings <span class="_ _13" />per <span class="_ _1" />share <span class="_ _13" />for <span class="_ _1" />the <span class="_ _13" />consolidated <span class="_ _1" />f<span class="_ _1" />inancial <span class="_ _1" />state<span class="_ _1" />ments <span class="_ _1" />the<span class="_ _13" /> <span class="_ _13" />numerator<span class="_ _1" /> </div><div class="t m0 x11 h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">includes profit <span class="_ _b" />or loss attributable to <span class="_ _b" />eq<span class="_ _1" />uity <span class="_ _3" />shareholder<span class="_ _1" />s of <span class="_ _b" />the parent <span class="_ _3" />company and <span class="_ _3" />the denominator i<span class="_ _3" />ncludes the </div><div class="t m0 x11 h2 ya16 ff1 fs0 fc0 sc0 ls0 ws0">weighted average n<span class="_ _1" />umber of ordinary s<span class="_ _1" />hares outstanding duri<span class="_ _1" />ng the period.<span class="_ _13" /> </div><div class="t m0 x11 h2 ya17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya18 ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _3e" />the<span class="_ _1" /> <span class="_ _3e" />p<span class="_ _1" />urpose <span class="_ _1a" />of <span class="_ _1a" />calcula<span class="_ _1" />ting <span class="_ _3e" />d<span class="_ _1" />iluted <span class="_ _3e" />e<span class="_ _1" />arnings <span class="_ _1a" />per <span class="_ _1a" />s<span class="_ _1" />ha<span class="_ _1" />re <span class="_ _1a" />is <span class="_ _1a" />taken <span class="_ _1a" />into<span class="_ _1" /> <span class="_ _3e" />consid<span class="_ _1" />eration <span class="_ _1a" />the <span class="_ _1a" />numb<span class="_ _1" />er <span class="_ _3e" />of<span class="_ _1" /> <span class="_ _3e" />s<span class="_ _1" />ecurities </div><div class="t m0 x11 h2 ya19 ff1 fs0 fc0 sc0 ls0 ws0">which potentially cou<span class="_ _1" />ld be issued wh<span class="_ _1" />ile the net profit / (<span class="_ _1" />loss) for the p<span class="_ _1" />eriod is prope<span class="_ _1" />rly adjusted in ord<span class="_ _1" />er to include </div><div class="t m0 x11 h2 ya1a ff1 fs0 fc0 sc0 ls0 ws0">the effect of the issua<span class="_ _1" />nce of those potential secur<span class="_ _1" />ities on the <span class="_ _1" />inco<span class="_ _1" />me statement.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya1c ff1 fs0 fc0 sc0 ls2 ws0">2.23.<span class="ls0"> <span class="_ _34"> </span>Applicatio<span class="_ _1" />n of new Standards<span class="_ _1" /> </span></div><div class="t m0 x11 h9 y332 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya1d ff1 fs0 fc0 sc0 ls0 ws0">2.23.1.  New Standards, I<span class="_ _1" />nterpretations, Revisions a<span class="_ _1" />nd Amendments to exist<span class="_ _1" />ing Standard<span class="_ _1" />s that are effective </div><div class="t m0 x36 h2 ya1e ff1 fs0 fc0 sc0 ls0 ws0">and have been adopt<span class="_ _1" />ed by the European<span class="_ _1" /> Union<span class="_ _1" /> </div><div class="t m0 x11 h9 ya1f ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6fd ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />fol<span class="_ _1" />lowing <span class="_ _13" />new <span class="_ _13" />Standards, <span class="_ _13" />Interpretati<span class="_ _1" />ons <span class="_ _13" />and <span class="_ _13" />a<span class="_ _1" />mendments <span class="_ _13" />of <span class="_ _13" />IFRSs <span class="_ _13" />have <span class="_ _13" />been <span class="_ _13" />issued <span class="_ _13" />by <span class="_ _13" />the <span class="_ _13" />International </div><div class="t m0 x11 h2 y2a2 ff1 fs0 fc0 sc0 ls0 ws0">Accounting S<span class="_ _3" />tandards Board <span class="_ _3" />(IASB), <span class="_ _3" />are <span class="_ _3" />adopted by <span class="_ _b" />the <span class="_ _3" />European Union, <span class="_ _3" />and <span class="_ _b" />th<span class="_ _1" />eir <span class="_ _3" />application <span class="_ _3" />is mand<span class="_ _1" />atory <span class="_ _3" />from </div><div class="t m0 x11 h2 y102 ff1 fs0 fc0 sc0 ls0 ws0">or after 01/01/2021.<span class="_ _1" /> </div><div class="t m0 x11 h2 y4b2 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents <span class="_ _1" />to <span class="_ _13" />IFRS <span class="_ _1" />4 <span class="_ _1" />“I<span class="_ _1" />nsurance <span class="_ _1" />Co<span class="_ _1" />ntracts” <span class="_ _13" />–</span> <span class="_ _13" />deferral <span class="_ _1" />of <span class="_ _1" />IFR<span class="_ _1" />S <span class="_ _1" />9 <span class="_ _1" />(<span class="_ _1" />effective<span class="_ _1" /> <span class="_ _1" />for <span class="_ _1" />annual<span class="_ _1" /> <span class="_ _1" />periods <span class="_ _1" />st<span class="_ _1" />arting <span class="_ _1" />on<span class="_ _1" /> </span></div><div class="t m0 x30 h2 ya02 ff1 fs0 fc0 sc0 ls0 ws0">or after 01/01/2021)<span class="_ _1" /> </div><div class="t m0 x11 h2 y446 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />June <span class="_ _13" />2020, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />IASB <span class="_ _13" />issued <span class="_ _1" />a<span class="_ _1" />mendments <span class="_ _13" />that <span class="_ _1" />decl<span class="_ _1" />are <span class="_ _1" />deferra<span class="_ _1" />l <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />date <span class="_ _13" />of <span class="_ _1" />i<span class="_ _1" />nitial <span class="_ _1" />applicat<span class="_ _1" />ion <span class="_ _1" />of <span class="_ _13" />IFRS <span class="_ _1" />17 <span class="_ _13" />by </div><div class="t m0 x11 h2 y974 ff1 fs0 fc0 sc0 ls0 ws0">two years<span class="_ _1" />, to <span class="_ _1" />ann<span class="_ _1" />ual per<span class="_ _1" />iods <span class="_ _1" />beginning <span class="_ _1" />on <span class="_ _1" />or <span class="_ _1" />after <span class="_ _1" />January <span class="_ _1" />1, <span class="_ _1" />2023. <span class="_ _1" />As <span class="_ _1" />a co<span class="_ _1" />nsequence<span class="_ _13" />, <span class="_ _1" />the I<span class="_ _1" />ASB <span class="_ _1" />also <span class="_ _1" />extende<span class="_ _1" />d </div><div class="t m0 x11 hb y37e ff6 fs0 fc0 sc0 ls0 ws0">the <span class="_ _23"> </span>fixed <span class="_ _23"> </span>expiry <span class="_ _23"> </span>date <span class="_ _23"> </span>for <span class="_ _23"> </span>the <span class="_ _23"> </span>temp<span class="_ _1" />orary <span class="_ _23"> </span>exemption <span class="_ _23"> </span>f<span class="_ _1" />rom <span class="_ _23"> </span>applying <span class="_ _23"> </span>IFRS <span class="_ _23"> </span>9 <span class="_ _23"> </span>“Financia<span class="_ _1" />l <span class="_ _1c"> </span>I<span class="_ _1" />nstruments” <span class="_ _23"> </span>in <span class="_ _23"> </span>IFR<span class="_ _1" />S <span class="_ _23"> </span>4 </div><div class="t m0 x11 hb y37f ff6 fs0 fc0 sc0 ls0 ws0">“Insurance <span class="_ _1" />Contr<span class="_ _1" />acts”, <span class="_ _1" />s<span class="_ _1" />o <span class="_ _1" />that <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />entities<span class="_ _1" /> <span class="_ _1" />are <span class="_ _1" />req<span class="_ _1" />uired <span class="_ _1" />to <span class="_ _1" />a<span class="_ _1" />pply <span class="_ _1" />IFR<span class="_ _1" />S <span class="_ _1" />9 <span class="_ _1" />for <span class="_ _13" />annual<span class="_ _1" /> <span class="_ _1" />periods <span class="_ _13" />beginning <span class="_ _1" />on<span class="_ _1" /> <span class="_ _1" />or <span class="_ _13" />after </div><div class="t m0 x11 h2 ya20 ff1 fs0 fc0 sc0 ls0 ws0">January 1, 2023. Th<span class="_ _1" />e amendments do <span class="_ _1" />not affect the cons<span class="_ _1" />olidated a<span class="_ _1" />nd separate Fi<span class="_ _1" />nancial Statements.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya21 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents to <span class="_ _3" />IFRS 9, IAS 39, <span class="_ _3" />IFRS 7, IFRS <span class="_ _3" />4 and IFRS 16<span class="_ _3" />: ”Interest Rate Benchmark Reform –<span class="ff1"> </span>Phase 2” </span></span></div><div class="t m0 x30 h2 y2ce ff1 fs0 fc0 sc0 ls0 ws0">(effective for annual perio<span class="_ _1" />ds starting on or <span class="_ _1" />after 01/01/2021)<span class="_ _13" /> </div><div class="t m0 x11 h2 ya22 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3" />August 2020, <span class="_ _b" />th<span class="_ _1" />e <span class="_ _3" />IASB <span class="_ _3" />has finalized <span class="_ _3" />its <span class="_ _3" />response to <span class="_ _b" />the ongoing <span class="_ _3" />reform of <span class="_ _3" />IBOR and <span class="_ _b" />other interest benchmarks </div><div class="t m0 x11 h2 y8e5 ff1 fs0 fc0 sc0 ls0 ws0">by <span class="_ _13" />issuing <span class="_ _13" />a <span class="_ _3e" />package<span class="_ _1" /> <span class="_ _13" />of <span class="_ _13" />a<span class="_ _1" />mendments <span class="_ _3e" />to <span class="_ _13" />IFRS <span class="_ _3e" />Standards<span class="_ _1" />. <span class="_ _13" />The <span class="_ _3e" />amendments <span class="_ _13" />co<span class="_ _1" />mplement <span class="_ _13" />t<span class="_ _1" />hose <span class="_ _13" />iss<span class="_ _1" />ued <span class="_ _13" />in <span class="_ _13" />2019<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf6c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc6c w0 h0"><img 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eH2ysrKkf/2x6+Pn/fVmx9KpdpOqT/rlE+FQavH3njfyytXrd7mUzU2Nv758Wfu+NfudPnYUcdnprbsE6wL+5aVl9uCAQBotiW4H3tq0uw1iZZXWj2yMN6/W3Z7nmV9VePM1VvmzCwvT9/yhwd//O3LWq7z7+eM+No9bzdf76k6EY66bsLZRxb0K8jrnt8pMyM+6MDC4z99dMuHDB40cFDXYEmLgr1nRtnkL/7i3CMLBh/QvUNOVm5O1hmnHN+lS5dd+synn3hE/LFFqRZ/o5i4oG7QF249Y0T3wf265XXMbpoOlEylyyprlqwr/+c7G5eWR0EQTF3WOGLcbd8YO+jbX/9C8zkohw89dNTA7GnLtvzgdV5xauDl9/fLjw0qyOrWKTMWhEEQNCRTxZWN7xUnqhO7+beRzMzMQzLXz08P+GC/LDb19TkXnnmajRgAgFZxX1tbd/lds9KtL1z15x+ef/iIYe15lqLi4n6X3Nv88CgIb/7HylOPmTnqxOOa17n0i+f815PzFpZuOe6+tDy6Y8qGINjyQ9Gl93UbeNCA5ptZWVkTvvuZ0/7zn+kWP+dd3vpRYye9M/nuG3fpM48YNuTGM/re9nyrOTbLyqO7ppcGwU7+drGwNH39o4vPH7tmwIH9mxfedMnIabdMablaOghXVUarKhuCoM1ZcT7UrKcTB3efv3DLzVkrqy+0CQMA8IHNh59fmbe8zUlyrh7ZrT1nfWlS2Lv3L784qOXslCgIv/67FxoaWqXt7VefXNBhR89TWVXdZsmoE4/750/GHJi/3YesLGvcjY996w2XP/TNo/rm7XJqd8mOvjWqR5/C3i0Xjj31pOdvOvVLR+V9iJNqtstJxx7VObll92Nlutf25v8AALD/xn1dotVE9h65wZ0//sYuXdrpe98Yd0iPVhe6KtqUbjOR/bNjRi1/7Ls3ndU3J77tCe6x2DZe8fRTRk69/bJj+207nDO2ugxXVutFmRmxbb1Q7CufP3vGHZeeMjArDNo7if/MIbkrH/vOnT/5ZlZWVpu7zhh98mO/+c5rv7nw3OEdsnd20diC3OicYa32cob1b9cFazt06PD1Y7fs6CRjOXc+N8dGDABAk7Cpv8vKK8bdNL78g3NNXnzSQddfdfGuPtf9j/3j7knzN2dodvy7Fx1zzhmjt7nm7Lfn/v6vU1+YX1lcs6Xme3WM3v/L9Xl52750axRFf3ly4vjn35lfnNhYFzXN3Q+D6NYLB/7omq+0XPOV12ef9v8mNe2t5GUF02674KgjRuzgbS9avOSPj73w7NyNqyvTqa1OFhQG0cCusTMP7zH22MFnnT4qI2PnB+eLiounz5yzen35mpKqqrpEIpkKwzAnM969c87APt0PPqDXsUcfnpube9eDT76xqCiKop75ub+44Wtb7zBsbxwuv3N6bUaXD26mfja609BDD7EpAwAQRh/RlaF2QxRF1dXVdXX1jYlEKpXq1bMgJyennY+qrqlJJlPxeGybF2rdsKGkprY2DMOCHt07duzYzvdTX19fVbUpkUw0XWU2FovlZGfn5XVqz7v6ON3+4DOv1R7YfLNHsuj2q07Nzs62NQMAiPvIKOxd3luw6KfTWv2Y4d+G144++XgjAwCwn4sZgr3OkMGDOiU3tlwyb0WJYQEAIGNf/WA1NTXLVqwKw7CwV8/u3bt9nC+9bPmKtetLgyDolp83cED/3Nzc3XiSouLi6uraQwYN3PqueDz+rZHdb3+1LhHf/MxzK/NqamraPwEJAIB90r45LefRpyZe9qfZiXTTj27T46844opx5388Lz1lxsy752VGsYwPxjfVM1V8yfG9jz/mqPY/yeSpr45f0CEWpU/tWvS180dvc/fg/icmTSrt23zzhI4rr//qOTZoAID92T44LaekpPTbE9489oCsl24+ferPPvOdMYWHDuz78bx0dXX1fXNSzWUfBEEUxtdn9P3vN1J3PfpcIpFo5/O8uKAsDGNRLGNK5QHXTHh9/sLFW6/zhc+eHE9tmXk/q6pnbW2tDRoAYH+2rx25LysrH3XNn44dmD/h59dsfZ7++QsXTZz25pFDDpz+1uK8jtk3XPXl9es3vPTqm4tXbcjvlHPemOObro973yNPXfHl85se/uSzk3v36Dby+GN+fc8jIw7uu3hlcWllbb+C/C+ePbpr1y5tnv++xydOLuu3vfdWmFrzzbGDhwwetNNP8cwLL//votSmjM0nv89M1Q3OWj+ib6fRJx7dtcuWF711wtNzEwOab17Ud8OXzjndNg0AsN/a147cPzlp6nsb0l/97KfCMKyrqysqLm7+L5FIvLd4xQ8fX/IfE14u7NH5kAN6rVm77uDL7rl2wuwoiia/tXrsjQ8nk8kgCCa8sDCd3nxlqyenLXhlzqIgCH7z7NJzb5v29pINXfNyHnhx8ZBL/1BRUdHypaMomrFhR7Pei+L9bv5Xxey35+30U5wzdtR915x6ROaKppuJeO57qQF/XdXj+offmfji9Ob9sVHDWp0G9JVVCRs0AMD+bF/7Qe3GypogCDrndQyC4LF/vPD18XOb73rrdxcEQZAKwvu+f97hI4YFQXD3Q3/PjIUz77ik6Xero6745UNPPHf5xedt78m/eHT+A/91XRAE55++YtCVD0577c3zzhzTfO+kl2bUZnTd8dtLx7Imzl5+zFGH7/SDhGH4/UvPvPvxf86o6B3FN1/fqjYj/4H3g9eXPnPjl0fn5XXq16dXMHfLDsaGWM+SkpKCggKbNQDA/mlfO3J/4pGD42H07uKVQRCcO/ak2b89b/Zvz/vO6J55WcGA/v2CIMjLiprKPgiCJWtKP/+prs1npDl5aMHkN5c3/bv56HgqnY59ML3n5MM2T7kZeNCAYT3jK9aVbtlzmPvOowvjO3178VTDyEN7tvOzZGZmXnfJ2XeNO/jUzquyUjXNyxemB1z10KLr/vj8XRPnttpzCDN//vis6upqmzUAgLjfF4w68dirTurxiyfm1dTUdO/e7VNHHn70EYfNXFL+3TP6N02Rj7eYhz+gd9f/nVO2Zu3appsz3y8ddVi/IAg6ZWfMnD0nCIJ0Ov3Gipqe3fKaVnh9weY1l69YOX9Dqn/vzXPiE4nEHdPLG+KddvLmovRVh6fGjDphlz5Rt65dvzXu7AlXHj2265pYevPEm3Qsc31GnxXhgW1WLor3u+tvL9msAQD2T/vgee5/f9NVP/j1/UO/8rvD++YGQbC0pH7MsB7/ee0lTffGW+zOXHL+2LnL1p9xwwP9u2WVVieOHpB/9SUXBEHw9TNGXPKrSYMKXmpIpocX5px56uYcf3dN9WlX/TK/Q8bqsoYbxhZ+dvTIpuXP/mtG3Qc/ft1B2Z/da/3ok8/YvQ+VnZ191ZfOOmH+wqdeXbygsXcylrO9NWfX9Zu/cPGwIYNt3AAA+5t98zz3QRCk0+m578yPx2NDBg/Kyto8Z72hoaG6umbra1qVlm7s0iU/I6PFKSyjqKysPCsrMy9v82H7XufccufVx5332dM2lJT0LCjIzMxsXvn6O59bGz9gB28mlk5888jUKSce+5F8tLnvzv/t1I31GfnbW+G43BU3XHaujRsAYH+zz16hNhaLHXXEiDYLs7Ozs7Ozt165R4+2x93DMNzmdW0zMzP79unTcklFZWVR2GvHb2Zk53WnnPiRXWHqiBHD/tC/6n/+d9rrNf2icBsT/ZduyrFlAwDsh2KG4MNoaGi49S8vp2NZ2747inqn1n6pf+k3Lz7zo33d/M6dr7/0nB+dlHVYxooOyfI295bGe0588WXfDgDA/mafnZbzkSsqLu6Sn5+bm9ty4Y6vWjUstuLmq//Pp8dEUfS7B5+dWdfqx7VDYit+drWZOQAA+xdH7tursHfvNmWfTCanb8jb3vpdkuuv+/xJH8f+WRjecNk51x5RX5Bc17Qknm743Kf6+8oAAPY3jtzvvhemvTp+wTZOf5mXLL1oaObpJx/X/EPej03pxo01NbX5+Z275Of7ggAA9jcZhmC3vf5+aRC0jfucZOXN5x96QL++n8hb6tG9e4/u3X01AADinl2ztj6nzfh1SFb84qJD+hQWGhwAAMT9XmPh4iXl8Z7NN8ModVC45oozhyt7AADE/V7m+ZkLonDzCWqyUjXfP6XL4SPOMSwAAIj7vc+Agk5vVVbFg9SB2ZVfOm3o0EMPMSYAAHyynC0HAAD2Ec5zDwAA4h4AABD3AACAuAcAAMQ9AAAAAADs+ZwKEwAA9hGm5QAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4NAQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcW8IAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4ByTTQYoAABLOSURBVAAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AADgk5VhCJqFYWgQAAD4+EVR9NEE7Uf1RAAAwCfLtBwAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAA7G0yDEGzMAwNAgAfiSiKDALwCQSt//cBAIB9g2k5AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIe0MAAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcGwIAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPfw/9utYxoAABgEgql/0VQBAkjuVjamBwBA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABx7wIAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOLeBQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAsOVcAAAAQ5K06QFGtrj+ifcE1QAAAABJRU5ErkJggg==" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">108</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1" />focus <span class="_ _1" />on <span class="_ _1" />the <span class="_ _1" />effects <span class="_ _1" />on <span class="_ _1" />financi<span class="_ _1" />al s<span class="_ _1" />tate<span class="_ _1" />ments <span class="_ _1" />when<span class="_ _1" /> <span class="_ _1" />a c<span class="_ _1" />ompany <span class="_ _1" />replaces <span class="_ _1" />the <span class="_ _13" />old interest<span class="_ _1" /> <span class="_ _1" />rate <span class="_ _1" />benchmark<span class="_ _1" /> wit<span class="_ _1" />h </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">an <span class="_ _1b" />alternat<span class="_ _1" />ive <span class="_ _1b" />be<span class="_ _1" />nchmark <span class="_ _1c"> </span>rate <span class="_ _1c"> </span>as <span class="_ _1c"> </span>a <span class="_ _1c"> </span>result <span class="_ _1c"> </span>of <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />reform. <span class="_ _1c"> </span>More <span class="_ _1c"> </span>specifica<span class="_ _1" />lly, <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1c"> </span>amendments <span class="_ _1c"> </span>relate <span class="_ _1c"> </span>to <span class="_ _1c"> </span>how <span class="_ _1c"> </span>a </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">company w<span class="_ _1" />ill ac<span class="_ _1" />count <span class="_ _1" />for c<span class="_ _1" />hanges <span class="_ _1" />in the <span class="_ _1" />contract<span class="_ _1" />ual c<span class="_ _1" />ash flows <span class="_ _1" />of <span class="_ _1" />financi<span class="_ _1" />al instru<span class="_ _3e" />ments, h<span class="_ _1" />ow it <span class="_ _1" />will <span class="_ _1" />accou<span class="_ _1" />nt f<span class="_ _1" />or a </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">change <span class="_ _1c"> </span>in <span class="_ _1c"> </span>its <span class="_ _1c" />hedging <span class="_ _1c"> </span>relationships <span class="_ _1c"> </span>as <span class="_ _1c"> </span>a <span class="_ _1c"> </span>result <span class="_ _1c"> </span>of <span class="_ _1c"> </span>th<span class="_ _1" />e <span class="_ _1b" />reform, <span class="_ _23"> </span>as <span class="_ _1b" />well <span class="_ _1c"> </span>as <span class="_ _1c"> </span>relevant <span class="_ _1c"> </span>informati<span class="_ _1" />on <span class="_ _1b" />req<span class="_ _1" />uired <span class="_ _1b" />to<span class="_ _1" /> <span class="_ _1c" />be </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">disclosed. The am<span class="_ _1" />endments<span class="_ _1" /> do not affect the conso<span class="_ _1" />lidated and<span class="_ _1" /> separate Financ<span class="_ _1" />ial Statements.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9f2 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span>Amendm<span class="_ _1" />ents <span class="_ _1" />to <span class="_ _13" /><span class="ff6">IFRS <span class="_ _13" />16 <span class="_ _1" />“<span class="_ _1" />Leases”: <span class="_ _1" />Covi<span class="_ _1" />d</span>-<span class="ls2">19 <span class="_ _13" /></span><span class="ff6">–</span> <span class="_ _1" />R<span class="_ _1" />elated <span class="_ _13" />Rent <span class="_ _1" />Conces<span class="_ _1" />sions <span class="_ _13" />beyond <span class="_ _1" />30 <span class="_ _13" />June <span class="_ _13" />2021 <span class="_ _1" />(effect<span class="_ _1" />ive </span></div><div class="t m0 x30 h2 ya23 ff1 fs0 fc0 sc0 ls0 ws0">for annual periods start<span class="_ _1" />ing on or after 0<span class="_ _1" />1/04/2021)<span class="_ _1" /> </div><div class="t m0 x11 h2 ya24 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />March <span class="_ _13" />2021, <span class="_ _13" />the <span class="_ _13" />IASB <span class="_ _1" />is<span class="_ _1" />sued <span class="_ _1" />a<span class="_ _1" />mendments <span class="_ _13" />to <span class="_ _1" />the <span class="_ _13" />prac<span class="_ _1" />tical <span class="_ _1" />exped<span class="_ _1" />ient <span class="_ _1" />of <span class="_ _13" />IFRS <span class="_ _13" />16, <span class="_ _1" />that <span class="_ _13" />extend <span class="_ _13" />the <span class="_ _13" />application </div><div class="t m0 x11 h2 ya25 ff1 fs0 fc0 sc0 ls0 ws0">period by one year <span class="_ _3" />to cover Covid-<span class="ls2">19</span>-related rent concess<span class="_ _1" />ions that <span class="_ _3" />reduce only lease payments due on or <span class="_ _3" />before </div><div class="t m0 x11 h2 ya26 ff1 fs0 fc0 sc0 ls0 ws0">30 <span class="_ _1" />June <span class="_ _1" />2022. <span class="_ _13" />The <span class="_ _1" />a<span class="_ _1" />mendments <span class="_ _1" />affec<span class="_ _1" />ted <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />consolidated <span class="_ _13" /><span class="ls2">and <span class="_ _1" /></span>se<span class="_ _1" />parate <span class="_ _1" />Financ<span class="_ _1" />ial <span class="_ _1" />Statements.<span class="_ _1" /><span class="ls32">  </span>The <span class="_ _1" />effect <span class="_ _1" />fr<span class="_ _1" />om </div><div class="t m0 x11 h2 ya27 ff1 fs0 fc0 sc0 ls0 ws0">the above ame<span class="_ _1" />ndment amo<span class="_ _1" />unted to Euro 28<span class="_ _1" />5 k. </div><div class="t m0 x11 h2 ya28 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y280 ff1 fs0 fc0 sc0 ls2 ws0">2.23.2.<span class="_ _1" /><span class="ls0">  New Standards, Interpretations, Rev<span class="_ _1" />isions and Amend<span class="_ _1" />ments to existing St<span class="_ _1" />andards that have n<span class="_ _1" />ot been </span></div><div class="t m0 x36 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">applied yet or have not <span class="_ _1" />been adopted by the <span class="_ _1" />European Uni<span class="_ _1" />on<span class="_ _1" /> </div><div class="t m0 x11 h2 y3ed ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />fol<span class="_ _1" />lowing <span class="_ _13" />new <span class="_ _13" />Standards, <span class="_ _13" />Interpretati<span class="_ _1" />ons <span class="_ _13" />and <span class="_ _1" />a<span class="_ _1" />mendments <span class="_ _13" />of <span class="_ _13" />IFRSs <span class="_ _13" />have <span class="_ _13" />been <span class="_ _13" />issued <span class="_ _13" />by <span class="_ _1a" />the <span class="_ _13" />Internationa<span class="_ _1" />l </div><div class="t m0 x11 h2 ya29 ff1 fs0 fc0 sc0 ls0 ws0">Accounting <span class="_ _13" />Standards <span class="_ _13" />Board <span class="_ _1" />(IAS<span class="_ _1" />B), <span class="_ _1" />but <span class="_ _1" />t<span class="_ _1" />heir <span class="_ _13" />application <span class="_ _1" />has <span class="_ _13" />not <span class="_ _13" />started <span class="_ _1" />yet <span class="_ _13" />or <span class="_ _1" />th<span class="_ _1" />ey <span class="_ _1" />have <span class="_ _13" />not <span class="_ _1" />b<span class="_ _1" />een <span class="_ _1" />ado<span class="_ _1" />pted <span class="_ _1" />by<span class="_ _1" /> </div><div class="t m0 x11 h2 y39b ff1 fs0 fc0 sc0 ls0 ws0">the European Un<span class="_ _1" />ion. </div><div class="t m0 x11 h2 ya2a ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents <span class="_ _2f"> </span>to <span class="_ _2f"> </span>IFRS <span class="_ _2f"> </span>3 <span class="_ _2f"> </span>“<span class="_ _1" />Business <span class="_ _2f"> </span>Comb<span class="_ _1" />inations”, <span class="_ _2f"> </span>I<span class="_ _1" />AS  1<span class="_ _1" />6 <span class="_ _2f"> </span>“Property, <span class="_ _2f"> </span>P<span class="_ _1" />lant <span class="_ _2f"> </span>and <span class="_ _2f"> </span>Equi<span class="_ _1" />pment”, <span class="_ _2f"> </span>IAS <span class="_ _2f"> </span>37 </span></span></div><div class="t m0 x30 h2 y46f ff6 fs0 fc0 sc0 ls0 ws0">“Provisions, Co<span class="_ _1" />ntingent Lia<span class="_ _1" />bilities and C<span class="_ _1" />ontingent Ass<span class="_ _1" />ets” and “Annua<span class="_ _1" />l Improvem<span class="_ _1" />ents 2018<span class="_ _13" /><span class="ff1">-</span>2020” (effective<span class="_ _1" /> </div><div class="t m0 x30 h2 ya2b ff1 fs0 fc0 sc0 ls0 ws0">for annual periods start<span class="_ _1" />ing on or after 0<span class="_ _1" />1/01/2022)<span class="_ _1" /> </div><div class="t m0 x11 h2 y377 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3e" />May <span class="_ _1a" />2020, <span class="_ _1a" />the <span class="_ _3e" />I<span class="_ _1" />ASB <span class="_ _3e" />iss<span class="_ _1" />ued <span class="_ _3e" />a <span class="_ _1a" />package <span class="_ _1a" />of <span class="_ _1a" />amendments <span class="_ _1a" />which <span class="_ _1a" />includes <span class="_ _1a" />narro<span class="_ _1" />w<span class="_ _1" />-sc<span class="_ _1" />ope <span class="_ _3e" />amendments <span class="_ _1a" />to <span class="_ _1a" />three<span class="_ _1" /> </div><div class="t m0 x11 h2 y322 ff1 fs0 fc0 sc0 ls0 ws0">Standards <span class="_ _3e" />as <span class="_ _3e" /><span class="ff6">we<span class="_ _1" />ll <span class="_ _13" />as <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _13" />Board’s <span class="_ _1a" />Annual <span class="_ _3e" />Improvemen<span class="_ _1" />ts, <span class="_ _13" />which<span class="_ _1" /> <span class="_ _13" />are <span class="_ _3e" />ch<span class="_ _1" />anges <span class="_ _3e" />that <span class="_ _3e" />clarify <span class="_ _3e" />the <span class="_ _3e" />wor<span class="_ _1" />ding <span class="_ _3e" />or <span class="_ _3e" />correct </span></div><div class="t m0 x11 h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">minor consequences, <span class="_ _1" />oversights or conflicts<span class="_ _1" /> between requ<span class="_ _1" />irements in the Stan<span class="_ _1" />dards. More spec<span class="_ _1" />ifically:<span class="_ _13" /> </div><div class="t m0 x11 h2 ya2c ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _93"> </span>Ame<span class="_ _1" />ndments  to  IFRS <span class="_ _24"> </span>3  Business  Combinations  update  a  reference  in  IFRS  3 <span class="_ _24"> </span>to  the  Conceptual </div><div class="t m0 x11 h2 ya2d ff1 fs0 fc0 sc0 ls0 ws0">Framework for Financ<span class="_ _1" />ial Reporting without<span class="_ _1" /> changing the accou<span class="_ _1" />nting requirement<span class="_ _1" />s for business comb<span class="_ _1" />inations.<span class="_ _13" /> </div><div class="t m0 x11 h2 ya2e ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _93"> </span>Ame<span class="_ _1" />ndments to <span class="_ _1" />IAS 16 <span class="_ _1" />Property, P<span class="_ _1" />lant and <span class="_ _1" />Equipment <span class="_ _1" />prohibit a <span class="_ _1" />company fro<span class="_ _1" />m deducting <span class="_ _1" />from th<span class="_ _1" />e cost<span class="_ _1" /> </div><div class="t m0 x11 h2 ya2f ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1" />property, <span class="_ _1" />pla<span class="_ _1" />nt <span class="_ _1" />and <span class="_ _1" />equi<span class="_ _1" />pment <span class="_ _1" />amounts <span class="_ _1" />rece<span class="_ _1" />ived <span class="_ _1" />from <span class="_ _1" />s<span class="_ _1" />elling <span class="_ _1" />items <span class="_ _1" />prod<span class="_ _1" />uced <span class="_ _1" />while <span class="_ _1" />the <span class="_ _13" />company <span class="_ _1" />is <span class="_ _1" />prepar<span class="_ _1" />ing </div><div class="t m0 x11 h2 ya30 ff1 fs0 fc0 sc0 ls0 ws0">the asset for i<span class="_ _3" />ts intended use. Instead, a company will recognize <span class="_ _3" />such sales proceeds and related cost in p<span class="_ _3" />rofit or </div><div class="t m0 x11 h2 ya31 ff1 fs0 fc0 sc0 ls0 ws0">loss. </div><div class="t m0 x11 h2 ya32 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _93"> </span>Ame<span class="_ _1" />ndments <span class="_ _13" />to <span class="_ _3e" />IA<span class="_ _1" />S <span class="_ _13" />37 <span class="_ _3e" />Provisions, <span class="_ _3e" />Cont<span class="_ _1" />ingent <span class="_ _3e" />Lia<span class="_ _1" />bilities <span class="_ _13" />and <span class="_ _3e" />Cont<span class="_ _1" />ingent <span class="_ _3e" />Assets <span class="_ _3e" />specify <span class="_ _3e" />which <span class="_ _13" />c<span class="_ _1" />osts <span class="_ _3e" />a </div><div class="t m0 x11 h2 ya33 ff1 fs0 fc0 sc0 ls0 ws0">company includes when<span class="_ _1" /> assess<span class="_ _1" />ing whether a contract will b<span class="_ _1" />e loss<span class="_ _1" />-making.<span class="_ _1" /> </div></div></div><div class="pi" /></div>
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ysqKkb92x++OmH+l29+KJVqPaX+7FM/EQYtHvvd+15etXrNDp+qoaHhT48/c8c/96TLx40+ITO1bZ9gfdh3c1mZLRgAgCbbgvuxpybPWZtofqXVowrjA7plt+dZNlQ2zFqzbc7MirL0Lb9/8EffvLz5Ov9+7siv3PN20/WeqhLh6OsnnnNUQb+CvO75nTIz4oMPKjzhk8c0f8iQwYMGdw2WNivYe2ZunvL5n593VMGQ/t075GTl5mSdeeoJXbp02a3PfMZJR8YfW5xq9jeKSQtrB3/u1jNHdh/Sr1tex+zG6UDJVHpzRfXS9WX/eGfTsrIoCIJpyxtGjr/ta+MGf/Orn2s6B+WIYYeNHpQ9ffm2H7zOL04NuuL+fvmxwQVZ3TplxoIwCIL6ZKq4ouG94kRVYg//NpKZmXlo5oYF6YEf7JfFpr0+96KzTrcRAwDQIu5ramqvuGt2uuWFq/70gwuOGDm8Pc9SVFzc79J7mx4eBeHNf1912rGzRp90fNM6l33+3P96cv6i0m3H3ZeVRXdM3RgE234ouuy+boMOHth0Mysra+K3P3X6f/4j3eznvCtaPmrc5Hem3P3d3frMI4cP/e6ZfW97vsUcm+Vl0V0zSoNgF3+7WFSavuHRJReMWzvwoAFNC2+6dNT0W6Y2Xy0dhKsrotUV9UHQ6qw4H2rW00lDui9YtO3m7FVVF9mEAQD4wNbDz6/MX9HqJDnXjOrWnrO+NCrs3fsXnx/cfHZKFIRf/e0L9fUt0vb2a04p6LCz56morGq1ZPRJx//jx2MPym/zIas2N+zBx771xise+vrRffN2O7W7ZEffGN2jT2Hv5gvHnXby8zed9oWj8z7ESTXb5eTjju6c3Lb7sSrdq635PwAAHLhxX5toMZG9R25w54++tluXdvrO18Yf2qPFha6KtqRbTWT/9NjRKx779k1n982J73iCeyy2g1c849RR026//Lh+Ow7njO0uw5XVclFmRmxHLxT70mfPmXnHZacOygqD9k7iP2to7qrHvnXnj7+elZXV6q4zx5zy2K+/9dqvLzpvRIfsXV00tiA3Ond4i72c4QPadcHaDh06fPW4bTs6yVjOnc/NtREDANAobOzvzWXl42+aUPbBuSYvOfngG66+ZHef6/7H/n735AVbMzQ7/u2Ljz33zDE7XHPO2/N+95dpLyyoKK7eVvO9Okbv//mGvLwdX7o1iqI/PzlpwvPvLChObKqNGufuh0F060WDfnjtl5qv+crrc07/f5Mb91bysoLpt1149JEjd/K2Fy9Z+ofHXnh23qY1FenUdicLCoNoUNfYWUf0GHfckLPPGJ2RseuD80XFxTNmzV2zoWxtSWVlbSKRTIVhmJMZ7945Z1Cf7of073XcMUfk5ube9eCTbywuiqKoZ37uz2/8yvY7DG2NwxV3zqjJ6PLBzdRPx3QadtihNmUAAMLoI7oy1B6Ioqiqqqq2tq4hkUilUr16FuTk5LTzUVXV1clkKh6P7fBCrRs3llTX1IRhWNCje8eOHdv5furq6iortySSicarzMZisZzs7Ly8Tu15Vx+n2x985rWag5pu9kgW3X71adnZ2bZmAABxHxmFfct7Cxf/ZHqLHzP824iaMaecYGQAAA5wMUOwzxk6ZHCn5KbmS+avLDEsAABk7K8frLq6evnK1WEYFvbq2b17t4/zpZevWLluQ2kQBN3y8wYNHJCbm7sHT1JUXFxVVXPo4EHb3xWPx78xqvvtr9Ym4lufeV5FXnV1dfsnIAEAsF/aP6flPPrUpMv/OCeRbvzRbXrClUdeOf6Cj+elp86cdff8zCiW8cH4pnqmii89ofcJxx7d/ieZMu3VCQs7xKL0aV2LvnLBmB3uHtz/xOTJpX2bbp7YcdUNXz7XBg0AcCDbD6fllJSUfnPim8f1z3rp5jOm/fRT3xpbeNigvh/PS1dVVd03N9VU9kEQRGF8Q0bf/34jddejzyUSiXY+z4sLN4dhLIplTK3of+3E1xcsWrL9Op/79Cnx1LaZ97Mre9bU1NigAQAOZPvbkfvNm8tGX/vH4wblT/zZtdufp3/BosWTpr951NCDZry1JK9j9o1Xf3HDho0vvfrmktUb8zvlnD/2hMbr4973yFNXfvGCxoc/+eyU3j26jTrh2F/d88jIQ/ouWVVcWlHTryD/8+eM6dq1S6vnv+/xSVM292vrvRWm1n593JChQwbv8lM888LL/7s4tSVj68nvM1O1Q7I2jOzbacxJx3Ttsu1Fb5349LzEwKabF/fd+IVzz7BNAwAcsPa3I/dPTp723sb0lz/9iTAMa2tri4qLm/5LJBLvLVn5g8eX/sfElwt7dD60f6+169Yfcvk9102cE0XRlLfWjPvuw8lkMgiCiS8sSqe3XtnqyekLX5m7OAiCXz+77Lzbpr+9dGPXvJwHXlwy9LLfl5eXN3/pKIpmbtzZrPeieL+b/1k+5+35u/wU544bfd+1px2ZubLxZiKe+15q4F9W97jh4XcmvTijaX9s9PAWpwF9ZXXCBg0AcCDb335Qu6miOgiCznkdgyB47O8vfHXCvKa73vrthUEQpILwvu+df8TI4UEQ3P3Q3zJj4aw7Lm383eroK3/x0BPPXXHJ+W09+eePyX/gv64PguCCM1YOvurB6a+9ef5ZY5vunfzSzJqMrjt/e+lY1qQ5K449+ohdfpAwDL932Vl3P/6PmeW9o/jW61vVZOQ/8H7w+rJnvvvFMXl5nfr16RXM27aDsTHWs6SkpKCgwGYNAHBg2t+O3J901JB4GL27ZFUQBOeNO3nOb86f85vzvzWmZ15WMHBAvyAI8rKixrIPgmDp2tLPfqJr0xlpThlWMOXNFY3/bjo6nkqnYx9M7znl8K1TbgYdPHB4z/jK9aXb9hzmvfPoovgu3148VT/qsJ7t/CyZmZnXX3rOXeMPOa3z6qxUddPyRemBVz+0+Po/PH/XpHkt9hzCzJ89PruqqspmDQAg7vcHo0867uqTe/z8ifnV1dXdu3f7xFFHHHPk4bOWln37zAGNU+TjzebhD+zd9X/nbl67bl3jzVnvl44+vF8QBJ2yM2bNmRsEQTqdfmNldc9ueY0rvL5w65orVq5asDE1oPfWOfGJROKOGWX18U67eHNR+uojUmNHn7hbn6hb167fGH/OxKuOGdd1bSy9deJNOpa5IaPPyvCgVisXxfvd9deXbNYAAAem/fA897+76erv/+r+YV/67RF9c4MgWFZSN3Z4j/+87tLGe+PNdmcuvWDcvOUbzrzxgQHdskqrEscMzL/m0guDIPjqmSMv/eXkwQUv1SfTIwpzzjpta46/u7bq9Kt/kd8hY83m+hvHFX56zKjG5c/+c2btBz9+3UnZn9Nrw5hTztyzD5WdnX31F84+ccGip15dsrChdzKW09aac2r7LVi0ZPjQITZuAIADzf55nvsgCNLp9Lx3FsTjsaFDBmdlbZ2zXl9fX1VVvf01rUpLN3Xpkp+R0ewUllG0eXNZVlZmXt7Ww/a9zr3lzmuOP//Tp28sKelZUJCZmdm08g13Prcu3n8nbyaWTnz9qNSpJx33kXy0ee8u+M20TXUZ+W2tcHzuyhsvP8/GDQBwoNlvr1Abi8WOPnJkq4XZ2dnZ2dnbr9yjR+vj7mEY7vC6tpmZmX379Gm+pLyioijstfM3M6rz+lNP+siuMHXkyOG/H1D5P/87/fXqflG4g4n+y7bk2LIBAA5AMUPwYdTX19/655fTsawd3x1FvVPrvjCg9OuXnPXRvm5+5843XHbuD0/OOjxjZYdkWat7S+M9J734sm8HAOBAs99Oy/nIFRUXd8nPz83Nbb5w51etGh5befM1/+fTY6Io+u2Dz86qbfHj2qGxlT+9xswcAIADiyP37VXYu3ersk8mkzM25rW1fpfkhus/e/LHsX8Whjdefu51R9YVJNc3Lomn6z/ziQG+MgCAA40j93vuhemvTli4g9Nf5iVLLx6WecYpxzf9kPdjU7ppU3V1TX5+5y75+b4gAIADTYYh2GOvv18aBK3jPidZcfMFh/Xv1/df8pZ6dO/eo3t3Xw0AgLhn96yry2k1fh2S5T+/+NA+hYUGBwAAcb/PWLRkaVm8Z9PNMEodHK698qwRyh4AAHG/j3l+1sIo3HqCmqxU9fdO7XLEyHMNCwAA4n7fM7Cg01sVlfEgdVB2xRdOHzbssEONCQAA/1rOlgMAAPsJ57kHAABxDwAAiHsAAEDcAwAA4h4AAAAAAPZ+ToUJAAD7CdNyAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ94YAAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4NwQAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDADYih3wAABKnSURBVADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMS9IQAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4NAQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AADA/2+3jo0AAEAQiJ37D40TMIBn0tJRvbgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHHvAgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4FAAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAfDMuAACAQ5K0aQHHxa0C+A7LFAAAAABJRU5ErkJggg==" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">109</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _93"> </span>Ann<span class="_ _1" />ual <span class="_ _b" />Im<span class="_ _1" />provements 2018-2020<span class="_ _1" /> <span class="_ _b" />make<span class="_ _1" /> <span class="_ _3" />minor <span class="_ _3" />amendm<span class="_ _1" />ents <span class="_ _b" />to<span class="_ _1" /> <span class="_ _3" />IFRS <span class="_ _3" />1 <span class="_ _3" />First<span class="_ _1" />-time A<span class="_ _3" />doption of <span class="_ _b" />Intern<span class="_ _1" />ational </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">Financial <span class="_ _3e" />Reporting <span class="_ _3e" />Stand<span class="_ _1" />ards, <span class="_ _3e" />IFRS <span class="_ _3e" />9 <span class="_ _13" />Fin<span class="_ _1" />ancial <span class="_ _13" />Instr<span class="_ _1" />uments, <span class="_ _3e" />IAS <span class="_ _3e" />41 <span class="_ _13" />A<span class="_ _1" />griculture <span class="_ _3e" />and <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />Illustr<span class="_ _1" />ative <span class="_ _3e" />Examples </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">accompanying IFRS<span class="_ _1" /> 16 Leases.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya34 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group <span class="_ _13" />will <span class="_ _13" />exam<span class="_ _1" />ine <span class="_ _13" />the <span class="_ _13" />impact <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />a<span class="_ _1" />bove <span class="_ _13" />on <span class="_ _13" />its <span class="_ _13" />Financia<span class="_ _1" />l <span class="_ _13" />Statements, <span class="_ _13" />though <span class="_ _3e" />it <span class="_ _13" />is <span class="_ _13" />not <span class="_ _13" />expected <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />have </div><div class="t m0 x11 h2 ya35 ff1 fs0 fc0 sc0 ls0 ws0">any. The above have<span class="_ _1" /> been adop<span class="_ _1" />ted by the Europe<span class="_ _1" />an Union with effective<span class="_ _1" /> date of 01/01/202<span class="_ _1" />2.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya36 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">IFRS 1<span class="_ _1" />7 “Insurance Contra<span class="_ _1" />cts” (effective for annu<span class="_ _1" />al periods starting <span class="_ _1" />on or after 01/01/2<span class="_ _1" />023)<span class="_ _1" /></span> </span></div><div class="t m0 x11 h2 ya37 ff1 fs0 fc0 sc0 ls0 ws0">In May 2017, the IASB issued <span class="_ _3" />a new Standard, IFRS 17, which replaces an interim Standard, IFRS 4. The<span class="_ _1" /> aim of<span class="_ _1" /> </div><div class="t m0 x11 h2 ya38 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _1b" />proj<span class="_ _1" />ect <span class="_ _1b" />was<span class="_ _1" /> <span class="_ _1b" />to <span class="_ _23"> </span>provide <span class="_ _1c"> </span>a <span class="_ _1b" />s<span class="_ _1" />ingle <span class="_ _1b" />pr<span class="_ _1" />inciple-b<span class="_ _1" />ased <span class="_ _1c" />standard <span class="_ _1c"> </span>to <span class="_ _1c"> </span>accou<span class="_ _1" />nt <span class="_ _1b" />for <span class="_ _1c"> </span>all <span class="_ _1c"> </span>ty<span class="_ _1" />pes <span class="_ _1b" />of <span class="_ _1c"> </span>insur<span class="_ _1" />ance <span class="_ _1b" />contrac<span class="_ _1" />ts, </div><div class="t m0 x11 h2 y954 ff1 fs0 fc0 sc0 ls0 ws0">including <span class="_ _2e"> </span>reinsurance <span class="_ _26"> </span>contracts <span class="_ _26"> </span>that <span class="_ _2f"> </span>an <span class="_ _26"> </span>insurer <span class="_ _2e"> </span>holds. <span class="_ _2e"> </span>A <span class="_ _2e"> </span>s<span class="_ _1" />ingle <span class="_ _2e"> </span>principl<span class="_ _1" />e<span class="_ _1" />-bas<span class="_ _1" />ed <span class="_ _2e"> </span>standard <span class="_ _2e"> </span>wo<span class="_ _1" />uld <span class="_ _2e"> </span>enhan<span class="_ _1" />ce </div><div class="t m0 x11 h2 ya39 ff1 fs0 fc0 sc0 ls0 ws0">comparability <span class="_ _24"> </span>of <span class="_ _24"> </span>financial <span class="_ _24"> </span>r<span class="_ _1" />eporting<span class="_ _1" /> <span class="_ _23"> </span>am<span class="_ _1" />ong <span class="_ _23"> </span>e<span class="_ _1" />ntities, <span class="_ _24"> </span>jurisdictions  an<span class="_ _3" />d <span class="_ _24"> </span>capital <span class="_ _24"> </span>mark<span class="_ _1" />ets. <span class="_ _23"> </span>IFRS<span class="_ _1" /> <span class="_ _23"> </span>1<span class="_ _1" />7 <span class="_ _23"> </span>sets<span class="_ _1" /> <span class="_ _23"> </span>ou<span class="_ _1" />t <span class="_ _24"> </span>the </div><div class="t m0 x11 h2 ya3a ff1 fs0 fc0 sc0 ls0 ws0">requirements  that  an  entity  should  apply  in  reportin<span class="_ _1" />g  information  about  insurance  contracts  it  iss<span class="_ _1" />ues  and </div><div class="t m0 x11 h2 ya3b ff1 fs0 fc0 sc0 ls0 ws0">reinsurance contracts it ho<span class="_ _1" />lds. Furthermore, i<span class="_ _1" />n June 2020, the IAS<span class="_ _1" />B issued a<span class="_ _1" />mendments, w<span class="_ _1" />hich do not affect the<span class="_ _1" /> </div><div class="t m0 x11 h2 ya3c ff1 fs0 fc0 sc0 ls0 ws0">fundamental principles introduced when IFRS 17 <span class="_ _3" />has first been <span class="_ _3" />issued. The amendments are designed to <span class="_ _3" />reduce </div><div class="t m0 x11 h2 y680 ff1 fs0 fc0 sc0 ls0 ws0">costs by simplifying <span class="_ _3" />some requirements in the Standard, make financial performance easier <span class="_ _3" />to explain, as well <span class="_ _3" />as </div><div class="t m0 x11 h2 y681 ff1 fs0 fc0 sc0 ls0 ws0">ease transition by deferring the effective date of the Standard to 2023 and by providing additional relief to reduce </div><div class="t m0 x11 h2 ya3d ff1 fs0 fc0 sc0 ls0 ws0">the effort r<span class="_ _1" />equired when a<span class="_ _1" />pplying the <span class="_ _1" />Standard f<span class="_ _1" />or the <span class="_ _1" />first time. <span class="_ _1" />The Group w<span class="_ _1" />ill examine <span class="_ _1" />the impact <span class="_ _1" />of the <span class="_ _1" />above </div><div class="t m0 x11 h2 ya3e ff1 fs0 fc0 sc0 ls0 ws0">on <span class="_ _b" />its <span class="_ _b" />Fi<span class="_ _1" />nancial <span class="_ _b" />Stat<span class="_ _1" />ements,<span class="_ _1" /> <span class="_ _b" />though <span class="_ _3" />it <span class="_ _b" />is <span class="_ _3" />not <span class="_ _b" />expected <span class="_ _3" />to <span class="_ _3" />have <span class="_ _b" />any. <span class="_ _b" />Th<span class="_ _1" />e <span class="_ _b" />above <span class="_ _3" />have <span class="_ _b" />been adopted <span class="_ _b" />by <span class="_ _b" />the European </div><div class="t m0 x11 h2 ya3f ff1 fs0 fc0 sc0 ls0 ws0">Union with effect<span class="_ _1" />ive date of 01/01/2<span class="_ _1" />023. </div><div class="t m0 x11 h2 y72b ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents <span class="_ _13" />to <span class="_ _3e" />IA<span class="_ _1" />S <span class="_ _13" />1 <span class="_ _3e" />“Cla<span class="_ _1" />ssification <span class="_ _13" />of <span class="_ _1a" />Liabilities <span class="_ _3e" />as <span class="_ _3e" />Current <span class="_ _3e" />or <span class="_ _3e" />Non<span class="_ _1" /></span>-<span class="ff6">c<span class="_ _1" />urrent” <span class="_ _13" />(<span class="_ _1" />effective <span class="_ _3e" />for <span class="_ _13" />a<span class="_ _1" />nnual <span class="_ _13" />p<span class="_ _1" />eriods </span></span></div><div class="t m0 x30 h2 y470 ff1 fs0 fc0 sc0 ls0 ws0">starting on or after<span class="_ _1" /> 01/01/2023)<span class="_ _1" /> </div><div class="t m0 x11 h2 y4e5 ff1 fs0 fc0 sc0 ls0 ws0">In<span class="_ _b" /> <span class="_ _1a" />Ja<span class="_ _3" />nu<span class="_ _b" />ary<span class="_ _3" /> <span class="_ _3e" />202<span class="_ _3" />0<span class="_ _3" />, <span class="_ _13" />the<span class="_ _3" /> <span class="_ _3e" />IA<span class="_ _3" />SB<span class="_ _3" /> <span class="_ _3e" />is<span class="_ _3" />su<span class="_ _b" />ed <span class="_ _13" />ame<span class="_ _3" />nd<span class="_ _3" />m<span class="_ _3" />en<span class="_ _3" />ts<span class="_ _b" /> <span class="_ _1a" />to <span class="_ _13" />IAS<span class="_ _b" /> <span class="_ _1a" />1 <span class="_ _13" />tha<span class="_ _b" />t <span class="_ _1a" />af<span class="_ _3" />f<span class="_ _3" />e<span class="_ _3" />ct<span class="_ _3" /> <span class="_ _3e" />req<span class="_ _b" />uir<span class="_ _3" />em<span class="_ _b" />ent<span class="_ _3" />s <span class="_ _13" />for<span class="_ _3" /> <span class="_ _3e" />th<span class="_ _3" />e <span class="_ _13" />pre<span class="_ _b" />sent<span class="_ _3" />a<span class="_ _3" />ti<span class="_ _3" />o<span class="_ _3" />n <span class="_ _13" />of <span class="_ _13" />lia<span class="_ _b" />bili<span class="_ _b" />tie<span class="_ _b" />s. </div><div class="t m0 x11 h2 y4e6 ff1 fs0 fc0 sc0 ls0 ws0">Sp<span class="_ _b" />eci<span class="_ _3" />fi<span class="_ _b" />cal<span class="_ _3" />l<span class="_ _3" />y,<span class="_ _3" /> <span class="_ _3" />the<span class="_ _b" />y c<span class="_ _3" />la<span class="_ _b" />rif<span class="_ _b" />y on<span class="_ _b" />e o<span class="_ _3" />f <span class="_ _b" />the<span class="_ _3" /> <span class="_ _3" />cr<span class="_ _3" />it<span class="_ _b" />eri<span class="_ _3" />a <span class="_ _b" />for <span class="_ _b" />cla<span class="_ _b" />ssi<span class="_ _3" />fy<span class="_ _b" />ing<span class="_ _3" /> a<span class="_ _b" /> li<span class="_ _3" />ab<span class="_ _b" />ili<span class="_ _b" />ty a<span class="_ _b" />s n<span class="_ _3" />o<span class="_ _3" />n-c<span class="_ _b" />urr<span class="_ _3" />en<span class="_ _b" />t, <span class="_ _3" />th<span class="_ _b" />e r<span class="_ _3" />eq<span class="_ _3" />ui<span class="_ _b" />rem<span class="_ _3" />en<span class="_ _b" />t f<span class="_ _3" />o<span class="_ _3" />r a<span class="_ _b" />n e<span class="_ _b" />nti<span class="_ _3" />t<span class="_ _3" />y <span class="_ _3" />to<span class="_ _3" /> <span class="_ _3" />ha<span class="_ _3" />ve </div><div class="t m0 x11 h2 y4e7 ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />e rig<span class="_ _b" />ht to<span class="_ _b" /> <span class="_ _1" />de<span class="_ _3" />fe<span class="_ _b" />r set<span class="_ _3" />tl<span class="_ _b" />eme<span class="_ _3" />nt<span class="_ _b" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />th<span class="_ _3" />e<span class="_ _3" /> <span class="_ _1" />li<span class="_ _3" />a<span class="_ _3" />bi<span class="_ _3" />li<span class="_ _b" />ty fo<span class="_ _b" />r at l<span class="_ _3" />ea<span class="_ _b" />st 12<span class="_ _b" /> <span class="_ _1" />mo<span class="_ _3" />nt<span class="_ _3" />h<span class="_ _3" />s af<span class="_ _b" />ter<span class="_ _3" /> the<span class="_ _b" /> repo<span class="_ _b" />rti<span class="_ _b" />ng pe<span class="_ _3" />ri<span class="_ _b" />od.<span class="_ _3" /> Th<span class="_ _3" />e am<span class="_ _3" />e<span class="_ _3" />nd<span class="_ _3" />me<span class="_ _3" />nt<span class="_ _b" />s in<span class="_ _3" />cl<span class="_ _3" />u<span class="_ _3" />de:<span class="_ _b" /> </div><div class="t m0 x11 hb y4e8 ff6 fs0 fc0 sc0 ls0 ws0">(a<span class="_ _b" />) <span class="_ _1" />sp<span class="_ _3" />e<span class="_ _3" />cif<span class="_ _b" />yin<span class="_ _3" />g<span class="_ _3" /> <span class="_ _1" />tha<span class="_ _b" />t <span class="_ _1" />an<span class="_ _3" /> <span class="_ _1" />en<span class="_ _3" />ti<span class="_ _b" />ty’<span class="_ _b" />s <span class="_ _1" />rig<span class="_ _b" />ht <span class="_ _1" />to<span class="_ _b" /> <span class="_ _13" />de<span class="_ _b" />fer<span class="_ _b" /> <span class="_ _13" />se<span class="_ _b" />ttl<span class="_ _3" />em<span class="_ _3" />en<span class="_ _b" />t <span class="_ _1" />mus<span class="_ _3" />t<span class="_ _3" /> <span class="_ _1" />ex<span class="_ _3" />i<span class="_ _3" />st<span class="_ _3" /> <span class="_ _1" />at<span class="_ _3" /> <span class="_ _1" />the<span class="_ _b" /> <span class="_ _13" />en<span class="_ _b" />d <span class="_ _1" />of<span class="_ _3" /> <span class="_ _1" />the<span class="_ _b" /> <span class="_ _1" />rep<span class="_ _3" />o<span class="_ _3" />rt<span class="_ _3" />in<span class="_ _b" />g <span class="_ _1" />pe<span class="_ _3" />ri<span class="_ _3" />od<span class="_ _3" />;<span class="_ _3" /> <span class="_ _1" />(b<span class="_ _3" />) cla<span class="_ _b" />rif<span class="_ _b" />ying<span class="_ _b" /> <span class="_ _13" />th<span class="_ _3" />a<span class="_ _3" />t </div><div class="t m0 x11 h2 y324 ff1 fs0 fc0 sc0 ls0 ws0">cl<span class="_ _3" />a<span class="_ _3" />ss<span class="_ _b" />ifi<span class="_ _3" /><span class="ff6">ca<span class="_ _3" />ti<span class="_ _b" />on<span class="_ _3" /> is un<span class="_ _b" />aff<span class="_ _3" />e<span class="_ _3" />ct<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _1" />by ma<span class="_ _b" />nag<span class="_ _3" />em<span class="_ _3" />e<span class="_ _3" />nt<span class="_ _3" />’<span class="_ _3" />s in<span class="_ _b" />ten<span class="_ _3" />ti<span class="_ _b" />ons<span class="_ _b" /> <span class="_ _1" />or<span class="_ _3" /> exp<span class="_ _3" />e<span class="_ _3" />ct<span class="_ _3" />at<span class="_ _3" />i<span class="_ _3" />on<span class="_ _b" />s abo<span class="_ _3" />u<span class="_ _3" />t wh<span class="_ _b" />ethe<span class="_ _b" />r the<span class="_ _b" /> <span class="_ _1" />en<span class="_ _3" />ti<span class="_ _b" />ty wi<span class="_ _3" />l<span class="_ _3" />l e<span class="_ _3" />xe<span class="_ _3" />r<span class="_ _3" />ci<span class="_ _3" />se<span class="_ _3" /> it<span class="_ _3" />s<span class="_ _3" /> rig<span class="_ _b" />ht </span></div><div class="t m0 x11 h2 y325 ff1 fs0 fc0 sc0 ls0 ws0">to<span class="_ _b" /> <span class="_ _23"> </span>def<span class="_ _3" />e<span class="_ _3" />r <span class="_ _1c"> </span>set<span class="_ _3" />tl<span class="_ _3" />e<span class="_ _3" />me<span class="_ _3" />n<span class="_ _3" />t;<span class="_ _b" /> <span class="_ _23"> </span>(c)<span class="_ _b" /> <span class="_ _23"> </span>cla<span class="_ _3" />ri<span class="_ _b" />fyi<span class="_ _3" />ng<span class="_ _3" /> <span class="_ _23"> </span>h<span class="_ _3" />ow<span class="_ _3" /> <span class="_ _23"> </span>le<span class="_ _b" />ndi<span class="_ _b" />ng <span class="_ _1c"> </span>con<span class="_ _3" />di<span class="_ _3" />ti<span class="_ _b" />ons<span class="_ _b" /> <span class="_ _24"> </span>af<span class="_ _b" />fe<span class="_ _3" />ct<span class="_ _3" /> <span class="_ _23"> </span>cl<span class="_ _3" />a<span class="_ _3" />ss<span class="_ _3" />if<span class="_ _3" />i<span class="_ _3" />ca<span class="_ _3" />ti<span class="_ _b" />on;<span class="_ _b" /> <span class="_ _24"> </span>an<span class="_ _b" />d <span class="_ _23"> </span>(d<span class="_ _b" />) <span class="_ _23"> </span>cl<span class="_ _3" />a<span class="_ _3" />ri<span class="_ _3" />f<span class="_ _3" />yin<span class="_ _3" />g<span class="_ _3" /> <span class="_ _23"> </span>re<span class="_ _b" />qui<span class="_ _b" />reme<span class="_ _b" />nt<span class="_ _3" />s <span class="_ _23"> </span>f<span class="_ _3" />or<span class="_ _3" /> </div><div class="t m0 x11 h2 y326 ff1 fs0 fc0 sc0 ls0 ws0">cl<span class="_ _3" />a<span class="_ _3" />ss<span class="_ _b" />ifyi<span class="_ _b" />ng<span class="_ _3" /> <span class="_ _13" />li<span class="_ _b" />abi<span class="_ _3" />li<span class="_ _b" />tie<span class="_ _b" />s <span class="_ _13" />an<span class="_ _b" /> <span class="_ _13" />ent<span class="_ _3" />i<span class="_ _3" />t<span class="_ _3" />y <span class="_ _1" />wil<span class="_ _b" />l <span class="_ _1" />or <span class="_ _1" />ma<span class="_ _b" />y <span class="_ _1" />set<span class="_ _3" />tl<span class="_ _3" />e <span class="_ _1" />by<span class="_ _b" /> <span class="_ _13" />is<span class="_ _3" />su<span class="_ _3" />in<span class="_ _3" />g <span class="_ _1" />it<span class="_ _b" />s <span class="_ _13" />o<span class="_ _3" />wn<span class="_ _3" /> <span class="_ _1" />equ<span class="_ _3" />it<span class="_ _b" />y <span class="_ _13" />i<span class="_ _3" />n<span class="_ _3" />st<span class="_ _3" />ru<span class="_ _3" />me<span class="_ _3" />n<span class="_ _3" />t<span class="_ _3" />s.<span class="_ _3" /> <span class="_ _13" />F<span class="_ _3" />ur<span class="_ _b" />the<span class="_ _3" />rm<span class="_ _b" />ore,<span class="_ _b" /> <span class="_ _13" />in<span class="_ _3" /> <span class="_ _1" />Jul<span class="_ _b" />y <span class="_ _1" />202<span class="_ _3" />0,<span class="_ _b" /> <span class="_ _13" />the<span class="_ _3" /> </div><div class="t m0 x11 h2 y327 ff1 fs0 fc0 sc0 ls0 ws0">IA<span class="_ _b" />SB <span class="_ _3e" />is<span class="_ _b" />sued<span class="_ _b" /> <span class="_ _1a" />an<span class="_ _3" /> <span class="_ _3e" />ame<span class="_ _3" />nd<span class="_ _b" />men<span class="_ _b" />t <span class="_ _3e" />to <span class="_ _13" />def<span class="_ _3" />e<span class="_ _3" />r <span class="_ _3e" />by<span class="_ _3" /> <span class="_ _3e" />one<span class="_ _b" /> <span class="_ _3e" />yea<span class="_ _3" />r <span class="_ _3e" />th<span class="_ _3" />e <span class="_ _13" />eff<span class="_ _b" />ecti<span class="_ _b" />ve <span class="_ _13" />dat<span class="_ _b" />e <span class="_ _3e" />of <span class="_ _13" />the<span class="_ _3" /> <span class="_ _3e" />in<span class="_ _3" />it<span class="_ _3" />i<span class="_ _3" />al<span class="_ _3" />l<span class="_ _3" />y <span class="_ _3e" />is<span class="_ _3" />su<span class="_ _b" />ed <span class="_ _13" />ame<span class="_ _3" />nd<span class="_ _3" />me<span class="_ _b" />nt <span class="_ _3e" />to<span class="_ _3" /> <span class="_ _3e" />IA<span class="_ _3" />S <span class="_ _3e" />1,<span class="_ _3" /> <span class="_ _3e" />in<span class="_ _3" /> </div><div class="t m0 x11 h2 y328 ff1 fs0 fc0 sc0 ls0 ws0">re<span class="_ _b" />spo<span class="_ _3" />n<span class="_ _3" />se<span class="_ _3" /> <span class="_ _13" />to <span class="_ _13" />th<span class="_ _b" />e <span class="_ _3e" />Co<span class="_ _3" />vi<span class="_ _b" />d-19<span class="_ _3" /> <span class="_ _13" />pa<span class="_ _3" />nd<span class="_ _3" />e<span class="_ _3" />mi<span class="_ _b" />c. <span class="_ _13" />Th<span class="_ _3" />e <span class="_ _13" />Gr<span class="_ _3" />ou<span class="_ _3" />p <span class="_ _13" />wil<span class="_ _b" />l <span class="_ _13" />exa<span class="_ _b" />min<span class="_ _3" />e <span class="_ _13" />th<span class="_ _b" />e <span class="_ _13" />imp<span class="_ _3" />a<span class="_ _3" />ct <span class="_ _13" />o<span class="_ _3" />f <span class="_ _13" />th<span class="_ _3" />e <span class="_ _13" />ab<span class="_ _3" />o<span class="_ _3" />ve<span class="_ _3" /> <span class="_ _13" />on <span class="_ _13" />it<span class="_ _b" />s <span class="_ _13" />Fin<span class="_ _3" />an<span class="_ _b" />cial<span class="_ _b" /> <span class="_ _3e" />Sta<span class="_ _b" />tem<span class="_ _3" />en<span class="_ _b" />ts, </div><div class="t m0 x11 h2 y329 ff1 fs0 fc0 sc0 ls0 ws0">th<span class="_ _b" />oug<span class="_ _3" />h<span class="_ _3" /> i<span class="_ _3" />t <span class="_ _3" />i<span class="_ _3" />s <span class="_ _b" />not<span class="_ _3" /> e<span class="_ _b" />xpe<span class="_ _3" />ct<span class="_ _3" />ed<span class="_ _b" /> to<span class="_ _3" /> h<span class="_ _3" />a<span class="_ _3" />ve<span class="_ _3" /> a<span class="_ _b" />ny.<span class="_ _b" /> The<span class="_ _b" /> ab<span class="_ _b" />ove <span class="_ _b" />ha<span class="_ _3" />ve<span class="_ _3" /> n<span class="_ _b" />ot <span class="_ _3" />b<span class="_ _3" />een<span class="_ _b" /> ad<span class="_ _b" />opt<span class="_ _3" />ed<span class="_ _b" /> by<span class="_ _3" /> t<span class="_ _3" />h<span class="_ _3" />e <span class="_ _3" />E<span class="_ _3" />ur<span class="_ _3" />op<span class="_ _3" />e<span class="_ _3" />an<span class="_ _3" /> U<span class="_ _3" />ni<span class="_ _b" />on. </div><div class="t m0 x11 h2 ya40 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents <span class="_ _3" />to <span class="_ _3" />IAS <span class="_ _3" />1 <span class="_ _b" />“<span class="_ _1" />Presentation of <span class="_ _b" />Financia<span class="_ _1" />l <span class="_ _3" />Statements” <span class="_ _3" />(effective <span class="_ _3" />for annual <span class="_ _b" />perio<span class="_ _1" />ds <span class="_ _3" />starting<span class="_ _1" /><span class="ff1"> on <span class="_ _b" />or after </span></span></span></div><div class="t m0 x30 h2 y3fd ff1 fs0 fc0 sc0 ls0 ws0">01/01/2023) </div><div class="t m0 x11 h2 ya41 ff1 fs0 fc0 sc0 ls0 ws0">In February 2021,<span class="_ _1" /> the IASB issued<span class="_ _1" /> narrow<span class="_ _1" />-scope ame<span class="_ _1" />ndments that perta<span class="_ _1" />in to accounting<span class="_ _1" /> policy disclosures.<span class="_ _1" /> The </div><div class="t m0 x11 h2 ya42 ff1 fs0 fc0 sc0 ls0 ws0">objective <span class="_ _1b" />of <span class="_ _1b" />these <span class="_ _1b" />amendments <span class="_ _1b" />is <span class="_ _1b" />to <span class="_ _1b" />improve <span class="_ _1b" />acco<span class="_ _1" />unting <span class="_ _1b" />policy <span class="_ _1b" />disclosur<span class="_ _1" />es <span class="_ _1b" />so <span class="_ _1b" />that <span class="_ _1b" />they <span class="_ _1b" />provide <span class="_ _1b" />more <span class="_ _1b" />us<span class="_ _1" />eful </div></div></div><div class="pi" /></div>
<div id="pf6e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc6e w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">110</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">information <span class="_ _3e" />t<span class="_ _1" />o <span class="_ _1a" />investors <span class="_ _1a" />and <span class="_ _1a" />other <span class="_ _1a" />primary<span class="_ _1" /> <span class="_ _3e" />us<span class="_ _1" />ers <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1a" />financi<span class="_ _1" />al <span class="_ _3e" />statem<span class="_ _1" />ents. <span class="_ _3e" />M<span class="_ _1" />ore <span class="_ _3e" />specif<span class="_ _1" />ically, <span class="_ _3e" />c<span class="_ _1" />ompanies <span class="_ _1a" />are </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">required <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />d<span class="_ _1" />isclose <span class="_ _1" />t<span class="_ _1" />heir <span class="_ _1" />m<span class="_ _1" />aterial <span class="_ _13" />accounting <span class="_ _1" />po<span class="_ _1" />licy <span class="_ _13" />information <span class="_ _13" />rather <span class="_ _1" />tha<span class="_ _1" />n <span class="_ _1" />t<span class="_ _1" />heir <span class="_ _1" />s<span class="_ _1" />ignificant <span class="_ _13" />accounting <span class="_ _13" />policies. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group <span class="_ _13" />will <span class="_ _13" />exam<span class="_ _1" />ine <span class="_ _13" />the <span class="_ _13" />impact <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />a<span class="_ _1" />b<span class="_ _1" />ove <span class="_ _13" />on <span class="_ _13" />its <span class="_ _13" />Financ<span class="_ _1" />ial <span class="_ _13" />Statements, <span class="_ _13" />tho<span class="_ _1" />ugh <span class="_ _13" />it <span class="_ _13" />is <span class="_ _13" />not <span class="_ _13" />expected <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />have </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls2 ws0">any<span class="ls1">. <span class="ls0">The abov<span class="_ _1" />e have not been <span class="_ _1" />adopted by the Europ<span class="_ _1" />ean Union.<span class="_ _13" /> </span></span></div><div class="t m0 x11 h2 ya43 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents <span class="_ _1b"> </span>t<span class="_ _1" />o <span class="_ _1c"> </span>IAS <span class="_ _1c"> </span>8 <span class="_ _1c"> </span>“Accounting <span class="_ _23"> </span>Policies, <span class="_ _1b"> </span>Ch<span class="_ _1" />anges <span class="_ _1c"> </span>in <span class="_ _1c"> </span>Account<span class="_ _1" />ing <span class="_ _1b"> </span>Esti<span class="_ _1" />mates <span class="_ _1c"> </span>and <span class="_ _1c"> </span>Errors: <span class="_ _1c"> </span>Defin<span class="_ _1" />ition <span class="_ _1b"> </span>o<span class="_ _1" />f </span></span></div><div class="t m0 x30 h2 ya44 ff1 fs0 fc0 sc0 ls0 ws0">Accounting <span class="ff6">Estimat<span class="_ _1" />es” (effective for annu<span class="_ _1" />al periods starting on or <span class="_ _1" />after 01/01/2023<span class="_ _1" />)<span class="_ _1" /></span> </div><div class="t m0 x11 h2 ya45 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />Febru<span class="_ _1" />ary <span class="_ _3" />2021, <span class="_ _3" />the <span class="_ _3" />IASB issued <span class="_ _b" />narrow<span class="_ _1" />-scope amendments <span class="_ _3" />that <span class="_ _3" />they <span class="_ _b" />c<span class="_ _1" />larify <span class="_ _3" />how companies <span class="_ _b" />shoul<span class="_ _1" />d <span class="_ _b" />d<span class="_ _1" />istinguish </div><div class="t m0 x11 h2 ya46 ff1 fs0 fc0 sc0 ls0 ws0">changes <span class="_ _1c"> </span>in <span class="_ _1c"> </span>accountin<span class="_ _1" />g <span class="_ _1b" />p<span class="_ _1" />olicies <span class="_ _1b" />fro<span class="_ _1" />m <span class="_ _1c" />changes <span class="_ _1c"> </span>in <span class="_ _1c"> </span>acc<span class="_ _1" />ounting <span class="_ _1c"> </span>estimates. <span class="_ _1c"> </span>That<span class="_ _13" /> <span class="_ _1c"> </span>dis<span class="_ _1" />tinction <span class="_ _1c"> </span>is <span class="_ _1c"> </span>important <span class="_ _1c"> </span>beca<span class="_ _1" />use </div><div class="t m0 x11 h2 y967 ff1 fs0 fc0 sc0 ls0 ws0">changes i<span class="_ _3" />n <span class="_ _3" />accounting<span class="_ _1" /> <span class="_ _b" />esti<span class="_ _1" />mates <span class="_ _3" />are applied <span class="_ _b" />prosp<span class="_ _1" />ectively only <span class="_ _b" />to future <span class="_ _3" />transactions and <span class="_ _b" />oth<span class="_ _1" />er <span class="_ _3" />future <span class="_ _3" />events, but </div><div class="t m0 x11 h2 y968 ff1 fs0 fc0 sc0 ls0 ws0">changes <span class="_ _1b" />in <span class="_ _1b" />account<span class="_ _1" />ing <span class="_ _1b" />policies <span class="_ _1b" />are <span class="_ _1b" />g<span class="_ _1" />enerally <span class="_ _1b" />also <span class="_ _1b" />applied <span class="_ _1b" />re<span class="_ _1" />trospectively <span class="_ _1b" />to <span class="_ _1b" />pas<span class="_ _1" />t <span class="_ _1b" />transactions <span class="_ _1b" />and <span class="_ _1c"> </span>other <span class="_ _1b" />pa<span class="_ _3e" />st </div><div class="t m0 x11 h2 y723 ff1 fs0 fc0 sc0 ls0 ws0">events. The Gr<span class="_ _1" />oup will exa<span class="_ _1" />mine the <span class="_ _1" />impact of the <span class="_ _1" />above <span class="_ _1" />on its Financia<span class="_ _1" />l Statements<span class="_ _1" />, though it <span class="_ _1" />is not exp<span class="_ _1" />ected to<span class="_ _1" /> </div><div class="t m0 x11 h2 y244 ff1 fs0 fc0 sc0 ls0 ws0">have any<span class="ls1">. </span>The above<span class="_ _1" /> have not been ad<span class="_ _1" />opted by the E<span class="_ _1" />uropean Union.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya47 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents <span class="_ _1" />to <span class="_ _1" />IAS <span class="_ _1" />12 <span class="_ _1" />“Inc<span class="_ _1" />ome T<span class="_ _1" />axes: <span class="_ _1" />Deferred <span class="_ _1" />Tax <span class="_ _1" />r<span class="_ _1" />elated <span class="_ _1" />to <span class="_ _1" />Assets <span class="_ _1" />and <span class="_ _3e" /></span>Liabilities <span class="_ _1" />aris<span class="_ _1" />ing <span class="_ _1" />from <span class="_ _1" />a <span class="_ _1" />Single<span class="_ _1" /> </span></div><div class="t m0 x30 h2 ya48 ff6 fs0 fc0 sc0 ls0 ws0">Transaction” (effective for a<span class="_ _1" />nnual periods starti<span class="_ _1" />ng on or after 01/0<span class="_ _1" />1/2023)<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y9a1 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3e" />M<span class="_ _1" />ay <span class="_ _3e" />20<span class="_ _1" />21, <span class="_ _3e" />the<span class="_ _1" /> <span class="_ _3e" />IA<span class="_ _1" />SB <span class="_ _3e" />iss<span class="_ _1" />ued <span class="_ _1a" />targeted <span class="_ _1a" />am<span class="_ _1" />endments <span class="_ _1a" />to <span class="_ _3e" />I<span class="_ _1" />AS <span class="_ _1a" />12 <span class="_ _1a" />to <span class="_ _1a" />specify <span class="_ _1a" />how <span class="_ _1a" />companies <span class="_ _1a" />sh<span class="_ _1" />ould <span class="_ _1a" />account <span class="_ _1a" />for </div><div class="t m0 x11 h2 y9a2 ff1 fs0 fc0 sc0 ls0 ws0">deferred <span class="_ _b" />t<span class="_ _1" />ax <span class="_ _3" />on <span class="_ _b" />transac<span class="_ _1" />tions such <span class="_ _b" />as l<span class="_ _3" />eases<span class="_ _1" /> <span class="_ _b" />and decommissioning <span class="_ _3" />obligations <span class="ff6">–</span> <span class="_ _b" />tra<span class="_ _1" />nsactions <span class="_ _b" />for which <span class="_ _b" />c<span class="_ _1" />ompanies </div><div class="t m0 x11 h2 ya49 ff1 fs0 fc0 sc0 ls0 ws0">recognise <span class="_ _1c"> </span>both <span class="_ _1c"> </span>an <span class="_ _1c" />asset <span class="_ _1c"> </span>and <span class="_ _1c"> </span>a <span class="_ _1c"> </span>liability. <span class="_ _1c"> </span>In <span class="_ _1c"> </span>specif<span class="_ _1" />ied <span class="_ _1b" />c<span class="_ _1" />ircumstances, <span class="_ _1c"> </span>companies<span class="_ _1" /> <span class="_ _1c" />are <span class="_ _1b" />ex<span class="_ _1" />empt <span class="_ _1c" />from <span class="_ _1b" />rec<span class="_ _1" />ognising </div><div class="t m0 x11 h2 y70c ff1 fs0 fc0 sc0 ls0 ws0">deferred <span class="_ _3" />tax when <span class="_ _3" />they recognise <span class="_ _3" />assets or <span class="_ _3" />liabilities <span class="_ _3" />for the <span class="_ _b" />first time. <span class="_ _3" />The am<span class="_ _1" />endments clarify <span class="_ _3" />that <span class="_ _3" />the exemption </div><div class="t m0 x11 h2 y72b ff1 fs0 fc0 sc0 ls0 ws0">does <span class="_ _1" />not <span class="_ _13" />apply <span class="_ _1" />and <span class="_ _1" />that <span class="_ _1" />c<span class="_ _1" />ompanies <span class="_ _13" />are <span class="_ _1" />required <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />recognise <span class="_ _13" />deferred <span class="_ _1" />tax <span class="_ _13" />on <span class="_ _1" />such <span class="_ _13" />transactions. <span class="_ _1" />The <span class="_ _1" />G<span class="_ _1" />roup <span class="_ _1" />wi<span class="_ _1" />ll </div><div class="t m0 x11 h2 y470 ff1 fs0 fc0 sc0 ls0 ws0">examine <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />impact <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />the <span class="_ _13" />above <span class="_ _1" />on <span class="_ _1" />its <span class="_ _13" />Financial <span class="_ _13" />Statements, <span class="_ _1" />th<span class="_ _1" />ough <span class="_ _1" />it <span class="_ _13" />is <span class="_ _1" />not <span class="_ _13" />expected <span class="_ _1" />to <span class="_ _1" />hav<span class="_ _1" />e <span class="_ _1" />any. <span class="_ _13" />The <span class="_ _1" />above<span class="_ _1" /> </div><div class="t m0 x11 h2 y471 ff1 fs0 fc0 sc0 ls0 ws0">have not been adopte<span class="_ _1" />d by the European <span class="_ _1" />Union.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya4a ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _35"> </span><span class="ff6">Amendm<span class="_ _1" />ents <span class="_ _1a" />t<span class="_ _1" />o <span class="_ _1a" />IFRS <span class="_ _1b"> </span>17 <span class="_ _1b"> </span>“Insurance <span class="_ _1b"> </span>contracts: <span class="_ _1b"> </span>Initial <span class="_ _1b"> </span>Application <span class="_ _1b"> </span>of <span class="_ _1b"> </span>IFRS <span class="_ _1b"> </span>17 <span class="_ _1a" />an<span class="_ _1" />d <span class="_ _1a" />IFRS <span class="_ _1b"> </span>9 <span class="_ _1c"> </span>–</span> <span class="_ _1b" />Comparat<span class="_ _1" />ive </span></div><div class="t m0 x30 h2 ya4b ff6 fs0 fc0 sc0 ls0 ws0">Information” (effective f<span class="_ _1" />or annual periods<span class="_ _1" /> starting on or after 0<span class="_ _1" />1/01/2023)<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h2 ya4c ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3e" />Decem<span class="_ _1" />ber <span class="_ _3e" />2021, <span class="_ _1a" />the <span class="_ _1a" />IASB <span class="_ _1a" />issued <span class="_ _1a" />a<span class="_ _1" /> <span class="_ _3e" />narrow-<span class="_ _1" />scope <span class="_ _1a" />amendment <span class="_ _1a" />to <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />transit<span class="_ _1" />ion <span class="_ _3e" />requ<span class="_ _1" />irements <span class="_ _1a" />in <span class="_ _3e" />IFR<span class="_ _1" />S <span class="_ _3e" />17 <span class="_ _1a" />to </div><div class="t m0 x11 h2 ya4d ff1 fs0 fc0 sc0 ls0 ws0">address <span class="_ _3e" />an <span class="_ _3e" />import<span class="_ _1" />ant <span class="_ _3e" />issue <span class="_ _3e" />r<span class="_ _1" />elated <span class="_ _3e" />to <span class="_ _3e" />temporary <span class="_ _1a" />accounting <span class="_ _3e" />mismatch<span class="_ _1" />es <span class="_ _3e" />between <span class="_ _1a" />insurance <span class="_ _3e" />co<span class="_ _1" />ntract <span class="_ _3e" />liabilities<span class="_ _1" /> </div><div class="t m0 x11 h2 ya4e ff1 fs0 fc0 sc0 ls0 ws0">and financial assets in the c<span class="_ _1" />omparative informatio<span class="_ _1" />n presented when ap<span class="_ _1" />plying IF<span class="_ _1" /><span class="ff6">RS<span class="_ _1" /> 17 “Insurance Contrac<span class="_ _1" />ts” and </span></div><div class="t m0 x11 hb y734 ff6 fs0 fc0 sc0 ls0 ws0">IFRS 9 “Financial Instruments” for the first time.  The amendment aims to improve the usefulness of comparative<span class="_ _1" /> </div><div class="t m0 x11 h2 ya4f ff1 fs0 fc0 sc0 ls0 ws0">information <span class="_ _1b" />for <span class="_ _1b" />the <span class="_ _1b" />users <span class="_ _1b" />o<span class="_ _1" />f <span class="_ _1b" />the <span class="_ _1a" />fi<span class="_ _1" />nancial <span class="_ _1b" />statements. <span class="_ _1c" />The <span class="_ _1b" />Group <span class="_ _1b" />will <span class="_ _1b" />examine <span class="_ _1b" />the <span class="_ _1b" />impac<span class="_ _1" />t <span class="_ _1b" />of <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1b" />above <span class="_ _1b" />on <span class="_ _1b" />its </div><div class="t m0 x11 h2 y423 ff1 fs0 fc0 sc0 ls0 ws0">Financial Stateme<span class="_ _1" />nts, though it is not <span class="_ _1" />expected to hav<span class="_ _1" />e any. The above<span class="_ _1" /> have not been<span class="_ _1" /> adopted by the E<span class="_ _1" />uropean </div><div class="t m0 x11 h2 y424 ff1 fs0 fc0 sc0 ls0 ws0">Union. </div><div class="t m0 x11 h2 ya50 ff1 fs0 fc0 sc0 ls2 ws0">2.23<span class="ls4">.3<span class="ls0">.  Change i<span class="_ _3" />n accounting policy regarding attributing defined <span class="_ _3" />benefit to <span class="_ _3" />periods of <span class="_ _3" />service i<span class="_ _1" />n accordance wi<span class="_ _3" />th </span></span></div><div class="t m0 x36 h2 ya51 ff1 fs0 fc0 sc0 ls0 ws0">IAS 19 <span class="ff6">“</span>Employee B<span class="_ _1" />enefits<span class="ff6">”<span class="_ _1" /></span> </div><div class="t m0 x11 h2 ya52 ff1 fs0 fc0 sc0 ls0 ws0">I<span class="ff6">n <span class="_ _b" />May <span class="_ _3" />2021, <span class="_ _3" />IFRS <span class="_ _3" />Interpretations <span class="_ _3" />Committee issued <span class="_ _b" />the <span class="_ _3" />final <span class="_ _3" />agenda <span class="_ _b" /> on <span class="_ _b" />“Attributing B<span class="_ _3" />enefit <span class="_ _3" />to <span class="_ _3" />Periods <span class="_ _b" />of Service </span></div><div class="t m0 x11 h9 ya53 ff6 fs0 fc0 sc0 ls0 ws0">(IAS <span class="_ _13" />19)”<span class="ff7 fs1"> <span class="_ _13" /></span><span class="ff1">which <span class="_ _3e" />includes <span class="_ _3e" />explanatory <span class="_ _13" />materia<span class="_ _1" />l <span class="_ _13" />regarding <span class="_ _13" />the <span class="_ _3e" />way <span class="_ _3e" />of <span class="_ _13" />distribution <span class="_ _13" />o<span class="_ _1" />f <span class="_ _13" />benefits <span class="_ _13" />in <span class="_ _13" />perio<span class="_ _1" />ds <span class="_ _13" />of <span class="_ _13" />serv<span class="_ _1" />ice </span></div></div></div><div class="pi" /></div>
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ysqKkb92x++OmH+l29+KJVqPaX+7FM/EQYtHvvd+15etXrNDp+qoaHhT48/c8c/96TLx40+ITO1bZ9gfdh3c1mZLRgAgCbbgvuxpybPWZtofqXVowrjA7plt+dZNlQ2zFqzbc7MirL0Lb9/8EffvLz5Ov9+7siv3PN20/WeqhLh6OsnnnNUQb+CvO75nTIz4oMPKjzhk8c0f8iQwYMGdw2WNivYe2ZunvL5n593VMGQ/t075GTl5mSdeeoJXbp02a3PfMZJR8YfW5xq9jeKSQtrB3/u1jNHdh/Sr1tex+zG6UDJVHpzRfXS9WX/eGfTsrIoCIJpyxtGjr/ta+MGf/Orn2s6B+WIYYeNHpQ9ffm2H7zOL04NuuL+fvmxwQVZ3TplxoIwCIL6ZKq4ouG94kRVYg//NpKZmXlo5oYF6YEf7JfFpr0+96KzTrcRAwDQIu5ramqvuGt2uuWFq/70gwuOGDm8Pc9SVFzc79J7mx4eBeHNf1912rGzRp90fNM6l33+3P96cv6i0m3H3ZeVRXdM3RgE234ouuy+boMOHth0Mysra+K3P3X6f/4j3eznvCtaPmrc5Hem3P3d3frMI4cP/e6ZfW97vsUcm+Vl0V0zSoNgF3+7WFSavuHRJReMWzvwoAFNC2+6dNT0W6Y2Xy0dhKsrotUV9UHQ6qw4H2rW00lDui9YtO3m7FVVF9mEAQD4wNbDz6/MX9HqJDnXjOrWnrO+NCrs3fsXnx/cfHZKFIRf/e0L9fUt0vb2a04p6LCz56morGq1ZPRJx//jx2MPym/zIas2N+zBx771xise+vrRffN2O7W7ZEffGN2jT2Hv5gvHnXby8zed9oWj8z7ESTXb5eTjju6c3Lb7sSrdq635PwAAHLhxX5toMZG9R25w54++tluXdvrO18Yf2qPFha6KtqRbTWT/9NjRKx779k1n982J73iCeyy2g1c849RR026//Lh+Ow7njO0uw5XVclFmRmxHLxT70mfPmXnHZacOygqD9k7iP2to7qrHvnXnj7+elZXV6q4zx5zy2K+/9dqvLzpvRIfsXV00tiA3Ond4i72c4QPadcHaDh06fPW4bTs6yVjOnc/NtREDANAobOzvzWXl42+aUPbBuSYvOfngG66+ZHef6/7H/n735AVbMzQ7/u2Ljz33zDE7XHPO2/N+95dpLyyoKK7eVvO9Okbv//mGvLwdX7o1iqI/PzlpwvPvLChObKqNGufuh0F060WDfnjtl5qv+crrc07/f5Mb91bysoLpt1149JEjd/K2Fy9Z+ofHXnh23qY1FenUdicLCoNoUNfYWUf0GHfckLPPGJ2RseuD80XFxTNmzV2zoWxtSWVlbSKRTIVhmJMZ7945Z1Cf7of073XcMUfk5ube9eCTbywuiqKoZ37uz2/8yvY7DG2NwxV3zqjJ6PLBzdRPx3QadtihNmUAAMLoI7oy1B6Ioqiqqqq2tq4hkUilUr16FuTk5LTzUVXV1clkKh6P7fBCrRs3llTX1IRhWNCje8eOHdv5furq6iortySSicarzMZisZzs7Ly8Tu15Vx+n2x985rWag5pu9kgW3X71adnZ2bZmAABxHxmFfct7Cxf/ZHqLHzP824iaMaecYGQAAA5wMUOwzxk6ZHCn5KbmS+avLDEsAABk7K8frLq6evnK1WEYFvbq2b17t4/zpZevWLluQ2kQBN3y8wYNHJCbm7sHT1JUXFxVVXPo4EHb3xWPx78xqvvtr9Ym4lufeV5FXnV1dfsnIAEAsF/aP6flPPrUpMv/OCeRbvzRbXrClUdeOf6Cj+elp86cdff8zCiW8cH4pnqmii89ofcJxx7d/ieZMu3VCQs7xKL0aV2LvnLBmB3uHtz/xOTJpX2bbp7YcdUNXz7XBg0AcCDbD6fllJSUfnPim8f1z3rp5jOm/fRT3xpbeNigvh/PS1dVVd03N9VU9kEQRGF8Q0bf/34jddejzyUSiXY+z4sLN4dhLIplTK3of+3E1xcsWrL9Op/79Cnx1LaZ97Mre9bU1NigAQAOZPvbkfvNm8tGX/vH4wblT/zZtdufp3/BosWTpr951NCDZry1JK9j9o1Xf3HDho0vvfrmktUb8zvlnD/2hMbr4973yFNXfvGCxoc/+eyU3j26jTrh2F/d88jIQ/ouWVVcWlHTryD/8+eM6dq1S6vnv+/xSVM292vrvRWm1n593JChQwbv8lM888LL/7s4tSVj68nvM1O1Q7I2jOzbacxJx3Ttsu1Fb5349LzEwKabF/fd+IVzz7BNAwAcsPa3I/dPTp723sb0lz/9iTAMa2tri4qLm/5LJBLvLVn5g8eX/sfElwt7dD60f6+169Yfcvk9102cE0XRlLfWjPvuw8lkMgiCiS8sSqe3XtnqyekLX5m7OAiCXz+77Lzbpr+9dGPXvJwHXlwy9LLfl5eXN3/pKIpmbtzZrPeieL+b/1k+5+35u/wU544bfd+1px2ZubLxZiKe+15q4F9W97jh4XcmvTijaX9s9PAWpwF9ZXXCBg0AcCDb335Qu6miOgiCznkdgyB47O8vfHXCvKa73vrthUEQpILwvu+df8TI4UEQ3P3Q3zJj4aw7Lm383eroK3/x0BPPXXHJ+W09+eePyX/gv64PguCCM1YOvurB6a+9ef5ZY5vunfzSzJqMrjt/e+lY1qQ5K449+ohdfpAwDL932Vl3P/6PmeW9o/jW61vVZOQ/8H7w+rJnvvvFMXl5nfr16RXM27aDsTHWs6SkpKCgwGYNAHBg2t+O3J901JB4GL27ZFUQBOeNO3nOb86f85vzvzWmZ15WMHBAvyAI8rKixrIPgmDp2tLPfqJr0xlpThlWMOXNFY3/bjo6nkqnYx9M7znl8K1TbgYdPHB4z/jK9aXb9hzmvfPoovgu3148VT/qsJ7t/CyZmZnXX3rOXeMPOa3z6qxUddPyRemBVz+0+Po/PH/XpHkt9hzCzJ89PruqqspmDQAg7vcHo0867uqTe/z8ifnV1dXdu3f7xFFHHHPk4bOWln37zAGNU+TjzebhD+zd9X/nbl67bl3jzVnvl44+vF8QBJ2yM2bNmRsEQTqdfmNldc9ueY0rvL5w65orVq5asDE1oPfWOfGJROKOGWX18U67eHNR+uojUmNHn7hbn6hb167fGH/OxKuOGdd1bSy9deJNOpa5IaPPyvCgVisXxfvd9deXbNYAAAem/fA897+76erv/+r+YV/67RF9c4MgWFZSN3Z4j/+87tLGe+PNdmcuvWDcvOUbzrzxgQHdskqrEscMzL/m0guDIPjqmSMv/eXkwQUv1SfTIwpzzjpta46/u7bq9Kt/kd8hY83m+hvHFX56zKjG5c/+c2btBz9+3UnZn9Nrw5hTztyzD5WdnX31F84+ccGip15dsrChdzKW09aac2r7LVi0ZPjQITZuAIADzf55nvsgCNLp9Lx3FsTjsaFDBmdlbZ2zXl9fX1VVvf01rUpLN3Xpkp+R0ewUllG0eXNZVlZmXt7Ww/a9zr3lzmuOP//Tp28sKelZUJCZmdm08g13Prcu3n8nbyaWTnz9qNSpJx33kXy0ee8u+M20TXUZ+W2tcHzuyhsvP8/GDQBwoNlvr1Abi8WOPnJkq4XZ2dnZ2dnbr9yjR+vj7mEY7vC6tpmZmX379Gm+pLyioijstfM3M6rz+lNP+siuMHXkyOG/H1D5P/87/fXqflG4g4n+y7bk2LIBAA5AMUPwYdTX19/655fTsawd3x1FvVPrvjCg9OuXnPXRvm5+5843XHbuD0/OOjxjZYdkWat7S+M9J734sm8HAOBAs99Oy/nIFRUXd8nPz83Nbb5w51etGh5befM1/+fTY6Io+u2Dz86qbfHj2qGxlT+9xswcAIADiyP37VXYu3ersk8mkzM25rW1fpfkhus/e/LHsX8Whjdefu51R9YVJNc3Lomn6z/ziQG+MgCAA40j93vuhemvTli4g9Nf5iVLLx6WecYpxzf9kPdjU7ppU3V1TX5+5y75+b4gAIADTYYh2GOvv18aBK3jPidZcfMFh/Xv1/df8pZ6dO/eo3t3Xw0AgLhn96yry2k1fh2S5T+/+NA+hYUGBwAAcb/PWLRkaVm8Z9PNMEodHK698qwRyh4AAHG/j3l+1sIo3HqCmqxU9fdO7XLEyHMNCwAA4n7fM7Cg01sVlfEgdVB2xRdOHzbssEONCQAA/1rOlgMAAPsJ57kHAABxDwAAiHsAAEDcAwAA4h4AAAAAAPZ+ToUJAAD7CdNyAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ94YAAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4NwQAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDADYih3wAABKnSURBVADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMS9IQAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4NAQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AADA/2+3jo0AAEAQiJ37D40TMIBn0tJRvbgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHHvAgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4FAAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAfDMuAACAQ5K0aQHHxa0C+A7LFAAAAABJRU5ErkJggg==" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">111</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">following <span class="_ _1a" />a <span class="_ _1a" />specific <span class="_ _1a" />def<span class="_ _1" />ined<span class="_ _1" /> <span class="_ _3e" />be<span class="_ _1" />nefit <span class="_ _1a" />plan <span class="_ _1a" />proportio<span class="_ _1" />nate <span class="_ _1a" />to <span class="_ _1a" />that <span class="_ _1a" />def<span class="_ _1" />ined <span class="_ _1a" />in <span class="_ _1a" />Article <span class="_ _1a" />8 <span class="_ _1a" />of <span class="_ _1a" />Law <span class="_ _1a" />3198<span class="_ _1" />/1955 <span class="_ _1a" />regarding </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">provision of compens<span class="_ _1" />ation due to retirem<span class="_ _1" />ent (the "Labor Law D<span class="_ _1" />efined Benefit <span class="_ _1" />Plan").<span class="_ _13" /> </div><div class="t m0 x11 h2 ya54 ff1 fs0 fc0 sc0 ls0 ws0">This decisi<span class="_ _1" />on d<span class="_ _1" />ifferentiates <span class="_ _1" />the <span class="_ _1" />way <span class="_ _1" />in which <span class="_ _1" />the <span class="_ _1" />basic <span class="_ _1" />principles <span class="_ _1" />and <span class="_ _1" />regulatio<span class="_ _1" />ns o<span class="_ _1" />f IA<span class="_ _13" />S <span class="_ _1" />19 <span class="_ _1" />have <span class="_ _1" />been <span class="_ _1" />applied <span class="_ _1" />in </div><div class="t m0 x11 h2 ya34 ff1 fs0 fc0 sc0 ls0 ws0">Greece <span class="_ _13" />in <span class="_ _13" />the <span class="_ _3e" />previous <span class="_ _3e" />years, <span class="_ _3e" />and <span class="_ _13" />therefore, <span class="_ _13" />e<span class="_ _1" />ntities <span class="_ _13" />that <span class="_ _13" />pre<span class="_ _1" />pare <span class="_ _13" />their <span class="_ _13" />f<span class="_ _1" />inancial <span class="_ _3e" />statements <span class="_ _13" />in <span class="_ _3e" />accordance <span class="_ _3e" />with </div><div class="t m0 x11 h2 ya35 ff1 fs0 fc0 sc0 ls0 ws0">IFRS are required to <span class="_ _1" />amend their Accou<span class="_ _1" />nting Policy acc<span class="_ _1" />ordingly.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya23 ff7 fs8 fc0 sc0 ls0 ws0"> <span class="ff1 fs0">Prior <span class="_ _3e" />to <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />issuance <span class="_ _1a" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />agenda <span class="_ _1b" />decision, <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _13" />G<span class="_ _1" />roup <span class="_ _1a" />applied <span class="_ _3e" />IA<span class="_ _1" />S <span class="_ _3e" />19 <span class="_ _3e" />at<span class="_ _1" />tributing <span class="_ _3e" />the<span class="_ _1" /> <span class="_ _3e" />benefits <span class="_ _3e" />de<span class="_ _1" />fined <span class="_ _3e" />un<span class="_ _1" />der </span></div><div class="t m0 x11 h2 y9f4 ff1 fs0 fc0 sc0 ls0 ws0">Article <span class="_ _1" />8, <span class="_ _13" />Law <span class="_ _13" />3198/1955, <span class="_ _13" />Law <span class="_ _1" />2<span class="_ _1" />112/1920, <span class="_ _13" />and <span class="_ _13" />its <span class="_ _1" />am<span class="_ _1" />endment <span class="_ _13" />by <span class="_ _1" />Law <span class="_ _13" />4093/2012 <span class="_ _13" />in <span class="_ _13" />the <span class="_ _1" />peri<span class="_ _1" />od <span class="_ _1" />from <span class="_ _13" />hiring <span class="_ _13" />until </div><div class="t m0 x11 h2 y9df ff1 fs0 fc0 sc0 ls0 ws0">the employee retireme<span class="_ _1" />nt date.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya55 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />applicatio<span class="_ _1" />n <span class="_ _13" />of <span class="_ _13" />t<span class="_ _1" />his <span class="_ _13" />final<span class="_ _1" /> <span class="_ _13" />agenda <span class="_ _13" />d<span class="_ _1" />ecisio<span class="_ _1" />n <span class="_ _3e" />in <span class="_ _13" />th<span class="_ _1" />e <span class="_ _13" />acc<span class="_ _1" />ompanying <span class="_ _13" />conso<span class="_ _1" />lidated <span class="_ _13" />fi<span class="_ _1" />nancial <span class="_ _13" />state<span class="_ _1" />ments <span class="_ _13" />has<span class="_ _1" /> <span class="_ _13" />led <span class="_ _3e" />to </div><div class="t m0 x11 h2 y98c ff1 fs0 fc0 sc0 ls0 ws0">attributing <span class="_ _1b" />benefits <span class="_ _1b" />in <span class="_ _1b" />the <span class="_ _1b" />l<span class="_ _1" />ast <span class="_ _1b" />16 <span class="_ _1a" />y<span class="_ _1" />ears <span class="_ _1b" />until <span class="_ _1b" />the <span class="_ _1b" />date<span class="_ _1" /> <span class="_ _1b" />of <span class="_ _1b" />employee <span class="_ _1b" />retirement <span class="_ _1b" />f<span class="_ _1" />ollowing <span class="_ _23"> </span>the <span class="_ _1b" />provisions <span class="_ _1b" />of <span class="_ _1c"> </span>Law </div><div class="t m0 x11 h2 ya56 ff1 fs0 fc0 sc0 ls0 ws0">4093/2012. </div><div class="t m0 x11 h2 ya57 ff1 fs0 fc0 sc0 ls0 ws0">Based on the above, th<span class="_ _1" />e aforementioned fi<span class="_ _1" />nal decision of th<span class="_ _1" />e Commi<span class="_ _1" />ttee's ag<span class="_ _1" />enda  has been <span class="_ _1" />will be treated a<span class="_ _1" />s a </div><div class="t m0 x11 h2 y9e3 ff1 fs0 fc0 sc0 ls0 ws0">Change <span class="_ _3" />in <span class="_ _b" />Ac<span class="_ _1" />counting Policy, <span class="_ _b" />apply<span class="_ _1" />ing <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />c<span class="_ _1" />hange <span class="_ _b" />r<span class="_ _1" />etroactively from <span class="_ _b" />the beginning <span class="_ _3" />of <span class="_ _b" />the first <span class="_ _b" />comp<span class="_ _1" />arative <span class="_ _3" />period, </div><div class="t m0 x11 h2 ya58 ff1 fs0 fc0 sc0 ls0 ws0">with <span class="_ _1c"> </span>a <span class="_ _1c"> </span>corr<span class="_ _1" />esponding <span class="_ _23"> </span>adjustment <span class="_ _1c"> </span>to <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1c"> </span>ope<span class="_ _1" />ning <span class="_ _1c"> </span>balance <span class="_ _23"> </span>of <span class="_ _1c"> </span>every <span class="_ _1c"> </span>af<span class="_ _1" />fected <span class="_ _1c"> </span>eq<span class="_ _1" />uity <span class="_ _1c"> </span>item <span class="_ _1c"> </span>for <span class="_ _23"> </span>the <span class="_ _1c"> </span>ear<span class="_ _13" />lier <span class="_ _23"> </span>of <span class="_ _1c"> </span>the<span class="_ _1" /> </div><div class="t m0 x11 h2 ya59 ff1 fs0 fc0 sc0 ls0 ws0">presented <span class="_ _1" />periods <span class="_ _1" />and <span class="_ _1" />the <span class="_ _1" />other <span class="_ _1" />comparative <span class="_ _1" />amou<span class="_ _1" />nts <span class="_ _1" />for <span class="_ _1" />every <span class="_ _1" />prior <span class="_ _1" />period <span class="_ _1" />presente<span class="_ _1" />d as <span class="_ _1" />if <span class="_ _1" />the <span class="_ _1" />new <span class="_ _1" />accoun<span class="_ _1" />ting </div><div class="t m0 x11 h2 ya5a ff1 fs0 fc0 sc0 ls0 ws0">policy had always bee<span class="_ _1" />n in use in accordance w<span class="_ _1" />ith<span class="_ _1" /> paragraphs 19 -<span class="_ _1" /> 22 of IAS 8.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya5b ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />fo<span class="_ _1" />llowing <span class="_ _3" />tables <span class="_ _3" />present the<span class="_ _3" /> <span class="_ _3" />effect <span class="_ _3" />of <span class="_ _3" />implementing the <span class="_ _3" />final <span class="_ _3" />agenda <span class="_ _3" />decision <span class="_ _3" />regarding <span class="_ _3" />every <span class="_ _3" />affected <span class="_ _3" />specific<span class="_ _1" /> </div><div class="t m0 x11 h2 ya5c ff1 fs0 fc0 sc0 ls0 ws0">item of the financial sta<span class="_ _1" />tements:<span class="_ _1" /> </div></div><div class="c x11 ya5d w73 h9d"><div class="t mc x6f h9e ya5e ff12 fs15 fc0 sc0 ls0 ws0">Ext<span class="_ _3" />ra<span class="_ _b" />ct <span class="_ _b" />Stat<span class="_ _3" />eme<span class="_ _1" />nt <span class="_ _b" />of<span class="_ _1" /> Fina<span class="_ _3" />ncia<span class="_ _3" />l Position</div><div class="t mc xbb h9f ya5f ff2 fs16 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.201<span class="_ _3" />9</div></div><div class="c x25 ya60 w74 ha0"><div class="t mc x62 h9f ya61 ff2 fs16 fc0 sc0 ls0 ws0">A<span class="_ _3" />dj<span class="_ _1" />us<span class="_ _12" />tme<span class="_ _13" />nt</div><div class="t mc x24 h9f ya62 ff2 fs16 fc0 sc0 ls0 ws0">IAS <span class="_ _1" />19</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc xbc h9f ya5f ff2 fs16 fc0 sc0 ls0 ws0">01<span class="_ _3" />.01.202<span class="_ _3" />0</div></div><div class="c x11 ya63 w73 ha1"><div class="t mc x6f ha2 ya64 ff1 fs16 fc0 sc0 ls0 ws0">R<span class="_ _3" />etaine<span class="_ _3" />d E<span class="_ _1" />ar<span class="_ _b" />nings<span class="_ _fc"> </span>-6<span class="_ _3" />9,91<span class="_ _3" />7<span class="_ _b5"> </span>2,442<span class="_ _fd"> </span>-6<span class="_ _3" />7,47<span class="_ _3" />5</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc x6f ha2 ya65 ff10 fs16 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />rue<span class="_ _3" />d pe<span class="_ _3" />nsion and<span class="_ _3" /> retire<span class="_ _3" />ment <span class="_ _1" />ob<span class="_ _3" />ligation<span class="_ _3" />s<span class="_ _4e"> </span><span class="ff1">3,43<span class="_ _3" />8<span class="_ _73"> </span>-2<span class="_ _3" />,442<span class="_ _fe"> </span><span class="ls33">996</span></span></div><div class="t mc x6f h9e ya66 ff12 fs15 fc0 sc0 ls0 ws0">Ext<span class="_ _3" />ra<span class="_ _b" />ct <span class="_ _b" />Stat<span class="_ _3" />eme<span class="_ _1" />nt <span class="_ _b" />of<span class="_ _1" /> Fina<span class="_ _3" />ncia<span class="_ _3" />l Position</div><div class="t mc xbb h9f ya67 ff2 fs16 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />0</div></div><div class="c x25 ya68 w74 ha3"><div class="t mc x62 h9f ya69 ff2 fs16 fc0 sc0 ls0 ws0">A<span class="_ _3" />dj<span class="_ _1" />us<span class="_ _12" />tme<span class="_ _13" />nt</div><div class="t mc x24 h9f ya64 ff2 fs16 fc0 sc0 ls0 ws0">IAS <span class="_ _1" />19</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc xbc h9f ya67 ff2 fs16 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />0</div></div><div class="c x11 ya6a w73 ha1"><div class="t mc x6f ha2 ya64 ff1 fs16 fc0 sc0 ls0 ws0">R<span class="_ _3" />etaine<span class="_ _3" />d E<span class="_ _1" />ar<span class="_ _b" />nings<span class="_ _ff"> </span>-1<span class="_ _3" />20<span class="_ _b" />,<span class="_ _1" />860<span class="_ _67"> </span>2,<span class="_ _1" />57<span class="_ _3" />6<span class="_ _80"> </span>-<span class="_ _b" />118<span class="_ _3" />,<span class="_ _1" />28<span class="_ _3" />4</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc x6f ha2 ya6b ff10 fs16 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />rue<span class="_ _3" />d pe<span class="_ _3" />nsion and<span class="_ _3" /> retire<span class="_ _3" />ment <span class="_ _1" />ob<span class="_ _3" />ligation<span class="_ _3" />s<span class="_ _4e"> </span><span class="ff1">3,66<span class="_ _3" />0<span class="_ _73"> </span>-2<span class="_ _3" />,576<span class="_ _59"> </span>1<span class="_ _b" />,<span class="_ _1" />084</span></div><div class="t mc x6f h9e ya6c ff12 fs15 fc0 sc0 ls0 ws0">Ext<span class="_ _3" />ra<span class="_ _b" />ct <span class="_ _b" />Stat<span class="_ _3" />eme<span class="_ _1" />nt <span class="_ _b" />of<span class="_ _1" /> Fina<span class="_ _3" />ncia<span class="_ _3" />l Position</div><div class="t mc xbb h9f ya6d ff2 fs16 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.201<span class="_ _3" />9</div></div><div class="c x25 ya6e w74 ha0"><div class="t mc x62 h9f ya61 ff2 fs16 fc0 sc0 ls0 ws0">A<span class="_ _3" />dj<span class="_ _1" />us<span class="_ _12" />tme<span class="_ _13" />nt</div><div class="t mc x24 h9f ya62 ff2 fs16 fc0 sc0 ls0 ws0">IAS <span class="_ _1" />19</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc xbc h9f ya6d ff2 fs16 fc0 sc0 ls0 ws0">01<span class="_ _3" />.01.202<span class="_ _3" />0</div></div><div class="c x11 ya6f w73 ha1"><div class="t mc x6f ha2 ya64 ff1 fs16 fc0 sc0 ls0 ws0">R<span class="_ _3" />etaine<span class="_ _3" />d E<span class="_ _1" />ar<span class="_ _b" />nings<span class="_ _100"> </span>13<span class="_ _3" />,012<span class="_ _101"> </span><span class="ls33">45<span class="_ _b3"> </span></span>1<span class="_ _3" />3,05<span class="_ _3" />7</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc x6f ha2 ya70 ff10 fs16 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />rue<span class="_ _3" />d pe<span class="_ _3" />nsion and<span class="_ _3" /> retire<span class="_ _3" />ment <span class="_ _1" />ob<span class="_ _3" />ligation<span class="_ _3" />s<span class="_ _6b"> </span><span class="ff1 ls33">85<span class="_ _db"> </span><span class="ls0">-<span class="_ _3" />45<span class="_ _c1"> </span><span class="ls33">40</span></span></span></div><div class="t mc x6f h9e ya71 ff12 fs15 fc0 sc0 ls0 ws0">Ext<span class="_ _3" />ra<span class="_ _b" />ct <span class="_ _b" />Stat<span class="_ _3" />eme<span class="_ _1" />nt <span class="_ _b" />of<span class="_ _1" /> Fina<span class="_ _3" />ncia<span class="_ _3" />l Position</div><div class="t mc xbb h9f ya72 ff2 fs16 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />0</div></div><div class="c x25 ya73 w74 ha3"><div class="t mc x62 h9f ya74 ff2 fs16 fc0 sc0 ls0 ws0">A<span class="_ _3" />dj<span class="_ _1" />us<span class="_ _12" />tme<span class="_ _13" />nt</div><div class="t mc x24 h9f ya64 ff2 fs16 fc0 sc0 ls0 ws0">IAS <span class="_ _1" />19</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc xbc h9f ya72 ff2 fs16 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />0</div></div><div class="c x11 ya75 w73 ha1"><div class="t mc x6f ha2 ya64 ff1 fs16 fc0 sc0 ls0 ws0">R<span class="_ _3" />etaine<span class="_ _3" />d E<span class="_ _1" />ar<span class="_ _b" />nings<span class="_ _100"> </span>14<span class="_ _3" />,104<span class="_ _101"> </span><span class="ls33">51<span class="_ _b3"> </span></span>1<span class="_ _3" />4,15<span class="_ _3" />5</div></div><div class="c x11 ya5d w73 h9d"><div class="t mc x6f ha2 ya76 ff10 fs16 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />rue<span class="_ _3" />d pe<span class="_ _3" />nsion and<span class="_ _3" /> retire<span class="_ _3" />ment <span class="_ _1" />ob<span class="_ _3" />ligation<span class="_ _3" />s<span class="_ _6b"> </span><span class="ff1 ls33">95<span class="_ _db"> </span><span class="ls0">-<span class="_ _3" />51<span class="_ _c1"> </span><span class="ls33">44</span></span></span></div></div><div class="c x6 ya77 w75 ha1"><div class="t mc x0 h9f ya64 ff2 fs16 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c x6 ya78 w75 ha1"><div class="t mc xbd h9f ya64 ff2 fs16 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _3" />Y</div></div><div class="c x6 ya79 w75 ha4"><div class="t mc x0 h9f ya7a ff2 fs16 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c x6 ya7b w75 ha4"><div class="t mc xbd h9f ya7c ff2 fs16 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _3" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x6e h2 y884 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf70" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc70 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">112</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ya7d w76 ha5"><div class="t md x6f ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">Ex<span class="_ _b" />t<span class="_ _1" />ract State<span class="_ _3" />m<span class="_ _b" />en<span class="_ _3" />t of<span class="_ _3" /> Fi<span class="_ _b" />nan<span class="_ _b" />ci<span class="_ _b" />al<span class="_ _3" /> Po<span class="_ _3" />si<span class="_ _b" />tio<span class="_ _3" />n<span class="_ _5f"> </span>31.1<span class="_ _3" />2<span class="_ _3" />.20<span class="_ _3" />2<span class="_ _3" />0</div></div><div class="c x3e ya7d w77 ha5"><div class="t md x62 ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">A<span class="_ _b" />dj<span class="_ _b" />us<span class="_ _3" />tm<span class="_ _b" />ent</div><div class="t md x24 ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">I<span class="_ _3" />A<span class="_ _12" />S 19</div></div><div class="c xbe ya7d w78 ha5"><div class="t md x3a ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">Re<span class="_ _3" />s<span class="_ _3" />tated<span class="_ _b" /> </div><div class="t md xab ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _b" />20</div></div><div class="c x11 ya80 w76 ha7"><div class="t md x6f ha8 ya7f ff1 fs17 fc0 sc0 ls0 ws0">Ad<span class="_ _b" />m<span class="_ _3" />inis<span class="_ _3" />t<span class="_ _b" />r<span class="_ _1" />at<span class="_ _b" />ion e<span class="_ _3" />x<span class="_ _12" />pe<span class="_ _3" />ns<span class="_ _b" />es<span class="_ _102"> </span>-26<span class="_ _3" />,75<span class="_ _3" />2<span class="_ _4c"> </span>-79<span class="_ _62"> </span>-<span class="_ _1" />26<span class="_ _b" />,<span class="_ _1" />83<span class="_ _b" />1</div></div><div class="c x11 ya81 w76 ha7"><div class="t md x6f ha8 ya7f ff1 fs17 fc0 sc0 ls0 ws0">Fin<span class="_ _3" />a<span class="_ _3" />ncial<span class="_ _b" /> <span class="_ _1" />e<span class="_ _3" />x<span class="_ _12" />pen<span class="_ _b" />se<span class="_ _3" />s<span class="_ _65"> </span>-<span class="_ _1" />15<span class="_ _b" />,<span class="_ _1" />18<span class="_ _b" />3<span class="_ _ce"> </span><span class="ls34">28<span class="_ _103"> </span></span>-15<span class="_ _3" />,15<span class="_ _3" />5</div></div><div class="c x11 ya82 w76 ha7"><div class="t md x6f ha9 ya83 ff2 fs18 fc0 sc0 ls0 ws0">Profit /<span class="_ _3" /> (lo<span class="_ _3" />ss<span class="_ _3" />) before<span class="_ _1" /> inc<span class="_ _b" />om<span class="_ _b" />e<span class="_ _1" /> tax</div><div class="t md xbf ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">-49<span class="_ _3" />,11<span class="_ _3" />6<span class="_ _4c"> </span>-51<span class="_ _62"> </span>-<span class="_ _1" />49<span class="_ _b" />,<span class="_ _1" />16<span class="_ _b" />7</div></div><div class="c x11 ya84 w79 haa"><div class="t md x6f ha6 ya85 ff2 fs17 fc0 sc0 ls0 ws0">Op<span class="_ _3" />e<span class="_ _3" />ratin<span class="_ _b" />g ea<span class="_ _3" />rni<span class="_ _b" />ngs<span class="_ _b" /> <span class="_ _1" />be<span class="_ _3" />f<span class="_ _b" />ore taxe<span class="_ _b" />s, in<span class="_ _3" />v<span class="_ _3" />es<span class="_ _b" />t<span class="_ _1" />i<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _1" />an<span class="_ _b" />d </div><div class="t md x6f ha6 ya86 ff2 fs17 fc0 sc0 ls0 ws0">f<span class="_ _3" />i<span class="_ _b" />nan<span class="_ _3" />c<span class="_ _3" />i<span class="_ _3" />a<span class="_ _3" />l<span class="_ _3" /> resu<span class="_ _b" />lts, de<span class="_ _b" />prec<span class="_ _3" />i<span class="_ _3" />a<span class="_ _3" />tio<span class="_ _b" />n an<span class="_ _3" />d a<span class="_ _3" />m<span class="_ _b" />ortizati<span class="_ _3" />o<span class="_ _3" />n </div><div class="t md x6f ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">(EBI<span class="_ _b" />TDA<span class="_ _12" />)</div></div><div class="c x11 ya87 w76 hab"><div class="t md xc0 ha6 ya88 ff2 fs17 fc0 sc0 ls0 ws0">40<span class="_ _b" />,<span class="_ _1" />46<span class="_ _b" />8<span class="_ _86"> </span>-79<span class="_ _68"> </span>4<span class="_ _b" />0,38<span class="_ _b" />9</div></div><div class="c x11 ya89 w76 hac"><div class="t md x6f ha9 ya8a ff2 fs18 fc0 sc0 ls0 ws0">Othe<span class="_ _1" />r com<span class="_ _12" />pre<span class="_ _1" />hensive<span class="_ _1" /> inc<span class="_ _3" />om<span class="_ _12" />e</div><div class="t md xc1 ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _b" />20</div></div><div class="c x3e ya89 w77 hac"><div class="t md x62 ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">A<span class="_ _b" />dj<span class="_ _b" />us<span class="_ _3" />tm<span class="_ _b" />ent</div><div class="t md x24 ha6 ya8b ff2 fs17 fc0 sc0 ls0 ws0">I<span class="_ _3" />A<span class="_ _12" />S 19</div></div><div class="c xbe ya89 w78 hac"><div class="t md x3a ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">Re<span class="_ _3" />s<span class="_ _3" />tated<span class="_ _b" /> </div><div class="t md xab ha6 ya8b ff2 fs17 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _b" />20</div></div><div class="c x11 ya8c w76 had"><div class="t md x6f hae ya83 ff1 fs18 fc0 sc0 ls0 ws0">Rev<span class="_ _3" />al<span class="_ _b" />uati<span class="_ _b" />on o<span class="_ _3" />f t<span class="_ _3" />he<span class="_ _b" /> acc<span class="_ _1" />rued<span class="_ _b" /> pen<span class="_ _3" />sion<span class="_ _3" /> o<span class="_ _3" />bl<span class="_ _3" />ig<span class="_ _b" />atio<span class="_ _3" />n<span class="_ _3" />s</div><div class="t md xa9 ha8 ya7f ff1 fs17 fc0 sc0 ls0 ws0">-12<span class="_ _3" />6<span class="_ _104"> </span><span class="ls34">185<span class="_ _f6"> </span>59</span></div></div><div class="c x11 ya8d w76 ha5"><div class="t md x6f ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">Ex<span class="_ _b" />t<span class="_ _1" />ract State<span class="_ _3" />m<span class="_ _b" />en<span class="_ _3" />t of<span class="_ _3" /> Fi<span class="_ _b" />nan<span class="_ _b" />ci<span class="_ _b" />al<span class="_ _3" /> Po<span class="_ _3" />si<span class="_ _b" />tio<span class="_ _3" />n<span class="_ _5f"> </span>31.1<span class="_ _3" />2<span class="_ _3" />.20<span class="_ _3" />2<span class="_ _3" />0</div></div><div class="c x3e ya8d w77 ha5"><div class="t md x62 ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">A<span class="_ _b" />dj<span class="_ _b" />us<span class="_ _3" />tm<span class="_ _b" />ent</div><div class="t md x24 ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">I<span class="_ _3" />A<span class="_ _12" />S 19</div></div><div class="c xbe ya8d w78 ha5"><div class="t md x3a ha6 ya7e ff2 fs17 fc0 sc0 ls0 ws0">Re<span class="_ _3" />s<span class="_ _3" />tated<span class="_ _b" /> </div><div class="t md xab ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _b" />20</div></div><div class="c x11 ya8e w76 ha7"><div class="t md x6f ha8 ya7f ff1 fs17 fc0 sc0 ls0 ws0">Ad<span class="_ _b" />m<span class="_ _3" />inis<span class="_ _3" />t<span class="_ _b" />r<span class="_ _1" />at<span class="_ _b" />ion e<span class="_ _3" />x<span class="_ _12" />pe<span class="_ _3" />ns<span class="_ _b" />es<span class="_ _105"> </span>-1,06<span class="_ _b" />0<span class="_ _101"> </span><span class="ls35">-2<span class="_ _106"> </span></span>-1,06<span class="_ _b" />2</div></div><div class="c x11 ya8f w76 ha7"><div class="t md x6f ha8 ya7f ff1 fs17 fc0 sc0 ls0 ws0">Fin<span class="_ _3" />a<span class="_ _3" />ncial<span class="_ _b" /> <span class="_ _1" />e<span class="_ _3" />x<span class="_ _12" />pen<span class="_ _b" />se<span class="_ _3" />s<span class="_ _107"> </span><span class="ls35">-1<span class="_ _c1"> </span></span>0<span class="_ _c1"> </span><span class="ls35">-1</span></div></div><div class="c x11 ya90 w76 ha7"><div class="t md x6f ha9 ya83 ff2 fs18 fc0 sc0 ls0 ws0">Profit /<span class="_ _3" /> (lo<span class="_ _3" />ss<span class="_ _3" />) before<span class="_ _1" /> inc<span class="_ _b" />om<span class="_ _b" />e<span class="_ _1" /> tax</div><div class="t md xc2 ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">1,4<span class="_ _3" />7<span class="_ _3" />0<span class="_ _101"> </span><span class="ls35">-2<span class="_ _88"> </span></span>1<span class="_ _b" />,<span class="_ _1" />46<span class="_ _b" />8</div></div><div class="c x11 ya91 w79 haa"><div class="t md x6f ha6 ya85 ff2 fs17 fc0 sc0 ls0 ws0">Op<span class="_ _3" />e<span class="_ _3" />ratin<span class="_ _b" />g ea<span class="_ _3" />rni<span class="_ _b" />ngs<span class="_ _b" /> <span class="_ _1" />be<span class="_ _3" />f<span class="_ _b" />ore taxe<span class="_ _b" />s, in<span class="_ _3" />v<span class="_ _3" />es<span class="_ _b" />t<span class="_ _1" />i<span class="_ _3" />ng<span class="_ _b" /> <span class="_ _1" />an<span class="_ _b" />d </div><div class="t md x6f ha6 ya92 ff2 fs17 fc0 sc0 ls0 ws0">f<span class="_ _3" />i<span class="_ _b" />nan<span class="_ _3" />c<span class="_ _3" />i<span class="_ _3" />a<span class="_ _3" />l<span class="_ _3" /> resu<span class="_ _b" />lts, de<span class="_ _b" />prec<span class="_ _3" />i<span class="_ _3" />a<span class="_ _3" />tio<span class="_ _b" />n an<span class="_ _3" />d a<span class="_ _3" />m<span class="_ _b" />ortizati<span class="_ _3" />o<span class="_ _3" />n </div><div class="t md x6f ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">(EBI<span class="_ _b" />TDA<span class="_ _12" />)</div></div><div class="c x11 ya87 w76 hab"><div class="t md xc3 ha6 ya93 ff2 fs17 fc0 sc0 ls0 ws0">-1,01<span class="_ _b" />5<span class="_ _101"> </span><span class="ls35">-2<span class="_ _106"> </span></span>-1,01<span class="_ _b" />7</div></div><div class="c x11 ya94 w76 ha5"><div class="t md x6f ha9 ya95 ff2 fs18 fc0 sc0 ls0 ws0">Othe<span class="_ _1" />r com<span class="_ _12" />pre<span class="_ _1" />hensive<span class="_ _1" /> inc<span class="_ _3" />om<span class="_ _12" />e</div><div class="t md xc1 ha6 ya92 ff2 fs17 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _b" />20</div></div><div class="c x3e ya94 w77 ha5"><div class="t md x62 ha6 ya92 ff2 fs17 fc0 sc0 ls0 ws0">A<span class="_ _b" />dj<span class="_ _b" />us<span class="_ _3" />tm<span class="_ _b" />ent</div><div class="t md x24 ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">I<span class="_ _3" />A<span class="_ _12" />S 19</div></div><div class="c xbe ya94 w78 ha5"><div class="t md x3a ha6 ya92 ff2 fs17 fc0 sc0 ls0 ws0">Re<span class="_ _3" />s<span class="_ _3" />tated<span class="_ _b" /> </div><div class="t md xab ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _b" />20</div></div><div class="c x11 ya96 w76 ha7"><div class="t md x6f hae ya97 ff1 fs18 fc0 sc0 ls0 ws0">Rev<span class="_ _3" />al<span class="_ _b" />uati<span class="_ _b" />on o<span class="_ _3" />f t<span class="_ _3" />he<span class="_ _b" /> acc<span class="_ _1" />rued<span class="_ _b" /> pen<span class="_ _3" />sion<span class="_ _3" /> o<span class="_ _3" />bl<span class="_ _3" />ig<span class="_ _b" />atio<span class="_ _3" />n<span class="_ _3" />s</div><div class="t md x5 ha8 ya98 ff1 fs17 fc0 sc0 ls35 ws0">-8<span class="_ _108"> </span>-8<span class="_ _109"> </span><span class="ls0">-</span></div></div><div class="c xc4 ya99 w7a ha7"><div class="t md xc5 ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OUP</div></div><div class="c xc4 ya9a w7a ha7"><div class="t md xc6 ha6 ya7f ff2 fs17 fc0 sc0 ls0 ws0">CO<span class="_ _3" />M<span class="_ _b" />PA<span class="_ _12" />NY</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xc7 h2 ya9b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya49 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y409 ff2 fs0 fc0 sc0 ls2 ws0">3.<span class="ls0"> <span class="_ _9e"> </span>Financial risk management<span class="_ _1" /> </span></div><div class="t m0 x11 h9 y39d ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya9c ff1 fs0 fc0 sc0 ls0 ws0">The main financial risk<span class="_ _1" />s for the Group and <span class="_ _1" />the C<span class="_ _1" />ompany follow below.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya9d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya9e ff1 fs0 fc0 sc0 ls2 ws0">3.1. <span class="ls0"> <span class="_ _38"> </span>Financ<span class="_ _1" />ial risk factors<span class="_ _1" /> </span></div><div class="t m0 x11 h9b ya9f ff5 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8fb ff1 fs0 fc0 sc0 ls0 ws0">The Group is exposed to a <span class="_ _1" />series of financial risks<span class="_ _1" />, including market risk (unexp<span class="_ _1" />ected volatility of excha<span class="_ _1" />nge rates </div><div class="t m0 x11 h2 yaa0 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _13" />interest <span class="_ _13" />rat<span class="_ _1" />es) <span class="_ _13" />and <span class="_ _13" />cre<span class="_ _1" />dit <span class="_ _13" />risk. <span class="_ _13" />Conse<span class="_ _1" />quently, <span class="_ _13" />the <span class="_ _3e" />Group <span class="_ _13" />us<span class="_ _1" />es <span class="_ _13" />a <span class="_ _13" />risk <span class="_ _1b" />management <span class="_ _13" />program<span class="_ _1" />, <span class="_ _13" />which <span class="_ _3e" />seeks <span class="_ _13" />to </div><div class="t m0 x11 h2 y6e9 ff1 fs0 fc0 sc0 ls0 ws0">minimize potential <span class="_ _1" />adverse effects.<span class="_ _1" /> </div><div class="t m0 x11 h2 yaa1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb yaa2 ff6 fs0 fc0 sc0 ls0 ws0">Risk <span class="_ _1c"> </span>management <span class="_ _1c"> </span>re<span class="_ _1" />lates <span class="_ _1c"> </span>to <span class="_ _1b"> </span>i<span class="_ _1" />dentifying, <span class="_ _1c"> </span>evaluating<span class="_ _1" /> <span class="_ _1b"> </span>a<span class="_ _1" />nd <span class="_ _1b"> </span>h<span class="_ _1" />edging <span class="_ _1c"> </span>financial <span class="_ _1c"> </span>risks<span class="_ _1" />. <span class="_ _1b"> </span>The <span class="_ _1c"> </span>Grou<span class="_ _1" />p’s <span class="_ _1b"> </span>p<span class="_ _1" />olicy <span class="_ _1c"> </span>is <span class="_ _1c"> </span>not <span class="_ _1c"> </span>to </div><div class="t m0 x11 h2 yaa3 ff1 fs0 fc0 sc0 ls0 ws0">undertake any transacti<span class="_ _1" />ons of a specul<span class="_ _1" />ative nature.<span class="_ _1" /> </div><div class="t m0 x11 h97 y37d ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yaa4 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s financial <span class="ff1">instru<span class="_ _1" />ments consist mainly of deposits with banks<span class="_ _1" />, receivables and payables, loans, rep<span class="_ _1" />os, </span></div><div class="t m0 x11 h2 y974 ff1 fs0 fc0 sc0 ls0 ws0">finance leases and derivat<span class="_ _1" />ives.<span class="_ _1" /> </div><div class="t m0 x11 h97 yaa5 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yaa6 ff1 fs0 fc0 sc0 ls0 ws0">3.1.1. <span class="_ _13" />Foreign currency r<span class="_ _1" />isk </div><div class="t m0 x11 h97 yaa7 ff5 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y3c9 ff1 fs0 fc0 sc0 ls0 ws0">The functional currency<span class="_ _1" /> of the Group is EURO.<span class="_ _13" /> </div><div class="t m0 x11 h1f yaa8 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yaa9 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9c yaaa ff1 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yaab ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Grou<span class="_ _1" />p <span class="_ _b" />is <span class="_ _3" />affected by <span class="_ _b" />the <span class="_ _b" />excha<span class="_ _1" />nge <span class="_ _b" />rat<span class="_ _1" />es <span class="_ _b" />to<span class="_ _1" /> <span class="_ _b" />the extent <span class="_ _3" />that <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />fue<span class="_ _1" />l, <span class="_ _b" />purchase<span class="_ _1" />d <span class="_ _3" />for <span class="_ _b" />the operation <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />v<span class="_ _1" />essels,<span class="_ _1" /> </div><div class="t m0 x11 h2 y49a ff1 fs0 fc0 sc0 ls0 ws0">is traded internationa<span class="_ _1" />lly in U.S. Dollars.<span class="_ _1" /> </div><div class="t m0 x11 h2 yaac ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yaad ff1 fs0 fc0 sc0 ls0 ws0">Moreover, <span class="_ _1" />the <span class="_ _1" />Grou<span class="_ _1" />p <span class="_ _1" />invested <span class="_ _1" />in <span class="_ _1" />AML<span class="_ _1" /> <span class="_ _1" />and <span class="_ _1" />in <span class="_ _1" />the<span class="_ _1" /> 1<span class="_ _1" />00% <span class="_ _1" />subsidiary<span class="_ _1" /> T<span class="_ _1" />ANGER <span class="_ _13" />MOROCCO <span class="_ _1" />M<span class="_ _1" />ARITIME <span class="_ _1" />SA, <span class="_ _1" />whose </div><div class="t m0 x11 h2 yaae ff1 fs0 fc0 sc0 ls0 ws0">local <span class="_ _1a" />currency<span class="_ _1" /> <span class="_ _1a" />is <span class="_ _1b" />Moroccan <span class="_ _1b" />Dirham. <span class="_ _1a" />Th<span class="_ _1" />e <span class="_ _1b" />aforementi<span class="_ _1" />oned <span class="_ _1b" />investments <span class="_ _1a" />are <span class="_ _1b" />affecte<span class="_ _1" />d <span class="_ _1b" />by <span class="_ _1a" />the <span class="_ _1b" />respective <span class="_ _1b" />currency </div><div class="t m0 x11 h2 y3d6 ff1 fs0 fc0 sc0 ls0 ws0">fluctuation. </div></div></div><div class="pi" /></div>
<div id="pf71" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc71 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">113</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yaaf ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1" />at <span class="_ _1" />31.12.202<span class="_ _1" />1, <span class="_ _1" />the <span class="_ _1" />Grou<span class="_ _1" />p <span class="_ _1" />has <span class="_ _1" />cash <span class="_ _1" />bala<span class="_ _1" />nces <span class="_ _1" />in <span class="_ _1" />foreign <span class="_ _13" />currency <span class="_ _1" />express<span class="_ _1" />ed <span class="_ _1" />in <span class="_ _1" />Euro <span class="_ _1" />4,33<span class="_ _1" />4 <span class="_ _1" />k <span class="_ _1" />in <span class="_ _1" />US <span class="_ _1" />Do<span class="_ _1" />llars <span class="_ _1" />as<span class="_ _1" /> </div><div class="t m0 x11 h2 yab0 ff1 fs0 fc0 sc0 ls0 ws0">well as Euro 1,197 k in Moroccan Dirham. A change of +/-<span class="_ _1" /> 10% in Euro / Dollar exchange rate affects the income </div><div class="t m0 x11 h2 y8e7 ff1 fs0 fc0 sc0 ls0 ws0">statement and equity by +/<span class="_ _1" />- 394 k and a change of +/- 10% i<span class="_ _1" />n Euro / Moroccan Dirham exchange rat<span class="_ _1" />e affects the<span class="_ _1" /> </div><div class="t m0 x11 h2 yab1 ff1 fs0 fc0 sc0 ls0 ws0">income stateme<span class="_ _1" />nt and equity by<span class="_ _1" /> +/- <span class="ls2">109 k<span class="_ _1" /></span> </div><div class="t m0 x11 h8 yab2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4f4 ff1 fs0 fc0 sc0 ls0 ws0">3.1.2. <span class="_ _13" />Credit risk </div><div class="t m0 x11 h3e y36a ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yab3 ff1 fs0 fc0 sc0 ls0 ws0">The Group has establishe<span class="_ _1" />d credit control proc<span class="_ _1" />edures in order t<span class="_ _1" />o minimize <span class="_ _1" />ba<span class="_ _1" />d receivables.<span class="_ _1" /> </div><div class="t m0 x11 h2 yab4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb yab5 ff6 fs0 fc0 sc0 ls0 ws0">Concerning <span class="_ _1a" />the <span class="_ _1a" />credit<span class="_ _1" /> <span class="_ _3e" />risk<span class="_ _1" /> <span class="_ _1a" />arising <span class="_ _1a" />from <span class="_ _1a" />oth<span class="_ _1" />er <span class="_ _3e" />f<span class="_ _1" />inancial <span class="_ _1a" />assets, <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _3e" />Group<span class="_ _1" />’s <span class="_ _1a" />exposure <span class="_ _1a" />to <span class="_ _1a" />cr<span class="_ _1" />edit <span class="_ _3e" />r<span class="_ _1" />isk, <span class="_ _1a" />arises <span class="_ _1a" />fr<span class="_ _1" />om </div><div class="t m0 x11 h2 yab6 ff1 fs0 fc0 sc0 ls0 ws0">default of the counterp<span class="_ _1" />arty, with a m<span class="_ _1" />aximum exposure<span class="_ _1" /> equa<span class="_ _1" />l to the carrying amo<span class="_ _1" />unt of the financial <span class="_ _1" />assets.<span class="_ _1" /> </div><div class="t m0 x11 h2 yab7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yab8 ff1 fs0 fc0 sc0 ls0 ws0">The Group has defined<span class="_ _1" /> credit limits and specif<span class="_ _1" />ic credit policies for all of its cus<span class="_ _1" />tomers.<span class="_ _13" /> </div><div class="t m0 x11 h2 yab9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yaba ff1 fs0 fc0 sc0 ls0 ws0">Furthermore, <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>Group <span class="_ _23"> </span>h<span class="_ _1" />as <span class="_ _23"> </span>obtained <span class="_ _24"> </span>bank <span class="_ _23"> </span>guara<span class="_ _1" />ntees <span class="_ _23"> </span>from <span class="_ _24"> </span>major <span class="_ _23"> </span>custo<span class="_ _1" />mers, <span class="_ _23"> </span>in<span class="_ _1" /> <span class="_ _23"> </span>order <span class="_ _23"> </span>to <span class="_ _23"> </span>s<span class="_ _1" />ecure <span class="_ _23"> </span>its <span class="_ _24"> </span>trade </div><div class="t m0 x11 h2 yabb ff1 fs0 fc0 sc0 ls0 ws0">receivables.<span class="_ _1" /> </div><div class="t m0 x11 h2 yabc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yabd ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />exposure <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Group <span class="_ _13" />as <span class="_ _13" />regards <span class="_ _13" />credit <span class="_ _13" />risk <span class="_ _13" />is <span class="_ _13" />restricted <span class="_ _13" />to <span class="_ _13" />the <span class="_ _13" />financia<span class="_ _1" />l <span class="_ _1" />as<span class="_ _1" />s<span class="_ _13" />ets <span class="_ _13" />analysed <span class="_ _13" />as <span class="_ _13" />follows <span class="_ _13" />at <span class="_ _13" />the </div><div class="t m0 x11 h2 y5ed ff1 fs0 fc0 sc0 ls0 ws0">Balance Sheet date<span class="_ _1" />: </div><div class="t m0 x11 h2 yabe ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yabf w7b haf"><div class="t me xc8 hb0 yac0 ff2 fs19 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.202<span class="_ _b" />1<span class="_ _bd"> </span>3<span class="_ _3" />1.12<span class="_ _b" />.<span class="_ _1" />202<span class="_ _b" />0<span class="_ _dd"> </span>31.12<span class="_ _b" />.<span class="_ _1" />202<span class="_ _b" />1<span class="_ _bd"> </span>3<span class="_ _3" />1.12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _3" />20</div></div><div class="c x11 yac1 w7b haf"><div class="t me x6f hb1 yac2 ff1 fs19 fc0 sc0 ls0 ws0">D<span class="_ _3" />e<span class="_ _3" />riv<span class="_ _7" />ativ<span class="_ _12" />e<span class="_ _3" />s<span class="_ _47"> </span>4,71<span class="_ _3" />4<span class="_ _10a"> </span><span class="ls36">972<span class="_ _ce"> </span></span>-<span class="_ _101"> </span>-</div></div><div class="c x11 yac3 w7b hb2"><div class="t me x6f hb1 yac2 ff1 fs19 fc0 sc0 ls0 ws0">C<span class="_ _3" />a<span class="_ _3" />s<span class="_ _1" />h an<span class="_ _b" />d <span class="_ _1" />c<span class="_ _1" />ash eq<span class="_ _3" />uiv<span class="_ _7" />ale<span class="_ _3" />n<span class="_ _3" />ts<span class="_ _7a"> </span>97<span class="_ _b" />,<span class="_ _1" />36<span class="_ _3" />4<span class="_ _ba"> </span>80<span class="_ _b" />,<span class="_ _1" />53<span class="_ _3" />3<span class="_ _77"> </span>45<span class="_ _3" />,526<span class="_ _52"> </span>19<span class="_ _3" />,25<span class="_ _3" />2</div></div><div class="c x11 yac4 w7b hb3"><div class="t me x6f hb1 yac5 ff1 fs19 fc0 sc0 ls0 ws0">T<span class="_ _12" />ra<span class="_ _3" />de<span class="_ _b" /> <span class="_ _1" />an<span class="_ _3" />d othe<span class="_ _b" />r re<span class="_ _3" />s<span class="_ _1" />eiv<span class="_ _7" />ab<span class="_ _3" />les<span class="_ _73"> </span>91,45<span class="_ _b" />6<span class="_ _ba"> </span>75<span class="_ _3" />,<span class="_ _1" />17<span class="_ _b" />8<span class="_ _59"> </span><span class="ls36">50<span class="_ _98"> </span>15</span></div></div><div class="c x11 yac6 w7b haf"><div class="t me x6f hb0 yac7 ff2 fs19 fc0 sc0 ls0 ws0">Tot<span class="_ _3" />a<span class="_ _1" />l<span class="_ _a9"> </span>1<span class="_ _3" />93<span class="_ _b" />,<span class="_ _1" />53<span class="_ _3" />4<span class="_ _4e"> </span>15<span class="_ _b" />6,683<span class="_ _49"> </span>45,57<span class="_ _b" />6<span class="_ _ba"> </span>19<span class="_ _3" />,<span class="_ _1" />26<span class="_ _b" />7</div></div><div class="c xc9 yac8 w7c hb2"><div class="t me x41 hb0 yac9 ff2 fs19 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OU<span class="_ _3" />P</div></div><div class="c xca yac8 w7c hb2"><div class="t me xc5 hb0 yac9 ff2 fs19 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPA<span class="_ _3" />N<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xcb h2 y46f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yaca ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4bc ff1 fs0 fc0 sc0 ls0 ws0">As for trade and other rece<span class="_ _1" />ivables, the Grou<span class="_ _1" />p is not exposed to sig<span class="_ _1" />nificant credit ris<span class="_ _1" />ks.<span class="_ _1" /> </div><div class="t m0 x11 h2 y4d1 ff1 fs0 fc0 sc0 ls0 ws0">The table below<span class="_ _1" /> presents the receivabl<span class="_ _1" />es which are consid<span class="_ _1" />ered to be in delay b<span class="_ _1" />ut have not been i<span class="_ _1" />mpaired.<span class="_ _1" /> <span class="_ _1" /> </div><div class="t m0 x11 h2 yacb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yacc w7d hb4"><div class="t mf xcc hb5 yacd ff2 fs1a fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _b" />1<span class="_ _87"> </span>31.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />20</div></div><div class="c x11 yace w7e hb6"><div class="t mf x6f hb7 yacf ff1 fs1a fc0 sc0 ls0 ws0">Are no<span class="_ _3" />t<span class="_ _1" /> i<span class="_ _1" />n de<span class="_ _3" />lay<span class="_ _1" /> and<span class="_ _3" /> <span class="_ _1" />ar<span class="_ _b" />e <span class="_ _1" />no<span class="_ _3" />t </div><div class="t mf x6f hb7 yad0 ff1 fs1a fc0 sc0 ls0 ws0">impair<span class="_ _3" />e<span class="_ _3" />d</div></div><div class="c x11 yace w7d hb6"><div class="t mf x7e hb7 yad1 ff1 fs1a fc0 sc0 ls0 ws0">88<span class="_ _3" />,824<span class="_ _103"> </span>7<span class="_ _3" />1,20<span class="_ _3" />5</div></div><div class="c x11 yad2 w7e hb6"><div class="t mf x6f hb7 yad3 ff1 fs1a fc0 sc0 ls0 ws0">Are in delay <span class="_ _1" />an<span class="_ _3" />d ar<span class="_ _3" />e no<span class="_ _3" />t<span class="_ _1" /> </div><div class="t mf x6f hb7 yad4 ff1 fs1a fc0 sc0 ls0 ws0">impair<span class="_ _3" />e<span class="_ _3" />d</div></div><div class="c x11 yad5 w7d hb4"><div class="t mf x6f hb7 yad6 ff1 fs1a fc0 sc0 ls0 ws0">&lt;<span class="_ _1" /> <span class="_ _1" />90<span class="_ _b" />day<span class="_ _1" />s<span class="_ _10b"> </span>-<span class="_ _10c"> </span>-</div></div><div class="c x11 yad7 w7d hb8"><div class="t mf x6f hb7 yad6 ff1 fs1a fc0 sc0 ls0 ws0">91<span class="_ _3" /> - 180<span class="_ _3" /> days<span class="_ _10d"> </span>-<span class="_ _10c"> </span>-</div></div><div class="c x11 yad8 w7d hb9"><div class="t mf x6f hb7 yad9 ff1 fs1a fc0 sc0 ls0 ws0">18<span class="_ _3" />1 - 36<span class="_ _3" />0 da<span class="_ _3" />y<span class="_ _1" />s<span class="_ _10e"> </span>1,15<span class="_ _3" />5<span class="_ _10a"> </span>1,012</div></div><div class="c x11 yada w7d hba"><div class="t mf x6f hb5 yad4 ff2 fs1a fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _10f"> </span>89<span class="_ _3" />,979<span class="_ _103"> </span>7<span class="_ _3" />2,21<span class="_ _3" />7</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xcd h2 y9c3 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _c"> </span> </div><div class="t m0 x11 h2 yadb ff1 fs0 fc0 sc0 ls0 ws0">The table above does no<span class="_ _1" />t include the debit ba<span class="_ _1" />lances of vendors.<span class="_ _13" /> </div><div class="t m0 x11 h2 yadc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yadd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yade ff1 fs0 fc0 sc0 ls0 ws0">3.1.3.  <span class="_ _3a"> </span>Liquidity risk<span class="_ _1" /> </div><div class="t m0 x11 h3e y344 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yadf ff1 fs0 fc0 sc0 ls0 ws0">Prudent <span class="_ _23"> </span>liquidity <span class="_ _23"> </span>risk <span class="_ _23"> </span>management <span class="_ _23"> </span>im<span class="_ _1" />plies <span class="_ _23"> </span>sufficient <span class="_ _23"> </span>cash <span class="_ _23"> </span>and  availability <span class="_ _23"> </span>of <span class="_ _23"> </span>necessary <span class="_ _23"> </span>available <span class="_ _23"> </span>sources<span class="_ _1" /> <span class="_ _23"> </span>of </div><div class="t m0 x11 h2 y364 ff1 fs0 fc0 sc0 ls0 ws0">financing. The Group is ma<span class="_ _1" />naging its liquidity needs on a daily basis, sys<span class="_ _1" />tematically monitoring its short an<span class="_ _1" />d long </div><div class="t m0 x11 h2 yae0 ff1 fs0 fc0 sc0 ls0 ws0">term financial liabi<span class="_ _1" />lities and the payments<span class="_ _1" /> made.<span class="_ _1" /> </div><div class="t m0 x11 h2 yae1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf72" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc72 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/cAAAXQCAIAAACfnSksAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeXgV5aH48ZlzTjYghC1ABAkiKptrrRuKClKrdbeL1VZrW9vbVntrrV2u99faWnvt6rWtdeVq1aq1Wm9dwGpVEFwQVEBlk31LIIGQkP0s8/sjGJIQIKBXTfh8Hh8fzmTO9p7J83xn8p6ZMIqigA/J36c8/9CyHgWZzd/5xNCRBx1gQAAAeF/EDMGHaMrSTCaeU5E14KfPVj761PMGBAAAld+5PTrl+cp4v6Z/Z2LZDyzv/eBjzxgWAABUfic2ZWk6CMNtt8PYY2sKysrKjAwAACq/UyorK6uI922zMBXL/d0jr/imBAAAKr9TmvbqvDCMb798aVB83aTH0+m0IQIAQOV3Mm+trd7hj1JDX3z1dUMEAIDK72TKG7N38tPZi0sNEQAAKr8zyWQym8LeO1lhbnXv8o0bDRQAACq/09iypToV77aTFeriPW96+EUDBQCAyu80amprdrnOovSQjZs2GSsAAFR+51C1pboDn0xs8rRZxgoAAJXfOdTW1XdktVnrMsYKAACV3znUNyQ7str62MBXZr1huAAAUPmdQGMy1ZHVojB+18wywwUAgMrvBDKZjk7FqYj1X7DoHSMGAIDK/6hLptId/nxij86Yb8QAAFD5H3UdnLHTZEFdXyMGAIDK/8hXfseP5QdBfbx7fX29QQMAQOV/pNU17Max/DCM16l8AABU/kdcRU1Dx1eOonRebq5BAwCg4xKG4IO3vibq+Mr5qcrcHVd+MplMpVKVlVWVW7Zsqa6tqatvTKbqG5PJVDqdjmKxMDsRz++eO7Cwb9HA/gU9exp8AACVz/umvr6+ZP2G5atL5q8sW5rep4N/RAmj1PkjW626es3aGx97Y1OmZzqIp2NZ6SARhfEgDN/9+Y72B2qDaHm3dNWgrM0/vvTUnOxsnwgAgMqno1KpVHV1Tcn6DeUVlatKN63bXL+5Plif6l4Z7xOG8SDIC4IhHZ0nFUVnFZV/6pRPtFz27Mw318SG7MlMqzCsTRS8ExVU16dzRD4AgMrvXGpqal5/c0FldW1DY+qgofuMGTWiafnadeuenD4nk4nCMAzDKBaG4buHwNOZKAiiIAiaLlcVbV0SZKIgnYnSUZBKR5koSEZBOhOmMlEqiiUzYSqIpaJ4JghTQSIdxjNBPB0k0rFEJkgEYRgE2UEwsHmYw918F9npmvH9N190zmltlh80pP/k93Y93EwYt90DAKj8900mk4miKAiCeLyjoRlFUdOVYsMwjMU6dAR7+crVd8yqS8VyM0Hs+IolzZW/aNmqZzcWRbH3o3HDIPi/SOUoimcaC6KK4/aJLjxrQiLRzqdzzJGH95g5rTrRZ89fe5Sx3QMAdG1hU3bvUkXF5v+46f6lpTVNNwt7Zl/3jbOH7Te048/0vf+6/a4Z6zNRFATBpz/W547rLt/lXdaVlIz/zqT1W7ZW6c1fPfLC807v+DOmUqkwDFvuUVRVbdlSvaW2tr62rr4xmaxvaKxvSKYymVQqnUynM5kold76XI2pPUnhrHgs7MBB+zAMshLxIAgS8VhWIpGbk9UtNyc3J7tXz/x9igZmZWXt/O5vvr3gn7PeqW4MgiDonhV0y4kVdMvOz8vOzc6Kx2NBEKRS6Zq6xqq6hkXlqWVBcZu73/6F4b16dLPpAwB0YR06ll9XVzfhij+9UdLyWk710668d+6kb/Xt26GDym/NX/jbf61vStwgCB6YVXFbJrPLY/NTX35jUXkUvDvb5eEXFu5W5W9/LLxnz/yePfM7+2d28OiRB48e2ZE1H53y/LKVrZZ0S23ublY+AEBX16E5ME8992LrxA+CIFi7JXhkytQOPk19Q6szxKcyQUf+hpBKp1vfjHxgHffizNf+trxHyyV5qc2/vXBMVpavXAMAqPwgmPr60naXT5u32gh+BGUymT/d/8RNr4WpWE7L5acXN/bt08f4AAB0ebs+rLtpU8XfZrd/Vpcn3qp8Z8myA4YPM44fEfX19S/PnvvY3PK18W1n2wyjzP7h6lNGF558/ARDBACg8oMgCK76zX0l1e1PlalqCL/487++fNcPwzA0lB+6N+a9deMLFfWJgiC+b8vl43uv/foFZxofAACVv9WSpcv/Mqsi2PHZ3meuTk3517TTJ560kwdpaGioqa1vuSSKoqqqLU0nhAmCoFu3btt/U7ahoaGuPtlySSoTVVVVNf07DMMePXrsaO+ivr6+sbExCILu3bt3/KydTU+aSqXS6XTTU+Tk5GTv/mViy8rKX5o9d1XpxrVlVVvqkvXJdCIW9u6RM3xwvyPHDD/ogP3z8vKCIKipqVm7rjQIgp75PQYOHPAeP8jnpr9y97xUfaKg1dIoc3z+6q9+5nQbOgDAXmVnZ9Ksr68fe9nvXl/X6iuwE4bnPLekPmrR/YN7BnMnXd6nT+8d7CcsO/rf/7Kpbmcv4qjBiZl//lHLJVf87NY7ZpQ1pHf8uoNoaO/YzFv+rbCwX5sf3f/3yV+97bW6VBAEQb+84I5vHnvO6afsqOmfnzHz9QUrZy7esHh9femWdE0yTGeiTBA2PUUiFnbPiop6xocX5u4/sMfpY0efcuLYHe1aLH5n6R2PPDd5zoZ3NmaSOz4PZ1YsGFkYP2Bg3pT5W2qTYdOSP1168FcvPGcPPr+S0tJX5y6cuqRmbevj90EmUxStO//wwnHHfdxWDgCwt9nZsfynp77UJvGLeoRP3/K9Q79ww1vrty1fUxU8+s9pX/l8+5G6aOmqnSd+EASLNqTaLHnqzfKdJH4QBFEQLq+I1peVb1/5z72+rO7dxyuvC16Ys+yc9o5lR1F04Q9v/vu8mlb7Dtv+H0RBmMwEmxvCzWWZBWW1wfza/35uw4QHXrr7xxcNHjSozUP98FeTfv302qgD32ZOZoJ569Pz1lc3P1EyE7w8f81Xd//Du+/Rp/9RWhiGfYJ4q+/Udk9VXH1K0agRDuEDAOyldlalU19f0mbJuAN6xGKxE0e0PWw/de7KzvW2oyj6wa/ubJ34HfLskoYTvn1XQ+sTgz73wsu/erok6tgJi94XZWVlv5j0j8dK+4dh2/lIucnNV40fMGrEgTZuAIC91g6P5VdUbH7o1Q1tFl78ycODILjkjGP/NO2xlpN2Hp9XtXTZ8v2H7bf944wZsf/+vV8sqc7UtphjHwZR9xYXeD12v7w297rwuMG3Pb+qsj6oT297lkQY5Ca2zi+KxYKDCrMGFQ3cg/ecTCYv/MEfH55bvf2PwiDKjodZsSgIgnQUNqS2zt5pVdjVUVXVlsLCbSep/Pl907ffeSrKD4cXZvXunkjEY1EUNCQzpZWN8zckm2bp7LHNmyvvevyFV7cUpWP7tXppUTQ0WHXGYQOPPuLonJwcWzYAgMpvx9W/vW/tllZT9g8rip82YVwQBB8/4rDPHPb8Q3O2VXJlQ/Cl6x+aPukH2z9O8ZB9lzx8zew35n78e481L8yOh5uf/I+dfC/2p1d+6adXBvf87fFLbp3TvPC0kd0e+8NV7/09vzzrje0Tf9+ewfUXHv6pCWMLCno2v7ANG8qemf7qzx+as7B860T70f1jf//ZBS2nCS1YtHjasoaWX1AePSD+6M8uaPcEow0NDfc/+tTld8/ds9Zfumz5jyeXJBPFbf5skJOqvvSw2PjjnUgHAIAg2NGMnXlvzb/75U0tlwzoHtx3zfnNXzz9/fcvGt2/1X1nrGh8fvrLneI9z3hjUZsl3zqxcOlDP/ziZ87o06d3y32P/v0LLzr/U6/cfvn3P1F0zJCsH522z2t3f+/AA/Zved/bH36+5Z81CrKjv//0czu6hkBOTs6lF5x959eP3IOXvXDxkhsmL0smWl3Otkdq09F5K35+1r7jjz/G1gwAQJP2j+Xf8/iMdOuZKr//ysdHjzxoW/QP6H//Nece/u+PtDyXzF1Pzjr5hGM/+u95wapNbZZc87VzsrKydrR+QUHBL3+wwy/HPvt2ecub35wwqM1uwPY+f+7pv3hozlsb0h1/zSWlpdc9U55MFLZcODRadcM3T4/FYrZjAABaaj8Qn5+/seXN/t2D88+Y2GadQ8aMGlHY6u7TFlV1ive8ubbVKX327RkMHLCHp6uPoqi0qlWsH3vwfh2544TRfXfrif76zKxkvFvLJdnp6ivOPFziAwDQocq/7+En56xr1cGXjC1qdw79JScObXlzVVX0kxvv/ui/5y31rd7dx4u77/G1e5PJ5JbGVkuGDx3ckTsO6pe/W0+0uLLVxbn6pkp/dd5++w4eZAsGAGDXlb9y1erLbn+tzTWdLjnrhHbvfPF5p8RaX1TruidWffRn56fSrV5zj7zEHj9UGIbx1nsIqVSH5uFsqW3YrSfqGW+1M1GUW7dPUZHNFwCAdrUN3F/+zxMtT17Z5Nwf/21HR7tjsSDTopmjILz2z9P+j2bnZ3Z8md7dkpVotW9TUZ3c8+FLJPKygpoWfxtYubb04NEjd3nHFRu27NYTjRqQvazFeU1L6vNsuwAA7Eir3n3z7QV3zCjbfqV3NkWLN2ba/S8Vta3/6csbp704s83C3gU9W95sTEclpaW7fHG52a2+EbupJvW+vOfe3Vrt27y8vKaurm7PHioMw4P3aXVy+jueeD3a1d7Ipk0Vk9+q3K0nOnfi2ILUto9mY7z/y7Net/kCALDryr/3iRnbV/vuioLwz5NntVk4ZN/BLefFREF4+1+f3uVD9e3Vat9gbkljbW3te3/PQ/p1b3mzvC58dvorO7/L5s2b73rwH2vWrtv+R6cd0Woi/mNv1z4z9cWdP9qvJz2ycTd3K/Lze5w7ssXU/DD211dLbL4AAOy68qfNL39fHnTaos1tjmdnZWWN7N/qCPqNT69eV7KLTh1Q2Kflzdpk+N1f3pXJZN7jyxs6sFebJbc89tpODsBXVlaO/bc/fvmOeV+89t50uu20+9NP/FgYtLrv1Xe+sHLV6nYfqrGx8c8PPX7Tv/Yk0CeOOyYrvW3nYF04aFNFhS0YAIDtbSvvBx+dMntNsuU1XA8rig/pk9ORR1lf1Thz9bbpNMsrMtf94Z4ff/uSluv8+5ljvnTbG80XkKpOhuOumHTGYYWDC/P7FvTISsSHFxcd8/EjWt7lwOHDhvcOlrRI2dtmbHr6s78467DCA/ft2y03Oy83+9QTj+nVq9duvedTjjs0/uCidIu/WkxeUDf8M9efOqbvgYP75HfPaZoplEpnNlXWLFlX8c83Ny6tiIIgmLqsccyFN3x94vBvf/kzzaewHD3yoHHDcqYt2/bt2Hml6WGX3jW4IDa8MLtPj6xYEAZB0JBKl1Y2vl2arE7u4V9LsrKyDshaPz8z9N0dtNjUV+acd9rJNmIAANqv/NrauktvmZVpfSWsP//wnEPGjOrIo5SUlg6+6Pbmu0dBeO0/Vp505Mxxxx3dvM7Fnz3zvx6Zt7B825H4pRXRTc9vCIJt3ypdemefYfsNbb6ZnZ096bufOPk//5lp8d3f5a3vNXHKm0/fevVuvecxo0ZcfeqgG55qNf1mWUV0y/TyINjFXzMWlmeufGDxORPXDC0e0rzwmovGTrvu+ZarZYJwVWW0qrIhCNqcS+c9TYg67sC+8xduuzlrZfV5NmEAALaz9YD0i/OWtzm1ztfG9unIuWKaFA0c+MvPDm85cSUKwi//7pmGhlaNe+PXTijstrPHqayqbrNk3HFH//MnE4oLdniXlZsa9+BtX3/Vpfd+4/BB+bvd3L1yom+O67dP0cCWCyeedPxT15z0ucPz38M5OTvk+KMO75nath+yMjNgR1ODAABQ+UFdstVk9355wc0//vpuXSvqe1+/8IB+ra6cVbIl02ay+ycnjFv+4HevOX1Qbrz9SfCxWDvPeMqJY6feeMlRg9sv6MR21/XKbr0oKxFr74liX/j0GTNuuvjEYdlh0NGJ/qeNyFv54Hdu/sk3srOz2/zo1PEnPPib77z8m/POGt0tZ1eXoy3Mi84c1Wp3Z9SQDl0Kt1u3bl8+atseTyqWe/OTc2zEAAC0ETaF+KaKzRdec0fFu6eqvOD4/a687ILdfay7HvzHrVPmb+3RnPh3zz/yzFPHt7vm7Dfm/v6vU5+ZX1lasy3rB3SP3vnLlfn57V8UNoqivzwy+Y6n3pxfmtxYFzXN7w+D6Przhv3oW19oueaLr8w++f9Nadptyc8Opt1w7uGHjtnJy160eMkfH3zmibkbV1dm0tudYigMomG9Y6cd0m/iUQeefsq4RGLXh+tLSkunz5yzen3FmrKqqrpkMpUOwzA3K963Z+6wffruv++Ao444JC8v75Z7Hnl1UUkURf0L8n5x1Ze233PY0ThcevP02kSvd2+mfza+x8iDDrApAwDQtvI/FFEUVVdX19XVNyaT6XR6QP/C3NzcDt6ruqYmlUrH47F2LwG7YUNZTW1tGIaF/fp27969g6+nvr6+qmpLMpVsun5tLBbLzcnJz+/RkVf1Qbrxnsdfri1uvtkvVXLjZSfl5OTYmgEA+PArnz3z9oJFP53W6gsP/za6dvwJxxgZAACaxAxBpzPiwOE9UhtbLpm3osywAADQLNFV31hNTc2yFavCMCwa0L9v3z4f5FMvW75i7fryIAj6FOQPGzokLy9vDx6kpLS0urr2gOHDtv9RPB7/5ti+N75Ul4xvfeS5lfk1NTUdn5sEAEDX1jVn7Dzw6ORL/jQ7mWn6hm7mjq8c+pULz/lgnvr5GTNvnZcVxRLvjm+6f7r0omMGHnPk4R1/kKenvnTHgm6xKHNS75IvnTO+3f2Eux6eMqV8UPPNY7uvvPKLZ9qgAQAIuuSMnbKy8m9Peu2ofbOfu/aUqT/7xHcmFB00bNAH89TV1dV3zkk3J34QBFEYX58Y9N+vpm954MlkMtnBx3l2waYwjEWxxPOV+35r0ivzFy7efp3PfPKEeHrb7PxZVf1ra2tt0AAABF3vWP6mTRXjvvWno4YVTPr5t7Y/3//8hYsmT3vtsBHF019fnN8956rLPr9+/YbnXnpt8aoNBT1yz55wTNOVd++8/9GvfP6cprs/8sTTA/v1GXvMkb++7f4x+w9avLK0vLJ2cGHBZ88Y37t3rzaPf+dDk5/eNHhHr60oveYbEw8cceDwXb6Lx5954X8Xpbcktp5EPytdd2D2+jGDeow/7ojevbY96fWTHpubHNp88/xBGz535im2aQAAutqx/EemTH17Q+aLn/xYGIZ1dXUlpaXN/yWTybcXr/jhQ0v+Y9ILRf16HrDvgDVr1+1/yW2XT5odRdHTr6+eePV9qVQqCIJJzyzMZLZeKuuRaQtenLMoCILfPLH0rBumvbFkQ+/83LufXTzi4j9s3ry55VNHUTRjw85mxpfEB1/7r82z35i3y3dx5sRxd37rpEOzVjTdTMbz3k4P/euqflfe9+bkZ6c375iNG9XqLKIvrkraoAEACLret283VtYEQdAzv3sQBA/+45kv3zG3+Uev/+7cIAjSQXjn988+ZMyoIAhuvffvWbFw5k0XNX3JddxXfnnvw09eesHZO3rwzx5RcPd/XREEwTmnrBj+1Xumvfza2adNaP7plOdm1CZ67/zlZWLZk2cvP/LwQ3b5RsIw/P7Fp9360D9nbB4YxbdeMKs2UXD3O8ErSx+/+vPj8/N7DN5nQDB3257Ghlj/srKywsJCmzUAwF6uqx3LP+6wA+Nh9NbilUEQnDXx+Nm/PXv2b8/+zvj++dnB0CGDgyDIz46aEj8IgiVryj/9sd7N57E5YWTh068tb/p38/HydCYTe3fmzwkHb52NM2y/oaP6x1esK9+2CzH3zQcWxnf58uLphrEH9e/ge8nKyrriojNuuXD/k3quyk7XNC9fmBl62b2LrvjjU7dMnttqFyLM+vlDs6qrq23WAAAqv0sZd9xRlx3f7xcPz6upqenbt8/HDjvkiEMPnrmk4runDmmaRh9vMVd/6MDe/ztn05q1a5tuznynfNzBg4Mg6JGTmDl7ThAEmUzm1RU1/fvkN63wyoKtay5fsXL+hvSQgVvnzSeTyZumVzTEe+zixUWZyw5JTxh37G69oz69e3/zwjMmffWIib3XxDJb5+RkYlnrE/usCIvbrFwSH3zL356zWQMA7OW64Pnyf3/NZT/49V0jv/C7QwblBUGwtKx+wqh+/3n5RU0/jbfYr7nonIlzl60/9aq7h/TJLq9OHjG04GsXnRsEwZdPHXPRr6YML3yuIZUZXZR72klbu/ytNdUnX/bLgm6J1ZsarppY9MnxY5uWP/GvGXXvflN2J4l/xoD14084dc/eVE5OzmWfO/3Y+QsffWnxgsaBqVjujtacXTd4/sLFo0YcaOMGANhrdc3z5QdBkMlk5r45Px6PjThweHb21nntDQ0N1dU1218kq7x8Y69eBYlEizNgRtGmTRXZ2Vn5+VsP5A8487qbv3b02Z88eUNZWf/CwqysrOaVr7z5ybXxfXfyYmKZ5DcOS5943FHvy1ub+9b8307dWJ8o2NEKR+etuOqSs2zcAAB7rS577dtYLHb4oWPaLMzJycnJydl+5X792h6JD8Ow3SvmZmVlDdpnn5ZLNldWloQDdv5ixvZcd+Jx79slqw4dM+oPQ6r+53+nvVIzOArb+TLA0i25tmwAgL1ZzBC8Fw0NDdf/5YVMLLv9H0fRwPTazw0p/8YFp72/z1vQs+eVF5/5o+OzD06s6JaqaPPT8nj/yc++4NMBANhrddkZO++7ktLSXgUFeXl5LRfu/DJYo2Irrv3a//nMmSiKfnfPEzPrWn0Td0Rsxc++ZtIOAMBeyrH8jioaOLBN4qdSqekb8ne0fq/U+is+ffwHsaMWhlddcublh9YXptY1LYlnGj71sSE+MgCAvZZj+XvumWkv3bGgnbNn5qfKzx+ZdcoJRzd/6/cDU75xY01NbUFBz14FBT4gAIC9VsIQ7LFX3ikPgraVn5uqvPacg/YdPOhDeUn9+vbt17evjwYAQOWzh9bW57YZv26pzb84/4B9iooMDgAAKr/zWbh4SUW8f/PNMErvF675ymmjJT4AACq/s3pq5oIo3Hpam+x0zfdP7HXImDMNCwAAKr8TG1rY4/XKqniQLs6p/NzJI0cedIAxAQDgI8I5dgAAoKtxvnwAAFD5AACAygcAAFQ+AACg8gEAgHeFhgAAALqG5vNnOpMmAAB0NWbsAACAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AADoyhKGALqkMAwNAgDsnYqLi8MoigwEAAB0JWbsAACAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8ALXx0mgAABP2SURBVABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAH56EIYAuKQxDg9B5RVHk8+1iH5yP7AP4vTDONgnbQ7Pi4uKwI78zAABAJ2LGDgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAA0DklDAF0SWEYGoTOK4oin28X++B8ZB/A74VxtknYHpoVFxeHHfmdAQAAOhEzdgAAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAgMoHAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAAC6hoQhgC4pDEODAAB7p+Li4jCKIgMBAABdiRk7AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAgMoHAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAgK4kYQigSwrD0CB0XlEU+Xy72AfnI/sAfi+Ms03C9tCsuLg47MjvDAAA0ImYsQMAACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAHROCUMAXVIYhgah84qiyOfbxT44H9kH8HthnG0StodmxcXFYUd+ZwAAgE7EjB0AAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAAA+WAlDAO+vMAwNAgDwwYiiqP0g2dEPAACATsqMHQAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVP7/b9cOUiMGYiCKUtD3v3LlAmk8DE2w0u9tk40lYT6DAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAAJUPAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAHxnGQGcleTCp25rF8w9FbfkGKz4DZu1hbMDz9AXLgAAsOOLHQAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwCA2ywjgLOSXPjUbe2CuafilhyDFb9hs7ZwduAZ+sIFAAB2fLEDAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAwCTLCOCsJIYAAPyNtr8Hye4PAADAUL7YAQAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKDyAQBA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAQOUDAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAgMoHAACVDwAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAgMoHAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AADcaRkBnJXkwqduaxfMPRW35Bis+A2btYWzA/dbPgAA/DcZ+rMKAACw47d8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAwJNlBHBWkgufuq1dMPdU3JJjsOI3bNYWzg48Q1+4AADAji92AABA5QMAACofAABQ+QAAgMoHAABUPgAAqHwAAEDlAwAAKh8AAFD5AACAygcAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AAKh8AABQ+QAAgMoHAABUPgAAoPIBAACVDwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAgMoHAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAAJUPAACofAAAQOUDAAAqHwAAUPkAAKDyAQAAlQ8AAKh8AABA5QMAACofAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACg8gEAQOUDAAAqHwAAUPkAAIDKBwAAVD4AAKh8AABA5QMAACofAABQ+QAAgMoHAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAEDlAwCAygcAAFQ+AACg8gEAAJUPAACofAAAUPkAAIDKBwAAVD4AAKDyAQAAlQ8AACofAABQ+QAAgMoHAABUPgAAoPIBAEDlAwAAKh8AAFD5AACAygcAAFQ+AACofAAAQOUDAAAqHwAAUPkAAIDKBwAAlQ8AAKh8AABA5QMAACofAABQ+QAAoPIBAACVDwAAqHwAAEDlAwAAKh8AAFD5AACg8gEAAJUPAACofAAAQOUDAAAqHwAAVD4AAKDyAQAAlQ8AAKh8AABA5QMAgMoHAABUPgAAoPIBAACVDwAAqHwAAFD5AACAygcAAFQ+AACg8gEAgM/ECAAAYJC2j//zA5BTSDdZhTACAAAAAElFTkSuQmCC" class="bi x49 y3da w7f h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">114</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">Furthermore, the Gr<span class="_ _1" />oup constantly mon<span class="_ _1" />itors<span class="_ _1" /> the maturity of its rec<span class="_ _1" />eivables and pay<span class="_ _1" />ables.<span class="_ _1" /> </div><div class="t m0 x11 h2 yaaf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yab0 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />maturity <span class="_ _3" />of <span class="_ _b" />the <span class="_ _b" />f<span class="_ _1" />inancial <span class="_ _b" />liab<span class="_ _1" />ilities <span class="_ _b" />as <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />31.12.202<span class="_ _1" />1<span class="_ _1" /> <span class="_ _b" />and <span class="_ _b" />31.12.<span class="_ _1" />20<span class="ls10">20</span> <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />Gr<span class="_ _1" />oup <span class="_ _b" />and <span class="_ _b" />th<span class="_ _1" />e <span class="_ _b" />Company<span class="_ _1" /> <span class="_ _b" />is <span class="_ _b" />analy<span class="_ _1" />sed </div><div class="t m0 x11 h2 y8e7 ff1 fs0 fc0 sc0 ls0 ws0">as follows: </div><div class="t m0 x11 h2 yab1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yae2 w80 hbb"><div class="t m10 xce hbc yae3 ff2 fs1b fc0 sc0 ls0 ws0">W<span class="_ _1" />i<span class="_ _1" />thin <span class="_ _1" />6 m<span class="_ _1" />onths<span class="_ _ca"> </span>6<span class="_ _3" /> to 12 m<span class="_ _1" />onths<span class="_ _35"> </span>1 to 5 <span class="_ _1" />ye<span class="_ _1" />a<span class="_ _1" />rs<span class="_ _f"> </span>more<span class="_ _13" /> tha<span class="_ _1" />n <span class="_ _1" />5 ye<span class="_ _1" />a<span class="_ _13" />rs<span class="_ _be"> </span>Tota<span class="_ _1" />l<span class="_ _1" /> </div></div><div class="c x11 yae4 w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng<span class="_ _3" />-ter<span class="_ _3" />m <span class="_ _1" />bo<span class="_ _3" />rr<span class="_ _b" />owing<span class="_ _110"> </span>10<span class="_ _3" />,721<span class="_ _c4"> </span>10<span class="_ _3" />6,505<span class="_ _81"> </span>3<span class="_ _3" />42<span class="_ _3" />,357<span class="_ _e1"> </span>-<span class="_ _dd"> </span>45<span class="_ _3" />9,583</div></div><div class="c x11 yae6 w81 hbf"><div class="t m10 x6f hbe yae7 ff1 fs1b fc0 sc0 ls0 ws0">Liab<span class="_ _3" />ilit<span class="_ _1" />ies <span class="_ _1" />rela<span class="_ _3" />ting t<span class="_ _1" />o ope<span class="_ _3" />ra<span class="_ _3" />ting lease </div><div class="t m10 x6f hbe yae8 ff1 fs1b fc0 sc0 ls0 ws0">ag<span class="_ _3" />re<span class="_ _3" />emen<span class="_ _3" />ts</div></div><div class="c x11 yae6 w80 hbf"><div class="t m10 x9f hbe yae9 ff1 fs1b fc0 sc0 ls37 ws0">821<span class="_ _98"> </span>910<span class="_ _94"> </span><span class="ls0">3<span class="_ _3" />,789<span class="_ _e0"> </span><span class="ls37">213<span class="_ _18"> </span></span>5<span class="_ _3" />,733</span></div></div><div class="c x11 yaea w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">Sort-ter<span class="_ _3" />m <span class="_ _1" />bo<span class="_ _3" />rr<span class="_ _3" />ow<span class="_ _b" />ing<span class="_ _64"> </span>15,27<span class="_ _3" />7<span class="_ _5d"> </span>1,000<span class="_ _b5"> </span>-<span class="_ _e1"> </span>-<span class="_ _ad"> </span>16,277</div></div><div class="c x11 yaeb w80 hbd"><div class="t m10 x6f hbc yae5 ff2 fs1b fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />borrow<span class="_ _13" />ing<span class="_ _111"> </span>26<span class="_ _3" />,819<span class="_ _c4"> </span>10<span class="_ _3" />8,415<span class="_ _81"> </span>3<span class="_ _3" />46<span class="_ _3" />,146<span class="_ _e0"> </span><span class="ls37">213<span class="_ _14"> </span></span>481,59<span class="_ _3" />3</div></div><div class="c x11 yaec w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">T<span class="_ _b" />rad<span class="_ _b" />e <span class="_ _1" />pa<span class="_ _3" />y<span class="_ _1" />ab<span class="_ _3" />les<span class="_ _112"> </span>37<span class="_ _3" />,940<span class="_ _c1"> </span>-<span class="_ _b5"> </span>-<span class="_ _e1"> </span>-<span class="_ _ad"> </span>37,940</div></div><div class="c x11 yaed w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">Other<span class="_ _3" /> s<span class="_ _1" />hor<span class="_ _3" />t-term /<span class="_ _1" /> l<span class="_ _1" />on<span class="_ _3" />g-<span class="_ _3" />term liabilit<span class="_ _1" />ies<span class="_ _e8"> </span>53,306<span class="_ _c1"> </span>-<span class="_ _c"> </span>11<span class="_ _3" />,045<span class="_ _e1"> </span>-<span class="_ _29"> </span>64,351</div></div><div class="c x11 yaee w80 hbd"><div class="t m10 x6f hbc yae8 ff2 fs1b fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _113"> </span>11<span class="_ _3" />8,065<span class="_ _c4"> </span>1<span class="_ _3" />08,41<span class="_ _3" />5<span class="_ _81"> </span>35<span class="_ _3" />7,191<span class="_ _e0"> </span><span class="ls37">213<span class="_ _14"> </span></span>583<span class="_ _b" />,<span class="_ _1" />884</div></div><div class="c x11 yaef w80 hbb"><div class="t m10 xce hbc yae3 ff2 fs1b fc0 sc0 ls0 ws0">W<span class="_ _1" />i<span class="_ _1" />thin <span class="_ _1" />6 m<span class="_ _1" />onths<span class="_ _ca"> </span>6<span class="_ _3" /> to 12 m<span class="_ _1" />onths<span class="_ _35"> </span>1 to 5 <span class="_ _1" />ye<span class="_ _1" />a<span class="_ _1" />rs<span class="_ _f"> </span>more<span class="_ _13" /> tha<span class="_ _1" />n <span class="_ _1" />5 ye<span class="_ _1" />a<span class="_ _13" />rs<span class="_ _be"> </span>Tota<span class="_ _1" />l<span class="_ _1" /> </div></div><div class="c x11 yaf0 w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng<span class="_ _3" />-ter<span class="_ _3" />m <span class="_ _1" />bo<span class="_ _3" />rr<span class="_ _b" />owing<span class="_ _114"> </span> 7,<span class="_ _1" />72<span class="_ _3" />1 <span class="_ _6e"> </span> <span class="_ _1" />10,75<span class="_ _3" />7 <span class="_ _e"> </span> <span class="_ _1" />399<span class="_ _3" />,817<span class="_ _3" /> <span class="_ _eb"> </span> <span class="_ _1" />- <span class="_ _ca"> </span>418<span class="_ _3" />,295</div></div><div class="c x11 yaf1 w81 hbf"><div class="t m10 x6f hbe yae7 ff1 fs1b fc0 sc0 ls0 ws0">Liab<span class="_ _3" />ilit<span class="_ _1" />ies <span class="_ _1" />rela<span class="_ _3" />ting t<span class="_ _1" />o ope<span class="_ _3" />ra<span class="_ _3" />ting lease </div><div class="t m10 x6f hbe yaf2 ff1 fs1b fc0 sc0 ls0 ws0">ag<span class="_ _3" />re<span class="_ _3" />emen<span class="_ _3" />ts</div></div><div class="c x11 yaf1 w80 hbf"><div class="t m10 xa0 hbe yaf2 ff1 fs1b fc0 sc0 ls0 ws0"> 808 <span class="_ _67"> </span> <span class="_ _1" />83<span class="_ _3" />8 <span class="_ _4a"> </span> <span class="_ _1" />5,267<span class="_ _3" /> <span class="_ _115"> </span> 408 </div><div class="t m10 xcf hbe yaf3 ff1 fs1b fc0 sc0 ls0 ws0">7,321</div></div><div class="c x11 yaf4 w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">Sort-ter<span class="_ _3" />m <span class="_ _1" />bo<span class="_ _3" />rr<span class="_ _3" />ow<span class="_ _b" />ing<span class="_ _116"> </span> 4,<span class="_ _1" />92<span class="_ _3" />6 <span class="_ _f2"> </span>-<span class="_ _b5"> </span>-<span class="_ _e1"> </span>-<span class="_ _117"> </span>4,926</div></div><div class="c x11 yaf5 w80 hbd"><div class="t m10 x6f hbc yae5 ff2 fs1b fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />borrow<span class="_ _13" />ing<span class="_ _111"> </span>13<span class="_ _3" />,455<span class="_ _62"> </span>11,595<span class="_ _81"> </span>4<span class="_ _3" />05<span class="_ _3" />,084<span class="_ _de"> </span><span class="ls37">408<span class="_ _dd"> </span></span>430<span class="_ _3" />,542</div></div><div class="c x11 yaf6 w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">T<span class="_ _b" />rad<span class="_ _b" />e <span class="_ _1" />pa<span class="_ _3" />y<span class="_ _1" />ab<span class="_ _3" />les<span class="_ _118"> </span> 39,081<span class="_ _3" /> <span class="_ _f2"> </span>-<span class="_ _b5"> </span>-<span class="_ _e1"> </span>-<span class="_ _ad"> </span>39,081</div></div><div class="c x11 yaf7 w80 hbd"><div class="t m10 x6f hbe yae5 ff1 fs1b fc0 sc0 ls0 ws0">Other<span class="_ _3" /> s<span class="_ _1" />hor<span class="_ _3" />t-term /<span class="_ _1" /> l<span class="_ _1" />on<span class="_ _3" />g-<span class="_ _3" />term liabilit<span class="_ _1" />ies<span class="_ _119"> </span> 47,563<span class="_ _3" /> <span class="_ _f2"> </span>-<span class="_ _b5"> </span>-<span class="_ _e1"> </span>-<span class="_ _ad"> </span>47,563</div></div><div class="c x11 yaf8 w80 hbd"><div class="t m10 x6f hbe yaf2 ff1 fs1b fc0 sc0 ls0 ws0">De<span class="_ _3" />r<span class="_ _3" />iv<span class="_ _12" />ativ<span class="_ _b" />e f<span class="_ _3" />inan<span class="_ _3" />ci<span class="_ _1" />al ins<span class="_ _1" />trumen<span class="_ _3" />ts<span class="_ _11a"> </span> 1,<span class="_ _1" />12<span class="_ _3" />5 <span class="_ _62"> </span> 2,166 <span class="_ _106"> </span>-<span class="_ _e1"> </span>-<span class="_ _117"> </span>3,29<span class="_ _3" />1</div></div><div class="c x11 yaf9 w80 hbd"><div class="t m10 x6f hbc yafa ff2 fs1b fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _113"> </span>10<span class="_ _3" />1,224<span class="_ _62"> </span>13,76<span class="_ _3" />1<span class="_ _81"> </span>40<span class="_ _3" />5,084<span class="_ _e0"> </span><span class="ls37">408<span class="_ _14"> </span></span>520<span class="_ _3" />,477</div></div><div class="c xd0 yafb w82 hbd"><div class="t m10 xd1 hbc yae5 ff2 fs1b fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div></div><div class="c xd0 yafc w83 hbd"><div class="t m10 xd2 hbc yafd ff2 fs1b fc0 sc0 ls0 ws0">Short-t<span class="_ _b" />e<span class="_ _13" />rm</div></div><div class="c xd3 yafc w84 hbd"><div class="t m10 x55 hbc yafd ff2 fs1b fc0 sc0 ls0 ws0">Long-t<span class="_ _3" />e<span class="_ _1" />rm</div></div><div class="c xd0 yafe w83 hbd"><div class="t m10 xd2 hbc yafd ff2 fs1b fc0 sc0 ls0 ws0">Short-t<span class="_ _b" />e<span class="_ _13" />rm</div></div><div class="c xd3 yafe w84 hbd"><div class="t m10 x55 hbc yafd ff2 fs1b fc0 sc0 ls0 ws0">Long-t<span class="_ _3" />e<span class="_ _1" />rm</div></div><div class="c xd0 yaff w85 hbd"><div class="t m10 xd4 hbc yae3 ff2 fs1b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />0</div></div><div class="c xd0 yb00 w85 hbd"><div class="t m10 xd4 hbc yae3 ff2 fs1b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xd5 h2 yb01 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9e4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb02 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xbb yb03 w86 hc0"><div class="t m11 x85 hc1 yb04 ff2 fs1c fc0 sc0 ls0 ws0">W<span class="_ _1" />i<span class="_ _1" />thin <span class="_ _1" />6 </div><div class="t m11 x5b hc1 yb05 ff2 fs1c fc0 sc0 ls0 ws0">mon<span class="_ _1" />ths</div></div><div class="c x11 yb03 w87 hc0"><div class="t m11 x6 hc1 yb06 ff2 fs1c fc0 sc0 ls0 ws0">6 to 12 m<span class="_ _1" />onths<span class="_ _94"> </span>1 to 5 ye<span class="_ _1" />a<span class="_ _1" />rs</div></div><div class="c xd6 yb03 w88 hc0"><div class="t m11 x85 hc1 yb04 ff2 fs1c fc0 sc0 ls0 ws0">more<span class="_ _13" /> tha<span class="_ _1" />n <span class="_ _1" />5 </div><div class="t m11 x3a hc1 yb05 ff2 fs1c fc0 sc0 ls0 ws0">ye<span class="_ _1" />a<span class="_ _1" />rs</div></div><div class="c x11 yb03 w87 hc0"><div class="t m11 xd7 hc1 yb06 ff2 fs1c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l </div></div><div class="c x11 yb07 w87 hc2"><div class="t m11 x6f hc3 yb08 ff1 fs1c fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng<span class="_ _3" />-ter<span class="_ _3" />m <span class="_ _1" />bo<span class="_ _3" />rr<span class="_ _b" />owing<span class="_ _c6"> </span>4,000<span class="_ _c1"> </span>4,000<span class="_ _88"> </span>24<span class="_ _3" />1,755<span class="_ _11b"> </span>-</div><div class="t m11 xd8 hc3 yb09 ff1 fs1c fc0 sc0 ls0 ws0">24<span class="_ _3" />9,755</div></div><div class="c x11 yb0a w89 hc4"><div class="t m11 x6f hc3 yb0b ff1 fs1c fc0 sc0 ls0 ws0">Liab<span class="_ _3" />ilit<span class="_ _1" />ies <span class="_ _1" />rela<span class="_ _3" />ting t<span class="_ _1" />o ope<span class="_ _3" />ar<span class="_ _3" />ing<span class="_ _3" /> l<span class="_ _1" />ea<span class="_ _3" />s<span class="_ _1" />e </div><div class="t m11 x6f hc3 yb0c ff1 fs1c fc0 sc0 ls0 ws0">ag<span class="_ _3" />re<span class="_ _3" />emen<span class="_ _b" />t<span class="_ _1" />s</div></div><div class="c x11 yb0a w87 hc4"><div class="t m11 x58 hc3 yb0d ff1 fs1c fc0 sc0 ls38 ws0">18<span class="_ _d6"> </span>19<span class="_ _11c"> </span>122<span class="_ _c6"> </span><span class="ls0">-</span></div><div class="t m11 xd9 hc3 yb0e ff1 fs1c fc0 sc0 ls38 ws0">159</div></div><div class="c x11 yb0f w87 hc5"><div class="t m11 x6f hc1 yb0c ff2 fs1c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />borrow<span class="_ _13" />ing<span class="_ _11d"> </span>4,018<span class="_ _c1"> </span>4<span class="_ _3" />,019<span class="_ _88"> </span>241<span class="_ _3" />,877<span class="_ _11b"> </span>-<span class="_ _b4"> </span>24<span class="_ _3" />9,914</div></div><div class="c x11 yb10 w87 hc2"><div class="t m11 x6f hc3 yb08 ff1 fs1c fc0 sc0 ls0 ws0">T<span class="_ _b" />ra<span class="_ _3" />de pa<span class="_ _3" />yables<span class="_ _11a"> </span> <span class="_ _1" />380<span class="_ _3" /> <span class="_ _11e"> </span>-<span class="_ _f0"> </span>-<span class="_ _11b"> </span>-</div><div class="t m11 xd9 hc3 yb09 ff1 fs1c fc0 sc0 ls38 ws0">380</div></div><div class="c x11 yb11 w87 hc5"><div class="t m11 x6f hc3 yb0c ff1 fs1c fc0 sc0 ls0 ws0">Other<span class="_ _3" /> s<span class="_ _1" />hor<span class="_ _3" />t-term liabilit<span class="_ _1" />ies<span class="_ _62"> </span> 11,772<span class="_ _3" /> <span class="_ _11e"> </span>-<span class="_ _f0"> </span>-<span class="_ _11b"> </span>-</div><div class="t m11 xda hc3 yb0e ff1 fs1c fc0 sc0 ls0 ws0">11<span class="_ _3" />,772</div></div><div class="c x11 yb12 w87 hc5"><div class="t m11 x6f hc1 yb0c ff2 fs1c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _11f"> </span>16<span class="_ _3" />,170<span class="_ _c1"> </span>4,01<span class="_ _3" />9<span class="_ _120"> </span>24<span class="_ _3" />1,877<span class="_ _11b"> </span>-<span class="_ _17"> </span>262,06<span class="_ _3" />6</div></div><div class="c xbb yb13 w86 hc6"><div class="t m11 x85 hc1 yb14 ff2 fs1c fc0 sc0 ls0 ws0">W<span class="_ _1" />i<span class="_ _1" />thin <span class="_ _1" />6 </div><div class="t m11 x5b hc1 yb15 ff2 fs1c fc0 sc0 ls0 ws0">mon<span class="_ _1" />ths</div></div><div class="c x11 yb13 w87 hc6"><div class="t m11 x6 hc1 yb16 ff2 fs1c fc0 sc0 ls0 ws0">6 to 12 m<span class="_ _1" />onths<span class="_ _94"> </span>1 to 5 ye<span class="_ _1" />a<span class="_ _1" />rs</div></div><div class="c xd6 yb13 w88 hc6"><div class="t m11 x85 hc1 yb14 ff2 fs1c fc0 sc0 ls0 ws0">more<span class="_ _13" /> tha<span class="_ _1" />n <span class="_ _1" />5 </div><div class="t m11 x3a hc1 yb15 ff2 fs1c fc0 sc0 ls0 ws0">ye<span class="_ _1" />a<span class="_ _1" />rs</div></div><div class="c x11 yb13 w87 hc6"><div class="t m11 xd7 hc1 yb16 ff2 fs1c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l </div></div><div class="c x11 yb17 w87 hc5"><div class="t m11 x6f hc3 yb0c ff1 fs1c fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng<span class="_ _3" />-ter<span class="_ _3" />m <span class="_ _1" />bo<span class="_ _3" />rr<span class="_ _b" />owing<span class="_ _e5"> </span>-<span class="_ _c1"> </span>1,00<span class="_ _3" />0<span class="_ _88"> </span>193,88<span class="_ _3" />6<span class="_ _c6"> </span>-</div><div class="t m11 xd8 hc3 yb0e ff1 fs1c fc0 sc0 ls0 ws0">19<span class="_ _3" />4,886</div></div><div class="c x11 yb18 w89 hc7"><div class="t m11 x6f hc3 yb19 ff1 fs1c fc0 sc0 ls0 ws0">Liab<span class="_ _3" />ilit<span class="_ _1" />ies <span class="_ _1" />rela<span class="_ _3" />ting t<span class="_ _1" />o ope<span class="_ _3" />ar<span class="_ _3" />ing<span class="_ _3" /> l<span class="_ _1" />ea<span class="_ _3" />s<span class="_ _1" />e </div><div class="t m11 x6f hc3 yb1a ff1 fs1c fc0 sc0 ls0 ws0">ag<span class="_ _3" />re<span class="_ _3" />emen<span class="_ _b" />t<span class="_ _1" />s</div></div><div class="c x11 yb18 w87 hc7"><div class="t m11 x58 hc3 yb1b ff1 fs1c fc0 sc0 ls38 ws0">17<span class="_ _d6"> </span>18<span class="_ _11c"> </span>159<span class="_ _c6"> </span><span class="ls0">-</span></div><div class="t m11 xd9 hc3 yb1c ff1 fs1c fc0 sc0 ls38 ws0">194</div></div><div class="c x11 yb1d w87 hc5"><div class="t m11 x6f hc1 yb0c ff2 fs1c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />borrow<span class="_ _13" />ing<span class="_ _121"> </span><span class="ls38">17<span class="_ _c1"> </span></span>1,018<span class="_ _88"> </span>194<span class="_ _3" />,045<span class="_ _11b"> </span>-<span class="_ _b4"> </span>195<span class="_ _3" />,080</div></div><div class="c x11 yb1e w87 hc5"><div class="t m11 x6f hc3 yb0c ff1 fs1c fc0 sc0 ls0 ws0">T<span class="_ _b" />ra<span class="_ _3" />de pa<span class="_ _3" />yables<span class="_ _11a"> </span> <span class="_ _1" />220<span class="_ _3" /> <span class="_ _11e"> </span>-<span class="_ _f0"> </span>-<span class="_ _11b"> </span>-</div><div class="t m11 xd9 hc3 yb0e ff1 fs1c fc0 sc0 ls38 ws0">220</div></div><div class="c x11 yb1f w87 hc5"><div class="t m11 x6f hc3 yb0c ff1 fs1c fc0 sc0 ls0 ws0">Other<span class="_ _3" /> s<span class="_ _1" />hor<span class="_ _3" />t-term liabilit<span class="_ _1" />ies<span class="_ _7c"> </span> <span class="_ _1" />17<span class="_ _3" />8 <span class="_ _11e"> </span>-<span class="_ _f0"> </span>-<span class="_ _11b"> </span>-</div><div class="t m11 xd9 hc3 yb0e ff1 fs1c fc0 sc0 ls38 ws0">178</div></div><div class="c x11 yb20 w87 hc5"><div class="t m11 x6f hc1 yb1a ff2 fs1c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _47"> </span><span class="ls38">415<span class="_ _c1"> </span></span>1,018<span class="_ _88"> </span>194<span class="_ _3" />,045<span class="_ _122"> </span>19<span class="_ _3" />5,478</div></div><div class="c xbb yb21 w8a hc8"><div class="t m11 xdb hc1 yb0c ff2 fs1c fc0 sc0 ls0 ws0">Short-t<span class="_ _b" />e<span class="_ _13" />rm</div></div><div class="c xdc yb21 w8b hc8"><div class="t m11 x3d hc1 yb0c ff2 fs1c fc0 sc0 ls0 ws0">Long-t<span class="_ _3" />e<span class="_ _1" />rm</div></div><div class="c xbb yb22 w8c hc5"><div class="t m11 xdd hc1 yb0e ff2 fs1c fc0 sc0 ls0 ws0">CO<span class="_ _3" />MPANY</div></div><div class="c xbb yb23 w8a hc5"><div class="t m11 xdb hc1 yb0c ff2 fs1c fc0 sc0 ls0 ws0">Short-t<span class="_ _b" />e<span class="_ _13" />rm</div></div><div class="c xdc yb23 w8b hc5"><div class="t m11 x3d hc1 yb0c ff2 fs1c fc0 sc0 ls0 ws0">Long-t<span class="_ _3" />e<span class="_ _1" />rm</div></div><div class="c xbb yb24 w8d hc2"><div class="t m11 xde hc1 yb08 ff2 fs1c fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1</div></div><div class="c xbb yb25 w8d hc5"><div class="t m11 xde hc1 yb26 ff2 fs1c fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />0</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xdf h2 y47c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y963 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4c3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb27 ff6 fs0 fc0 sc0 ls0 ws0">Τ<span class="ff1">he total borrowings <span class="_ _1" />of the Group on 3<span class="_ _1" />1.<span class="ls2">12</span>.<span class="_ _1" />2021 amounted to <span class="_ _1" />Euro 4<span class="ls2">81</span>,<span class="ls2">593<span class="_ _1" /></span> <span class="lsb">k.</span> </span></div><div class="t m0 x11 h9 yb28 ff7 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf73" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc73 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">115</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">3.1.4<span class="ls0">.<span class="_ _1" /> <span class="_ _2d"> </span>Interest rate risk<span class="_ _1" /> </span></div><div class="t m0 x11 h97 yb29 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb2a ff1 fs0 fc0 sc0 ls0 ws0">The Group <span class="_ _1" />is <span class="_ _1" />exposed<span class="_ _1" /> to <span class="_ _1" />variations<span class="_ _1" /> of <span class="_ _1" />interes<span class="_ _1" />t rates <span class="_ _1" />m<span class="_ _1" />arket as <span class="_ _1" />regards<span class="_ _1" /> bank <span class="_ _1" />loan<span class="_ _1" />s, which <span class="_ _1" />are s<span class="_ _1" />ubject to<span class="_ _1" /> variabl<span class="_ _1" />e </div><div class="t m0 x11 h2 yb2b ff1 fs0 fc0 sc0 ls0 ws0">interest rate (see <span class="_ _1" />note 7.28<span class="ls5">).</span> </div><div class="t m0 x11 h2 yb2c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb2d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />tab<span class="_ _1" />le <span class="_ _3" />below <span class="_ _3" />presents <span class="_ _3" />the <span class="_ _3" />sensitivity <span class="_ _3" />of <span class="_ _b" />th<span class="_ _1" />e income <span class="_ _b" />s<span class="_ _1" />tatement an<span class="_ _3" />d equity <span class="_ _b" />to <span class="_ _3" />a <span class="_ _b" />r<span class="_ _1" />easonable change <span class="_ _b" />in the <span class="_ _b" />inter<span class="_ _1" />est </div><div class="t m0 x11 h2 yb2e ff1 fs0 fc0 sc0 ls0 ws0">rate equal to +1% or <span class="_ _1" />-1%. </div><div class="t m0 x11 h2 yb2f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yb30 w8e hc9"><div class="t m12 x6f hca yb31 ff2 fs1d fc0 sc0 ls0 ws0">Se<span class="_ _13" />ns<span class="_ _12" />i<span class="_ _1" />tivity a<span class="_ _13" />na<span class="_ _1" />l<span class="_ _1" />ys<span class="_ _12" />is</div></div><div class="c x11 yb32 w8e hc9"><div class="t m12 xc8 hcb yb31 ff1 fs1d fc0 sc0 ls39 ws0">1%<span class="_ _d8"> </span><span class="ls0">-1%<span class="_ _ba"> </span></span>1%<span class="_ _96"> </span><span class="ls0">-<span class="_ _3" />1%</span></div></div><div class="c x11 yb33 w8f hcc"><div class="t m12 x6f hcb yb34 ff1 fs1d fc0 sc0 ls0 ws0">Prof<span class="_ _12" />i<span class="_ _1" />t<span class="_ _1" /> fo<span class="_ _b" />r t<span class="_ _1" />he f<span class="_ _b" />i<span class="_ _1" />na<span class="_ _3" />n<span class="_ _3" />c<span class="_ _1" />ial <span class="_ _1" />y<span class="_ _1" />ea<span class="_ _3" />r<span class="_ _3" /> </div><div class="t m12 x6f hcb yb35 ff1 fs1d fc0 sc0 ls0 ws0">(<span class="_ _3" />be<span class="_ _3" />f<span class="_ _b" />or<span class="_ _3" />e t<span class="_ _1" />axes<span class="_ _1" />)</div></div><div class="c x11 yb33 w8e hcc"><div class="t m12 xe0 hcb yb36 ff1 fs1d fc0 sc0 ls0 ws0">-<span class="_ _3" />2,93<span class="_ _3" />8<span class="_ _dd"> </span>2,938<span class="_ _af"> </span>-<span class="_ _3" />2,41<span class="_ _3" />6<span class="_ _117"> </span>2,41<span class="_ _3" />6</div></div><div class="c x11 yb37 w8e hc9"><div class="t m12 x6f hcb yb31 ff1 fs1d fc0 sc0 ls0 ws0">Equity<span class="_ _123"> </span>-<span class="_ _3" />2,93<span class="_ _3" />8<span class="_ _dd"> </span>2,938<span class="_ _af"> </span>-<span class="_ _3" />2,41<span class="_ _3" />6<span class="_ _117"> </span>2,41<span class="_ _3" />6</div></div><div class="c xe1 yb38 w90 hc9"><div class="t m12 x87 hcb yb35 ff1 fs1d fc0 sc0 ls0 ws0">Sensit<span class="_ _1" />i<span class="_ _1" />v<span class="_ _7" />i<span class="_ _1" />ty<span class="_ _13" /> fa<span class="_ _b" />c<span class="_ _1" />t<span class="_ _1" />or</div></div><div class="c x9d yb38 w91 hc9"><div class="t m12 xab hcb yb35 ff1 fs1d fc0 sc0 ls0 ws0">Sensit<span class="_ _1" />i<span class="_ _1" />v<span class="_ _7" />i<span class="_ _1" />ty<span class="_ _13" /> fa<span class="_ _b" />c<span class="_ _1" />t<span class="_ _1" />or</div></div><div class="c x9d yb39 w91 hc9"><div class="t m12 x4c hca yb3a ff2 fs1d fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />20</div></div><div class="c xe1 yb39 w90 hc9"><div class="t m12 x24 hca yb3a ff2 fs1d fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />21</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x95 h9b yb3b ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y7a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yb3c ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1c7 ff1 fs0 fc0 sc0 ls2 ws0">3.1.5<span class="ls0">.<span class="_ _1" /> <span class="_ _2d"> </span>Capital Risk Mana<span class="_ _1" />gement </span></div><div class="t m0 x11 h97 yb3d ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb yb3e ff6 fs0 fc0 sc0 ls0 ws0">The Group’s <span class="_ _1" />objective whe<span class="_ _1" />n managing <span class="_ _1" />its capital <span class="_ _1" />structure is <span class="_ _1" />to ensure <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />roup’s <span class="_ _1" />ability to continue <span class="_ _1" />as a go<span class="_ _1" />ing </div><div class="t m0 x11 h2 yb3f ff1 fs0 fc0 sc0 ls0 ws0">concern <span class="_ _1b" /><span class="ls17">in</span> <span class="_ _1c" />order <span class="_ _1c" />to <span class="_ _1b" />prov<span class="_ _1" />ide <span class="_ _1b" />returns<span class="_ _1" /> <span class="_ _1b" />for <span class="_ _1c"> </span>shareho<span class="_ _1" />lders <span class="_ _1b" />and<span class="_ _1" /> <span class="_ _1b" />benefits <span class="_ _1c"> </span>for <span class="_ _1c"> </span>other <span class="_ _1b" />p<span class="_ _1" />arties <span class="_ _1b" />re<span class="_ _1" />lated <span class="_ _1b" />to <span class="_ _1c"> </span>the <span class="_ _1b" />G<span class="_ _1" />roup <span class="_ _1c"> </span>and </div><div class="t m0 x11 h2 yb40 ff1 fs0 fc0 sc0 ls0 ws0">maintain an optima<span class="_ _1" />l capital s<span class="_ _1" />tructure to reduce the cost<span class="_ _1" /> of capital.<span class="_ _1" /> </div><div class="t m0 x11 hcd y4cc ff1 fs1e fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb41 ff1 fs0 fc0 sc0 ls0 ws0">To maintain <span class="_ _3" />or adjust <span class="_ _3" />the proper capital management,<span class="_ _1" /> following <span class="_ _3" />the decisions made <span class="_ _3" />by the <span class="_ _3" />authorized bodies, <span class="_ _1" />the </div><div class="t m0 x11 h2 y1a0 ff1 fs0 fc0 sc0 ls0 ws0">Group may <span class="_ _1" />adjust <span class="_ _13" />its divide<span class="_ _1" />nd policy, <span class="_ _1" />issue <span class="_ _1" />new <span class="_ _1" />shares<span class="_ _1" /> or<span class="_ _13" /> s<span class="_ _1" />ell assets. <span class="_ _1" />No <span class="_ _1" />changes<span class="_ _1" /> were <span class="_ _1" />made <span class="_ _1" />in t<span class="_ _1" />he obj<span class="_ _1" />ectives, </div><div class="t m0 x11 h2 yb42 ff1 fs0 fc0 sc0 ls0 ws0">policies or proced<span class="_ _1" />ures during the years<span class="_ _1" /> ending <span class="_ _1" /><span class="ls2">31.</span>12.2021<span class="_ _1" /> and 31.1<span class="ls2">2.20<span class="_ _1" />20</span>. </div><div class="t m0 x11 h2 yb43 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb44 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />Group <span class="_ _1b" />monitors<span class="_ _1" /> <span class="_ _1b" />capital <span class="_ _1b" />using <span class="_ _1b" />a <span class="_ _1b" />gearin<span class="_ _1" />g <span class="_ _1b" />ratio. <span class="_ _1b" />The <span class="_ _1b" />ratio <span class="_ _1b" />is <span class="_ _1b" />ca<span class="_ _1" />lculated <span class="_ _1b" />as <span class="_ _1b" />net <span class="_ _1b" />debt <span class="_ _1b" />divide<span class="_ _1" />d <span class="_ _1b" />by <span class="_ _1b" />total <span class="_ _1b" />capital<span class="_ _1" /> </div><div class="t m0 x11 h2 yb45 ff1 fs0 fc0 sc0 ls0 ws0">employed.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9fd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb46 ff6 fs0 fc0 sc0 ls0 ws0">Net <span class="_ _13" />debt <span class="_ _13" />is <span class="_ _13" />calcu<span class="_ _1" />lated <span class="_ _13" />as <span class="_ _13" />“Total <span class="_ _13" />borr<span class="_ _1" />owings” <span class="_ _13" />(includin<span class="_ _1" />g <span class="_ _1" />“<span class="_ _1" />current <span class="_ _13" />and <span class="_ _13" />non<span class="_ _13" /><span class="ff1">-</span>curren<span class="_ _1" />t <span class="_ _13" />borrowings” <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" /><span class="ff1">recorde<span class="_ _1" />d <span class="_ _13" />in <span class="_ _13" />the<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yb47 ff1 fs0 fc0 sc0 ls0 ws0">Statement of Financial Position) <span class="ff6">less “Cash an<span class="_ _3" />d cash equivalents” less “<span class="ff1">Financial assets available for <span class="_ _3" />sale<span class="ff6">”. Total<span class="_ _1" /> </span></span></span></div><div class="t m0 x11 h2 yb48 ff1 fs0 fc0 sc0 ls0 ws0">capital <span class="_ _b" />em<span class="_ _1" />ployed <span class="_ _3" />is <span class="_ _b" />c<span class="_ _1" />alculated <span class="ff6">as <span class="_ _b" />“Equity” as <span class="_ _b" /><span class="ff1">rec<span class="_ _1" />orded <span class="_ _3" />in <span class="_ _b" />the Statement <span class="_ _b" />of financial <span class="_ _3" />Position <span class="_ _3" />net <span class="_ _b" />debt.<span class="_ _1" /> <span class="_ _3" /><span class="ff6">The <span class="_ _3" />Group’s </span></span></span></div><div class="t m0 x11 h2 y485 ff1 fs0 fc0 sc0 ls0 ws0">objective is to <span class="_ _1" />improve its capital s<span class="_ _1" />tructure thro<span class="_ _1" />ugh the right man<span class="_ _1" />agement of its res<span class="_ _1" />ources.<span class="_ _1" /> </div><div class="t m0 x11 h2 y289 ff1 fs0 fc0 sc0 ls0 ws0">The gearing ratios at<span class="_ _1" /> 31 December 20<span class="_ _1" />21 and 2<span class="_ _1" />021 wer<span class="_ _1" />e as follows:<span class="_ _1" /> </div><div class="t m0 x11 h9c yb49 ff1 fs13 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yb4a w92 hce"><div class="t m13 xa9 hcf yb4b ff1 fs1f fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />21<span class="_ _3c"> </span>31.12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _3" />20</div><div class="t m13 x6f hcf yb4c ff1 fs1f fc0 sc0 ls0 ws0">T<span class="_ _12" />otal <span class="_ _1" />Borr<span class="_ _b" />ow<span class="_ _b" />i<span class="_ _1" />ng<span class="_ _b" />s<span class="_ _1" /> <span class="_ _124"> </span>48<span class="_ _b" />1,593<span class="_ _ba"> </span>430<span class="_ _b" />,<span class="_ _1" />54<span class="_ _3" />2</div><div class="t m13 x6f hcf yb4d ff1 fs1f fc0 sc0 ls0 ws0">Le<span class="_ _b" />s<span class="_ _1" />s<span class="_ _13" />: <span class="_ _1" />Ca<span class="_ _b" />s<span class="_ _13" />h<span class="_ _3" /> <span class="_ _1" />an<span class="_ _b" />d Ca<span class="_ _3" />s<span class="_ _1" />h E<span class="_ _1" />qu<span class="_ _b" />iv<span class="_ _12" />ale<span class="_ _3" />n<span class="_ _3" />t<span class="_ _1" />s<span class="_ _1" /> <span class="_ _125"> </span>97<span class="_ _b" />,<span class="_ _1" />36<span class="_ _3" />4<span class="_ _5b"> </span>8<span class="_ _3" />0,53<span class="_ _3" />3</div><div class="t m13 x6f hd0 yb4e ff2 fs1f fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t de<span class="_ _13" />bt<span class="_ _71"> </span><span class="ff1">384<span class="_ _b" />,<span class="_ _1" />229<span class="_ _ba"> </span>35<span class="_ _3" />0,00<span class="_ _b" />9</span></div><div class="t m13 x6f hcf yb4f ff1 fs1f fc0 sc0 ls0 ws0">Equity<span class="_ _126"> </span>36<span class="_ _b" />1,698<span class="_ _ba"> </span>380<span class="_ _b" />,<span class="_ _1" />92<span class="_ _3" />8</div><div class="t m13 x6f hd0 yb50 ff2 fs1f fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1" /> ca<span class="_ _1" />pi<span class="_ _1" />ta<span class="_ _1" />l<span class="_ _1" /> <span class="_ _1" />e<span class="_ _13" />m<span class="_ _1" />pl<span class="_ _1" />oye<span class="_ _1" />d<span class="_ _127"> </span><span class="ff1">74<span class="_ _b" />5,927<span class="_ _ba"> </span>730<span class="_ _b" />,<span class="_ _1" />93<span class="_ _3" />7</span></div><div class="t m13 x6f hcf yb51 ff1 fs1f fc0 sc0 ls0 ws0">Ge<span class="_ _3" />ar<span class="_ _b" />ing r<span class="_ _3" />atio<span class="_ _128"> </span><span class="ls3a">52%<span class="_ _84"> </span>48%</span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xe2 h2 yb52 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9 y55d ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y5e4 ff1 fs0 fc0 sc0 ls0 ws0">3.1.6. <span class="_ _2d"> </span>F<span class="_ _1" />uel prices fluctuation risk<span class="_ _1" /> </div><div class="t m0 x11 h8 y415 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yadf ff1 fs0 fc0 sc0 ls0 ws0">The Group, <span class="_ _1" />as all shi<span class="_ _1" />pping compan<span class="_ _1" />ies, <span class="ls6">is<span class="_ _1" /></span> sig<span class="_ _1" />nificantly affected <span class="_ _1" />by the v<span class="_ _1" />olatility of fuel <span class="_ _1" />prices. It <span class="_ _1" />is to be n<span class="_ _1" />oted tha<span class="_ _1" />t </div><div class="t m0 x11 h2 y364 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _3" />cost of <span class="_ _3" />fuel <span class="_ _3" />and lubricants is <span class="_ _b" />the most significant <span class="_ _3" />operating cost <span class="_ _3" />and represents approximately <span class="ls10">44</span><span class="ff6">% of <span class="_ _3" />Group’s </span></div><div class="t m0 x11 h2 yae0 ff1 fs0 fc0 sc0 ls0 ws0">costs of sales in 202<span class="_ _1" />1. </div></div></div><div class="pi" /></div>
<div id="pf74" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc74 w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">116</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />table <span class="_ _13" />below <span class="_ _13" />presents <span class="_ _13" />the <span class="_ _13" />sensiti<span class="_ _1" />vity <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />incom<span class="_ _1" />e <span class="_ _13" />statement <span class="_ _13" />an<span class="_ _1" />d <span class="_ _13" />equity <span class="_ _13" />to <span class="_ _13" />a <span class="_ _13" />change <span class="_ _13" />in <span class="_ _13" />fuel <span class="_ _13" />prices <span class="_ _13" />equal<span class="_ _1" /> <span class="_ _13" />to </div><div class="t m0 x11 h2 yaaf ff1 fs0 fc0 sc0 ls0 ws0">10% on an annua<span class="_ _1" />l basis. </div><div class="t m0 x11 h33 yb53 ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yb54 w93 hd1"><div class="t m14 x62 hd2 yb55 ff1 fs20 fc0 sc0 ls0 ws0">I<span class="_ _b" />ncre<span class="_ _3" />ase/ <span class="_ _1" />(D<span class="_ _b" />ecre<span class="_ _3" />a<span class="_ _3" />s<span class="_ _1" />e)<span class="_ _ca"> </span>Ef<span class="_ _b" />f<span class="_ _3" />ect<span class="_ _1" /> <span class="_ _1" />on<span class="_ _b" /> <span class="_ _1" />pr<span class="_ _b" />of<span class="_ _b" />it</div><div class="t m14 xe3 hd2 yb56 ff1 fs20 fc0 sc0 ls0 ws0">in f<span class="_ _b" />uel oil pr<span class="_ _b" />i<span class="_ _1" />c<span class="_ _1" />es<span class="_ _4f"> </span>b<span class="_ _3" />ef<span class="_ _12" />or<span class="_ _3" />e t<span class="_ _1" />axes</div><div class="t m14 x35 hd2 yb57 ff1 fs20 fc0 sc0 ls0 ws0">+/<span class="_ _1" />- 10<span class="_ _3" />%<span class="_ _10a"> </span>-<span class="_ _3" />/+<span class="_ _1" /> <span class="_ _1" />12<span class="_ _b" />,<span class="_ _1" />96<span class="_ _3" />6<span class="_ _96"> </span>-<span class="_ _b" />/<span class="_ _1" />+<span class="_ _1" /> 12,96<span class="_ _b" />6</div></div><div class="c x9 yb58 w94 hd3"><div class="t m14 x87 hd2 yb59 ff1 fs20 fc0 sc0 ls0 ws0">Ef<span class="_ _3" />f<span class="_ _b" />ect<span class="_ _1" /> <span class="_ _1" />on<span class="_ _3" /> eq<span class="_ _3" />uity</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xe4 h2 yb5a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9b yb5b ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb5c ff1 fs0 fc0 sc0 ls0 ws0">The Group has h<span class="_ _1" />edged a part of t<span class="_ _1" />he fuel prices fluctu<span class="_ _1" />ation risk.<span class="_ _1" /> </div><div class="t m0 x11 h2 yb5d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _3e" />18<span class="_ _1" />.3.2021 <span class="_ _1a" />and<span class="_ _1" /> <span class="_ _3e" />25<span class="_ _1" />.6.2021, <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _3e" />Gr<span class="_ _1" />oup <span class="_ _1a" />complete<span class="_ _1" />d <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />insta<span class="_ _1" />llation <span class="_ _1a" />of <span class="_ _1a" />scrubbers<span class="_ _1" /> <span class="_ _3e" />on<span class="_ _1" /> <span class="_ _3e" />B<span class="_ _1" />LUE <span class="_ _1a" />STAR <span class="_ _1b" />D<span class="_ _1" />ELOS <span class="_ _1a" />and </div><div class="t m0 x11 h2 yb5e ff1 fs0 fc0 sc0 ls0 ws0">BLUE <span class="_ _1b" />STAR <span class="_ _1c"> </span>MYCONOS, <span class="_ _1c"> </span>respectively, <span class="_ _1c"> </span>and <span class="_ _1c"> </span>received<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c"> </span>relevant <span class="_ _1b" />certif<span class="_ _1" />ication <span class="_ _1b" />f<span class="_ _1" />rom <span class="_ _1b" />the <span class="_ _1c" />authorized <span class="_ _1b" />m<span class="_ _1" />onitoring </div><div class="t m0 x11 h2 yb5f ff1 fs0 fc0 sc0 ls0 ws0">Vessel Classification Soc<span class="_ _1" />iety.<span class="_ _1" /> </div><div class="t m0 x11 h2 yb60 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y318 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _3e" />2021, <span class="_ _1a" />the <span class="_ _1a" />average <span class="_ _1a" />price<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _1a" />marine <span class="_ _1a" />fuels, <span class="_ _1a" />used <span class="_ _1a" />by <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />G<span class="_ _1" />r<span class="_ _1" />oup, <span class="_ _3e" />increased <span class="_ _1b" />32.4% <span class="_ _3e" />c<span class="_ _1" />ompared <span class="_ _3e" />to <span class="_ _1a" />the <span class="_ _1a" />year <span class="_ _1a" />2020. </div><div class="t m0 x11 h2 y639 ff1 fs0 fc0 sc0 ls0 ws0">Moreover, <span class="_ _1b" />t<span class="_ _1" />he <span class="_ _1b" />Rus<span class="_ _1" />sian <span class="_ _1c"> </span>invasion <span class="_ _1c"> </span>into <span class="_ _1c"> </span>Ukraine <span class="_ _1c"> </span>in <span class="_ _1c"> </span>Febr<span class="_ _1" />uary <span class="_ _1c"> </span>2022 <span class="_ _1c"> </span>increased <span class="_ _1c"> </span>already<span class="_ _1" /> <span class="_ _23"> </span>high <span class="_ _1c"> </span>fuel <span class="_ _1c"> </span>prices, <span class="_ _1c"> </span>with <span class="_ _23"> </span>high </div><div class="t m0 x11 h2 y216 ff1 fs0 fc0 sc0 ls0 ws0">volatility <span class="_ _1a" />rec<span class="_ _1" />orded <span class="_ _1a" />even <span class="_ _1b" />on <span class="_ _1a" />a <span class="_ _1a" />daily <span class="_ _1b" />basis. <span class="_ _1a" />Indic<span class="_ _1" />atively, <span class="_ _1a" />in <span class="_ _1a" />Fe<span class="_ _1" />bruary <span class="_ _1a" />2022,<span class="_ _1" /> <span class="_ _1a" />the <span class="_ _1a" />ave<span class="_ _1" />rage <span class="_ _1a" />price <span class="_ _1a" />of <span class="_ _1b" />fuels <span class="_ _1a" />consum<span class="_ _1" />ed </div><div class="t m0 x11 h2 yb61 ff1 fs0 fc0 sc0 ls0 ws0">increased by 28% comp<span class="_ _1" />ared to Decemb<span class="_ _1" />er 2021.<span class="_ _1" /> </div><div class="t m0 x11 h2 y98d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6e0 ff1 fs0 fc0 sc0 ls0 ws0">The  m<span class="_ _1" />anagement <span class="_ _2f"> </span>implemente<span class="_ _1" />d  a<span class="_ _1" />  s<span class="_ _1" />eries <span class="_ _2f"> </span>of  m<span class="_ _1" />easures <span class="_ _2e"> </span>including<span class="_ _1" />  the <span class="_ _2f"> </span>adjust<span class="_ _1" />ment <span class="_ _2f"> </span>of<span class="_ _1" />  <span class="ff6">Gr<span class="_ _1" />oup’s  pric<span class="_ _1" />ing <span class="_ _2f"> </span>policy, </span></div><div class="t m0 x11 h2 y46a ff1 fs0 fc0 sc0 ls0 ws0">optimization <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />fleet <span class="_ _b" />deploy<span class="_ _1" />ment, <span class="_ _b" />vess<span class="_ _1" />els <span class="_ _b" />speed <span class="_ _3" />reduction <span class="_ _3" />and <span class="_ _b" />partial <span class="_ _3" />hedging <span class="_ _b" />of <span class="_ _3" />the <span class="_ _b" />risk <span class="_ _b" />of <span class="_ _b" />fu<span class="_ _1" />el <span class="_ _b" />oil <span class="_ _b" />price <span class="_ _b" />f<span class="_ _1" />luctuation.<span class="_ _1" /> </div><div class="t m0 x11 h2 y548 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb62 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb63 ff1 fs0 fc0 sc0 ls2 ws0">3.1.7<span class="ls0">.<span class="_ _1" /> <span class="_ _2d"> </span>Competition<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y1cc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1cd ff1 fs0 fc0 sc0 ls0 ws0">The table <span class="_ _1" />below <span class="_ _1" />contains <span class="_ _1" />the rout<span class="_ _1" />es with<span class="_ _1" /> intense <span class="_ _1" />comp<span class="_ _1" />etition where <span class="_ _1" />the <span class="_ _1" />Group wa<span class="_ _1" />s active <span class="_ _3e" />in <span class="_ _1" />2021 <span class="_ _1" />as w<span class="_ _1" />ell as<span class="_ _1" /> the<span class="_ _1" /> </div><div class="t m0 x11 h2 y1ce ff1 fs0 fc0 sc0 ls0 ws0">most significant comp<span class="_ _1" />etitors.<span class="_ _1" /> </div><div class="t m0 x11 h96 y31e ff1 fs11 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yb64 w95 hd4"><div class="t m15 x3d hd5 yb65 ff2 fs21 fc0 sc0 ls0 ws0">R<span class="_ _3" />OU<span class="_ _b" />TE<span class="_ _128"> </span>C<span class="_ _3" />OMPE<span class="_ _b" />TI<span class="_ _1" />TORS</div><div class="t m15 x6f hd6 yb66 ff1 fs21 fc0 sc0 ls0 ws0">Adr<span class="_ _3" />iatic<span class="_ _13" /> S<span class="_ _1" />ea<span class="_ _c1"> </span>Grimald<span class="_ _3" />i <span class="_ _1" /> <span class="_ _1" />Lin<span class="_ _3" />es <span class="_ _1" /> </div><div class="t m15 x6f hd6 yb67 ff1 fs21 fc0 sc0 ls0 ws0">Pi<span class="_ _1" />r<span class="_ _3" />ae<span class="_ _b" />us<span class="_ _1" /> <span class="_ _1" />- Cyc<span class="_ _1" />lade<span class="_ _3" />s</div></div><div class="c xe5 yb68 w96 hd7"><div class="t m15 x6f hd6 yb69 ff1 fs21 fc0 sc0 ls0 ws0">Anek <span class="_ _1" />Line<span class="_ _b" />s<span class="_ _13" /> /<span class="_ _1" /> <span class="_ _1" />A<span class="_ _1" />eg<span class="_ _3" />ea<span class="_ _b" />n <span class="_ _1" />Spee<span class="_ _b" />d <span class="_ _1" />Lin<span class="_ _3" />es <span class="_ _1" />/<span class="_ _1" /> <span class="_ _1" />S<span class="_ _1" />ea<span class="_ _b" /> <span class="_ _1" />Je<span class="_ _b" />t<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />/<span class="_ _1" /> <span class="_ _1" />Gold<span class="_ _3" />en<span class="_ _3" /> S<span class="_ _1" />t<span class="_ _1" />ar<span class="_ _3" /> Fer<span class="_ _3" />rie<span class="_ _3" />s<span class="_ _1" /> /<span class="_ _1" /> <span class="_ _1" />Fas<span class="_ _1" />t<span class="_ _1" /> </div><div class="t m15 x6f hd6 yb6a ff1 fs21 fc0 sc0 ls0 ws0">Fer<span class="_ _b" />ries</div></div><div class="c x11 yb64 w95 hd4"><div class="t m15 x6f hd6 yb6b ff1 fs21 fc0 sc0 ls0 ws0">R<span class="_ _3" />af<span class="_ _12" />i<span class="_ _1" />na<span class="_ _b" /> <span class="_ _1" />- Cyc<span class="_ _13" />lad<span class="_ _b" />es<span class="_ _80"> </span>G<span class="_ _3" />old<span class="_ _3" />en<span class="_ _b" /> <span class="_ _1" />S<span class="_ _1" />t<span class="_ _1" />ar<span class="_ _b" /> <span class="_ _1" />Fer<span class="_ _3" />rie<span class="_ _3" />s<span class="_ _1" /> /<span class="_ _1" /> <span class="_ _1" />Fas<span class="_ _1" />t<span class="_ _1" /> <span class="_ _1" />Fer<span class="_ _b" />ries</div><div class="t m15 x6f hd6 yb6c ff1 fs21 fc0 sc0 ls0 ws0">Pi<span class="_ _1" />r<span class="_ _3" />ae<span class="_ _b" />us<span class="_ _1" /> <span class="_ _1" />- Do<span class="_ _b" />decan<span class="_ _3" />ese<span class="_ _129"> </span>Anek <span class="_ _1" />Line<span class="_ _b" />s<span class="_ _13" /> </div><div class="t m15 x6f hd6 yb6d ff1 fs21 fc0 sc0 ls0 ws0">Pi<span class="_ _1" />r<span class="_ _3" />ae<span class="_ _b" />us<span class="_ _1" /> <span class="_ _1" />- Cr<span class="_ _b" />ete<span class="_ _d7"> </span>Minoa<span class="_ _b" />n <span class="_ _1" />Lin<span class="_ _3" />es</div><div class="t m15 x6f hd6 yb6e ff1 fs21 fc0 sc0 ls0 ws0">Spor<span class="_ _b" />ade<span class="_ _b" />s<span class="_ _f7"> </span>A<span class="_ _1" />NES <span class="_ _1" />FE<span class="_ _1" />RR<span class="_ _b" />I<span class="_ _b" />E<span class="_ _1" />S</div><div class="t m15 x6f hd6 yb6f ff1 fs21 fc0 sc0 ls0 ws0">Sar<span class="_ _3" />on<span class="_ _3" />ic</div></div><div class="c xe5 yb70 w96 hd8"><div class="t m15 x6f hd6 yb71 ff1 fs21 fc0 sc0 ls0 ws0">J<span class="_ _b" />V<span class="_ _1" /> <span class="_ _1" />S<span class="_ _1" />ARON<span class="_ _b" />I<span class="_ _3" />C<span class="_ _b" /> <span class="_ _1" />FE<span class="_ _1" />RR<span class="_ _b" />I<span class="_ _3" />ES<span class="_ _1" />/<span class="_ _1" /> <span class="_ _1" />AE<span class="_ _1" />GEA<span class="_ _1" />N FLYI<span class="_ _3" />N<span class="_ _b" />G <span class="_ _1" />DO<span class="_ _3" />LPH<span class="_ _3" />I<span class="_ _b" />NS <span class="_ _1" />/ <span class="_ _1" />A<span class="_ _1" />NES <span class="_ _1" />FE<span class="_ _1" />RR<span class="_ _b" />I<span class="_ _b" />E<span class="_ _1" />S<span class="_ _1" /> <span class="_ _1" />/<span class="_ _1" /> </div><div class="t m15 x6f hd6 yb72 ff1 fs21 fc0 sc0 ls0 ws0">ALPHA <span class="_ _1" />LI<span class="_ _b" />N<span class="_ _3" />ES</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x98 h2 ya4c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9 y94a ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb73 ff1 fs0 fc0 sc0 ls0 ws0">3.1.8. <span class="_ _2d"> </span>Risk<span class="_ _1" />s arising from COVID<span class="_ _1" />-19 pandemic<span class="_ _1" /> </div><div class="t m0 x11 h9 y512 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb74 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b"> </span>Group’s <span class="_ _1c"> </span>management<span class="_ _1" /> <span class="_ _1b"> </span>has <span class="_ _1c"> </span>recognized <span class="_ _1b"> </span>the <span class="_ _1b"> </span>r<span class="_ _1" />isks, <span class="_ _1c"> </span>as <span class="_ _1b"> </span>well <span class="_ _1b"> </span>as <span class="_ _1c"> </span>the <span class="_ _23"> </span><span class="ff1">potential <span class="_ _1b" />e<span class="_ _1" />ffects <span class="_ _1b" />of <span class="_ _1c" />the <span class="_ _1b" />pandem<span class="_ _1" />ic <span class="_ _1b" />on <span class="_ _1c"> </span>the </span></div><div class="t m0 x11 h2 yb75 ff1 fs0 fc0 sc0 ls0 ws0">financial position <span class="_ _1" />and the in<span class="_ _1" />come statement of<span class="_ _1" /> the Group <span class="_ _1" />and continues t<span class="_ _1" />o monitor their d<span class="_ _1" />evelopment, in <span class="_ _1" />order to<span class="_ _1" /> </div><div class="t m0 x11 h2 yb76 ff1 fs0 fc0 sc0 ls0 ws0">take additional meas<span class="_ _1" />ures, if deemed <span class="_ _1" />necessary.<span class="_ _1" /> </div><div class="t m0 x11 h2 y6c7 ff1 fs0 fc0 sc0 ls0 ws0">The identified risks<span class="_ _1" /> mainly focus<span class="_ _1" /> on the following area<span class="_ _1" /><span class="ls1a">s:</span> </div><div class="t m0 x51 h2 y254 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span>Traffic volumes: Due <span class="_ _3" />to the pa<span class="_ _3" />ndemic and the <span class="_ _3" />consequent restrictive measures occasionally imposed by <span class="_ _3" />the </span></div><div class="t m0 xe6 h2 y255 ff1 fs0 fc0 sc0 ls0 ws0">Greek <span class="_ _1" />State, the <span class="_ _1" />Grou<span class="_ _1" />p's tr<span class="_ _1" />affic volume <span class="_ _1" />contin<span class="_ _1" />ues to <span class="_ _1" />be <span class="_ _1" />decreased <span class="_ _1" />compare<span class="_ _1" />d to <span class="_ _1" />the <span class="_ _1" />pre<span class="_ _13" />-COVID <span class="_ _1" />- <span class="_ _1" />19 <span class="_ _1" />period </div><div class="t m0 xe6 h2 y256 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _13" />esp<span class="_ _1" />ecially <span class="_ _3e" />in <span class="_ _13" />re<span class="_ _1" />lation <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />the <span class="_ _3e" />first <span class="_ _3e" />half<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _3e" />2019. <span class="_ _3e" />H<span class="_ _1" />owever, <span class="_ _3e" />the <span class="_ _3e" />increase <span class="_ _3e" />in <span class="_ _3e" />the <span class="_ _3e" />G<span class="_ _1" />roup's <span class="_ _3e" />traffic <span class="_ _3e" />volumes <span class="_ _3e" />in </div><div class="t m0 xe6 h2 y9b ff1 fs0 fc0 sc0 ls0 ws0">2021 <span class="_ _1" />compared<span class="_ _1" /> <span class="_ _1" />to <span class="_ _1" />2020, <span class="_ _13" />as <span class="_ _1" />well <span class="_ _1" />as <span class="_ _13" />during <span class="_ _1" />the <span class="_ _1" />f<span class="_ _1" />irst <span class="_ _1" />two <span class="_ _13" />months <span class="_ _1" />of <span class="_ _1" />2<span class="_ _1" />022 <span class="_ _1" />versus<span class="_ _1" /> <span class="_ _1" />the <span class="_ _1" />respective<span class="_ _1" /> <span class="_ _1" />2021 <span class="_ _1" />peri<span class="_ _1" />od, </div></div></div><div class="pi" /></div>
<div id="pf75" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc75 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">117</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe6 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">undeline <span class="_ _13" /><span class="ff6">a <span class="_ _13" />trend <span class="_ _13" />of <span class="_ _13" />gradua<span class="_ _1" />l <span class="_ _13" />normalization <span class="_ _13" />of <span class="_ _13" />Group<span class="_ _1" />’s <span class="_ _13" />operations, <span class="_ _13" />expected <span class="_ _13" />to <span class="_ _13" />furt<span class="_ _1" />her <span class="_ _1a" /></span>improve <span class="_ _13" />follow<span class="_ _1" />ing <span class="_ _13" />the </div><div class="t m0 xe6 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">restrictive measures <span class="_ _1" />abolition<span class="_ _1" /> in March 2022.<span class="_ _1" /> </div><div class="t m0 x51 h2 y718 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span><span class="ff6">Impairment <span class="_ _24"> </span>of <span class="_ _24"> </span>assets: <span class="_ _24"> </span>Co<span class="_ _1" />nsidering <span class="_ _24"> </span>the <span class="_ _24"> </span>normalizati<span class="_ _1" />on <span class="_ _23"> </span>of<span class="_ _1" /> <span class="_ _23"> </span>Gr<span class="_ _1" />oup’s <span class="_ _24"> </span>operations,  the <span class="_ _23"> </span>impoved<span class="_ _1" /> <span class="_ _23"> </span>p<span class="_ _1" />erformance </span></span></div><div class="t m0 xe6 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">achieved <span class="_ _23"> </span>in <span class="_ _23"> </span>2021 <span class="_ _23"> </span>co<span class="_ _1" />mpared <span class="_ _23"> </span>to <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>relevant <span class="_ _23"> </span>forecas<span class="_ _1" />ts <span class="_ _23"> </span>of <span class="_ _23"> </span>31.12.20<span class="_ _1" />20 <span class="_ _23"> </span>and <span class="_ _23"> </span>the <span class="_ _24"> </span>curent  assesment <span class="_ _23"> </span>of <span class="_ _23"> </span>the </div><div class="t m0 xe6 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">pandemic impact for the<span class="_ _1" /> following years, t<span class="_ _1" />here are no impairme<span class="_ _1" />nt indications of th<span class="_ _1" />e assets of the Group<span class="_ _13" />. </div><div class="t m0 x51 h2 y908 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span>Financial position/liquid<span class="_ _1" />ity: The coronavirus pandem<span class="_ _1" />ic has generated new condit<span class="_ _1" />ions due to the reduction in </span></div><div class="t m0 xe6 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">passenger <span class="_ _1b" />and <span class="_ _1c"> </span>vecilces <span class="_ _1c"> </span>traffic <span class="_ _1c"> </span>volumes, <span class="_ _1b" />th<span class="_ _1" />us <span class="_ _1b" />depriv<span class="_ _1" />ing <span class="_ _1b" />the <span class="_ _1b" />Grou<span class="_ _1" />p <span class="_ _1b" />of <span class="_ _1b" />a <span class="_ _1c"> </span>significant <span class="_ _1c"> </span>direct <span class="_ _1c" />liquidity <span class="_ _1b" />source. </div><div class="t m0 xe6 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">However, <span class="_ _3e" />abolit<span class="_ _1" />ion <span class="_ _13" />o<span class="_ _1" />f <span class="_ _3e" />the <span class="_ _3e" />reduced <span class="_ _1a" />ca<span class="_ _1" />pacity <span class="_ _3e" />prot<span class="_ _1" />ocol <span class="_ _3e" />of <span class="_ _3e" />passengers <span class="_ _1a" />on <span class="_ _3e" />board <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />vess<span class="_ _1" />les <span class="_ _3e" />has <span class="_ _3e" />significantly </div><div class="t m0 xe6 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">decreased <span class="_ _3e" /> <span class="_ _3e" />this <span class="_ _1a" />risk. <span class="_ _3e" />Never<span class="_ _1" />theless, <span class="_ _3e" />the <span class="_ _3e" />G<span class="_ _1" />roup <span class="_ _3e" />continu<span class="_ _1" />es <span class="_ _3e" />to <span class="_ _3e" />improve <span class="_ _1a" />its<span class="_ _1" /> <span class="_ _1a" />financial <span class="_ _1a" />position <span class="_ _3e" />tak<span class="_ _1" />ing <span class="_ _3e" />acti<span class="_ _1" />ons <span class="_ _3e" />to </div><div class="t m0 xe6 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0">further <span class="_ _13" />enhance <span class="_ _13" />its <span class="_ _1" />l<span class="_ _1" />iquidity. <span class="_ _1" />Mor<span class="_ _1" />e <span class="_ _1" />s<span class="_ _1" />pecifically, <span class="_ _13" />in <span class="_ _1" />2<span class="_ _1" />021, <span class="_ _13" />the <span class="_ _13" />Group <span class="_ _13" />issued <span class="_ _13" />loans <span class="_ _13" />amounting <span class="_ _13" />to <span class="_ _13" />Euro <span class="_ _13" />94 <span class="_ _13" />mln, </div><div class="t m0 xe6 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">while <span class="_ _13" />mainta<span class="_ _1" />ining <span class="_ _13" />its <span class="_ _13" />str<span class="_ _1" />ong <span class="_ _13" />capital <span class="_ _13" />struc<span class="_ _1" />ture <span class="_ _13" />and <span class="_ _3e" />low <span class="_ _13" />lev<span class="_ _1" />erage <span class="_ _13" />ratio <span class="_ _13" />(5<span class="_ _1" />2% <span class="_ _13" />net <span class="_ _13" />bor<span class="_ _1" />rowing <span class="_ _13" />in <span class="_ _13" />re<span class="_ _1" />lation <span class="_ _13" />to <span class="_ _13" />t<span class="_ _1" />otal </div><div class="t m0 xe6 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">employed capital).<span class="_ _1" /> </div><div class="t m0 x45 h2 y976 ffa fs0 fc0 sc0 ls0 ws0">-<span class="ff1"> <span class="_ _42"> </span>Potential <span class="_ _1b" />non-compl<span class="_ _1" />iance <span class="_ _1b" />with <span class="_ _1a" />c<span class="_ _1" />ovenants: <span class="_ _1b" />The <span class="_ _1b" />Group <span class="_ _1b" />is <span class="_ _1b" />under <span class="_ _1b" />obligation <span class="_ _1b" />to <span class="_ _1b" />comply<span class="_ _1" /> <span class="_ _1a" />with <span class="_ _1b" />cert<span class="_ _1" />ain <span class="_ _1a" />f<span class="_ _1" />inancial </span></div><div class="t m0 x30 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">covenants <span class="_ _1a" />included <span class="_ _1a" />in <span class="_ _1a" />Loa<span class="_ _1" />n <span class="_ _3e" />agre<span class="_ _1" />ements. <span class="_ _3e" />T<span class="_ _1" />he <span class="_ _3e" />fi<span class="_ _1" />nancial <span class="_ _1a" />impact <span class="_ _1a" />of <span class="_ _1a" />COVID<span class="_ _1" />-<span class="_ _1" /><span class="ff6">19 <span class="_ _1a" />on <span class="_ _1a" />the <span class="_ _1a" />Group’s <span class="_ _1a" />operat<span class="_ _1" />ions <span class="_ _3e" />in </span></div><div class="t m0 x30 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">2022 <span class="_ _3" />remains un<span class="_ _3" />certain at <span class="_ _b" />t<span class="_ _1" />his <span class="_ _b" />t<span class="_ _1" />ime. The <span class="_ _b" />Gr<span class="_ _1" />oup <span class="_ _3" />is <span class="_ _3" />monitoring the <span class="_ _b" />iss<span class="_ _1" />ue <span class="_ _b" />o<span class="_ _1" />n <span class="_ _b" />a<span class="_ _1" />n on-going <span class="_ _3" />basis, <span class="_ _3" />and <span class="_ _3" />the <span class="_ _3" />relative </div><div class="t m0 x30 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">approvals <span class="_ _13" />will <span class="_ _1" />be <span class="_ _1" />ask<span class="_ _1" />ed <span class="_ _1" />for,<span class="_ _1" /> <span class="_ _1" />if <span class="_ _13" />deemed <span class="_ _13" />necessary. <span class="_ _13" />As <span class="_ _1" />at <span class="_ _13" />31.12.2021, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Group <span class="_ _13" />was <span class="_ _13" />in <span class="_ _1" />full <span class="_ _13" />compliance <span class="_ _1" />w<span class="_ _1" />ith </div><div class="t m0 x30 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">the covenants.<span class="_ _1" /> </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0">Effects on th<span class="ff6">e Gr<span class="_ _1" />oup’s financial perf<span class="_ _1" />ormance</span> </div><div class="t m0 x11 h2 yb77 ff1 fs0 fc0 sc0 ls0 ws0">COVID-19 <span class="_ _1" />pan<span class="_ _1" />demic <span class="_ _1" />and <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />restrictive <span class="_ _1" />measures<span class="_ _1" /> <span class="_ _1" />occasionally <span class="_ _1" />imp<span class="_ _1" />osed <span class="_ _1" />had <span class="_ _1" />an <span class="_ _1" />i<span class="_ _1" />mpact <span class="_ _1" />on <span class="_ _1" />the <span class="_ _1" />Grou<span class="_ _1" />p's <span class="_ _1" />financ<span class="_ _1" />ial </div><div class="t m0 x11 h2 yb78 ff1 fs0 fc0 sc0 ls0 ws0">performance. <span class="_ _13" />It <span class="_ _13" />is <span class="_ _13" />estimated <span class="_ _13" />that <span class="_ _13" />this <span class="_ _13" />impact <span class="_ _13" />will <span class="_ _13" />be <span class="_ _13" />significantly <span class="_ _13" />reduced <span class="_ _13" />this <span class="_ _13" />year, <span class="_ _13" />following <span class="_ _13" />the <span class="_ _13" />abolition <span class="_ _13" />of <span class="_ _13" />the </div><div class="t m0 x11 h2 yfe ff1 fs0 fc0 sc0 ls0 ws0">reduced <span class="_ _1" />passenger <span class="_ _1" />c<span class="_ _1" />apacity <span class="_ _1" />protocol <span class="_ _1" />in <span class="_ _1" />March <span class="_ _1" />2022, <span class="_ _1" />a<span class="_ _1" />nd prov<span class="_ _1" />ided <span class="_ _1" />that <span class="_ _1" />the <span class="_ _1" />effects <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />pandemic<span class="_ _1" /> <span class="_ _1" />wil<span class="_ _1" />l contin<span class="_ _1" />ue </div><div class="t m0 x11 h2 yff ff1 fs0 fc0 sc0 ls0 ws0">to decline. </div><div class="t m0 x11 h2 yb79 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />addition, <span class="_ _1" />the <span class="_ _1" />Gr<span class="_ _1" />oup's <span class="_ _1" />manageme<span class="_ _1" />nt <span class="_ _1" />continuously <span class="_ _13" />evaluates <span class="_ _1" />every <span class="_ _13" />new <span class="_ _1" />condition <span class="_ _1" />regardi<span class="_ _1" />ng <span class="_ _1" />the <span class="_ _1" />evolut<span class="_ _1" />ion o<span class="_ _1" />f <span class="_ _1" />the </div><div class="t m0 x11 h2 yb7a ff1 fs0 fc0 sc0 ls0 ws0">pandemic <span class="_ _b" />and <span class="_ _b" />actively <span class="_ _b" />manages <span class="_ _b" />fle<span class="_ _1" />et <span class="_ _12" />em<span class="_ _1" />ployment, <span class="_ _b" />having<span class="_ _1" /> <span class="_ _b" />as <span class="_ _b" />mai<span class="_ _1" />n <span class="_ _12" />concer<span class="_ _1" />n <span class="_ _12" />t<span class="_ _1" />o <span class="_ _12" />saf<span class="_ _1" />eguard <span class="_ _12" />G<span class="_ _1" />roup's <span class="_ _b" />financial <span class="_ _b" />posi<span class="_ _1" />tion </div><div class="t m0 x11 h2 yb7b ff1 fs0 fc0 sc0 ls0 ws0">while maintaining the <span class="_ _1" />best possible service o<span class="_ _1" />f its passengers and <span class="_ _1" />local communities.<span class="_ _13" /> </div><div class="t m0 x11 h2 y476 ff1 fs0 fc0 sc0 ls0 ws0">It is to be noted that av<span class="_ _1" />ailable liquidity fully cov<span class="_ _1" />ers the needs of the Gr<span class="_ _1" />o<span class="_ _1" />up for the fo<span class="_ _1" />llowing 12 months.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya03 ff1 fs0 fc0 sc0 ls0 ws0">Effects on <span class="ff6">the Gr<span class="_ _1" />oup’s Financial Pos<span class="_ _1" />ition</span> </div><div class="t m0 x11 h2 yb7c ff1 fs0 fc0 sc0 ls0 ws0">Given the<span class="_ _3" /> current <span class="_ _3" />conditions, the <span class="_ _3" />uncertainty about <span class="_ _b" />t<span class="_ _1" />he future <span class="_ _b" />dev<span class="_ _1" />elopment of <span class="_ _b" />the pandemic, as <span class="_ _b" />we<span class="_ _1" />ll as <span class="_ _b" />the<span class="_ _13" /> <span class="_ _3" />rapidly<span class="_ _1" /> </div><div class="t m0 x11 h2 yb7d ff1 fs0 fc0 sc0 ls0 ws0">changing <span class="_ _24"> </span>environment <span class="_ _24"> </span>the <span class="_ _24"> </span>management  aims <span class="_ _23"> </span>to <span class="_ _24"> </span>enhance <span class="_ _24"> </span>its  l<span class="_ _3" />iquidity <span class="_ _24"> </span>position  whi<span class="_ _3" />le <span class="_ _23"> </span>mak<span class="_ _1" />ing <span class="_ _23"> </span>t<span class="_ _1" />he <span class="_ _23"> </span>invest<span class="_ _1" />ment </div><div class="t m0 x11 h2 yb7e ff1 fs0 fc0 sc0 ls2 ws0">de<span class="ls0">cisions <span class="ff6">that wi<span class="_ _1" />ll facilitate G<span class="_ _1" />roup’s sustainable deve<span class="_ _1" />lopment.<span class="_ _1" /></span> </span></div><div class="t m0 x11 h2 yb7f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />Group <span class="_ _13" />holds <span class="_ _13" />adequate <span class="_ _13" />liquidity <span class="_ _13" />level <span class="_ _1" />for <span class="_ _13" />working <span class="_ _13" />capital <span class="_ _13" />purposes <span class="_ _13" />and, <span class="_ _1" />at <span class="_ _13" />the <span class="_ _13" />same <span class="_ _1" />t<span class="_ _1" />ime, <span class="_ _1a" />focuses <span class="_ _13" />its <span class="_ _1" />eff<span class="_ _1" />orts </div><div class="t m0 x11 h2 yb80 ff1 fs0 fc0 sc0 ls0 ws0">on cost optimization<span class="_ _1" />. </div><div class="t m0 x11 h2 yb81 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y184 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">118</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> Taking measures to<span class="_ _1" /> address<span class="_ _1" /> the COVID -19 pan<span class="_ _1" />demic </div><div class="t m0 x11 h2 y9d9 ff1 fs0 fc0 sc0 ls0 ws0">Since <span class="_ _1a" />the <span class="_ _1b" />COVID-<span class="_ _1" />19 <span class="_ _1a" />pand<span class="_ _1" />emic <span class="_ _1a" />outbreak, <span class="_ _1b" />the <span class="_ _1b" />Company <span class="_ _1b" />has <span class="_ _1a" />s<span class="_ _1" />et <span class="_ _1a" />the <span class="_ _1b" />following <span class="_ _1b" />three <span class="_ _1a" />k<span class="_ _1" />ey <span class="_ _1a" />objectives <span class="_ _1b" />in <span class="_ _1a" />order<span class="_ _1" /> <span class="_ _1b" />to </div><div class="t m0 x11 h2 y9da ff1 fs0 fc0 sc0 ls0 ws0">address it: </div><div class="t m0 x37 h2 y9f1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x51 h2 yb82 ff1 fs0 fc0 sc0 ls1 ws0">I.<span class="ls0"> <span class="_ _f"> </span>Protection of emp<span class="_ _1" />loyees, passengers an<span class="_ _1" />d associates <span class="_ _1" />health and safety<span class="_ _13" /> </span></div><div class="t m0 x37 h2 y9dd ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>health <span class="_ _23"> </span>of <span class="_ _24"> </span>its <span class="_ _23"> </span>em<span class="_ _1" />ployees, <span class="_ _23"> </span>passengers<span class="_ _1" /> <span class="_ _23"> </span>and <span class="_ _23"> </span>assoc<span class="_ _1" />iates <span class="_ _23"> </span>is <span class="_ _23"> </span>a <span class="_ _23"> </span>mat<span class="_ _1" />ter <span class="_ _23"> </span>of <span class="_ _24"> </span>main <span class="_ _23"> </span>concern <span class="_ _24"> </span>to <span class="_ _23"> </span>the <span class="_ _23"> </span>Group<span class="_ _1" />. </div><div class="t m0 x37 h2 y9de ff1 fs0 fc0 sc0 ls0 ws0">Therefore, <span class="_ _2e"> </span>the <span class="_ _2e"> </span>Group <span class="_ _2e"> </span>tim<span class="_ _1" />ely <span class="_ _2e"> </span>implemented <span class="_ _2e"> </span>a <span class="_ _2e"> </span>numb<span class="_ _1" />er <span class="_ _2e"> </span>of <span class="_ _2f"> </span>prec<span class="_ _1" />autionary<span class="_ _1" /> <span class="_ _2e"> </span>measures, <span class="_ _2e"> </span>providing <span class="_ _2e"> </span>spec<span class="_ _1" />ific </div><div class="t m0 x37 h2 yb83 ff1 fs0 fc0 sc0 ls0 ws0">instructions <span class="_ _3" />with regards <span class="_ _b" />to<span class="_ _1" /> <span class="_ _3" />the <span class="_ _3" />actions to <span class="_ _b" />be taken <span class="_ _3" />by <span class="_ _b" />e<span class="_ _1" />very em<span class="_ _3" />ployee in <span class="_ _b" />case<span class="_ _1" /> <span class="_ _b" />the<span class="_ _13" /> <span class="_ _3" />symptoms<span class="_ _1" /> <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />disease </div><div class="t m0 x37 h2 yb84 ff1 fs0 fc0 sc0 ls0 ws0">have ap<span class="_ _1" />peared. <span class="_ _1" />Distance <span class="_ _1" />work<span class="_ _1" />ing of <span class="_ _1" />the <span class="_ _1" />ashore <span class="_ _13" />personnel w<span class="_ _1" />as im<span class="_ _1" />plemented <span class="_ _1" />from <span class="_ _1" />the <span class="_ _1" />first <span class="_ _1" />days, <span class="_ _1" />adjusting </div><div class="t m0 x37 h2 yb85 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _2e"> </span>proportion <span class="_ _26"> </span>of <span class="_ _2f"> </span>distanc<span class="_ _1" />e <span class="_ _2e"> </span>working <span class="_ _2e"> </span>employees<span class="_ _1" /> <span class="_ _2e"> </span>according <span class="_ _2e"> </span>to <span class="_ _2e"> </span>t<span class="_ _1" />he <span class="_ _2e"> </span>pandemic <span class="_ _26"> </span>development <span class="_ _2e"> </span>and <span class="_ _2e"> </span>State </div><div class="t m0 x37 h2 yb86 ff1 fs0 fc0 sc0 ls0 ws0">recommendations. <span class="_ _3" />At <span class="_ _b" />the <span class="_ _3" />same <span class="_ _b" />t<span class="_ _1" />ime, <span class="_ _3" />all <span class="_ _b" />busin<span class="_ _1" />ess <span class="_ _b" />trips have <span class="_ _12" />be<span class="_ _1" />en <span class="_ _b" />susp<span class="_ _1" />ended, <span class="_ _b" />as <span class="_ _3" />well <span class="_ _b" />as ph<span class="_ _3" />ysical <span class="_ _3" />meetings, </div><div class="t m0 x37 h2 yb87 ff1 fs0 fc0 sc0 ls0 ws0">which  are <span class="_ _24"> </span>now  held <span class="_ _24"> </span>via  teleconference  or  video <span class="_ _24"> </span>conference.  In  addition, <span class="_ _24"> </span>certified<span class="_ _1" /> <span class="_ _24"> </span>teams  of  external </div><div class="t m0 x37 h9 yb88 ff1 fs0 fc0 sc0 ls0 ws0">collaborators <span class="_ _13" />regularly <span class="_ _13" />disi<span class="_ _1" />nfect <span class="_ _13" />the <span class="_ _13" />office <span class="_ _13" />premises.<span class="_ _1" /><span class="ff7 fs1"> <span class="_ _13" /></span>The <span class="_ _13" />crews <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Grou<span class="_ _1" />p's <span class="_ _13" />vessel<span class="_ _1" />s <span class="_ _13" />are <span class="_ _13" />fully <span class="_ _13" />trained <span class="_ _13" />in </div><div class="t m0 x37 h2 yb89 ff1 fs0 fc0 sc0 ls0 ws0">health <span class="_ _1" />and <span class="_ _1" />hygie<span class="_ _1" />ne <span class="_ _1" />issues, <span class="_ _1" />have <span class="_ _13" />received <span class="_ _1" />the <span class="_ _1" />s<span class="_ _1" />pecialized <span class="_ _1" />instructio<span class="_ _1" />ns <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Autho<span class="_ _1" />rities <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />n<span class="_ _1" />ecessary<span class="_ _1" /> </div><div class="t m0 x37 h2 yb8a ff1 fs0 fc0 sc0 ls0 ws0">precautionary <span class="_ _3e" />measures <span class="_ _3e" />against <span class="_ _13" />CO<span class="_ _1" />VID-1<span class="_ _1" />9, <span class="_ _13" />while <span class="_ _13" />a<span class="_ _1" />t <span class="_ _13" />the <span class="_ _13" />s<span class="_ _1" />ame <span class="_ _13" />time<span class="_ _1" /> <span class="_ _13" />they <span class="_ _3e" />are <span class="_ _13" />wel<span class="_ _1" />l <span class="_ _13" />informed <span class="_ _3e" />about <span class="_ _3e" />how <span class="_ _13" />to </div><div class="t m0 x37 h2 yb8b ff1 fs0 fc0 sc0 ls0 ws0">address <span class="_ _23"> </span>any <span class="_ _23"> </span>sus<span class="_ _1" />picious <span class="_ _23"> </span>cas<span class="_ _1" />e <span class="_ _23"> </span>at <span class="_ _23"> </span>sea <span class="_ _23"> </span>i<span class="_ _1" />n <span class="_ _23"> </span>cooperation <span class="_ _24"> </span>with <span class="_ _23"> </span>the <span class="_ _23"> </span>compete<span class="_ _1" />nt <span class="_ _23"> </span>Authorities. <span class="_ _24"> </span>Furthermore, <span class="_ _23"> </span>th<span class="_ _1" />e </div><div class="t m0 x37 h2 y46d ff1 fs0 fc0 sc0 ls0 ws0">Group's <span class="_ _3e" />vess<span class="_ _1" />els <span class="_ _3e" />have <span class="_ _3e" />the <span class="_ _1a" />appropriate <span class="_ _1a" />equipment <span class="_ _3e" />(<span class="_ _1" />masks, <span class="_ _1a" />gloves, <span class="_ _3e" />special <span class="_ _3e" />kit), <span class="_ _1a" />while <span class="_ _3e" />speci<span class="_ _1" />al <span class="_ _3e" />cabins <span class="_ _1a" />have </div><div class="t m0 x37 h2 y46e ff1 fs0 fc0 sc0 ls0 ws0">been <span class="_ _23"> </span>designated <span class="_ _23"> </span>on <span class="_ _23"> </span>each<span class="_ _1" /> <span class="_ _23"> </span>vessel <span class="_ _23"> </span>for <span class="_ _23"> </span>treatment <span class="_ _23"> </span>of <span class="_ _23"> </span>any <span class="_ _23"> </span>potent<span class="_ _1" />ially <span class="_ _23"> </span>arising <span class="_ _23"> </span>case <span class="_ _23"> </span>in  order <span class="_ _23"> </span>to <span class="_ _23"> </span>protect <span class="_ _23"> </span>the<span class="_ _1" /> </div><div class="t m0 x37 h2 y451 ff1 fs0 fc0 sc0 ls0 ws0">passengers and <span class="_ _1" />the cr<span class="_ _1" />ew. <span class="_ _1" />All vessels <span class="_ _1" />have fu<span class="_ _1" />ll supplie<span class="_ _1" />rs of ant<span class="_ _1" />iseptic prod<span class="_ _1" />ucts for<span class="_ _1" /> personal hy<span class="_ _1" />giene <span class="_ _1" />of the </div><div class="t m0 x37 h2 yb8c ff1 fs0 fc0 sc0 ls0 ws0">passengers <span class="_ _1" />and <span class="_ _1" />the c<span class="_ _1" />rew. <span class="_ _1" />The <span class="_ _1" />cleaning <span class="_ _1" />proc<span class="_ _1" />edures <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />air c<span class="_ _1" />onditioning <span class="_ _1" />units, <span class="_ _1" />t<span class="_ _1" />he cab<span class="_ _1" />ins as <span class="_ _1" />w<span class="_ _1" />ell as <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x37 h2 yb8d ff1 fs0 fc0 sc0 ls0 ws0">common <span class="_ _1" />areas <span class="_ _1" />of the <span class="_ _1" />vess<span class="_ _1" />els have <span class="_ _1" />been <span class="_ _1" />intens<span class="_ _1" />ified and <span class="_ _1" />certified <span class="_ _1" />teams <span class="_ _1" />of <span class="_ _1" />external <span class="_ _1" />collaborators <span class="_ _1" />regularly<span class="_ _1" /> </div><div class="t m0 x37 h2 y72c ff1 fs0 fc0 sc0 ls0 ws0">disinfect the<span class="_ _1" /> vessels <span class="_ _1" />The v<span class="_ _1" />essels <span class="_ _1" />of our<span class="_ _1" /> fleet <span class="_ _1" />have be<span class="_ _1" />en inspected <span class="_ _1" />and <span class="_ _1" />certified t<span class="_ _1" />hrough a<span class="_ _1" /> special<span class="_ _1" /> markin<span class="_ _1" />g </div><div class="t m0 x37 h2 yb8e ff1 fs0 fc0 sc0 ls0 ws0">"SAFEGUARD" <span class="_ _13" />by <span class="_ _3e" />the <span class="_ _13" />Bur<span class="_ _1" />eau <span class="_ _13" />Veritas <span class="_ _3e" />(world <span class="_ _13" />leader <span class="_ _3e" />in <span class="_ _13" />laboratory<span class="_ _1" /> <span class="_ _13" />te<span class="_ _1" />sting <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />inspection <span class="_ _3e" />and <span class="_ _13" />certific<span class="_ _1" />ation </div><div class="t m0 x37 h2 yb79 ff1 fs0 fc0 sc0 ls0 ws0">services) <span class="_ _1a" />in <span class="_ _3e" />respect <span class="_ _3e" />of <span class="_ _3e" />tak<span class="_ _1" />ing <span class="_ _3e" />special <span class="_ _3e" />m<span class="_ _1" />easures <span class="_ _3e" />and <span class="_ _1a" />implementing <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />necess<span class="_ _1" />ary <span class="_ _3e" />procedures <span class="_ _1a" />in <span class="_ _3e" />order <span class="_ _3e" />to<span class="_ _1" /> </div><div class="t m0 x37 h9 yb7a ff1 fs0 fc0 sc0 ls0 ws0">address <span class="_ _13" />biological <span class="_ _13" />risk<span class="_ _1" />s <span class="_ _13" />arising <span class="_ _13" />from <span class="_ _13" />COVID<span class="_ _1" />-<span class="_ _1" />19, <span class="_ _13" />with <span class="_ _13" />the <span class="_ _13" />aim <span class="_ _13" />of <span class="_ _13" />pro<span class="_ _1" />tecting <span class="_ _13" />huma<span class="_ _1" />n <span class="_ _13" />health.<span class="_ _1" /><span class="ff7 fs1"> <span class="_ _13" /></span>In <span class="_ _13" />addition, <span class="_ _13" />th<span class="_ _1" />e </div><div class="t m0 x37 h2 yb7b ff1 fs0 fc0 sc0 ls0 ws0">Group <span class="_ _b" />fully <span class="_ _3" />complies <span class="_ _3" />with <span class="_ _b" />C<span class="_ _1" />OVID-19 <span class="_ _3" />precautionary <span class="_ _3" />measures <span class="_ _3" />before <span class="_ _b" />bo<span class="_ _1" />arding, <span class="_ _3" />during <span class="_ _b" />the <span class="_ _3" />voyage <span class="_ _b" />a<span class="_ _1" />nd <span class="_ _b" />when<span class="_ _1" /> </div><div class="t m0 x37 h2 yb8f ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _3e" />passeng<span class="_ _1" />ers <span class="_ _3e" />disemb<span class="_ _1" />ark. <span class="_ _3e" />In <span class="_ _1a" />particular, <span class="_ _3e" />d<span class="_ _1" />uring <span class="_ _3e" />the<span class="_ _1" /> <span class="_ _3e" />voyage, <span class="_ _1a" />the <span class="_ _1a" />passengers <span class="_ _1a" />are <span class="_ _3e" />c<span class="_ _1" />onstantly <span class="_ _3e" />inf<span class="_ _1" />ormed <span class="_ _3e" />o<span class="_ _1" />n </div><div class="t m0 x37 h2 yb90 ff1 fs0 fc0 sc0 ls0 ws0">prevention <span class="_ _2f"> </span>measures, <span class="_ _2f"> </span>thro<span class="_ _1" />ugh  inf<span class="_ _1" />ormative <span class="_ _2f"> </span>messages<span class="_ _1" />,  disp<span class="_ _1" />layed <span class="_ _2f"> </span>on<span class="_ _1" />  th<span class="_ _1" />e  v<span class="_ _1" />essels' <span class="_ _2f"> </span>screens. <span class="_ _2f"> </span>Moreover<span class="_ _1" />, </div><div class="t m0 x37 h2 yb91 ff1 fs0 fc0 sc0 ls0 ws0">members <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />vessel's crew <span class="_ _b" />make frequent <span class="_ _3" />announcements and <span class="_ _b" />reco<span class="_ _1" />mmendations, so <span class="_ _b" />that<span class="_ _1" /> <span class="_ _b" />the<span class="_ _1" /> <span class="_ _3" />obligatory<span class="_ _1" /> </div><div class="t m0 x37 h2 yb92 ff1 fs0 fc0 sc0 ls0 ws0">use of<span class="_ _1" /> a<span class="_ _1" /> <span class="_ _1" />protective <span class="_ _1" />mask<span class="_ _1" /> is<span class="_ _1" /> <span class="_ _1" />observed <span class="_ _1" />in <span class="_ _1" />all<span class="_ _1" /> pu<span class="_ _1" />blic are<span class="_ _1" />as <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />vess<span class="_ _1" />el <span class="_ _1" />(indoor <span class="_ _1" />and <span class="_ _1" />outdoor), <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />necessary<span class="_ _1" /> </div><div class="t m0 x37 h2 yb93 ff1 fs0 fc0 sc0 ls0 ws0">distances betw<span class="_ _1" />een the<span class="_ _1" /> pass<span class="_ _1" />engers are <span class="_ _1" />maintained <span class="_ _1" />during <span class="_ _1" />their stay <span class="_ _1" />in one <span class="_ _1" />of the<span class="_ _1" /> lounges, <span class="_ _1" />bars or <span class="_ _1" />outdoor<span class="_ _1" /> </div><div class="t m0 x37 h2 y902 ff1 fs0 fc0 sc0 ls0 ws0">on the deck, avoiding ov<span class="_ _1" />ercrowding w<span class="_ _1" />hen boarding/disembarki<span class="_ _1" />ng from the vess<span class="_ _1" />el.<span class="_ _1" /> </div><div class="t m0 x11 h2 yb94 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x45 h2 yb95 ff1 fs0 fc0 sc0 ls1 ws0">II.<span class="ls0"> <span class="_ _f"> </span>Business Contin<span class="_ _1" />uity </span></div><div class="t m0 x37 h2 yb96 ff1 fs0 fc0 sc0 ls0 ws0">Since <span class="_ _1c"> </span>the<span class="_ _1" /> <span class="_ _1c"> </span>pandemic <span class="_ _23"> </span>outbreak, <span class="_ _23"> </span>Attica <span class="_ _1c"> </span>Group, <span class="_ _23"> </span>formed <span class="_ _1c"> </span>a<span class="_ _1" /> <span class="_ _1c"> </span>COVID<span class="_ _1" />-<span class="_ _1" />19 <span class="_ _1c"> </span>Task<span class="_ _1" /> <span class="_ _1c"> </span>Force <span class="_ _23"> </span>to <span class="_ _1c"> </span>facilitate <span class="_ _23"> </span>provision <span class="_ _1c"> </span>o<span class="_ _1" />f </div><div class="t m0 x37 h2 yb97 ff1 fs0 fc0 sc0 ls0 ws0">ongoing <span class="_ _23"> </span>information <span class="_ _23"> </span>(in <span class="_ _23"> </span>cooperat<span class="_ _1" />ion <span class="_ _23"> </span>with <span class="_ _23"> </span>the <span class="_ _23"> </span>National <span class="_ _23"> </span>Public <span class="_ _23"> </span>Health <span class="_ _23"> </span>Organizat<span class="_ _1" />ion <span class="_ _23"> </span>(EODY) <span class="_ _23"> </span>and <span class="_ _23"> </span>all <span class="_ _23"> </span>the </div><div class="t m0 x37 h2 yb98 ff1 fs0 fc0 sc0 ls0 ws0">competent A<span class="_ _1" />uthorities), <span class="_ _1" />in order <span class="_ _1" />to take <span class="_ _1" />appropri<span class="_ _1" />ate me<span class="_ _1" />as<span class="_ _1" />ures r<span class="_ _1" />egarding pr<span class="_ _1" />otection of <span class="_ _1" />passeng<span class="_ _1" />ers and <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x37 hb yb99 ff6 fs0 fc0 sc0 ls0 ws0">Group’s <span class="_ _1a" />e<span class="_ _1" />mployees. <span class="_ _1a" />The <span class="_ _1b"> </span>Gr<span class="_ _1" />oup <span class="_ _1a" />has <span class="_ _1b"> </span>put <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _1a" />place <span class="_ _1b"> </span>and <span class="_ _1b"> </span>implemented <span class="_ _1b"> </span>a <span class="_ _1a" />s<span class="_ _1" />pecific <span class="_ _1a" />Busines<span class="_ _1" />s <span class="_ _1a" />Cont<span class="_ _1" />inuity <span class="_ _1a" />P<span class="_ _1" />lan </div></div></div><div class="pi" /></div>
<div id="pf77" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc77 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">119</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x37 hb y73a ff6 fs0 fc0 sc0 ls0 ws0">(BCP) <span class="_ _1a" />w<span class="_ _1" />hich <span class="_ _1a" />su<span class="_ _1" />pported <span class="_ _1b"> </span>uninterrupted <span class="_ _1b"> </span>operations <span class="_ _1b"> </span>of <span class="_ _1b"> </span>all <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />Gro<span class="_ _1" />up’s <span class="_ _1a" />serv<span class="_ _1" />ices <span class="_ _1b"> </span>implementing <span class="_ _1b"> </span>remote <span class="_ _1b"> </span>work<span class="_ _1" /> </div><div class="t m0 x37 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">through <span class="_ _13" />telework<span class="_ _1" />ing. <span class="_ _1" />T<span class="_ _1" />he <span class="_ _13" />percentage <span class="_ _13" />of <span class="_ _13" />remotely <span class="_ _13" />work<span class="_ _1" />ing <span class="_ _1" />s<span class="_ _1" />taff <span class="_ _13" />is <span class="_ _13" />adjusted <span class="_ _13" />accord<span class="_ _1" />ing <span class="_ _1" />t<span class="_ _1" />o <span class="_ _13" />the <span class="_ _1" />co<span class="_ _1" />urse <span class="_ _13" />of <span class="_ _13" />the </div><div class="t m0 x37 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">pandemic and the rec<span class="_ _1" />ommendations, i<span class="_ _1" />ssued by th<span class="_ _1" />e State.<span class="_ _1" /> </div><div class="t m0 xf h2 y9db ff1 fs0 fc0 sc0 ls1 ws0">III.<span class="ls0"> <span class="_ _f"> </span><span class="ff6">Measures to lim<span class="_ _1" />it the operating costs and <span class="_ _1" />enhance the Gr<span class="_ _1" />oup’s financial position<span class="_ _13" /></span> </span></div><div class="t m0 x37 h2 y9dc ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _3" />the <span class="_ _b" />CO<span class="_ _1" />VID-19 <span class="_ _3" />pandemic<span class="_ _1" /> <span class="_ _3" />is <span class="_ _b" />s<span class="_ _1" />till <span class="_ _b" />ongoi<span class="_ _1" />ng, <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />G<span class="_ _1" />roup <span class="_ _3" />continues <span class="_ _3" />to <span class="_ _3" />implement <span class="_ _3" />measures<span class="_ _1" /> <span class="_ _b" />aimed at <span class="_ _b" />reducing<span class="_ _1" /> </div><div class="t m0 x37 h2 yb9a ff1 fs0 fc0 sc0 ls0 ws0">its operating costs a<span class="_ _1" />nd optimizing operations <span class="_ _1" />in order to further s<span class="_ _1" />tr<span class="_ _1" />engthen its financial posi<span class="_ _1" />tion.<span class="_ _1" /> </div><div class="t m0 x11 h2 yb9b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 yb83 ff2 fs0 fc0 sc0 ls2 ws0">4. <span class="ls0"> <span class="_ _ab"> </span>Fair value of financ<span class="_ _1" />ial instruments<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yb9c ff1 fs0 fc0 sc0 ls0 ws0">The Gr<span class="_ _1" />oup uses <span class="_ _1" />the <span class="_ _1" />followi<span class="_ _1" />ng hierarc<span class="_ _13" />hy in <span class="_ _1" />order <span class="_ _1" />to <span class="_ _1" />define <span class="_ _1" />and <span class="_ _1" />disclose <span class="_ _1" />the f<span class="_ _1" />air v<span class="_ _1" />alue of <span class="_ _1" />financ<span class="_ _1" />ial instru<span class="_ _1" />ments <span class="_ _1" />per </div><div class="t m0 x11 h2 ya9 ff1 fs0 fc0 sc0 ls0 ws0">valuation technique:<span class="_ _1" /> </div><div class="t m0 x11 h2 yb9d ff1 fs0 fc0 sc0 ls0 ws0">Level 1: Assets/liabilities are measured at fair value according to qu<span class="_ _3" />oted prices (unadjusted) in active markets for </div><div class="t m0 x11 h2 yb9e ff1 fs0 fc0 sc0 ls6 ws0">id<span class="ls0">entical assets or <span class="_ _1" />liabilities.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yb9f ff1 fs0 fc0 sc0 ls0 ws0">Level <span class="_ _1b" />2: <span class="_ _1b" />Assets/liabi<span class="_ _1" />lities, <span class="_ _1b" />measured <span class="_ _1b" />at <span class="_ _1b" />fair <span class="_ _1b" />value <span class="_ _1b" />ac<span class="_ _1" />cording <span class="_ _1b" />to <span class="_ _1b" />evaluatio<span class="_ _1" />n <span class="_ _1a" />mo<span class="_ _1" />dels <span class="_ _1b" />in <span class="_ _1b" />which <span class="_ _1b" />eleme<span class="_ _1" />nts <span class="_ _1b" />affecting </div><div class="t m0 x11 h2 yba0 ff1 fs0 fc0 sc0 ls0 ws0">significantly the evalu<span class="_ _1" />ation are based (dir<span class="_ _1" />ectly or indirec<span class="_ _1" />tly) on observable market <span class="_ _1" />values.<span class="_ _13" /> </div><div class="t m0 x11 h2 y63f ff1 fs0 fc0 sc0 ls0 ws0">Level <span class="_ _1b" />3: <span class="_ _1b" />Assets/liabilities, <span class="_ _1c"> </span>measured <span class="_ _1b" />at <span class="_ _1b" />fair <span class="_ _1b" />value <span class="_ _1c"> </span>ac<span class="_ _1" />cording <span class="_ _1b" />to <span class="_ _1b" />evaluation <span class="_ _1b" />mo<span class="_ _1" />dels <span class="_ _1b" />in <span class="_ _1b" />which <span class="_ _1b" />eleme<span class="_ _1" />nts <span class="_ _1b" />affecting </div><div class="t m0 x11 h2 yba1 ff1 fs0 fc0 sc0 ls0 ws0">significantly the evalu<span class="_ _1" />ation are not based o<span class="_ _1" />n observable mark<span class="_ _1" />et values.<span class="_ _1" /> </div><div class="t m0 x11 h2 y4e ff1 fs0 fc0 sc0 ls2 ws0">4.1. <span class="ls0"> <span class="_ _35"> </span>Financia<span class="_ _1" />l derivatives </span></div><div class="t m0 x11 h2 y991 ff1 fs0 fc0 sc0 ls0 ws0">Derivative financial instru<span class="_ _1" />ments are valu<span class="_ _1" />ed using valua<span class="_ _1" />tion models b<span class="_ _1" />ased<span class="_ _1" /> on observable mark<span class="_ _1" />et dat<span class="ls2">a.<span class="_ _1" /></span> </div><div class="t m0 x11 h2 yba2 ff1 fs0 fc0 sc0 ls2 ws0">4.2.<span class="ls0"> <span class="_ _45"> </span>Inves<span class="_ _1" />tments carried at fair <span class="_ _1" />value </span></div><div class="t m0 x11 hb y645 ff6 fs0 fc0 sc0 ls0 ws0">Under <span class="_ _1" />IAS <span class="_ _1" />2<span class="_ _1" />7 <span class="_ _1" />«Separat<span class="_ _1" />e <span class="_ _1" />Financial <span class="_ _1" />St<span class="_ _1" />atements» <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Company <span class="_ _1" />m<span class="_ _1" />easures <span class="_ _13" />its <span class="_ _1" />investments <span class="_ _13" />in <span class="_ _1" />accordance <span class="_ _13" />with <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 yba3 ff1 fs0 fc0 sc0 ls0 ws0">provisions of IFRS 9 "F<span class="_ _1" />inancial Instrume<span class="_ _1" />nts" at fair valu<span class="_ _1" />e through profit and los<span class="_ _1" />s<span class="_ _1" />. </div><div class="t m0 x11 h2 yba4 ff1 fs0 fc0 sc0 ls0 ws0">At <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />end of <span class="_ _b" />every<span class="_ _1" /> <span class="_ _b" />r<span class="_ _1" />eporting period <span class="_ _3" />of <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />financial statements, <span class="_ _b" />t<span class="_ _1" />he Company <span class="_ _b" />c<span class="_ _1" />arries ou<span class="_ _3" />t <span class="_ _3" />the <span class="_ _3" />calculat<span class="_ _1" />ions <span class="_ _3" />required </div><div class="t m0 x11 h2 yba5 ff1 fs0 fc0 sc0 ls0 ws0">in relation to the fair<span class="_ _1" /> value of its investments.<span class="_ _1" /> </div><div class="t m0 x11 h2 yba6 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />inv<span class="_ _1" />estments <span class="_ _3e" />in <span class="_ _3e" />respect <span class="_ _3e" />of <span class="_ _3e" />its <span class="_ _3e" />interests <span class="_ _3e" />(unlisted <span class="_ _3e" />sh<span class="_ _1" />ares) <span class="_ _3e" />are <span class="_ _13" />v<span class="_ _1" />alued <span class="_ _3e" />based <span class="_ _3e" />on <span class="_ _3e" />generally <span class="_ _3e" />accepte<span class="_ _1" />d <span class="_ _13" />valuat<span class="_ _1" />ion </div><div class="t m0 x11 h2 yba7 ff1 fs0 fc0 sc0 ls19 ws0">mode<span class="ls0">ls, which <span class="_ _1" />include data bas<span class="_ _1" />ed on both <span class="_ _1" />- unobserva<span class="_ _1" />ble factors, an<span class="_ _1" />d market observ<span class="_ _1" />able inputs.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y2e2 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />assessment <span class="_ _1c"> </span>performed <span class="_ _1c"> </span>to <span class="_ _1b" />determi<span class="_ _1" />ne <span class="_ _1b" />the <span class="_ _1b" />fair <span class="_ _1c"> </span>value <span class="_ _1b" />of <span class="_ _1b" />fi<span class="_ _1" />nancial <span class="_ _1b" />instrum<span class="_ _1" />ents <span class="_ _1b" />not <span class="_ _1c"> </span>traded <span class="_ _1b" />in <span class="_ _1b" />ac<span class="_ _1" />tive <span class="_ _1b" />markets,<span class="_ _1" /> </div><div class="t m0 x11 h2 yba8 ff1 fs0 fc0 sc0 ls0 ws0">focuses <span class="_ _1a" />both <span class="_ _1a" />on <span class="_ _1a" />exogenous<span class="_ _1" /> <span class="_ _3e" />and <span class="_ _1a" />end<span class="_ _1" />ogenous <span class="_ _3e" />f<span class="_ _1" />actors. <span class="_ _1a" />Conse<span class="_ _1" />qu<span class="_ _1" />ently, <span class="_ _1a" />at <span class="_ _1a" />the <span class="_ _1a" />end <span class="_ _1a" />of <span class="_ _1a" />every <span class="_ _1a" />reportin<span class="_ _1" />g <span class="_ _3e" />perio<span class="_ _1" />d, <span class="_ _3e" />t<span class="_ _1" />he<span class="_ _1" /> </div><div class="t m0 x11 h2 yba9 ff1 fs0 fc0 sc0 ls0 ws0">Company: </div><div class="t m0 x11 h2 y715 ff1 fs0 fc0 sc0 ls0 ws0">a) Identifies and ass<span class="_ _1" />esses the state of the Gre<span class="_ _1" />ek ec<span class="_ _1" />onomy.<span class="_ _1" /> </div><div class="t m0 x11 h2 ybaa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybab ff1 fs0 fc0 sc0 ls0 ws0">b) <span class="_ _1a" />Collects, <span class="_ _1b" />analyses<span class="_ _1" /> <span class="_ _1a" />and <span class="_ _1b" />monitors <span class="_ _1a" />the <span class="_ _1a" />acc<span class="_ _1" />ounting <span class="_ _1a" />in<span class="_ _1" />formation <span class="_ _1a" />on <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1a" />performanc<span class="_ _1" />e, <span class="_ _1a" />using <span class="_ _1a" />as<span class="_ _1" /> <span class="_ _1a" />benchmarks<span class="_ _1" /> <span class="_ _1a" />the </div><div class="t m0 x11 h2 y9cf ff6 fs0 fc0 sc0 ls0 ws0">development of the C<span class="_ _1" />ompany’s <span class="_ _1" /><span class="ff1">financial perform<span class="_ _1" />ance at the en<span class="_ _1" />d of every report<span class="_ _1" />ing period.<span class="_ _1" /> </span></div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">120</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />an<span class="_ _1" />alysis <span class="_ _1b" />of <span class="_ _1c"> </span>th<span class="_ _1" />ese <span class="_ _1b" />da<span class="_ _1" />ta <span class="_ _1c"> </span>provides <span class="_ _1c"> </span>information <span class="_ _1c"> </span>reg<span class="_ _1" />arding <span class="_ _1c"> </span>the <span class="_ _1c"> </span>level <span class="_ _1c"> </span>of <span class="_ _1c"> </span>meeting <span class="_ _1c"> </span>or <span class="_ _1c"> </span>not <span class="_ _1c"> </span>meeting <span class="_ _1c"> </span>the <span class="_ _1c"> </span>busi<span class="_ _1" />ness </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">objectives <span class="_ _1" />and <span class="_ _1" />indic<span class="_ _1" />ates t<span class="_ _1" />he <span class="_ _1" />tendencies <span class="_ _1" />regardi<span class="_ _1" />ng t<span class="_ _1" />he <span class="_ _1" />results an<span class="_ _1" />d th<span class="_ _1" />e f<span class="_ _1" />inancial <span class="_ _1" />performance <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />com<span class="_ _1" />panies <span class="_ _1" />at </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">the end of the a<span class="_ _1" />nnual reporting<span class="_ _1" /> period. </div><div class="t m0 x11 h2 ybac ff1 fs0 fc0 sc0 ls0 ws0">c) Reviews the bus<span class="_ _1" />iness conditions an<span class="_ _1" />d available information <span class="_ _1" />and estimates r<span class="_ _1" />egarding the future<span class="_ _1" /> developmen<span class="_ _1" />t of </div><div class="t m0 x11 h2 ybad ff1 fs0 fc0 sc0 ls0 ws0">financial performa<span class="_ _1" />nce and tendencies.<span class="_ _1" /> </div><div class="t m0 x11 h2 ybae ff1 fs0 fc0 sc0 ls0 ws0">According <span class="_ _1a" />to <span class="_ _1b" />standard <span class="_ _1a" />pra<span class="_ _1" />ctices, <span class="_ _1a" />at<span class="_ _1" /> <span class="_ _1a" />every <span class="_ _1a" />a<span class="_ _1" />nnual <span class="_ _1a" />rep<span class="_ _1" />orting <span class="_ _1a" />date <span class="_ _1b" />of <span class="_ _1a" />the <span class="_ _1a" />f<span class="_ _1" />inancial <span class="_ _1b" />statements, <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />Company<span class="_ _1" /> <span class="_ _1a" />re<span class="_ _13" />-</div><div class="t m0 x11 h2 ybaf ff1 fs0 fc0 sc0 ls0 ws0">examines the bus<span class="_ _1" />iness plans ass<span class="_ _1" />umptions of <span class="_ _1" />its subsidiaries<span class="_ _1" />, based on t<span class="_ _1" />he busines<span class="_ _1" />s plan prepared<span class="_ _1" /> at the en<span class="_ _1" />d of </div><div class="t m0 x11 h2 ybb0 ff1 fs0 fc0 sc0 ls1 ws0">the <span class="ls0">previous ann<span class="_ _1" />ual reporting perio<span class="_ _1" />d, in relation to subs<span class="_ _1" />equent financial per<span class="_ _1" />iods.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 ybb1 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />c<span class="_ _1" />ase <span class="_ _3" />the <span class="_ _b" />fi<span class="_ _1" />nancial <span class="_ _3" />performance of <span class="_ _b" />every company <span class="_ _b" />d<span class="_ _1" />uring <span class="_ _3" />the <span class="_ _3" />annual <span class="_ _3" />period <span class="_ _3" />under examination <span class="_ _b" />do<span class="_ _1" />es <span class="_ _3" />not <span class="_ _3" />present </div><div class="t m0 x11 h2 ybb2 ff1 fs0 fc0 sc0 ls0 ws0">substantial <span class="_ _1c"> </span>deviations<span class="_ _1" /> <span class="_ _1b" />fr<span class="_ _1" />om <span class="_ _1c"> </span>the <span class="_ _1c"> </span>budget <span class="_ _1c"> </span>of <span class="_ _1c"> </span>the <span class="_ _1c"> </span>resp<span class="_ _1" />ective <span class="_ _1c"> </span>perio<span class="_ _1" />d <span class="_ _1b" />a<span class="_ _1" />n<span class="_ _1" />d <span class="_ _1c"> </span>given <span class="_ _1c"> </span>w<span class="_ _1" />ith <span class="_ _1c"> </span>the <span class="_ _1c"> </span>Manage<span class="_ _1" />ment's <span class="_ _1c"> </span>estimates </div><div class="t m0 x11 h2 yaa ff1 fs0 fc0 sc0 ls0 ws0">regarding <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />future <span class="_ _13" />development <span class="_ _13" />of <span class="_ _1" />these <span class="_ _13" />financials, <span class="_ _13" />redefinition <span class="_ _13" />of <span class="_ _1" />the <span class="_ _13" />original <span class="_ _1" />b<span class="_ _1" />usiness <span class="_ _13" />plan <span class="_ _1" />is <span class="_ _13" />not <span class="_ _1" />conside<span class="_ _1" />red </div><div class="t m0 x11 h2 ybb3 ff1 fs0 fc0 sc0 ls0 ws0">necessary and <span class="_ _b" />the relative calculations <span class="_ _3" />for <span class="_ _3" />determining<span class="_ _1" /> <span class="_ _3" />fair <span class="_ _3" />value are <span class="_ _b" />limit<span class="_ _1" />ed <span class="_ _3" />to <span class="_ _3" />sens<span class="_ _1" />itivity <span class="_ _3" />analysi<span class="_ _1" />s on <span class="_ _3" />the changes </div><div class="t m0 x11 h2 y199 ff1 fs0 fc0 sc0 ls0 ws0">in the weighted avera<span class="_ _1" />ge cost of cap<span class="_ _1" />ital. </div><div class="t m0 x11 h2 ybb4 ff1 fs0 fc0 sc0 ls0 ws0">If <span class="_ _3" />it is <span class="_ _b" />n<span class="_ _1" />ot <span class="_ _3" />the case, <span class="_ _3" />the Company analytically <span class="_ _3" />reassesse<span class="_ _1" />s i<span class="_ _3" />ts business <span class="_ _3" />plan according to <span class="_ _3" />the <span class="_ _3" />current economic and </div><div class="t m0 x11 h2 ybb5 ff1 fs0 fc0 sc0 ls0 ws0">business conditions.<span class="_ _1" /> </div><div class="t m0 x11 h2 ybb6 ff1 fs0 fc0 sc0 ls0 ws0">Main <span class="_ _1" />assumptions<span class="_ _1" /> <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />d<span class="_ _1" />etermination <span class="_ _1" />of <span class="_ _13" />investments <span class="_ _13" />at fair <span class="_ _3e" />value <span class="_ _1" />are <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />assess<span class="_ _1" />ment <span class="_ _1" />of <span class="_ _1" />expected <span class="_ _1" />cash <span class="_ _13" />flows </div><div class="t m0 x11 h2 ybb7 ff1 fs0 fc0 sc0 ls0 ws0">as <span class="_ _13" />described <span class="_ _13" />above <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />the <span class="_ _13" />weighted <span class="_ _13" />avera<span class="_ _1" />ge <span class="_ _13" />cost <span class="_ _13" />of <span class="_ _13" />capital <span class="_ _13" />(W<span class="_ _1" />ACC) <span class="_ _13" />which <span class="_ _3e" />is <span class="_ _13" />calculated <span class="_ _13" />by <span class="_ _13" />we<span class="_ _1" />ighting <span class="_ _13" />cost <span class="_ _13" />of<span class="_ _1" /> </div><div class="t m0 x11 h2 y1a1 ff1 fs0 fc0 sc0 ls0 ws0">capital, cost of long-t<span class="_ _1" />erm debt and <span class="_ _1" />any grants.<span class="_ _1" /> </div><div class="t m0 x11 h2 y581 ff1 fs0 fc0 sc0 ls0 ws0">The basic paramet<span class="_ _1" />ers determining the we<span class="_ _1" />ighted cos<span class="_ _1" />t of capit<span class="_ _1" />al (WACC) are:<span class="_ _1" /> </div><div class="t m0 x11 h2 ybb8 ff6 fs0 fc0 sc0 ls3b ws0">• R<span class="ff1 ls0">isk-free retur<span class="_ _1" />n, </span></div><div class="t m0 x11 h2 ybb9 ff6 fs0 fc0 sc0 ls3b ws0">• C<span class="ff1 ls0">ountry risk premi<span class="_ _1" />um, </span></div><div class="t m0 x11 h2 ybba ff6 fs0 fc0 sc0 ls0 ws0">• Equity risk premium.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h2 ybbb ff1 fs0 fc0 sc0 ls0 ws0">According to the above, for the <span class="_ _3" />years 2022 - <span class="ls2">202</span>6 the WACC was determined at 9%, while for the years onwards </div><div class="t m0 x11 h2 y8c ff1 fs0 fc0 sc0 ls0 ws0">- <span class="ls2">at 8.6<span class="ls3c">%.<span class="_ _1" /></span></span> </div><div class="t m0 x11 h2 ybbc ff1 fs0 fc0 sc0 ls0 ws0">The value c<span class="_ _1" />alculated <span class="_ _1" />as above, <span class="_ _1" />is weighted <span class="_ _1" />with<span class="_ _1" /> <span class="_ _1" />the value <span class="_ _1" />arising <span class="_ _1" />based on t<span class="_ _1" />he adjus<span class="_ _1" />ted (taking<span class="_ _1" /> <span class="_ _1" />into acc<span class="_ _1" />ount the<span class="_ _1" /> </div><div class="t m0 x11 h2 ye8 ff6 fs0 fc0 sc0 ls0 ws0">vessels’ fair value) net as<span class="_ _1" />sets value of every<span class="_ _1" /> subsidiary.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y6b6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6b7 ff1 fs0 fc0 sc0 ls2 ws0">4.3.<span class="ls0"> <span class="_ _45"> </span>Other fi<span class="_ _1" />nancial assets and l<span class="_ _1" />iabilities carried at fair va<span class="_ _1" />lue<span class="_ _1" /> </span></div><div class="t m0 x11 h2 ybbd ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybbe ff1 fs0 fc0 sc0 ls0 ws0">The following table pr<span class="_ _1" />esents financial assets an<span class="_ _1" />d liabilities carrie<span class="_ _1" />d at fair value as at <span class="_ _13" />31.12.202<span class="_ _1" />1. </div></div></div><div class="pi" /></div>
<div id="pf79" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc79 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">121</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ybbf w97 hd9"><div class="t m16 x6f hda ybc0 ff2 fs22 fc0 sc0 ls0 ws0">Me<span class="_ _13" />a<span class="_ _1" />s<span class="_ _b" />ure<span class="_ _1" />m<span class="_ _1" />e<span class="_ _13" />nt of fina<span class="_ _13" />ncia<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m16 x6f hda ybc1 ff2 fs22 fc0 sc0 ls0 ws0">ins<span class="_ _b" />trume<span class="_ _13" />nts<span class="_ _12" /> a<span class="_ _13" />t fa<span class="_ _1" />ir <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue</div></div><div class="c x11 ybc2 w98 hdb"><div class="t m16 xe7 hdc ybc3 ff1 fs22 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _f"> </span>L<span class="_ _3" />ev<span class="_ _7" />el <span class="_ _1" />1<span class="_ _f"> </span>Le<span class="_ _3" />v<span class="_ _12" />el 2<span class="_ _18"> </span>Lev<span class="_ _12" />e<span class="_ _3" />l <span class="_ _1" />3</div><div class="t m16 x6f hdc ybc4 ff1 fs22 fc0 sc0 ls0 ws0">I<span class="_ _b" />nv<span class="_ _12" />est<span class="_ _1" />ments<span class="_ _1" /> <span class="_ _1" />in s<span class="_ _1" />ubsi<span class="_ _1" />dia<span class="_ _3" />rie<span class="_ _3" />s<span class="_ _e5"> </span>-<span class="_ _ba"> </span>-<span class="_ _52"> </span>-<span class="_ _5d"> </span>-</div><div class="t m16 x6f hdc ybc5 ff1 fs22 fc0 sc0 ls0 ws0">Finan<span class="_ _b" />c<span class="_ _1" />i<span class="_ _1" />al as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _1" /> <span class="_ _1" />/<span class="_ _1" /> l<span class="_ _1" />iab<span class="_ _3" />ilit<span class="_ _1" />ies<span class="_ _12a"> </span>-<span class="_ _11d"> </span>-</div></div><div class="c x11 ybc6 w98 hdd"><div class="t m16 x6f hdc ybc7 ff1 fs22 fc0 sc0 ls0 ws0">De<span class="_ _b" />riv<span class="_ _12" />ativ<span class="_ _12" />es<span class="_ _12b"> </span>4,714<span class="_ _52"> </span>-<span class="_ _bd"> </span>4<span class="_ _3" />,<span class="_ _1" />71<span class="_ _3" />4<span class="_ _5d"> </span>-</div></div><div class="c x11 ybc2 w98 hdb"><div class="t m16 x6f hdc ybc8 ff1 fs22 fc0 sc0 ls0 ws0">T<span class="_ _b" />otal<span class="_ _d5"> </span>4,714<span class="_ _52"> </span>-<span class="_ _bd"> </span>4,714<span class="_ _73"> </span>-</div></div><div class="c x11 ybc9 w97 hd9"><div class="t m16 x6f hda ybc0 ff2 fs22 fc0 sc0 ls0 ws0">Me<span class="_ _13" />a<span class="_ _1" />s<span class="_ _b" />ure<span class="_ _1" />m<span class="_ _1" />e<span class="_ _13" />nt of fina<span class="_ _13" />ncia<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m16 x6f hda ybc1 ff2 fs22 fc0 sc0 ls0 ws0">ins<span class="_ _b" />trume<span class="_ _13" />nts<span class="_ _12" /> a<span class="_ _13" />t fa<span class="_ _1" />ir <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue</div></div><div class="c x11 ybc2 w98 hdb"><div class="t m16 xe7 hdc ybca ff1 fs22 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _f"> </span>L<span class="_ _3" />ev<span class="_ _7" />el <span class="_ _1" />1<span class="_ _f"> </span>Le<span class="_ _3" />v<span class="_ _12" />el 2<span class="_ _18"> </span>Lev<span class="_ _12" />e<span class="_ _3" />l <span class="_ _1" />3</div><div class="t m16 x6f hdc ybcb ff1 fs22 fc0 sc0 ls0 ws0">I<span class="_ _b" />nv<span class="_ _12" />est<span class="_ _1" />ments<span class="_ _1" /> <span class="_ _1" />in s<span class="_ _1" />ubsi<span class="_ _1" />dia<span class="_ _3" />rie<span class="_ _3" />s<span class="_ _4c"> </span>774<span class="_ _3" />,749<span class="_ _52"> </span>-<span class="_ _ba"> </span>-<span class="_ _129"> </span>77<span class="_ _3" />4,74<span class="_ _3" />9</div></div><div class="c x11 ybcc w98 hdd"><div class="t m16 x6f hdc ybc1 ff1 fs22 fc0 sc0 ls0 ws0">De<span class="_ _b" />riv<span class="_ _12" />ativ<span class="_ _12" />es<span class="_ _12c"> </span>-<span class="_ _52"> </span>-<span class="_ _ba"> </span>-<span class="_ _5d"> </span>-</div></div><div class="c x11 ybc2 w98 hdb"><div class="t m16 x6f hdc ybcd ff1 fs22 fc0 sc0 ls0 ws0">T<span class="_ _b" />otal<span class="_ _66"> </span>7<span class="_ _3" />74<span class="_ _3" />,749<span class="_ _52"> </span>-<span class="_ _ba"> </span>-<span class="_ _129"> </span>77<span class="_ _3" />4,74<span class="_ _3" />9</div></div><div class="c xd0 ybbf w99 hd9"><div class="t m16 x87 hda ybc1 ff2 fs22 fc0 sc0 ls0 ws0">Me<span class="_ _13" />a<span class="_ _1" />s<span class="_ _b" />ure<span class="_ _1" />m<span class="_ _1" />e<span class="_ _13" />nt a<span class="_ _1" />t fa<span class="_ _1" />i<span class="_ _1" />r <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _1" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />a<span class="_ _1" />t 31.12.20<span class="_ _3" />21</div></div><div class="c xd0 ybce w99 hdd"><div class="t m16 xe8 hda ybc1 ff2 fs22 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div></div><div class="c xd0 ybcf w99 hde"><div class="t m16 x0 hda ybc1 ff2 fs22 fc0 sc0 ls0 ws0">CO<span class="_ _3" />MP<span class="_ _1" />AN<span class="_ _b" />Y</div></div><div class="c xd0 ybc9 w99 hd9"><div class="t m16 x87 hda ybc1 ff2 fs22 fc0 sc0 ls0 ws0">Me<span class="_ _13" />a<span class="_ _1" />s<span class="_ _b" />ure<span class="_ _1" />m<span class="_ _1" />e<span class="_ _13" />nt a<span class="_ _1" />t fa<span class="_ _1" />i<span class="_ _1" />r <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _1" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />a<span class="_ _1" />t 31.12.20<span class="_ _3" />21</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xe9 h2 ybd0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9 y968 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 ybd1 ff2 fs0 fc0 sc0 ls2 ws0">5.<span class="ls0"> <span class="_ _9e"> </span>Consolidation - Joint venture revenue<span class="_ _1" /> agreement<span class="_ _1" /> </span></div><div class="t m0 x11 h2 ybd2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybd3 ff1 fs0 fc0 sc0 ls0 ws0">5.1.1. <span class="_ _2d"> </span>Cons<span class="_ _1" />olidation of ATTICA <span class="_ _1" />S.A. HOLDING subsi<span class="_ _1" />diaries<span class="_ _1" /> </div><div class="t m0 x11 h2 ybd4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybd5 ff1 fs0 fc0 sc0 ls0 ws0">Subsidiaries <span class="_ _1" />are <span class="_ _13" />consoli<span class="_ _1" />dated <span class="_ _1" />using <span class="_ _13" />the <span class="_ _1" />fu<span class="_ _1" />ll <span class="_ _1" />consol<span class="_ _1" />idation <span class="_ _1" />method<span class="_ _1" />. <span class="_ _1" />The <span class="_ _3e" />analytic<span class="_ _1" />al <span class="_ _1" />t<span class="_ _1" />able <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />subs<span class="_ _1" />idiaries <span class="_ _1" />of <span class="_ _13" />the </div><div class="t m0 x11 h2 ybd6 ff1 fs0 fc0 sc0 ls0 ws0">Group is presented in N<span class="_ _1" />ote 7.16 <span class="ff6">“I<span class="_ _1" />nvestments in subsid<span class="_ _1" />iaries”.<span class="_ _1" /></span> </div><div class="t m0 x11 h2 ybd7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybd8 ff1 fs0 fc0 sc0 ls0 ws0">For all the companies of<span class="_ _1" /> the Group, there are <span class="_ _1" />no changes of t<span class="_ _1" />he method of con<span class="_ _1" />s<span class="_ _1" />olidation. </div><div class="t m0 x11 h2 y4f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y912 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1b" />consolidated <span class="_ _1b" />fin<span class="_ _1" />ancial <span class="_ _1b" />statements <span class="_ _1b" />f<span class="_ _1" />or <span class="_ _1b" />the <span class="_ _1b" />year <span class="_ _1b" />inc<span class="_ _1" />orporate <span class="_ _1b" />the <span class="_ _1b" />Co<span class="_ _1" />mpanies <span class="_ _1b" />ATTICA<span class="_ _1" /> <span class="_ _1b" />BLUE <span class="_ _1b" />HOSPIT<span class="_ _1" />ALITY  </div><div class="t m0 x11 h2 ybb8 ff1 fs0 fc0 sc0 ls0 ws0">S.M.S.A. <span class="_ _3" />established <span class="_ _3" />within the <span class="_ _b" />current <span class="_ _3" />year <span class="_ _3" />as <span class="_ _3" />well <span class="_ _b" />as ANEVLAVIS <span class="_ _3" />HOTELS <span class="_ _3" />G. A<span class="_ _3" />. A<span class="_ _3" />. <span class="_ _b" />H., acquired <span class="_ _b" />o<span class="_ _1" />n <span class="_ _b" />01.<span class="_ _1" />12.2021 </div><div class="t m0 x11 h2 ybd9 ff1 fs0 fc0 sc0 ls0 ws0">and renamed into <span class="_ _3" />Naxos Resort Beach Hotel Single Member S.A. on <span class="_ _3" />31.1.2022. The acquisition of Naxos Resort </div><div class="t m0 x11 h2 ybda ff1 fs0 fc0 sc0 ls0 ws0">Beach Hotel Single M<span class="_ _1" />ember S.A. is analyt<span class="_ _1" />ically presented in N<span class="_ _1" />ote 5.3.1.<span class="_ _1" /> </div><div class="t m0 x11 h2 ybdb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybdc ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _13" />are <span class="_ _13" />no <span class="_ _13" />companies <span class="_ _13" />w<span class="_ _1" />hich <span class="_ _13" />have <span class="_ _13" />not <span class="_ _13" />been <span class="_ _13" />conso<span class="_ _1" />lidated <span class="_ _13" />in <span class="_ _13" />the <span class="_ _13" />present <span class="_ _13" />perio<span class="_ _1" />d <span class="_ _13" />while <span class="_ _13" />they <span class="_ _1a" />were <span class="_ _13" />c<span class="_ _1" />onsolidated </div><div class="t m0 x11 h2 ybdd ff1 fs0 fc0 sc0 ls0 ws0">either in the d<span class="_ _1" />irectly previous <span class="_ _1" />period or in the respec<span class="_ _1" />tive period last ye<span class="_ _1" />ar. </div><div class="t m0 x11 h2 ybde ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybdf ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _3" />are no <span class="_ _3" />companies of the <span class="_ _b" />Gr<span class="_ _1" />oup which have not <span class="_ _3" />been incorporated in <span class="_ _3" />the <span class="_ _3" />con<span class="_ _1" />solidated financial <span class="_ _3" />statements.<span class="_ _1" /> </div><div class="t m0 x11 h95 yc2 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybe0 ff1 fs0 fc0 sc0 ls2 ws0">5.1.2<span class="ls0"> <span class="_ _34"> </span>Consolid<span class="_ _1" />ation of associates<span class="_ _1" /> / Joint ventures<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y12b ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybe1 ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _1a" />Group, <span class="_ _1b" />through <span class="_ _1b" />its <span class="_ _1b" />by <span class="_ _1a" />100%<span class="_ _1" /> <span class="_ _1a" />subsidi<span class="_ _1" />ary <span class="_ _1a" />compa<span class="_ _1" />ny <span class="_ _1a" />N<span class="_ _1" />ORDIA <span class="_ _1b" />M.C., <span class="_ _1a" />acquire<span class="_ _1" />d <span class="_ _1a" />49% <span class="_ _1b" />of <span class="_ _1a" />the <span class="_ _1b" />marine<span class="_ _1" /> <span class="_ _1a" />company<span class="_ _1" /> </div><div class="t m0 x11 h2 ybe2 ff1 fs0 fc0 sc0 ls0 ws0">AFRICA <span class="ff6">MOROCCO <span class="_ _3" />LINKS (“AML)<span class="ff1">, domiciled <span class="_ _3" />in <span class="_ _3" />Tanger (Morocco). <span class="_ _3" />AML <span class="_ _3" />operates along Tangier <span class="_ _b" />M<span class="_ _1" />ed <span class="_ _3" />(Morocco) </span></span></div><div class="t m0 x11 h2 ybe3 ff1 fs0 fc0 sc0 ls0 ws0">- Algeciras (Spain) rout<span class="_ _1" />e and is conso<span class="_ _1" />lidated under equ<span class="_ _1" />ity method in the Financi<span class="_ _1" />al Statements of the Gro<span class="_ _1" />up.<span class="_ _1" /> </div><div class="t m0 x11 h2 y0 ff1 fs0 fc0 sc0 ls1 ws0">In <span class="_ _13" /><span class="ls0">2021, <span class="_ _3e" />through <span class="_ _3e" />its <span class="_ _3e" />100% <span class="_ _3e" />subsidiary<span class="_ _1" /> <span class="_ _13" />NORDIA <span class="_ _3e" />M.C., <span class="_ _3e" />ATTICA <span class="_ _3e" />Group <span class="_ _13" />p<span class="_ _1" />articipated <span class="_ _3e" />the <span class="_ _3e" />Share <span class="_ _13" />Ca<span class="_ _1" />pital <span class="_ _13" />incr<span class="_ _1" />ease <span class="_ _13" />in </span></div><div class="t m0 x11 h2 ybe4 ff1 fs0 fc0 sc0 ls0 ws0">Africa Morocco Links wit<span class="_ _1" />h an amount of Euro <span class="_ _1" />3,270 k.<span class="_ _1" /> </div><div class="t m0 x11 h2 ybe5 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf7a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc7a w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">122</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">5.2. <span class="ls0"> <span class="_ _35"> </span>Agreeme<span class="_ _1" />nt between ATTIC<span class="_ _1" />A HOLDINGS S.<span class="_ _1" />A. and ANEK<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y718 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group <span class="_ _3e" />is <span class="_ _13" />i<span class="_ _1" />n <span class="_ _13" />a <span class="_ _13" />j<span class="_ _1" />oint <span class="_ _13" />ser<span class="_ _1" />vice <span class="_ _13" />agreem<span class="_ _1" />ent <span class="_ _13" />with <span class="_ _3e" />ANEK <span class="_ _3e" />S.A. <span class="_ _13" />w<span class="_ _1" />ith <span class="_ _13" />regard <span class="_ _3e" />to <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />Joint <span class="_ _3e" />Venture <span class="_ _3e" />company <span class="_ _3e" />“A<span class="_ _13" /><span class="ff1 ls1b">NE<span class="ls13">K <span class="_ _13" /></span></span>–<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y906 ff6 fs0 fc0 sc0 ls0 ws0">SUPERFAST” <span class="_ _23"> </span><span class="ff1">for <span class="_ _1c"> </span>the <span class="_ _23"> </span>joint <span class="_ _23"> </span>service <span class="_ _23"> </span>of <span class="_ _1c"> </span>vessels <span class="_ _23"> </span>of <span class="_ _1c"> </span>the <span class="_ _23"> </span>two <span class="_ _1c"> </span>compa<span class="_ _1" />nies <span class="_ _1c"> </span>along <span class="_ _23"> </span>the <span class="_ _23"> </span>international <span class="_ _1c"> </span>routes <span class="_ _23"> </span>Patras  </span>–<span class="ff1"> </span></div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">Igoumenitsa <span class="_ _1" /><span class="ff6">–</span> <span class="_ _1" />Ancona, <span class="_ _1" />Patras <span class="_ _1" /><span class="ff6">–</span> I<span class="_ _1" />goumenitsa <span class="_ _1" /><span class="ff6">–</span> <span class="_ _1" />Bari a<span class="_ _1" />nd Patras<span class="_ _1" /> <span class="_ _1" /><span class="ff6">–</span> Ig<span class="_ _1" />oumenitsa <span class="_ _1" /><span class="ff6">–</span> <span class="_ _1" />Venice <span class="_ _1" />as wel<span class="_ _1" />l as <span class="_ _1" />the <span class="_ _1" />domestic </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">routes Piraeus <span class="ff6">–</span> H<span class="_ _1" />erakleion and P<span class="_ _1" />iraeus <span class="ff6">–</span> Ch<span class="_ _1" />ania, Crete. </div><div class="t m0 x11 h2 ybe6 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />joint <span class="_ _1" />serv<span class="_ _1" />ice <span class="_ _1" />agreeme<span class="_ _1" />nt <span class="_ _1" />with <span class="_ _13" />ANEK <span class="_ _1" />S.<span class="_ _1" />A. <span class="_ _1" />is <span class="_ _1" />effectiv<span class="_ _1" />e <span class="_ _1" />until <span class="_ _1" />3<span class="_ _1" />1.1<span class="_ _1" />0.2022 <span class="_ _13" />and <span class="_ _1" />the <span class="_ _13" />distinctiv<span class="ff6">e <span class="_ _13" />title <span class="_ _1" />is <span class="_ _1" />“<span class="_ _1" />Adriatic <span class="_ _1" />and </span></div><div class="t m0 x11 h2 y1bf ff6 fs0 fc0 sc0 ls0 ws0">Cretan Lines”.<span class="ff1"> </span></div><div class="t m0 x11 h2 ybe7 ff1 fs0 fc0 sc0 ls2 ws0">5.3. <span class="ls0"> <span class="_ _35"> </span>Business <span class="_ _1" />combinations<span class="_ _1" /> </span></div><div class="t m0 x11 h95 ybe8 ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybe9 ff1 fs0 fc0 sc0 ls0 ws0">5.3.1. <span class="_ _2d"> </span>Attica<span class="_ _1" /> Group aquires control at <span class="_ _1" />Naxos Res<span class="_ _1" />ort Beach H<span class="_ _1" />otel Single Member <span class="_ _1" />S.A.<span class="_ _1" /> </div><div class="t m0 x11 h95 ybea ff7 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y90f ff6 fs0 fc0 sc0 ls0 ws0">ATTICA <span class="_ _1" />HO<span class="_ _1" />LDINGS <span class="_ _13" />S.A. <span class="_ _1" />(<span class="_ _1" />“Attica <span class="_ _13" />Group”), <span class="_ _13" />implementing <span class="_ _13" />its <span class="_ _13" />strategic <span class="_ _1" />gr<span class="_ _1" />owth <span class="_ _13" />plan, <span class="_ _13" />expands <span class="_ _1" />furt<span class="_ _1" />her <span class="_ _13" />in <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />Greek<span class="_ _1" /> </div><div class="t m0 x11 h2 y46b ff1 fs0 fc0 sc0 ls0 ws0">tourism <span class="_ _3" />industry and <span class="_ _b" />inv<span class="_ _1" />ests i<span class="_ _3" />n <span class="_ _3" />complementary<span class="_ _1" /> <span class="_ _3" />activities capitalising <span class="_ _b" />o<span class="_ _1" />n the <span class="_ _b" />strong potential <span class="_ _3" />of <span class="_ _3" />Attica Group. <span class="_ _b" />At<span class="_ _1" />tica </div><div class="t m0 x11 hb y7e ff6 fs0 fc0 sc0 ls0 ws0">Blue <span class="_ _1b"> </span>Hosp<span class="_ _1" />itality <span class="_ _1c"> </span>S.M.S.A <span class="_ _1c"> </span>(“Att<span class="_ _1" />ica <span class="_ _1c"> </span>Blue <span class="_ _1c"> </span>Hospitality”)<span class="_ _1" />, <span class="_ _1b"> </span>a <span class="_ _1c"> </span>100% <span class="_ _1c"> </span>subs<span class="_ _1" />idiary <span class="_ _1c"> </span>of <span class="_ _1b"> </span>At<span class="_ _1" />tica <span class="_ _1c"> </span>Group, <span class="_ _1b"> </span>ac<span class="_ _1" />quired <span class="_ _1b"> </span>t<span class="_ _1" />he <span class="_ _1b"> </span>o<span class="_ _1" />wning </div><div class="t m0 x11 h2 ybeb ff1 fs0 fc0 sc0 ls0 ws0">company of N<span class="_ _1" />axos Resort <span class="_ _1" />Beach H<span class="_ _1" />otel located <span class="_ _1" />in the <span class="_ _1" />Cycladic island <span class="_ _1" />of Naxos, <span class="_ _1" />in <span class="_ _1" />the Agios Georg<span class="_ _1" />ios beach, <span class="_ _1" />for </div><div class="t m0 x11 h2 ybec ff1 fs0 fc0 sc0 ls0 ws0">a total consideration o<span class="_ _1" />f Euro 6.5 mln, <span class="_ _1" />funded throug<span class="_ _1" />h bank financin<span class="_ _1" /><span class="ls2">g.</span> </div><div class="t m0 x11 h2 ybed ff1 fs0 fc0 sc0 ls0 ws0">Fair <span class="_ _1" />value <span class="_ _1" />measureme<span class="_ _1" />nt <span class="_ _1" />of <span class="_ _1" />ass<span class="_ _1" />ets, <span class="_ _1" />liabilities <span class="_ _1" />and <span class="_ _1" />conti<span class="_ _1" />ngent <span class="_ _1" />liabilities <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />ac<span class="_ _1" />quired <span class="_ _1" />compa<span class="_ _1" />ny, <span class="_ _1" /> <span class="_ _1" />Purchase <span class="_ _13" />Price </div><div class="t m0 x11 h2 ybee ff1 fs0 fc0 sc0 ls0 ws0">Allocation <span class="_ _24"> </span>in  accordance <span class="_ _24"> </span>with  the <span class="_ _23"> </span>provisi<span class="_ _1" />ons <span class="_ _24"> </span>of <span class="_ _24"> </span>IFRS  3 <span class="_ _23"> </span>"<span class="_ _1" />Business <span class="_ _24"> </span>combinati<span class="_ _1" />ons"  an<span class="_ _3" />d <span class="_ _24"> </span>the <span class="_ _24"> </span>co<span class="_ _1" />nsequent <span class="_ _24"> </span>final </div><div class="t m0 x11 h2 ydf ff1 fs0 fc0 sc0 ls0 ws0">determination <span class="_ _3e" />of <span class="_ _3e" />the <span class="_ _3e" />releva<span class="_ _1" />nt <span class="_ _13" />goodw<span class="_ _13" />ill <span class="_ _13" />was <span class="_ _3e" />complete<span class="_ _1" />d <span class="_ _3e" />under <span class="_ _3e" />the <span class="_ _3e" />preparati<span class="_ _1" />on <span class="_ _13" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _13" />financ<span class="_ _1" />ial <span class="_ _13" />state<span class="_ _1" />ments <span class="_ _3e" />for <span class="_ _3e" />the </div><div class="t m0 x11 h2 y6b1 ff1 fs0 fc0 sc0 ls0 ws0">current period.<span class="_ _1" /> </div><div class="t m0 x11 h2 ybef ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />defin<span class="_ _1" />itive <span class="_ _3e" />fair <span class="_ _1a" />values <span class="_ _1b" />of <span class="_ _3e" />the <span class="_ _1a" />Statement <span class="_ _1a" />of <span class="_ _1a" />Financial <span class="_ _1a" />Position <span class="_ _1a" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />acqu<span class="_ _1" />ired <span class="_ _1a" />company, <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />total <span class="_ _1a" />acquisi<span class="_ _1" />tion </div><div class="t m0 x11 h2 ybf0 ff1 fs0 fc0 sc0 ls0 ws0">consideration and the resu<span class="_ _1" />lt arising for the <span class="_ _1" />grou<span class="_ _1" />p at the acquis<span class="_ _1" />ition date are pres<span class="_ _1" />ented below as fol<span class="_ _1" />lows:<span class="_ _1" /> </div><div class="t m0 x11 h2 y1ff ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf7b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc7b w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">123</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xea ybf1 w9a hdf"><div class="t m17 x5f he0 ybf2 ff2 fs23 fc0 sc0 ls0 ws0">Fa<span class="_ _1" />i<span class="_ _1" />r <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue</div><div class="t m17 xc5 he0 ybf3 ff2 fs23 fc0 sc0 ls0 ws0">a<span class="_ _1" />t the</div><div class="t m17 x4a he0 ybf4 ff2 fs23 fc0 sc0 ls0 ws0">a<span class="_ _1" />cqui<span class="_ _1" />s<span class="_ _12" />i<span class="_ _1" />tion</div><div class="t m17 xdb he0 ybf5 ff2 fs23 fc0 sc0 ls0 ws0">da<span class="_ _1" />te</div></div><div class="c x23 ybf1 w9b hdf"><div class="t m17 xe3 he0 ybf2 ff2 fs23 fc0 sc0 ls0 ws0">Book<span class="_ _3" /> va<span class="_ _1" />l<span class="_ _1" />ue</div><div class="t m17 x11 he0 ybf3 ff2 fs23 fc0 sc0 ls0 ws0">a<span class="_ _1" />t the</div><div class="t m17 xeb he0 ybf4 ff2 fs23 fc0 sc0 ls0 ws0">a<span class="_ _1" />cqui<span class="_ _1" />s<span class="_ _12" />i<span class="_ _1" />tion</div><div class="t m17 x45 he0 ybf5 ff2 fs23 fc0 sc0 ls0 ws0">da<span class="_ _1" />te</div></div><div class="c x11 ybf6 w9c he1"><div class="t m17 x6f he0 ybf7 ff2 fs23 fc0 sc0 ls0 ws0">TOTAL ASSETS</div></div><div class="c x11 ybf8 w9c he2"><div class="t m17 x6f he3 ybf9 ff1 fs23 fc0 sc0 ls0 ws0">T<span class="_ _b" />an<span class="_ _3" />gible<span class="_ _3" /> as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _47"> </span>9<span class="_ _3" />,<span class="_ _1" />83<span class="_ _3" />1<span class="_ _115"> </span>2,57<span class="_ _3" />3</div></div><div class="c x11 ybfa w9c he4"><div class="t m17 x6f he3 ybfb ff1 fs23 fc0 sc0 ls0 ws0">Other<span class="_ _3" /> non<span class="_ _3" />-cur<span class="_ _3" />re<span class="_ _3" />nt as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _12d"> </span>4<span class="_ _12e"> </span>4</div></div><div class="c x11 ybfc w9c he2"><div class="t m17 x6f he3 ybf9 ff1 fs23 fc0 sc0 ls0 ws0">T<span class="_ _b" />ra<span class="_ _3" />de<span class="_ _3" /> and<span class="_ _3" /> ot<span class="_ _1" />he<span class="_ _3" />r re<span class="_ _b" />c<span class="_ _13" />eiv<span class="_ _7" />ables<span class="_ _f4"> </span><span class="ls3d">431<span class="_ _12f"> </span>431</span></div></div><div class="c x11 ybfd w9c he4"><div class="t m17 x6f he3 ybfe ff1 fs23 fc0 sc0 ls0 ws0">Other<span class="_ _3" /> c<span class="_ _1" />urr<span class="_ _b" />ent <span class="_ _1" />ass<span class="_ _1" />et<span class="_ _1" />s<span class="_ _127"> </span>4,389<span class="_ _115"> </span>4<span class="_ _3" />,<span class="_ _1" />38<span class="_ _3" />9</div></div><div class="c x11 ybff w9c he4"><div class="t m17 x6f he3 ybfe ff1 fs23 fc0 sc0 ls0 ws0">Ca<span class="_ _b" />s<span class="_ _1" />h <span class="_ _1" />an<span class="_ _3" />d Ca<span class="_ _3" />s<span class="_ _1" />h eq<span class="_ _3" />uiv<span class="_ _12" />a<span class="_ _3" />lents<span class="_ _ed"> </span><span class="ls3d">656<span class="_ _12f"> </span>656</span></div></div><div class="c x11 yc00 w9c he2"><div class="t m17 x6f he0 ybf9 ff2 fs23 fc0 sc0 ls0 ws0">TOTAL LI<span class="_ _1" />AB<span class="_ _b" />I<span class="_ _1" />LI<span class="_ _1" />TI<span class="_ _1" />E<span class="_ _b" />S</div></div><div class="c x11 yc01 w9c he4"><div class="t m17 x6f he3 yc02 ff1 fs23 fc0 sc0 ls0 ws0">De<span class="_ _b" />ff<span class="_ _b" />er<span class="_ _3" />ed<span class="_ _3" /> t<span class="_ _1" />ax<span class="_ _1" /> l<span class="_ _1" />iab<span class="_ _3" />ilit<span class="_ _1" />y<span class="_ _130"> </span>-1<span class="_ _3" />,597<span class="_ _12e"> </span>0</div></div><div class="c x11 yc03 w9c he2"><div class="t m17 x6f he3 ybf9 ff1 fs23 fc0 sc0 ls0 ws0">T<span class="_ _b" />ra<span class="_ _3" />de<span class="_ _3" /> and<span class="_ _3" /> ot<span class="_ _1" />he<span class="_ _3" />r pa<span class="_ _3" />y<span class="_ _1" />ab<span class="_ _3" />les<span class="_ _131"> </span>-9<span class="_ _3" />4<span class="_ _132"> </span>-9<span class="_ _3" />4</div></div><div class="c x11 yc04 w9c he4"><div class="t m17 x6f he3 yc02 ff1 fs23 fc0 sc0 ls0 ws0">Shor<span class="_ _3" />t <span class="_ _1" />t<span class="_ _1" />er<span class="_ _3" />m <span class="_ _1" />bo<span class="_ _3" />rr<span class="_ _b" />owin<span class="_ _3" />gs<span class="_ _133"> </span>-5<span class="_ _3" />,289<span class="_ _101"> </span>-5,28<span class="_ _3" />9</div></div><div class="c x11 yc05 w9c he2"><div class="t m17 x6f he3 ybf9 ff1 fs23 fc0 sc0 ls0 ws0">Other<span class="_ _3" /> s<span class="_ _1" />hor<span class="_ _3" />t-term li<span class="_ _1" />ab<span class="_ _3" />ilit<span class="_ _1" />ies<span class="_ _134"> </span>-4<span class="_ _3" />1<span class="_ _132"> </span>-4<span class="_ _3" />1</div></div><div class="c x11 ybf6 w9c he1"><div class="t m17 x6f he0 yc06 ff2 fs23 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1" /> Equity<span class="_ _135"> </span>8,290<span class="_ _c1"> </span>2,<span class="_ _1" />63<span class="_ _3" />8</div><div class="t m17 x6f he3 yc07 ff1 fs23 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />quisi<span class="_ _1" />ti<span class="_ _1" />on<span class="_ _3" /> per<span class="_ _3" />c<span class="_ _1" />en<span class="_ _3" />tage<span class="_ _136"> </span><span class="ls3d">100%<span class="_ _115"> </span>100%</span></div><div class="t m17 x6f he0 yc08 ff2 fs23 fc0 sc0 ls0 ws0">Net <span class="_ _1" />A<span class="_ _3" />s<span class="_ _12" />s<span class="_ _b" />e<span class="_ _1" />ts<span class="_ _12" /> <span class="_ _1" />a<span class="_ _1" />cqui<span class="_ _1" />re<span class="_ _1" />d<span class="_ _137"> </span>8,290<span class="_ _c1"> </span>2,<span class="_ _1" />63<span class="_ _3" />8</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xec h2 yc09 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc0a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />changes <span class="_ _b" />arising <span class="_ _b" />as <span class="_ _b" />a <span class="_ _b" />re<span class="_ _1" />sult <span class="_ _b" />of <span class="_ _b" />fair <span class="_ _b" />value <span class="_ _b" />m<span class="_ _1" />easurement <span class="_ _b" /> <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />Fi<span class="_ _1" />nancial <span class="_ _b" />Position<span class="_ _1" /> <span class="_ _b" />items <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />ac<span class="_ _1" />quired <span class="_ _b" />company </div><div class="t m0 x11 h2 yd8 ff1 fs0 fc0 sc0 ls0 ws0">pertain <span class="_ _13" />to <span class="_ _13" />fair <span class="_ _13" />value <span class="_ _13" />measu<span class="_ _1" />rement <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />land <span class="_ _13" />plot <span class="_ _13" />and <span class="_ _13" />the <span class="_ _13" />relative <span class="_ _1a" />building, <span class="_ _13" />base<span class="_ _1" />d <span class="_ _13" />on <span class="_ _1" />t<span class="_ _1" />he <span class="_ _13" />appraiser's <span class="_ _13" />report,<span class="_ _1" /> <span class="_ _13" />as </div><div class="t m0 x11 h2 yb63 ff1 fs0 fc0 sc0 ls0 ws0">well as the deferred tax<span class="_ _1" /> obligation ca<span class="_ _1" />lculated on the bal<span class="_ _1" />ance between their <span class="_ _1" />fair value and book v<span class="_ _1" />alue.<span class="_ _13" /> </div><div class="t m0 x11 h2 yc0b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yc0c w9d he5"><div class="t m18 x6f he6 yc0d ff2 fs24 fc0 sc0 ls0 ws0">Purchase Consideration</div></div><div class="c x11 yc0e w9d he7"><div class="t m18 x9 he6 yc0f ff2 fs24 fc0 sc0 ls0 ws0">Fair value at the acquisition date</div></div><div class="c x11 yc10 w9d he8"><div class="t m18 x6f he9 yc11 ff1 fs24 fc0 sc0 ls0 ws0">Cash paid<span class="_ _138"> </span><span class="ls3e">6.500</span></div></div><div class="c x11 yc12 w9d he8"><div class="t m18 x6f hea yc13 ff7 fs25 fc0 sc0 ls0 ws0">Less : Fair value of equity instruments exchanged</div><div class="t m18 xed he9 yc11 ff1 fs24 fc0 sc0 ls0 ws0">-8.290</div></div><div class="c x11 yc14 w9d heb"><div class="t m18 x6f he6 yc15 ff2 fs24 fc0 sc0 ls0 ws0">Profit from acquistion of subsidiary<span class="_ _139"> </span>-1.790</div></div><div class="c x11 yc0c w9d he5"><div class="t m18 x6f he6 yc16 ff2 fs24 fc0 sc0 ls0 ws0">Net Cash flows from the acquisition :</div></div><div class="c x11 yc17 w9d he7"><div class="t m18 x9 he6 yc18 ff2 fs24 fc0 sc0 ls0 ws0">Fair value at the acquisition date</div></div><div class="c x11 yc0c w9d he5"><div class="t m18 x6f he9 yc19 ff1 fs24 fc0 sc0 ls0 ws0">Cash paid</div><div class="t m18 xee he9 yc1a ff1 fs24 fc0 sc0 ls3e ws0">6.500</div></div><div class="c x11 yc1b w9d he8"><div class="t m18 x6f he9 yc11 ff1 fs24 fc0 sc0 ls0 ws0">Less : Cash and cash equivalents acquired<span class="_ _13a"> </span>-656</div></div><div class="c x11 yc0c w9d he5"><div class="t m18 x6f he6 yc1c ff2 fs24 fc0 sc0 ls0 ws0">Net Cash flows</div><div class="t m18 xee he6 yc1d ff2 fs24 fc0 sc0 ls3e ws0">5.844</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x95 h2 y4e7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc1e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />acqu<span class="_ _1" />isition <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1a" />company <span class="_ _1b" /><span class="ls2">on</span> <span class="_ _3e" />1.<span class="_ _1" />12.2021 <span class="_ _1a" />did <span class="_ _3e" />not<span class="_ _1" /> <span class="_ _3e" />have <span class="_ _1a" />a <span class="_ _1a" />significant <span class="_ _1a" />effect <span class="_ _1a" />on <span class="_ _1a" />assets <span class="_ _1a" />and <span class="_ _1b" />liabilities. <span class="_ _1a" />It <span class="_ _1a" />also </div><div class="t m0 x11 h2 yc1f ff1 fs0 fc0 sc0 ls0 ws0">negatively affects t<span class="_ _1" />he losses<span class="_ _1" /> for the period after taxes by<span class="_ _1" /> Euro 32 <span class="_ _1" /><span class="lsb">k.</span> </div><div class="t m0 x11 h2 yc20 ff1 fs0 fc0 sc0 ls0 ws0">Had the acquisition<span class="_ _1" /> taken place as at 1.<span class="_ _1" />1.2021 then the consolidat<span class="_ _1" />ed losses after taxes woul<span class="_ _1" />d have increased by<span class="_ _1" /> </div><div class="t m0 x11 h2 y90 ff1 fs0 fc0 sc0 ls0 ws0">Euro 714 <span class="lsb">k.</span> </div><div class="t m0 x11 h2 yc21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y2cb ff2 fs0 fc0 sc0 ls2 ws0">6.<span class="ls0"> <span class="_ _9e"> </span>Related Party disclosures<span class="_ _1" /> </span></div><div class="t m0 x11 h9b yc22 ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc23 ff1 fs0 fc0 sc0 ls2 ws0">6.1. <span class="ls0"> <span class="_ _35"> </span>Intercom<span class="_ _1" />pany transactions<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y1b3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc24 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />m<span class="_ _1" />ost <span class="_ _13" />s<span class="_ _1" />ignificant <span class="_ _3e" />comp<span class="_ _1" />anies <span class="_ _13" />of <span class="_ _1a" />the <span class="_ _3e" />Group, <span class="_ _3e" />which <span class="_ _3e" />perform <span class="_ _1a" />intercompany <span class="_ _3e" />tra<span class="_ _1" />nsactions, <span class="_ _3e" />are <span class="_ _3e" />Blue <span class="_ _1a" />Star <span class="_ _13" />F<span class="_ _1" />erries </div><div class="t m0 x11 h2 yc25 ff1 fs0 fc0 sc0 ls0 ws0">Maritime S.A. &amp; Co J<span class="_ _1" />oint Venture and the ma<span class="_ _1" />nagement <span class="_ _1" />company<span class="_ _1" /> Superfast Ferri<span class="_ _1" />es S.A.<span class="_ _1" /> </div><div class="t m0 x11 h2 yae1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">124</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">a) Bl<span class="_ _1" />ue Star <span class="_ _1" />Ferr<span class="_ _1" />ies M<span class="_ _1" />aritime <span class="_ _1" />S.A. <span class="_ _1" />&amp; <span class="_ _1" />Co <span class="_ _1" />Joint <span class="_ _1" />Ventur<span class="_ _1" />e c<span class="_ _1" />o-ordinates <span class="_ _1" />a<span class="_ _1" />ll the <span class="_ _1" />sh<span class="_ _1" />ip-owners <span class="_ _1" />compan<span class="_ _1" />ies of <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />roup<span class="ls1">, </span></div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">regarding the partic<span class="_ _1" />ipating vessels<span class="_ _1" /><span class="ls1">, </span>for a co<span class="_ _1" />mmon service along <span class="_ _1" />the domest<span class="_ _1" />ic routes. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1" />partic<span class="_ _1" />ular, <span class="_ _13" />Blue <span class="_ _13" />Star <span class="_ _1" />Ferr<span class="_ _1" />ies <span class="_ _1" />Marit<span class="_ _1" />ime <span class="_ _1" />S<span class="_ _1" />.A. <span class="_ _1" />&amp;<span class="_ _1" /> <span class="_ _1" />Co<span class="_ _1" /> <span class="_ _1" />Joint <span class="_ _13" />Venture <span class="_ _13" />is <span class="_ _13" />responsible, <span class="_ _13" />under <span class="_ _13" />a <span class="_ _1" />c<span class="_ _1" />ontractual <span class="_ _13" />agree<span class="_ _1" />ment </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">with <span class="_ _3e" />the <span class="_ _3e" />ship-own<span class="_ _1" />ing <span class="_ _13" />c<span class="_ _1" />ompanies <span class="_ _3e" />of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />Gr<span class="_ _1" />oup, <span class="_ _3e" />for <span class="_ _3e" />revenue<span class="_ _1" /> <span class="_ _13" />and <span class="_ _3e" />com<span class="_ _1" />mon <span class="_ _3e" />expens<span class="_ _1" />es <span class="_ _13" />of<span class="_ _13" /> <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />vess<span class="_ _1" />els <span class="_ _13" />t<span class="_ _1" />hat <span class="_ _13" />op<span class="_ _1" />erate </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">along the domes<span class="_ _1" />tic routes. </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">At <span class="_ _1a" />the <span class="_ _1a" />en<span class="_ _1" />d <span class="_ _1a" />of <span class="_ _1b" />every <span class="_ _1b" />month, <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _1a" />Joint <span class="_ _1b" />Venture <span class="_ _1a" />tr<span class="_ _1" />ansfers <span class="_ _1a" />to <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />ship<span class="_ _1" />-owning<span class="_ _1" /> <span class="_ _1a" />companies<span class="_ _1" /> <span class="_ _1a" />revenue <span class="_ _1b" />and <span class="_ _1a" />exp<span class="_ _1" />enses </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">effective on the<span class="_ _1" />ir account. </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">b) T<span class="_ _1" />he <span class="_ _1" />Management <span class="_ _1" />Co<span class="_ _1" />mpany <span class="_ _1" />Superfast <span class="_ _1" />Ferries<span class="_ _1" /> S<span class="_ _1" />.A.<span class="_ _1" /> <span class="_ _1" />has <span class="_ _1" />limited <span class="_ _1" />scop<span class="_ _1" />e o<span class="_ _1" />f o<span class="_ _1" />perations <span class="_ _1" />and<span class="_ _1" /> <span class="_ _1" />is <span class="_ _1" />respons<span class="_ _1" />ible, <span class="_ _1" />under </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">contractual <span class="_ _b" />agr<span class="_ _1" />eements <span class="_ _3" />with <span class="_ _3" />the <span class="_ _b" />foreign ship-owners <span class="_ _b" />compa<span class="_ _1" />nies, <span class="_ _3" />for <span class="_ _b" />various revenue <span class="_ _b" />and <span class="_ _b" />exp<span class="_ _1" />enses <span class="_ _b" />of <span class="_ _3" />the <span class="_ _3" />vess<span class="_ _1" />els </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">that operate alo<span class="_ _1" />ng internationa<span class="_ _1" />l routes. </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">At <span class="_ _1b" />the <span class="_ _1b" />end <span class="_ _1c"> </span>of <span class="_ _1b" />every<span class="_ _1" /> <span class="_ _1b" />month<span class="_ _1" />, <span class="_ _1b" />the <span class="_ _1b" />man<span class="_ _1" />agement <span class="_ _1b" />comp<span class="_ _1" />any <span class="_ _1c"> </span>transfers <span class="_ _1c"> </span>to <span class="_ _1b" />the <span class="_ _1b" />ship-<span class="_ _1" />owning <span class="_ _1b" />c<span class="_ _1" />ompanies <span class="_ _1b" />rev<span class="_ _1" />enue <span class="_ _1b" />and </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">expenses effective on t<span class="_ _1" />heir account.<span class="_ _1" /> </div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">The Management Com<span class="_ _1" />pany Superfast Ferries <span class="_ _1" />S.A. is by 100% subs<span class="_ _1" />idiary of Attic<span class="_ _1" />a Holdings S.A.<span class="_ _13" /> </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />i<span class="_ _1" />ntercompany <span class="_ _3" />transacti<span class="_ _1" />ons <span class="_ _b" />for the <span class="_ _b" />f<span class="_ _1" />iscal <span class="_ _b" />y<span class="_ _1" />ear <span class="_ _b" />2<span class="_ _1" />0<span class="_ _1" />21 between <span class="_ _b" />the parent <span class="_ _3" />company an<span class="_ _3" />d i<span class="_ _3" />ts by <span class="_ _b" />100% subsidiaries </div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">are as follows:<span class="_ _1" /> </div><div class="t m0 x11 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yc26 w9e hec"><div class="t m19 x5b hed yc27 ff2 fs26 fc0 sc0 ls0 ws0">CO<span class="_ _3" />MP<span class="_ _1" />A<span class="_ _3" />NY<span class="_ _b" /> </div></div><div class="c xa0 yc28 w9f hee"><div class="t m19 x87 hed yc29 ff2 fs26 fc0 sc0 ls0 ws0">Sha<span class="_ _13" />re<span class="_ _1" /> <span class="_ _1" />ca<span class="_ _1" />pi<span class="_ _1" />tal<span class="_ _1" /> </div><div class="t m19 x5d hed yc2a ff2 fs26 fc0 sc0 ls0 ws0">incre<span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" />e</div></div><div class="c xb4 yc28 wa0 hee"><div class="t m19 x94 hed yc29 ff2 fs26 fc0 sc0 ls0 ws0">Sha<span class="_ _13" />re<span class="_ _1" /> <span class="_ _1" />ca<span class="_ _1" />pi<span class="_ _1" />tal<span class="_ _1" /> </div><div class="t m19 xef hed yc2a ff2 fs26 fc0 sc0 ls0 ws0">re<span class="_ _1" />turn</div></div><div class="c x11 yc26 w9e hec"><div class="t m19 xf0 hed yc27 ff2 fs26 fc0 sc0 ls0 ws0">Divide<span class="_ _1" />nd<span class="_ _1" />s</div><div class="t m19 x5b hef yc2b ff1 fs26 fc0 sc0 ls0 ws0">NO<span class="_ _3" />RD<span class="_ _b" />IA M<span class="_ _1" />C<span class="_ _6d"> </span>3,300<span class="_ _f1"> </span>-<span class="_ _5c"> </span>-</div><div class="t m19 x5b hef yc2c ff1 fs26 fc0 sc0 ls0 ws0">AT<span class="_ _b" />T<span class="_ _3" />I<span class="_ _b" />CA <span class="_ _1" />FE<span class="_ _1" />RR<span class="_ _b" />IES <span class="_ _1" />MA<span class="_ _1" />RI<span class="_ _b" />T<span class="_ _b" />IME S<span class="_ _1" />.<span class="_ _1" />A.<span class="_ _134"> </span>-<span class="_ _68"> </span>6<span class="_ _b" />,<span class="_ _1" />300<span class="_ _bb"> </span>12,90<span class="_ _3" />1</div></div><div class="c x51 yc2d wa1 hee"><div class="t m19 x6f hef yc2e ff1 fs26 fc0 sc0 ls0 ws0">SUPE<span class="_ _1" />RFAST<span class="_ _b" /> <span class="_ _1" />FE<span class="_ _1" />RR<span class="_ _b" />IES <span class="_ _1" />S<span class="_ _1" />I<span class="_ _b" />NGLE M<span class="_ _1" />EM<span class="_ _1" />BE<span class="_ _1" />R </div><div class="t m19 x6f hef yc2f ff1 fs26 fc0 sc0 ls0 ws0">MA<span class="_ _1" />R<span class="_ _3" />I<span class="_ _3" />T<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S<span class="_ _1" />.A<span class="_ _1" />.</div></div><div class="c x11 yc26 w9e hec"><div class="t m19 x8 hef yc30 ff1 fs26 fc0 sc0 ls0 ws0">2,000<span class="_ _f1"> </span>-<span class="_ _5f"> </span>-</div></div><div class="c x51 yc31 wa1 hee"><div class="t m19 x6f hef yc32 ff1 fs26 fc0 sc0 ls0 ws0">BLUE S<span class="_ _1" />T<span class="_ _b" />A<span class="_ _1" />R FERR<span class="_ _3" />I<span class="_ _3" />ES<span class="_ _1" /> S<span class="_ _1" />I<span class="_ _3" />NG<span class="_ _3" />LE M<span class="_ _1" />EM<span class="_ _1" />BE<span class="_ _1" />R </div><div class="t m19 x6f hef yc33 ff1 fs26 fc0 sc0 ls0 ws0">MA<span class="_ _1" />R<span class="_ _3" />I<span class="_ _3" />T<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S<span class="_ _1" />.A<span class="_ _1" />.</div></div><div class="c x11 yc26 w9e hec"><div class="t m19 x8 hef yc34 ff1 fs26 fc0 sc0 ls0 ws0">7,000</div><div class="t m19 x32 hef yc35 ff1 fs26 fc0 sc0 ls0 ws0">-<span class="_ _5c"> </span>-</div></div><div class="c x51 yc36 wa1 hf0"><div class="t m19 x6f hef yc2e ff1 fs26 fc0 sc0 ls0 ws0">HELL<span class="_ _3" />ENI<span class="_ _b" />C S<span class="_ _1" />EA<span class="_ _1" />W<span class="_ _1" />A<span class="_ _1" />Y<span class="_ _1" />S <span class="_ _1" />SIN<span class="_ _3" />GL<span class="_ _3" />E <span class="_ _1" />ME<span class="_ _1" />MB<span class="_ _1" />E<span class="_ _1" />R<span class="_ _3" /> </div><div class="t m19 x6f hef yc2f ff1 fs26 fc0 sc0 ls0 ws0">MA<span class="_ _1" />R<span class="_ _3" />I<span class="_ _3" />T<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S<span class="_ _1" />.A<span class="_ _1" />.</div></div><div class="c x11 yc26 w9e hec"><div class="t m19 xf1 hef yc37 ff1 fs26 fc0 sc0 ls0 ws0">11<span class="_ _3" />,000</div><div class="t m19 x32 hef yc38 ff1 fs26 fc0 sc0 ls0 ws0">-<span class="_ _5c"> </span>-</div></div><div class="c x51 yc39 wa1 hee"><div class="t m19 x6f hef yc2e ff1 fs26 fc0 sc0 ls0 ws0">SUPE<span class="_ _1" />RFAST<span class="_ _b" /> <span class="_ _1" />FE<span class="_ _1" />RR<span class="_ _b" />IES <span class="_ _1" />S<span class="_ _1" />I<span class="_ _b" />NGLE M<span class="_ _1" />EM<span class="_ _1" />BE<span class="_ _1" />R </div><div class="t m19 x6f hef yc2f ff1 fs26 fc0 sc0 ls0 ws0">MA<span class="_ _1" />R<span class="_ _3" />I<span class="_ _3" />T<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S<span class="_ _1" />.A<span class="_ _1" />.</div></div><div class="c x11 yc26 w9e hec"><div class="t m19 xf2 hef yc3a ff1 fs26 fc0 sc0 ls0 ws0">-<span class="_ _f1"> </span>-<span class="_ _5c"> </span>-</div><div class="t m19 x5b hef yc3b ff1 fs26 fc0 sc0 ls0 ws0">AT<span class="_ _b" />T<span class="_ _3" />I<span class="_ _b" />CA <span class="_ _1" />B<span class="_ _1" />LU<span class="_ _b" />E<span class="_ _1" /> <span class="_ _1" />HO<span class="_ _3" />SP<span class="_ _1" />I<span class="_ _3" />T<span class="_ _b" />ALI<span class="_ _3" />T<span class="_ _b" />Y<span class="_ _1" /> S<span class="_ _1" />I<span class="_ _3" />NG<span class="_ _3" />LE S<span class="_ _1" />.<span class="_ _1" />A.<span class="_ _69"> </span><span class="ls3f">325<span class="_ _f1"> </span></span>-<span class="_ _5c"> </span>-</div></div><div class="c x51 yc3c wa1 hee"><div class="t m19 x6f hef yc3d ff1 fs26 fc0 sc0 ls0 ws0">AT<span class="_ _b" />T<span class="_ _3" />I<span class="_ _b" />CA <span class="_ _1" />NEX<span class="_ _12" />T<span class="_ _b" /> GE<span class="_ _1" />NER<span class="_ _3" />AT<span class="_ _3" />I<span class="_ _b" />ON HI<span class="_ _b" />GHSPE<span class="_ _1" />E<span class="_ _1" />D<span class="_ _3" /> </div><div class="t m19 x6f hef yc3e ff1 fs26 fc0 sc0 ls0 ws0">SIN<span class="_ _b" />GLE <span class="_ _1" />ME<span class="_ _1" />MB<span class="_ _1" />ER M<span class="_ _1" />ARI<span class="_ _b" />T<span class="_ _3" />I<span class="_ _b" />M<span class="_ _1" />E <span class="_ _1" />S<span class="_ _1" />.A<span class="_ _1" />.</div></div><div class="c x11 yc26 w9e hec"><div class="t m19 x8 hef yc3f ff1 fs26 fc0 sc0 ls0 ws0">7,500</div><div class="t m19 x32 hef yc40 ff1 fs26 fc0 sc0 ls0 ws0">-<span class="_ _5c"> </span>-</div><div class="t m19 x5b hed yc41 ff2 fs26 fc0 sc0 ls0 ws0">TOTA<span class="_ _3" />L<span class="_ _13b"> </span>31<span class="_ _3" />,125<span class="_ _68"> </span>6,300<span class="_ _a8"> </span>12,901</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xd6 h2 y2e3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y703 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9b y6bf ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y355 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />interco<span class="_ _1" />mpany <span class="_ _13" />transactions <span class="_ _13" />between <span class="_ _13" />Attica <span class="_ _13" />Group <span class="_ _13" />and <span class="_ _13" />Africa <span class="_ _1" />M<span class="_ _1" />orocco <span class="_ _13" />Links <span class="_ _13" />are <span class="_ _1" />as <span class="_ _13" />follows:<span class="_ _13" /> <span class="_ _13" />revenue<span class="_ _1" /> <span class="_ _1" /><span class="ff6">–</span> <span class="_ _13" />Euro </div><div class="t m0 x11 h2 yc42 ff1 fs0 fc0 sc0 ls2 ws0">269<span class="ls0"> k, receivab<span class="_ _1" />les Euro 14,<span class="_ _1" />878 k and liabil<span class="_ _1" />ities Euro 6<span class="ls10">80</span> k. </span></div><div class="t m0 x11 h9c yc43 ff1 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4c3 ff1 fs0 fc0 sc0 ls0 ws0">The  intercompany <span class="_ _24"> </span>bal<span class="_ _1" />ances  <span class="ff6">between  the  Group’s  </span>subsidiaries  are  written-off  in <span class="_ _24"> </span>the  Consolidated<span class="_ _1" /> <span class="_ _24"> </span>financ<span class="_ _1" />ial </div><div class="t m0 x11 h2 yc44 ff1 fs0 fc0 sc0 ls0 ws0">Statements.<span class="_ _1" /> </div><div class="t m0 x11 h2 yc45 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9c yc46 ff1 fs13 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf7d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc7d w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">125</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">6.1.1. <span class="_ _2d"> </span>Interc<span class="_ _1" />ompany transactio<span class="_ _1" />ns with the comp<span class="_ _1" />anies of Marfin Investm<span class="_ _1" />ent Group and Piraeus B<span class="_ _1" />ank<span class="_ _13" /> </div><div class="t m0 x11 h9c yc47 ff5 fs13 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yc48 wa2 hf1"><div class="t m1a xf3 hf2 yc49 ff10 fs27 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OU<span class="_ _3" />P<span class="_ _17"> </span><span class="ff1">C<span class="_ _b" />OMPA<span class="_ _1" />NY<span class="_ _88"> </span>GR<span class="_ _b" />OU<span class="_ _3" />P<span class="_ _13c"> </span>C<span class="_ _3" />OMPA<span class="_ _1" />N<span class="_ _3" />Y</span></div><div class="t m1a x6f hf2 yc4a ff1 fs27 fc0 sc0 ls0 ws0">Sales<span class="_ _e2"> </span>1<span class="_ _b" />,<span class="_ _1" />490<span class="_ _12f"> </span>-<span class="_ _13d"> </span>8<span class="_ _c6"> </span>-</div><div class="t m1a x6f hf2 yc4b ff1 fs27 fc0 sc0 ls0 ws0">Pur<span class="_ _3" />c<span class="_ _1" />ha<span class="_ _b" />s<span class="_ _13" />e<span class="_ _3" />s<span class="_ _61"> </span>1<span class="_ _3" />,307<span class="_ _12f"> </span>-<span class="_ _101"> </span>6,12<span class="_ _3" />5<span class="_ _13e"> </span>1,63<span class="_ _b" />6</div></div><div class="c x11 yc4c wa2 hf3"><div class="t m1a x6f hf2 yc4d ff1 fs27 fc0 sc0 ls0 ws0">R<span class="_ _3" />eceiv<span class="_ _7" />ab<span class="_ _3" />les <span class="_ _61"> </span><span class="ls40">380<span class="_ _fe"> </span>380<span class="_ _4c"> </span></span>52<span class="_ _3" />,902<span class="_ _5b"> </span>1<span class="_ _3" />3,32<span class="_ _3" />5</div></div><div class="c x11 yc4e wa2 hf3"><div class="t m1a x6f hf2 yc4d ff1 fs27 fc0 sc0 ls0 ws0">Pay<span class="_ _1" />ab<span class="_ _b" />l<span class="_ _1" />es <span class="_ _13f"> </span>-<span class="_ _12f"> </span>-<span class="_ _58"> </span>17<span class="_ _b" />7,<span class="_ _1" />37<span class="_ _b" />3<span class="_ _140"> </span>55<span class="_ _b" />,<span class="_ _1" />026</div></div><div class="c x4f yc4f wa3 hf3"><div class="t m1a xf4 hf2 yc50 ff10 fs27 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _b" />21</div></div><div class="c x4f yc51 wa4 hf3"><div class="t m1a x6f hf2 yc4d ff10 fs27 fc0 sc0 ls0 ws0">MA<span class="_ _1" />R<span class="_ _3" />FI<span class="_ _b" />N I<span class="_ _b" />NVES<span class="_ _1" />T<span class="_ _b" />MENT<span class="_ _12" /> <span class="_ _1" />GR<span class="_ _b" />OUP</div></div><div class="c xf5 yc51 wa5 hf3"><div class="t m1a x5e hf2 yc4d ff1 fs27 fc0 sc0 ls0 ws0">PI<span class="_ _3" />R<span class="_ _3" />AE<span class="_ _1" />U<span class="_ _3" />S <span class="_ _1" />B<span class="_ _1" />ANK <span class="_ _1" />GR<span class="_ _b" />OU<span class="_ _3" />P</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xf6 h2 yc52 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>intercompany <span class="_ _23"> </span>transactions <span class="_ _23"> </span>with <span class="_ _23"> </span>Piraeus<span class="_ _1" /> <span class="_ _23"> </span>Bank <span class="_ _1c"> </span>G<span class="_ _1" />roup <span class="_ _23"> </span>refer <span class="_ _23"> </span>to <span class="_ _1c"> </span>i<span class="_ _1" />nterest <span class="_ _23"> </span>income, <span class="_ _23"> </span>bank <span class="_ _23"> </span>financial <span class="_ _23"> </span>expenses, </div><div class="t m0 x11 h2 yc53 ff1 fs0 fc0 sc0 ls0 ws0">deposits and borro<span class="_ _1" />wings.<span class="_ _1" /> </div><div class="t m0 x11 h9 yc54 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc55 ff1 fs0 fc0 sc0 ls2 ws0">6.2.<span class="ls0"> <span class="_ _45"> </span>Partic<span class="_ _1" />ipation of the me<span class="_ _1" />mbers of the Board o<span class="_ _1" />f Directors of ATTICA HO<span class="_ _1" />LDING S.A. in the<span class="_ _1" /> Board of </span></div><div class="t m0 x36 h2 yc56 ff1 fs0 fc0 sc0 ls0 ws0">Directors of other co<span class="_ _1" />mpanies </div><div class="t m0 x11 h2 yc57 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd6 ff1 fs0 fc0 sc0 ls0 ws0">a) <span class="_ _13" />Partici<span class="_ _1" />pation <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _13" />exec<span class="_ _1" />utive <span class="_ _3e" />me<span class="_ _1" />mbers <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />Board <span class="_ _3e" />of <span class="_ _13" />D<span class="_ _1" />irectors <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />ATTICA <span class="_ _3e" />HOLDING <span class="_ _3e" />S.A. <span class="_ _3e" />in <span class="_ _3e" />the <span class="_ _13" />Board<span class="_ _1" /> <span class="_ _1a" />of </div><div class="t m0 x11 h2 yc58 ff1 fs0 fc0 sc0 ls0 ws0">Directors of other co<span class="_ _1" />mpanies<span class="_ _1" />. </div><div class="t m0 x11 h2 yc59 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc5a ff1 fs0 fc0 sc0 ls0 ws0">Mr. Spyridon Paschalis <span class="_ _3" />(Chief Executive <span class="_ _3" />Officer, executive member) was member of <span class="_ _3" />the Board of <span class="_ _b" />Direct<span class="_ _1" />ors of the </div><div class="t m0 x11 h2 yc5b ff1 fs0 fc0 sc0 ls0 ws0">Greek <span class="_ _13" />Ship-<span class="_ _1" />owners <span class="_ _13" />Ass<span class="_ _1" />ociation <span class="_ _13" />for<span class="_ _1" /> <span class="_ _13" />Passeng<span class="_ _1" />er <span class="_ _13" />Ships <span class="_ _3e" />and <span class="_ _13" />s<span class="_ _1" />ince <span class="_ _13" />February<span class="_ _1" /> <span class="_ _13" />2022 <span class="_ _13" />i<span class="_ _1" />s <span class="_ _13" />Chairman <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _1a" />Association<span class="ls4">, </span></div><div class="t m0 x11 h2 yc5c ff1 fs0 fc0 sc0 ls0 ws0">member <span class="_ _1" />of t<span class="_ _1" />he <span class="_ _1" />Board <span class="_ _1" />of D<span class="_ _1" />irectors <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />Hellenic <span class="_ _1" />Chamber <span class="_ _1" />of <span class="_ _1" />Shippin<span class="_ _1" />g and <span class="_ _1" />mem<span class="_ _1" />ber of <span class="_ _1" />the <span class="_ _1" />Board <span class="_ _1" />of <span class="_ _1" />Dir<span class="_ _1" />ectors <span class="_ _1" />of </div><div class="t m0 x11 h2 yc5d ff1 fs0 fc0 sc0 ls0 ws0">the company Africa<span class="_ _1" /> Morocco Link<span class="_ _1" />s. </div><div class="t m0 x11 h2 yc5e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc5f ff1 fs0 fc0 sc0 ls2 ws0">b)<span class="ls0"> <span class="_ _23"> </span>Participation <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _23"> </span>non-exec<span class="_ _1" />utive <span class="_ _1c"> </span>me<span class="_ _1" />mbers <span class="_ _23"> </span>of <span class="_ _23"> </span>the <span class="_ _23"> </span>Board <span class="_ _1c"> </span>o<span class="_ _1" />f <span class="_ _23"> </span>Directors <span class="_ _23"> </span><span class="ls6">in</span> <span class="_ _23"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>Board <span class="_ _1c"> </span>of <span class="_ _23"> </span>Directors <span class="_ _23"> </span>of <span class="_ _23"> </span>other<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yc60 ff1 fs0 fc0 sc0 ls0 ws0">companies. </div><div class="t m0 x11 h2 yc61 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ye5 ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _b" />George <span class="_ _3" />Efstratiadis, <span class="_ _b" />n<span class="_ _1" />on-ex<span class="_ _1" />ecutive <span class="_ _b" />member pa<span class="_ _3" />rticipate<span class="_ _1" />d <span class="_ _3" />in <span class="_ _b" />2021 <span class="_ _3" />in <span class="_ _b" />the <span class="_ _b" />Boar<span class="_ _1" />d <span class="_ _b" />of <span class="_ _3" />Directors <span class="_ _3" />of <span class="_ _b" />Marfin <span class="_ _3" />Investment </div><div class="t m0 x11 h2 yc62 ff1 fs0 fc0 sc0 ls0 ws0">Group <span class="_ _2e"> </span>Holdings<span class="_ _1" /> <span class="_ _2e"> </span>S.A. <span class="_ _2e"> </span>Mr. <span class="_ _2e"> </span>E<span class="_ _1" />ustratios <span class="_ _2e"> </span>Chatzigiannis<span class="_ _1" /> <span class="_ _2e"> </span>indep<span class="_ _1" />endent <span class="_ _2e"> </span>non-<span class="_ _1" /> <span class="_ _2e"> </span>executive <span class="_ _26"> </span>member <span class="_ _2e"> </span>and <span class="_ _2e"> </span>Mr. <span class="_ _2e"> </span>Louk<span class="_ _1" />as </div><div class="t m0 x11 h2 yc63 ff1 fs0 fc0 sc0 ls0 ws0">Papazoglou <span class="_ _1" />independent <span class="_ _1" />non<span class="_ _1" />- <span class="_ _1" />executive <span class="_ _1" />member <span class="_ _1" />are <span class="_ _1" />participated <span class="_ _1" />in t<span class="_ _1" />he Board <span class="_ _1" />of <span class="_ _1" />Directors <span class="_ _1" />of <span class="_ _1" />Marfin I<span class="_ _1" />nvestment </div><div class="t m0 x11 h2 yc64 ff1 fs0 fc0 sc0 ls0 ws0">Group in 2021.<span class="_ _1" /> </div><div class="t m0 x11 h2 yc65 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y628 ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="_ _3e" />Michael<span class="_ _1" /> <span class="_ _3e" />Sakellis,<span class="_ _1" /> <span class="_ _3e" /><span class="ls2">non</span>-<span class="_ _1" />executive <span class="_ _3e" />me<span class="_ _1" />mber, <span class="_ _1a" />was <span class="_ _1a" />chairman <span class="_ _1a" />of <span class="_ _3e" />Gr<span class="_ _1" />eek <span class="_ _3e" />Shi<span class="_ _1" />p-<span class="ff6">owners<span class="_ _1" />’ <span class="_ _3e" />Association<span class="_ _1" /> <span class="_ _3e" />for <span class="_ _1a" />Passenger<span class="_ _1" /></span> </div><div class="t m0 x11 h2 yc66 ff1 fs0 fc0 sc0 ls0 ws0">Ships <span class="_ _13" />unti<span class="_ _1" />l <span class="_ _13" />February <span class="_ _3e" />2022 <span class="_ _13" />where <span class="_ _3e" />he <span class="_ _3e" />w<span class="_ _1" />as <span class="_ _13" />awarded <span class="_ _3e" />the <span class="_ _3e" />title <span class="_ _13" />of <span class="_ _13" />Ho<span class="_ _1" />norary <span class="_ _13" />Ch<span class="_ _1" />airman <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _3e" />Board<span class="_ _1" /> <span class="_ _13" />an<span class="_ _1" />d <span class="_ _13" />member<span class="_ _1" /> <span class="_ _13" />of </div><div class="t m0 x11 h2 y9ec ff1 fs0 fc0 sc0 ls0 ws0">Hellenic Chamber of <span class="_ _1" />Shipping.<span class="_ _1" /> </div><div class="t m0 x11 h97 y5e3 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc67 ff1 fs0 fc0 sc0 ls2 ws0">6.3. <span class="ls0"> <span class="_ _35"> </span>Guarantees<span class="_ _1" /> </span></div><div class="t m0 x11 h8 y189 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc68 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />parent company <span class="_ _3" />has provided gu<span class="_ _3" />arantees to <span class="_ _3" />the lending <span class="_ _3" />banks for <span class="ff6">rep<span class="_ _3" />ayment of <span class="_ _3" />loans of <span class="_ _b" />the Group’s vessels </span></div><div class="t m0 x11 h2 y61d ff1 fs0 fc0 sc0 ls0 ws0">amounting to Euro <span class="_ _1" />352,503 <span class="lsb">k.</span> </div><div class="t m0 x11 h2 yc69 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
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+0VFRWj/u0PX50w/8s3P5RKtZ5Sf/apnwiDFo/97n0vr1q9ZodP1dDQ8KfHn7njn3vS5eNGn5CZ2rZPsD7su7mszBYMAECTbcH92FOT56xNNL/S6lGF8QHdstvzLBsqG2at2TZnZkVZ+pbfP/ijb17efJ1/P3fkV+55u+l6T1WJcPT1E885qqBfQV73/E6ZGfHBBxWe8Mljmj9kyOBBg7sGS5sV7D0zN0/5/M/PO6pgSP/uHXKycnOyzjz1hC5duuzWZz7jpCPjjy1ONfsbxaSFtYM/d+uZI7sP6dctr2N243SgZCq9uaJ66fqyf7yzaVlZFATBtOUNI8ff9rVxg7/51c81nYNyxLDDRg/Knr582w9e5xenBl1xf7/82OCCrG6dMmNBGARBfTJVXNHwXnGiKrGHfxvJzMw8NHPDgvTAD/bLYtNen3vRWafbiAEAaBH3NTW1V9w1O93ywlV/+sEFR4wc3p5nKSou7nfpvU0Pj4Lw5r+vOu3YWaNPOr5pncs+f+5/PTl/Uem24+7LyqI7pm4Mgm0/FF12X7dBBw9supmVlTXx2586/T//kW72c94VLR81bvI7U+7+7m595pHDh373zL63Pd9ijs3ysuiuGaVBsIu/XSwqTd/w6JILxq0deNCApoU3XTpq+i1Tm6+WDsLVFdHqivogaHVWnA816+mkId0XLNp2c/aqqotswgAAfGDr4edX5q9odZKca0Z1a89ZXxoV9u79i88Pbj47JQrCr/72hfr6Fml7+zWnFHTY2fNUVFa1WjL6pOP/8eOxB+W3+ZBVmxv24GPfeuMVD3396L55u53aXbKjb4zu0aewd/OF4047+fmbTvvC0Xkf4qSa7XLycUd3Tm7b/ViV7tXW/B8AAA7cuK9NtJjI3iM3uPNHX9utSzt952vjD+3R4kJXRVvSrSayf3rs6BWPffums/vmxHc8wT0W28ErnnHqqGm3X35cvx2Hc8Z2l+HKarkoMyO2oxeKfemz58y847JTB2WFQXsn8Z81NHfVY9+688dfz8rKanXXmWNOeezX33rt1xedN6JD9q4uGluQG507vMVezvAB7bpgbYcOHb563LYdnWQs587n5tqIAQBoFDb29+ay8vE3TSj74FyTl5x88A1XX7K7z3X/Y3+/e/KCrRmaHf/2xceee+aYHa455+15v/vLtBcWVBRXb6v5Xh2j9/98Q17eji/dGkXRn5+cNOH5dxYUJzbVRo1z98MguvWiQT+89kvN13zl9Tmn/7/JjXsreVnB9NsuPPrIkTt524uXLP3DYy88O2/Tmop0aruTBYVBNKhr7Kwjeow7bsjZZ4zOyNj1wfmi4uIZs+au2VC2tqSysjaRSKbCMMzJjHfvnDOoT/dD+vc67pgjcnNz73rwyTcWF0VR1DM/9+c3fmX7HYa2xuGKO2fUZHT54Gbqp2M6DTvsUJsyAABh9BFdGWoPRFFUVVVVW1vXkEikUqlePQtycnLa+aiq6upkMhWPx3Z4odaNG0uqa2rCMCzo0b1jx47tfD91dXWVlVsSyUTjVWZjsVhOdnZeXqf2vKuP0+0PPvNazUFNN3ski26/+rTs7GxbMwCAuI+Mwr7lvYWLfzK9xY8Z/m1EzZhTTjAyAAAHuJgh2OcMHTK4U3JT8yXzV5YYFgAAMvbXD1ZdXb185eowDAt79ezevdvH+dLLV6xct6E0CIJu+XmDBg7Izc3dgycpKi6uqqo5dPCg7e+Kx+PfGNX99ldrE/GtzzyvIq+6urr9E5AAANgv7Z/Tch59atLlf5yTSDf+6DY94cojrxx/wcfz0lNnzrp7fmYUy/hgfFM9U8WXntD7hGOPbv+TTJn26oSFHWJR+rSuRV+5YMwOdw/uf2Ly5NK+TTdP7Ljqhi+fa4MGADiQ7YfTckpKSr858c3j+me9dPMZ0376qW+NLTxsUN+P56Wrqqrum5tqKvsgCKIwviGj73+/kbrr0ecSiUQ7n+fFhZvDMBbFMqZW9L924usLFi3Zfp3PffqUeGrbzPvZlT1ramps0AAAB7L97cj95s1lo6/943GD8if+7Nrtz9O/YNHiSdPfPGroQTPeWpLXMfvGq7+4YcPGl159c8nqjfmdcs4fe0Lj9XHve+SpK794QePDn3x2Su8e3UadcOyv7nlk5CF9l6wqLq2o6VeQ//lzxnTt2qXV89/3+KQpm/u19d4KU2u/Pm7I0CGDd/kpnnnh5f9dnNqSsfXk95mp2iFZG0b27TTmpGO6dtn2ordOfHpeYmDTzYv7bvzCuWfYpgEADlj725H7JydPe29j+suf/kQYhrW1tUXFxU3/JRKJ95as/MHjS/9j4suFPTof2r/X2nXrD7n8nusmzomiaMpba8Z99+FkMhkEwcQXFqXTW69s9eT0ha/MXRwEwa+fXXbebdPfXrqxa17OAy8uGXrZ78vLy5u/dBRFMzfubNZ7Ubzfzf8sn/P2/F1+inPHjb7v2tOOzFzZeDMRz30vNfAvq3vc8PA7k16c0bQ/Nnp4i9OAvrI6YYMGADiQ7W8/qN1UUR0EQee8jkEQPPb3F746YV7TXW/99sIgCFJBeN/3zj9i5PAgCO5+6G+ZsXDWHZc2/m519JW/eOiJ56645Py2nvzzx+Q/8F/XB0FwwRkrB1/14PTX3jz/rLFN905+aWZNRtedv710LGvSnBXHHn3ELj9IGIbfu+ysux//x8zy3lF86/WtajLyH3g/eH3ZM9/94pi8vE79+vQK5m3bwdgY61lSUlJQUGCzBgA4MO1vR+5POmpIPIzeXbIqCILzxp085zfnz/nN+d8a0zMvKxg4oF8QBHlZUWPZB0GwdG3pZz/RtemMNKcMK5jy5orGfzcdHU+l07EPpveccvjWKTeDDh44vGd85frSbXsO8955dFF8l28vnqofdVjPdn6WzMzM6y89567xh5zWeXVWqrpp+aL0wKsfWnz9H56/a9K8FnsOYebPHp9dVVVlswYAEPf7g9EnHXf1yT1+/sT86urq7t27feKoI4458vBZS8u+feaAxiny8Wbz8Af27vq/czevXbeu8eas90tHH94vCIJO2Rmz5swNgiCdTr+xsrpnt7zGFV5fuHXNFStXLdiYGtB765z4RCJxx4yy+ninXby5KH31Eamxo0/crU/UrWvXb4w/Z+JVx4zrujaW3jrxJh3L3JDRZ2V4UKuVi+L97vrrSzZrAIAD0354nvvf3XT19391/7Av/faIvrlBECwrqRs7vMd/Xndp473xZrszl14wbt7yDWfe+MCAblmlVYljBuZfc+mFQRB89cyRl/5y8uCCl+qT6RGFOWedtjXH311bdfrVv8jvkLFmc/2N4wo/PWZU4/Jn/zmz9oMfv+6k7M/ptWHMKWfu2YfKzs6++gtnn7hg0VOvLlnY0DsZy2lrzTm1/RYsWjJ86BAbNwDAgWb/PM99EATpdHreOwvi8djQIYOzsrbOWa+vr6+qqt7+mlalpZu6dMnPyGh2Csso2ry5LCsrMy9v62H7Xufecuc1x5//6dM3lpT0LCjIzMxsWvmGO59bF++/kzcTSye+flTq1JOO+0g+2rx3F/xm2qa6jPy2Vjg+d+WNl59n4wYAONDst1eojcViRx85stXC7Ozs7Ozs7Vfu0aP1cfcwDHd4XdvMzMy+ffo0X1JeUVEU9tr5mxnVef2pJ31kV5g6cuTw3w+o/J//nf56db8o3MFE/2VbcmzZAAAHoJgh+DDq6+tv/fPL6VjWju+Oot6pdV8YUPr1S876aF83v3PnGy4794cnZx2esbJDsqzVvaXxnpNefNm3AwBwoNlvp+V85IqKi7vk5+fm5jZfuPOrVg2Prbz5mv/z6TFRFP32wWdn1bb4ce3Q2MqfXmNmDgDAgcWR+/Yq7N27Vdknk8kZG/PaWr9LcsP1nz3549g/C8MbLz/3uiPrCpLrG5fE0/Wf+cQAXxkAwIHGkfs998L0Vycs3MHpL/OSpRcPyzzjlOObfsj7sSndtKm6uiY/v3OX/HxfEADAgSbDEOyx198vDYLWcZ+TrLj5gsP69+v7L3lLPbp379G9u68GAEDcs3vW1eW0Gr8OyfKfX3xon8JCgwMAgLjfZyxasrQs3rPpZhilDg7XXnnWCGUPAIC438c8P2thFG49QU1Wqvp7p3Y5YuS5hgUAAHG/7xlY0Omtisp4kDoou+ILpw8bdtihxgQAgH8tZ8sBAID9hPPcAwCAuAcAAMQ9AAAg7gEAAHEPAAAAAAB7P6fCBACA/YRpOQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHtDAAAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAA7EyGIWgShqFBAAiCIIoigwCwL3LkHgAA9hOhwzMAALB/cOQeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxbwgAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAECM4sIAABLlSURBVADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAwH4twxA0CcPQIADAXiiKIoMA7eHIPQAA7CdCu8IAALB/cOQeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxbwgAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAPYeGYagSRiGBgFgLxFFkUEA2O2g9f+eAACwfzAtBwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcW8IAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIe0MAAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOL+/7dbhzYAADAIBNP9h6YT4Gqa3Fkc6gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxL0LAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIexcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAADowLAADgkSRtWhGDvvwMfo4VAAAAAElFTkSuQmCC" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">126</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">6.4. <span class="ls0"> <span class="_ _35"> </span><span class="ff6">Board of Direc<span class="_ _1" />tors and Exe<span class="_ _1" />cutive Directors’ Fe<span class="_ _1" />es</span> </span></div><div class="t m0 x11 h97 yc6a ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc6b ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Board <span class="_ _12" />o<span class="_ _1" />f <span class="_ _12" />D<span class="_ _1" />irectors <span class="_ _b" />and <span class="_ _b" />Executive<span class="_ _1" /> <span class="_ _12" />D<span class="_ _1" />irectors’ <span class="_ _12" />F<span class="_ _1" />ees <span class="_ _b" />include <span class="ff1">gross <span class="_ _12" />salaries<span class="_ _1" />, <span class="_ _12" />f<span class="_ _1" />ees, <span class="_ _12" />s<span class="_ _1" />ocial <span class="_ _12" />s<span class="_ _1" />ecurity <span class="_ _b" />costs <span class="_ _b" />and <span class="_ _b" />relat<span class="_ _1" />ed </span></div><div class="t m0 x11 h2 y335 ff1 fs0 fc0 sc0 ls0 ws0">expenses and stood at E<span class="_ _1" />uro 2.5 ml<span class="_ _1" />n in 2021 (20<span class="ls10">20<span class="ls1">: </span></span>2.4 mln).<span class="_ _1" /> </div><div class="t m0 x11 h2 yc6c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya35 ff1 fs0 fc0 sc0 ls0 ws0">Furthermore, <span class="_ _26"> </span>provis<span class="_ _1" />ions <span class="_ _26"> </span>for <span class="_ _26"> </span>post-r<span class="_ _1" />etirement <span class="_ _26"> </span>benefit<span class="_ _1" />s, <span class="_ _26"> </span>based <span class="_ _26"> </span>on <span class="_ _26"> </span>the <span class="_ _26"> </span>decision <span class="_ _26"> </span>of<span class="_ _1" /> <span class="_ _26"> </span>the <span class="_ _26"> </span>General<span class="_ _1" /> <span class="_ _26"> </span>Meeting <span class="_ _26"> </span>of </div><div class="t m0 x11 h2 ybae ff1 fs0 fc0 sc0 ls0 ws0">Shareholders dated 16.<span class="_ _1" />5.2017, stood at Euro <span class="_ _13" /><span class="ls2">0.06</span> mln in 20<span class="_ _1" />21 (2020: 0.1<span class="_ _1" />4 mln). </div><div class="t m0 x11 h2 y609 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 yc6d ff2 fs0 fc0 sc0 ls2 ws0">7. <span class="ls0"> <span class="_ _ab"> </span>Notes to the Financi<span class="_ _1" />al Statements for th<span class="_ _1" />e period 1.1.202<span class="_ _13" />1- 31.12.2021<span class="_ _1" /> </span></div><div class="t m0 x11 h9 y5cf ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc6e ff1 fs0 fc0 sc0 ls2 ws0">7.1.<span class="ls0"> <span class="_ _45"> </span>Operati<span class="_ _1" />ng Segments <span class="_ _1" /><span class="ff6">–</span> Geograph<span class="_ _1" />ical Segment Report<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y656 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc6f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />Group applies <span class="_ _b" />IFRS <span class="_ _3" />8 <span class="_ _b" />"Operating S<span class="_ _3" />egments"<span class="_ _1" />, <span class="_ _3" />which <span class="_ _b" />requ<span class="_ _1" />ires <span class="_ _b" />the <span class="_ _3" />definition <span class="_ _b" />o<span class="_ _1" />f <span class="_ _b" />operating <span class="_ _3" />segments <span class="_ _3" />to <span class="_ _b" />be <span class="_ _3" />based </div><div class="t m0 x11 h2 yc70 ff1 fs0 fc0 sc0 ls0 ws0">on the "management approach". In addition, financial information is <span class="_ _3" />required to be reported on <span class="_ _3" />the same basis as </div><div class="t m0 x11 h2 y7c ff1 fs0 fc0 sc0 ls0 ws0">it is <span class="_ _3" />used internally. The Board of <span class="_ _3" />Direct<span class="_ _1" />ors is the main decision maker regarding the Group's <span class="_ _3" />business decisions.<span class="_ _13" /> </div><div class="t m0 x11 h2 yc71 ff1 fs0 fc0 sc0 ls0 ws0">Taking into <span class="_ _1" />cons<span class="_ _1" />ideration <span class="_ _1" />the <span class="_ _1" />aforementioned, <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />purposes <span class="_ _1" />of s<span class="_ _1" />egment<span class="_ _1" /> <span class="_ _1" />repor<span class="_ _1" />ting, <span class="_ _1" />it s<span class="_ _1" />hould b<span class="_ _1" />e noted <span class="_ _1" />that<span class="_ _1" /> the </div><div class="t m0 x11 h2 ybb6 ff1 fs0 fc0 sc0 ls0 ws0">Group operates in pass<span class="_ _1" />enger shipping in d<span class="_ _1" />ifferent geographical areas<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x11 h2 yc72 ff1 fs0 fc0 sc0 ls0 ws0">The geographical al<span class="_ _1" />location of the Group's <span class="_ _1" />operat<span class="_ _1" />ions is as fol<span class="_ _1" />lows: </div><div class="t m0 x11 h2 yc73 ff1 fs0 fc0 sc0 ls0 ws0">a) Domestic Routes<span class="_ _1" /> </div><div class="t m0 x11 h2 y8f8 ff1 fs0 fc0 sc0 ls0 ws0">b) International Routes<span class="_ _1" /> </div><div class="t m0 x11 hb yc74 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s ves<span class="_ _1" />sels provid<span class="_ _1" />e transportation <span class="_ _1" />services <span class="_ _1" />to passengers, privat<span class="_ _1" />e vehicles, <span class="_ _1" />which constitute <span class="_ _1" />mainly <span class="_ _1" />the </div><div class="t m0 x11 h2 y6e7 ff1 fs0 fc0 sc0 ls0 ws0">tourism sales as well as fre<span class="_ _1" />ight s<span class="_ _1" />ales. </div><div class="t m0 x11 h2 yc75 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />tourist<span class="_ _1" /> <span class="_ _1" />volumes <span class="_ _13" />are <span class="_ _1" />hi<span class="_ _1" />ghly <span class="_ _1" />seaso<span class="_ _1" />nal. <span class="_ _1" />The <span class="_ _13" />highest <span class="_ _1" />t<span class="_ _1" />raffic <span class="_ _1" />for <span class="_ _1" />p<span class="_ _1" />assengers <span class="_ _1" />and<span class="_ _1" /> <span class="_ _1" />vehicles <span class="_ _1" />is<span class="_ _1" /> <span class="_ _1" />observed <span class="_ _13" />during <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 yc76 ff1 fs0 fc0 sc0 ls0 ws0">months of J<span class="_ _1" />uly to <span class="_ _1" />September, <span class="_ _1" />while the <span class="_ _1" />lowest traffic <span class="_ _1" />for <span class="_ _1" />passengers and <span class="_ _1" />vehicles <span class="_ _1" />is observed <span class="_ _1" />from Novem<span class="_ _1" />ber to </div><div class="t m0 x11 h2 y458 ff1 fs0 fc0 sc0 ls0 ws0">February. <span class="_ _2e"> </span>In <span class="_ _2f"> </span>contr<span class="_ _1" />ast, <span class="_ _2f"> </span>frei<span class="_ _1" />ght <span class="_ _2f"> </span>sales <span class="_ _2e"> </span>are <span class="_ _2e"> </span>equally <span class="_ _2e"> </span>allocated <span class="_ _2f"> </span>d<span class="_ _1" />uring <span class="_ _2f"> </span>th<span class="_ _1" />e <span class="_ _2f"> </span>entire <span class="_ _2e"> </span>year <span class="_ _2e"> </span>and <span class="_ _2f"> </span>record <span class="_ _2e"> </span>much <span class="_ _2e"> </span>lower  <span class="_ _13" /> </div><div class="t m0 x11 h2 yc77 ff1 fs0 fc0 sc0 ls0 ws0">seasonality. </div><div class="t m0 x11 h2 yc78 ff1 fs0 fc0 sc0 ls0 ws0">The results and other i<span class="_ _1" />nformation per seg<span class="_ _1" />ment for the period 1.<span class="_ _1" />1.202<span class="_ _1" />1 <span class="ff6">–</span> 31.12<span class="_ _1" />.2021 are as fo<span class="_ _1" />llows: </div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">127</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd9 h9b yc79 ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9b yc7a ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9b yc7b ff1 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yc7c wa6 hf4"><div class="t m1b x6f hf5 yc7d fff fs28 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div><div class="t m1b x6f hf6 yc7e ff10 fs28 fc0 sc0 ls0 ws0">Geo<span class="_ _b" />gra<span class="_ _3" />ph<span class="_ _3" />ic<span class="_ _1" />al S<span class="_ _1" />eg<span class="_ _3" />ment</div></div><div class="c xf7 yc7f wa7 hf7"><div class="t m1b x87 hf6 yc80 ff10 fs28 fc0 sc0 ls0 ws0">D<span class="_ _3" />omest<span class="_ _1" />ic<span class="_ _1" /> </div><div class="t m1b xab hf6 yc81 ff10 fs28 fc0 sc0 ls0 ws0">R<span class="_ _3" />ou<span class="_ _3" />tes</div></div><div class="c xf8 yc7f wa8 hf7"><div class="t m1b x6f hf6 yc80 ff10 fs28 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _3" />na<span class="_ _b" />t<span class="_ _1" />ional </div><div class="t m1b x82 hf6 yc81 ff10 fs28 fc0 sc0 ls0 ws0">R<span class="_ _3" />ou<span class="_ _3" />tes</div></div><div class="c x11 yc7f wa6 hf7"><div class="t m1b xf9 hf6 yc82 ff10 fs28 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />*<span class="_ _93"> </span>T<span class="_ _3" />otal</div></div><div class="c x11 yc7c wa6 hf4"><div class="t m1b x6f hf5 yc83 fff fs28 fc0 sc0 ls0 ws0">Incom<span class="_ _1" />e<span class="_ _13" /> e<span class="_ _13" />l<span class="_ _1" />e<span class="_ _1" />m<span class="_ _1" />e<span class="_ _13" />nts</div><div class="t m1b x6f hf6 yc84 ff10 fs28 fc0 sc0 ls0 ws0">Far<span class="_ _3" />es<span class="_ _139"> </span>2<span class="_ _b" />13,325<span class="_ _d8"> </span>68,92<span class="_ _3" />7<span class="_ _cd"> </span>-<span class="_ _94"> </span>2<span class="_ _3" />82<span class="_ _3" />,252</div><div class="t m1b x6f hf6 yc85 ff10 fs28 fc0 sc0 ls0 ws0">On-<span class="_ _b" />boa<span class="_ _3" />rd<span class="_ _b" /> <span class="_ _1" />S<span class="_ _1" />ales<span class="_ _141"> </span>5,567<span class="_ _4f"> </span>2,582<span class="_ _cd"> </span>-<span class="_ _8a"> </span>8,14<span class="_ _3" />9</div><div class="t m1b x6f hf6 yc86 ff10 fs28 fc0 sc0 ls0 ws0">T<span class="_ _b" />otal Rev<span class="_ _7" />enu<span class="_ _3" />e<span class="_ _142"> </span>21<span class="_ _3" />8,89<span class="_ _3" />2<span class="_ _143"> </span>71<span class="_ _3" />,509<span class="_ _cd"> </span>-<span class="_ _94"> </span>2<span class="_ _b" />90,401</div><div class="t m1b x6f hf6 yc87 ff10 fs28 fc0 sc0 ls0 ws0">Ope<span class="_ _b" />rating Ex<span class="_ _13" />pe<span class="_ _b" />ns<span class="_ _1" />es<span class="_ _10b"> </span>-19<span class="_ _3" />2,33<span class="_ _3" />3<span class="_ _13c"> </span>-6<span class="_ _3" />7,002<span class="_ _54"> </span>-<span class="_ _8d"> </span>-<span class="_ _b" />259,33<span class="_ _3" />5</div><div class="t m1b x6f hf6 yc88 ff10 fs28 fc0 sc0 ls0 ws0">Adminis<span class="_ _1" />t<span class="_ _1" />ra<span class="_ _3" />tion &amp;<span class="_ _1" /> <span class="_ _1" />D<span class="_ _3" />is<span class="_ _1" />t<span class="_ _1" />rib<span class="_ _3" />ution Ex<span class="_ _13" />pe<span class="_ _b" />ns<span class="_ _1" />es<span class="_ _12e"> </span>-3<span class="_ _3" />1,99<span class="_ _3" />5<span class="_ _13c"> </span>-1<span class="_ _3" />0,842<span class="_ _7f"> </span>-<span class="_ _3" />1,06<span class="_ _3" />6<span class="_ _52"> </span>-43<span class="_ _3" />,903</div><div class="t m1b x6f hf6 yc89 ff10 fs28 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />rev<span class="_ _7" />enu<span class="_ _3" />e /<span class="_ _1" /> <span class="_ _1" />expen<span class="_ _3" />ses<span class="_ _144"> </span>3,077<span class="_ _4f"> </span>1,224<span class="_ _b8"> </span><span class="ls41">11<span class="_ _62"> </span></span>4,31<span class="_ _3" />2</div></div><div class="c x11 yc8a wa6 hf8"><div class="t m1b x6f hf6 yc8b ff10 fs28 fc0 sc0 ls0 ws0">Earn<span class="_ _3" />ing<span class="_ _3" />s<span class="_ _1" /> bef<span class="_ _b" />ore<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />ax<span class="_ _1" />es,<span class="_ _1" /> <span class="_ _1" />inv<span class="_ _12" />e<span class="_ _3" />s<span class="_ _1" />ti<span class="_ _1" />ng<span class="_ _3" /> and<span class="_ _3" /> fina<span class="_ _b" />nc<span class="_ _1" />ial <span class="_ _1" />re<span class="_ _b" />s<span class="_ _1" />ult<span class="_ _1" />s</div><div class="t m1b x1e hf6 yc8c ff10 fs28 fc0 sc0 ls0 ws0">-2<span class="_ _3" />,360<span class="_ _145"> </span>-5<span class="_ _3" />,111<span class="_ _7f"> </span>-<span class="_ _3" />1,05<span class="_ _3" />5<span class="_ _6f"> </span>-8<span class="_ _3" />,525</div></div><div class="c x11 yc7c wa6 hf4"><div class="t m1b x6f hf6 yc8d ff10 fs28 fc0 sc0 ls0 ws0">Finan<span class="_ _b" />c<span class="_ _1" />i<span class="_ _1" />al results<span class="_ _146"> </span>-2<span class="_ _3" />3,39<span class="_ _3" />3<span class="_ _145"> </span>-9,15<span class="_ _3" />5<span class="_ _7f"> </span>-6<span class="_ _3" />,909<span class="_ _52"> </span>-39<span class="_ _3" />,457</div><div class="t m1b x6f hf6 yc8e ff10 fs28 fc0 sc0 ls0 ws0">I<span class="_ _b" />m<span class="_ _1" />pa<span class="_ _3" />irmen<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _147"> </span>-5<span class="_ _3" />35<span class="_ _ed"> </span>-<span class="_ _73"> </span>-5<span class="_ _3" />35</div><div class="t m1b x6f hf6 yc8f ff10 fs28 fc0 sc0 ls0 ws0">Prof<span class="_ _b" />it<span class="_ _1" /> <span class="_ _1" />(lo<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" />) on<span class="_ _3" /> s<span class="_ _1" />ale of<span class="_ _3" /> as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _148"> </span><span class="ls41">415<span class="_ _55"> </span>143<span class="_ _52"> </span></span>-<span class="_ _b5"> </span><span class="ls41">558</span></div></div><div class="c x11 yc90 wa9 hf9"><div class="t m1b x6f hf6 yc91 ff10 fs28 fc0 sc0 ls0 ws0">Shar<span class="_ _3" />e in net <span class="_ _1" />pr<span class="_ _3" />of<span class="_ _b" />it<span class="_ _1" /> (loss<span class="_ _1" />) of<span class="_ _3" /> c<span class="_ _1" />ompan<span class="_ _3" />ies <span class="_ _1" />acc<span class="_ _13" />ou<span class="_ _b" />nt<span class="_ _1" />ed<span class="_ _3" /> fo<span class="_ _3" />r<span class="_ _3" /> </div><div class="t m1b x6f hf6 yc92 ff10 fs28 fc0 sc0 ls0 ws0">by <span class="_ _1" />t<span class="_ _1" />he<span class="_ _3" /> equity<span class="_ _1" /> <span class="_ _1" />method</div></div><div class="c x11 yc7c wa6 hf4"><div class="t m1b xbc hf6 yc93 ff10 fs28 fc0 sc0 ls0 ws0">-1<span class="_ _3" />,208<span class="_ _13f"> </span>-1<span class="_ _b" />,<span class="_ _1" />208</div></div><div class="c x11 yc94 wa9 hf9"><div class="t m1b x6f hf6 yc91 ff10 fs28 fc0 sc0 ls0 ws0">Earn<span class="_ _3" />ing<span class="_ _3" />s<span class="_ _1" /> bef<span class="_ _b" />ore<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />ax<span class="_ _1" />es,<span class="_ _1" /> <span class="_ _1" />inv<span class="_ _12" />e<span class="_ _3" />s<span class="_ _1" />ti<span class="_ _1" />ng<span class="_ _3" /> and<span class="_ _3" /> fina<span class="_ _b" />nc<span class="_ _1" />ial <span class="_ _1" />re<span class="_ _b" />s<span class="_ _1" />ult<span class="_ _1" />s<span class="_ _1" />,<span class="_ _1" /> </div><div class="t m1b x6f hf6 yc92 ff10 fs28 fc0 sc0 ls0 ws0">de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iati<span class="_ _1" />on<span class="_ _3" /> and<span class="_ _3" /> amortiz<span class="_ _1" />ation</div></div><div class="c x11 yc7c wa6 hf4"><div class="t m1b x70 hf6 yc95 ff10 fs28 fc0 sc0 ls0 ws0">34<span class="_ _3" />,717<span class="_ _4a"> </span>6,68<span class="_ _3" />9<span class="_ _7f"> </span>-1<span class="_ _3" />,017<span class="_ _149"> </span>40<span class="_ _3" />,389</div><div class="t m1b x6f hf6 yc96 ff10 fs28 fc0 sc0 ls0 ws0">Prof<span class="_ _b" />it<span class="_ _1" />/<span class="_ _1" />Lo<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" /> bef<span class="_ _b" />ore<span class="_ _b" /> <span class="_ _1" />T<span class="_ _b" />ax<span class="_ _1" />es<span class="_ _10f"> </span>-2<span class="_ _3" />5,873<span class="_ _c7"> </span>-15<span class="_ _b" />,<span class="_ _1" />331<span class="_ _7f"> </span>-<span class="_ _3" />7,964<span class="_ _52"> </span>-4<span class="_ _3" />9,16<span class="_ _3" />7</div><div class="t m1b x6f hf6 yc97 ff10 fs28 fc0 sc0 ls0 ws0">I<span class="_ _b" />nc<span class="_ _1" />ome t<span class="_ _1" />axes<span class="_ _14a"> </span>-1<span class="_ _3" />34<span class="_ _77"> </span>-11<span class="_ _3" />7<span class="_ _49"> </span>0<span class="_ _5d"> </span>-2<span class="_ _3" />51</div><div class="t m1b x6f hf6 yc98 ff10 fs28 fc0 sc0 ls0 ws0">Prof<span class="_ _b" />it<span class="_ _1" />/<span class="_ _1" />Lo<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" /> af<span class="_ _3" />ter T<span class="_ _b" />axes<span class="_ _7b"> </span>-<span class="_ _3" />26<span class="_ _3" />,007<span class="_ _13c"> </span>-1<span class="_ _3" />5,44<span class="_ _3" />8<span class="_ _7f"> </span>-7<span class="_ _3" />,964<span class="_ _52"> </span>-49<span class="_ _3" />,418</div></div><div class="c x11 yc99 wa6 hfa"><div class="t m1b x6f hf6 yc9a ff10 fs28 fc0 sc0 ls0 ws0">C<span class="_ _3" />ust<span class="_ _1" />omer<span class="_ _3" /> geo<span class="_ _3" />gr<span class="_ _3" />ap<span class="_ _b" />hic<span class="_ _1" /> <span class="_ _1" />dis<span class="_ _1" />tribution</div></div><div class="c x11 yc9b wa6 hfa"><div class="t m1b x6f hf6 yc9a ff10 fs28 fc0 sc0 ls0 ws0">Gr<span class="_ _3" />ee<span class="_ _3" />c<span class="_ _1" />e<span class="_ _14b"> </span>26<span class="_ _3" />4,06<span class="_ _3" />0</div></div><div class="c x11 yc9c wa6 hfa"><div class="t m1b x6f hf6 yc9a ff10 fs28 fc0 sc0 ls0 ws0">Euro<span class="_ _3" />pe<span class="_ _14c"> </span>20<span class="_ _3" />,064</div></div><div class="c x11 yc9d wa6 hfa"><div class="t m1b x6f hf6 yc9a ff10 fs28 fc0 sc0 ls0 ws0">T<span class="_ _b" />hir<span class="_ _3" />d c<span class="_ _1" />oun<span class="_ _b" />t<span class="_ _1" />ries<span class="_ _14d"> </span>6,277</div></div><div class="c x11 yc7c wa6 hf4"><div class="t m1b x6f hf6 yc9e ff10 fs28 fc0 sc0 ls0 ws0">T<span class="_ _b" />otal Fare<span class="_ _3" />s<span class="_ _1" /> &amp;<span class="_ _1" /> <span class="_ _1" />T<span class="_ _b" />ra<span class="_ _3" />v<span class="_ _12" />el A<span class="_ _1" />ge<span class="_ _3" />ncy<span class="_ _1" /> <span class="_ _1" />S<span class="_ _1" />er<span class="_ _b" />v<span class="_ _12" />ic<span class="_ _1" />es<span class="_ _cc"> </span>2<span class="_ _3" />90<span class="_ _3" />,401</div></div><div class="c xf7 yc9f waa hfa"><div class="t m1b xfa hf5 yc9a fff fs28 fc0 sc0 ls0 ws0">1.1-<span class="_ _3" />31<span class="_ _3" />.12.202<span class="_ _3" />0</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xd9 h2 yca0 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfc yca2 fff fs29 fc0 sc0 ls0 ws0"> GROU<span class="_ _b" />P</div><div class="t m1c x6f hfd yca3 ff10 fs29 fc0 sc0 ls0 ws0">Geo<span class="_ _b" />gra<span class="_ _3" />ph<span class="_ _3" />ic<span class="_ _1" />al S<span class="_ _1" />eg<span class="_ _3" />ment</div></div><div class="c x1c yca4 wac hfe"><div class="t m1c x87 hfd yca5 ff10 fs29 fc0 sc0 ls0 ws0">D<span class="_ _3" />omest<span class="_ _1" />ic<span class="_ _1" /> </div><div class="t m1c xab hfd yca6 ff10 fs29 fc0 sc0 ls0 ws0">R<span class="_ _3" />ou<span class="_ _3" />tes</div></div><div class="c xfb yca4 wad hfe"><div class="t m1c x6f hfd yca5 ff10 fs29 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _3" />na<span class="_ _b" />t<span class="_ _1" />ional </div><div class="t m1c x82 hfd yca6 ff10 fs29 fc0 sc0 ls0 ws0">R<span class="_ _3" />ou<span class="_ _3" />tes</div></div><div class="c x11 yca4 wab hfe"><div class="t m1c xfc hfd yca7 ff10 fs29 fc0 sc0 ls0 ws0">Other<span class="_ _b" />* <span class="_ _c7"> </span>T<span class="_ _b" />ot<span class="_ _1" />al</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfc yca8 fff fs29 fc0 sc0 ls0 ws0">Incom<span class="_ _1" />e<span class="_ _13" /> e<span class="_ _13" />l<span class="_ _1" />e<span class="_ _1" />m<span class="_ _1" />e<span class="_ _13" />nts</div><div class="t m1c x6f hfd yca9 ff10 fs29 fc0 sc0 ls0 ws0">Far<span class="_ _3" />es</div></div><div class="c x11 ycaa wab hff"><div class="t m1c xfd hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">25<span class="_ _3" />5,74<span class="_ _3" />5<span class="_ _b8"> </span>80,720<span class="_ _77"> </span>-<span class="_ _af"> </span>33<span class="_ _3" />6,46<span class="_ _3" />5</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycac ff10 fs29 fc0 sc0 ls0 ws0">On-<span class="_ _b" />boa<span class="_ _3" />rd<span class="_ _b" /> <span class="_ _1" />S<span class="_ _1" />ales</div></div><div class="c x11 ycad wab hff"><div class="t m1c x25 hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">7,572<span class="_ _9a"> </span>3,870<span class="_ _77"> </span>-<span class="_ _4e"> </span>11<span class="_ _b" />,<span class="_ _1" />442</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycae ff10 fs29 fc0 sc0 ls0 ws0">T<span class="_ _b" />otal Rev<span class="_ _7" />enu<span class="_ _3" />e<span class="_ _14e"> </span>26<span class="_ _3" />3,31<span class="_ _3" />7<span class="_ _b8"> </span>84,590</div></div><div class="c x11 ycaf wab h100"><div class="t m1c xfe hfd ycb0 ff10 fs29 fc0 sc0 ls0 ws0">-</div><div class="t m1c xff hfd ycb1 ff10 fs29 fc0 sc0 ls0 ws0">34<span class="_ _3" />7,90<span class="_ _3" />7</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycb2 ff10 fs29 fc0 sc0 ls0 ws0">Ope<span class="_ _b" />rating Ex<span class="_ _13" />pe<span class="_ _b" />ns<span class="_ _1" />es</div></div><div class="c x11 ycb3 wab hff"><div class="t m1c x72 hfd ycb4 ff10 fs29 fc0 sc0 ls0 ws0">-2<span class="_ _3" />34<span class="_ _b" />,<span class="_ _1" />574<span class="_ _81"> </span>-75<span class="_ _3" />,885<span class="_ _d8"> </span>-1<span class="_ _3" />8<span class="_ _117"> </span>-31<span class="_ _b" />0,<span class="_ _1" />47<span class="_ _3" />7</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycb5 ff10 fs29 fc0 sc0 ls0 ws0">Adminis<span class="_ _1" />t<span class="_ _1" />ra<span class="_ _3" />ti<span class="_ _1" />on<span class="_ _3" /> &amp;<span class="_ _1" /> <span class="_ _1" />Dist<span class="_ _1" />rib<span class="_ _3" />ution E<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _3" />nses</div></div><div class="c x11 ycb6 wab hff"><div class="t m1c x1e hfd ycb7 ff10 fs29 fc0 sc0 ls0 ws0">-3<span class="_ _3" />8,47<span class="_ _3" />4<span class="_ _af"> </span>-<span class="_ _3" />12<span class="_ _3" />,808<span class="_ _ca"> </span>-<span class="_ _b" />1,<span class="_ _1" />33<span class="_ _3" />8<span class="_ _8c"> </span>-<span class="_ _b" />52,620</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycb8 ff10 fs29 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />rev<span class="_ _7" />enu<span class="_ _3" />e /<span class="_ _1" /> <span class="_ _1" />expen<span class="_ _3" />ses</div></div><div class="c x11 ycb9 wab hff"><div class="t m1c x25 hfd ycb4 ff10 fs29 fc0 sc0 ls0 ws0">4,344<span class="_ _9a"> </span>1,355<span class="_ _b4"> </span><span class="ls42">19<span class="_ _cd"> </span></span>5,718</div></div><div class="c x11 ycba wab h100"><div class="t m1c x6f hfd ycb0 ff10 fs29 fc0 sc0 ls0 ws0">Earn<span class="_ _3" />ing<span class="_ _3" />s<span class="_ _1" /> bef<span class="_ _b" />ore<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />ax<span class="_ _1" />es,<span class="_ _1" /> <span class="_ _1" />inv<span class="_ _12" />e<span class="_ _3" />s<span class="_ _1" />ti<span class="_ _1" />ng<span class="_ _3" /> and<span class="_ _3" /> fina<span class="_ _b" />nc<span class="_ _1" />ial <span class="_ _1" />re<span class="_ _b" />s<span class="_ _1" />ult<span class="_ _1" />s</div><div class="t m1c xd hfd ycb1 ff10 fs29 fc0 sc0 ls0 ws0">-5<span class="_ _3" />,387<span class="_ _14f"> </span>-2<span class="_ _3" />,748<span class="_ _ca"> </span>-<span class="_ _b" />1,337</div><div class="t m1c xb8 hfd ycb0 ff10 fs29 fc0 sc0 ls0 ws0">-9<span class="_ _3" />,472</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycbb ff10 fs29 fc0 sc0 ls0 ws0">Finan<span class="_ _b" />c<span class="_ _1" />i<span class="_ _1" />al results</div></div><div class="c x11 ycbc wab h101"><div class="t m1c x25 hfd ycb1 ff10 fs29 fc0 sc0 ls0 ws0">1,135<span class="_ _9a"> </span>3,570</div><div class="t m1c x100 hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">-8<span class="_ _3" />,724</div><div class="t m1c xb8 hfd ycb1 ff10 fs29 fc0 sc0 ls0 ws0">-4<span class="_ _3" />,019</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycbd ff10 fs29 fc0 sc0 ls0 ws0">Prof<span class="_ _b" />it<span class="_ _1" /> <span class="_ _1" />on<span class="_ _3" /> ac<span class="_ _1" />qu<span class="_ _3" />is<span class="_ _1" />it<span class="_ _1" />ion of<span class="_ _b" /> <span class="_ _1" />s<span class="_ _1" />ubsidiar<span class="_ _3" />y</div></div><div class="c x11 ycbe wab hff"><div class="t m1c x3f hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">-<span class="_ _58"> </span>-<span class="_ _14"> </span>1,790<span class="_ _54"> </span>1,790</div></div><div class="c x11 ycbf wae h102"><div class="t m1c x6f hfd ycc0 ff10 fs29 fc0 sc0 ls0 ws0">Shar<span class="_ _3" />e in net <span class="_ _1" />pr<span class="_ _3" />of<span class="_ _b" />it<span class="_ _1" /> (loss<span class="_ _1" />) of<span class="_ _3" /> c<span class="_ _1" />ompan<span class="_ _3" />ies <span class="_ _1" />ac<span class="_ _1" />c<span class="_ _1" />ou<span class="_ _3" />nted<span class="_ _3" /> <span class="_ _1" />f<span class="_ _b" />or </div><div class="t m1c x6f hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">by <span class="_ _1" />t<span class="_ _1" />he<span class="_ _3" /> equity<span class="_ _1" /> <span class="_ _1" />method</div></div><div class="c x11 ycbf wab h102"><div class="t m1c x3f hfd ycc1 ff10 fs29 fc0 sc0 ls0 ws0">-<span class="_ _14f"> </span>-1<span class="_ _3" />,410</div><div class="t m1c xfe hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">-</div><div class="t m1c xb8 hfd ycc1 ff10 fs29 fc0 sc0 ls0 ws0">-1<span class="_ _3" />,410</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycc2 ff10 fs29 fc0 sc0 ls0 ws0">Prof<span class="_ _b" />it<span class="_ _1" /> <span class="_ _1" />on<span class="_ _3" /> s<span class="_ _1" />ale of<span class="_ _3" /> pro<span class="_ _b" />per<span class="_ _3" />ty<span class="_ _1" />,<span class="_ _1" /> <span class="_ _1" />plan<span class="_ _3" />t <span class="_ _1" />and<span class="_ _3" /> equip<span class="_ _3" />men<span class="_ _3" />t<span class="_ _150"> </span>-1<span class="_ _3" />6</div></div><div class="c x11 ycc3 wab hff"><div class="t m1c xdc hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">-<span class="_ _77"> </span>-<span class="_ _91"> </span>-<span class="_ _b" />16</div></div><div class="c x11 ycc4 wae h102"><div class="t m1c x6f hfd ycc5 ff10 fs29 fc0 sc0 ls0 ws0">Earn<span class="_ _3" />ing<span class="_ _3" />s<span class="_ _1" /> bef<span class="_ _b" />ore<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />ax<span class="_ _1" />es,<span class="_ _1" /> <span class="_ _1" />inv<span class="_ _12" />e<span class="_ _3" />s<span class="_ _1" />ti<span class="_ _1" />ng<span class="_ _3" /> and<span class="_ _3" /> fina<span class="_ _b" />nc<span class="_ _1" />ial <span class="_ _1" />re<span class="_ _b" />s<span class="_ _1" />ult<span class="_ _1" />s<span class="_ _1" />,<span class="_ _1" /> </div><div class="t m1c x6f hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iati<span class="_ _1" />on<span class="_ _3" /> and<span class="_ _3" /> amortiz<span class="_ _1" />ation</div></div><div class="c x11 ycc4 wab h102"><div class="t m1c x101 hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">36<span class="_ _3" />,066<span class="_ _9a"> </span>7,<span class="_ _1" />19<span class="_ _3" />2<span class="_ _ca"> </span>-<span class="_ _3" />1,29<span class="_ _3" />9<span class="_ _14f"> </span>41,959</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycc6 ff10 fs29 fc0 sc0 ls0 ws0">Prof<span class="_ _b" />it<span class="_ _1" />/<span class="_ _1" />Lo<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" /> bef<span class="_ _b" />ore<span class="_ _b" /> <span class="_ _1" />T<span class="_ _b" />ax<span class="_ _1" />es</div></div><div class="c x11 ycc7 wab hff"><div class="t m1c xd hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">-4<span class="_ _3" />,268<span class="_ _5c"> </span>-<span class="_ _3" />58<span class="_ _3" />8<span class="_ _ca"> </span>-<span class="_ _3" />8,27<span class="_ _3" />1<span class="_ _8c"> </span>-<span class="_ _b" />13,127</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycc8 ff10 fs29 fc0 sc0 ls0 ws0">I<span class="_ _b" />nc<span class="_ _1" />ome t<span class="_ _1" />axes<span class="_ _151"> </span>1<span class="_ _6b"> </span>-<span class="_ _3" />67<span class="_ _77"> </span>-</div></div><div class="c x11 ycc9 wab hff"><div class="t m1c x102 hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">-6<span class="_ _3" />6</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycca ff10 fs29 fc0 sc0 ls0 ws0">Prof<span class="_ _b" />it<span class="_ _1" />/<span class="_ _1" />Lo<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" /> af<span class="_ _3" />ter T<span class="_ _b" />axes</div></div><div class="c x11 yccb wab hff"><div class="t m1c xd hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">-4<span class="_ _3" />,267<span class="_ _5c"> </span>-<span class="_ _3" />65<span class="_ _3" />5<span class="_ _ca"> </span>-<span class="_ _3" />8,27<span class="_ _3" />1<span class="_ _8c"> </span>-<span class="_ _b" />13,193</div></div><div class="c x11 yccc wab hff"><div class="t m1c x6f hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">C<span class="_ _3" />ust<span class="_ _1" />omer<span class="_ _3" /> geo<span class="_ _3" />gr<span class="_ _3" />ap<span class="_ _3" />hic <span class="_ _1" />dis<span class="_ _1" />tribu<span class="_ _3" />t<span class="_ _1" />ion</div></div><div class="c x11 yccd wab hff"><div class="t m1c x6f hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">Gr<span class="_ _3" />ee<span class="_ _3" />c<span class="_ _1" />e<span class="_ _152"> </span>31<span class="_ _3" />7,15<span class="_ _3" />5</div></div><div class="c x11 ycce wab hff"><div class="t m1c x6f hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">Euro<span class="_ _3" />pe<span class="_ _153"> </span>23<span class="_ _3" />,942</div></div><div class="c x11 yccf wab hff"><div class="t m1c x6f hfd ycab ff10 fs29 fc0 sc0 ls0 ws0">T<span class="_ _b" />hir<span class="_ _3" />d c<span class="_ _1" />oun<span class="_ _b" />t<span class="_ _1" />ries<span class="_ _a0"> </span>6,810</div></div><div class="c x11 yca1 wab hfb"><div class="t m1c x6f hfd ycd0 ff10 fs29 fc0 sc0 ls0 ws0">T<span class="_ _b" />otal Fare<span class="_ _3" />s<span class="_ _1" /> &amp;<span class="_ _1" /> <span class="_ _1" />T<span class="_ _b" />ra<span class="_ _3" />v<span class="_ _12" />el A<span class="_ _1" />ge<span class="_ _3" />ncy<span class="_ _1" /> <span class="_ _1" />S<span class="_ _1" />er<span class="_ _b" />v<span class="_ _12" />ic<span class="_ _1" />es<span class="_ _121"> </span>3<span class="_ _3" />47<span class="_ _3" />,907</div></div><div class="c x1c ycd1 waf hff"><div class="t m1c x0 hfc ycab fff fs29 fc0 sc0 ls0 ws0">1.1-<span class="_ _3" />31<span class="_ _3" />.12.202<span class="_ _3" />1</div></div></div><div class="pi" /></div>
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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">128</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">Revenue <span class="_ _b" />from <span class="_ _b" />d<span class="_ _1" />omestic <span class="_ _b" />fares<span class="_ _1" /> <span class="_ _b" />include <span class="_ _b" />grants <span class="_ _3" />received <span class="_ _b" />f<span class="_ _1" />or <span class="_ _3" />domestic <span class="_ _b" />Pu<span class="_ _1" />blic <span class="_ _b" />Service <span class="_ _b" />r<span class="_ _1" />outes <span class="_ _3" />of <span class="_ _12" />t<span class="_ _1" />he <span class="_ _b" />competen<span class="_ _1" />t <span class="_ _b" />Ministr<span class="_ _1" />y </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">and  co<span class="_ _1" />mpensations <span class="_ _2f"> </span>due <span class="_ _2f"> </span>to <span class="_ _2f"> </span>COVID-<span class="_ _1" />19 <span class="_ _2f"> </span>for  t<span class="_ _1" />he  exec<span class="_ _1" />ution <span class="_ _2f"> </span>of  t<span class="_ _1" />he <span class="_ _2f"> </span>minimum <span class="_ _2f"> </span>required <span class="_ _2f"> </span>routes <span class="_ _2f"> </span>to <span class="_ _2f"> </span>facilitate <span class="_ _2f"> </span>t<span class="_ _1" />he </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">uninterrupted provisi<span class="_ _1" />on of serv<span class="_ _1" />ices totall<span class="_ _1" />ing Euro 38,31<span class="_ _1" />2 k for the <span class="_ _1" />period 1.1.202<span class="_ _1" />1-31.12.2021 <span class="_ _1" />and Euro 46,3<span class="_ _1" />39 <span class="lsb">k </span></div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">for the period 1.1.20<span class="_ _1" /><span class="ls10">20</span>-31.12.20<span class="ls2">20</span>. </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />202<span class="_ _1" />1<span class="ff6">, <span class="_ _3" />the <span class="_ _b" />op<span class="_ _1" />erating <span class="_ _3" />segment <span class="_ _3" />"International Routes” <span class="_ _b" />inclu<span class="_ _1" />des <span class="_ _b" />r<span class="_ _1" />evenue <span class="_ _3" />from <span class="_ _b" />ves<span class="_ _1" />sel <span class="ff1">chartering amounting <span class="_ _b" />t<span class="_ _1" />o <span class="_ _3" />Euro </span></span></div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls2 ws0">5.7 <span class="ls0">mln comp<span class="_ _1" />ared to Euro <span class="_ _1" />7.4 mln in </span>20<span class="_ _1" />20<span class="ls0">. </span></div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ycd2 wb0 h103"><div class="t m1d x6f h104 ycd3 fff fs2a fc0 sc0 ls0 ws0"> GROU<span class="_ _3" />P</div><div class="t m1d x6f h105 ycd4 ff10 fs2a fc0 sc0 ls0 ws0">Geo<span class="_ _3" />gr<span class="_ _3" />ap<span class="_ _3" />hical <span class="_ _1" />Segmen<span class="_ _3" />t</div></div><div class="c xc2 ycd5 wb1 h106"><div class="t m1d x87 h105 ycd6 ff10 fs2a fc0 sc0 ls0 ws0">Do<span class="_ _3" />mest<span class="_ _1" />ic<span class="_ _1" /> </div><div class="t m1d xab h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">Ro<span class="_ _3" />utes</div></div><div class="c x83 ycd5 wb2 h106"><div class="t m1d x6f h105 ycd6 ff10 fs2a fc0 sc0 ls0 ws0">I<span class="_ _3" />nter<span class="_ _3" />na<span class="_ _3" />ti<span class="_ _1" />on<span class="_ _3" />al </div><div class="t m1d xab h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">Ro<span class="_ _3" />utes</div></div><div class="c x11 ycd5 wb0 h106"><div class="t m1d x21 h105 ycd8 ff10 fs2a fc0 sc0 ls0 ws0">Other<span class="_ _3" /> <span class="_ _ad"> </span>T<span class="_ _3" />otal</div></div><div class="c x11 ycd9 wb0 h107"><div class="t m1d x6f h104 ycd7 fff fs2a fc0 sc0 ls0 ws0">As<span class="_ _12" />s<span class="_ _b" />e<span class="_ _1" />ts<span class="_ _12" /> <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />l<span class="_ _1" />ia<span class="_ _13" />bil<span class="_ _1" />i<span class="_ _1" />tie<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />figure<span class="_ _1" />s<span class="_ _154"> </span><span class="ff10"> </span></div></div><div class="c x11 ycda wb0 h108"><div class="t m1d x6f h105 ycdb ff10 fs2a fc0 sc0 ls0 ws0">T<span class="_ _b" />ang<span class="_ _3" />ible ass<span class="_ _1" />ets<span class="_ _1" />' Book <span class="_ _1" />V<span class="_ _1" />alue<span class="_ _3" /> at <span class="_ _1" />1.1<span class="_ _9a"> </span>4<span class="_ _3" />72<span class="_ _3" />,588<span class="_ _ab"> </span>20<span class="_ _3" />1,194<span class="_ _f"> </span>4,88<span class="_ _3" />2<span class="_ _e"> </span>678,66<span class="_ _3" />4</div></div><div class="c x11 ycdc wb0 h107"><div class="t m1d x6f h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">Re<span class="_ _3" />clas<span class="_ _1" />s<span class="_ _1" />if<span class="_ _3" />ic<span class="_ _1" />ations <span class="_ _1" />betwe<span class="_ _3" />en<span class="_ _3" /> s<span class="_ _1" />egmen<span class="_ _3" />ts<span class="_ _4a"> </span>-1<span class="_ _3" />3,71<span class="_ _3" />5<span class="_ _155"> </span>13<span class="_ _3" />,715<span class="_ _156"> </span>-<span class="_ _157"> </span>-</div></div><div class="c x11 ycdd wb0 h108"><div class="t m1d x6f h105 ycde ff10 fs2a fc0 sc0 ls0 ws0">Additions<span class="_ _d9"> </span>34<span class="_ _3" />,104<span class="_ _b4"> </span>3,286<span class="_ _10"> </span><span class="ls43">266<span class="_ _81"> </span></span>3<span class="_ _3" />7,656</div></div><div class="c x11 ycdf wb0 h109"><div class="t m1d x6f h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">Additions <span class="_ _1" />f<span class="_ _3" />ro<span class="_ _3" />m <span class="_ _1" />acquisit<span class="_ _1" />on of<span class="_ _b" /> <span class="_ _1" />s<span class="_ _1" />ubsidiar<span class="_ _3" />y<span class="_ _103"> </span>-<span class="_ _6b"> </span>-<span class="_ _44"> </span>10,902<span class="_ _143"> </span>10,902</div></div><div class="c x11 yce0 wb0 h108"><div class="t m1d x6f h105 ycde ff10 fs2a fc0 sc0 ls0 ws0">Additions <span class="_ _1" />f<span class="_ _3" />ro<span class="_ _3" />m <span class="_ _1" />I<span class="_ _3" />FRS 16<span class="_ _158"> </span><span class="ls43">62<span class="_ _6e"> </span>62</span></div></div><div class="c x11 yce1 wb0 h107"><div class="t m1d x6f h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">Disposals<span class="_ _d9"> </span>-8<span class="_ _3" />,234<span class="_ _6b"> </span>-<span class="_ _18"> </span><span class="ls44">-3<span class="_ _b4"> </span></span>-8<span class="_ _3" />,237</div></div><div class="c x11 yce2 wb0 h108"><div class="t m1d x6f h105 yce3 ff10 fs2a fc0 sc0 ls0 ws0">Re<span class="_ _3" />clas<span class="_ _1" />s<span class="_ _1" />if<span class="_ _3" />ic<span class="_ _1" />ations<span class="_ _ff"> </span>-<span class="_ _8a"> </span>-<span class="_ _a8"> </span>-1<span class="_ _3" />14<span class="_ _9a"> </span>-<span class="_ _b" />114</div></div><div class="c x11 yce4 wb0 h107"><div class="t m1d x6f h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">De<span class="_ _3" />pr<span class="_ _3" />eciation fo<span class="_ _3" />r the P<span class="_ _1" />er<span class="_ _3" />iod<span class="_ _8f"> </span>-<span class="_ _3" />38<span class="_ _3" />,616<span class="_ _e"> </span>-10<span class="_ _3" />,463<span class="_ _d1"> </span>-1<span class="_ _3" />,230<span class="_ _9e"> </span>-50<span class="_ _3" />,309</div></div><div class="c x11 yce5 wb0 h107"><div class="t m1d x6f h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">De<span class="_ _3" />pr<span class="_ _3" />eciation of<span class="_ _3" /> dis<span class="_ _1" />posals<span class="_ _159"> </span>6,281<span class="_ _6b"> </span>-<span class="_ _af"> </span>3<span class="_ _4f"> </span>6,284</div></div><div class="c x11 yce6 wb3 h106"><div class="t m1d x6f h105 ycd6 ff10 fs2a fc0 sc0 ls0 ws0">De<span class="_ _3" />pr<span class="_ _3" />eciation fr<span class="_ _b" />om <span class="_ _1" />acquis<span class="_ _1" />iton of<span class="_ _3" /> </div><div class="t m1d x6f h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">subsi<span class="_ _1" />diar<span class="_ _b" />y</div></div><div class="c x11 ycd2 wb0 h103"><div class="t m1d xc4 h105 yce7 ff10 fs2a fc0 sc0 ls0 ws0">-<span class="_ _6b"> </span>-<span class="_ _d1"> </span>-1,071<span class="_ _145"> </span>-1<span class="_ _3" />,071</div></div><div class="c x11 yce8 wb0 h10a"><div class="t m1d x6f h105 yce9 ff10 fs2a fc0 sc0 ls0 ws0">T<span class="_ _b" />otal <span class="_ _1" />Ne<span class="_ _3" />t <span class="_ _1" />Fix<span class="_ _1" />ed As<span class="_ _1" />s<span class="_ _1" />ets</div><div class="t m1d x81 h105 ycea ff10 fs2a fc0 sc0 ls0 ws0">45<span class="_ _3" />2,408<span class="_ _ab"> </span>2<span class="_ _3" />07<span class="_ _3" />,732<span class="_ _44"> </span>13,69<span class="_ _3" />7<span class="_ _e"> </span>673,83<span class="_ _3" />7</div></div><div class="c x11 yceb wb3 h10b"><div class="t m1d x6f h105 ycd7 ff10 fs2a fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng-<span class="_ _b" />t<span class="_ _1" />erm and<span class="_ _3" /> S<span class="_ _1" />hor<span class="_ _b" />t<span class="_ _1" />-term liabilit<span class="_ _1" />ies <span class="_ _1" /> <span class="_ _1" />  <span class="_ _1" /> <span class="_ _1" /> </div></div><div class="c x11 ycd2 wb0 h103"><div class="t m1d x81 h105 ycec ff10 fs2a fc0 sc0 ls0 ws0">40<span class="_ _3" />4,454<span class="_ _117"> </span>74,787<span class="_ _f"> </span>2<span class="_ _3" />,352<span class="_ _e"> </span>481<span class="_ _3" />,593</div></div><div class="c x11 yced wb4 h107"><div class="t m1d x6f h105 ycee ff10 fs2a fc0 sc0 ls0 ws0">*  <span class="_ _1" />T<span class="_ _b" />he c<span class="_ _1" />olumn "Ot<span class="_ _1" />her<span class="_ _b" />"<span class="_ _1" /> <span class="_ _1" />incl<span class="_ _1" />ud<span class="_ _3" />es <span class="_ _1" />the par<span class="_ _3" />en<span class="_ _3" />t <span class="_ _1" />c<span class="_ _1" />ompan<span class="_ _3" />y <span class="_ _1" />and<span class="_ _3" /> it<span class="_ _1" />ems<span class="_ _1" /> t<span class="_ _1" />hat <span class="_ _1" />can not <span class="_ _1" />be<span class="_ _3" /> alloc<span class="_ _1" />ated.</div></div><div class="c xc2 ycef wb5 h107"><div class="t m1d xfa h104 ycd7 fff fs2a fc0 sc0 ls0 ws0">1.1-3<span class="_ _b" />1.<span class="_ _1" />12.20<span class="_ _3" />21</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x103 h2b y492 ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ycf0 wb6 h10c"><div class="t m1e x6f h10d ycf1 fff fs2b fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div><div class="t m1e x6f h10e ycf2 ff10 fs2b fc0 sc0 ls0 ws0">Geo<span class="_ _b" />gra<span class="_ _3" />ph<span class="_ _3" />ic<span class="_ _1" />al S<span class="_ _1" />eg<span class="_ _3" />ment</div></div><div class="c xa ycf3 wb7 h10f"><div class="t m1e x87 h10e ycf4 ff10 fs2b fc0 sc0 ls0 ws0">D<span class="_ _3" />omest<span class="_ _1" />ic<span class="_ _1" /> </div><div class="t m1e xab h10e ycf5 ff10 fs2b fc0 sc0 ls0 ws0">R<span class="_ _3" />ou<span class="_ _3" />tes</div></div><div class="c x1c ycf3 wb8 h10f"><div class="t m1e x6f h10e ycf4 ff10 fs2b fc0 sc0 ls0 ws0">I<span class="_ _3" />nter<span class="_ _b" />nationa<span class="_ _3" />l </div><div class="t m1e xab h10e ycf5 ff10 fs2b fc0 sc0 ls0 ws0">R<span class="_ _3" />ou<span class="_ _3" />tes</div></div><div class="c x11 ycf3 wb6 h10f"><div class="t m1e xf5 h10e ycf6 ff10 fs2b fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />*<span class="_ _87"> </span>T<span class="_ _b" />otal</div></div><div class="c x11 ycf0 wb6 h10c"><div class="t m1e x6f h10d ycf7 fff fs2b fc0 sc0 ls0 ws0">A<span class="_ _3" />s<span class="_ _12" />s<span class="_ _b" />e<span class="_ _1" />ts<span class="_ _12" /> <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />l<span class="_ _1" />i<span class="_ _1" />a<span class="_ _1" />bi<span class="_ _1" />l<span class="_ _1" />itie<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />figure<span class="_ _1" />s<span class="_ _15a"> </span><span class="ff10"> </span></div></div><div class="c x11 ycf8 wb6 h110"><div class="t m1e x6f h10e ycf5 ff10 fs2b fc0 sc0 ls0 ws0">T<span class="_ _b" />an<span class="_ _3" />gible<span class="_ _3" /> as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _1" />'<span class="_ _3" /> B<span class="_ _1" />ook <span class="_ _1" />Value<span class="_ _3" /> at<span class="_ _1" /> 1.1<span class="_ _b0"> </span>483<span class="_ _3" />,541<span class="_ _10"> </span>19<span class="_ _3" />8,928<span class="_ _dd"> </span>5,533<span class="_ _4e"> </span>688<span class="_ _3" />,002</div></div><div class="c x11 ycf9 wb6 h110"><div class="t m1e x6f h10e ycf5 ff10 fs2b fc0 sc0 ls0 ws0">Additions<span class="_ _15b"> </span>25<span class="_ _3" />,906<span class="_ _15c"> </span>12<span class="_ _3" />,082<span class="_ _c7"> </span><span class="ls45">562<span class="_ _52"> </span></span>38<span class="_ _3" />,550</div></div><div class="c x11 ycf0 wb6 h10c"><div class="t m1e x6f h10e ycfa ff10 fs2b fc0 sc0 ls0 ws0">I<span class="_ _3" />mpa<span class="_ _3" />irmen<span class="_ _b" />t<span class="_ _1" />s<span class="_ _75"> </span>-5<span class="_ _b" />35<span class="_ _103"> </span>-<span class="_ _b0"> </span>-<span class="_ _103"> </span>-<span class="_ _b" />535</div><div class="t m1e x6f h10e ycfb ff10 fs2b fc0 sc0 ls0 ws0">I<span class="_ _3" />mpa<span class="_ _3" />irmen<span class="_ _b" />t<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />re<span class="_ _3" />v<span class="_ _12" />er<span class="_ _b" />s<span class="_ _1" />al<span class="_ _136"> </span><span class="ls45">415<span class="_ _77"> </span>143<span class="_ _9a"> </span></span>-<span class="_ _63"> </span><span class="ls45">558</span></div><div class="t m1e x6f h10e ycfc ff10 fs2b fc0 sc0 ls0 ws0">D<span class="_ _3" />ep<span class="_ _3" />re<span class="_ _3" />ci<span class="_ _1" />ation f<span class="_ _b" />or t<span class="_ _1" />he<span class="_ _3" /> P<span class="_ _1" />er<span class="_ _3" />iod<span class="_ _15d"> </span>-3<span class="_ _3" />6,73<span class="_ _3" />9<span class="_ _d8"> </span>-<span class="_ _3" />9,959<span class="_ _15e"> </span>-1<span class="_ _3" />,213<span class="_ _9a"> </span>-<span class="_ _3" />47<span class="_ _b" />,<span class="_ _1" />911</div><div class="t m1e x6f h10e ycfd ff10 fs2b fc0 sc0 ls0 ws0">T<span class="_ _b" />otal Net Fi<span class="_ _1" />x<span class="_ _1" />ed<span class="_ _3" /> A<span class="_ _1" />s<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _132"> </span>472<span class="_ _3" />,588<span class="_ _10"> </span>20<span class="_ _3" />1,194<span class="_ _dd"> </span>4,882<span class="_ _4e"> </span>678<span class="_ _3" />,664</div><div class="t m1e x6f h10e ycfe ff10 fs2b fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng<span class="_ _3" />-ter<span class="_ _b" />m<span class="_ _1" /> and Shor<span class="_ _b" />t<span class="_ _1" />-term liabilit<span class="_ _1" />ies<span class="_ _8d"> </span>366<span class="_ _3" />,348<span class="_ _15c"> </span>61<span class="_ _3" />,484<span class="_ _dd"> </span>2,710<span class="_ _b6"> </span>43<span class="_ _3" />0,54<span class="_ _3" />2</div><div class="t m1e x6f h111 ycff ff13 fs2b fc0 sc0 ls0 ws0">* T<span class="_ _b" />he c<span class="_ _1" />olumn “O<span class="_ _3" />ther<span class="_ _3" />” include<span class="_ _3" />s<span class="_ _1" /> t<span class="_ _1" />he pa<span class="_ _3" />re<span class="_ _3" />nt c<span class="_ _1" />ompan<span class="_ _3" />y <span class="_ _1" />and<span class="_ _3" /> it<span class="_ _1" />ems<span class="_ _1" /> which c<span class="_ _1" />an not be allocated.</div></div><div class="c xa yd00 wb9 h110"><div class="t m1e x44 h10d ycf5 fff fs2b fc0 sc0 ls0 ws0">1.1-<span class="_ _3" />31<span class="_ _3" />.12.202<span class="_ _b" />0</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x6e h2 y3a4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd01 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1dc ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2d ff1 fs0 fc0 sc0 ls0 ws0">Reconciliation <span class="ff6">of<span class="_ _1" /> the Group’s </span>T<span class="_ _1" />otal Assets and To<span class="_ _1" />tal Liabilities as <span class="_ _1" />at 31.12.202<span class="_ _1" />1 and 3<span class="_ _1" />1.12.20<span class="ls2">20</span>  </div><div class="t m0 x11 h2 yba8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x104 h2 yd02 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd03 ff1 fs0 fc0 sc0 ls0 ws0">There are no transacti<span class="_ _1" />ons related to <span class="_ _1" />revenue <span class="_ _1" />and expenses betw<span class="_ _1" />een segments.<span class="_ _1" /> </div></div><div class="c x11 yd04 wba h112"><div class="t m1f x71 h113 yd05 ff2 fs2c fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _b" />21<span class="_ _15f"> </span>31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _b" />20</div></div><div class="c x11 yd06 wbb h114"><div class="t m1f x6f h115 yd07 ff1 fs2c fc0 sc0 ls0 ws0">N<span class="_ _3" />et <span class="_ _1" />Book <span class="_ _1" />Value<span class="_ _3" /> of<span class="_ _b" /> <span class="_ _1" />T<span class="_ _b" />an<span class="_ _b" />gible<span class="_ _3" /> <span class="_ _1" />As<span class="_ _1" />s<span class="_ _1" />et<span class="_ _1" />s<span class="_ _1" />  <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" />  <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" />  <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> </div></div><div class="c x11 yd04 wba h112"><div class="t m1f xc0 h115 yd08 ff1 fs2c fc0 sc0 ls0 ws0">Eur<span class="_ _3" />o <span class="_ _103"> </span>673<span class="_ _b" />,<span class="_ _1" />837<span class="_ _9e"> </span>678<span class="_ _b" />,<span class="_ _1" />664</div><div class="t m1f x6f h115 yd09 ff1 fs2c fc0 sc0 ls0 ws0">U<span class="_ _3" />na<span class="_ _b" />l<span class="_ _1" />located As<span class="_ _1" />s<span class="_ _1" />et<span class="_ _1" />s<span class="_ _160"> </span>Eur<span class="_ _3" />o <span class="_ _103"> </span>277<span class="_ _b" />,<span class="_ _1" />739<span class="_ _9e"> </span>226<span class="_ _b" />,<span class="_ _1" />821</div><div class="t m1f x6f h115 yd0a ff1 fs2c fc0 sc0 ls0 ws0">T<span class="_ _12" />otal <span class="_ _1" />As<span class="_ _13" />set<span class="_ _1" />s<span class="_ _161"> </span>Eur<span class="_ _3" />o <span class="_ _103"> </span>951<span class="_ _b" />,<span class="_ _1" />576<span class="_ _9e"> </span>905<span class="_ _b" />,<span class="_ _1" />485</div><div class="t m1f x6f h115 yd0b ff1 fs2c fc0 sc0 ls0 ws0">Lo<span class="_ _b" />ng-<span class="_ _b" />t<span class="_ _1" />er<span class="_ _3" />m <span class="_ _1" />an<span class="_ _b" />d S<span class="_ _1" />ho<span class="_ _3" />r<span class="_ _3" />t<span class="_ _1" />-<span class="_ _3" />t<span class="_ _1" />er<span class="_ _b" />m <span class="_ _1" />li<span class="_ _1" />ab<span class="_ _b" />i<span class="_ _1" />lit<span class="_ _1" />ies <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" /> <span class="_ _1" />  <span class="_ _7f"> </span>Eur<span class="_ _b" />o <span class="_ _157"> </span>48<span class="_ _3" />1,59<span class="_ _3" />3<span class="_ _117"> </span>4<span class="_ _3" />30<span class="_ _b" />,<span class="_ _1" />542</div><div class="t m1f x6f h115 yd0c ff1 fs2c fc0 sc0 ls0 ws0">U<span class="_ _3" />na<span class="_ _b" />l<span class="_ _1" />located Lia<span class="_ _3" />b<span class="_ _3" />ilit<span class="_ _1" />ies<span class="_ _162"> </span>Eur<span class="_ _3" />o <span class="_ _103"> </span>108<span class="_ _b" />,<span class="_ _1" />285<span class="_ _8c"> </span>94<span class="_ _3" />,015</div><div class="t m1f x6f h115 yd0d ff1 fs2c fc0 sc0 ls0 ws0">T<span class="_ _12" />otal <span class="_ _1" />Lia<span class="_ _3" />bilities<span class="_ _d9"> </span>Eur<span class="_ _3" />o <span class="_ _103"> </span>589<span class="_ _b" />,<span class="_ _1" />87<span class="_ _3" />8<span class="_ _117"> </span>52<span class="_ _b" />4,<span class="_ _1" />55<span class="_ _b" />7</div></div></div><div class="pi" /></div>
<div id="pf81" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc81 w0 h0"><img 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" class="bi x49 y3da wbc h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">129</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff6 fs0 fc0 sc0 ls0 ws0">The vessels’ values repres<span class="_ _1" />ent the tangib<span class="_ _1" />le assets in the ge<span class="_ _1" />ographical segments<span class="_ _1" /> where the vessels o<span class="_ _1" />perate in.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h97 yc6a ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc6b ff1 fs0 fc0 sc0 ls2 ws0">7.2.<span class="ls0"> <span class="_ _45"> </span>Cost of <span class="_ _1" />Sales <span class="ff6">–</span> Admi<span class="_ _1" />nistrative Expenses <span class="_ _1" /><span class="ff6">–</span> Distribut<span class="_ _1" />ion Expenses </span></div><div class="t m0 x11 h9b y42d ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd0e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>cost <span class="_ _23"> </span>of <span class="_ _23"> </span>sales <span class="_ _23"> </span>analysi<span class="_ _1" />s <span class="_ _23"> </span>of <span class="_ _23"> </span>administrative <span class="_ _23"> </span>expens<span class="_ _1" />es <span class="_ _23"> </span>and <span class="_ _23"> </span>distribution<span class="_ _1" /> <span class="_ _23"> </span>expenses <span class="_ _23"> </span>per <span class="_ _23"> </span>expense <span class="_ _23"> </span>cat<span class="_ _1" />egory<span class="_ _13" />,<span class="_ _1" /> <span class="_ _23"> </span>as </div><div class="t m0 x11 h2 y71b ff1 fs0 fc0 sc0 ls0 ws0">recorded in the I<span class="_ _1" />ncome Stateme<span class="_ _1" />nt for the fisc<span class="_ _1" />al year ended Dece<span class="_ _1" />mber 31, 202<span class="_ _1" />1 and 20<span class="ls2">20</span> <span class="_ _1" />is as follows<span class="_ _1" />. </div><div class="t m0 x11 h33 y3c ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h33 yd0f ff1 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x69 yd10 wbd h116"><div class="t m20 x94 h117 yd11 ff2 fs2d fc0 sc0 ls0 ws0">Cos<span class="_ _12" />t of </div><div class="t m20 xab h117 yd12 ff2 fs2d fc0 sc0 ls0 ws0">s<span class="_ _12" />a<span class="_ _13" />le<span class="_ _13" />s</div></div><div class="c x17 yd10 wbe h116"><div class="t m20 x6f h117 yd11 ff2 fs2d fc0 sc0 ls0 ws0">Admini<span class="_ _1" />s<span class="_ _b" />tra<span class="_ _1" />tive<span class="_ _1" /> </div><div class="t m20 x82 h117 yd12 ff2 fs2d fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _b" />e<span class="_ _1" />s</div></div><div class="c x105 yd10 wbf h116"><div class="t m20 x6f h117 yd11 ff2 fs2d fc0 sc0 ls0 ws0">Dis<span class="_ _12" />tribution<span class="_ _1" /> </div><div class="t m20 x1f h117 yd12 ff2 fs2d fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _b" />e<span class="_ _1" />s</div></div><div class="c x11 yd10 wc0 h116"><div class="t m20 x106 h117 yd13 ff2 fs2d fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x107 yd10 wbe h116"><div class="t m20 x6f h117 yd11 ff2 fs2d fc0 sc0 ls0 ws0">Admini<span class="_ _1" />s<span class="_ _b" />tra<span class="_ _1" />tive<span class="_ _1" /> </div><div class="t m20 x82 h117 yd12 ff2 fs2d fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _b" />e<span class="_ _1" />s</div></div><div class="c x108 yd10 wbf h116"><div class="t m20 x6f h117 yd11 ff2 fs2d fc0 sc0 ls0 ws0">Dis<span class="_ _12" />tribution<span class="_ _1" /> </div><div class="t m20 x1f h117 yd12 ff2 fs2d fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _b" />e<span class="_ _1" />s</div></div><div class="c x11 yd10 wc0 h116"><div class="t m20 x109 h117 yd13 ff2 fs2d fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 yd14 wc1 h118"><div class="t m20 x6f h119 yd15 ff1 fs2d fc0 sc0 ls0 ws0">Re<span class="_ _3" />tiremen<span class="_ _3" />t <span class="_ _1" />ben<span class="_ _3" />ef<span class="_ _b" />it<span class="_ _1" />s<span class="_ _1" />, <span class="_ _1" />W<span class="_ _1" />ages <span class="_ _1" />an<span class="_ _3" />d Other<span class="_ _3" /> </div><div class="t m20 x6f h119 yd16 ff1 fs2d fc0 sc0 ls0 ws0">emplo<span class="_ _3" />y<span class="_ _1" />ee<span class="_ _3" /> bene<span class="_ _3" />f<span class="_ _b" />i<span class="_ _1" />ts</div></div><div class="c x11 yd17 wc0 h11a"><div class="t m20 x4e h117 yd18 ff1 fs2d fc0 sc0 ls0 ws0">65<span class="_ _3" />,849<span class="_ _4e"> </span>21,416<span class="_ _fd"> </span>-<span class="_ _2c"> </span><span class="ff2">87,265<span class="_ _68"> </span></span><span class="ls46">388<span class="_ _82"> </span></span>-<span class="_ _15"> </span><span class="ff2 ls46">388</span></div><div class="t m20 x6f h117 yd19 ff1 fs2d fc0 sc0 ls0 ws0">I<span class="_ _3" />nv<span class="_ _12" />e<span class="_ _3" />ntory c<span class="_ _1" />os<span class="_ _1" />t<span class="_ _163"> </span><span class="ls46">588<span class="_ _120"> </span></span>-<span class="_ _fd"> </span>-<span class="_ _87"> </span><span class="ff2 ls46">588<span class="_ _4c"> </span></span>-<span class="_ _c4"> </span>-<span class="_ _bb"> </span><span class="ff2">-</span></div></div><div class="c x11 yd1a wc0 h11b"><div class="t m20 x6f h117 yd16 ff1 fs2d fc0 sc0 ls0 ws0">T<span class="_ _b" />ang<span class="_ _3" />ible As<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _1" /> <span class="_ _1" />dep<span class="_ _3" />r<span class="_ _3" />eciat<span class="_ _1" />ion<span class="_ _12f"> </span>4<span class="_ _3" />7,007<span class="_ _80"> </span><span class="ls46">742<span class="_ _51"> </span></span>-<span class="_ _2c"> </span><span class="ff2">47,749<span class="_ _9f"> </span></span>1<span class="_ _c4"> </span>-<span class="_ _dd"> </span><span class="ff2">1</span></div></div><div class="c x11 yd1b wc0 h11b"><div class="t m20 x6f h117 yd16 ff1 fs2d fc0 sc0 ls0 ws0">I<span class="_ _3" />ntan<span class="_ _3" />gible<span class="_ _3" /> A<span class="_ _1" />s<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _1" /> <span class="_ _1" />de<span class="_ _3" />pr<span class="_ _3" />eciation<span class="_ _f4"> </span>-<span class="_ _aa"> </span>1,<span class="_ _1" />11<span class="_ _3" />8<span class="_ _fd"> </span>-<span class="_ _29"> </span><span class="ff2">1,118<span class="_ _89"> </span></span>-<span class="_ _c4"> </span>-<span class="_ _164"> </span><span class="ff2">-</span></div></div><div class="c x11 yd1c wc0 h11b"><div class="t m20 x6f h117 yd16 ff1 fs2d fc0 sc0 ls0 ws0">Rig<span class="_ _3" />ht of use dep<span class="_ _3" />re<span class="_ _3" />c<span class="_ _1" />iation<span class="_ _11a"> </span>2,090<span class="_ _80"> </span><span class="ls46">474<span class="_ _51"> </span></span>-<span class="_ _29"> </span><span class="ff2">2,564<span class="_ _88"> </span></span><span class="ls46">36<span class="_ _c4"> </span></span>-<span class="_ _35"> </span><span class="ff2 ls46">36</span></div></div><div class="c x11 yd1d wc0 h11b"><div class="t m20 x6f h117 yd16 ff1 fs2d fc0 sc0 ls0 ws0">T<span class="_ _b" />hird<span class="_ _3" /> par<span class="_ _3" />ty<span class="_ _1" /> <span class="_ _1" />expenses<span class="_ _fc"> </span>2<span class="_ _54"> </span>2,154<span class="_ _fd"> </span>-<span class="_ _29"> </span><span class="ff2">2,156<span class="_ _68"> </span></span><span class="ls46">579<span class="_ _c4"> </span></span>-<span class="_ _2b"> </span><span class="ff2 ls46">579</span></div></div><div class="c x11 yd1e wc0 h11b"><div class="t m20 x6f h117 yd16 ff1 fs2d fc0 sc0 ls0 ws0">T<span class="_ _b" />hird<span class="_ _3" /> par<span class="_ _3" />ty<span class="_ _1" /> <span class="_ _1" />ben<span class="_ _3" />ef<span class="_ _b" />it<span class="_ _1" />s<span class="_ _47"> </span>-<span class="_ _5b"> </span><span class="ls46">328<span class="_ _fd"> </span></span>-<span class="_ _87"> </span><span class="ff2 ls46">328<span class="_ _4c"> </span></span>-<span class="_ _6e"> </span>-<span class="_ _164"> </span><span class="ff2">-</span></div></div><div class="c x11 yd1f wc0 h11b"><div class="t m20 x6f h117 yd16 ff1 fs2d fc0 sc0 ls0 ws0">T<span class="_ _b" />elecommunicati<span class="_ _1" />on<span class="_ _3" /> E<span class="_ _1" />x<span class="_ _1" />pen<span class="_ _3" />ses<span class="_ _165"> </span>5<span class="_ _80"> </span><span class="ls46">340<span class="_ _51"> </span></span>-<span class="_ _87"> </span><span class="ff2 ls46">345<span class="_ _4c"> </span></span>-<span class="_ _c4"> </span>-<span class="_ _bb"> </span><span class="ff2">-</span></div></div><div class="c x11 yd17 wc0 h11a"><div class="t m20 x6f h117 yd20 ff1 fs2d fc0 sc0 ls0 ws0">Ope<span class="_ _3" />r<span class="_ _3" />ating leases <span class="_ _1" />ren<span class="_ _3" />tals<span class="_ _166"> </span>-<span class="_ _fd"> </span><span class="ls46">91<span class="_ _51"> </span></span>-<span class="_ _4f"> </span><span class="ff2 ls46">91<span class="_ _4c"> </span></span>-<span class="_ _c4"> </span>-<span class="_ _bb"> </span><span class="ff2">-</span></div><div class="t m20 x6f h117 yd21 ff1 fs2d fc0 sc0 ls0 ws0">T<span class="_ _b" />axes<span class="_ _1" /> &amp;<span class="_ _1" /> <span class="_ _1" />Du<span class="_ _3" />ties<span class="_ _118"> </span>-<span class="_ _5b"> </span><span class="ls46">297<span class="_ _fd"> </span></span>-<span class="_ _87"> </span><span class="ff2 ls46">297<span class="_ _167"> </span></span>4<span class="_ _c4"> </span>-<span class="_ _2c"> </span><span class="ff2">4</span></div><div class="t m20 x6f h117 yd22 ff1 fs2d fc0 sc0 ls0 ws0">Fue<span class="_ _3" />ls<span class="_ _1" /> <span class="_ _1" />- Lu<span class="_ _3" />br<span class="_ _3" />ic<span class="_ _1" />an<span class="_ _3" />t<span class="_ _168"> </span>13<span class="_ _3" />8,119<span class="_ _88"> </span>-<span class="_ _fd"> </span>-<span class="_ _35"> </span><span class="ff2">1<span class="_ _3" />38<span class="_ _3" />,119<span class="_ _89"> </span><span class="ff1">-<span class="_ _c4"> </span>-<span class="_ _164"> </span></span>-</span></div><div class="t m20 x6f h117 yd23 ff1 fs2d fc0 sc0 ls0 ws0">Prov<span class="_ _12" />isi<span class="_ _1" />on<span class="_ _3" />s<span class="_ _7b"> </span><span class="ls46">300<span class="_ _120"> </span></span>-<span class="_ _52"> </span><span class="ls46">439<span class="_ _87"> </span><span class="ff2">739<span class="_ _4c"> </span></span></span>-<span class="_ _c4"> </span>-<span class="_ _bb"> </span><span class="ff2">-</span></div></div><div class="c x11 yd24 wc0 h11c"><div class="t m20 x6f h117 yd16 ff1 fs2d fc0 sc0 ls0 ws0">I<span class="_ _3" />nsur<span class="_ _3" />ance<span class="_ _112"> </span>7,<span class="_ _1" />83<span class="_ _3" />3<span class="_ _169"> </span><span class="ls46">183<span class="_ _fd"> </span></span>-<span class="_ _29"> </span><span class="ff2">8,<span class="_ _1" />01<span class="_ _3" />6<span class="_ _13e"> </span><span class="ff1 ls46">158<span class="_ _c4"> </span><span class="ls0">-<span class="_ _2b"> </span></span><span class="ff2">158</span></span></span></div></div><div class="c x11 yd17 wc0 h11a"><div class="t m20 x6f h117 yd25 ff1 fs2d fc0 sc0 ls0 ws0">Re<span class="_ _3" />pa<span class="_ _3" />irs <span class="_ _1" />an<span class="_ _3" />d maintena<span class="_ _3" />nce<span class="_ _16a"> </span>31<span class="_ _3" />,152<span class="_ _54"> </span>1,739<span class="_ _fd"> </span>-<span class="_ _2c"> </span><span class="ff2">32,891<span class="_ _9f"> </span></span>2<span class="_ _c4"> </span>-<span class="_ _dd"> </span><span class="ff2">2</span></div><div class="t m20 x6f h117 yd26 ff1 fs2d fc0 sc0 ls0 ws0">Other<span class="_ _3" /> adv<span class="_ _12" />er<span class="_ _b" />t<span class="_ _1" />is<span class="_ _1" />ing and pr<span class="_ _3" />omo<span class="_ _3" />ti<span class="_ _1" />on<span class="_ _3" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _5e"> </span>-<span class="_ _88"> </span>-<span class="_ _4a"> </span>3,08<span class="_ _3" />4<span class="_ _29"> </span><span class="ff2">3,084<span class="_ _89"> </span></span>-<span class="_ _5c"> </span>4<span class="_ _dd"> </span><span class="ff2">4</span></div><div class="t m20 x6f h117 yd27 ff1 fs2d fc0 sc0 ls0 ws0">Sales <span class="_ _1" />c<span class="_ _1" />ommis<span class="_ _1" />s<span class="_ _1" />ion<span class="_ _116"> </span>-<span class="_ _88"> </span>-<span class="_ _87"> </span>19,171<span class="_ _2c"> </span><span class="ff2">19,171<span class="_ _89"> </span></span>-<span class="_ _c4"> </span>-<span class="_ _bb"> </span><span class="ff2">-</span></div><div class="t m20 x6f h117 yd28 ff1 fs2d fc0 sc0 ls0 ws0">Port ex<span class="_ _1" />pen<span class="_ _3" />ses<span class="_ _16b"> </span>12<span class="_ _3" />,493<span class="_ _88"> </span>-<span class="_ _fd"> </span>-<span class="_ _dd"> </span><span class="ff2">12<span class="_ _3" />,493<span class="_ _89"> </span><span class="ff1">-<span class="_ _c4"> </span>-<span class="_ _164"> </span></span>-</span></div><div class="t m20 x6f h117 yd29 ff1 fs2d fc0 sc0 ls0 ws0">Other<span class="_ _3" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _15b"> </span><span class="ls46">150<span class="_ _169"> </span>823<span class="_ _51"> </span></span>-<span class="_ _87"> </span><span class="ff2 ls46">973<span class="_ _13e"> </span><span class="ff1">152<span class="_ _c4"> </span></span></span>-<span class="_ _15"> </span><span class="ff2 ls46">152</span></div><div class="t m20 x6f h117 yd2a ff1 fs2d fc0 sc0 ls0 ws0">Do<span class="_ _3" />na<span class="_ _3" />tions<span class="_ _6d"> </span>-<span class="_ _5e"> </span>7<span class="_ _51"> </span>-<span class="_ _9a"> </span><span class="ff2">7<span class="_ _4c"> </span></span>-<span class="_ _c4"> </span>-<span class="_ _bb"> </span><span class="ff2">-</span></div><div class="t m20 x6f h117 yd2b ff1 fs2d fc0 sc0 ls0 ws0">T<span class="_ _b" />ran<span class="_ _3" />spor<span class="_ _3" />tat<span class="_ _1" />ion expen<span class="_ _3" />ses<span class="_ _12d"> </span>-<span class="_ _80"> </span><span class="ls46">123<span class="_ _51"> </span></span>-<span class="_ _87"> </span><span class="ff2 ls46">123<span class="_ _4c"> </span></span>-<span class="_ _6e"> </span>-<span class="_ _164"> </span><span class="ff2">-</span></div><div class="t m20 x6f h117 yd2c ff1 fs2d fc0 sc0 ls0 ws0">Co<span class="_ _3" />nsumab<span class="_ _3" />les<span class="_ _16c"> </span>4,889<span class="_ _fd"> </span><span class="ls46">91<span class="_ _fd"> </span></span>-<span class="_ _29"> </span><span class="ff2">4,980<span class="_ _89"> </span></span>-<span class="_ _c4"> </span>-<span class="_ _164"> </span><span class="ff2">-</span></div><div class="t m20 x6f h117 yd2d ff2 fs2d fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _16d"> </span>31<span class="_ _3" />0,477<span class="_ _4e"> </span>29,92<span class="_ _3" />6<span class="_ _87"> </span>22<span class="_ _3" />,694<span class="_ _35"> </span>3<span class="_ _3" />63<span class="_ _3" />,097<span class="_ _6f"> </span>1,320<span class="_ _5c"> </span>4<span class="_ _26"> </span>1,324</div></div><div class="c x69 yd2e wc2 h11b"><div class="t m20 xe8 h117 yd16 ff2 fs2d fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div></div><div class="c x11 yd2f wc3 h11b"><div class="t m20 x77 h117 yd16 ff2 fs2d fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1</div></div><div class="c x107 yd2e wc4 h11b"><div class="t m20 x3d h117 yd16 ff2 fs2d fc0 sc0 ls0 ws0">CO<span class="_ _3" />MPANY</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x10a h2 yd30 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd31 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yd32 wc5 h11d"><div class="t m21 x10b h11e yd33 ff2 fs2e fc0 sc0 ls0 ws0">Cos<span class="_ _12" />t of s<span class="_ _3" />a<span class="_ _1" />le<span class="_ _1" />s</div></div><div class="c x77 yd32 wc6 h11d"><div class="t m21 x3a h11e yd34 ff2 fs2e fc0 sc0 ls0 ws0">Admini<span class="_ _1" />s<span class="_ _b" />tra<span class="_ _1" />tive </div><div class="t m21 xeb h11e yd35 ff2 fs2e fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _1" />ns<span class="_ _b" />e<span class="_ _13" />s</div></div><div class="c x10c yd32 wc7 h11d"><div class="t m21 x62 h11e yd34 ff2 fs2e fc0 sc0 ls0 ws0">Dis<span class="_ _b" />tribution </div><div class="t m21 xab h11e yd35 ff2 fs2e fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _1" />ns<span class="_ _b" />e<span class="_ _13" />s</div></div><div class="c x11 yd32 wc5 h11d"><div class="t m21 xf9 h11e yd33 ff2 fs2e fc0 sc0 ls0 ws0">Total</div></div><div class="c x10d yd32 wc8 h11d"><div class="t m21 x86 h11e yd34 ff2 fs2e fc0 sc0 ls0 ws0">Admini<span class="_ _1" />s<span class="_ _b" />tra<span class="_ _1" />tive </div><div class="t m21 x34 h11e yd35 ff2 fs2e fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _1" />ns<span class="_ _b" />e<span class="_ _13" />s</div></div><div class="c x104 yd32 wc9 h11d"><div class="t m21 x8c h11e yd34 ff2 fs2e fc0 sc0 ls0 ws0">Dis<span class="_ _b" />tribution </div><div class="t m21 x1f h11e yd35 ff2 fs2e fc0 sc0 ls0 ws0">e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _1" />ns<span class="_ _b" />e<span class="_ _13" />s</div></div><div class="c x11 yd32 wc5 h11d"><div class="t m21 xf6 h11e yd33 ff2 fs2e fc0 sc0 ls0 ws0">Total</div></div><div class="c x11 yd36 wca h11f"><div class="t m21 x6f h120 yd37 ff1 fs2e fc0 sc0 ls0 ws0">Re<span class="_ _3" />tirement bene<span class="_ _3" />f<span class="_ _3" />its<span class="_ _1" />, <span class="_ _1" />W<span class="_ _1" />ages and Other<span class="_ _3" /> </div><div class="t m21 x6f h120 yd38 ff1 fs2e fc0 sc0 ls0 ws0">employee be<span class="_ _3" />nef<span class="_ _b" />it<span class="_ _1" />s</div></div><div class="c x11 yd39 wc5 h121"><div class="t m21 xbb h11e yd3a ff1 fs2e fc0 sc0 ls0 ws0">59,98<span class="_ _3" />5<span class="_ _98"> </span>19,446<span class="_ _59"> </span>-<span class="_ _cf"> </span><span class="ff2">79<span class="_ _3" />,431<span class="_ _106"> </span><span class="ff1 ls47">288<span class="_ _6e"> </span><span class="ls0">-<span class="_ _ab"> </span></span><span class="ff2">288</span></span></span></div><div class="t m21 x6f h11e yd3b ff1 fs2e fc0 sc0 ls0 ws0">I<span class="_ _3" />nv<span class="_ _12" />entory c<span class="_ _1" />ost<span class="_ _16e"> </span><span class="ls47">467<span class="_ _159"> </span></span>-<span class="_ _59"> </span>-<span class="_ _129"> </span><span class="ff2 ls47">467<span class="_ _50"> </span></span>-<span class="_ _6e"> </span>-<span class="_ _93"> </span><span class="ff2">-</span></div></div><div class="c x11 yd3c wc5 h122"><div class="t m21 x6f h11e yd38 ff1 fs2e fc0 sc0 ls0 ws0">T<span class="_ _b" />angible<span class="_ _3" /> A<span class="_ _1" />ss<span class="_ _1" />ets<span class="_ _1" /> <span class="_ _1" />dep<span class="_ _3" />re<span class="_ _3" />ciat<span class="_ _1" />ion<span class="_ _f7"> </span>44,530<span class="_ _15d"> </span><span class="ls47">750<span class="_ _16f"> </span></span>-<span class="_ _cf"> </span><span class="ff2">45,28<span class="_ _3" />0<span class="_ _98"> </span><span class="ff1">1<span class="_ _6e"> </span>-<span class="_ _af"> </span></span>1</span></div></div><div class="c x11 yd3d wc5 h122"><div class="t m21 x6f h11e yd38 ff1 fs2e fc0 sc0 ls0 ws0">I<span class="_ _3" />ntang<span class="_ _3" />ible As<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _1" /> depr<span class="_ _3" />eciation<span class="_ _170"> </span>-<span class="_ _171"> </span>1,003<span class="_ _59"> </span>-<span class="_ _2c"> </span><span class="ff2">1,<span class="_ _1" />003<span class="_ _50"> </span></span>-<span class="_ _6e"> </span>-<span class="_ _93"> </span><span class="ff2">-</span></div></div><div class="c x11 yd3e wc5 h122"><div class="t m21 x6f h11e yd38 ff1 fs2e fc0 sc0 ls0 ws0">Rig<span class="_ _3" />ht <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />use depr<span class="_ _3" />eciati<span class="_ _1" />on<span class="_ _172"> </span>2,168<span class="_ _15d"> </span><span class="ls47">463<span class="_ _132"> </span></span><span class="ff2">2,63<span class="_ _3" />1<span class="_ _120"> </span><span class="ff1 ls47">37<span class="_ _6e"> </span><span class="ls0">-<span class="_ _117"> </span></span><span class="ff2">37</span></span></span></div></div><div class="c x11 yd3f wc5 h122"><div class="t m21 x6f h11e yd38 ff1 fs2e fc0 sc0 ls0 ws0">T<span class="_ _b" />hird par<span class="_ _3" />ty<span class="_ _1" /> ex<span class="_ _1" />pen<span class="_ _3" />ses<span class="_ _173"> </span>-<span class="_ _171"> </span>1,635<span class="_ _59"> </span>-<span class="_ _2c"> </span><span class="ff2">1,<span class="_ _1" />635<span class="_ _5d"> </span></span><span class="ls47">378<span class="_ _6e"> </span></span>-<span class="_ _ab"> </span><span class="ff2 ls47">378</span></div></div><div class="c x11 yd40 wc5 h122"><div class="t m21 x6f h11e yd38 ff1 fs2e fc0 sc0 ls0 ws0">T<span class="_ _b" />hird par<span class="_ _3" />ty<span class="_ _1" /> bene<span class="_ _3" />f<span class="_ _3" />its<span class="_ _174"> </span>-<span class="_ _119"> </span><span class="ls47">277<span class="_ _59"> </span></span>-<span class="_ _129"> </span><span class="ff2 ls47">277<span class="_ _69"> </span></span>-<span class="_ _6e"> </span>-<span class="_ _93"> </span><span class="ff2">-</span></div></div><div class="c x11 yd41 wc5 h122"><div class="t m21 x6f h11e yd38 ff1 fs2e fc0 sc0 ls0 ws0">T<span class="_ _b" />elecommunicat<span class="_ _1" />ion Ex<span class="_ _1" />pen<span class="_ _3" />ses<span class="_ _175"> </span>-<span class="_ _119"> </span><span class="ls47">382<span class="_ _59"> </span></span>-<span class="_ _129"> </span><span class="ff2 ls47">382<span class="_ _9f"> </span></span>1<span class="_ _6e"> </span>-<span class="_ _af"> </span><span class="ff2">1</span></div></div><div class="c x11 yd39 wc5 h121"><div class="t m21 x6f h11e yd42 ff1 fs2e fc0 sc0 ls0 ws0">Ope<span class="_ _3" />ra<span class="_ _3" />ting leases<span class="_ _1" /> rentals<span class="_ _127"> </span>-<span class="_ _119"> </span><span class="ls47">113<span class="_ _59"> </span></span>-<span class="_ _129"> </span><span class="ff2 ls47">113<span class="_ _69"> </span></span>-<span class="_ _6e"> </span>-<span class="_ _93"> </span><span class="ff2">-</span></div><div class="t m21 x6f h11e yd43 ff1 fs2e fc0 sc0 ls0 ws0">T<span class="_ _b" />ax<span class="_ _1" />es <span class="_ _1" />&amp; <span class="_ _1" />Du<span class="_ _3" />ties<span class="_ _176"> </span>-<span class="_ _119"> </span><span class="ls47">211<span class="_ _59"> </span></span>-<span class="_ _129"> </span><span class="ff2 ls47">211<span class="_ _58"> </span><span class="ff1">85<span class="_ _6e"> </span></span></span>-<span class="_ _9e"> </span><span class="ff2 ls47">85</span></div><div class="t m21 x6f h11e yd44 ff1 fs2e fc0 sc0 ls0 ws0">Fuels - Lubr<span class="_ _3" />ic<span class="_ _1" />ant<span class="_ _fa"> </span>96<span class="_ _3" />,009<span class="_ _177"> </span>-<span class="_ _59"> </span>-<span class="_ _cf"> </span><span class="ff2">96,00<span class="_ _3" />9<span class="_ _69"> </span><span class="ff1">-<span class="_ _178"> </span>-<span class="_ _93"> </span></span>-</span></div><div class="t m21 x6f h11e yd45 ff1 fs2e fc0 sc0 ls0 ws0">Prov<span class="_ _12" />is<span class="_ _1" />ions<span class="_ _df"> </span>-<span class="_ _177"> </span>-<span class="_ _91"> </span><span class="ls47">359<span class="_ _129"> </span><span class="ff2">359<span class="_ _69"> </span></span></span>-<span class="_ _178"> </span>-<span class="_ _93"> </span><span class="ff2">-</span></div></div><div class="c x11 yd46 wc5 h123"><div class="t m21 x6f h120 yd38 ff1 fs2e fc0 sc0 ls0 ws0">I<span class="_ _3" />nsura<span class="_ _3" />nce</div><div class="t m21 x10e h11e yd47 ff1 fs2e fc0 sc0 ls0 ws0">7,525<span class="_ _15d"> </span><span class="ls47">227<span class="_ _16f"> </span></span>-<span class="_ _dd"> </span><span class="ff2">7,75<span class="_ _3" />2</span></div><div class="t m21 x10f h120 yd38 ff1 fs2e fc0 sc0 ls47 ws0">199</div><div class="t m21 x110 h11e yd47 ff1 fs2e fc0 sc0 ls0 ws0">-<span class="_ _ab"> </span><span class="ff2 ls47">199</span></div></div><div class="c x11 yd39 wc5 h121"><div class="t m21 x6f h11e yd48 ff1 fs2e fc0 sc0 ls0 ws0">Re<span class="_ _3" />pair<span class="_ _3" />s <span class="_ _1" />and<span class="_ _3" /> maintenan<span class="_ _3" />ce<span class="_ _c9"> </span>32,71<span class="_ _3" />7<span class="_ _171"> </span>1,373<span class="_ _59"> </span>-<span class="_ _cf"> </span><span class="ff2">34,09<span class="_ _3" />0<span class="_ _98"> </span><span class="ff1">2<span class="_ _6e"> </span>-<span class="_ _af"> </span></span>2</span></div><div class="t m21 x6f h11e yd49 ff1 fs2e fc0 sc0 ls0 ws0">Other<span class="_ _3" /> adv<span class="_ _12" />ertis<span class="_ _1" />ing and<span class="_ _3" /> promo<span class="_ _3" />tion expenses<span class="_ _179"> </span>-<span class="_ _177"> </span>-<span class="_ _c4"> </span>3,138<span class="_ _2c"> </span><span class="ff2">3,138<span class="_ _50"> </span></span>-<span class="_ _5c"> </span>4<span class="_ _145"> </span><span class="ff2">4</span></div><div class="t m21 x6f h11e yd4a ff1 fs2e fc0 sc0 ls0 ws0">Sales <span class="_ _1" />c<span class="_ _1" />ommiss<span class="_ _1" />ion<span class="_ _17a"> </span>-<span class="_ _177"> </span>-<span class="_ _ba"> </span>13,575<span class="_ _cf"> </span><span class="ff2">13,575<span class="_ _50"> </span></span>-<span class="_ _178"> </span>-<span class="_ _156"> </span><span class="ff2">-</span></div><div class="t m21 x6f h11e yd4b ff1 fs2e fc0 sc0 ls0 ws0">Port ex<span class="_ _1" />pen<span class="_ _3" />ses<span class="_ _fc"> </span>11,192<span class="_ _177"> </span>-<span class="_ _59"> </span>-<span class="_ _cf"> </span><span class="ff2">11<span class="_ _3" />,192<span class="_ _50"> </span><span class="ff1">-<span class="_ _6e"> </span>-<span class="_ _93"> </span></span>-</span></div><div class="t m21 x6f h11e yd4c ff1 fs2e fc0 sc0 ls0 ws0">Other<span class="_ _3" /> ex<span class="_ _1" />pen<span class="_ _3" />ses<span class="_ _174"> </span><span class="ls47">185<span class="_ _f1"> </span>732<span class="_ _59"> </span></span>-<span class="_ _129"> </span><span class="ff2 ls47">917<span class="_ _120"> </span><span class="ff1">71<span class="_ _6e"> </span></span></span>-<span class="_ _117"> </span><span class="ff2 ls47">71</span></div><div class="t m21 x6f h11e yd4d ff1 fs2e fc0 sc0 ls0 ws0">Do<span class="_ _3" />nations<span class="_ _df"> </span>-<span class="_ _e7"> </span><span class="ls47">12<span class="_ _16f"> </span></span>-<span class="_ _117"> </span><span class="ff2 ls47">12<span class="_ _69"> </span></span>-<span class="_ _178"> </span>-<span class="_ _156"> </span><span class="ff2">-</span></div><div class="t m21 x6f h11e yd4e ff1 fs2e fc0 sc0 ls0 ws0">T<span class="_ _b" />ranspor<span class="_ _3" />tation expenses<span class="_ _17b"> </span>-<span class="_ _119"> </span><span class="ls47">105<span class="_ _59"> </span></span>-<span class="_ _129"> </span><span class="ff2 ls47">105<span class="_ _69"> </span></span>-<span class="_ _178"> </span>-<span class="_ _156"> </span><span class="ff2">-</span></div><div class="t m21 x6f h11e yd4f ff1 fs2e fc0 sc0 ls0 ws0">Co<span class="_ _3" />nsumable<span class="_ _3" />s<span class="_ _17a"> </span>4,<span class="_ _1" />557<span class="_ _15d"> </span><span class="ls47">102<span class="_ _16f"> </span></span>-<span class="_ _dd"> </span><span class="ff2">4<span class="_ _3" />,659<span class="_ _50"> </span><span class="ff1">-<span class="_ _6e"> </span>-<span class="_ _93"> </span></span>-</span></div><div class="t m21 x6f h11e yd50 ff2 fs2e fc0 sc0 ls0 ws0">Total<span class="_ _17c"> </span>259<span class="_ _3" />,335<span class="_ _98"> </span>26,831<span class="_ _ba"> </span>17,07<span class="_ _3" />2<span class="_ _44"> </span>3<span class="_ _3" />03<span class="_ _3" />,238<span class="_ _17d"> </span>1,062<span class="_ _5f"> </span>4<span class="_ _2c"> </span>1,066</div></div><div class="c x111 yd51 wcb h122"><div class="t m21 x112 h11e yd38 ff2 fs2e fc0 sc0 ls0 ws0">GRO<span class="_ _3" />UP</div></div><div class="c x11 yd52 wcc h122"><div class="t m21 x113 h11e yd38 ff2 fs2e fc0 sc0 ls0 ws0">31.12<span class="_ _3" />.2020</div></div><div class="c x10d yd51 wcd h122"><div class="t m21 x54 h11e yd38 ff2 fs2e fc0 sc0 ls0 ws0">COMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x114 h2 ya0d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd53 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd54 ff1 fs0 fc0 sc0 ls0 ws0">The effect of<span class="_ _1" /> fuel prices<span class="_ _1" /> fluctuation <span class="_ _1" />on <span class="ff6">the G<span class="_ _1" />roup’s Income Sta<span class="_ _1" />tement as wel<span class="_ _1" />l as risk<span class="_ _1" /> management are <span class="_ _1" />presente<span class="_ _1" />d </span></div><div class="t m0 x11 h2 yd55 ff1 fs0 fc0 sc0 ls0 ws0">in Note 3.1.6.<span class="_ _1" /> </div><div class="t m0 x49 h2 yd56 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf82" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc82 w0 h0"><img 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" class="bi x49 y3da wce h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">130</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _3e" />the <span class="_ _3e" />fiscal <span class="_ _3e" />year <span class="_ _1a" />ended <span class="_ _3e" />Dec<span class="_ _1" />ember <span class="_ _3e" />31, <span class="_ _3e" />202<span class="_ _1" />1, <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />Group's <span class="_ _3e" />admin<span class="_ _1" />istrative <span class="_ _3e" />expens<span class="_ _1" />es <span class="_ _3e" />include <span class="_ _3e" />statutory<span class="_ _1" /> <span class="_ _3e" />auditors' </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">fees of Euro <span class="ls2">37</span> k re<span class="_ _1" />lating to <span class="ls2">non <span class="_ _1" /></span>- audit serv<span class="_ _1" />ices. </div><div class="t m0 x11 h8 y9c6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h8 ya54 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd57 ff1 fs0 fc0 sc0 ls2 ws0">7.3.<span class="ls0"> <span class="_ _45"> </span>Other<span class="_ _1" /> operating inco<span class="_ _1" />me </span></div><div class="t m0 x49 h2 yd58 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd59 ff1 fs0 fc0 sc0 ls0 ws0">Breakdown <span class="_ _13" /><span class="ls2">of <span class="_ _1" /></span>other <span class="_ _13" />operating <span class="_ _13" />income <span class="_ _1" />per <span class="_ _13" />income <span class="_ _1" />c<span class="_ _1" />ategory <span class="_ _1" />as <span class="_ _13" />presented <span class="_ _13" />in <span class="_ _1" />the <span class="_ _1" />I<span class="_ _1" />ncome <span class="_ _13" />Statement <span class="_ _1" />for <span class="_ _13" />the <span class="_ _3e" />years </div><div class="t m0 x11 h2 yd5a ff1 fs0 fc0 sc0 ls0 ws0">ended 31.12.202<span class="_ _1" />1 and 31.1<span class="_ _1" />2.20<span class="ls2">20</span> is as fo<span class="_ _1" />llows. </div><div class="t m0 x49 h2 yd5b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b yd5c wcf h124"><div class="t m22 x113 h125 yd5d ff2 fs2f fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />21<span class="_ _b1"> </span>31.12<span class="_ _3" />.202<span class="_ _3" />0<span class="_ _45"> </span>31<span class="_ _3" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />202<span class="_ _3" />1<span class="_ _2c"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />20</div><div class="t m22 x6f h126 yd5e ff1 fs2f fc0 sc0 ls0 ws0">Gr<span class="_ _3" />a<span class="_ _3" />nts<span class="_ _17e"> </span>3,32<span class="_ _3" />6<span class="_ _6f"> </span>3,<span class="_ _1" />49<span class="_ _b" />2<span class="_ _69"> </span>-<span class="_ _50"> </span>8</div><div class="t m22 x6f h126 yd5f ff1 fs2f fc0 sc0 ls0 ws0">C<span class="_ _3" />omp<span class="_ _3" />en<span class="_ _b" />s<span class="_ _13" />ation<span class="_ _3" />s<span class="_ _17f"> </span>1,38<span class="_ _3" />8<span class="_ _5e"> </span><span class="ls48">550<span class="_ _69"> </span></span>-<span class="_ _171"> </span>-</div><div class="t m22 x6f h126 yd60 ff1 fs2f fc0 sc0 ls0 ws0">I<span class="_ _b" />nc<span class="_ _1" />ome<span class="_ _3" /> <span class="_ _1" />f<span class="_ _b" />ro<span class="_ _3" />m <span class="_ _1" />s<span class="_ _1" />er<span class="_ _3" />v<span class="_ _7" />i<span class="_ _1" />c<span class="_ _1" />es <span class="_ _1" />pr<span class="_ _3" />ov<span class="_ _7" />ided<span class="_ _65"> </span><span class="ls48">113<span class="_ _5e"> </span>114<span class="_ _69"> </span></span>-<span class="_ _61"> </span>-</div><div class="t m22 x6f h126 yd61 ff1 fs2f fc0 sc0 ls0 ws0">I<span class="_ _b" />nc<span class="_ _1" />ome<span class="_ _3" /> <span class="_ _1" />f<span class="_ _b" />ro<span class="_ _3" />m <span class="_ _1" />re<span class="_ _3" />n<span class="_ _3" />t<span class="_ _1" /> c<span class="_ _13" />on<span class="_ _b" />c<span class="_ _1" />es<span class="_ _1" />s<span class="_ _1" />ion du<span class="_ _3" />e t<span class="_ _1" />o c<span class="_ _1" />ov<span class="_ _7" />id-1<span class="_ _3" />9<span class="_ _159"> </span><span class="ls48">285<span class="_ _5e"> </span>137<span class="_ _10a"> </span>19<span class="_ _50"> </span></span>3</div><div class="t m22 x6f h126 yd62 ff1 fs2f fc0 sc0 ls0 ws0">I<span class="_ _b" />nc<span class="_ _1" />ome<span class="_ _3" /> <span class="_ _1" />f<span class="_ _b" />ro<span class="_ _3" />m <span class="_ _1" />re<span class="_ _3" />v<span class="_ _7" />ersal of<span class="_ _b" /> <span class="_ _1" />unr<span class="_ _b" />ealiz<span class="_ _1" />ed<span class="_ _b" /> <span class="_ _1" />pro<span class="_ _b" />v<span class="_ _12" />is<span class="_ _1" />ions<span class="_ _125"> </span><span class="ls48">351<span class="_ _db"> </span></span>1<span class="_ _50"> </span>-<span class="_ _61"> </span>-</div><div class="t m22 x6f h126 yd63 ff1 fs2f fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />inc<span class="_ _1" />ome<span class="_ _a4"> </span><span class="ls48">255<span class="_ _7c"> </span>18<span class="_ _69"> </span></span>-<span class="_ _171"> </span>-</div><div class="t m22 x6f h125 yd64 ff2 fs2f fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />othe<span class="_ _1" />r <span class="_ _1" />ope<span class="_ _13" />a<span class="_ _1" />ting <span class="_ _1" />i<span class="_ _1" />ncom<span class="_ _1" />e<span class="_ _180"> </span>5,71<span class="_ _3" />8<span class="_ _6f"> </span>4,<span class="_ _1" />31<span class="_ _b" />2<span class="_ _5e"> </span><span class="ls48">19<span class="_ _120"> </span>11</span></div></div><div class="c x23 yd65 wd0 h127"><div class="t m22 x115 h125 yd66 ff2 fs2f fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x107 yd65 wd1 h127"><div class="t m22 x45 h125 yd66 ff2 fs2f fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x116 h128 yaf ff7 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybd5 ff1 fs0 fc0 sc0 ls0 ws0">Income <span class="_ _13" />from <span class="_ _13" />grants <span class="_ _13" />mainly <span class="_ _13" />include<span class="_ _1" />s <span class="_ _13" />grants <span class="_ _13" />under <span class="_ _13" />the <span class="_ _3e" />Greek <span class="_ _13" />state <span class="_ _13" />support <span class="_ _13" />measu<span class="_ _1" />res <span class="_ _13" />for <span class="_ _13" />companies <span class="_ _13" />affected<span class="_ _1" /> <span class="_ _13" />by </div><div class="t m0 x11 h2 ya29 ff1 fs0 fc0 sc0 ls0 ws0">the Covid-19 pa<span class="_ _1" />ndemic. </div><div class="t m0 x11 h2 ybd7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y96d ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">4. <span class="_ _45"> </span>Other financi<span class="_ _1" />al results<span class="_ _1" /> </span></div><div class="t m0 x49 h9b y1c ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd67 ff6 fs0 fc0 sc0 ls0 ws0">“Other Financial Res<span class="_ _1" />ults” <span class="ff1">acc<span class="_ _1" />ount includes the fo<span class="_ _1" />llowing categories.<span class="_ _1" /> </span></div><div class="t m0 x49 h96 yd68 ff1 fs11 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yd69 wd2 h129"><div class="t m23 x6f h12a yd6a ff2 fs30 fc0 sc0 ls0 ws0"> </div><div class="t m23 xc h12a yd6b ff2 fs30 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _b" />21<span class="_ _be"> </span>3<span class="_ _3" />1.12<span class="_ _3" />.202<span class="_ _b" />0<span class="_ _ab"> </span>3<span class="_ _3" />1<span class="_ _3" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _3" />21<span class="_ _bd"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />2<span class="_ _3" />0</div><div class="t m23 x6f h12b yd6c ff1 fs30 fc0 sc0 ls0 ws0">R<span class="_ _3" />esults<span class="_ _1" /> <span class="_ _1" />f<span class="_ _3" />r<span class="_ _3" />om de<span class="_ _3" />r<span class="_ _3" />iv<span class="_ _12" />a<span class="_ _3" />ti<span class="_ _1" />v<span class="_ _7" />es<span class="_ _1" /> <span class="_ _1" />(<span class="_ _3" />f<span class="_ _b" />uels)<span class="_ _ec"> </span>1<span class="_ _3" />2,99<span class="_ _3" />4<span class="_ _9a"> </span>-24<span class="_ _b" />,<span class="_ _1" />58<span class="_ _3" />2<span class="_ _f1"> </span>-<span class="_ _101"> </span>-</div></div><div class="c x11 yd6d wd2 h12c"><div class="t m23 x6f h12b yd6e ff1 fs30 fc0 sc0 ls0 ws0">For<span class="_ _b" />eign<span class="_ _b" /> <span class="_ _1" />ex<span class="_ _1" />c<span class="_ _1" />ha<span class="_ _b" />nge<span class="_ _b" /> <span class="_ _1" />gain<span class="_ _3" />s<span class="_ _176"> </span><span class="ls49">300<span class="_ _10a"> </span>871<span class="_ _108"> </span></span>1<span class="_ _fe"> </span>3</div></div><div class="c x11 yd6f wd2 h12c"><div class="t m23 x6f h12b yd70 ff1 fs30 fc0 sc0 ls0 ws0">For<span class="_ _b" />eign<span class="_ _b" /> <span class="_ _1" />ex<span class="_ _1" />c<span class="_ _1" />ha<span class="_ _b" />nge<span class="_ _b" /> <span class="_ _1" />los<span class="_ _1" />s<span class="_ _1" />es<span class="_ _181"> </span>-<span class="_ _3" />46<span class="_ _b" />4<span class="_ _68"> </span>-<span class="_ _3" />72<span class="_ _b" />6<span class="_ _179"> </span><span class="ls4a">-3<span class="_ _4c"> </span>-4</span></div></div><div class="c x11 yd71 wd2 h12c"><div class="t m23 x6f h12b yd6e ff1 fs30 fc0 sc0 ls0 ws0">Othe<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1" />f<span class="_ _b" />inan<span class="_ _b" />c<span class="_ _1" />i<span class="_ _1" />al re<span class="_ _b" />s<span class="_ _13" />u<span class="_ _3" />lt<span class="_ _1" />s<span class="_ _118"> </span>-<span class="_ _3" />76<span class="_ _b" />4<span class="_ _68"> </span>-<span class="_ _3" />13<span class="_ _b" />3<span class="_ _f1"> </span>-<span class="_ _101"> </span>-</div></div><div class="c x11 yd69 wd2 h129"><div class="t m23 x6f h12a yd72 ff2 fs30 fc0 sc0 ls0 ws0">Tot<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" /> <span class="_ _1" />othe<span class="_ _1" />r <span class="_ _1" />f<span class="_ _3" />ina<span class="_ _13" />ncia<span class="_ _13" />l<span class="_ _1" /> re<span class="_ _13" />s<span class="_ _12" />ul<span class="_ _1" />t<span class="_ _3" />s<span class="_ _170"> </span>12<span class="_ _3" />,066<span class="_ _9a"> </span>-2<span class="_ _3" />4,57<span class="_ _b" />0<span class="_ _179"> </span><span class="ls4a">-2<span class="_ _4c"> </span>-1</span></div></div><div class="c x117 yd73 wd3 h12d"><div class="t m23 x40 h12a yd70 ff2 fs30 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OU<span class="_ _3" />P</div></div><div class="c x118 yd73 wd3 h12d"><div class="t m23 x51 h12a yd70 ff2 fs30 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x119 h2 y33b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd74 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />item <span class="_ _3e" />"Resu<span class="_ _1" />lts <span class="_ _3e" />from <span class="_ _3e" />De<span class="_ _1" />rivatives" <span class="_ _3e" />refers<span class="_ _1" /> <span class="_ _3e" />to <span class="_ _3e" />hedging <span class="_ _1a" />transactions <span class="_ _3e" />of <span class="_ _1a" />part <span class="_ _3e" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />fuel <span class="_ _1a" />price <span class="_ _1b" />f<span class="_ _1" />luctuation <span class="_ _3e" />risk<span class="_ _1" /> <span class="_ _3e" />and </div><div class="t m0 x11 h2 yaa2 ff1 fs0 fc0 sc0 ls0 ws0">refers to the contracts f<span class="_ _1" />inalized in the<span class="_ _1" /> fiscal year 202<span class="_ _1" />1. </div><div class="t m0 x11 h2 yd75 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd76 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group's <span class="_ _13" />p<span class="_ _1" />olicy <span class="_ _13" />on <span class="_ _13" />d<span class="_ _1" />erivative <span class="_ _13" />fina<span class="_ _1" />ncial <span class="_ _13" />instrume<span class="_ _1" />nts <span class="_ _13" />relates <span class="_ _13" />ex<span class="_ _1" />clusively <span class="_ _13" />to <span class="_ _13" />c<span class="_ _1" />ash <span class="_ _13" />flow <span class="_ _3e" />hedging <span class="_ _1b" />from <span class="_ _3e" />fuel <span class="_ _13" />pri<span class="_ _1" />ces </div><div class="t m0 x11 h2 y735 ff1 fs0 fc0 sc0 ls0 ws0">fluctuations. The h<span class="_ _1" />edging contracts<span class="_ _1" /> signed by the Gro<span class="_ _1" />up in 202<span class="_ _13" />1 are short-term a<span class="_ _1" />nd the type of contrac<span class="_ _1" />ts used is </div><div class="t m0 x11 h2 yd77 ff1 fs0 fc0 sc0 ls0 ws0">SWAP. The account<span class="_ _1" />ing treatment<span class="_ _1" /> of derivatives is ana<span class="_ _1" />lyzed in paragraph 2.20. Re<span class="_ _1" />ceivables and liabilities<span class="_ _1" /> arising </div><div class="t m0 x11 h2 yd78 ff1 fs0 fc0 sc0 ls0 ws0">from derivatives are pres<span class="_ _1" />ented separate<span class="_ _1" />ly in the Statement <span class="_ _1" />of Financial Posit<span class="_ _1" />ion.<span class="_ _1" /> </div><div class="t m0 x11 h2 y45d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y45e ff1 fs0 fc0 sc0 ls0 ws0">Foreign <span class="_ _1c"> </span>exch<span class="_ _1" />ange <span class="_ _1c"> </span>diff<span class="_ _1" />erences <span class="_ _1c"> </span>were <span class="_ _23"> </span>created <span class="_ _1c"> </span>m<span class="_ _1" />ainly <span class="_ _1c"> </span>due<span class="_ _1" /> <span class="_ _1c"> </span>to <span class="_ _23"> </span>the <span class="_ _1c"> </span>valuation, <span class="_ _23"> </span>of <span class="_ _1c"> </span>cash  balances, <span class="_ _1c"> </span>rece<span class="_ _1" />ivables <span class="_ _1c"> </span>an<span class="_ _1" />d </div><div class="t m0 x11 h2 yd79 ff1 fs0 fc0 sc0 ls0 ws0">liabilities as of 31.1<span class="_ _1" />2.202<span class="ls2">1.</span> </div><div class="t m0 x11 h2 y460 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y5e7 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf83" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc83 w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">131</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">5. <span class="_ _45"> </span>Financ<span class="_ _1" />ial expenses </span></div><div class="t m0 x11 h9b y49e ff1 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yd7a wd4 h12e"><div class="t m24 x8f h12f yd7b ff2 fs31 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />21<span class="_ _87"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />20<span class="_ _c7"> </span>3<span class="_ _3" />1.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _3" />2<span class="_ _3" />1<span class="_ _15c"> </span>31.12<span class="_ _3" />.202<span class="_ _3" />0</div><div class="t m24 x6f h130 yd7c ff1 fs31 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _b" />es<span class="_ _1" />t<span class="_ _1" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _1" /> fr<span class="_ _b" />om <span class="_ _1" />lon<span class="_ _3" />g-<span class="_ _b" />t<span class="_ _1" />er<span class="_ _3" />m <span class="_ _1" />loan<span class="_ _b" />s<span class="_ _e3"> </span><span class="ls4b">663<span class="_ _98"> </span>513<span class="_ _4b"> </span>506<span class="_ _59"> </span>260</span></div><div class="t m24 x6f h130 yd7d ff1 fs31 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _b" />es<span class="_ _1" />t<span class="_ _1" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _1" /> fr<span class="_ _b" />om <span class="_ _1" />s<span class="_ _1" />ho<span class="_ _3" />r<span class="_ _3" />t<span class="_ _1" />-<span class="_ _3" />t<span class="_ _1" />er<span class="_ _b" />m <span class="_ _1" />l<span class="_ _1" />oa<span class="_ _b" />ns<span class="_ _cc"> </span><span class="ls4b">12<span class="_ _e7"> </span></span>-<span class="_ _e8"> </span>-<span class="_ _115"> </span>-</div><div class="t m24 x6f h130 yd7e ff1 fs31 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _b" />es<span class="_ _1" />t<span class="_ _1" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _1" /> fr<span class="_ _b" />om <span class="_ _1" />bo<span class="_ _3" />nd<span class="_ _b" />s<span class="_ _182"> </span>14<span class="_ _3" />,064<span class="_ _169"> </span>12<span class="_ _3" />,<span class="_ _1" />68<span class="_ _3" />3<span class="_ _51"> </span>8,036<span class="_ _103"> </span>6,<span class="_ _1" />70<span class="_ _3" />8</div></div><div class="c x11 yd7f wd4 h131"><div class="t m24 x6f h130 yd80 ff1 fs31 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _b" />es<span class="_ _1" />t<span class="_ _1" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _1" /> fr<span class="_ _b" />om <span class="_ _1" />f<span class="_ _b" />i<span class="_ _1" />na<span class="_ _b" />nc<span class="_ _1" />e leases<span class="_ _ed"> </span><span class="ls4b">140<span class="_ _98"> </span>182<span class="_ _11c"> </span></span>-<span class="_ _c1"> </span>-</div></div><div class="c x11 yd81 wd4 h131"><div class="t m24 x6f h130 yd82 ff1 fs31 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _b" />es<span class="_ _1" />t<span class="_ _1" /> ex<span class="_ _1" />pe<span class="_ _3" />nse of<span class="_ _b" /> <span class="_ _1" />righ<span class="_ _b" />t<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />us<span class="_ _1" />e<span class="_ _ff"> </span><span class="ls4b">167<span class="_ _98"> </span>173<span class="_ _183"> </span>11<span class="_ _86"> </span>13</span></div></div><div class="c x11 yd83 wd4 h131"><div class="t m24 x6f h130 yd82 ff1 fs31 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _b" />es<span class="_ _1" />t<span class="_ _1" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _1" /> fr<span class="_ _b" />om <span class="_ _1" />f<span class="_ _b" />ac<span class="_ _1" />t<span class="_ _1" />or<span class="_ _b" />i<span class="_ _1" />ng<span class="_ _ac"> </span><span class="ls4b">144<span class="_ _fe"> </span>71<span class="_ _11c"> </span></span>-<span class="_ _c1"> </span>-</div></div><div class="c x11 yd84 wd4 h131"><div class="t m24 x6f h12f yd82 ff2 fs31 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />i<span class="_ _1" />nte<span class="_ _1" />re<span class="_ _1" />s<span class="_ _b" />t e<span class="_ _1" />x<span class="_ _13" />pe<span class="_ _13" />ns<span class="_ _12" />e<span class="_ _1" />s<span class="_ _12" /> <span class="_ _1" />from <span class="_ _1" />l<span class="_ _1" />oa<span class="_ _13" />ns<span class="_ _f0"> </span>15,19<span class="_ _3" />0<span class="_ _169"> </span>13,62<span class="_ _3" />2<span class="_ _51"> </span>8,<span class="_ _1" />55<span class="_ _3" />3<span class="_ _157"> </span>6,981</div></div><div class="c x11 yd85 wd4 h131"><div class="t m24 x6f h130 yd82 ff1 fs31 fc0 sc0 ls0 ws0">C<span class="_ _3" />ha<span class="_ _3" />r<span class="_ _3" />ge<span class="_ _3" /> f<span class="_ _3" />ro<span class="_ _b" />m<span class="_ _1" /> retire<span class="_ _3" />men<span class="_ _3" />t<span class="_ _1" /> employee be<span class="_ _3" />ne<span class="_ _b" />fits<span class="_ _11e"> </span><span class="ls4b">10<span class="_ _db"> </span>12<span class="_ _11c"> </span></span>-<span class="_ _f2"> </span>1</div></div><div class="c x11 yd7a wd4 h12e"><div class="t m24 x6f h130 yd86 ff1 fs31 fc0 sc0 ls0 ws0">C<span class="_ _3" />ommis<span class="_ _1" />s<span class="_ _1" />ion f<span class="_ _b" />or gu<span class="_ _3" />ar<span class="_ _b" />anties<span class="_ _144"> </span><span class="ls4b">98<span class="_ _db"> </span>85<span class="_ _179"> </span>16<span class="_ _f6"> </span></span>8</div><div class="t m24 x6f h130 yd87 ff1 fs31 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />intere<span class="_ _3" />st<span class="_ _1" /> <span class="_ _1" />re<span class="_ _3" />lated expen<span class="_ _b" />s<span class="_ _13" />es<span class="_ _12d"> </span>1,<span class="_ _1" />08<span class="_ _3" />8<span class="_ _68"> </span>1<span class="_ _b" />,<span class="_ _1" />436<span class="_ _184"> </span><span class="ls4b">234<span class="_ _185"> </span>123</span></div><div class="t m24 x6f h12f yd88 ff2 fs31 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />fina<span class="_ _13" />ncia<span class="_ _13" />l <span class="_ _1" />e<span class="_ _13" />x<span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _12" />e<span class="_ _13" />s<span class="_ _186"> </span>16<span class="_ _3" />,386<span class="_ _169"> </span>15<span class="_ _3" />,<span class="_ _1" />15<span class="_ _3" />5<span class="_ _51"> </span>8,803<span class="_ _103"> </span>7,<span class="_ _1" />11<span class="_ _3" />3</div></div><div class="c x117 yd89 wd5 h132"><div class="t m24 xd2 h12f yd8a ff2 fs31 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x11a yd89 wd6 h132"><div class="t m24 x3d h12f yd8a ff2 fs31 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x31 h9b y722 ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9b yd8b ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y31a ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">6. <span class="_ _45"> </span>Financ<span class="_ _1" />ial income </span></div><div class="t m0 x11 h1f ya16 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yd8c ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2b yd8d ff1 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yd8e wd7 h133"><div class="t m25 x11b h134 yd8f ff14 fs32 fc0 sc0 ls0 ws0">31<span class="_ _b" />.12<span class="_ _3" />.2<span class="_ _b" />021<span class="_ _cd"> </span>31.<span class="_ _3" />12<span class="_ _b" />.20<span class="_ _b" />20<span class="_ _8d"> </span>3<span class="_ _3" />1<span class="_ _3" />.1<span class="_ _3" />2.<span class="_ _3" />20<span class="_ _b" />21<span class="_ _8d"> </span>3<span class="_ _3" />1<span class="_ _3" />.1<span class="_ _3" />2.<span class="_ _3" />2<span class="_ _3" />02<span class="_ _b" />0</div><div class="t m25 x6f h135 yd90 ff1 fs32 fc0 sc0 ls0 ws0">Bank <span class="_ _1" />inter<span class="_ _3" />est<span class="_ _c2"> </span><span class="ls4c">95<span class="_ _159"> </span>233<span class="_ _85"> </span>80<span class="_ _11b"> </span>204</span></div></div><div class="c x11 yd91 wd8 h136"><div class="t m25 x6f h135 yd92 ff1 fs32 fc0 sc0 ls0 ws0">Othe<span class="_ _3" />r inter<span class="_ _3" />e<span class="_ _3" />s<span class="_ _1" />t <span class="_ _1" />re<span class="_ _3" />lated<span class="_ _3" /> <span class="_ _1" />incomes</div></div><div class="c x11 yd8e wd7 h133"><div class="t m25 xe7 h135 yd93 ff1 fs32 fc0 sc0 ls4c ws0">206<span class="_ _bf"> </span>35<span class="_ _f7"> </span><span class="ls0">-<span class="_ _e1"> </span>-</span></div><div class="t m25 x6f h137 yd94 ff2 fs32 fc0 sc0 ls0 ws0">Total<span class="_ _1" /> <span class="_ _1" />fina<span class="_ _13" />nc<span class="_ _3" />i<span class="_ _1" />a<span class="_ _1" />l<span class="_ _1" /> <span class="_ _1" />i<span class="_ _1" />ncome<span class="_ _41"> </span><span class="ls4c">301<span class="_ _187"> </span>268<span class="_ _85"> </span>80<span class="_ _11b"> </span>204</span></div></div><div class="c x11c yd95 wd9 h138"><div class="t m25 x56 h134 yd92 ff14 fs32 fc0 sc0 ls0 ws0">G<span class="_ _7" />RO<span class="_ _12" />U<span class="_ _7" />P</div></div><div class="c xbc yd95 wda h138"><div class="t m25 x3b h134 yd92 ff14 fs32 fc0 sc0 ls0 ws0">C<span class="_ _b" />O<span class="_ _b" />M<span class="_ _b" />PA<span class="_ _1" />N<span class="_ _7" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5a h2b yd96 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2b yd97 ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd98 ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">7. <span class="_ _45"> </span>Income fr<span class="_ _1" />om dividends<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y6bd ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd99 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />parent <span class="_ _b" />company <span class="_ _b" />rec<span class="_ _1" />orded <span class="_ _b" />income <span class="_ _b" />from <span class="_ _b" />div<span class="_ _1" />idends <span class="_ _b" />amounting <span class="_ _b" />to <span class="_ _3" />Euro <span class="_ _3" />12,901 <span class="_ _b" />k <span class="_ _b" />arising <span class="_ _b" />fro<span class="_ _1" />m <span class="_ _b" />its <span class="_ _b" />100% <span class="_ _b" />subsidiar<span class="_ _1" />y </div><div class="t m0 x11 h2 yd9a ff1 fs0 fc0 sc0 ls0 ws0">(see Note.7.16<span class="ls5">).<span class="_ _1" /></span> </div><div class="t m0 x11 h2 yd9b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd9c ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">8. <span class="_ _45"> </span>Profit from<span class="_ _1" /> acquisiton of su<span class="_ _1" />bsidiaries<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yd9d ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yd9e ff1 fs0 fc0 sc0 ls0 ws0">Attica <span class="_ _1a" />B<span class="_ _1" />lue <span class="_ _1a" />Hosp<span class="_ _1" />itality <span class="_ _1b" />S.M.S.A., <span class="_ _1a" />a <span class="_ _1b" />100% <span class="_ _1b" />subsidi<span class="_ _1" />ary <span class="_ _1a" />of <span class="_ _1b" />Attica <span class="_ _1b" />Group, <span class="_ _1b" />acquired <span class="_ _1b" />the <span class="_ _1a" />own<span class="_ _1" />ing <span class="_ _1a" />c<span class="_ _1" />ompany <span class="_ _1a" />o<span class="_ _1" />f <span class="_ _1a" />Nax<span class="_ _1" />os </div><div class="t m0 x11 h2 yd9f ff1 fs0 fc0 sc0 ls0 ws0">Resort Bea<span class="_ _3" />ch Hotel <span class="_ _3" />located in <span class="_ _b" />the Cycladic i<span class="_ _3" />sland of <span class="_ _3" />Naxos, in <span class="_ _b" />the Agios Georgi<span class="_ _3" />os beach, <span class="_ _b" />for a <span class="_ _3" />total consideration </div><div class="t m0 x11 h2 yda0 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1" />Euro <span class="_ _13" />6.5 <span class="_ _13" />mln. <span class="_ _13" />The <span class="_ _1" />prof<span class="_ _1" />it <span class="_ _1" />betwe<span class="_ _1" />en <span class="_ _13" />the <span class="_ _13" />fair <span class="_ _1" />va<span class="_ _1" />lue <span class="_ _1" />an<span class="_ _1" />d <span class="_ _13" />the <span class="_ _1" />acquisitio<span class="_ _1" />n <span class="_ _1" />pr<span class="_ _1" />ice <span class="_ _1" />aris<span class="_ _1" />ing <span class="_ _1" />from <span class="_ _13" />the <span class="_ _1" />ac<span class="_ _1" />quisition <span class="_ _13" />stood <span class="_ _13" />at <span class="_ _13" /> </div><div class="t m0 x11 h2 yda1 ff1 fs0 fc0 sc0 ls0 ws0">Euro 1,790 k (See No<span class="_ _1" />te 5.3.1).<span class="_ _1" /> </div><div class="t m0 x11 h98 yda2 ff7 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yda3 ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">9<span class="ls1">. </span> <span class="_ _35"> </span>Share in net prof<span class="_ _1" />it <span class="ls1">/ (</span>loss<span class="_ _1" /><span class="ls5">) </span>of companies acou<span class="_ _1" />nted for under the equ<span class="_ _1" />ity method<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yc3 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb yda4 ff6 fs0 fc0 sc0 ls0 ws0">The account “Sh<span class="_ _1" />are in net <span class="_ _1" />profit (loss) of co<span class="_ _1" />mpanies a<span class="_ _1" />ccounted for by t<span class="_ _1" />he equity meth<span class="_ _1" />od” includes a <span class="_ _1" />loss of Eur<span class="_ _1" />o </div><div class="t m0 x11 h2 yda5 ff1 fs0 fc0 sc0 ls2 ws0">1,<span class="ls0">4<span class="ls10">10</span> <span class="ff6">k, which refers to Atti<span class="_ _1" />ca Group’s share in AFR<span class="_ _1" />ICA <span class="_ _1" /></span>MOROCCO LINC<span class="_ _1" />S SA (AML) results.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y380 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y381 ff1 fs0 fc0 sc0 ls2 ws0">7.10<span class="ls4">. <span class="ls0"> <span class="_ _2d"> </span>Profit <span class="ls1">/ (</span>los<span class="_ _1" />s<span class="ls5">) </span>from disposal of ass<span class="_ _1" />ets </span></span></div><div class="t m0 x11 h2 y6bb ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6bc ff1 fs0 fc0 sc0 ls0 ws0">Hellenic <span class="_ _13" />Seaways <span class="_ _13" />S.M.S.A.<span class="_ _1" />, <span class="_ _13" />a <span class="_ _1" />100% <span class="_ _13" />subsidiary<span class="_ _1" /> <span class="_ _13" />of <span class="_ _1" />A<span class="_ _1" />ttica <span class="_ _13" />Group, <span class="_ _13" />proceeded <span class="_ _13" />with <span class="_ _13" />the <span class="_ _13" />sale <span class="_ _13" />of <span class="_ _1" /> <span class="_ _13" />th<span class="_ _1" />e <span class="_ _1" />Ro<span class="_ _13" />-P<span class="_ _1" />ax <span class="_ _13" />vessel </div><div class="t m0 x11 h2 y31 ff1 fs0 fc0 sc0 ls0 ws0">Express <span class="_ _3" />Pegassus <span class="_ _b" /> <span class="_ _b" />for safe <span class="_ _12" />and <span class="_ _3" />environmentally <span class="_ _3" />sound <span class="_ _b" />r<span class="_ _1" />ecycling <span class="_ _b" />according <span class="_ _3" />to <span class="_ _b" />the <span class="_ _3" />respective <span class="_ _b" />Europ<span class="_ _1" />ean <span class="_ _b" />and <span class="_ _3" />Greek </div></div></div><div class="pi" /></div>
<div id="pf84" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc84 w0 h0"><img 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" class="bi x49 y3da wdb h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">132</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">legislation, <span class="_ _13" />to <span class="_ _3e" />a <span class="_ _13" />s<span class="_ _1" />hip <span class="_ _13" />recycli<span class="_ _1" />ng <span class="_ _13" />facil<span class="_ _1" />ity <span class="_ _13" />i<span class="_ _1" />n <span class="_ _13" />Turkey, <span class="_ _3e" />included <span class="_ _3e" />in <span class="_ _13" />the <span class="_ _3e" />Europea<span class="_ _1" />n <span class="_ _13" />List <span class="_ _3e" />of <span class="_ _3e" />Ship <span class="_ _13" />Recy<span class="_ _1" />cling <span class="_ _13" />Facilities. <span class="_ _3e" />The </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">sale was <span class="_ _1" />concluded <span class="_ _1" />for a <span class="_ _1" />cash <span class="_ _1" />consideration <span class="_ _1" />of U.<span class="_ _1" />S. dollars <span class="_ _1" />1.12mln. T<span class="_ _1" />he above<span class="_ _1" /> tr<span class="_ _1" />ansaction resulted<span class="_ _1" /> in a<span class="_ _1" /> loss<span class="_ _1" /> of </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">Euro 16 k. </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls2 ws0">7.11<span class="ls4">. <span class="ls0"> <span class="_ _2d"> </span>Income Tax<span class="_ _1" /> </span></span></div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y909 ff6 fs0 fc0 sc0 ls0 ws0">Taxation <span class="_ _1a" />of <span class="_ _1b"> </span>the <span class="_ _1a" />Gr<span class="_ _1" />oup’s <span class="_ _1a" />pr<span class="_ _1" />ofits <span class="_ _1a" />is <span class="_ _1b"> </span>of <span class="_ _1a" />a <span class="_ _1b"> </span>specific <span class="_ _1b"> </span>nature. <span class="_ _1c"> </span><span class="ff1">Consequently, <span class="_ _1b" />it <span class="_ _1a" />is <span class="_ _1b" />believed <span class="_ _1b" />that <span class="_ _1a" />the <span class="_ _1b" />following <span class="_ _1b" />analysis </span></div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">provides a better unders<span class="_ _1" />tanding of<span class="_ _1" /> taxes.<span class="_ _1" /> </div></div><div class="c x11 yda6 wdc h139"><div class="t m26 x6f h13a yda7 fff fs33 fc0 sc0 ls0 ws0"> </div><div class="t m26 xde h13a yda8 ff2 fs33 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />21<span class="_ _94"> </span>31.12<span class="_ _3" />.202<span class="_ _b" />0<span class="_ _ad"> </span>31.12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _3" />21<span class="_ _b4"> </span>31.12<span class="_ _3" />.202<span class="_ _b" />0</div></div><div class="c x11 yda9 wdc h13b"><div class="t m26 x6f h13c ydaa ff10 fs33 fc0 sc0 ls0 ws0">T<span class="_ _12" />ax<span class="_ _1" /> ac<span class="_ _1" />c<span class="_ _1" />or<span class="_ _b" />ding<span class="_ _3" /> t<span class="_ _1" />o Law<span class="_ _b" /> <span class="_ _1" />27<span class="_ _b" />/<span class="_ _1" />75<span class="_ _159"> </span><span class="ff1 ls4d">143<span class="_ _11c"> </span>169<span class="_ _8f"> </span></span>-<span class="_ _e4"> </span>-</div></div><div class="c x11 ydab wdc h13d"><div class="t m26 x6f h13c ydaa ff10 fs33 fc0 sc0 ls0 ws0">I<span class="_ _b" />nc<span class="_ _1" />ome<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />ax<span class="_ _1" /> - Ot<span class="_ _1" />he<span class="_ _b" />r t<span class="_ _1" />ax<span class="_ _1" />es<span class="_ _121"> </span><span class="ff1 ls4d">23<span class="_ _10c"> </span>82<span class="_ _83"> </span></span>-<span class="_ _bf"> </span>-</div></div><div class="c x11 ydac wdc h13d"><div class="t m26 x6f h13c ydad ff10 fs33 fc0 sc0 ls0 ws0">D<span class="_ _3" />e<span class="_ _3" />f<span class="_ _b" />f<span class="_ _3" />er<span class="_ _b" />re<span class="_ _3" />d As<span class="_ _1" />s<span class="_ _1" />et<span class="_ _1" />s<span class="_ _123"> </span><span class="ff1">-1<span class="_ _3" />00<span class="_ _11d"> </span><span class="ff10">-<span class="_ _8f"> </span>-<span class="_ _bf"> </span>-</span></span></div></div><div class="c x11 yda6 wdc h139"><div class="t m26 x6f h13a ydae fff fs33 fc0 sc0 ls0 ws0">Tot<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" /> <span class="_ _188"> </span><span class="ls4d">66<span class="_ _e8"> </span>251<span class="_ _83"> </span></span>-<span class="_ _bf"> </span>-</div></div><div class="c x11 ydaf wdc h13e"><div class="t m26 x63 h13c ydb0 ff10 fs33 fc5 sc0 ls0 ws0">.<span class="_ _12e"> </span><span class="fc0"> </span></div></div><div class="c xb ydb1 wdd h13b"><div class="t m26 x37 h13a ydaa fff fs33 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OU<span class="_ _3" />P</div></div><div class="c x100 ydb1 wde h13b"><div class="t m26 x55 h13a ydaa fff fs33 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPA<span class="_ _3" />N<span class="_ _3" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x11d hcd y468 ff1 fs1e fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydb2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y227 ff1 fs0 fc0 sc0 ls0 ws0">A comparison b<span class="_ _1" />etween th<span class="_ _1" />e annual t<span class="_ _1" />ax rates <span class="_ _1" />is not poss<span class="_ _1" />ible, because, <span class="_ _1" />as already <span class="_ _1" />stated <span class="_ _1" />in Note <span class="_ _1" />2.18, the <span class="_ _1" />income </div><div class="t m0 x11 h2 ydb3 ff1 fs0 fc0 sc0 ls0 ws0">tax depends on n<span class="_ _1" /><span class="ls2">on</span>-shippi<span class="_ _1" />ng activities profits.<span class="_ _1" /> </div><div class="t m0 x11 h9b ydb4 ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydb5 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />basic <span class="_ _13" />tax <span class="_ _13" />rate <span class="_ _1" />for <span class="_ _13" />Societe <span class="_ _13" />Anonyme <span class="_ _13" />in <span class="_ _1" />Greece <span class="_ _13" />for <span class="_ _13" />the <span class="_ _1" />fisca<span class="_ _1" />l <span class="_ _1" />year <span class="_ _13" />ended <span class="_ _13" />December <span class="_ _13" />31, <span class="_ _1" />2<span class="_ _1" />02<span class="_ _1" />1 <span class="_ _13" />stands <span class="_ _13" />at <span class="_ _13" />22<span class="ls4e">% </span></div><div class="t m0 x11 h2 ydb6 ff1 fs0 fc0 sc0 ls0 ws0">(20<span class="ls2">20</span>: 24%) ac<span class="_ _1" />cording to Law <span class="_ _1" />4799/2021.<span class="_ _1" /> </div><div class="t m0 x11 h97 ydb7 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb ydb8 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s parent company<span class="_ _1" /> and subsidiaries unaudited fiscal years are pres<span class="_ _1" />ented in the table recorde<span class="_ _1" />d in Note </div><div class="t m0 x11 h2 ydb9 ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">6 <span class="ff6">“Investme<span class="_ _1" />nts in subsidiaries”.<span class="_ _1" /></span> </span></div><div class="t m0 x11 h97 ydba ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydbb ff1 fs0 fc0 sc0 ls0 ws0">ATTICA Group compa<span class="_ _1" />nies have made provisi<span class="_ _1" />ons of Euro 148 k <span class="_ _1" />for t<span class="_ _1" />he unaudited fisc<span class="_ _1" />al years.<span class="_ _1" /> </div><div class="t m0 x11 h97 y9a4 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y35f ff1 fs0 fc0 sc0 ls0 ws0">The parent company<span class="_ _1" /> has made provisions of <span class="_ _1" />Euro 20 k.<span class="_ _1" /> </div><div class="t m0 x11 h97 y4d3 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydbc ff6 fs0 fc0 sc0 ls0 ws0">The Group’s subsidiaries domiciled the<span class="_ _3" /> European Union, which have no <span class="_ _3" />establishment in Greece, are not <span class="ff1">subj<span class="_ _1" />ect </span></div><div class="t m0 x11 h2 ydbd ff1 fs0 fc0 sc0 ls0 ws0">to any obligation for tax a<span class="_ _1" />udit.<span class="_ _1" /> </div><div class="t m0 x11 h2 ydbe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y700 ff1 fs0 fc0 sc0 ls0 ws0">Tax Compliance Rep<span class="_ _1" />ort </div><div class="t m0 x11 h8 ya03 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydbf ff1 fs0 fc0 sc0 ls0 ws0">From <span class="_ _3e" />20<span class="_ _1" />11 <span class="_ _1a" />onwards <span class="_ _1a" />the <span class="_ _1a" />group <span class="_ _1a" />co<span class="_ _1" />mpanies <span class="_ _1b" />domiciled <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _3e" />Greece<span class="_ _1" />, <span class="_ _1a" />or <span class="_ _1a" />those <span class="_ _1a" />that <span class="_ _1a" />establishe<span class="_ _1" />d <span class="_ _3e" />a <span class="_ _1a" />branch<span class="_ _1" /> <span class="_ _3e" />i<span class="_ _1" />n <span class="_ _3e" />Gree<span class="_ _1" />ce </div><div class="t m0 x11 h2 y94d ff1 fs0 fc0 sc0 ls0 ws0">under <span class="_ _1b" />the <span class="_ _1b" />Law <span class="_ _1c"> </span>on <span class="_ _1b" />P<span class="_ _1" />ublic <span class="_ _1b" />Limited <span class="_ _1c"> </span>Companies, <span class="_ _1b" />h<span class="_ _1" />ave <span class="_ _1b" />been <span class="_ _1b" />a<span class="_ _1" />udited <span class="_ _1b" />by <span class="_ _1c"> </span>a <span class="_ _1b" />Certified <span class="_ _23"> </span>Public <span class="_ _1b" />Acc<span class="_ _1" />ountant <span class="_ _1b" />an<span class="_ _1" />d <span class="_ _1b" />have<span class="_ _1" /> </div><div class="t m0 x11 h2 y94e ff1 fs0 fc0 sc0 ls0 ws0">received <span class="_ _13" />unqual<span class="_ _1" />ified <span class="_ _13" />tax <span class="_ _13" />c<span class="_ _1" />ompliance <span class="_ _13" />reports <span class="_ _3e" />until <span class="_ _13" />the <span class="_ _3e" />FY <span class="_ _13" />20<span class="_ _13" /><span class="ls2">20</span>. <span class="_ _13" />Tax <span class="_ _3e" />complianc<span class="_ _1" />e <span class="_ _13" />report <span class="_ _3e" />for <span class="_ _13" />the <span class="_ _3e" />year <span class="_ _3e" />2021 <span class="_ _13" />wi<span class="_ _1" />ll <span class="_ _13" />be<span class="_ _1" /> </div><div class="t m0 x11 h2 y355 ff1 fs0 fc0 sc0 ls0 ws0">finalized within Octob<span class="_ _1" />er 2022.<span class="_ _1" /> </div><div class="t m0 x11 h2 yc42 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y951 ff1 fs0 fc0 sc0 ls0 ws0">For the fisca<span class="_ _1" />l years <span class="_ _1" />2011 until <span class="_ _1" />20<span class="_ _1" /><span class="ls2">20</span>,  a<span class="_ _1" />ll the <span class="_ _1" />group co<span class="_ _1" />mpanies, that w<span class="_ _1" />ere subjec<span class="_ _1" />t to <span class="_ _1" />a <span class="_ _1" />special t<span class="_ _1" />ax audit c<span class="_ _1" />onducted<span class="_ _1" /> </div><div class="t m0 x11 h2 y952 ff1 fs0 fc0 sc0 ls0 ws0">by Certified <span class="_ _1" />Public Acco<span class="_ _1" />untants in add<span class="_ _1" />ition to t<span class="_ _1" />he <span class="_ _1" />statut<span class="_ _1" />ory <span class="ff6">audit, <span class="_ _1" />in order <span class="_ _1" />to assure<span class="_ _1" /> the company<span class="_ _1" />’s compliance<span class="_ _1" /> in </span></div><div class="t m0 x11 h2 ydc0 ff1 fs0 fc0 sc0 ls0 ws0">all <span class="_ _13" />material <span class="_ _13" />respects, <span class="_ _13" />accordin<span class="_ _1" />g <span class="_ _13" />to <span class="_ _13" />Article <span class="_ _13" />82 <span class="_ _13" />of <span class="_ _13" />Law <span class="_ _13" />2238/199<span class="_ _1" />4 <span class="_ _13" />and <span class="_ _13" />Article <span class="_ _13" />65A <span class="_ _13" />of <span class="_ _13" />Law <span class="_ _13" />4174/<span class="_ _1" />2013<span class="_ _13" />, <span class="_ _13" />received <span class="_ _13" />an<span class="_ _1" /> </div><div class="t m0 x11 h2 ydc1 ff1 fs0 fc0 sc0 ls2 ws0">unq<span class="ls0">ualified Tax<span class="_ _1" /> Compliance Report.<span class="_ _1" /> </span></div></div></div><div class="pi" /></div>
<div id="pf85" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc85 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">133</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">It  is <span class="_ _24"> </span>to  be  noted  that  according  to  the  Circular  1006/2016  the <span class="_ _24"> </span>com<span class="_ _1" />panies  that  have  been  subject  to  the </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">aforementioned <span class="_ _1" />speci<span class="_ _1" />al <span class="_ _1" />tax <span class="_ _1" />audit <span class="_ _1" />are <span class="_ _13" />not exe<span class="_ _1" />mpted <span class="_ _1" />from <span class="_ _13" />the c<span class="_ _1" />onduct <span class="_ _1" />of <span class="_ _1" />the <span class="_ _13" />statutory <span class="_ _1" />tax <span class="_ _1" />audit <span class="_ _1" />by <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />com<span class="_ _13" />pet<span class="_ _1" />ent </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">tax authorities a<span class="_ _1" />nd for this reason the F<span class="_ _1" />Ys have not <span class="_ _1" />benn finalized<span class="_ _1" /> </div><div class="t m0 x11 hb y907 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />C<span class="_ _1" />ompany’s <span class="_ _13" />Management <span class="_ _13" />estimates<span class="_ _1" /> <span class="_ _1" />th<span class="_ _1" />at, <span class="_ _1" />in <span class="_ _13" />pote<span class="_ _1" />ntial <span class="_ _1" />f<span class="_ _1" />uture <span class="_ _13" />audits <span class="_ _13" />by <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />t<span class="_ _1" />ax <span class="_ _13" />authorities, <span class="_ _13" />provided <span class="_ _13" />that <span class="_ _13" />they </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">will be conducted, <span class="_ _1" /> no additional tax di<span class="_ _1" />fferences <span class="_ _1" />will arise with<span class="_ _1" /> significant effect <span class="_ _1" /><span class="ls2">on</span> the financ<span class="_ _1" />ial statements.<span class="_ _1" /> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _13" />the <span class="_ _3e" />fiscal <span class="_ _3e" />year <span class="_ _3e" />2021<span class="_ _1" />, <span class="_ _3e" />the <span class="_ _3e" />special <span class="_ _3e" />audit <span class="_ _13" />for <span class="_ _1a" />receiving <span class="_ _1a" />the <span class="_ _13" />Tax <span class="_ _3e" />Compl<span class="_ _1" />iance <span class="_ _13" />Rep<span class="_ _1" />ort <span class="_ _3e" />is <span class="_ _13" />in <span class="_ _3e" />progress<span class="_ _1" /> <span class="_ _13" />and <span class="_ _3e" />it <span class="_ _13" />is <span class="_ _1a" />not </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">expected <span class="_ _1b" />that <span class="_ _1b" />upon <span class="_ _1b" />its <span class="_ _1a" />c<span class="_ _1" />ompletion, <span class="_ _1b" />differences <span class="_ _1b" />will <span class="_ _1b" />a<span class="_ _1" />rise <span class="_ _1b" />th<span class="_ _1" />at <span class="_ _1b" />will <span class="_ _1b" />substantial<span class="_ _1" />ly <span class="_ _1b" />differentiate <span class="_ _1b" /><span class="ls4">th</span>e <span class="_ _1a" />tax <span class="_ _1b" />obligat<span class="_ _1" />ions </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0">presented in the fina<span class="_ _1" />ncial statements.<span class="_ _1" /> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _b" />r<span class="_ _1" />espect <span class="_ _3" />of <span class="_ _3" />Attica <span class="_ _3" />Group <span class="_ _3" />compani<span class="_ _1" />es, <span class="_ _3" />domiciled outside <span class="_ _b" />E<span class="_ _1" />uropean Union, <span class="_ _b" />that have <span class="_ _3" />no <span class="_ _3" />branches in <span class="_ _b" />Greece, there </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">is <span class="_ _1" />no <span class="_ _1" />obligat<span class="_ _1" />ion <span class="_ _1" />for <span class="_ _13" />tax <span class="_ _1" />a<span class="_ _1" />udit. <span class="_ _1" />Shippi<span class="_ _1" />ng <span class="_ _1" />Companies, <span class="_ _13" />are <span class="_ _1" />not<span class="_ _1" /> <span class="_ _1" />subject <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />the <span class="_ _13" />afore<span class="_ _1" />mentioned <span class="_ _13" />tax <span class="_ _1" />audit <span class="_ _13" />and <span class="_ _1" />their <span class="_ _13" />tax </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">audit wil be conducte<span class="_ _1" />d by the tax authorit<span class="_ _1" />ies as provided.<span class="_ _1" /> </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">2. <span class="_ _34"> </span>Earnings p<span class="_ _1" />er share </span></div><div class="t m0 x11 h8 y681 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">Basic earnings per sh<span class="_ _1" />are are calculated by d<span class="_ _1" />ividing the profit<span class="_ _1" /> or loss attributabl<span class="_ _1" />e to shareholders of th<span class="_ _1" />e parent <span class="_ _13" /> </div><div class="t m0 x11 h2 y5ee ff1 fs0 fc0 sc0 ls0 ws0">company, by the<span class="_ _1" /> weighted average num<span class="_ _1" />ber of ordinary<span class="_ _1" /> shares in issue during th<span class="_ _1" />e year.<span class="_ _1" /> </div><div class="t m0 x11 h2 y957 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">The calculation with t<span class="_ _1" />he weighted average n<span class="_ _1" />umber of shares is a<span class="_ _1" />nalyzed in the tab<span class="_ _1" />le below<span class="_ _13" />. </div><div class="t m0 x11 h9c ydc2 ff1 fs13 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ydc3 wdf h13f"><div class="t m27 x11e h140 ydc4 ff2 fs34 fc0 sc0 ls0 ws0">1.1-<span class="_ _b" />31<span class="_ _3" />.12.20<span class="_ _b" />21<span class="_ _cf"> </span>1<span class="_ _3" />.<span class="_ _1" />1-<span class="_ _b" />31<span class="_ _3" />.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />20<span class="_ _44"> </span>1<span class="_ _b" />.<span class="_ _1" />1-<span class="_ _b" />31.12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _3" />21<span class="_ _189"> </span>1.1-<span class="_ _b" />31<span class="_ _3" />.12.20<span class="_ _b" />20</div></div><div class="c x11 ydc5 we0 h141"><div class="t m27 x6f h142 ydc6 ff1 fs34 fc0 sc0 ls0 ws0">Pro<span class="_ _3" />f<span class="_ _b" />it<span class="_ _1" /> <span class="_ _1" />/<span class="_ _1" /> <span class="_ _1" />(<span class="_ _3" />loss<span class="_ _1" />) att<span class="_ _1" />rib<span class="_ _3" />utab<span class="_ _b" />le <span class="_ _1" />to <span class="_ _1" />s<span class="_ _1" />ha<span class="_ _b" />re<span class="_ _3" />h<span class="_ _3" />old<span class="_ _b" />er<span class="_ _3" />s<span class="_ _1" /> <span class="_ _1" />of<span class="_ _12" /> <span class="_ _1" />t<span class="_ _1" />he<span class="_ _3" /> par<span class="_ _b" />en<span class="_ _3" />t </div><div class="t m27 x6f h142 ydc7 ff1 fs34 fc0 sc0 ls0 ws0">c<span class="_ _1" />omp<span class="_ _b" />any</div></div><div class="c x11 ydc3 wdf h13f"><div class="t m27 x18 h142 ydc8 ff1 fs34 fc0 sc0 ls0 ws0">-<span class="_ _3" />13<span class="_ _b" />,<span class="_ _1" />19<span class="_ _3" />3<span class="_ _80"> </span>-<span class="_ _b" />49<span class="_ _3" />,418<span class="_ _185"> </span>2,87<span class="_ _3" />1<span class="_ _184"> </span>1,46<span class="_ _3" />8</div><div class="t m27 x6f h142 ydc9 ff1 fs34 fc0 sc0 ls0 ws0">T<span class="_ _12" />he<span class="_ _3" /> we<span class="_ _b" />i<span class="_ _1" />gh<span class="_ _b" />t<span class="_ _1" />ed<span class="_ _3" /> av<span class="_ _7" />er<span class="_ _b" />age<span class="_ _b" /> <span class="_ _1" />nu<span class="_ _3" />mbe<span class="_ _b" />r of<span class="_ _b" /> <span class="_ _1" />or<span class="_ _b" />din<span class="_ _3" />ar<span class="_ _b" />y<span class="_ _1" /> <span class="_ _1" />s<span class="_ _1" />ha<span class="_ _3" />r<span class="_ _3" />es <span class="_ _7a"> </span>215<span class="_ _b" />,<span class="_ _1" />80<span class="_ _3" />5<span class="_ _3" />,<span class="_ _1" />84<span class="_ _b" />3<span class="_ _29"> </span>21<span class="_ _b" />5,80<span class="_ _3" />5,84<span class="_ _b" />3<span class="_ _13c"> </span>21<span class="_ _b" />5,805<span class="_ _b" />,<span class="_ _1" />84<span class="_ _3" />3<span class="_ _15c"> </span>21<span class="_ _3" />5<span class="_ _3" />,<span class="_ _1" />80<span class="_ _b" />5,84<span class="_ _3" />3</div><div class="t m27 x6f h140 ydca ff2 fs34 fc0 sc0 ls0 ws0">E<span class="_ _b" />a<span class="_ _13" />rnings<span class="_ _12" /> pe<span class="_ _13" />r <span class="_ _1" />s<span class="_ _12" />ha<span class="_ _1" />re<span class="_ _13" /> - ba<span class="_ _13" />s<span class="_ _12" />i<span class="_ _1" />c<span class="_ _3" /> <span class="_ _1" />(<span class="_ _3" />i<span class="_ _1" />n E<span class="_ _3" />uro)<span class="_ _186"> </span>-<span class="_ _3" />0.06<span class="_ _b" />11<span class="_ _80"> </span>-<span class="_ _b" />0.22<span class="_ _3" />90<span class="_ _68"> </span>0.<span class="_ _1" />0<span class="_ _3" />13<span class="_ _b" />3<span class="_ _106"> </span>0.00<span class="_ _3" />68</div></div><div class="c x25 ydcb we1 h143"><div class="t m27 x55 h140 ydc7 ff2 fs34 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OU<span class="_ _b" />P</div></div><div class="c x11f ydcb we2 h143"><div class="t m27 x13 h140 ydc7 ff2 fs34 fc0 sc0 ls0 ws0">C<span class="_ _3" />O<span class="_ _3" />MPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x98 h2 y5a1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydcc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y443 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9 ydcd ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y87f ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">3. <span class="_ _34"> </span>Tangible ass<span class="_ _1" />ets </span></div><div class="t m0 x11 h2 ydce ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydcf ff1 fs0 fc0 sc0 ls0 ws0">The risk<span class="_ _1" />s, th<span class="_ _1" />e m<span class="_ _1" />easures <span class="_ _1" />addres<span class="_ _1" />s<span class="_ _1" />ing <span class="_ _1" />the <span class="_ _1" />issue <span class="_ _1" />as <span class="_ _1" />well <span class="_ _1" />as <span class="_ _1" />the <span class="_ _13" />consequences <span class="_ _1" />of <span class="_ _1" />th<span class="_ _1" />e coron<span class="_ _1" />avirus <span class="_ _1" />pandemic <span class="_ _1" />(Covid<span class="_ _1" /> </div><div class="t m0 x11 h2 ya30 ff1 fs0 fc0 sc0 ls0 ws0">19) for the Group and t<span class="_ _1" />he Company are ana<span class="_ _1" />lyzed in Note 3.<span class="_ _1" />1.8. "Risks arising from<span class="_ _1" /> the COVID<span class="_ _13" />-19 pandemic".<span class="_ _1" /> </div><div class="t m0 x11 h2 ydd0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydd1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />vessels <span class="_ _13" />of <span class="_ _1" />the <span class="_ _1" />Gro<span class="_ _1" />up <span class="_ _1" />have <span class="_ _13" />been <span class="_ _1" />mortgag<span class="_ _1" />ed <span class="_ _1" />as <span class="_ _1" />se<span class="_ _1" />curity <span class="_ _1" />of <span class="_ _13" />the <span class="_ _1" />long<span class="_ _13" />-term <span class="_ _1" />b<span class="_ _1" />orrowings <span class="_ _1" />for <span class="_ _13" />the <span class="_ _1" />amou<span class="_ _1" />nt <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />Euro </div><div class="t m0 x11 h2 y13f ff1 fs0 fc0 sc0 ls0 ws0">740,578 k </div><div class="t m0 x11 h2 ydd2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydd3 ff1 fs0 fc0 sc0 ls0 ws0">The depreciation ana<span class="_ _1" />lysis is presented<span class="_ _1" /> in the following tab<span class="_ _1" />le.<span class="_ _1" /> </div><div class="t m0 x11 h8 ydd4 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf86" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc86 w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">134</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h8 ydd5 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x45 ydd6 we3 h144"><div class="t m28 xcc h145 ydd7 fff fs35 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _b" />21<span class="_ _4a"> </span>3<span class="_ _3" />1.12<span class="_ _b" />.<span class="_ _1" />202<span class="_ _b" />0<span class="_ _af"> </span>31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />21<span class="_ _81"> </span>3<span class="_ _3" />1.12<span class="_ _3" />.202<span class="_ _b" />0</div><div class="t m28 x6f h146 ydd8 ff10 fs35 fc0 sc0 ls0 ws0">Ves<span class="_ _1" />sels<span class="_ _1" /> <span class="_ _1" />de<span class="_ _3" />pr<span class="_ _b" />eci<span class="_ _1" />ation<span class="_ _18a"> </span>49<span class="_ _3" />,080<span class="_ _fd"> </span>46,69<span class="_ _3" />8<span class="_ _11c"> </span>-<span class="_ _e8"> </span>-</div></div><div class="c x45 ydd9 we4 h147"><div class="t m28 x6f h146 ydda ff10 fs35 fc0 sc0 ls0 ws0">Othe<span class="_ _3" />r tang<span class="_ _3" />ible<span class="_ _3" /> and<span class="_ _3" /> int<span class="_ _1" />an<span class="_ _b" />gible </div><div class="t m28 x6f h146 yddb ff10 fs35 fc0 sc0 ls0 ws0">ass<span class="_ _1" />ets<span class="_ _1" /> <span class="_ _1" />de<span class="_ _3" />pr<span class="_ _b" />eci<span class="_ _1" />ation</div></div><div class="c x45 ydd6 we3 h144"><div class="t m28 x58 h146 yddc ff10 fs35 fc0 sc0 ls0 ws0">2,35<span class="_ _3" />1<span class="_ _7a"> </span>2,21<span class="_ _3" />6<span class="_ _183"> </span><span class="ls4f">38<span class="_ _db"> </span>38</span></div><div class="t m28 x6f h145 yddd fff fs35 fc0 sc0 ls0 ws0">Total<span class="_ _16c"> </span>51<span class="_ _3" />,<span class="_ _1" />43<span class="_ _b" />1<span class="_ _63"> </span>4<span class="_ _b" />8,914<span class="_ _183"> </span><span class="ls4f">38<span class="_ _db"> </span>38</span></div></div><div class="c x120 ydde we5 h148"><div class="t m28 x30 h145 yddb fff fs35 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x6b ydde we6 h148"><div class="t m28 x115 h145 yddb fff fs35 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x121 h8 ydd5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h8 yddf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h8 yde0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yde1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x122 h2 y948 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h96 y586 ff1 fs11 fc0 sc0 ls0 ws0"> </div><div class="t m0 x49 h2 yde2 ff1 fs0 fc0 sc0 ls0 ws0">Fixed <span class="_ _1b" />assets <span class="_ _1c"> </span>under <span class="_ _1b" />c<span class="_ _1" />onstruction <span class="_ _1b" /> <span class="_ _1c"> </span>mainly <span class="_ _1c"> </span>include<span class="_ _1" />s <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />three <span class="_ _1c"> </span>Aero <span class="_ _1b" />C<span class="_ _1" />atamaran <span class="_ _1b" />t<span class="_ _1" />ype <span class="_ _1b" />high-<span class="_ _1" />speed <span class="_ _1b" />vess<span class="_ _1" />els <span class="_ _1b" />a<span class="_ _1" />nd <span class="_ _1b" />are </div><div class="t m0 x49 h2 yde3 ff1 fs0 fc0 sc0 ls0 ws0">expected to be d<span class="_ _1" />elivered during <span class="_ _1" />2022. </div><div class="t m0 x11 h96 y41f ff1 fs11 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h96 yde4 ff1 fs11 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14a yde6 ff2 fs36 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div><div class="t m29 x6f h14a yde7 ff2 fs36 fc0 sc0 ls0 ws0">TAN<span class="_ _b" />GI<span class="_ _1" />BLE<span class="_ _b" /> <span class="_ _1" />ASSETS</div></div><div class="c x4b yde8 we7 h14b"><div class="t m29 x75 h14a yde9 ff2 fs36 fc0 sc0 ls0 ws0">Ve<span class="_ _13" />s<span class="_ _12" />s<span class="_ _b" />e<span class="_ _13" />ls<span class="_ _bd"> </span>La<span class="_ _1" />nd<span class="_ _2b"> </span>Buildi<span class="_ _1" />ngs<span class="_ _155"> </span>Ve<span class="_ _1" />hi<span class="_ _1" />cle<span class="_ _13" />s</div></div><div class="c xfc yde8 we8 h14b"><div class="t m29 xab h14a ydea ff2 fs36 fc0 sc0 ls0 ws0">Furniture<span class="_ _1" /> <span class="_ _1" />&amp; </div><div class="t m29 x49 h14a ydeb ff2 fs36 fc0 sc0 ls0 ws0">Fittings</div></div><div class="c x67 yde8 we9 h14b"><div class="t m29 x5b h14a ydea ff2 fs36 fc0 sc0 ls0 ws0">Cons<span class="_ _12" />truct<span class="_ _b" />i<span class="_ _1" />on <span class="_ _1" />in </div><div class="t m29 x49 h14a ydeb ff2 fs36 fc0 sc0 ls0 ws0">progre<span class="_ _1" />s<span class="_ _b" />s</div></div><div class="c x4b yde8 we7 h14b"><div class="t m29 x109 h14a yde9 ff2 fs36 fc0 sc0 ls0 ws0">Total</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14c ydec ff6 fs36 fc0 sc0 ls0 ws0">Βook <span class="_ _1" />v<span class="_ _12" />alue at <span class="_ _1" />1.1.202<span class="_ _3" />0</div></div><div class="c x4b yded we7 h14d"><div class="t m29 x123 h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">1,175<span class="_ _3" />,390<span class="_ _9a"> </span>-<span class="_ _e"> </span>8,800<span class="_ _169"> </span><span class="ls50">147<span class="_ _6a"> </span></span>9,951<span class="_ _140"> </span>2,88<span class="_ _3" />4<span class="_ _be"> </span>1,197<span class="_ _3" />,172</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14e ydee ff1 fs36 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated<span class="_ _3" /> depr<span class="_ _3" />eciation</div></div><div class="c x4b ydef we7 h14d"><div class="t m29 x10b h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">-4<span class="_ _3" />95<span class="_ _3" />,806<span class="_ _9a"> </span>-<span class="_ _29"> </span>-3,750<span class="_ _6e"> </span>-10<span class="_ _3" />5<span class="_ _aa"> </span>-<span class="_ _3" />9,510<span class="_ _4c"> </span>-<span class="_ _c7"> </span>-5<span class="_ _3" />09<span class="_ _3" />,170</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14a ydf0 ff2 fs36 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> a<span class="_ _1" />t <span class="_ _1" />1.1.202<span class="_ _3" />0</div></div><div class="c x4b ydf1 we7 h14f"><div class="t m29 x75 h14a ydf2 ff2 fs36 fc0 sc0 ls0 ws0">67<span class="_ _3" />9,584<span class="_ _9a"> </span>-<span class="_ _e"> </span>5,050<span class="_ _fd"> </span><span class="ls50">42<span class="_ _6b"> </span>441<span class="_ _6b"> </span></span>2,884<span class="_ _155"> </span>688,00<span class="_ _3" />2</div></div><div class="c x4b ydf3 we7 h150"><div class="t m29 x6f h14e ydf4 ff1 fs36 fc0 sc0 ls0 ws0">Additions<span class="_ _182"> </span>3<span class="_ _3" />3,612<span class="_ _9a"> </span>-<span class="_ _17"> </span><span class="ls50">199<span class="_ _51"> </span>20<span class="_ _6b"> </span>113<span class="_ _6b"> </span></span>4,376<span class="_ _93"> </span>38<span class="_ _3" />,300</div></div><div class="c x4b ydf5 we7 h14d"><div class="t m29 x6f h14a ydeb ff1 fs36 fc0 sc0 ls0 ws0">I<span class="_ _3" />mpair<span class="_ _3" />ment los<span class="_ _1" />ses<span class="_ _1" /> <span class="_ _1" />re<span class="_ _3" />v<span class="_ _12" />ersed in P&amp;<span class="_ _1" />L<span class="_ _80"> </span><span class="ls50">558<span class="_ _9a"> </span></span>-<span class="_ _ba"> </span><span class="ff2">-<span class="_ _88"> </span></span>-<span class="_ _58"> </span>-<span class="_ _86"> </span>-<span class="_ _6a"> </span><span class="ls50">558</span></div></div><div class="c x4b ydf6 we7 h14d"><div class="t m29 x6f h14e ydf7 ff1 fs36 fc0 sc0 ls0 ws0">I<span class="_ _3" />mpair<span class="_ _3" />ment los<span class="_ _1" />ses<span class="_ _1" /> <span class="_ _1" />re<span class="_ _3" />cognised in P<span class="_ _1" />&amp;L<span class="_ _4e"> </span>-5<span class="_ _3" />35<span class="_ _9a"> </span>-<span class="_ _ba"> </span>-<span class="_ _88"> </span>-<span class="_ _58"> </span>-<span class="_ _86"> </span>-<span class="_ _54"> </span>-53<span class="_ _3" />5</div></div><div class="c x4b ydf8 we7 h14d"><div class="t m29 x6f h14e ydf9 ff1 fs36 fc0 sc0 ls0 ws0">Re<span class="_ _3" />clas<span class="_ _1" />s<span class="_ _1" />if<span class="_ _3" />ic<span class="_ _1" />ations<span class="_ _134"> </span><span class="ls50">796<span class="_ _9a"> </span></span>-<span class="_ _74"> </span>-<span class="_ _7a"> </span>-<span class="_ _84"> </span>-<span class="_ _63"> </span>-<span class="_ _3" />79<span class="_ _3" />6<span class="_ _91"> </span>0</div></div><div class="c x4b ydfa we7 h151"><div class="t m29 x6f h14e ydf4 ff1 fs36 fc0 sc0 ls0 ws0">De<span class="_ _3" />pr<span class="_ _3" />eciation c<span class="_ _1" />har<span class="_ _3" />ge<span class="_ _d6"> </span>-<span class="_ _b" />46,698<span class="_ _9a"> </span>-<span class="_ _143"> </span>-73<span class="_ _3" />8<span class="_ _8a"> </span>-1<span class="_ _3" />3<span class="_ _6f"> </span>-2<span class="_ _3" />32<span class="_ _4c"> </span>-<span class="_ _81"> </span>-<span class="_ _3" />47<span class="_ _3" />,681</div></div><div class="c x4b ydfb we7 h150"><div class="t m29 x6f h14e ydf4 ff1 fs36 fc0 sc0 ls0 ws0">Co<span class="_ _3" />st<span class="_ _1" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />v<span class="_ _12" />aluation at <span class="_ _1" />31<span class="_ _3" />.12.2020<span class="_ _49"> </span>1,<span class="_ _1" />20<span class="_ _3" />9,821<span class="_ _9a"> </span>-<span class="_ _e"> </span>8,999<span class="_ _169"> </span><span class="ls50">167<span class="_ _49"> </span></span>10<span class="_ _3" />,064<span class="_ _140"> </span>6,464<span class="_ _bd"> </span>1,<span class="_ _1" />23<span class="_ _3" />5,515</div></div><div class="c x4b ydfc we7 h14d"><div class="t m29 x6f h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated<span class="_ _3" /> depr<span class="_ _3" />eciation<span class="_ _185"> </span>-542<span class="_ _3" />,504<span class="_ _9a"> </span>-<span class="_ _29"> </span>-4,48<span class="_ _3" />8<span class="_ _c4"> </span>-<span class="_ _3" />11<span class="_ _3" />8<span class="_ _aa"> </span>-9<span class="_ _3" />,742<span class="_ _4c"> </span>-<span class="_ _c7"> </span>-5<span class="_ _3" />56,85<span class="_ _3" />1</div></div><div class="c x4b ydfd we7 h14f"><div class="t m29 x6f h14a ydf2 ff2 fs36 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> a<span class="_ _1" />t <span class="_ _1" />31<span class="_ _3" />.12.202<span class="_ _3" />0<span class="_ _178"> </span>667,31<span class="_ _3" />7<span class="_ _9a"> </span>-<span class="_ _e"> </span>4,511<span class="_ _fd"> </span><span class="ls50">49<span class="_ _17d"> </span>322<span class="_ _6b"> </span></span>6,46<span class="_ _3" />4<span class="_ _18"> </span>67<span class="_ _3" />8,664</div></div><div class="c x4b ydfe we7 h152"><div class="t m29 x75 h14a ydff ff2 fs36 fc0 sc0 ls0 ws0">Ve<span class="_ _13" />s<span class="_ _12" />s<span class="_ _b" />e<span class="_ _13" />ls<span class="_ _bd"> </span>La<span class="_ _1" />nd<span class="_ _2b"> </span>Buildi<span class="_ _1" />ngs<span class="_ _155"> </span>Ve<span class="_ _1" />hi<span class="_ _1" />cle<span class="_ _13" />s</div></div><div class="c xfc ydfe we8 h152"><div class="t m29 xab h14a ydea ff2 fs36 fc0 sc0 ls0 ws0">Furniture<span class="_ _1" /> <span class="_ _1" />&amp; </div><div class="t m29 x49 h14a ydf7 ff2 fs36 fc0 sc0 ls0 ws0">Fittings</div></div><div class="c x67 ydfe we9 h152"><div class="t m29 x5b h14a ydea ff2 fs36 fc0 sc0 ls0 ws0">Cons<span class="_ _12" />truct<span class="_ _b" />i<span class="_ _1" />on <span class="_ _1" />in </div><div class="t m29 x49 h14a ydf7 ff2 fs36 fc0 sc0 ls0 ws0">progre<span class="_ _1" />s<span class="_ _b" />s</div></div><div class="c x4b ydfe we7 h152"><div class="t m29 x109 h14a ydff ff2 fs36 fc0 sc0 ls0 ws0">Total</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14c ye00 ff6 fs36 fc0 sc0 ls0 ws0">Βook <span class="_ _1" />v<span class="_ _12" />alue at <span class="_ _1" />1.1.202<span class="_ _3" />1</div></div><div class="c x4b ye01 we7 h153"><div class="t m29 x123 h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">1,209<span class="_ _3" />,821<span class="_ _9a"> </span>-<span class="_ _e"> </span>8,999<span class="_ _169"> </span><span class="ls50">167<span class="_ _49"> </span></span>10,06<span class="_ _3" />4<span class="_ _140"> </span>6,464<span class="_ _be"> </span>1,235<span class="_ _b" />,<span class="_ _1" />515</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14e ye02 ff1 fs36 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated<span class="_ _3" /> depr<span class="_ _3" />eciation</div></div><div class="c x4b ye03 we7 h14d"><div class="t m29 x10b h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">-5<span class="_ _3" />42<span class="_ _3" />,504<span class="_ _9a"> </span>-<span class="_ _29"> </span>-4,488<span class="_ _6e"> </span>-11<span class="_ _3" />8<span class="_ _aa"> </span>-<span class="_ _3" />9,742<span class="_ _4c"> </span>-<span class="_ _c7"> </span>-5<span class="_ _3" />56<span class="_ _3" />,851</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14a ye04 ff2 fs36 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> a<span class="_ _1" />t <span class="_ _1" />1.1.202<span class="_ _3" />1</div></div><div class="c x4b ye05 we7 h14f"><div class="t m29 x75 h14a ydf2 ff2 fs36 fc0 sc0 ls0 ws0">66<span class="_ _3" />7,317<span class="_ _9a"> </span>-<span class="_ _e"> </span>4,511<span class="_ _fd"> </span><span class="ls50">49<span class="_ _6b"> </span>322<span class="_ _6b"> </span></span>6,464<span class="_ _155"> </span>678,66<span class="_ _3" />4</div></div><div class="c x4b ye06 we7 h150"><div class="t m29 x6f h14e ydf4 ff1 fs36 fc0 sc0 ls0 ws0">Additions<span class="_ _182"> </span>2<span class="_ _3" />6,741<span class="_ _9a"> </span>-<span class="_ _17"> </span><span class="ls50">146<span class="_ _88"> </span></span>-<span class="_ _6b"> </span><span class="ls50">120<span class="_ _149"> </span></span>10,649<span class="_ _93"> </span>37,53<span class="_ _3" />6</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14e ye07 ff1 fs36 fc0 sc0 ls0 ws0">Additions <span class="_ _1" />f<span class="_ _3" />ro<span class="_ _3" />m <span class="_ _1" />acquisit<span class="_ _1" />on of<span class="_ _b" /> <span class="_ _1" />s<span class="_ _1" />ubsidiar<span class="_ _3" />y</div></div><div class="c x4b ye08 we7 h14d"><div class="t m29 xbb h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">-<span class="_ _be"> </span>1,391<span class="_ _c0"> </span>8,353<span class="_ _5b"> </span><span class="ls50">393<span class="_ _6b"> </span>765<span class="_ _86"> </span></span>-<span class="_ _156"> </span>10<span class="_ _3" />,902</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14e ye09 ff1 fs36 fc0 sc0 ls0 ws0">Additions <span class="_ _1" />f<span class="_ _3" />ro<span class="_ _3" />m <span class="_ _1" />I<span class="_ _3" />FRS 16</div></div><div class="c x4b ye0a we7 h14d"><div class="t m29 xbb h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">-<span class="_ _c8"> </span><span class="ls50">33<span class="_ _51"> </span>29<span class="_ _84"> </span></span>-<span class="_ _4c"> </span>-<span class="_ _80"> </span><span class="ls50">62</span></div></div><div class="c x4b ye0b we7 h14d"><div class="t m29 x6f h14e ydf7 ff1 fs36 fc0 sc0 ls0 ws0">Disposals<span class="_ _182"> </span>-<span class="_ _3" />8,234<span class="_ _9a"> </span>-<span class="_ _ba"> </span>-<span class="_ _68"> </span><span class="ls51">-3<span class="_ _d7"> </span></span>-<span class="_ _86"> </span>-<span class="_ _4f"> </span>-8,237</div></div><div class="c x4b ye0c we7 h14d"><div class="t m29 x6f h14e ye0d ff1 fs36 fc0 sc0 ls0 ws0">Re<span class="_ _3" />clas<span class="_ _1" />s<span class="_ _1" />if<span class="_ _3" />ic<span class="_ _1" />ations<span class="_ _ec"> </span>6,22<span class="_ _3" />5<span class="_ _9a"> </span>-<span class="_ _74"> </span>-<span class="_ _7a"> </span>-<span class="_ _84"> </span>-<span class="_ _82"> </span>-6<span class="_ _3" />,339<span class="_ _54"> </span>-11<span class="_ _3" />4</div></div><div class="c x4b yde5 we7 h149"><div class="t m29 x6f h14e ye0e ff1 fs36 fc0 sc0 ls0 ws0">De<span class="_ _3" />pr<span class="_ _3" />eciation of<span class="_ _3" /> dis<span class="_ _1" />posals</div></div><div class="c x4b ye0f we7 h153"><div class="t m29 xea h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">6,281<span class="_ _9a"> </span>-<span class="_ _ba"> </span>-<span class="_ _10a"> </span>3<span class="_ _58"> </span>-<span class="_ _86"> </span>-<span class="_ _b6"> </span>6,<span class="_ _1" />28<span class="_ _3" />4</div></div><div class="c x4b ye10 wea h14d"><div class="t m29 x6f h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">De<span class="_ _3" />pr<span class="_ _3" />eciation fr<span class="_ _3" />om acquisi<span class="_ _1" />ton of<span class="_ _3" /> s<span class="_ _1" />ubsidiar<span class="_ _3" />y</div></div><div class="c x4b ye10 we7 h14d"><div class="t m29 xbb h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">-<span class="_ _9a"> </span>-<span class="_ _ba"> </span>-<span class="_ _c4"> </span>-3<span class="_ _3" />90<span class="_ _6f"> </span>-<span class="_ _3" />68<span class="_ _3" />1<span class="_ _4c"> </span>-<span class="_ _4a"> </span>-1,07<span class="_ _3" />1</div></div><div class="c x4b ye11 we7 h150"><div class="t m29 x6f h14e ydf4 ff1 fs36 fc0 sc0 ls0 ws0">De<span class="_ _3" />pr<span class="_ _3" />eciation c<span class="_ _1" />har<span class="_ _3" />ge<span class="_ _d6"> </span>-<span class="_ _b" />49,080<span class="_ _9a"> </span>-<span class="_ _143"> </span>-99<span class="_ _3" />6<span class="_ _8a"> </span>-1<span class="_ _3" />9<span class="_ _6f"> </span>-2<span class="_ _3" />14<span class="_ _4c"> </span>-<span class="_ _81"> </span>-<span class="_ _3" />50<span class="_ _3" />,309</div></div><div class="c x4b ye12 we7 h14d"><div class="t m29 x6f h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">Co<span class="_ _3" />st<span class="_ _1" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />v<span class="_ _12" />aluation at <span class="_ _1" />31<span class="_ _3" />.12.2021<span class="_ _49"> </span>1,<span class="_ _1" />23<span class="_ _3" />4,553<span class="_ _bd"> </span>1,<span class="_ _1" />39<span class="_ _3" />1<span class="_ _bd"> </span>1<span class="_ _3" />7,531<span class="_ _169"> </span><span class="ls50">586<span class="_ _49"> </span></span>10,94<span class="_ _3" />9<span class="_ _149"> </span>10<span class="_ _3" />,774<span class="_ _be"> </span>1,27<span class="_ _3" />5,784</div></div><div class="c x4b ye13 we7 h14d"><div class="t m29 x6f h14e ydeb ff1 fs36 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated<span class="_ _3" /> depr<span class="_ _3" />eciation<span class="_ _185"> </span>-585<span class="_ _3" />,303<span class="_ _9a"> </span>-<span class="_ _29"> </span>-5,48<span class="_ _3" />3<span class="_ _c4"> </span>-<span class="_ _3" />52<span class="_ _3" />4<span class="_ _4e"> </span>-10<span class="_ _3" />,637<span class="_ _4c"> </span>-<span class="_ _c7"> </span>-60<span class="_ _3" />1,947</div></div><div class="c x4b ye14 we7 h154"><div class="t m29 x6f h14a ydf2 ff2 fs36 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> a<span class="_ _1" />t <span class="_ _1" />31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _178"> </span>649,25<span class="_ _3" />0<span class="_ _be"> </span>1,391<span class="_ _b1"> </span>12,048<span class="_ _fd"> </span><span class="ls50">62<span class="_ _6b"> </span>312<span class="_ _178"> </span></span>1<span class="_ _3" />0,774<span class="_ _155"> </span>673,83<span class="_ _3" />7</div></div></div><div class="pi" /></div>
<div id="pf87" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc87 w0 h0"><img 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nv89d0cbq+oqBj7b3/4wl3zPnfj/el0yyX155z2oTBodttv3/3iylWrd3pXDQ0Nf3r4iVv+1ZYunzjuxKz09vcE68JBm8rL7cEAAGyzPbgfemzK7DXJpt+0enRRfEifnNbcy/rKhpmrt6+ZWV6euen39/3g61c0vc6/nzfm83e8ue37nqqS4bhrJ517dOHgwvy+BT2yEvHhBxWd+OFjm97ksOHDhvcOljQp2DtmbHrmUz87/+jCww7s2y03Oy83+6zTTuzVq9deveYzTz4q/tCidJN/o5i8oHb4J3961pi+hw3uk989p3E5UCqd2VRRvWRd+T/f2ri0PAqCYOqyhjGX/vxLE4d//Quf3HYOytEjDx83LGfasu0feJ1Xkh525T2DC2LDC7P79MiKBWEQBPWpdElFwzslyapkG/9tJCsr69Cs9fMzQ997Xxab+uqcj599hp0YAIBmcV9TU3vlbbMyzb+46k/fu/DIMaNacy/FJSWDL7tz282jILzxHytPP27muJNP2Hadyz913n89Om9h2fbj7kvLo1te2BAE2z8ouvTuPsMOHrrtYnZ29qRvfuSM//xnpsnHeZc3v9XEKW89c/u39+o1jxk14ttnDfr5083W2Cwrj26bXhYEe/i3i4VlmeseXHzhxDVDDxqybeMNl42ddtMLTa+WCcJVFdGqivogaHFWnH1a9XTyYX3nL9x+cdbKqo/bhQEAeM/Ww88vzVve4iQ5XxzbpzVnfWlUNHDgLz41vOnqlCgIv/DbZ+vrm6XtzV88tbDb7u6norKqxZZxJ5/wzx9OOKhglzdZuamhDS/7p9dfef+XjxmUv9ep3Ssn+sq4fgcUDWy6ceLppzx9w+mfPiZ/H06q2SqnHH9Mz9T2tx8rMwN2tf4HAICuG/e1yWYL2fvlBbf+4Et79dVO3/rSpYf2a/ZFV8VbMi0Wsn90wrjlD33zhnMG5cZ3vsA9FtvJI5552tipN19x/OCdh3Nih6/hym6+KSsR29kDxT77iXNn3HL5acOyw6C1i/jPHpG38qFv3PrDL2dnZ7f40VnjT33o19945dcfP390t5w9fWlsYV503qhm73JGDWnVF9Z269btC8dvf6OTiuXe+tQcOzEAAI3Cxv7eVL750hvuKn/vXJOXnHLwdddcsrf3dc9D/7h9yvytGZoT/+bFx5131vidXnP2m3N/99epz86vKKneXvMDukfv/vm6/Pydf3VrFEV/fnTyXU+/Nb8kubE2aly7HwbRTz8+7Ptf/WzTa7706uwz/t+Uxncr+dnBtJ9fdMxRY3bztBctXvKHh559cu7G1RWZ9A4nCwqDaFjv2NlH9pt4/GHnnDkukdjzwfnikpLpM+esXl++prSysjaZTKXDMMzNivftmTvsgL6HHDjg+GOPzMvLu+2+R19bVBxFUf+CvJ9d//kd3zDsahyuvHV6TaLXexfTPx7fY+Thh9qVAQAIo/30zVBtEEVRVVVVbW1dQzKZTqcH9C/Mzc1t5a2qqqtTqXQ8HtvpF7Vu2FBaXVMThmFhv77du3dv5fOpq6urrNySTCUbv2U2Fovl5uTk5/dozbN6P9183xOv1By07WK/VPHN15yek5NjbwYAEPeRUehY3lmw6EfTmn2Y4d9G14w/9UQjAwDQxcUMQYcz4rDhPVIbm26Zt6LUsAAAkOisL6y6unrZilVhGBYN6N+3b5/386GXLV+xdn1ZEAR9CvKHDR2Sl5fXhjspLimpqqo5dPiwHX8Uj8e/MrbvzS/XJuNb73luRX51dXXrFyABANApdc5lOQ8+NvmKP85OZho/dJu566qjrrr0wvfnoV+YMfP2eVlRLPHe+Kb7p0suO3Hgiccd0/o7eWbqy3ct6BaLMqf3Lv78heN3+vbgnkemTCkbtO3iSd1XXve58+zQAABdWSdcllNaWvb1Sa8ff2D28zeeOfXHH/nGhKLDhw16fx66qqrq7jnpbWUfBEEUxtcnBv33a+nbHnwqmUy28n6eW7ApDGNRLPFCxYFfnfTq/IWLd7zOJz96ajy9feX9rMr+NTU1dmgAgK6ssx2537SpfNxX/3j8sIJJP/nqjufpn79w0eRprx894qDpbyzO755z/TWfWb9+w/Mvv7541YaCHrkXTDix8ftx7/7LY1d95sLGmz/65DMD+/UZe+Jxv7rjL2MOGbR4ZUlZRc3gwoJPnTu+d+9eLe7/7ocnP7Np8K6eW1F6zZcnHjbisOF7fBVPPPvi/y5Kb0lsPfl9Vrr2sOz1Ywb1GH/ysb17bX/Qn056fG5y6LaLFw/a8OnzzrRPAwB0WZ3tyP2jU6a+syHzuY9+KAzD2tra4pKSbf9LJpPvLF7xvYeX/MekF4v69Tz0wAFr1q475Io7vjZpdhRFz7yxeuK3H0ilUkEQTHp2YSaz9ZutHp224KU5i4Ig+PWTS8//+bQ3l2zonZ9773OLR1z++82bNzd96CiKZmzY3ar34vjgG/+1efab8/b4Ks6bOO7ur55+VNaKxovJeN476aF/XdXvugfemvzc9G3vx8aNanYa0JdWJe3QAABdWWf7QO3GiuogCHrmdw+C4KF/PPuFu+Zu+9Ebv70oCIJ0EN79nQuOHDMqCILb7/97ViycectljZ9bHXfVL+5/5KkrL7lgV3f+qWML7v2va4MguPDMFcOvvm/aK69fcPaEbT+d8vyMmkTv3T+9TCx78uzlxx1z5B5fSBiG37n87Nsf/ueMzQOj+Nbvt6pJFNz7bvDq0ie+/Znx+fk9Bh8wIJi7/Q3Ghlj/0tLSwsJCuzUAQNfU2Y7cn3z0YfEwenvxyiAIzp94yuzfXDD7Nxd8Y3z//Oxg6JDBQRDkZ0eNZR8EwZI1ZZ/4UO9tZ6Q5dWThM68vb/zvbUfH05lM7L3lPacesXXJzbCDh47qH1+xrmz7O4e5bz24ML7HpxdP1489vH8rX0tWVta1l51726WHnN5zVXa6etv2hZmh19y/6No/PH3b5LnN3jmEWT95eFZVVZXdGgBA3HcG404+/ppT+v3skXnV1dV9+/b50NFHHnvUETOXlH/zrCGNS+TjTdbhDx3Y+3/nbFqzdm3jxZnvlo07YnAQBD1yEjNnzwmCIJPJvLaiun+f/MYrvLpg6zWXr1g5f0N6yMCta+KTyeQt08vr4z328OSizDVHpieMO2mvXlGf3r2/cum5k64+dmLvNbHM1oU3mVjW+sQBK8KDWly5OD74tr89b7cGAOiaOuF57n93wzXf/dU9Iz/72yMH5QVBsLS0bsKofv/5tcsafxpv8nbmsgsnzl22/qzr7x3SJ7usKnns0IIvXnZREARfOGvMZb+cMrzw+fpUZnRR7tmnb83xt9dUnXHNLwq6JVZvqr9+YtFHx49t3P7kv2bUvvfh192U/bkD1o8/9ay2vaicnJxrPn3OSfMXPvby4gUNA1Ox3F1dc3bt4PkLF48acZidGwCgq+mc57kPgiCTycx9a348Hhtx2PDs7K1r1uvr66uqqnf8Tquyso29ehUkEk1OYRlFmzaVZ2dn5edvPWw/4Lybbv3iCRd89IwNpaX9CwuzsrK2Xfm6W59aGz9wN08mlkl++ej0aScfv19e2ty35/9m6sa6RMGurnBC3orrrzjfzg0A0NV02m+ojcVixxw1psXGnJycnJycHa/cr1/L4+5hGO70e22zsrIGHXBA0y2bKyqKwwG7fzJje6477eT99g1TR40Z9fshlf/zv9NerR4chTtZ6L90S649GwCgC4oZgn1RX1//0z+/mIll7/zHUTQwvfbTQ8q+fMnZ+/dxC3r2vO7y875/SvYRiRXdUuUtfloW7z/5uRfNDgBAV9Npl+Xsd8UlJb0KCvLy8ppu3P23Vo2Krbjxi//ny2OiKPrtfU/OrG324doRsRU//qKVOQAAXYsj961VNHBgi7JPpVLTN+Tv6vq9Uuuv/cQp78f7szC8/orzvnZUXWFqXeOWeKb+Yx8aYsoAALoaR+7b7tlpL9+1YCenv8xPlV08MuvMU0/Y9kHe903Zxo3V1TUFBT17FRSYIACAriZhCNrs1XfLgqBl3OemKm688PADBw/6QJ5Sv759+/Xta2oAAMQ9e2dtXW6L8euW2vyziw89oKjI4AAAIO47jIWLl5TH+2+7GEbpg8M1V509WtkDACDuO5inZy6Iwq0nqMlOV3/ntF5HjjnPsAAAIO47nqGFPd6oqIwH6YNyKj59xsiRhx9qTAAA+GA5Ww4AAHQSznMPAADiHgAAEPcAAIC4BwAAxD0AAAAAALR/ToUJAACdhGU5AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIe0MAAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADtU6JtNwvD0NhBexBF0T7egz/OHWLWTNN+HFKD2X4mxVx09F8lZrAdzmC472UAAAC0B5blAABAJ2FZDnRsluV0kVkzTftxSA1m+5kUc9HRf5WYwXY4g5blAABAJ2FZDgAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4QAACAuAcAANqRRBtuE4ahgYN2JYoif5Y766yZJuPZWSfFXHT03yNmsH3OoCP3AADQSYRtO+AHAAC0N47cAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7g0BAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwCALivRtpuFYWjsoD2Iomgf78Ef5w4xa6ZpPw6pwWw/k2IuOjSRASwAABU+SURBVPqvEjPYDmcw3PcyAAAA2gNH7qHzvFn3x7kTz5pp2o9DajDbz6SYi47+q8QMtsMZdOQeAAA6CR+oBQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3BsCAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AANAhJdp2szAMjR20B1EU7eM9+OPcIWbNNO3HITWY7WdSzEVH/1ViBtvhDIb7XgYAAEB7YFkOAAB0EpblQMdmWU4XmTXTtB+H1GC2n0kxFx39V4kZbIczaFkOAAB0EpblAACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAAu5Vow23CMDRw0K5EUeTPcmedNdNkPDvrpJiLjv57xAy2zxl05B4AADoJcQ8AAJ1E2LZ/zQcAANobR+4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3hgAAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAYO8l2nazMAyNHbQHURTt4z3449whZs007cchNZjtZ1LMRUf/VWIG2+EMhvteBgAAQHvgyD10njfr/jh34lkzTftxSA1m+5kUc9HRf5WYwXY4g47cAwBAJ+EDtQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHtDAAAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AACw7xJtu1kYhsYOOrcoivbvHfp7wy5kV2nnE2HkO/dfwnQRoV0HAAA6B8tyAACgk7AsB9g5y3L4oHYhu8oHNRFGvnP/JUwXYVkOAAB0EpblAACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7g0BAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAIB9lmjDbcIwNHDQFURRtF/ux18adiG7SvufC4Pfuf8eputw5B4AAMQ9AADQnoT+uQcAADoHR+4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3hgAAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAoP1ItO1mYRgaO+jcoijav3fo7w27kF2lnU+Eke/cfwnTRThyDwAAnUTofSEAAHQOluUAO2dZDh/ULmRX+aAmwsh37r+E6SIcuQcAgE7CmnsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAA+P/t2kGKwzAQRUEafP8rdy7gLCIbpPyu2g72oiXEi0fiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuDcCAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAA+M219lhVmR1k6+53X+jcsIVslcMXwuSzD2GGKFsHAAAyuJYDAAAhXMsB7rmWw64tZKvsWgiTzz6EGcK1HAAACOFaDgAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4IAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAAA8di08U1UGBxN09yvvcWjYQrbK+Wth+NnnMHP4cg8AAOIeAAA4Sfl3DwAAZPDlHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcW8EAAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADnuNYeqyqzg2zd/e4LnRu2kK1y+EKYfPYhzBC+3AMAQIjyuxAAADK4lgPccy2HXVvIVtm1ECaffQgzhC/3AAAQwp17AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEvREAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAgJHKCAAA4I9097c/fQAM/xT4x4SbdwAAAABJRU5ErkJggg==" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">135</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x31 h2 y34b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye15 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye16 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye17 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye18 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y2d6 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y3b0 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye19 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y227 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y4c9 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye1a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y956 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y3c3 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yd6 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yb3d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye1b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1c8 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ye1c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye1d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y910 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x124 h2 y5a7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1e0 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y578 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye1e ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y4da ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y382 ff1 fs6 fc0 sc0 ls0 ws0">*<span class="fs0 ls52">* <span class="ls0">It concerns<span class="_ _1" /> IFRS 16 appli<span class="_ _1" />cation, as referred to in<span class="_ _1" /> paragraph 2.17.5<span class="_ _1" />.1.<span class="_ _1" /> </span></span></div><div class="t m0 x11 h1f y579 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h156 ye20 ff2 fs37 fc0 sc0 ls0 ws0">CO<span class="_ _3" />MPANY</div><div class="t m2a x6f h156 ye21 ff2 fs37 fc0 sc0 ls0 ws0">TAN<span class="_ _b" />GI<span class="_ _1" />BLE<span class="_ _b" /> ASS<span class="_ _1" />E<span class="_ _3" />TS</div></div><div class="c x11 ye22 web h157"><div class="t m2a x7e h156 ye23 ff2 fs37 fc0 sc0 ls0 ws0">Buildi<span class="_ _1" />ngs<span class="_ _9e"> </span>V<span class="_ _1" />e<span class="_ _1" />hi<span class="_ _1" />cl<span class="_ _1" />e<span class="_ _1" />s</div></div><div class="c xcd ye22 wec h157"><div class="t m2a x87 h156 ye24 ff2 fs37 fc0 sc0 ls0 ws0">Furniture<span class="_ _1" /> <span class="_ _1" />&amp; </div><div class="t m2a x34 h156 ye25 ff2 fs37 fc0 sc0 ls0 ws0">Fittings</div></div><div class="c x50 ye22 wed h157"><div class="t m2a x85 h156 ye24 ff2 fs37 fc0 sc0 ls0 ws0">Cons<span class="_ _12" />truc<span class="_ _3" />t<span class="_ _3" />ion<span class="_ _1" /> i<span class="_ _1" />n </div><div class="t m2a x3a h156 ye25 ff2 fs37 fc0 sc0 ls0 ws0">progre<span class="_ _1" />s<span class="_ _b" />s</div></div><div class="c x11 ye22 web h157"><div class="t m2a x125 h156 ye23 ff2 fs37 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h158 ye26 ff6 fs37 fc0 sc0 ls0 ws0">Βook <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _3" /> at<span class="_ _1" /> 1.<span class="_ _1" />1.202<span class="_ _3" />0</div></div><div class="c x11 ye27 web h159"><div class="t m2a x126 h15a ye25 ff1 fs37 fc0 sc0 ls53 ws0">382<span class="_ _5b"> </span>22<span class="_ _5e"> </span>283<span class="_ _83"> </span><span class="ls0">3<span class="_ _104"> </span></span>690</div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h15a ye28 ff1 fs37 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _3" />eciation</div></div><div class="c x11 ye29 web h15b"><div class="t m2a xa2 h15a ye2a ff1 fs37 fc0 sc0 ls0 ws0">-1<span class="_ _3" />59<span class="_ _6e"> </span>-2<span class="_ _3" />2<span class="_ _63"> </span>-<span class="_ _3" />28<span class="_ _3" />3<span class="_ _179"> </span><span class="ls54">-3<span class="_ _184"> </span></span>-<span class="_ _3" />46<span class="_ _3" />7</div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h156 ye2b ff2 fs37 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />t 1.<span class="_ _1" />1.202<span class="_ _b" />0</div></div><div class="c x11 ye2c web h15c"><div class="t m2a x126 h156 ye2d ff2 fs37 fc0 sc0 ls53 ws0">223<span class="_ _5d"> </span><span class="ls0">-<span class="_ _179"> </span>-<span class="_ _15d"> </span>-<span class="_ _104"> </span></span>223</div></div><div class="c x11 ye2e wee h15d"><div class="t m2a x6f h15a ye2f ff1 fs37 fc0 sc0 ls0 ws0">De<span class="_ _b" />preciation based on chang<span class="_ _3" />e in </div><div class="t m2a x6f h15a ye30 ff1 fs37 fc0 sc0 ls0 ws0">acc<span class="_ _1" />oun<span class="_ _3" />ting policy<span class="_ _1" /> <span class="_ _1" />IFR<span class="_ _b" />S<span class="_ _1" /> <span class="_ _1" />16</div></div><div class="c x11 ye2e web h15d"><div class="t m2a x127 h15a ye31 ff1 fs37 fc0 sc0 ls0 ws0">-3<span class="_ _3" />8<span class="_ _5d"> </span>-<span class="_ _179"> </span>-<span class="_ _f6"> </span>-<span class="_ _86"> </span>-3<span class="_ _3" />8</div></div><div class="c x11 ye32 web h159"><div class="t m2a x6f h15a ye25 ff1 fs37 fc0 sc0 ls0 ws0">Book <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _3" /> at<span class="_ _1" /> 31.12.202<span class="_ _3" />0<span class="_ _18b"> </span><span class="ls53">382<span class="_ _5b"> </span>22<span class="_ _5e"> </span>283<span class="_ _83"> </span></span>3<span class="_ _104"> </span><span class="ls53">690</span></div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h15a ye33 ff1 fs37 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _3" />eciation</div></div><div class="c x11 ye34 web h159"><div class="t m2a xa2 h15a ye25 ff1 fs37 fc0 sc0 ls0 ws0">-1<span class="_ _3" />97<span class="_ _6e"> </span>-2<span class="_ _3" />2<span class="_ _63"> </span>-<span class="_ _3" />28<span class="_ _3" />3<span class="_ _179"> </span><span class="ls54">-3<span class="_ _184"> </span></span>-<span class="_ _3" />50<span class="_ _3" />5</div></div><div class="c x11 ye35 web h15c"><div class="t m2a x6f h156 ye36 ff2 fs37 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />t 31.12.202<span class="_ _b" />0<span class="_ _d4"> </span><span class="ls53">185<span class="_ _63"> </span></span>0<span class="_ _89"> </span>0<span class="_ _15d"> </span>-<span class="_ _104"> </span><span class="ls53">185</span></div></div><div class="c x11 ye37 web h157"><div class="t m2a x7e h156 ye23 ff2 fs37 fc0 sc0 ls0 ws0">Buildi<span class="_ _1" />ngs<span class="_ _9e"> </span>V<span class="_ _1" />e<span class="_ _1" />hi<span class="_ _1" />cl<span class="_ _1" />e<span class="_ _1" />s</div></div><div class="c xcd ye37 wec h157"><div class="t m2a x87 h156 ye24 ff2 fs37 fc0 sc0 ls0 ws0">Furniture<span class="_ _1" /> <span class="_ _1" />&amp; </div><div class="t m2a x34 h156 ye25 ff2 fs37 fc0 sc0 ls0 ws0">Fittings</div></div><div class="c x50 ye37 wed h157"><div class="t m2a x85 h156 ye24 ff2 fs37 fc0 sc0 ls0 ws0">Cons<span class="_ _12" />truc<span class="_ _3" />t<span class="_ _3" />ion<span class="_ _1" /> i<span class="_ _1" />n </div><div class="t m2a x3a h156 ye25 ff2 fs37 fc0 sc0 ls0 ws0">progre<span class="_ _1" />s<span class="_ _b" />s</div></div><div class="c x11 ye37 web h157"><div class="t m2a x125 h156 ye23 ff2 fs37 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h158 ye38 ff6 fs37 fc0 sc0 ls0 ws0">Βook <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _3" /> at<span class="_ _1" /> 1.<span class="_ _1" />1.202<span class="_ _3" />1</div></div><div class="c x11 ye39 web h15b"><div class="t m2a x126 h15a ye3a ff1 fs37 fc0 sc0 ls53 ws0">382<span class="_ _5b"> </span>22<span class="_ _5e"> </span>283<span class="_ _83"> </span><span class="ls0">3<span class="_ _104"> </span></span>690</div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h15a ye3b ff1 fs37 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _3" />eciation</div></div><div class="c x11 ye3c web h159"><div class="t m2a xa2 h15a ye25 ff1 fs37 fc0 sc0 ls0 ws0">-1<span class="_ _3" />97<span class="_ _6e"> </span>-2<span class="_ _3" />2<span class="_ _63"> </span>-<span class="_ _3" />28<span class="_ _3" />3<span class="_ _179"> </span><span class="ls54">-3<span class="_ _184"> </span></span>-<span class="_ _3" />50<span class="_ _3" />5</div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h156 ye3d ff2 fs37 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />t 1.<span class="_ _1" />1.202<span class="_ _b" />1</div></div><div class="c x11 ye3e web h15c"><div class="t m2a x126 h156 ye2d ff2 fs37 fc0 sc0 ls53 ws0">185<span class="_ _5d"> </span><span class="ls0">-<span class="_ _179"> </span>-<span class="_ _15d"> </span>-<span class="_ _104"> </span></span>185</div></div><div class="c x11 ye3f web h15e"><div class="t m2a x6f h15a ye40 ff1 fs37 fc0 sc0 ls0 ws0">De<span class="_ _b" />preciation c<span class="_ _1" />har<span class="_ _3" />ge<span class="_ _18c"> </span>-3<span class="_ _3" />8<span class="_ _5d"> </span>-<span class="_ _179"> </span>-<span class="_ _f6"> </span>-<span class="_ _86"> </span>-3<span class="_ _3" />8</div></div><div class="c x11 ye41 web h159"><div class="t m2a x6f h15a ye25 ff1 fs37 fc0 sc0 ls0 ws0">Book <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _3" /> at<span class="_ _1" /> 31.12.202<span class="_ _3" />1<span class="_ _18b"> </span><span class="ls53">382<span class="_ _5b"> </span>22<span class="_ _5e"> </span>283<span class="_ _83"> </span></span>3<span class="_ _104"> </span><span class="ls53">690</span></div></div><div class="c x11 ye1f web h155"><div class="t m2a x6f h15a ye42 ff1 fs37 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _3" />eciation</div></div><div class="c x11 ye43 web h159"><div class="t m2a xa2 h15a ye25 ff1 fs37 fc0 sc0 ls0 ws0">-2<span class="_ _3" />35<span class="_ _6e"> </span>-2<span class="_ _3" />2<span class="_ _63"> </span>-<span class="_ _3" />28<span class="_ _3" />3<span class="_ _179"> </span><span class="ls54">-3<span class="_ _184"> </span></span>-<span class="_ _3" />54<span class="_ _3" />3</div></div><div class="c x11 ye44 web h15c"><div class="t m2a x6f h156 ye36 ff2 fs37 fc0 sc0 ls0 ws0">Net book <span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />t 31.12.202<span class="_ _b" />1<span class="_ _d4"> </span><span class="ls53">147<span class="_ _106"> </span></span>-<span class="_ _61"> </span>-<span class="_ _15d"> </span>-<span class="_ _104"> </span><span class="ls53">147</span></div></div><div class="c x11 ye45 wef h15f"><div class="t m2b x6f h160 ye46 ff2 fs38 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div><div class="t m2b x6f h160 ye47 ff2 fs38 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-<span class="_ _3" />us<span class="_ _12" />e<span class="_ _13" /> ta<span class="_ _1" />ng<span class="_ _1" />ibl<span class="_ _1" />e<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" />s<span class="_ _12" />e<span class="_ _13" />t<span class="_ _3" />s</div></div><div class="c x9f ye48 wf0 h161"><div class="t m2b x82 h160 ye49 ff2 fs38 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-<span class="_ _3" />us<span class="_ _12" />e<span class="_ _13" /> </div><div class="t m2b x85 h160 ye4a ff2 fs38 fc0 sc0 ls0 ws0">bui<span class="_ _1" />l<span class="_ _1" />di<span class="_ _1" />ngs<span class="_ _12" /> <span class="_ _1" />-c<span class="_ _b" />a<span class="_ _13" />rs<span class="_ _12" />*</div></div><div class="c x7d ye48 wf1 h161"><div class="t m2b x87 h160 ye49 ff2 fs38 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-</div><div class="t m2b x5b h160 ye4a ff2 fs38 fc0 sc0 ls0 ws0">us<span class="_ _12" />e<span class="_ _13" /> s<span class="_ _12" />hi<span class="_ _1" />ps</div></div><div class="c x11 ye48 wef h161"><div class="t m2b x128 h160 ye4b ff2 fs38 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 ye4c wef h162"><div class="t m2b x6f h163 ye4d ff8 fs38 fc0 sc0 ls0 ws0">Β<span class="_ _3" />ook va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 1.1.202<span class="_ _3" />0<span class="_ _18d"> </span><span class="ff1">3,12<span class="_ _3" />8<span class="_ _c"> </span>14<span class="_ _3" />,638<span class="_ _6a"> </span>17,76<span class="_ _3" />6</span></div></div><div class="c x11 ye45 wef h15f"><div class="t m2b x6f h163 ye4e ff1 fs38 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umula<span class="_ _3" />ted dep<span class="_ _b" />reciat<span class="_ _1" />ion</div></div><div class="c x11 ye4f wef h162"><div class="t m2b x17 h163 ye50 ff1 fs38 fc0 sc0 ls0 ws0">-4<span class="_ _b" />56<span class="_ _b0"> </span>-<span class="_ _3" />8,83<span class="_ _3" />4<span class="_ _c4"> </span>-<span class="_ _3" />9,29<span class="_ _3" />0</div></div><div class="c x11 ye51 wef h164"><div class="t m2b x6f h160 ye52 ff2 fs38 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 1.1.202<span class="_ _3" />0<span class="_ _18e"> </span>2,67<span class="_ _3" />2<span class="_ _54"> </span>5,804<span class="_ _6b"> </span>8<span class="_ _3" />,476</div></div><div class="c x11 ye53 wef h164"><div class="t m2b x6f h163 ye52 ff1 fs38 fc0 sc0 ls0 ws0">Additi<span class="_ _1" />on<span class="_ _b" />s<span class="_ _18f"> </span><span class="ls55">117<span class="_ _54"> </span></span>1,<span class="_ _1" />55<span class="_ _3" />4<span class="_ _6b"> </span>1,67<span class="_ _3" />1</div></div><div class="c x11 ye54 wef h164"><div class="t m2b x6f h163 ye52 ff1 fs38 fc0 sc0 ls0 ws0">D<span class="_ _3" />ep<span class="_ _3" />r<span class="_ _3" />eciat<span class="_ _1" />ion<span class="_ _3" /> <span class="_ _1" />c<span class="_ _1" />ha<span class="_ _3" />r<span class="_ _3" />ge<span class="_ _17c"> </span>-2<span class="_ _3" />34<span class="_ _8d"> </span>-2,16<span class="_ _3" />8<span class="_ _c4"> </span>-<span class="_ _3" />2<span class="_ _3" />,<span class="_ _1" />40<span class="_ _3" />2</div></div><div class="c x11 ye55 wef h162"><div class="t m2b x6f h163 ye4a ff1 fs38 fc0 sc0 ls0 ws0">Book <span class="_ _1" />v<span class="_ _12" />alu<span class="_ _3" />e at <span class="_ _1" />31.12<span class="_ _3" />.202<span class="_ _3" />0<span class="_ _190"> </span>3,24<span class="_ _3" />5<span class="_ _c"> </span>16<span class="_ _3" />,192<span class="_ _6a"> </span>19,43<span class="_ _3" />7</div></div><div class="c x11 ye45 wef h15f"><div class="t m2b x6f h163 ye56 ff1 fs38 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umula<span class="_ _3" />ted dep<span class="_ _b" />reciat<span class="_ _1" />ion</div></div><div class="c x11 ye57 wef h162"><div class="t m2b x17 h163 ye4a ff1 fs38 fc0 sc0 ls0 ws0">-6<span class="_ _b" />90<span class="_ _145"> </span>-1<span class="_ _3" />1,00<span class="_ _3" />2<span class="_ _94"> </span>-11<span class="_ _b" />,<span class="_ _1" />692</div></div><div class="c x11 ye58 wef h165"><div class="t m2b x6f h160 ye59 ff2 fs38 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 31<span class="_ _3" />.12.202<span class="_ _b" />0<span class="_ _da"> </span>2,55<span class="_ _3" />5<span class="_ _54"> </span>5,190<span class="_ _6b"> </span>7<span class="_ _3" />,745</div></div><div class="c x11 ye45 wef h15f"><div class="t m2b x6f h160 ye5a ff2 fs38 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div><div class="t m2b x6f h160 ye5b ff2 fs38 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-<span class="_ _3" />us<span class="_ _12" />e<span class="_ _13" /> ta<span class="_ _1" />ng<span class="_ _1" />ibl<span class="_ _1" />e<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" />s<span class="_ _12" />e<span class="_ _13" />t<span class="_ _3" />s</div></div><div class="c x9f ye5c wf0 h161"><div class="t m2b x82 h160 ye5d ff2 fs38 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-<span class="_ _3" />us<span class="_ _12" />e<span class="_ _13" /> </div><div class="t m2b x85 h160 ye4a ff2 fs38 fc0 sc0 ls0 ws0">bui<span class="_ _1" />l<span class="_ _1" />di<span class="_ _1" />ngs<span class="_ _12" /> <span class="_ _1" />-c<span class="_ _b" />a<span class="_ _13" />rs<span class="_ _12" />*</div></div><div class="c x7d ye5c wf1 h161"><div class="t m2b x87 h160 ye5d ff2 fs38 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-</div><div class="t m2b x5b h160 ye4a ff2 fs38 fc0 sc0 ls0 ws0">us<span class="_ _12" />e<span class="_ _13" /> s<span class="_ _12" />hi<span class="_ _1" />ps</div></div><div class="c x11 ye5c wef h161"><div class="t m2b x128 h160 ye5e ff2 fs38 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 ye5f wef h162"><div class="t m2b x6f h163 ye4a ff8 fs38 fc0 sc0 ls0 ws0">Β<span class="_ _3" />ook va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 1.1.202<span class="_ _3" />1<span class="_ _18d"> </span><span class="ff1">3,24<span class="_ _3" />5<span class="_ _c"> </span>16<span class="_ _3" />,192<span class="_ _6a"> </span>19,43<span class="_ _3" />7</span></div></div><div class="c x11 ye45 wef h15f"><div class="t m2b x6f h163 ye60 ff1 fs38 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umula<span class="_ _3" />ted dep<span class="_ _b" />reciat<span class="_ _1" />ion</div></div><div class="c x11 ye61 wef h162"><div class="t m2b x17 h163 ye4a ff1 fs38 fc0 sc0 ls0 ws0">-6<span class="_ _b" />90<span class="_ _145"> </span>-1<span class="_ _3" />1,00<span class="_ _3" />2<span class="_ _94"> </span>-11<span class="_ _b" />,<span class="_ _1" />692</div></div><div class="c x11 ye62 wef h165"><div class="t m2b x6f h160 ye63 ff2 fs38 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 1.1.202<span class="_ _3" />1<span class="_ _18e"> </span>2,55<span class="_ _3" />5<span class="_ _54"> </span>5,190<span class="_ _6b"> </span>7<span class="_ _3" />,745</div></div><div class="c x11 ye64 wef h164"><div class="t m2b x6f h163 ye63 ff1 fs38 fc0 sc0 ls0 ws0">Additi<span class="_ _1" />on<span class="_ _b" />s<span class="_ _8b"> </span><span class="ls55">62<span class="_ _62"> </span>305<span class="_ _88"> </span>367</span></div></div><div class="c x11 ye65 wef h164"><div class="t m2b x6f h163 ye52 ff1 fs38 fc0 sc0 ls0 ws0">D<span class="_ _3" />ep<span class="_ _3" />r<span class="_ _3" />eciat<span class="_ _1" />ion<span class="_ _3" /> <span class="_ _1" />c<span class="_ _1" />ha<span class="_ _3" />r<span class="_ _3" />ge<span class="_ _17c"> </span>-4<span class="_ _3" />72<span class="_ _8d"> </span>-2,09<span class="_ _3" />0<span class="_ _c4"> </span>-<span class="_ _3" />2<span class="_ _3" />,<span class="_ _1" />56<span class="_ _3" />2</div></div><div class="c x11 ye66 wef h162"><div class="t m2b x6f h163 ye4a ff1 fs38 fc0 sc0 ls0 ws0">Book <span class="_ _1" />v<span class="_ _12" />alu<span class="_ _3" />e at <span class="_ _1" />31.12<span class="_ _3" />.202<span class="_ _3" />1<span class="_ _190"> </span>3,30<span class="_ _3" />7<span class="_ _c"> </span>16<span class="_ _3" />,497<span class="_ _6a"> </span>19,80<span class="_ _3" />4</div></div><div class="c x11 ye45 wef h15f"><div class="t m2b x6f h163 ye67 ff1 fs38 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umula<span class="_ _3" />ted dep<span class="_ _b" />reciat<span class="_ _1" />ion</div></div><div class="c x11 ye68 wef h162"><div class="t m2b x9 h163 ye4a ff1 fs38 fc0 sc0 ls0 ws0">-1<span class="_ _b" />,<span class="_ _1" />162<span class="_ _145"> </span>-<span class="_ _3" />13<span class="_ _b" />,<span class="_ _1" />092<span class="_ _94"> </span>-1<span class="_ _3" />4<span class="_ _3" />,<span class="_ _1" />25<span class="_ _3" />4</div></div><div class="c x11 ye69 wef h164"><div class="t m2b x6f h160 ye52 ff2 fs38 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 31<span class="_ _3" />.12.202<span class="_ _b" />1<span class="_ _da"> </span>2,14<span class="_ _3" />5<span class="_ _54"> </span>3,405<span class="_ _6b"> </span>5<span class="_ _3" />,550</div></div></div><div class="pi" /></div>
<div id="pf88" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc88 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">136</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ye6a wf2 h166"><div class="t m2c x6f h167 ye6b ff2 fs39 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMP<span class="_ _1" />A<span class="_ _3" />NY</div></div><div class="c x77 ye6c wf3 h168"><div class="t m2c x84 h167 ye6d ff2 fs39 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-<span class="_ _3" />us<span class="_ _12" />e<span class="_ _13" /> </div><div class="t m2c x129 h167 ye6e ff2 fs39 fc0 sc0 ls0 ws0">bui<span class="_ _1" />l<span class="_ _1" />di<span class="_ _1" />ngs</div></div><div class="c x11 ye6f wf2 h166"><div class="t m2c x6f h169 ye6b ff8 fs39 fc0 sc0 ls0 ws0">Β<span class="_ _3" />ook va<span class="_ _13" />l<span class="_ _1" />ue<span class="_ _13" /> a<span class="_ _13" />t 1.<span class="_ _1" />1.202<span class="_ _3" />0<span class="_ _12b"> </span><span class="ff1 ls56">256</span></div></div><div class="c x11 ye70 wf2 h16a"><div class="t m2c x6f h169 ye71 ff1 fs39 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iat<span class="_ _1" />ion</div></div><div class="c x11 ye72 wf2 h166"><div class="t m2c x25 h169 ye6b ff1 fs39 fc0 sc0 ls0 ws0">-3<span class="_ _b" />7</div></div><div class="c x11 ye73 wf2 h16b"><div class="t m2c x6f h167 ye74 ff2 fs39 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> <span class="_ _1" />book va<span class="_ _13" />lu<span class="_ _1" />e<span class="_ _13" /> a<span class="_ _13" />t 1.<span class="_ _1" />1.202<span class="_ _3" />0<span class="_ _182"> </span><span class="ls56">219</span></div></div><div class="c x11 ye75 wf2 h16b"><div class="t m2c x6f h169 ye74 ff1 fs39 fc0 sc0 ls0 ws0">Addit<span class="_ _1" />ion<span class="_ _3" />s<span class="_ _191"> </span>-</div></div><div class="c x11 ye76 wf2 h16c"><div class="t m2c x6f h169 ye77 ff1 fs39 fc0 sc0 ls0 ws0">D<span class="_ _3" />ep<span class="_ _3" />re<span class="_ _b" />c<span class="_ _13" />iation c<span class="_ _13" />ha<span class="_ _3" />r<span class="_ _3" />ge<span class="_ _d5"> </span>-37</div></div><div class="c x11 ye78 wf2 h166"><div class="t m2c x6f h169 ye6b ff1 fs39 fc0 sc0 ls0 ws0">Book<span class="_ _1" /> <span class="_ _1" />v<span class="_ _7" />alue at <span class="_ _1" />31.12.202<span class="_ _3" />0<span class="_ _64"> </span><span class="ls56">256</span></div></div><div class="c x11 ye70 wf2 h16a"><div class="t m2c x6f h169 ye79 ff1 fs39 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iat<span class="_ _1" />ion</div></div><div class="c x11 ye7a wf2 h166"><div class="t m2c x25 h169 ye6b ff1 fs39 fc0 sc0 ls0 ws0">-7<span class="_ _b" />3</div></div><div class="c x11 ye7b wf2 h16b"><div class="t m2c x6f h167 ye74 ff2 fs39 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> <span class="_ _1" />book va<span class="_ _13" />lu<span class="_ _1" />e<span class="_ _13" /> a<span class="_ _13" />t 31.12.202<span class="_ _b" />0<span class="_ _192"> </span><span class="ls56">183</span></div></div><div class="c x77 ye7c wf3 h16d"><div class="t m2c x84 h167 ye6d ff2 fs39 fc0 sc0 ls0 ws0">R<span class="_ _3" />i<span class="_ _1" />ght-<span class="_ _b" />of-<span class="_ _3" />us<span class="_ _12" />e<span class="_ _13" /> </div><div class="t m2c x129 h167 ye6b ff2 fs39 fc0 sc0 ls0 ws0">bui<span class="_ _1" />l<span class="_ _1" />di<span class="_ _1" />ngs</div></div><div class="c x11 ye7d wf2 h166"><div class="t m2c x6f h169 ye6b ff8 fs39 fc0 sc0 ls0 ws0">Β<span class="_ _3" />ook va<span class="_ _13" />l<span class="_ _1" />ue<span class="_ _13" /> a<span class="_ _13" />t 1.<span class="_ _1" />1.202<span class="_ _3" />1<span class="_ _12b"> </span><span class="ff1 ls56">256</span></div></div><div class="c x11 ye70 wf2 h16a"><div class="t m2c x6f h169 ye7e ff1 fs39 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iat<span class="_ _1" />ion</div></div><div class="c x11 ye7f wf2 h166"><div class="t m2c x25 h169 ye6b ff1 fs39 fc0 sc0 ls0 ws0">-7<span class="_ _b" />3</div></div><div class="c x11 ye80 wf2 h16b"><div class="t m2c x6f h167 ye74 ff2 fs39 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> <span class="_ _1" />book va<span class="_ _13" />lu<span class="_ _1" />e<span class="_ _13" /> a<span class="_ _13" />t 1.<span class="_ _1" />1.202<span class="_ _3" />1<span class="_ _182"> </span><span class="ls56">183</span></div></div><div class="c x11 ye81 wf2 h16c"><div class="t m2c x6f h169 ye82 ff1 fs39 fc0 sc0 ls0 ws0">Addit<span class="_ _1" />ion<span class="_ _3" />s<span class="_ _191"> </span>-</div></div><div class="c x11 ye83 wf2 h16b"><div class="t m2c x6f h169 ye74 ff1 fs39 fc0 sc0 ls0 ws0">D<span class="_ _3" />ep<span class="_ _3" />re<span class="_ _b" />c<span class="_ _13" />iation c<span class="_ _13" />ha<span class="_ _3" />r<span class="_ _3" />ge<span class="_ _d5"> </span>-37</div></div><div class="c x11 ye84 wf2 h166"><div class="t m2c x6f h169 ye6b ff1 fs39 fc0 sc0 ls0 ws0">Book<span class="_ _1" /> <span class="_ _1" />v<span class="_ _7" />alue at <span class="_ _1" />31.12.202<span class="_ _3" />1<span class="_ _64"> </span><span class="ls56">256</span></div></div><div class="c x11 ye70 wf2 h16a"><div class="t m2c x6f h169 ye85 ff1 fs39 fc0 sc0 ls0 ws0">Ac<span class="_ _13" />c<span class="_ _1" />umulated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iat<span class="_ _1" />ion</div></div><div class="c x11 ye86 wf2 h166"><div class="t m2c x73 h169 ye6b ff1 fs39 fc0 sc0 ls0 ws0">-1<span class="_ _b" />10</div></div><div class="c x11 ye87 wf2 h16b"><div class="t m2c x6f h167 ye74 ff2 fs39 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" /> <span class="_ _1" />book va<span class="_ _13" />lu<span class="_ _1" />e<span class="_ _13" /> a<span class="_ _13" />t 31.12.202<span class="_ _b" />1<span class="_ _192"> </span><span class="ls56">146</span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x12a h2 ye88 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydc ff1 fs0 fc0 sc0 ls0 ws0">Finance lease liabilities <span class="_ _1" />are presented in p<span class="_ _1" />aragraph 7.<span class="_ _1" />2<span class="_ _1" />8 "Long-Term <span class="_ _1" />and Short-Term Lo<span class="_ _1" />an Liabilities"<span class="_ _1" />. </div><div class="t m0 x11 h2 y1a2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ye89 ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">4. <span class="_ _34"> </span>Goodwil<span class="_ _1" />l </span></div><div class="t m0 x11 h96 y300 ff1 fs11 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y9fd ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _1" />at <span class="_ _13" />31.12.2021, <span class="_ _13" />goodwill, <span class="_ _13" />arising <span class="_ _1" />fr<span class="_ _1" />om <span class="_ _13" />Hellenic <span class="_ _13" />Seaways<span class="_ _1" /> <span class="_ _1" />Single <span class="_ _13" />Member <span class="_ _13" />Maritime <span class="_ _13" />S.A. <span class="_ _1" />acq<span class="_ _1" />uisition <span class="_ _1" />d<span class="_ _1" />uring <span class="_ _13" />the </div><div class="t m0 x11 h2 y9fe ff1 fs0 fc0 sc0 ls0 ws0">fiscal year 2018, stood a<span class="_ _1" />t Euro 10,778 k.<span class="_ _1" /> </div><div class="t m0 x11 h2 ye8a ff1 fs0 fc0 sc0 ls0 ws0">Goodwill impairment t<span class="_ _1" />est </div><div class="t m0 x11 h2 ye8b ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _b" />31.12.202<span class="_ _1" />1, <span class="_ _b" />an <span class="_ _3" />impairment <span class="_ _b" />test <span class="_ _3" />was <span class="_ _b" />performed<span class="_ _1" /> <span class="_ _b" />in <span class="_ _b" />respect <span class="_ _3" />of <span class="_ _3" />the <span class="_ _b" />recognized<span class="_ _1" /> <span class="_ _b" />goo<span class="_ _1" />dwill<span class="ls4">. <span class="_ _12" /><span class="ls0">The<span class="_ _1" /> <span class="_ _b" />goodwill <span class="_ _b" />i<span class="_ _1" />mpairment </span></span></div><div class="t m0 x11 h2 ye8c ff1 fs0 fc0 sc0 ls0 ws0">test was conducted<span class="_ _1" /> following the al<span class="_ _1" />location of these items<span class="_ _1" /> to s<span class="_ _1" />eparate CGUs (<span class="_ _1" />Domestic routes<span class="_ _1" /><span class="ls5">).</span> </div><div class="t m0 x11 h2 y5c3 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />recoverable amount of <span class="_ _b" />good<span class="_ _1" />will <span class="_ _3" />has been <span class="_ _3" />determined ba<span class="_ _3" />sed on <span class="_ _b" />v<span class="_ _1" />alue <span class="_ _3" />in use, <span class="_ _b" />w<span class="_ _1" />hich <span class="_ _3" />was calculated <span class="_ _3" />using <span class="_ _3" />the </div><div class="t m0 x11 h2 y5c4 ff1 fs0 fc0 sc0 ls0 ws0">discounted cash flows<span class="_ _1" /> method.<span class="_ _1" /> </div><div class="t m0 x11 h2 ye8d ff1 fs0 fc0 sc0 ls0 ws0">To <span class="_ _1a" />facilitate <span class="_ _1a" />determ<span class="_ _1" />ining <span class="_ _1a" />value <span class="_ _1b" />in <span class="_ _1a" />use, <span class="_ _1a" />the <span class="_ _1b" />Management <span class="_ _1a" />uses <span class="_ _1b" />assumptions <span class="_ _1a" />whi<span class="_ _1" />ch <span class="_ _1a" />are <span class="_ _1a" />considered <span class="_ _1b" />reasonable, </div><div class="t m0 x11 h2 y5f ff1 fs0 fc0 sc0 ls0 ws0">based <span class="_ _3e" />on <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />best <span class="_ _1a" />possible <span class="_ _1a" />information <span class="_ _1a" />disclosed <span class="_ _1a" />and <span class="_ _1a" />effective <span class="_ _1a" />as <span class="_ _3e" />at <span class="_ _3e" />F<span class="_ _1" />inancial <span class="_ _3e" />Stat<span class="_ _1" />ements <span class="_ _3e" />reportin<span class="_ _1" />g <span class="_ _3e" />date. <span class="_ _1a" />No </div><div class="t m0 x11 h2 ye8e ff1 fs0 fc0 sc0 ls0 ws0">need to derecognize goo<span class="_ _1" />dwill has arisen<span class="_ _1" /> from <span class="_ _1" />the impairment t<span class="_ _1" />est.<span class="_ _1" /> </div><div class="t m0 x11 h2 y6ba ff1 fs0 fc0 sc0 ls0 ws0">Assumptions use<span class="_ _1" />d for determining val<span class="_ _1" />ue in use.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya0e ff1 fs0 fc0 sc0 ls0 ws0">In order to determine every <span class="_ _1" />CGU recoverable am<span class="_ _1" />ount, the Group calculates<span class="_ _1" /> value in use applyi<span class="_ _1" />ng the method of </div><div class="t m0 x11 h2 ye8f ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _b" />present <span class="_ _3" />value <span class="_ _b" />of <span class="_ _3" />estimated <span class="_ _3" />future <span class="_ _b" />cas<span class="_ _1" />h <span class="_ _b" />flows. <span class="_ _3" />The <span class="_ _b" />key<span class="_ _1" /> <span class="_ _b" />assumptions <span class="_ _3" />appl<span class="_ _1" />ied <span class="_ _b" />by<span class="_ _1" /> <span class="_ _b" />the <span class="_ _3" />Group <span class="_ _b" />in <span class="_ _3" />order <span class="_ _b" />to <span class="_ _3" />determine </div><div class="t m0 x11 h2 ye90 ff1 fs0 fc0 sc0 ls0 ws0">estimated futur<span class="_ _1" />e cash flows are as fo<span class="_ _1" />llows<span class="_ _1" /> </div></div></div><div class="pi" /></div>
<div id="pf89" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc89 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">137</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y9d9 ff8 fs0 fc0 sc0 ls0 ws0">• Market price assum<span class="_ _1" />ptions <span class="ff2">-<span class="_ _1" /> Operating assumptio<span class="_ _1" />ns: </span></div><div class="t m0 x11 hb ye91 ff6 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>key <span class="_ _24"> </span>operating <span class="_ _24"> </span>assumptions <span class="_ _24"> </span>mainly <span class="_ _24"> </span>pertain <span class="_ _23"> </span>to<span class="_ _1" /> <span class="_ _23"> </span>fuel <span class="_ _23"> </span>prices<span class="_ _1" />, <span class="_ _23"> </span>cost <span class="_ _24"> </span>and <span class="_ _23"> </span>time <span class="_ _24"> </span>of <span class="_ _24"> </span>the <span class="_ _23"> </span>Group’s <span class="_ _24"> </span>vessels <span class="_ _24"> </span>major </div><div class="t m0 x11 h2 y9f1 ff1 fs0 fc0 sc0 ls0 ws0">maintenance and esti<span class="_ _1" />mates of number of ro<span class="_ _1" />utes, numb<span class="_ _1" />er of passengers and fre<span class="_ _1" />ight. <span class="_ _1" /> </div><div class="t m0 x11 h3 y9f2 ff8 fs0 fc0 sc0 ls0 ws0">• Preparation of bu<span class="_ _1" />siness plans pe<span class="_ _1" />r operating segment<span class="_ _1" />:<span class="_ _1" /><span class="ff2"> </span></div><div class="t m0 x11 h2 ye92 ff1 fs0 fc0 sc0 ls0 ws0">- Business<span class="_ _1" /> plans <span class="_ _1" />are pre<span class="_ _1" />pared base<span class="_ _1" />d on <span class="_ _1" />a max<span class="_ _1" />imum 5<span class="_ _1" />-<span class="_ _1" />year period. C<span class="_ _1" />ash f<span class="_ _1" />lows over <span class="_ _1" />5 years <span class="_ _1" />are <span class="_ _1" />deduced usi<span class="_ _1" />ng </div><div class="t m0 x11 h2 ye93 ff1 fs0 fc0 sc0 ls0 ws0">the estimates of growt<span class="_ _1" />h rates <span class="_ _1" /><span class="ls5">(2</span>%). </div><div class="t m0 x11 h2 ye94 ff1 fs0 fc0 sc0 ls0 ws0">- Business plans are <span class="_ _1" />based on recent<span class="_ _1" /><span class="ls6">ly</span> pre<span class="_ _1" />pared budgets and<span class="_ _1" /> estimates.<span class="_ _1" /> </div><div class="t m0 x11 h2 ye95 ff1 fs0 fc0 sc0 ls0 ws0"> - <span class="_ _1b" />Bus<span class="_ _1" />iness <span class="_ _1b" />pl<span class="_ _1" />ans <span class="_ _1b" />use <span class="_ _1c"> </span>budgetary<span class="_ _1" /> <span class="_ _1b" />opera<span class="_ _1" />ting <span class="_ _1b" />prof<span class="_ _1" />it <span class="_ _1b" />mar<span class="_ _1" />gins <span class="_ _1b" />a<span class="_ _1" />n<span class="_ _1" />d <span class="_ _1b" />EB<span class="_ _1" />ITDA, <span class="_ _1b" />as<span class="_ _1" /> <span class="_ _1b" />well <span class="_ _1c"> </span>as <span class="_ _1b" />f<span class="_ _1" />uture <span class="_ _1b" />est<span class="_ _1" />imates <span class="_ _1c"> </span>applying </div><div class="t m0 x11 h2 yb61 ff1 fs0 fc0 sc0 ls0 ws0">reasonable ass<span class="_ _1" />umptions.<span class="_ _1" /> </div><div class="t m0 x11 h2 ye96 ff1 fs0 fc0 sc0 ls0 ws0">Calculations <span class="_ _3e" />applied <span class="_ _3e" />in <span class="_ _13" />ord<span class="_ _1" />er <span class="_ _3e" />to <span class="_ _13" />deter<span class="_ _1" />mine <span class="_ _13" />the <span class="_ _3e" />recove<span class="_ _1" />rable <span class="_ _13" />amo<span class="_ _1" />unts <span class="_ _13" />of <span class="_ _3e" />operat<span class="_ _1" />ing <span class="_ _13" />s<span class="_ _1" />egments <span class="_ _13" />wer<span class="_ _1" />e <span class="_ _13" />based <span class="_ _3e" />on <span class="_ _1c"> </span>the </div><div class="t m0 x11 h2 ya57 ff1 fs0 fc0 sc0 ls0 ws0">business  plans  approved  by <span class="_ _24"> </span>the  Management,  which  included  the<span class="_ _3" />  necessary  revis<span class="_ _13" />ions, <span class="_ _24"> </span>perfor<span class="_ _1" />med  for  the </div><div class="t m0 x11 h2 y9e3 ff1 fs0 fc0 sc0 ls0 ws0">purposes <span class="_ _13" />of <span class="_ _1" />r<span class="_ _1" />ecording <span class="_ _13" />the <span class="_ _13" />current <span class="_ _1" />ec<span class="_ _1" />onomic <span class="_ _13" />conditions<span class="_ _1" />, <span class="_ _1" />reflectin<span class="_ _1" />g <span class="_ _13" />past <span class="_ _1" />ex<span class="_ _1" />perience, <span class="_ _13" />segment <span class="_ _13" />studies <span class="_ _13" />projecti<span class="_ _1" />ons </div><div class="t m0 x11 h2 ya58 ff1 fs0 fc0 sc0 ls0 ws0">and other informatio<span class="_ _1" />n available from extern<span class="_ _1" />al sources.<span class="_ _1" /> </div><div class="t m0 x11 h2 ya59 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 ya5a ff8 fs0 fc0 sc0 ls0 ws0">• Weighted averag<span class="_ _1" />e cost of capital (WACC)<span class="_ _1" />:<span class="ff2"> </span></div><div class="t m0 x11 h2 yb42 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc73 ff1 fs0 fc0 sc0 ls0 ws0">WACC method reflec<span class="_ _1" />ts the discount rate o<span class="_ _1" />f future cash flows of<span class="_ _1" /> every operating se<span class="_ _1" />gment, according to wh<span class="_ _1" />ich the </div><div class="t m0 x11 h2 ye97 ff1 fs0 fc0 sc0 ls0 ws0">cost of equity<span class="_ _1" /> and the <span class="_ _1" />cost of lon<span class="_ _1" />g-term <span class="_ _1" />borrowi<span class="_ _1" />ng is weig<span class="_ _1" />hted to calcul<span class="_ _1" />ate the cos<span class="_ _1" />t of total c<span class="_ _1" />apital. Since <span class="_ _1" />all cash </div><div class="t m0 x11 h2 y350 ff1 fs0 fc0 sc0 ls0 ws0">flows <span class="_ _1" />of b<span class="_ _1" />usiness <span class="_ _1" />plans <span class="_ _1" />are <span class="_ _1" />determi<span class="_ _1" />ned i<span class="_ _1" />n e<span class="_ _1" />uro, <span class="_ _13" />risk-free <span class="_ _1" />return <span class="_ _1" />w<span class="_ _1" />as i<span class="_ _1" />dentified <span class="_ _1" />as <span class="_ _1" />the <span class="_ _1" />return <span class="_ _1" />on <span class="_ _1" />Euro<span class="_ _1" /> S<span class="_ _1" />wap <span class="_ _1" />Rate. </div><div class="t m0 x11 h2 ybb9 ff1 fs0 fc0 sc0 ls0 ws0">Risk <span class="_ _b" />premium <span class="_ _b" />w<span class="_ _1" />as <span class="_ _b" />calculate<span class="_ _1" />d <span class="_ _b" />based <span class="_ _b" />on <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />estimat<span class="_ _1" />es <span class="_ _b" />arising <span class="_ _b" />from <span class="_ _3" />independent <span class="_ _b" />s<span class="_ _1" />ources. <span class="_ _b" />Beta <span class="_ _b" />s<span class="_ _1" />ensitivity <span class="_ _b" />indica<span class="_ _1" />tors </div><div class="t m0 x11 h2 ye98 ff1 fs0 fc0 sc0 ls0 ws0">are annually <span class="_ _1" />evaluated <span class="_ _1" />on the bas<span class="_ _1" />is of p<span class="_ _1" />ublished m<span class="_ _1" />arket data. <span class="_ _13" />Acc<span class="_ _1" />ordingly, for<span class="_ _1" /> the <span class="_ _1" />years 2022 <span class="_ _1" />- <span class="_ _1" /><span class="ls2">202</span>6 th<span class="_ _1" />e WACC<span class="_ _1" /> </div><div class="t m0 x11 h2 ye99 ff1 fs0 fc0 sc0 ls0 ws0">was determined at 9<span class="_ _1" />%, while for the y<span class="_ _1" />ears onwards -<span class="_ _1" /> at <span class="ls2">8.6<span class="ls3c">%.</span></span> </div><div class="t m0 x11 h2 y711 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydcd ff1 fs0 fc0 sc0 ls0 ws0">Apart from <span class="_ _1" />the afore<span class="_ _1" />mentioned <span class="_ _1" />estimates <span class="_ _1" />regarding <span class="_ _1" />determination <span class="_ _1" />of CGUs <span class="_ _1" />value <span class="_ _1" />in use, <span class="_ _1" />the Ma<span class="_ _1" />nagement <span class="_ _1" />is <span class="_ _1" />not </div><div class="t m0 x11 h2 ye9a ff1 fs0 fc0 sc0 ls0 ws0">aware of changes <span class="_ _1" />in circumstances that may h<span class="_ _1" />ave a<span class="_ _1" />ffected its re<span class="_ _1" />maining assumpti<span class="_ _1" />ons.<span class="_ _1" /> </div><div class="t m0 x11 h2 ye9b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ye9c ff1 fs0 fc0 sc0 ls0 ws0">The Group h<span class="_ _1" />as analyzed <span class="_ _1" />sensitivity of <span class="_ _1" />the recoverab<span class="_ _1" />le amounts <span class="_ _1" />per operati<span class="_ _1" />ng segment <span class="_ _1" />in relation t<span class="_ _1" />o a chan<span class="_ _1" />ge of </div><div class="t m0 x11 h2 ye9d ff1 fs0 fc0 sc0 ls0 ws0">0.5% <span class="_ _13" />to <span class="_ _13" />the <span class="_ _3e" />basic <span class="_ _13" />as<span class="_ _1" />sumption <span class="_ _13" />of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />discount <span class="_ _13" />r<span class="_ _1" />ate. <span class="_ _13" />The<span class="_ _1" /> <span class="_ _3e" />analysis <span class="_ _3e" /><span class="ls2">has</span> <span class="_ _13" />no<span class="_ _1" />t <span class="_ _13" />indicate<span class="_ _1" />d <span class="_ _13" /><span class="ls1">that</span> <span class="_ _3e" /><span class="ls2">an</span> <span class="_ _13" />imp<span class="_ _1" />airment <span class="_ _3e" />loss <span class="_ _13" /><span class="lsb">ca<span class="ls10">n </span></span></div><div class="t m0 x11 h2 y11e ff1 fs0 fc0 sc0 ls0 ws0">arise. </div><div class="t m0 x11 h2 ye9e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ye9f ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">5. <span class="_ _34"> </span>Intangible Ass<span class="_ _1" />ets </span></div><div class="t m0 x11 h3e yea0 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y590 ff1 fs0 fc0 sc0 ls0 ws0">There is no indication of <span class="_ _1" />impairment <span class="_ _1" />of Intangi<span class="_ _1" />ble Assets.<span class="_ _1" /> </div><div class="t m0 x11 h2b yb98 ff1 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf8a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8a w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">138</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yea1 wf4 h16e"><div class="t m2d x6f h16f yea2 ff2 fs3a fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c x11 yea3 wf4 h16e"><div class="t m2d x6f h16f yea2 ff2 fs3a fc0 sc0 ls0 ws0">Inta<span class="_ _13" />ngibl<span class="_ _1" />e<span class="_ _13" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" />s<span class="_ _12" />e<span class="_ _13" />t<span class="_ _3" />s</div></div><div class="c x11 yea4 wf4 h170"><div class="t m2d xb h16f yea5 ff2 fs3a fc0 sc0 ls0 ws0">Tra<span class="_ _1" />de<span class="_ _13" />m<span class="_ _1" />a<span class="_ _13" />rks</div></div><div class="c xa3 yea4 wf5 h170"><div class="t m2d x129 h16f yea6 ff2 fs3a fc0 sc0 ls0 ws0">C<span class="_ _3" />om<span class="_ _1" />pute<span class="_ _1" />r </div><div class="t m2d x5d h16f yea2 ff2 fs3a fc0 sc0 ls0 ws0">Softw<span class="_ _1" />a<span class="_ _13" />re</div></div><div class="c x11 yea4 wf4 h170"><div class="t m2d x12b h16f yea5 ff2 fs3a fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 yea7 wf4 h16e"><div class="t m2d x6f h171 yea2 ff6 fs3a fc0 sc0 ls0 ws0">Βook <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _b" /> <span class="_ _1" />at<span class="_ _1" /> 1.<span class="_ _1" />1.20<span class="_ _3" />20<span class="_ _6c"> </span><span class="ff1">5,898<span class="_ _b5"> </span>18,13<span class="_ _3" />5<span class="_ _185"> </span>24,033</span></div></div><div class="c x11 yea8 wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _13" />umu<span class="_ _3" />lated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iati<span class="_ _1" />on<span class="_ _dc"> </span>-<span class="_ _b" />153<span class="_ _73"> </span>-1<span class="_ _3" />3,26<span class="_ _3" />2<span class="_ _67"> </span>-1<span class="_ _3" />3,41<span class="_ _3" />5</div></div><div class="c x11 yea9 wf4 h172"><div class="t m2d x6f h16f yeaa ff2 fs3a fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _1" />t 1.<span class="_ _1" />1.20<span class="_ _3" />20<span class="_ _11a"> </span>5,<span class="_ _1" />74<span class="_ _3" />5<span class="_ _167"> </span>4,873<span class="_ _d7"> </span>10,618</div></div><div class="c x11 yeab wf4 h173"><div class="t m2d x6f h171 yeac ff1 fs3a fc0 sc0 ls0 ws0">Additions<span class="_ _193"> </span>-<span class="_ _167"> </span>1,461<span class="_ _4c"> </span>1,<span class="_ _1" />46<span class="_ _3" />1</div></div><div class="c x11 yead wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />m<span class="_ _1" />ov<span class="_ _7" />ements<span class="_ _4d"> </span>-<span class="_ _11b"> </span><span class="ls57">26<span class="_ _85"> </span>26</span></div></div><div class="c x11 yeae wf4 h173"><div class="t m2d x6f h171 yeaf ff1 fs3a fc0 sc0 ls0 ws0">D<span class="_ _3" />ep<span class="_ _3" />r<span class="_ _3" />eciat<span class="_ _1" />ion c<span class="_ _1" />ha<span class="_ _3" />rg<span class="_ _b" />e<span class="_ _7b"> </span>-<span class="_ _185"> </span>-1<span class="_ _3" />,003<span class="_ _98"> </span>-1<span class="_ _b" />,<span class="_ _1" />003</div></div><div class="c x11 yeb0 wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Book <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _b" /> <span class="_ _1" />at<span class="_ _1" /> 31.12.20<span class="_ _3" />20<span class="_ _194"> </span>5,89<span class="_ _3" />8<span class="_ _7a"> </span>19,62<span class="_ _3" />2<span class="_ _185"> </span>25,52<span class="_ _3" />0</div></div><div class="c x11 yeb1 wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _13" />umu<span class="_ _3" />lated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iati<span class="_ _1" />on<span class="_ _dc"> </span>-<span class="_ _b" />153<span class="_ _73"> </span>-1<span class="_ _3" />4,26<span class="_ _3" />5<span class="_ _67"> </span>-1<span class="_ _3" />4,41<span class="_ _3" />8</div></div><div class="c x11 yeb2 wf4 h173"><div class="t m2d x6f h16f yeaf ff2 fs3a fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _1" />t 31.12.20<span class="_ _3" />20<span class="_ _41"> </span>5<span class="_ _3" />,745<span class="_ _167"> </span>5,35<span class="_ _3" />7<span class="_ _185"> </span>11,10<span class="_ _3" />2</div></div><div class="c x11 yeb3 wf4 h170"><div class="t m2d xb h16f yea5 ff2 fs3a fc0 sc0 ls0 ws0">Tra<span class="_ _1" />de<span class="_ _13" />m<span class="_ _1" />a<span class="_ _13" />rks</div></div><div class="c xa3 yeb3 wf5 h170"><div class="t m2d x129 h16f yeb4 ff2 fs3a fc0 sc0 ls0 ws0">C<span class="_ _3" />om<span class="_ _1" />pute<span class="_ _1" />r </div><div class="t m2d x5d h16f yea2 ff2 fs3a fc0 sc0 ls0 ws0">Softw<span class="_ _1" />a<span class="_ _13" />re</div></div><div class="c x11 yeb3 wf4 h170"><div class="t m2d x12b h16f yea5 ff2 fs3a fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 yeb5 wf4 h16e"><div class="t m2d x6f h171 yea2 ff6 fs3a fc0 sc0 ls0 ws0">Βook <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _b" /> <span class="_ _1" />at<span class="_ _1" /> 1.<span class="_ _1" />1.20<span class="_ _3" />21<span class="_ _6c"> </span><span class="ff1">5,898<span class="_ _b5"> </span>19,62<span class="_ _3" />2<span class="_ _185"> </span>25,520</span></div></div><div class="c x11 yeb6 wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _13" />umu<span class="_ _3" />lated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iati<span class="_ _1" />on<span class="_ _dc"> </span>-<span class="_ _b" />153<span class="_ _73"> </span>-1<span class="_ _3" />4,26<span class="_ _3" />5<span class="_ _67"> </span>-1<span class="_ _3" />4,41<span class="_ _3" />8</div></div><div class="c x11 yeb7 wf4 h173"><div class="t m2d x6f h16f yeac ff2 fs3a fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _1" />t 1.<span class="_ _1" />1.20<span class="_ _3" />21<span class="_ _11a"> </span>5,<span class="_ _1" />74<span class="_ _3" />5<span class="_ _167"> </span>5,357<span class="_ _d7"> </span>11,102</div></div><div class="c x11 yeb8 wf4 h173"><div class="t m2d x6f h171 yeaa ff1 fs3a fc0 sc0 ls0 ws0">Additions<span class="_ _193"> </span>-<span class="_ _167"> </span>1,174<span class="_ _4c"> </span>1,<span class="_ _1" />17<span class="_ _3" />4</div></div><div class="c x11 yeb9 wf6 h170"><div class="t m2d x6f h171 yeba ff1 fs3a fc0 sc0 ls0 ws0">Ac<span class="_ _1" />quis<span class="_ _1" />it<span class="_ _1" />ion<span class="_ _3" />s<span class="_ _1" /> <span class="_ _1" />t<span class="_ _1" />hr<span class="_ _b" />oug<span class="_ _3" />h bu<span class="_ _3" />s<span class="_ _1" />iness<span class="_ _1" /> </div><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">c<span class="_ _1" />ombin<span class="_ _3" />ations</div></div><div class="c x11 yeb9 wf4 h170"><div class="t m2d x73 h171 yebb ff1 fs3a fc0 sc0 ls0 ws0">-<span class="_ _15d"> </span><span class="ls57">113<span class="_ _e8"> </span>113</span></div></div><div class="c x11 yebc wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />m<span class="_ _1" />ov<span class="_ _7" />ements<span class="_ _4d"> </span>-<span class="_ _11b"> </span><span class="ls57">35<span class="_ _85"> </span>35</span></div></div><div class="c x11 yebd wf4 h173"><div class="t m2d x6f h171 yeaf ff1 fs3a fc0 sc0 ls0 ws0">D<span class="_ _3" />ep<span class="_ _3" />r<span class="_ _3" />eciat<span class="_ _1" />ion c<span class="_ _1" />ha<span class="_ _3" />rg<span class="_ _b" />e<span class="_ _7b"> </span>-<span class="_ _185"> </span>-1<span class="_ _3" />,118<span class="_ _98"> </span>-1<span class="_ _b" />,<span class="_ _1" />118</div></div><div class="c x11 yebe wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Book <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _b" /> <span class="_ _1" />at<span class="_ _1" /> 31.12.20<span class="_ _3" />21<span class="_ _194"> </span>5,89<span class="_ _3" />8<span class="_ _7a"> </span>20,94<span class="_ _3" />4<span class="_ _185"> </span>26,84<span class="_ _3" />2</div></div><div class="c x11 yebf wf4 h16e"><div class="t m2d x6f h171 yea2 ff1 fs3a fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _13" />umu<span class="_ _3" />lated de<span class="_ _3" />pr<span class="_ _b" />ec<span class="_ _1" />iati<span class="_ _1" />on<span class="_ _dc"> </span>-<span class="_ _b" />153<span class="_ _73"> </span>-1<span class="_ _3" />5,38<span class="_ _3" />3<span class="_ _67"> </span>-1<span class="_ _3" />5,53<span class="_ _3" />6</div></div><div class="c x11 yec0 wf4 h173"><div class="t m2d x6f h16f yeaf ff2 fs3a fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t bo<span class="_ _1" />ok va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _1" />t 31.12.20<span class="_ _3" />21<span class="_ _41"> </span>5<span class="_ _3" />,745<span class="_ _167"> </span>5,56<span class="_ _3" />1<span class="_ _185"> </span>11,30<span class="_ _3" />6</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xa6 h2 y4f8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2f0 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s intangibl<span class="_ _1" />e assets include<span class="_ _1" /><span class="ff1"> as follows<span class="_ _1" />: </span></div><div class="t m0 x11 h2 yec1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yec2 ff1 fs0 fc0 sc0 ls0 ws0">a) T<span class="_ _1" />rademarks, <span class="_ _1" />pert<span class="_ _1" />aining <span class="_ _1" />to <span class="_ _1" />the <span class="_ _1" />cost <span class="_ _1" />of <span class="_ _1" />devel<span class="_ _1" />opment <span class="_ _1" />and <span class="_ _1" />registration <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />tra<span class="_ _1" />demarks <span class="_ _1" />of <span class="_ _1" />Attica <span class="_ _13" />H<span class="_ _1" />oldings <span class="_ _1" />S.A., </div><div class="t m0 x11 h2 y554 ff1 fs0 fc0 sc0 ls0 ws0">Superfast Ferries and<span class="_ _1" /> Blue Star Ferries in Gre<span class="_ _1" />ece and abroad.<span class="_ _13" /> </div><div class="t m0 x11 h2 yec3 ff1 fs0 fc0 sc0 ls0 ws0">b) <span class="_ _1" />The <span class="_ _1" />trad<span class="_ _1" />emark/brand <span class="_ _13" />of <span class="_ _1" />Hellenic <span class="_ _1" />S<span class="_ _1" />eaways <span class="_ _1" />Mar<span class="_ _1" />itime <span class="_ _1" />Com<span class="_ _1" />pany <span class="_ _1" />S.A. <span class="_ _13" />was <span class="_ _1" />recogn<span class="_ _1" />ized <span class="_ _1" />based <span class="_ _13" />on <span class="_ _1" />the <span class="_ _1" />R<span class="_ _1" />elief <span class="_ _1" />fr<span class="_ _1" />om </div><div class="t m0 x11 h2 yec4 ff1 fs0 fc0 sc0 ls0 ws0">Royalty <span class="_ _13" />m<span class="_ _1" />ethod <span class="_ _13" />w<span class="_ _1" />hen <span class="_ _13" />c<span class="_ _1" />ompleting <span class="_ _3e" />the <span class="_ _3e" />a<span class="_ _1" />llocation <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />compa<span class="_ _1" />ny's <span class="_ _3e" />purchase <span class="_ _13" />c<span class="_ _1" />o<span class="_ _1" />sts<span class="_ _1" /> <span class="_ _13" />on <span class="_ _3e" />31.12.20<span class="_ _1" />18 <span class="_ _3e" />amounting <span class="_ _3e" />to<span class="_ _1" /> </div><div class="t m0 x11 h2 yec5 ff1 fs0 fc0 sc0 ls0 ws0">Euro 5,745 k. Its use<span class="_ _1" />ful life has been set in<span class="_ _1" />definitely and is annu<span class="_ _1" />ally <span class="_ _1" />tested for <span class="_ _1" />impairment. </div><div class="t m0 x11 h2 yec6 ff1 fs0 fc0 sc0 ls14 ws0">On<span class="ls0"> 31.12.2021<span class="ls1">, <span class="ls2">no<span class="_ _1" /></span></span> need for impairment <span class="_ _1" />arose follow<span class="_ _1" />ing the review of trad<span class="_ _1" />emarks value.<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y3c4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yec7 ff1 fs0 fc0 sc0 ls0 ws0">Trademark impairment <span class="_ _1" />test<span class="_ _1" /> </div><div class="t m0 x11 h2 yec8 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _13" />31.12.2021 <span class="_ _13" />a <span class="_ _3e" />trademark <span class="_ _13" />impairm<span class="_ _1" />ent <span class="_ _13" />test <span class="_ _13" />w<span class="_ _1" />as <span class="_ _13" />conducted. <span class="_ _13" />The <span class="_ _13" />recov<span class="_ _1" />erable <span class="_ _13" />amount <span class="_ _13" />of<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />trademark <span class="_ _13" />with <span class="_ _13" />an </div><div class="t m0 x11 h2 yec9 ff1 fs0 fc0 sc0 ls0 ws0">indefinite <span class="_ _13" />usef<span class="_ _1" />ul <span class="_ _13" />life <span class="_ _13" />w<span class="_ _1" />as <span class="_ _13" />determined <span class="_ _3e" />based <span class="_ _3e" />on <span class="_ _13" />the <span class="_ _3e" />revenue <span class="_ _13" />ge<span class="_ _1" />nerated <span class="_ _13" />from <span class="_ _3e" />the <span class="_ _13" />r<span class="_ _1" />oyalties <span class="_ _13" />(Incom<span class="_ _1" />e <span class="_ _13" />Approac<span class="_ _1" />h <span class="_ _13" />via </div><div class="t m0 x11 h2 yeca ff1 fs0 fc0 sc0 ls0 ws0">Relief from Royalty <span class="_ _1" />method). On 31.12.202<span class="_ _1" />1<span class="ls1">, n<span class="_ _1" /></span>o Trademark impa<span class="_ _1" />irment arose from the<span class="_ _1" /> i<span class="_ _1" />mpairment test.<span class="_ _1" /> </div><div class="t m0 x11 h2 yecb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yecc ff1 fs0 fc0 sc0 ls0 ws0">Further <span class="_ _3e" />det<span class="_ _1" />ails <span class="_ _1a" />regarding <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _3e" />operat<span class="_ _1" />ional <span class="_ _3e" />ass<span class="_ _1" />umptions <span class="_ _1a" />for <span class="_ _1a" />the <span class="_ _3e" />pre<span class="_ _1" />paration <span class="_ _1a" />of <span class="_ _1a" />bus<span class="_ _1" />iness <span class="_ _3e" />plans <span class="_ _1a" />as <span class="_ _1a" />well <span class="_ _1a" />as <span class="_ _1a" />for <span class="_ _1a" />the </div><div class="t m0 x11 h2 y2fd ff1 fs0 fc0 sc0 ls0 ws0">determination <span class="_ _13" />of <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />avera<span class="_ _1" />ge <span class="_ _1" />weig<span class="_ _1" />hted <span class="_ _1" />capi<span class="_ _1" />tal <span class="_ _1" />cost <span class="_ _13" />(WACC) <span class="_ _3e" />are <span class="_ _13" />presented <span class="_ _13" />in <span class="_ _13" />Note <span class="_ _13" />7.14 <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Annu<span class="_ _1" />al <span class="_ _1" />Financ<span class="_ _1" />ial </div><div class="t m0 x11 h2 yecd ff1 fs0 fc0 sc0 ls0 ws0">Report. </div><div class="t m0 x11 h2 y633 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf8b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8b w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">139</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">c) Computer <span class="_ _3" />software <span class="_ _3" />programs<span class="_ _1" /> <span class="_ _3" />that inlude the <span class="_ _b" />c<span class="_ _1" />ost of <span class="_ _b" />the ticket <span class="_ _3" />booking systems and <span class="_ _b" />the cost of purchasing <span class="_ _3" />and </div><div class="t m0 x11 h2 y905 ff6 fs0 fc0 sc0 ls0 ws0">developing the Group’s <span class="_ _1" />integrated Enterpr<span class="_ _1" />ise Resource Plann<span class="_ _1" />ing system.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" />risks<span class="_ _1" />, <span class="_ _1" />the <span class="_ _13" />measures <span class="_ _3e" />to <span class="_ _13" />add<span class="ls58">re</span>ss <span class="_ _1" />the <span class="_ _13" />issue <span class="_ _13" />as <span class="_ _13" />well <span class="_ _13" />as <span class="_ _1" />the<span class="_ _1" /> <span class="_ _1" />conseq<span class="_ _1" />uences <span class="_ _13" />for <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />G<span class="_ _1" />roup <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />Com<span class="_ _1" />pany <span class="_ _13" />in </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">respect <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />coronavirus<span class="_ _1" /> <span class="_ _13" />pandemic <span class="_ _13" />(Covid <span class="_ _13" />19) <span class="_ _13" />are <span class="_ _13" />a<span class="_ _1" />nalyzed <span class="_ _13" />in <span class="_ _13" />Note <span class="_ _13" />3.1.8. <span class="_ _3e" />"<span class="_ _1" />Risks<span class="_ _1" /> <span class="_ _13" />arising <span class="_ _1" />fro<span class="_ _1" />m <span class="_ _13" />the <span class="_ _13" />COVID-<span class="_ _1" /><span class="ls2">19 </span></div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">pandemic<span class="ls1c">".</span> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yece ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1be ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">6. <span class="_ _34"> </span>Investments<span class="_ _1" /> in subsidiaries<span class="_ _1" /> </span></div><div class="t m0 x11 h9c yecf ff5 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yed0 ff1 fs0 fc0 sc0 ls0 ws0">The parent company<span class="_ _1" /> measures its inve<span class="_ _1" />stments at f<span class="_ _1" />air value (see Note <span class="_ _1" />4.2).<span class="_ _1" /> </div><div class="t m0 x11 h3 yed1 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yed2 wf7 h174"><div class="t m2e x1b h175 yed3 ff2 fs3b fc0 sc0 ls0 ws0">C<span class="_ _3" />OMP<span class="_ _1" />A<span class="_ _3" />NY<span class="_ _12" /> </div><div class="t m2e x6f h176 yed4 ff10 fs3b fc0 sc0 ls0 ws0">I<span class="_ _b" />nit<span class="_ _1" />ial <span class="_ _1" />C<span class="_ _3" />os<span class="_ _1" />t <span class="_ _1" />at<span class="_ _1" /> <span class="_ _1" />01<span class="_ _3" />.<span class="_ _1" />01<span class="_ _3" />.2020<span class="_ _195"> </span>67<span class="_ _3" />4,549</div></div><div class="c x11 yed5 wf8 h177"><div class="t m2e x6f h176 yed6 ff10 fs3b fc0 sc0 ls0 ws0">Ac<span class="_ _13" />qu<span class="_ _3" />is<span class="_ _1" />it<span class="_ _1" />ions<span class="_ _1" />/<span class="_ _1" />I<span class="_ _b" />nc<span class="_ _1" />re<span class="_ _3" />ase <span class="_ _1" />in s<span class="_ _13" />ha<span class="_ _3" />r<span class="_ _3" />e c<span class="_ _1" />apital <span class="_ _1" />of<span class="_ _b" /> </div><div class="t m2e x6f h176 yed7 ff10 fs3b fc0 sc0 ls0 ws0">s<span class="_ _1" />ubsidiar<span class="_ _3" />ies<span class="_ _1" /> </div></div><div class="c x11 yed2 wf7 h174"><div class="t m2e x12c h176 yed8 ff10 fs3b fc0 sc0 ls0 ws0">54<span class="_ _3" />,<span class="_ _1" />56<span class="_ _3" />8</div></div><div class="c x11 yed9 wf8 h177"><div class="t m2e x6f h176 yed6 ff10 fs3b fc0 sc0 ls0 ws0">D<span class="_ _3" />is<span class="_ _1" />posals<span class="_ _1" />/<span class="_ _1" />Decre<span class="_ _3" />as<span class="_ _1" />e in <span class="_ _1" />s<span class="_ _1" />ha<span class="_ _3" />re<span class="_ _3" /> c<span class="_ _13" />ap<span class="_ _3" />it<span class="_ _1" />al of<span class="_ _b" /> </div><div class="t m2e x6f h176 yed7 ff10 fs3b fc0 sc0 ls0 ws0">s<span class="_ _1" />ubsidiar<span class="_ _3" />ies<span class="_ _1" /> </div></div><div class="c x11 yed2 wf7 h174"><div class="t m2e x12d h176 yeda ff10 fs3b fc0 sc0 ls0 ws0">-4<span class="_ _b" />,<span class="_ _1" />002</div></div><div class="c x11 yedb wf7 h178"><div class="t m2e x6f h176 yed7 ff10 fs3b fc0 sc0 ls0 ws0">Lo<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />f<span class="_ _3" />r<span class="_ _3" />om adjust<span class="_ _1" />m<span class="_ _1" />en<span class="_ _3" />t<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />ad<span class="_ _3" />de<span class="_ _3" />d t<span class="_ _1" />o Net <span class="_ _1" />E<span class="_ _1" />qu<span class="_ _3" />it<span class="_ _1" />y<span class="_ _e7"> </span>-<span class="_ _b" />7,<span class="_ _1" />51<span class="_ _3" />2</div></div><div class="c x11 yed2 wf7 h174"><div class="t m2e x6f h175 yedc ff2 fs3b fc0 sc0 ls0 ws0">Va<span class="_ _13" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 31.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _3" />20<span class="_ _196"> </span>71<span class="_ _3" />7,603</div><div class="t m2e x6f h176 yedd ff10 fs3b fc0 sc0 ls0 ws0">I<span class="_ _b" />nit<span class="_ _1" />ial <span class="_ _1" />C<span class="_ _3" />os<span class="_ _1" />t <span class="_ _1" />at<span class="_ _1" /> <span class="_ _1" />01<span class="_ _3" />.<span class="_ _1" />01<span class="_ _3" />.2021<span class="_ _195"> </span>71<span class="_ _3" />7,603</div></div><div class="c x11 yede wf8 h177"><div class="t m2e x6f h176 yed6 ff10 fs3b fc0 sc0 ls0 ws0">Ac<span class="_ _13" />qu<span class="_ _3" />is<span class="_ _1" />it<span class="_ _1" />ions<span class="_ _1" />/<span class="_ _1" />I<span class="_ _b" />nc<span class="_ _1" />re<span class="_ _3" />ase <span class="_ _1" />in s<span class="_ _13" />ha<span class="_ _3" />r<span class="_ _3" />e c<span class="_ _1" />apital <span class="_ _1" />of<span class="_ _b" /> </div><div class="t m2e x6f h176 yed7 ff10 fs3b fc0 sc0 ls0 ws0">s<span class="_ _1" />ubsidiar<span class="_ _3" />ies<span class="_ _1" /> </div></div><div class="c x11 yed2 wf7 h174"><div class="t m2e x12c h176 yedf ff10 fs3b fc0 sc0 ls0 ws0">31<span class="_ _3" />,<span class="_ _1" />82<span class="_ _3" />5</div></div><div class="c x11 yee0 wf8 h177"><div class="t m2e x6f h176 yed6 ff10 fs3b fc0 sc0 ls0 ws0">D<span class="_ _3" />is<span class="_ _1" />posals<span class="_ _1" />/<span class="_ _1" />Decre<span class="_ _3" />as<span class="_ _1" />e in <span class="_ _1" />s<span class="_ _1" />ha<span class="_ _3" />re<span class="_ _3" /> c<span class="_ _13" />ap<span class="_ _3" />it<span class="_ _1" />al of<span class="_ _b" /> </div><div class="t m2e x6f h176 yed7 ff10 fs3b fc0 sc0 ls0 ws0">s<span class="_ _1" />ubsidiar<span class="_ _3" />ies<span class="_ _1" /> </div></div><div class="c x11 yed2 wf7 h174"><div class="t m2e x12d h176 yee1 ff10 fs3b fc0 sc0 ls0 ws0">-6<span class="_ _b" />,<span class="_ _1" />300</div></div><div class="c x11 yee2 wf7 h178"><div class="t m2e x6f h176 yed7 ff10 fs3b fc0 sc0 ls0 ws0">Lo<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />f<span class="_ _3" />r<span class="_ _3" />om adjust<span class="_ _1" />m<span class="_ _1" />en<span class="_ _3" />t<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />ad<span class="_ _3" />de<span class="_ _3" />d t<span class="_ _1" />o Net <span class="_ _1" />E<span class="_ _1" />qu<span class="_ _3" />it<span class="_ _1" />y<span class="_ _c1"> </span>31<span class="_ _3" />,<span class="_ _1" />62<span class="_ _3" />1</div></div><div class="c x11 yed2 wf7 h174"><div class="t m2e x6f h175 yee3 ff2 fs3b fc0 sc0 ls0 ws0">Va<span class="_ _13" />l<span class="_ _1" />ue<span class="_ _13" /> <span class="_ _1" />a<span class="_ _13" />t 31.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _3" />21<span class="_ _196"> </span>77<span class="_ _3" />4,749</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x9e h2 yee4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yacb ff1 fs0 fc0 sc0 ls0 ws0">Information <span class="_ _13" />regarding <span class="_ _13" />Sh<span class="_ _1" />are <span class="_ _1" />C<span class="_ _1" />apital <span class="_ _13" />increases/d<span class="_ _1" />ecreases<span class="_ _1" /> <span class="_ _1" />which<span class="_ _1" /> <span class="_ _1" />w<span class="_ _1" />ere <span class="_ _13" />paid <span class="_ _1" />dur<span class="_ _1" />ing <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />ye<span class="_ _1" />ar <span class="_ _13" />is<span class="_ _1" /> <span class="_ _1" />prese<span class="_ _1" />nted <span class="_ _13" />in <span class="_ _13" />Note </div><div class="t m0 x11 h2 yee5 ff1 fs0 fc0 sc0 ls2 ws0">6.1<span class="ls0">. </span></div><div class="t m0 x11 h2 yee6 ff1 fs0 fc0 sc0 ls0 ws0">The following table pr<span class="_ _1" />esents investments in<span class="_ _1" /> subsidiaries.<span class="_ _13" /> </div><div class="t m0 x11 h2 yee7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 yee8 ff2 fs0 fc0 sc0 ls0 ws0">Investments in subsidi<span class="_ _1" />aries<span class="_ _1" /> </div><div class="t m0 x11 h2 yee9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yeea ff1 fs0 fc0 sc0 ls0 ws0">The parent company participated, directly<span class="_ _1" /> and indirectl<span class="_ _1" />y, by 100% in i<span class="_ _3" />ts subsidiari<span class="_ _1" />es. The nature of relationship is </div><div class="t m0 x11 h2 yc78 ff1 fs0 fc0 sc0 ls0 ws0">"Direct" <span class="_ _1c"> </span>with <span class="_ _1c"> </span>the <span class="_ _23"> </span>exception <span class="_ _1c"> </span>of <span class="_ _23"> </span>SUPERFAST <span class="_ _1c"> </span>DODEK<span class="_ _1" />A <span class="_ _1c"> </span>(HELLAS) <span class="_ _1c"> </span>INC.<span class="_ _1" />&amp; <span class="_ _1c"> </span>CO <span class="_ _1c"> </span>J<span class="_ _1" />OINT <span class="_ _1c"> </span>VENTURE, <span class="_ _23"> </span>BLUE <span class="_ _1c"> </span>STAR<span class="_ _1" /> </div><div class="t m0 x11 h2 yeeb ff1 fs0 fc0 sc0 ls0 ws0">FERRIES <span class="_ _1a" />JO<span class="_ _1" />INT <span class="_ _1a" />VENTUR<span class="_ _1" />E <span class="_ _3e" />a<span class="_ _1" />nd <span class="_ _1a" />BLUE <span class="_ _1b" />STAR <span class="_ _1a" />F<span class="_ _1" />ERRIES <span class="_ _1a" />M<span class="_ _1" />ARITIME <span class="_ _1a" />S.<span class="_ _1" />A. <span class="_ _1a" />&amp; <span class="_ _1a" />CO<span class="_ _1" /> <span class="_ _1a" />JOINT <span class="_ _1b" />VENTURE <span class="_ _1a" />w<span class="_ _1" />here <span class="_ _1a" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 yeec ff1 fs0 fc0 sc0 ls0 ws0">nature of relat<span class="_ _1" /><span class="ff6">ionship is “Under Commo<span class="_ _1" />n Management”<span class="_ _1" />.</span> </div><div class="t m0 x11 h2 yeed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yeee ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />risks, <span class="_ _13" />the <span class="_ _13" />measures <span class="_ _13" />address<span class="_ _1" />ing <span class="_ _13" />the <span class="_ _13" />issue <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" />well <span class="_ _13" />as <span class="_ _13" />the <span class="_ _1" />c<span class="_ _1" />onsequences <span class="_ _13" />for <span class="_ _13" />the <span class="_ _13" />Group <span class="_ _13" />and <span class="_ _13" />the <span class="_ _13" />Compan<span class="_ _1" />y <span class="_ _13" />in </div><div class="t m0 x11 h2 y883 ff1 fs0 fc0 sc0 ls0 ws0">respect <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _13" />cor<span class="_ _1" />onavirus <span class="_ _3e" />pandem<span class="_ _1" />ic <span class="_ _13" />(Covid <span class="_ _3e" />19) <span class="_ _3e" />are <span class="_ _13" />a<span class="_ _1" />nalyzed <span class="_ _13" />i<span class="_ _1" />n <span class="_ _13" />Note <span class="_ _3e" />3.1.8. <span class="_ _3e" />"Risks<span class="_ _1" /> <span class="_ _13" />arising <span class="_ _13" />fro<span class="_ _1" />m <span class="_ _13" />the<span class="_ _1" /> <span class="_ _1b" />COVID-19 </div><div class="t m0 x11 h2 yeef ff1 fs0 fc0 sc0 ls0 ws0">pandemic". </div><div class="t m0 x11 h2 yb28 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yef0 ff1 fs0 fc0 sc0 ls0 ws0">All the companies are<span class="_ _1" /> consolidated under <span class="_ _1" />the full cons<span class="_ _1" />olidation method.<span class="_ _13" /> </div></div></div><div class="pi" /></div>
<div id="pf8c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8c w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da wf9 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">140</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yef1 wfa h179"><div class="t m2f x6f h17a yef2 ff2 fs3c fc0 sc0 ls0 ws0">Subs<span class="_ _3" />idi<span class="_ _1" />a<span class="_ _1" />ry</div></div><div class="c x16 yef1 wfb h179"><div class="t m2f x86 h17a yef3 ff2 fs3c fc0 sc0 ls0 ws0">Carrying </div><div class="t m2f x94 h17a yef4 ff2 fs3c fc0 sc0 ls0 ws0">a<span class="_ _1" />mou<span class="_ _1" />nt</div></div><div class="c x6 yef1 wfc h179"><div class="t m2f x5e h17a yef5 ff2 fs3c fc0 sc0 ls0 ws0">Dire<span class="_ _1" />ct </div><div class="t m2f x8c h17a yef2 ff2 fs3c fc0 sc0 ls0 ws0">Sha<span class="_ _1" />re<span class="_ _1" />hol<span class="_ _1" />di<span class="_ _1" />ng </div><div class="t m2f x24 h17a yef6 ff2 fs3c fc0 sc0 ls0 ws0">%</div></div><div class="c xf7 yef1 wfc h179"><div class="t m2f x82 h17a yef5 ff2 fs3c fc0 sc0 ls0 ws0">Indi<span class="_ _1" />re<span class="_ _1" />ct </div><div class="t m2f x8c h17a yef2 ff2 fs3c fc0 sc0 ls0 ws0">Sha<span class="_ _1" />re<span class="_ _1" />hol<span class="_ _1" />di<span class="_ _1" />ng </div><div class="t m2f x24 h17a yef6 ff2 fs3c fc0 sc0 ls0 ws0">%</div></div><div class="c x11 yef1 wfa h179"><div class="t m2f x12e h17a yef2 ff2 fs3c fc0 sc0 ls0 ws0">Count<span class="_ _3" />ry</div></div><div class="c xd3 yef1 wfd h179"><div class="t m2f x5e h17a yef3 ff2 fs3c fc0 sc0 ls0 ws0">Nature<span class="_ _1" /> of </div><div class="t m2f x87 h17a yef4 ff2 fs3c fc0 sc0 ls0 ws0">Rel<span class="_ _1" />a<span class="_ _1" />tions<span class="_ _b" />hi<span class="_ _1" />p</div></div><div class="c x89 yef1 wfe h179"><div class="t m2f x6f h17a yef3 ff2 fs3c fc0 sc0 ls0 ws0">Cons<span class="_ _12" />o<span class="_ _1" />li<span class="_ _1" />da<span class="_ _1" />tion </div><div class="t m2f x62 h17a yef4 ff2 fs3c fc0 sc0 ls0 ws0">Me<span class="_ _1" />thod </div></div><div class="c x2b yef1 wff h179"><div class="t m2f x6f h17a yef3 ff2 fs3c fc0 sc0 ls0 ws0">Unaudi<span class="_ _1" />te<span class="_ _1" />d fis<span class="_ _3" />cal<span class="_ _1" /> </div><div class="t m2f x3a h17a yef4 ff2 fs3c fc0 sc0 ls0 ws0">yea<span class="_ _13" />rs<span class="_ _b" />*</div></div><div class="c x12f yef1 w100 h179"><div class="t m2f x6f h17a yef3 ff2 fs3c fc0 sc0 ls0 ws0">Audited <span class="_ _1" />fis<span class="_ _b" />ca<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m2f x82 h17a yef4 ff2 fs3c fc0 sc0 ls0 ws0">yea<span class="_ _13" />rs<span class="_ _b" />**</div></div><div class="c x11 yef7 wfa h17b"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">NOR<span class="_ _b" />DIA MC.<span class="_ _197"> </span><span class="ffc">7,095<span class="_ _39"> </span></span>100.00<span class="_ _3" />%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _3" />R<span class="_ _3" />ECT<span class="_ _81"> </span>FULL<span class="_ _4f"> </span>2016<span class="_ _3" />-20<span class="_ _3" />21<span class="_ _aa"> </span>-</div></div><div class="c x11 yef8 wfa h17d"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> FE<span class="_ _1" />RR<span class="_ _3" />I<span class="_ _3" />ES <span class="_ _1" />S.<span class="_ _1" />A.<span class="_ _86"> </span><span class="ffc">15,20<span class="_ _3" />6<span class="_ _198"> </span><span class="ff1">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _4a"> </span>LI<span class="_ _b" />B<span class="_ _1" />ERI<span class="_ _3" />A<span class="_ _29"> </span>DIR<span class="_ _b" />E<span class="_ _1" />CT<span class="_ _81"> </span>FUL<span class="_ _3" />L<span class="_ _4f"> </span>20<span class="_ _3" />16-<span class="_ _b" />2021<span class="_ _54"> </span>-</span></span></div></div><div class="c x11 yef9 wfa h17b"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> ENDEKA<span class="_ _1" /> INC<span class="_ _b" />.<span class="_ _1" />***<span class="_ _120"> </span><span class="ffc">65,785<span class="_ _39"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _4a"> </span>LI<span class="_ _3" />BERIA<span class="_ _29"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _52"> </span><span class="ls59">2021<span class="_ _96"> </span></span>20<span class="_ _3" />16-<span class="_ _3" />20<span class="_ _3" />20</div></div><div class="c x11 yefa w101 h17e"><div class="t m2f x6f h17c yefb ff1 fs3c fc0 sc0 ls0 ws0">BLUE S<span class="_ _1" />T<span class="_ _b" />A<span class="_ _1" />R FERRI<span class="_ _b" />E<span class="_ _1" />S <span class="_ _1" />SING<span class="_ _3" />LE M<span class="_ _1" />EMB<span class="_ _1" />ER </div><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">MARIT<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S.<span class="_ _1" />A.</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x130 h180 yefd ffc fs3c fc0 sc0 ls0 ws0">390,703</div></div><div class="c x11 yefa wfa h17e"><div class="t m2f x9b h17c yef4 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _52"> </span><span class="ls59">2021<span class="_ _96"> </span></span>2<span class="_ _3" />016<span class="_ _3" />-20<span class="_ _3" />20</div></div><div class="c x11 yefe wfa h17d"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> ONE INC<span class="_ _b" />***<span class="_ _e9"> </span><span class="ffc">60,053<span class="_ _198"> </span></span>100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _4a"> </span>LI<span class="_ _b" />B<span class="_ _1" />ERI<span class="_ _3" />A<span class="_ _29"> </span>DIR<span class="_ _b" />E<span class="_ _1" />CT<span class="_ _81"> </span>FUL<span class="_ _3" />L<span class="_ _ba"> </span><span class="ls59">2021<span class="_ _c"> </span></span>2016-<span class="_ _3" />20<span class="_ _3" />20</div></div><div class="c x11 yeff wfa h17b"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> T<span class="_ _3" />W<span class="_ _1" />O IN<span class="_ _3" />C***<span class="_ _f1"> </span><span class="ffc">70,683<span class="_ _39"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _4a"> </span>LI<span class="_ _3" />BERIA<span class="_ _29"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _52"> </span><span class="ls59">2021<span class="_ _96"> </span></span>20<span class="_ _3" />16-<span class="_ _b" />2020</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf00 ff1 fs3c fc0 sc0 ls0 ws0">AT<span class="_ _3" />T<span class="_ _b" />ICA FERRI<span class="_ _3" />ES <span class="_ _1" />M.<span class="_ _1" />C.<span class="_ _165"> </span><span class="ffc">-</span></div></div><div class="c x11 yf01 wfa h17d"><div class="t m2f x9b h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>201<span class="_ _3" />6-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yf02 w101 h179"><div class="t m2f x6f h17c yf03 ff1 fs3c fc0 sc0 ls0 ws0">BLUE S<span class="_ _1" />T<span class="_ _b" />A<span class="_ _1" />R FERRI<span class="_ _b" />E<span class="_ _1" />S <span class="_ _1" />MA<span class="_ _1" />RI<span class="_ _b" />TI<span class="_ _b" />ME<span class="_ _1" /> S<span class="_ _1" />.A<span class="_ _1" />. <span class="_ _1" />&amp;<span class="_ _1" /> CO </div><div class="t m2f x6f h17c yef4 ff1 fs3c fc0 sc0 ls0 ws0">JO<span class="_ _3" />IN<span class="_ _b" />T VENT<span class="_ _3" />UR<span class="_ _b" />E</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x120 h180 yf04 ffc fs3c fc0 sc0 ls0 ws0">-</div></div><div class="c x11 yf02 wfa h179"><div class="t m2f x2e h17c yefb ff1 fs3c fc0 sc0 ls0 ws0">0.00%<span class="_ _56"> </span>-<span class="_ _156"> </span>GREECE</div></div><div class="c xd3 yf02 wfd h179"><div class="t m2f x6f h17c yf03 ff1 fs3c fc0 sc0 ls0 ws0">UN<span class="_ _3" />DER<span class="_ _3" /> COMMON </div><div class="t m2f x5b h17c yef4 ff1 fs3c fc0 sc0 ls0 ws0">MANAGE<span class="_ _1" />MENT</div></div><div class="c x11 yf02 wfa h179"><div class="t m2f x12b h17c yefb ff1 fs3c fc0 sc0 ls0 ws0">FUL<span class="_ _3" />L<span class="_ _4f"> </span>20<span class="_ _3" />16-<span class="_ _3" />20<span class="_ _3" />21<span class="_ _54"> </span>-</div></div><div class="c x11 yf05 w101 h17e"><div class="t m2f x6f h17c yef2 ff1 fs3c fc0 sc0 ls0 ws0">AT<span class="_ _3" />T<span class="_ _b" />ICA FERRI<span class="_ _3" />ES <span class="_ _1" />SING<span class="_ _3" />LE M<span class="_ _1" />EMB<span class="_ _1" />ER </div><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">MARIT<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S.<span class="_ _1" />A.</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x10b h180 yf06 ffc fs3c fc0 sc0 ls0 ws0">27,933</div></div><div class="c x11 yf05 wfa h17e"><div class="t m2f x9b h17c yef4 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _52"> </span><span class="ls59">2021<span class="_ _96"> </span></span>2<span class="_ _3" />016<span class="_ _3" />-20<span class="_ _3" />20</div></div><div class="c x11 yf07 w101 h181"><div class="t m2f x6f h17c yf08 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> FE<span class="_ _1" />RR<span class="_ _3" />I<span class="_ _3" />ES <span class="_ _1" />SING<span class="_ _3" />LE M<span class="_ _1" />EMB<span class="_ _1" />ER </div><div class="t m2f x6f h17c yf09 ff1 fs3c fc0 sc0 ls0 ws0">MARIT<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S.<span class="_ _1" />A.</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x10b h180 yf0a ffc fs3c fc0 sc0 ls0 ws0">11,308</div></div><div class="c x11 yf07 wfa h181"><div class="t m2f x9b h17c yf0b ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>202<span class="_ _3" />0-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yf0c w101 h182"><div class="t m2f x6f h17c yf0d ff1 fs3c fc0 sc0 ls0 ws0">HELLEN<span class="_ _3" />I<span class="_ _3" />C SE<span class="_ _1" />AW<span class="_ _1" />A<span class="_ _1" />YS<span class="_ _1" /> S<span class="_ _1" />IN<span class="_ _b" />GLE <span class="_ _1" />ME<span class="_ _1" />MBE<span class="_ _1" />R </div><div class="t m2f x6f h17c yf09 ff1 fs3c fc0 sc0 ls0 ws0">MARIT<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />S.<span class="_ _1" />A.</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x130 h180 yf0e ffc fs3c fc0 sc0 ls0 ws0">103,878</div></div><div class="c x11 yf0c wfa h182"><div class="t m2f x9b h17c yf0f ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _52"> </span><span class="ls59">2021<span class="_ _96"> </span></span>2<span class="_ _3" />016<span class="_ _3" />-20<span class="_ _3" />20</div></div><div class="c x11 yf10 wfa h183"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">T<span class="_ _b" />A<span class="_ _1" />NGI<span class="_ _b" />E<span class="_ _1" />R MARIT<span class="_ _b" />I<span class="_ _3" />ME <span class="_ _1" />IN<span class="_ _3" />C<span class="_ _150"> </span><span class="ffc ls5a">202</span></div><div class="t m2f x9b h17c yf11 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _109"> </span>PA<span class="_ _1" />NAMA<span class="_ _b1"> </span>DI<span class="_ _3" />REC<span class="_ _3" />T<span class="_ _81"> </span>FULL</div><div class="t m2f x131 h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">-<span class="_ _73"> </span>-</div></div><div class="c x11 yf12 wfa h184"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">T<span class="_ _b" />A<span class="_ _1" />NGER MOROC<span class="_ _b" />CO MA<span class="_ _1" />RI<span class="_ _3" />T<span class="_ _b" />IME INC<span class="_ _6b"> </span><span class="ffc ls5a">196</span></div><div class="t m2f x81 h17c yf11 ff1 fs3c fc0 sc0 ls0 ws0">-<span class="_ _94"> </span>100.00%<span class="_ _dd"> </span>MOR<span class="_ _b" />OCCO<span class="_ _37"> </span>IND<span class="_ _b" />IREC<span class="_ _3" />T<span class="_ _117"> </span>FU<span class="_ _3" />LL</div><div class="t m2f x131 h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">-<span class="_ _73"> </span>-</div></div><div class="c x11 yf13 w101 h185"><div class="t m2f x6f h17c yf14 ff1 fs3c fc0 sc0 ls0 ws0">AT<span class="_ _3" />T<span class="_ _b" />ICE NEX<span class="_ _12" />T GENERAT<span class="_ _b" />ION<span class="_ _3" /> HI<span class="_ _3" />GHSPEE<span class="_ _1" />D </div><div class="t m2f x6f h17c yf15 ff1 fs3c fc0 sc0 ls0 ws0">SIN<span class="_ _3" />GLE ME<span class="_ _1" />MB<span class="_ _1" />ER MA<span class="_ _1" />RI<span class="_ _b" />TI<span class="_ _b" />ME<span class="_ _1" /> S<span class="_ _1" />.A<span class="_ _1" />.</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x10b h180 yf16 ffc fs3c fc0 sc0 ls0 ws0">18,221</div></div><div class="c x11 yf13 wfa h185"><div class="t m2f x9b h17c yf17 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _4f"> </span>2020<span class="_ _3" />-2<span class="_ _3" />021<span class="_ _aa"> </span>-</div></div><div class="c x11 yf18 w101 h17e"><div class="t m2f x6f h17c yefb ff1 fs3c fc0 sc0 ls0 ws0">NAX<span class="_ _12" />OS <span class="_ _1" />RESORT<span class="_ _b" /> <span class="_ _1" />BE<span class="_ _1" />ACH HOT<span class="_ _b" />EL S<span class="_ _1" />IN<span class="_ _b" />GLE </div><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">MEM<span class="_ _1" />BE<span class="_ _1" />R S.<span class="_ _1" />A.</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x15 h180 yf19 ffc fs3c fc0 sc0 ls0 ws0">8,522</div></div><div class="c x11 yf18 wfa h17e"><div class="t m2f x4 h17c yef4 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _bd"> </span>GREECE<span class="_ _dd"> </span>I<span class="_ _3" />ND<span class="_ _b" />IRECT<span class="_ _9e"> </span>FULL<span class="_ _4f"> </span>2016<span class="_ _3" />-2<span class="_ _3" />021<span class="_ _aa"> </span>-</div></div><div class="c x11 yf1a w101 h185"><div class="t m2f x6f h17c yf14 ff1 fs3c fc0 sc0 ls0 ws0">AT<span class="_ _3" />T<span class="_ _b" />ICA BLUE HOSP<span class="_ _1" />I<span class="_ _3" />T<span class="_ _b" />A<span class="_ _1" />LI<span class="_ _3" />T<span class="_ _b" />Y<span class="_ _1" /> S<span class="_ _1" />IN<span class="_ _3" />GLE </div><div class="t m2f x6f h17c yf15 ff1 fs3c fc0 sc0 ls0 ws0">MEM<span class="_ _1" />BE<span class="_ _1" />R S.<span class="_ _1" />A.</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x15 h180 yf1b ffc fs3c fc0 sc0 ls0 ws0">2,178</div></div><div class="c x11 yf1a wfa h185"><div class="t m2f x9b h17c yf17 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _109"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _74"> </span><span class="ls59">2021<span class="_ _140"> </span></span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17a yf1c ff2 fs3c fc0 sc0 ls0 ws0">Ina<span class="_ _1" />ctive<span class="_ _1" /> com<span class="_ _1" />pa<span class="_ _1" />ni<span class="_ _1" />e<span class="_ _1" />s</div></div><div class="c x11 yf1d wfa h186"><div class="t m2f x6f h17c yf1e ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> EP<span class="_ _1" />T<span class="_ _3" />A <span class="_ _1" />MC.</div><div class="t m2f x120 h180 yef6 ffc fs3c fc0 sc0 ls0 ws0">2</div><div class="t m2f x9b h17c yf1e ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>201<span class="_ _3" />6-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yf1f wfa h187"><div class="t m2f x6f h17c yf20 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> OKTO<span class="_ _3" /> M<span class="_ _1" />C.</div><div class="t m2f x120 h180 yf21 ffc fs3c fc0 sc0 ls0 ws0">2</div><div class="t m2f x9b h17c yf20 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>201<span class="_ _3" />6-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yf22 wfa h17b"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> ENNEA <span class="_ _1" />MC.<span class="_ _f7"> </span><span class="ffc">8<span class="_ _39"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _3" />RECT<span class="_ _81"> </span>FU<span class="_ _3" />LL<span class="_ _b8"> </span>2016<span class="_ _3" />-20<span class="_ _3" />21<span class="_ _54"> </span>-</div></div><div class="c x11 yf23 wfa h188"><div class="t m2f x6f h17c yf24 ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> DEKA<span class="_ _1" /> M<span class="_ _1" />C.</div><div class="t m2f x120 h180 yf25 ffc fs3c fc0 sc0 ls0 ws0">2</div><div class="t m2f x9b h17c yf24 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>201<span class="_ _3" />6-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yf26 wfa h17b"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">MARIN<span class="_ _b" /> <span class="_ _1" />MC.<span class="_ _199"> </span><span class="ffc">-<span class="_ _198"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>2016<span class="_ _3" />-20<span class="_ _3" />21<span class="_ _54"> </span>-</div></div><div class="c x11 yf27 wfa h17b"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">AT<span class="_ _3" />T<span class="_ _b" />ICA CH<span class="_ _3" />ALLENGE LT<span class="_ _3" />D<span class="_ _11e"> </span><span class="ffc">-<span class="_ _f"> </span></span>100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _14f"> </span>MA<span class="_ _1" />LT<span class="_ _b" />A<span class="_ _3c"> </span>DIR<span class="_ _b" />E<span class="_ _1" />CT<span class="_ _81"> </span>FUL<span class="_ _3" />L<span class="_ _169"> </span>-<span class="_ _106"> </span>-</div></div><div class="c x11 yf28 wfa h17d"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">AT<span class="_ _3" />T<span class="_ _b" />ICA SHIELD<span class="_ _3" /> LT<span class="_ _b" />D<span class="_ _19a"> </span><span class="ffc">2<span class="_ _39"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _4e"> </span>MA<span class="_ _1" />LT<span class="_ _b" />A<span class="_ _3c"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _169"> </span>-<span class="_ _5d"> </span>-</div></div><div class="c x11 yf29 w101 h179"><div class="t m2f x6f h17c yf2a ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> DOD<span class="_ _3" />EK<span class="_ _1" />A <span class="_ _1" />(H<span class="_ _3" />ELLAS) INC<span class="_ _b" />.<span class="_ _1" />&amp; <span class="_ _1" />CO </div><div class="t m2f x6f h17c yef4 ff1 fs3c fc0 sc0 ls0 ws0">JO<span class="_ _3" />IN<span class="_ _b" />T VENT<span class="_ _3" />UR<span class="_ _b" />E</div></div><div class="c x11 yf29 wfa h179"><div class="t m2f x120 h17c yefb ffc fs3c fc0 sc0 ls0 ws0">-<span class="_ _14"> </span><span class="ff1">0.00%<span class="_ _56"> </span>-<span class="_ _156"> </span>GREECE</span></div></div><div class="c xd3 yf29 wfd h179"><div class="t m2f x6f h17c yf2a ff1 fs3c fc0 sc0 ls0 ws0">UN<span class="_ _3" />DER<span class="_ _3" /> COMMON </div><div class="t m2f x5b h17c yef4 ff1 fs3c fc0 sc0 ls0 ws0">MANAGE<span class="_ _1" />MENT</div></div><div class="c x11 yf29 wfa h179"><div class="t m2f x12b h17c yefb ff1 fs3c fc0 sc0 ls0 ws0">FUL<span class="_ _3" />L<span class="_ _4f"> </span>20<span class="_ _3" />16-<span class="_ _3" />20<span class="_ _3" />21<span class="_ _54"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf2b ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> PE<span class="_ _1" />NT<span class="_ _b" />E<span class="_ _1" /> IN<span class="_ _3" />C.***<span class="_ _187"> </span><span class="ffc">-</span></div></div><div class="c x11 yf2c wfa h189"><div class="t m2f x9b h17c yf15 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _4a"> </span>LI<span class="_ _b" />B<span class="_ _1" />ERI<span class="_ _3" />A<span class="_ _29"> </span>DIR<span class="_ _b" />E<span class="_ _1" />CT<span class="_ _81"> </span>FUL<span class="_ _3" />L<span class="_ _4f"> </span>20<span class="_ _3" />16-<span class="_ _b" />2021<span class="_ _54"> </span>-</div></div><div class="c x11 yf2d wfa h186"><div class="t m2f x6f h17c yf2e ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> EX<span class="_ _b" />I IN<span class="_ _b" />C.***<span class="_ _19b"> </span><span class="ffc">-<span class="_ _198"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _4a"> </span>LI<span class="_ _b" />B<span class="_ _1" />ERI<span class="_ _3" />A<span class="_ _ad"> </span>D<span class="_ _3" />IR<span class="_ _b" />E<span class="_ _1" />CT<span class="_ _81"> </span>FUL<span class="_ _3" />L<span class="_ _4f"> </span>20<span class="_ _3" />16-<span class="_ _b" />2021<span class="_ _54"> </span>-</div></div><div class="c x11 yf2f wfa h18a"><div class="t m2f x6f h17c yf1e ff1 fs3c fc0 sc0 ls0 ws0">SUPERFAS<span class="_ _1" />T<span class="_ _3" /> DOD<span class="_ _3" />EK<span class="_ _1" />A <span class="_ _1" />I<span class="_ _3" />NC<span class="_ _3" />.***<span class="_ _e7"> </span><span class="ffc">-<span class="_ _39"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _4a"> </span>LI<span class="_ _3" />BE<span class="_ _1" />RI<span class="_ _b" />A<span class="_ _ad"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>2016<span class="_ _3" />-20<span class="_ _3" />21<span class="_ _54"> </span>-</div></div><div class="c x11 yf30 wfa h18b"><div class="t m2f x6f h17c yef2 ff1 fs3c fc0 sc0 ls0 ws0">BLUE S<span class="_ _1" />T<span class="_ _b" />A<span class="_ _1" />R FERRI<span class="_ _b" />E<span class="_ _1" />S <span class="_ _1" />JOI<span class="_ _b" />NT<span class="_ _b" /> <span class="_ _1" />VE<span class="_ _1" />NT<span class="_ _b" />URE</div><div class="t m2f x120 h180 yef6 ffc fs3c fc0 sc0 ls0 ws0">-</div><div class="t m2f x2e h17c yef2 ff1 fs3c fc0 sc0 ls0 ws0">0.00%<span class="_ _56"> </span>-<span class="_ _156"> </span>GREECE</div></div><div class="c xd3 yf30 wfd h18b"><div class="t m2f x6f h17c yef3 ff1 fs3c fc0 sc0 ls0 ws0">UN<span class="_ _3" />DER<span class="_ _3" /> COMMON </div><div class="t m2f x5b h17c yf31 ff1 fs3c fc0 sc0 ls0 ws0">MANAGE<span class="_ _1" />MENT</div></div><div class="c x11 yf30 wfa h18b"><div class="t m2f x12b h17c yef2 ff1 fs3c fc0 sc0 ls0 ws0">FUL<span class="_ _3" />L<span class="_ _4f"> </span>20<span class="_ _3" />16-<span class="_ _3" />20<span class="_ _3" />21<span class="_ _54"> </span>-</div></div><div class="c x11 yf32 wfa h17b"><div class="t m2f x6f h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">BLUE S<span class="_ _1" />T<span class="_ _b" />A<span class="_ _1" />R FERRI<span class="_ _b" />E<span class="_ _1" />S <span class="_ _1" />S.<span class="_ _1" />A.<span class="_ _19c"> </span><span class="ffc">-<span class="_ _198"> </span></span>100.00%<span class="_ _aa"> </span>-<span class="_ _4a"> </span>LI<span class="_ _b" />B<span class="_ _1" />ERI<span class="_ _3" />A<span class="_ _ad"> </span>D<span class="_ _3" />IR<span class="_ _b" />E<span class="_ _1" />CT<span class="_ _81"> </span>FUL<span class="_ _3" />L<span class="_ _169"> </span>-<span class="_ _106"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf33 ff1 fs3c fc0 sc0 ls0 ws0">BLUE ISLAND<span class="_ _3" /> S<span class="_ _1" />HI<span class="_ _b" />P<span class="_ _1" />PING<span class="_ _3" /> IN<span class="_ _3" />C.<span class="_ _f1"> </span><span class="ffc ls5a">29</span></div></div><div class="c x11 yf34 wfa h17d"><div class="t m2f x9b h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>PA<span class="_ _1" />NAMA<span class="_ _b1"> </span>DI<span class="_ _3" />REC<span class="_ _3" />T<span class="_ _81"> </span>FULL<span class="_ _169"> </span>-<span class="_ _5d"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf35 ff1 fs3c fc0 sc0 ls0 ws0">ST<span class="_ _3" />RI<span class="_ _b" />NT<span class="_ _b" />ZI<span class="_ _b" />S<span class="_ _1" /> LIN<span class="_ _3" />ES <span class="_ _1" />SHIPPIN<span class="_ _b" />G <span class="_ _1" />LT<span class="_ _b" />D.<span class="_ _4b"> </span><span class="ffc ls5a">22</span></div></div><div class="c x11 yf36 wfa h17b"><div class="t m2f x9b h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _8c"> </span>CYP<span class="_ _1" />RU<span class="_ _3" />S<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _169"> </span>-<span class="_ _5d"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf37 ff1 fs3c fc0 sc0 ls0 ws0">BLUE S<span class="_ _1" />T<span class="_ _b" />A<span class="_ _1" />R FERRI<span class="_ _b" />E<span class="_ _1" />S <span class="_ _1" />M.<span class="_ _1" />C.<span class="_ _19d"> </span><span class="ffc ls5a">737</span></div></div><div class="c x11 yf38 wfa h17d"><div class="t m2f x9b h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _54"> </span>-<span class="_ _156"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>201<span class="_ _3" />6-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf39 ff1 fs3c fc0 sc0 ls0 ws0">HELLEN<span class="_ _3" />I<span class="_ _3" />C SE<span class="_ _1" />AW<span class="_ _1" />A<span class="_ _1" />YS<span class="_ _1" /> CARGO M.<span class="_ _1" />C.<span class="_ _7a"> </span><span class="ffc">-<span class="_ _117"> </span></span>-</div></div><div class="c x11 yf3a wfa h17b"><div class="t m2f x4 h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">100<span class="_ _3" />.00%<span class="_ _bd"> </span>GREECE<span class="_ _bd"> </span>DI<span class="_ _3" />R<span class="_ _3" />ECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>2016<span class="_ _3" />-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf3b ff1 fs3c fc0 sc0 ls0 ws0">HELLEN<span class="_ _3" />I<span class="_ _3" />C SE<span class="_ _1" />AW<span class="_ _1" />A<span class="_ _1" />YS<span class="_ _1" /> MA<span class="_ _1" />NAGEME<span class="_ _1" />NT<span class="_ _b" /> <span class="_ _1" />S.<span class="_ _1" />A <span class="_ _4e"> </span><span class="ffc">-</span></div></div><div class="c x11 yf3c wfa h17d"><div class="t m2f x81 h17c yf3d ff1 fs3c fc0 sc0 ls0 ws0">-<span class="_ _94"> </span>100.00%<span class="_ _29"> </span>LI<span class="_ _3" />BE<span class="_ _1" />RI<span class="_ _b" />A<span class="_ _ad"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _b8"> </span>2016<span class="_ _3" />-2<span class="_ _3" />021<span class="_ _54"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf3e ff1 fs3c fc0 sc0 ls0 ws0">W<span class="_ _1" />ORL<span class="_ _3" />D CR<span class="_ _3" />UI<span class="_ _b" />S<span class="_ _1" />ES <span class="_ _1" />HOLD<span class="_ _b" />INGS LT<span class="_ _b" />D<span class="_ _9f"> </span><span class="ffc">-</span></div></div><div class="c x11 yf3f wfa h17b"><div class="t m2f x81 h17c yef6 ff1 fs3c fc0 sc0 ls0 ws0">-<span class="_ _94"> </span>100.00%<span class="_ _29"> </span>LI<span class="_ _3" />BE<span class="_ _1" />RI<span class="_ _b" />A<span class="_ _ad"> </span>DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _169"> </span>-<span class="_ _73"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf40 ff1 fs3c fc0 sc0 ls0 ws0">HELC<span class="_ _3" />AT<span class="_ _3" /> LIN<span class="_ _b" />E<span class="_ _1" />S <span class="_ _1" />S.<span class="_ _1" />A<span class="_ _18e"> </span><span class="ffc">-</span></div></div><div class="c x11 yf41 wfa h18c"><div class="t m2f x81 h17c yf42 ff1 fs3c fc0 sc0 ls0 ws0">-<span class="_ _94"> </span>100.00%</div></div><div class="c x7d yf41 w102 h18c"><div class="t m2f x6f h17c yf43 ff1 fs3c fc0 sc0 ls0 ws0">MARSHALL </div><div class="t m2f x5b h17c yf44 ff1 fs3c fc0 sc0 ls0 ws0">I<span class="_ _3" />SLANDS</div></div><div class="c x11 yf41 wfa h18c"><div class="t m2f xcd h17c yf42 ff1 fs3c fc0 sc0 ls0 ws0">DI<span class="_ _b" />RECT<span class="_ _81"> </span>FULL<span class="_ _169"> </span>-<span class="_ _73"> </span>-</div></div><div class="c x11 yefc wfa h17f"><div class="t m2f x6f h17c yf45 ff1 fs3c fc0 sc0 ls0 ws0">* B<span class="_ _1" />y <span class="_ _1" />tax<span class="_ _1" /> authorities.<span class="_ _1" /> It <span class="_ _1" />should be noted<span class="_ _3" /> t<span class="_ _1" />hat on 31.12.2021<span class="_ _3" />, <span class="_ _1" />the fisc<span class="_ _1" />al y<span class="_ _1" />ear<span class="_ _3" />s <span class="_ _1" />until <span class="_ _1" />31.12.20<span class="_ _3" />15 we<span class="_ _3" />re canceled in ac<span class="_ _1" />corda<span class="_ _3" />nce with <span class="_ _1" />par<span class="_ _3" />ag<span class="_ _3" />rap<span class="_ _3" />h 1 of<span class="_ _3" /> artic<span class="_ _1" />le 36, <span class="_ _1" />L.4174<span class="_ _3" /> /<span class="_ _1" /> 2013.</div><div class="t m2f x6f h17c yf46 ff1 fs3c fc0 sc0 ls0 ws0">** T<span class="_ _3" />ax <span class="_ _1" />Co<span class="_ _3" />mpliance Rep<span class="_ _3" />ort by <span class="_ _1" />Cer<span class="_ _3" />tified Auditors.</div><div class="t m2f x6f h17c yf47 ff1 fs3c fc0 sc0 ls0 ws0">*** Liber<span class="_ _3" />ian companies which hav<span class="_ _b" />e a bran<span class="_ _3" />ch i<span class="_ _1" />n Gre<span class="_ _3" />ece and the t<span class="_ _1" />ax <span class="_ _1" />aud<span class="_ _3" />it <span class="_ _1" />c<span class="_ _1" />oncern<span class="_ _3" />s <span class="_ _1" />the branches.</div></div><div class="c x16 yf48 w103 h188"><div class="t m2f x9b h17a yf20 ff2 fs3c fc0 sc0 ls0 ws0">31.12.20<span class="_ _3" />21</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x132 h2 yf49 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y233 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf4a ff1 fs0 fc0 sc0 ls0 ws0">On 31.12.2021, fi<span class="_ _1" />nancial years<span class="_ _1" /> until 31.12.201<span class="_ _1" />5 were barred, in acc<span class="_ _1" />ordance with the provis<span class="_ _1" />ions of par. 1, <span class="_ _1" />art. 36, <span class="_ _1" /><span class="fs13"> </span></div><div class="t m0 x11 h2 y666 ff1 fs0 fc0 sc0 ls0 ws0">Law <span class="_ _1b" />41<span class="_ _1" />74/2013, <span class="_ _1b" />w<span class="_ _1" />ith <span class="_ _1b" />the<span class="_ _1" /> <span class="_ _1b" />ex<span class="_ _1" />ceptions <span class="_ _1b" />pr<span class="_ _1" />ovided <span class="_ _1c"> </span>by <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />current<span class="_ _1" /> <span class="_ _1b" />leg<span class="_ _1" />islation <span class="_ _1b" />for <span class="_ _1c"> </span>extens<span class="_ _1" />ion <span class="_ _1b" />of<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c"> </span>right <span class="_ _1c"> </span>of <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1b" />Tax<span class="_ _1" /> </div><div class="t m0 x11 h2 y55b ff1 fs0 fc0 sc0 ls0 ws0">Authorities to issue <span class="_ _1" />an administrative act an<span class="_ _1" />d estimated or corr<span class="_ _1" />ective tax det<span class="_ _13" />ermination in specific c<span class="_ _1" />ases.<span class="_ _1" /> </div><div class="t m0 x11 h2 yf4b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc22 ff1 fs0 fc0 sc0 ls0 ws0">Regarding <span class="_ _13" />the <span class="_ _13" />Group <span class="_ _13" />comp<span class="_ _1" />anies <span class="_ _13" />that <span class="_ _1" />ar<span class="_ _1" />e <span class="_ _13" />tax <span class="_ _13" />audited <span class="_ _13" />by <span class="_ _13" />the <span class="_ _13" />statutory <span class="_ _13" />auditor, <span class="_ _13" />th<span class="_ _1" />ey <span class="_ _13" />received <span class="_ _13" />an <span class="_ _13" />unqualified <span class="_ _13" />T<span class="_ _1" />ax </div><div class="t m0 x11 h2 y55e ff1 fs0 fc0 sc0 ls0 ws0">Compliance Report<span class="_ _1" /> for the year 20<span class="_ _1" />20. </div><div class="t m0 x11 h2 yf4c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf4d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf4e ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf8d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8d w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">141</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">7<span class="ls4">. </span> <span class="_ _2d"> </span>Investments<span class="_ _1" /> <span class="ls6">in</span> Associates<span class="_ _1" /> and Joint Ve<span class="_ _1" />ntures </span></div><div class="t m0 x11 h9 y8e6 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y936 ff1 fs0 fc0 sc0 ls0 ws0">Through <span class="_ _23"> </span>its <span class="_ _1c"> </span>1<span class="_ _1" />00% <span class="_ _23"> </span>subsidiary <span class="_ _23"> </span>company <span class="_ _23"> </span>Nordia <span class="_ _23"> </span>M.C., <span class="_ _23"> </span>Attica <span class="_ _23"> </span>Group <span class="_ _1c"> </span>acq<span class="_ _1" />uired <span class="_ _23"> </span>49% <span class="_ _23"> </span>of <span class="_ _1c"> </span>th<span class="_ _1" />e <span class="_ _23"> </span>Moroccan <span class="_ _23"> </span>company </div><div class="t m0 x11 hb y937 ff6 fs0 fc0 sc0 ls0 ws0">AFRICA MOROCCO<span class="_ _1" /> LINKS (“AML”)<span class="_ _1" /> established in Ta<span class="_ _1" />nger (Morocco). A<span class="_ _1" />ML opera<span class="_ _1" />tes on Tangier M<span class="_ _1" />ed (Moroc<span class="_ _1" />co) </div><div class="t m0 x11 h2 y938 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _1" />Algec<span class="_ _1" />iras <span class="_ _1" />(Spai<span class="_ _1" />n) <span class="_ _1" />route. <span class="_ _13" />The <span class="_ _13" />above <span class="_ _13" />investment <span class="_ _13" />is <span class="_ _13" />c<span class="_ _1" />lassified <span class="_ _13" />as <span class="_ _1" /><span class="ls2">a <span class="_ _13" /></span>Joint <span class="_ _13" />Arrangem<span class="_ _1" />ent <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _13" />is <span class="_ _1" />consolidated <span class="_ _13" />under </div><div class="t m0 x11 h2 y939 ff1 fs0 fc0 sc0 ls0 ws0">the equity method i<span class="_ _1" />n the financial stateme<span class="_ _1" />nts of t<span class="_ _1" />he Group.<span class="_ _1" /> </div><div class="t m0 x11 h2 y93a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y3f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1" /><span class="ff6">i<span class="_ _1" />ncome <span class="_ _1" />s<span class="_ _1" />tatement <span class="_ _13" />of <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />Group<span class="_ _1" />’ <span class="_ _1" />for <span class="_ _13" />the <span class="_ _13" />presented <span class="_ _13" />period <span class="_ _13" />and, <span class="_ _1" />in <span class="_ _13" />particular, <span class="_ _13" />the <span class="_ _13" />account <span class="_ _13" />“Share <span class="_ _13" />in <span class="_ _1" />net <span class="_ _13" />profit </span></div><div class="t m0 x11 h2 y543 ff1 fs0 fc0 sc0 ls0 ws0">(loss) <span class="_ _13" />of <span class="_ _13" />c<span class="_ _1" />ompanies <span class="_ _3e" />accounte<span class="_ _1" /><span class="ff6">d <span class="_ _13" />for<span class="_ _1" /> <span class="_ _13" />under <span class="_ _3e" />the <span class="_ _3e" />equity <span class="_ _3e" />method” <span class="_ _3e" />includes<span class="_ _1" /> <span class="_ _13" />the <span class="_ _13" />Gr<span class="_ _1" />oup’s <span class="_ _13" />shar<span class="_ _1" />e <span class="_ _13" />of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />results<span class="_ _1" /> <span class="_ _13" />of <span class="_ _3e" />AML,<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y93b ff1 fs0 fc0 sc0 ls0 ws0">standing at a loss of Euro<span class="_ _1" /> <span class="ls10">1,<span class="ls2">410</span></span> <span class="lsb">k.</span> </div><div class="t m0 x11 h2 y93c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y51f ff1 fs0 fc0 sc0 ls0 ws0">During<span class="ls5b">  </span>2021, <span class="_ _23"> </span>through <span class="_ _1c"> </span>its<span class="_ _1" /> <span class="_ _1c"> </span>100% <span class="_ _23"> </span>subsidiary <span class="_ _23"> </span>NORDIA <span class="_ _23"> </span>M.C., <span class="_ _1c"> </span>ATTIC<span class="_ _1" />A <span class="_ _1c"> </span>Group <span class="_ _23"> </span>participated  in <span class="_ _1b" />th<span class="_ _1" />e <span class="_ _1c"> </span>Share <span class="_ _23"> </span>Cap<span class="_ _1" />ital </div><div class="t m0 x11 h2 y2eb ff1 fs0 fc0 sc0 ls0 ws0">increase <span class="ls2">of</span> Afr<span class="_ _1" />ica Morocco Links wi<span class="_ _1" />th a cash amou<span class="_ _1" />nt of Euro 3,270 k.<span class="_ _1" /> </div><div class="t m0 x11 h2 y93d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y93e ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">8<span class="ls4">. </span> <span class="_ _2d"> </span></span>Long<span class="ls0">-term Fi<span class="_ _1" />nancial Receivables<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y93f ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y940 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />Group's <span class="_ _13" />s<span class="_ _1" />ubsidiary, <span class="_ _13" />T<span class="_ _1" />anger <span class="_ _13" />Moroc<span class="_ _1" />co <span class="_ _13" />Maritime <span class="_ _3e" />S.A. <span class="_ _13" />s<span class="_ _1" />igned <span class="_ _13" />a <span class="_ _3e" />sale <span class="_ _13" />and <span class="_ _3e" />leaseback<span class="_ _1" /> <span class="_ _13" />agreement <span class="_ _13" />for <span class="_ _3e" />the <span class="_ _1b" />vess<span class="_ _1" />el </div><div class="t m0 x11 h2 yf4f ff1 fs0 fc0 sc0 ls0 ws0">Morocco <span class="_ _1" />Star <span class="_ _1" />with <span class="_ _1" />its <span class="_ _1" />affi<span class="_ _1" />liate <span class="_ _1" />Africa <span class="_ _1" />Morocco<span class="_ _1" /> Li<span class="_ _1" />nks <span class="_ _1" />S.A. Th<span class="_ _1" />e <span class="_ _1" />lease<span class="_ _13" /> a<span class="_ _1" />greement <span class="_ _1" />was<span class="_ _1" /> s<span class="_ _1" />igned <span class="_ _1" />in 2<span class="_ _1" />020 <span class="_ _1" />and <span class="_ _13" />has <span class="_ _1" />an <span class="_ _1" /><span class="ls10">8 </span></div><div class="t m0 x11 h2 yf50 ff1 fs0 fc0 sc0 ls0 ws0">year term. At the <span class="_ _1" />end of the agreemen<span class="_ _1" />t an ob<span class="_ _1" />ligation to purchase the ves<span class="_ _1" />sel is provided.<span class="_ _1" /> </div><div class="t m0 x11 h2 y72a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _23"> </span>financial <span class="_ _23"> </span>receivables <span class="_ _23"> </span>and <span class="_ _23"> </span>the <span class="_ _23"> </span>minimum <span class="_ _23"> </span>finance <span class="_ _23"> </span>lease <span class="_ _23"> </span>payme<span class="_ _1" />nts <span class="_ _23"> </span>arising <span class="_ _23"> </span>from <span class="_ _23"> </span>the <span class="_ _1c"> </span>a<span class="_ _1" />bove <span class="_ _23"> </span>transaction <span class="_ _23"> </span>are </div><div class="t m0 x11 h2 yf51 ff1 fs0 fc0 sc0 ls0 ws0">analyzed <span class="_ _1a" />as <span class="_ _1a" />follows: <span class="_ _1b" />Short<span class="_ _1" />-term <span class="_ _3e" />f<span class="_ _1" />inance <span class="_ _1a" />lease <span class="_ _1a" />rece<span class="_ _1" />ivables <span class="_ _1a" />ammount<span class="_ _1" />ed <span class="_ _1a" />to <span class="_ _1a" />Euro <span class="_ _1a" />1<span class="_ _1" /><span class="ls1">,23<span class="_ _1" /></span>2 <span class="_ _3e" />k <span class="_ _1b" />and <span class="_ _1a" />long-term<span class="_ _1" /> <span class="_ _3e" />fi<span class="_ _1" />nance </div><div class="t m0 x11 h2 y376 ff1 fs0 fc0 sc0 ls0 ws0">lease receivables amm<span class="_ _1" />ounted to Euro 9,<span class="_ _1" /><span class="ls2">080<span class="lsb">k.</span></span> </div><div class="t m0 x11 h33 y26a ff5 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yf52 w104 h18d"><div class="t m30 x2a h18e yf53 ff1 fs3d fc0 sc0 ls0 ws0">Minimum <span class="_ _1" />r<span class="_ _3" />eceipts<span class="_ _6b"> </span>Pre<span class="_ _3" />s<span class="_ _1" />en<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />v<span class="_ _12" />alu<span class="_ _3" />e</div><div class="t m30 x6f h18e yf54 ff1 fs3d fc0 sc0 ls0 ws0">W<span class="_ _1" />i<span class="_ _1" />thin 1y<span class="_ _1" />ea<span class="_ _3" />r<span class="_ _19e"> </span>1,41<span class="_ _3" />7<span class="_ _18e"> </span>1,232</div><div class="t m30 x6f h18e yf55 ff1 fs3d fc0 sc0 ls0 ws0">Bet<span class="_ _1" />w<span class="_ _3" />ee<span class="_ _b" />n <span class="_ _1" />2-<span class="_ _b" />5 <span class="_ _1" />y<span class="_ _1" />ea<span class="_ _3" />r<span class="_ _3" />s<span class="_ _112"> </span>5<span class="_ _3" />,<span class="_ _1" />66<span class="_ _b" />7<span class="_ _19f"> </span>5,17<span class="_ _3" />2</div></div><div class="c x11 yf56 w104 h18f"><div class="t m30 x6f h18e yf57 ff1 fs3d fc0 sc0 ls0 ws0">Mor<span class="_ _3" />e t<span class="_ _1" />ha<span class="_ _b" />n <span class="_ _1" />f<span class="_ _b" />iv<span class="_ _12" />e y<span class="_ _1" />ear<span class="_ _b" />s<span class="_ _148"> </span>3,98<span class="_ _3" />5<span class="_ _18e"> </span>3,908</div></div><div class="c x11 yf52 w104 h18d"><div class="t m30 x133 h190 yf58 ff2 fs3d fc0 sc0 ls0 ws0">11<span class="_ _b" />,<span class="_ _1" />069<span class="_ _ec"> </span>10<span class="_ _b" />,<span class="_ _1" />312</div><div class="t m30 x6f h18e yf59 ff1 fs3d fc0 sc0 ls0 ws0">Le<span class="_ _b" />s<span class="_ _13" />s<span class="_ _1" />:<span class="_ _1" /> Fi<span class="_ _1" />na<span class="_ _3" />n<span class="_ _3" />c<span class="_ _1" />e c<span class="_ _1" />har<span class="_ _b" />ges<span class="_ _116"> </span>-7<span class="_ _b" />57<span class="_ _fc"> </span>-</div><div class="t m30 x6f h190 yf5a ff1 fs3d fc0 sc0 ls0 ws0">Minimum <span class="_ _1" />pa<span class="_ _b" />y<span class="_ _13" />men<span class="_ _3" />ts<span class="_ _13" />'<span class="_ _b" /> <span class="_ _1" />c<span class="_ _1" />urr<span class="_ _b" />en<span class="_ _3" />t<span class="_ _1" /> <span class="_ _1" />v<span class="_ _7" />alue<span class="_ _c8"> </span><span class="ff2">10,31<span class="_ _3" />2<span class="_ _ec"> </span>10<span class="_ _3" />,<span class="_ _1" />31<span class="_ _b" />2</span></div></div><div class="c xc3 yf5b w105 h191"><div class="t m30 x2f h190 yf57 ff2 fs3d fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />21</div></div><div class="c xc3 yf5c w105 h191"><div class="t m30 x134 h190 yf57 ff2 fs3d fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xb3 h2 y512 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y5c5 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6be ff1 fs0 fc0 sc0 ls2 ws0">7.1<span class="ls0">9<span class="ls4">. </span> <span class="_ _2d"> </span>Other Non-curren<span class="_ _1" />t Assets <span class="_ _1" /> </span></div><div class="t m0 x11 h9c y3c0 ff1 fs13 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yf5d w106 h192"><div class="t m31 xe1 h193 yf5e ff2 fs3e fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />21<span class="_ _129"> </span>3<span class="_ _3" />1.12<span class="_ _b" />.<span class="_ _1" />202<span class="_ _b" />0<span class="_ _b8"> </span>31<span class="_ _3" />.12.20<span class="_ _b" />21<span class="_ _129"> </span>3<span class="_ _3" />1.12<span class="_ _3" />.202<span class="_ _b" />0</div><div class="t m31 x6f h194 yf5f ff1 fs3e fc0 sc0 ls0 ws0">Gu<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />ra<span class="_ _b" />ntees<span class="_ _1a0"> </span>1,28<span class="_ _b" />8<span class="_ _63"> </span>1<span class="_ _3" />,<span class="_ _1" />39<span class="_ _b" />8<span class="_ _85"> </span>8<span class="_ _f1"> </span>7</div><div class="t m31 x6f h194 yf60 ff1 fs3e fc0 sc0 ls0 ws0">Othe<span class="_ _3" />r<span class="_ _3" /> l<span class="_ _1" />on<span class="_ _b" />g <span class="_ _1" />ter<span class="_ _3" />m <span class="_ _1" />re<span class="_ _b" />c<span class="_ _1" />eiv<span class="_ _12" />a<span class="_ _3" />b<span class="_ _3" />les<span class="_ _19c"> </span>5,33<span class="_ _3" />6<span class="_ _51"> </span>6,66<span class="_ _3" />2<span class="_ _125"> </span>-<span class="_ _e8"> </span>-</div><div class="t m31 x6f h193 yf61 ff2 fs3e fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t Book<span class="_ _b" /> <span class="_ _1" />V<span class="_ _1" />a<span class="_ _13" />lue<span class="_ _174"> </span>6<span class="_ _3" />,<span class="_ _1" />62<span class="_ _b" />4<span class="_ _63"> </span>8<span class="_ _3" />,060<span class="_ _1a1"> </span>8<span class="_ _119"> </span>7</div></div><div class="c xa9 yf62 w107 h195"><div class="t m31 x41 h193 yf63 ff2 fs3e fc0 sc0 ls0 ws0">GR<span class="_ _b" />OU<span class="_ _3" />P</div></div><div class="c x135 yf62 w108 h195"><div class="t m31 x14 h193 yf63 ff2 fs3e fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPA<span class="_ _3" />N<span class="_ _3" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x136 h2 yf64 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf65 ff1 fs0 fc0 sc0 ls0 ws0">Other Non-curren<span class="_ _1" />t Assets are as follows<span class="_ _1" />: </div><div class="t m0 x11 h2 y26b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf8e" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8e w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w6c h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">142</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">a) T<span class="_ _1" />he <span class="_ _1" />Group <span class="_ _1" />has <span class="_ _13" />included <span class="_ _1" />its <span class="_ _1" />investem<span class="_ _1" />ent <span class="_ _1" />plan<span class="_ _1" /><span class="ls1">, </span>re<span class="_ _1" />garding <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />provison <span class="_ _1" />of <span class="_ _13" />innovative <span class="_ _1" />I.T. <span class="_ _1" />broadba<span class="_ _1" />nd <span class="_ _1" />services <span class="_ _1" />in<span class="_ _1" /> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">Attica, of total cost  <span class="_ _1" />Euro 3,600 k. <span class="_ _1" />in the Ministry of f<span class="_ _1" />inance program, s<span class="_ _1" />ubsidizing such cos<span class="_ _1" />ts. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _b" />far <span class="_ _b" />as <span class="_ _b" />the <span class="_ _b" />aforme<span class="_ _1" />netioned <span class="_ _b" />investemen<span class="_ _1" />t <span class="_ _b" />plan <span class="_ _b" />is <span class="_ _b" />concerned, <span class="_ _b" />the <span class="_ _b" />G<span class="_ _1" />roup <span class="_ _b" />has <span class="_ _b" />received <span class="_ _b" />the <span class="_ _b" />a<span class="_ _1" />pproval <span class="_ _b" />for <span class="_ _b" />the <span class="_ _b" />subs<span class="_ _1" />iday </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">standing at Euro <span class="ls10">1,</span>080 k, i.e. a <span class="_ _1" />percentage of 3<span class="_ _1" />0%. </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">This <span class="_ _27"> </span>subsidy <span class="_ _42"> </span>was <span class="_ _27"> </span>a<span class="_ _1" />pproved <span class="_ _27"> </span>by <span class="_ _42"> </span>the <span class="_ _42"> </span>Ministry<span class="_ _1" /> <span class="_ _27"> </span>of <span class="_ _27"> </span>Finance <span class="_ _42"> </span>on <span class="_ _15"> </span>29/06/2007 <span class="_ _42"> </span>with <span class="_ _42"> </span>Protoc. <span class="_ _42"> </span>No. </div><div class="t m0 x11 h2 y909 ff6 fs0 fc0 sc0 ls0 ws0">28347/ΥΠΕ/4/1195/Ε/Ν<span class="_ _1" />3299/2000  <span class="_ _b" />and<span class="_ _1" /><span class="ff1"> it <span class="_ _b" />falls wihithn the <span class="_ _b" />provisi<span class="_ _1" />ons <span class="_ _3" />of <span class="ff6">IAS <span class="_ _b" />20 “Accounting for <span class="_ _b" />gov<span class="_ _1" />ernment grants </span></span></div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _1" />disc<span class="_ _1" />losure <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />g<span class="_ _1" />overnment <span class="_ _13" /><span class="ls2">as<span class="_ _1" /></span><span class="ff6">sistance”.</span>Till <span class="_ _13" />now, <span class="_ _13" />the<span class="_ _1" /> <span class="_ _1" />Group<span class="_ _1" /> <span class="_ _1" />receive<span class="_ _1" />d <span class="_ _1" />the <span class="_ _13" />amo<span class="_ _1" />unt <span class="_ _13" />of <span class="_ _1" />Euro<span class="_ _1" /> <span class="_ _1" />540 <span class="_ _13" />k. <span class="_ _13" />The <span class="_ _13" />audit <span class="_ _1" />by<span class="_ _1" /> </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">the competent authorit<span class="_ _1" />ies for the co<span class="_ _1" />llection of the<span class="_ _1" /> remaining am<span class="_ _1" />ount is in progres<span class="_ _1" />s (see N<span class="_ _1" />ote 2.15.1.). </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0">b) <span class="_ _3" />Guarantees given <span class="_ _b" />ag<span class="_ _1" />ainst <span class="_ _3" />office leases and <span class="_ _b" />publ<span class="_ _1" />ic <span class="_ _b" />ut<span class="_ _1" />ility companies <span class="_ _3" />such as <span class="_ _b" />P.P.<span class="_ _1" />C. <span class="_ _3" />(Public Power <span class="_ _b" />C<span class="_ _1" />orporation) </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">and H.T.O. (Hellenic Te<span class="_ _1" />lecommunicatio<span class="_ _1" />ns Organization), E<span class="_ _1" />KO, etc.<span class="_ _1" /> </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">c) <span class="_ _1" />Long-term <span class="_ _1" />rec<span class="_ _1" />eivables <span class="_ _1" />fr<span class="_ _1" />om <span class="_ _1" />the <span class="_ _13" />affiliated <span class="_ _1" />co<span class="_ _1" />mpany <span class="_ _1" />AFRIC<span class="_ _1" />A <span class="_ _1" />MOROCCO <span class="_ _13" />LINKS <span class="_ _1" /><span class="ls5c">SA</span>. <span class="_ _1" />amou<span class="_ _1" />nting <span class="_ _1" />to <span class="_ _1" />Euro <span class="_ _13" />4,217<span class="_ _1" /> </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 lsb ws0">k.<span class="ls0"> </span></div><div class="t m0 x11 h9 yf66 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y93e ff1 fs0 fc0 sc0 ls2 ws0">7.20<span class="ls0">. <span class="_ _34"> </span>Deferred T<span class="_ _1" />ax Assets <span class="ff6">–</span> <span class="_ _1" />Liabilities </span></div><div class="t m0 x11 h2 y93f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y940 ff1 fs0 fc0 sc0 ls0 ws0">Deferred <span class="_ _1a" />income<span class="_ _1" /> <span class="_ _1a" />tax <span class="_ _1b" />arises <span class="_ _1a" />from <span class="_ _1b" />temporary <span class="_ _1a" />d<span class="_ _1" />ifferences<span class="_ _1" /> <span class="_ _1a" />between <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1a" />account<span class="_ _1" />ing <span class="_ _1a" />and <span class="_ _1b" />tax <span class="_ _1a" />b<span class="_ _1" />ases <span class="_ _1a" />of <span class="_ _1a" />as<span class="_ _1" />sets <span class="_ _1a" />and<span class="_ _1" /> </div><div class="t m0 x11 h2 yf4f ff1 fs0 fc0 sc0 ls0 ws0">liabilities for non<span class="_ _1" />-shipping rev<span class="_ _1" />enues. </div><div class="t m0 x11 h1f yf67 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf68 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yf69 w109 h196"><div class="t m32 x2c h197 yf6a ff2 fs3f fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 1.1.202<span class="_ _3" />1<span class="_ _34"> </span>(D<span class="_ _3" />e<span class="_ _1" />bi<span class="_ _1" />t)<span class="_ _3" />/Credi<span class="_ _1" />t to P<span class="_ _1" />&amp;L<span class="_ _33"> </span>A<span class="_ _b" />cqui<span class="_ _1" />s<span class="_ _12" />i<span class="_ _1" />tions<span class="_ _b" /> <span class="_ _1" />of s<span class="_ _12" />ubs<span class="_ _b" />i<span class="_ _1" />dia<span class="_ _13" />rie<span class="_ _13" />s<span class="_ _3a"> </span>B<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 31<span class="_ _3" />.12.202<span class="_ _3" />1</div><div class="t m32 x6f h197 yf6b ff2 fs3f fc0 sc0 ls0 ws0">Defferre<span class="_ _1" />d <span class="_ _1" />As<span class="_ _12" />s<span class="_ _b" />e<span class="_ _1" />ts<span class="_ _12" />/<span class="_ _1" />(Lia<span class="_ _1" />bi<span class="_ _1" />li<span class="_ _1" />tie<span class="_ _13" />s<span class="_ _12" />)</div><div class="t m32 x6f h198 yf6c ff1 fs3f fc0 sc0 ls0 ws0">T<span class="_ _b" />ang<span class="_ _3" />ible<span class="_ _3" /> as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _102"> </span>-1,26<span class="_ _3" />6<span class="_ _85"> </span><span class="ls5d">106<span class="_ _c3"> </span></span>-<span class="_ _10c"> </span>-1,160</div><div class="t m32 x6f h198 yf6d ff1 fs3f fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />c<span class="_ _1" />urr<span class="_ _b" />ent <span class="_ _1" />ass<span class="_ _1" />ets<span class="_ _18b"> </span>-<span class="_ _3" />14<span class="_ _11d"> </span>1<span class="_ _c3"> </span>-<span class="_ _f8"> </span>-<span class="_ _b" />13</div></div><div class="c x11 yf6e w10a h199"><div class="t m32 x6f h198 yf6f ff1 fs3f fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />ru<span class="_ _3" />ed<span class="_ _3" /> pension an<span class="_ _3" />d </div><div class="t m32 x6f h198 yf70 ff1 fs3f fc0 sc0 ls0 ws0">re<span class="_ _3" />tiremen<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />oblig<span class="_ _3" />ations</div></div><div class="c x11 yf69 w109 h196"><div class="t m32 x137 h198 yf71 ff1 fs3f fc0 sc0 ls5d ws0">82<span class="_ _bf"> </span><span class="ls5e">-7<span class="_ _c3"> </span><span class="ls0">-<span class="_ _e6"> </span></span></span>75</div><div class="t m32 x6f h198 yf72 ff1 fs3f fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng<span class="_ _3" />-ter<span class="_ _3" />m bor<span class="_ _3" />ro<span class="_ _3" />w<span class="_ _3" />ings<span class="_ _1a2"> </span>1,392<span class="_ _11b"> </span>-11<span class="_ _3" />5<span class="_ _c3"> </span>-<span class="_ _ea"> </span>1<span class="_ _3" />,277</div><div class="t m32 x6f h197 yf73 ff2 fs3f fc0 sc0 ls0 ws0">Defferre<span class="_ _1" />d <span class="_ _1" />As<span class="_ _12" />s<span class="_ _b" />e<span class="_ _1" />ts<span class="_ _173"> </span><span class="ls5d">194<span class="_ _12f"> </span></span>-1<span class="_ _3" />5<span class="_ _c3"> </span>-<span class="_ _1a3"> </span><span class="ls5d">179</span></div><div class="t m32 x6f h198 yf74 ff1 fs3f fc0 sc0 ls0 ws0">T<span class="_ _b" />ang<span class="_ _3" />ible<span class="_ _3" /> as<span class="_ _1" />s<span class="_ _1" />ets<span class="_ _148"> </span>-<span class="_ _41"> </span>-<span class="_ _165"> </span>-1,59<span class="_ _3" />7<span class="_ _1a4"> </span>-1<span class="_ _3" />,597</div><div class="t m32 x6f h198 yf75 ff1 fs3f fc0 sc0 ls0 ws0">I<span class="_ _3" />ntan<span class="_ _3" />gib<span class="_ _3" />le ass<span class="_ _1" />et<span class="_ _1" />s<span class="_ _fa"> </span>-1<span class="_ _3" />,378<span class="_ _1a1"> </span><span class="ls5d">115<span class="_ _c3"> </span></span>-<span class="_ _1a4"> </span>-1,26<span class="_ _3" />3</div><div class="t m32 x6f h197 yf76 ff2 fs3f fc0 sc0 ls0 ws0">Defferre<span class="_ _1" />d <span class="_ _1" />Li<span class="_ _1" />a<span class="_ _1" />bi<span class="_ _1" />li<span class="_ _1" />tie<span class="_ _13" />s<span class="_ _1a5"> </span><span class="ff1">-1<span class="_ _3" />,378<span class="_ _1a1"> </span><span class="ls5d">115<span class="_ _c9"> </span></span>-1,597<span class="_ _10c"> </span>-2<span class="_ _3" />,860</span></div><div class="t m32 x6f h197 yf77 ff2 fs3f fc0 sc0 ls0 ws0">Defferre<span class="_ _1" />d <span class="_ _1" />As<span class="_ _12" />s<span class="_ _b" />e<span class="_ _1" />ts<span class="_ _12" />/<span class="_ _1" />(Lia<span class="_ _1" />bi<span class="_ _1" />li<span class="_ _1" />tie<span class="_ _13" />s<span class="_ _12" />)<span class="_ _e8"> </span>-1<span class="_ _3" />,184<span class="_ _1a1"> </span><span class="ls5d">100<span class="_ _c9"> </span></span>-1,59<span class="_ _3" />7<span class="_ _1a4"> </span>-2<span class="_ _3" />,681</div></div><div class="c xd4 yf78 w10b h19a"><div class="t m32 x81 h197 yf79 ff2 fs3f fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xa1 h2 yee8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y95c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y617 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />basic <span class="_ _3e" />tax <span class="_ _3e" />rate <span class="_ _1a" />for <span class="_ _3e" />Societe <span class="_ _1a" />Anonyme <span class="_ _3e" />in <span class="_ _3e" />G<span class="_ _1" />reece <span class="_ _3e" />for <span class="_ _3e" />the <span class="_ _1a" />fiscal <span class="_ _3e" />year <span class="_ _3e" />ending <span class="_ _1a" />as<span class="_ _13" /> <span class="_ _3e" />at <span class="_ _3e" />31 <span class="_ _3e" />Dece<span class="_ _1" />mber <span class="_ _3e" />2021 <span class="_ _3e" />is <span class="_ _1a" />22<span class="ls4e">% </span></div><div class="t m0 x11 h2 yf7a ff1 fs0 fc0 sc0 ls0 ws0">(20<span class="ls2">20</span>: 24%) ac<span class="_ _1" />cording to Law <span class="_ _1" />4799/2021.<span class="_ _1" /> </div><div class="t m0 x11 h2 yf7b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb yf7c ff6 fs0 fc0 sc0 ls0 ws0">The chang<span class="_ _1" />e (decr<span class="_ _1" />ease) in <span class="_ _1" />the <span class="_ _1" />Group’s <span class="_ _1" />deferred <span class="_ _1" />tax <span class="_ _1" />assets <span class="_ _1" />of <span class="_ _1" />Euro 15 <span class="_ _1" />k <span class="_ _1" /> <span class="_ _1" />and <span class="_ _1" />liabilities <span class="_ _1" />of <span class="_ _1" />Euro 115 <span class="_ _1" />k <span class="_ _1" />is <span class="_ _1" />the eff<span class="_ _1" />ect </div><div class="t m0 x11 h2 yf7d ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _1a" />the <span class="_ _1a" />decrease <span class="_ _1a" />i<span class="_ _1" />n <span class="_ _1a" />the <span class="_ _1a" />tax <span class="_ _1b" />rate <span class="_ _1a" />from <span class="_ _1a" />24% <span class="_ _1a" />(202<span class="_ _1" />0) <span class="_ _1a" />to <span class="_ _1a" />22% <span class="_ _1b" />(2021), <span class="_ _3e" />u<span class="_ _1" />nder <span class="_ _1a" />Law <span class="_ _1c"> </span>4799/20<span class="_ _1" />21. <span class="_ _1a" />Moreover, <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />Group </div><div class="t m0 x11 h2 y4c2 ff1 fs0 fc0 sc0 ls0 ws0">recognized <span class="_ _3" />deferred <span class="_ _b" />t<span class="_ _1" />ax <span class="_ _b" />o<span class="_ _1" />bligation <span class="_ _3" />of <span class="_ _b" />Euro 1,597 <span class="_ _b" />k <span class="_ _3" />arising <span class="_ _3" />from <span class="_ _b" />t<span class="_ _1" />he <span class="_ _b" />ac<span class="_ _1" />quisition <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" /> <span class="_ _3" />NAXOS <span class="_ _3" />RESORT <span class="_ _3" />S.M.S.A. <span class="_ _3" />(see </div><div class="t m0 x11 h2 y449 ff1 fs0 fc0 sc0 ls0 ws0">paragraph 5.3.2).<span class="_ _1" /> </div><div class="t m0 x11 h2 y4c3 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x11 h2 y4c4 ff1 fs0 fc0 sc0 ls0 ws0">It <span class="_ _1" />is <span class="_ _13" />not <span class="_ _1" />feasib<span class="_ _1" />le <span class="_ _1" />to <span class="_ _13" />compare <span class="_ _13" />the <span class="_ _1" />annual <span class="_ _13" />tax <span class="_ _1" />rates<span class="_ _1" /> <span class="_ _1" />sinc<span class="_ _1" />e, <span class="_ _1" />as <span class="_ _13" />already <span class="_ _1" />s<span class="_ _1" />tated <span class="_ _1" />in <span class="_ _13" />note <span class="_ _13" />2.18, <span class="_ _1" />the <span class="_ _1a" />income <span class="_ _1" />tax <span class="_ _13" />depends </div><div class="t m0 x11 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">on the amount of no<span class="_ _1" />n-shipping reve<span class="_ _1" />nues. </div></div></div><div class="pi" /></div>
<div id="pf8f" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc8f w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">143</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">7.21<span class="ls4">. <span class="ls0"> <span class="_ _2d"> </span>Inventory<span class="_ _1" /> </span></span></div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y718 ff6 fs0 fc0 sc0 ls0 ws0">“Inventory” item includes th<span class="_ _1" />e following categories<span class="_ _1" />:<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x11 h1f yf7e ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf7f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yf80 w10c h19b"><div class="t m33 xa2 h19c yf81 ff2 fs40 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.202<span class="_ _b" />1<span class="_ _92"> </span>31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.202<span class="_ _b" />0</div><div class="t m33 x6f h19d yf82 ffc fs40 fc0 sc0 ls0 ws0">Merchan<span class="_ _3" />dise<span class="_ _17f"> </span><span class="ff1 ls5f">53<span class="_ _85"> </span>50</span></div><div class="t m33 x6f h19d yf83 ff1 fs40 fc0 sc0 ls0 ws0">R<span class="_ _3" />a<span class="_ _3" />w<span class="_ _3" /> m<span class="_ _1" />ater<span class="_ _b" />ials<span class="_ _1" /> <span class="_ _1" />an<span class="_ _b" />d ot<span class="_ _1" />he<span class="_ _b" />r c<span class="_ _1" />on<span class="_ _3" />s<span class="_ _1" />uma<span class="_ _3" />b<span class="_ _3" />les<span class="_ _db"> </span><span class="ff10">1,379<span class="_ _69"> </span>1,31<span class="_ _b" />1</span></div><div class="t m33 x6f h19d yf84 ff1 fs40 fc0 sc0 ls0 ws0">Fue<span class="_ _b" />ls<span class="_ _13" /> an<span class="_ _3" />d lub<span class="_ _3" />r<span class="_ _3" />ic<span class="_ _1" />an<span class="_ _b" />t<span class="_ _1a6"> </span>5,65<span class="_ _b" />5<span class="_ _89"> </span>4,08<span class="_ _3" />3</div><div class="t m33 x6f h19c yf85 ff2 fs40 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t book va<span class="_ _1" />l<span class="_ _1" />ue<span class="_ _6d"> </span>7,<span class="_ _1" />08<span class="_ _b" />7<span class="_ _89"> </span>5,44<span class="_ _3" />4</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x138 h2 yf86 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf87 ff1 fs0 fc0 sc0 ls0 ws0">No impairment app<span class="_ _1" />lied to the aforementi<span class="_ _1" />oned inventory.<span class="_ _1" /> </div><div class="t m0 x11 h2 y967 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf88 ff1 fs0 fc0 sc0 ls2 ws0">7.2<span class="ls0">2<span class="ls4">. </span> <span class="_ _2d"> </span>Trade and other r<span class="_ _1" />eceivables<span class="_ _1" /> </span></div><div class="t m0 x11 h8 yf89 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y36e ff6 fs0 fc0 sc0 ls0 ws0">“Trade and other r<span class="_ _1" />eceivables” item inc<span class="_ _1" />ludes<span class="ff1"> the fol<span class="_ _1" />lowing categories:<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yf8a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yf8b w10d h19e"><div class="t m34 x81 h19f yf8c ff2 fs41 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />21<span class="_ _18"> </span>31<span class="_ _3" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />202<span class="_ _3" />0<span class="_ _b4"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />21<span class="_ _143"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />20</div><div class="t m34 x6f h1a0 yf8d ff1 fs41 fc0 sc0 ls0 ws0">T<span class="_ _12" />rad<span class="_ _b" />e <span class="_ _1" />r<span class="_ _3" />eceiv<span class="_ _12" />a<span class="_ _3" />b<span class="_ _3" />les<span class="_ _181"> </span>11<span class="_ _3" />4,72<span class="_ _3" />3<span class="_ _17d"> </span>97,08<span class="_ _3" />3<span class="_ _12f"> </span>-<span class="_ _1a1"> </span>-</div><div class="t m34 x6f h1a0 yf8e ff1 fs41 fc0 sc0 ls0 ws0">I<span class="_ _b" />ntercompa<span class="_ _3" />ny <span class="_ _1" />acc<span class="_ _1" />oun<span class="_ _3" />ts<span class="_ _13" /> re<span class="_ _3" />c<span class="_ _1" />eiv<span class="_ _7" />able<span class="_ _de"> </span><span class="ls60">349<span class="_ _5e"> </span></span>3<span class="_ _3" />,011<span class="_ _12f"> </span>-<span class="_ _1a1"> </span>-</div><div class="t m34 x6f h1a0 yf8f ff1 fs41 fc0 sc0 ls0 ws0">C<span class="_ _3" />he<span class="_ _b" />c<span class="_ _13" />k<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />r<span class="_ _3" />eceiv<span class="_ _12" />a<span class="_ _3" />ble<span class="_ _75"> </span>1<span class="_ _3" />1<span class="_ _3" />,<span class="_ _1" />70<span class="_ _b" />9<span class="_ _b3"> </span>8,486<span class="_ _12f"> </span>-<span class="_ _1a1"> </span>-</div><div class="t m34 x6f h1a0 yf90 ff1 fs41 fc0 sc0 ls0 ws0">Le<span class="_ _b" />s<span class="_ _13" />s<span class="_ _1" />:<span class="_ _1" /> Imp<span class="_ _3" />air<span class="_ _b" />m<span class="_ _1" />en<span class="_ _3" />t <span class="_ _1" />P<span class="_ _1" />ro<span class="_ _b" />v<span class="_ _12" />is<span class="_ _1" />ions<span class="_ _11d"> </span>-<span class="_ _3" />36<span class="_ _3" />,802<span class="_ _c4"> </span>-3<span class="_ _3" />6,36<span class="_ _3" />3<span class="_ _12f"> </span>-<span class="_ _1a1"> </span>-</div><div class="t m34 x6f h19f yf91 ff2 fs41 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t tra<span class="_ _1" />de<span class="_ _13" /> <span class="_ _1" />re<span class="_ _1" />ce<span class="_ _1" />i<span class="_ _1" />va<span class="_ _1" />bl<span class="_ _1" />e<span class="_ _13" />s<span class="_ _1a7"> </span>89<span class="_ _b" />,<span class="_ _1" />979<span class="_ _17d"> </span>72<span class="_ _b" />,<span class="_ _1" />217<span class="_ _12f"> </span>-<span class="_ _1a1"> </span>-</div><div class="t m34 x6f h1a0 yf92 ff1 fs41 fc0 sc0 ls0 ws0">Adv<span class="_ _7" />ances<span class="_ _1" /> <span class="_ _1" />f<span class="_ _b" />ro<span class="_ _3" />m <span class="_ _1" />s<span class="_ _1" />upp<span class="_ _b" />l<span class="_ _1" />ier<span class="_ _b" />s<span class="_ _194"> </span>1,<span class="_ _1" />47<span class="_ _b" />7<span class="_ _b3"> </span>2,961<span class="_ _115"> </span><span class="ls60">50<span class="_ _f6"> </span>15</span></div><div class="t m34 x6f h19f yf93 ff2 fs41 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _f5"> </span>91<span class="_ _3" />,456<span class="_ _17d"> </span>75<span class="_ _b" />,<span class="_ _1" />178<span class="_ _115"> </span><span class="ls60">50<span class="_ _f6"> </span>15</span></div></div><div class="c x9f yf94 w10e h1a1"><div class="t m34 x30 h19f yf95 ff2 fs41 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x12b yf94 w10f h1a1"><div class="t m34 x41 h19f yf95 ff2 fs41 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xdf h2 yf96 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf97 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8f9 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yf98 w110 h1a2"><div class="t m35 x6f h1a3 yf99 ff2 fs42 fc0 sc0 ls0 ws0">Im<span class="_ _1" />pa<span class="_ _13" />i<span class="_ _1" />rm<span class="_ _1" />e<span class="_ _13" />nt<span class="_ _3" /> <span class="_ _1" />Provis<span class="_ _12" />i<span class="_ _1" />ons</div></div><div class="c x11 yf9a w110 h1a4"><div class="t m35 xa0 h1a3 yf9b ff2 fs42 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />21<span class="_ _bd"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />2<span class="_ _3" />0</div></div><div class="c x11 yf98 w110 h1a2"><div class="t m35 x6f h1a3 yf9c ff2 fs42 fc0 sc0 ls0 ws0">Ope<span class="_ _1" />ni<span class="_ _1" />ng <span class="_ _1" />ba<span class="_ _13" />l<span class="_ _1" />a<span class="_ _13" />nc<span class="_ _3" />e</div></div><div class="c x11 yf9d w110 h1a4"><div class="t m35 x139 h1a3 yf9b ff2 fs42 fc0 sc0 ls0 ws0">-<span class="_ _3" />36<span class="_ _b" />,<span class="_ _1" />363<span class="_ _49"> </span>-3<span class="_ _b" />5,<span class="_ _1" />98<span class="_ _b" />7</div></div><div class="c x11 yf9e w110 h1a5"><div class="t m35 x6f h1a6 yf9b ff1 fs42 fc0 sc0 ls0 ws0">Addition<span class="_ _3" />al pr<span class="_ _3" />o<span class="_ _3" />v<span class="_ _7" />i<span class="_ _1" />s<span class="_ _1" />ion<span class="_ _3" />s<span class="_ _19"> </span>-4<span class="_ _b" />39<span class="_ _13e"> </span>-3<span class="_ _b" />77</div></div><div class="c x11 yf9f w110 h1a4"><div class="t m35 x6f h1a6 yf9b ff1 fs42 fc0 sc0 ls0 ws0">R<span class="_ _3" />ecov<span class="_ _7" />er<span class="_ _b" />ed ba<span class="_ _3" />d<span class="_ _3" /> <span class="_ _1" />de<span class="_ _b" />bts<span class="_ _1a8"> </span>-<span class="_ _8f"> </span>1</div></div><div class="c x11 yfa0 w110 h1a7"><div class="t m35 x6f h1a3 yfa1 ff2 fs42 fc0 sc0 ls0 ws0">C<span class="_ _3" />los<span class="_ _12" />i<span class="_ _1" />ng <span class="_ _1" />ba<span class="_ _13" />l<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _124"> </span>-<span class="_ _3" />3<span class="_ _3" />6,80<span class="_ _b" />2<span class="_ _94"> </span>-<span class="_ _b" />36<span class="_ _3" />,363</div></div><div class="c xf2 yfa2 w111 h1a5"><div class="t m35 x115 h1a3 yfa3 ff2 fs42 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x13a h2 yfa4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfa5 ff6 fs0 fc0 sc0 ls0 ws0">The Group’s credit policy i<span class="_ _1" />n respect of the tr<span class="_ _1" />ade receivables<span class="_ _1" /> is as follows:<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y6ed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfa6 ff1 fs0 fc0 sc0 ls0 ws0">Domestic Routes<span class="_ _1" /> </div><div class="t m0 x11 h2 yfa7 ff1 fs0 fc0 sc0 ls0 ws0">a) <span class="_ _1" />Passengers <span class="_ _13" />and pr<span class="_ _1" />ivate <span class="_ _1" />v<span class="_ _1" />ehicles <span class="_ _1" />tickets <span class="_ _1" />have <span class="_ _1" />to <span class="_ _13" />be <span class="_ _1" />settled <span class="_ _13" />within <span class="_ _1" />two <span class="_ _1" />mont<span class="_ _1" />hs <span class="_ _1" />from <span class="_ _1" />the <span class="_ _3e" />invoice <span class="_ _13" />date <span class="_ _1" />(last <span class="_ _1" />date </div><div class="t m0 x11 h2 y94 ff1 fs0 fc0 sc0 ls0 ws0">of each month).<span class="_ _1" /> </div><div class="t m0 x11 h2 yfa8 ff1 fs0 fc0 sc0 ls0 ws0">b) Freight tickets have t<span class="_ _1" />o be settled within two t<span class="_ _1" />o four months<span class="_ _1" /> from the invoice <span class="_ _13" />date (last date of <span class="_ _1" />each month)<span class="_ _1" />. </div><div class="t m0 x11 h2 yfa9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfaa ff1 fs0 fc0 sc0 ls0 ws0">Adriatic Sea </div><div class="t m0 x11 h2 yfab ff1 fs0 fc0 sc0 ls0 ws0">a) <span class="_ _13" />Passengers <span class="_ _13" />and <span class="_ _13" />private <span class="_ _13" />vehicles <span class="_ _13" />tick<span class="_ _1" />ets <span class="_ _13" />have <span class="_ _13" />to <span class="_ _3e" />be <span class="_ _13" />settled <span class="_ _13" />within <span class="_ _13" />two <span class="_ _13" />months <span class="_ _13" />f<span class="_ _1" />rom <span class="_ _13" />the <span class="_ _13" />invo<span class="_ _1" />ice <span class="_ _13" />date <span class="_ _13" />from <span class="_ _13" />the </div><div class="t m0 x11 h2 y293 ff1 fs0 fc0 sc0 ls0 ws0">agents based abroad <span class="_ _1" />and from the agents bas<span class="_ _1" />ed in Greece.<span class="_ _13" /> </div></div></div><div class="pi" /></div>
<div id="pf90" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc90 w0 h0"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/QAAAXQCAIAAAB0qpIvAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeXgV5aH48ZlzTjYghC1ABBERlc211g1FBanVutvFaqu1Lr2t2ltr1+v9tbbWXrt6bWtdkKtVq9ZqvXUBi1VAcEFQAZVN9i2BBEJC9rPM749gSAKBgF5L4PN5+vTxzNnfGZ7nO5P3zIRRFAX8i/xt4uTHl3YpyGz61qcGDj30YAMCAMCHETME/0ITl2Qy8ZzyrD4/ebHiqecnGxAAAMR9h/TUxMkV8V6N/52JZT+6rPtjT79gWAAAEPcdz8Ql6SAMt94OY0+vLigtLTUyAACI+46ktLS0PN6z1cJULPe3T77uVxAAAIj7jmTqG3PDML7t8iXBAbeMfyadThsiAADEfcfw7pqqNu9KDXzljbcMEQAA4r5jKGvI3sG9sxaVGCIAAMR9B5DJZDaG3XfwgDlV3cs2bDBQAACI+z3d5s1VqXinHTygNt71jideMVAAAIj7PV11TfVOH7MwPWDDxo3GCgAAcb9Hq9xc1Y41E5swdaaxAgBA3O/Ramrr2vOwmWszxgoAAHG/R6urT7bnYetifV+f+bbhAgBA3O+5GpKp9jwsCuP3zyg1XAAAiPs9VybT3vk25bHe8xe+b8QAABD3e6hkKt3u9RN7avo8IwYAgLjfQ7VzWk6j+bU9jRgAAOJ+T4379h+5D4K6eOe6ujqDBgCAuN8T1dbvwpH7MIzXinsAAMT9nqm8ur79D46idF5urkEDAGCnEobg47euOmr/g/NTFbltx30ymUylUhUVlRWbN2+uqqmurWtIpuoakslUOp2OYrEwOxHP75zbt7BnUd/eBV27GnwAAHHPh1VXV1e8bv2yVcXzVpQuSe/Xzj+ZhFHqoqEtHrpq9Zrbn357Y6ZrOoinY1npIBGF8SAMP7i/rd2AmiBa1ild2S9r04+uOCMnO9saAQAQ9+xEKpWqqqouXre+rLxiZcnGtZvqNtUF61KdK+I9wjAeBHlBMKC9k6Gi6Nyiss+c/qnmy16c8c7q2IDdmU4VhjWJgvejgqq6dI62BwAQ9x1CdXX1W+/Mr6iqqW9IHTpwvxHDhjQuX7N27XPTZmcyURiGYRjFwjD84IB3OhMFQRQEQePVpaItS4JMFKQzUToKUukoEwXJKEhnwlQmSkWxZCZMBbFUFM8EYSpIpMN4Joing0Q6lsgEiSAMgyA7CPo2DXO4i98iO109uvemS88/s9XyQwf0nvDhrlqbCeO2ewAAcf9hZTKZKIqCIIjH29uXURQ1Xs81DMNYrF3Hq5etWDVuZm0qlpsJYieVL26K+4VLV764oSiKfRRpGwbB/0UhR1E801AQlZ+4X3TJuWMSie2sneOPOarLjKlViR67/9mjjO0eAGCvFDbW9k6Vl2/6jzseWVJS3XizsGv2LV8/b9CBA9v/Tt/5r3vvn74uE0VBEHz2Ez3G3XLdTp+ytrh49LfGr9u8JUbvvOqYSy48q/3vmEqlwjBsviNRWbl5c9Xmmpq6mtq6hmSyrr6hrj6ZymRSqXQync5kolR6y3s1pHangLPisbAdh+jDMMhKxIMgSMRjWYlEbk5Wp9yc3Jzsbl3z9yvqm5WVteOnv/Pe/H/MfL+qIQiCoHNW0CknVtApOz8vOzc7Kx6PBUGQSqWraxsqa+sXlqWWBge0evq9XxrcrUsnmz4AwN6nXUfua2trx1z/x7eLm196qW7qDQ/NGX9tz57tOoT87rwFv/nnusayDYLg0Znl92QyOz0SP+W1txeWRcEHU1qeeHnBLsX9tke+u3bN79o1v6Ovs8OGDz1s+ND2PPKpiZOXrmixpFNqU2cz7gEA9lLtmujy/EuvtCz7IAiCNZuDJydOaefb1NW3OLN7KhO05y8GqXS65c3ICmu/V2a8+ddlXZovyUtt+s0lI7Ky/IoaAGAfjvspby3Z7vKpc1cZwT1QJpP54yPP3vFmmIrlNF9+1gENPXv0MD4AAHurnR/E3bix/K+ztn9+lmffrXh/8dKDBw8yjnuIurq612bNeXpO2Zr41tNlhlHmoHDV6cMLTztpjCECANin4/7GXz9cXLX9+TCV9eGXf/aX1+7/QRiGhvJf7u25797+cnldoiCI7998+ejua7528TnGBwBgX4/7xUuW/XlmedD2WdpnrEpN/OfUs8aeuoMXqa+vr66pa74kiqLKys2Np3YJgqBTp07b/vi1vr6+ti7ZfEkqE1VWVjb+dxiGXbp0aWunoq6urqGhIQiCzp07t/+0m41vmkql0ul041vk5ORk7/rFXEtLy16dNWdlyYY1pZWba5N1yXQiFnbvkjO4f69jRgw+9OCD8vLygiCorq5es7YkCIKu+V369u3zIVfkS9Nef2Buqi5R0GJplDkpf9VVnzvLhg4AsC/Y0akw6+rqRl7927fWtvhV65jBOS8troua5X7/rsGc8df16NG9jd2Dpcf9+5831u7oQxzbPzHjTz9svuT6n949bnppfbrtzx1EA7vHZtz1b4WFvVrd9cjfJlx1z5u1qSAIgl55wbhvnHD+Wae3lfKTp894a/6KGYvWL1pXV7I5XZ0M05koE4SNb5GIhZ2zoqKu8cGFuQf17XLWyOGnnzKyrT2KRe8vGffkSxNmr39/QybZ9ok0s2LB0ML4wX3zJs7bXJMMG5f88YrDrrrk/N1Yf8UlJW/MWTBlcfWalkfrg0ymKFp70VGFo078pK0cAGAfsaMj95OmvNqq7Iu6hJPu+s4RX7rt3XVbl6+uDJ76x9Qrv7j9Nl24ZOWOyz4IgoXrU62WPP9O2Q7KPgiCKAiXlUfrSsu2jfuX3lpa+8HrldUGL89eev72jlxHUXTJD+7829zqFrsMW/8/iIIwmQk21YebSjPzS2uCeTX//dL6MY+++sCPLu3fr1+rl/rBL8f/atKaqB0/UE5mgrnr0nPXVTW9UTITvDZv9VW7vvIefmrS30sKw7BHEG/xM9nOqfLvnl40bIgD9gAA+5YdxeiUtxa3WjLq4C6xWOyUIa0P0k+Zs6Jjfe0oir7/y/taln27vLi4/uRv3l/f8syeL7382i8nFUftO/XQR6K0tPTn4//+dEnvMGw96Sg3uenG0X2GDTnExg0AsK9p88h9efmmx99Y32rhZZ8+KgiCy88+4Y9Tn24+M+eZuZVLli47aNCB277OiCEHHdT9leKqTE2z+fNhEHVudhnWEw7Ma/WsS07sf8/klRV1QV1667skwiA3sWUSUSwWHFqY1a+o725852Qyecn3//DEnKpt7wqDKDseZsWiIAjSUVif2jJFp0VYV0WVlZsLC7eeZfJnD0/bdp+pKD8cXJjVvXMiEY9FUVCfzJRUNMxbn2ycirPbNm2quP+Zl9/YXJSOHdjio0XRwGDl2Uf2Pe7o43JycmzZAADifqvv/ubhNZtbTMc/sih+5phRQRB88ugjP3fk5Mdnb43jivrgK7c+Pm3897d9nQMG7L/4iZtmvT3nk995umlhdjzc9Nx/7OCnrj+54Ss/uSF48K/PXH737KaFZw7t9PTvb/zw3/m1mW9vW/b7dw1uveSoz4wZWVDQtemDrV9f+sK0N372+OwFZVsm0Q/vHfvbTy9uPhdo/sJFU5fWN//N8fA+8ad+evF2zxBaX1//yFPPX/fAnN1L/CVLl/1oQnEycUCrPxLkpKquODI2+iSnxAEA2KdtfybJ3HfnPfDaxuZL+nQOHr7poqbfkv7ue5cO793iudOXN0ye9lqH+M7T317Yasm1pxQuefwHX/7c2T16dG++y9G7d+GlF33m9Xuv+96nio4fkPXDM/d784HvHHLwQc2fe+8Tk5v/EaMgO/rbT77Q1rn/c3Jyrrj4vPu+dsxufOwFixbfNmFpMtHiorNdUhuPy1v+s3P3H33S8bZmAIB93PaP3D/4zPR0y+kov7vyk8OHHrq19fv0fuSmC4769yebnxXm/udmnnbyCXv+d56/cmOrJTddc35WVlZbjy8oKPjF99v8veuL75U1v/mNMf1a1f+2vnjBWT9/fPa769Pt/8zFJSW3vFCWTBQ2XzgwWnnbN86KxWK2YwAAgraO3E+et6H5zd6dg4vOHtvqMYePGDaksMXTpy6s7BDfeVNNi5Pz7N816NtnN08zH0VRSWWLRj/hsAPb88Qxw3vu0hv95YWZyXin5kuy01XXn3OUsgcAYEdx//ATz81e2yJ/Lx9ZtN358ZefMrD5zZWV0Y9vf2DP/86b61p8u08e0Hm3r7CbTCY3N7RYMnhg//Y8sV+v/F16o0UVLa6l1TNV8ssLD9y/fz9bMAAAbcb9ipWrrr73zVaXYLr83JO3++TLLjw91vIaWLc8u3LPn3mfSrf4zF3yErv9UmEYxlvuGKRS7Zpss7mmfpfeqGu8xT5EUW7tfkVFNl8AAJpr3bW/+J9nm599stEFP/prW8e2Y7Eg0yyVoyC8+U9T/49m3mfavpjuLslKtNilKa9K7v7wJRJ5WUF1s78ErFhTctjwoTt94vL1m3fpjYb1yV7a7MSkxXV5tl0AAFrHefMb77w3f9z00m0f9P7GaNGGzHb/l4paR/+0ZQ1TX5nRamH3gq7Nbzako+KSkp1+uNzsFj9y3Vid+ki+c/dOLXZpXltWXVtbu3svFYbhYfu1OKn8uGffina2E7JxY/mEdyt26Y0uGDuyILV11WyI935t5ls2XwAA2oz7h56dvm2s76ooCP80YWarhQP279988ksUhPf+ZdJOX6pntxa7BHOKG2pqaj78dx7Qq3Pzm2W14YvTXt/xUzZt2nT/Y39fvWbttnedeXSLSfZPv1fzwpRXdvxqvxr/5IZd3JvIz+9ywdBm0+7D2F/eKLb5AgDQZtxPnVf2kbzo1IWbWh29zsrKGtq7xfHy2yetWlu8kzztU9ij+c2aZPjtX9yfyWQ+5Mcb2LdbqyV3Pf3mDg63V1RUjPy3P3x13Nwv3/xQOt16Sv1Zp3wiDFo897v3vbxi5artvlRDQ8OfHn/mjn/uTpePHXV8VnrrPsHasN/G8nJbMAAATbYG92NPTZy1Otn8SqtHFsUH9Mhpz6usq2yYsWrrnJll5Zlbfv/gj755efPH/Ps5I75yz9tN13uqSoajrh9/9pGF/QvzexZ0yUrEBx9QdPwnj27+lEMGDxrcPVjcrGDvmb5x0ud/fu6RhYfs37NTbnZebvYZpxzfrVu3XfrOp594RPyxhelmf6OYML928OduPWNEz0P698jvnNM4HSiVzmysqF68tvwf72xYUh4FQTBlacOIS2772tjB3/zq55rOQTl86KGjBuVMXbr1B69zS9KDrri/f0FscGF2jy5ZsSAMgqA+lS6paHivJFmV3M2/jWRlZR2ctW5eZuAH+2WxKa/PvvDM02zEAAC0iPuamtor7pqZaXnhqj/94PzDRwxrz6sUl5T0v/TepqdHQXjz31ecesyMUSce1/SYyz5/zn89OXdB2dbj7kvKozsmrw+CrT8UXXJfj0EHDmy6mZ2dPf7bnzrtP/+RafZz3mUtnzV24juT7v7uLn3nEcOGfPeMfrc932KOzdLy6K5pZUGwk79dLCjL3PDoovPHrh54wICmhTddOnLqLZObPywThCsropUV9UHQ6qw4H2rW04mH9Jy3YOvNmSuqLrQJAwDwgS2Hn1+Zu6zVSXKuGdmjPWd9aVTUt+8vPj+4+eyUKAi/+tsX6utbpO3t15xc2GlHr1NRWdVqyagTj/vHj8ccUNDmU1ZsbNiNr33rjVc89PWj+uXvcmp3y4m+MarXfkV9my8ce+pJz9906heOyv8QJ9Vsl5OOPaprauvux4pMn7bm/wAAsO/GfW2yxUT2XnnBnT/62i5d2uk7X7vk4F4tLnRVvDnTaiL7p8eMWvbYt286q19ufPsT3GOx7bzj6aeMnHL75cf23344J7a5DFd2y0VZidj23ij2pc+ePf2Oy04ZlB0G7Z3Ef+aQvBWPfevOH389Ozu71V1njD75sV9/67VfX3ju8E45O7tobGFedM6wFns5wwa064K1nTp1+uqxW3d0UrHcO5+bbSMGAKBR2NjfG8s3XXLTuPIPzjV58UkH3nD1xbv6Wvc/9ve7J87bkqE58W9fdMw5Z4ze7iNnvT3nd3+Z8sK8ipLqrTXfp3P0/p9vyM/f/qVboyj685MTxj3/zryS5IbaqHHufhhEt1446IfXfqn5I195fdZp/29i495KfnYw9bYLjjpixA4+9sJFi//w2AvPztmwqiKT3uZkQWEQDeoeO/PwXmOPPeSs00clEjs/OF9cUjJtxuxV68pXl1ZW1iaTqXQYhrlZ8Z5dcwft1/Og/fsce/TheXl5dz345BsLi6Mo6l2Q9/Mbv7LtDkNb43DFndNqEt0+uJn+6eguQw892KYMAEAYfURXhtoNURRVVVXV1tY1JJPpdLpP78Lc3Nx2PququjqVSsfjse1eqHX9+tLqmpowDAt79ezcuXM7P09dXV1l5eZkKtl4ldlYLJabk5Of36U9n+rjdPuDz7xWc0DTzV6p4tuvPjUnJ8fWDAAg7iOj0LG8N3/hT6a2+DHDvw2vGX3y8UYGAGAfFzMEHc6QQwZ3SW1ovmTu8lLDAgBAYm/9YtXV1UuXrwzDsKhP7549e3ycb7102fI168qCIOhRkD9o4IC8vLzdeJHikpKqqpqDBw/a9q54PP6NkT1vf7U2Gd/yynMq8qurq9s/AQkAgL3S3jkt59GnJlz+x1nJTOOPbjPjrjziykvO/3jeevL0GXfPzYpiiQ/GN907XXLp8X2PP+ao9r/IpCmvjpvfKRZlTu1e/JXzR2939+D+JyZOLOvXdPOEzitu+PI5NmgAgH3ZXjgtp7S07Jvj3zx2/+yXbj59yk8/9a0xRYcO6vfxvHVVVdV9s9NNZR8EQRTG1yX6/fcb6bsefS6ZTLbzdV6cvzEMY1EsMbli/2vHvz5vwaJtH/O5T58cT2+deT+zsndNTY0NGgBgX7a3HbnfuLF81LV/PHZQwfifXbvtefrnLVg4YeqbRw45YNpbi/I759x49RfXrVv/0qtvLlq5vqBL7nljjm+8Pu59jzx15RfPb3z6k89O6turx8jjj/nVPY+MOKjfohUlZRU1/QsLPn/26O7du7V6/fsenzBpY/+2PltRevXXxx4y5JDBO/0Wz7zw8v8uTG9ObDn5fVa69pDsdSP6dRl94tHdu21901vHPz0nObDp5kX91n/hnNNt0wAA+6y97cj9kxOnvLc+8+VPfyIMw9ra2uKSkqb/JZPJ9xYt/8Hji/9j/MtFvboevH+f1WvWHnT5PdeNnxVF0aS3Vo397sOpVCoIgvEvLMhktlzZ6smp81+ZvTAIgl8/u+Tc26a+vXh99/zcB15cNOSy32/atKn5W0dRNH39jma9F8f73/zPTbPenrvTb3HO2FH3XXvqEVnLG28m43nvpQf+ZWWvGx5+Z8KL05r2x0YNa3Ea0FdWJm3QAAD7sr3tB7UbKqqDIOia3zkIgsf+/sJXx81puuut314QBEE6CO/73nmHjxgWBMHdD/0tKxbOuOPSxt+tjrryFw898dwVF5/X1ot//uiCB/7r+iAIzj99+eCrHpz62pvnnTmm6d6JL02vSXTf8cfLxLInzFp2zFGH7/SLhGH4vcvOvPvxf0zf1DeKb7m+VU2i4IH3g9eXPPPdL47Oz+/Sf78+wZytOxjrY71LS0sLCwtt1gAA+6a97cj9iUceEg+jdxetCILg3LEnzfrNebN+c963RvfOzw4GDugfBEF+dtRY9kEQLF5d9tlPdG86I83JQwsnvbms8b+bjo6nM5nYB9N7Tj5sy5SbQQcOHNY7vnxt2dY9hznvPLogvtOPF0/Xjzy0dzu/S1ZW1vWXnn3XJQed2nVldrq6afmCzMCrH1p4/R+ev2vCnBZ7DmHWzx6fWVVVZbMGABD3e4NRJx579Um9fv7E3Orq6p49e3ziyMOPPuKwGYvLv33GgMYp8vFm8/AH9u3+v7M3rl6zpvHmjPfLRh3WPwiCLjmJGbNmB0GQyWTeWF7du0d+4wNen7/lkcuWr5i3Pj2g75Y58clk8o5p5fXxLjv5cFHm6sPTY0adsEvfqEf37t+45OzxVx09tvvqWGbLxJtMLGtdYr/l4QGtHlwc73/XX1+yWQMA7Jv2wvPc/+6mq7//q/uHfum3h/fLC4JgSWndmGG9/vO6SxvvjTfbnbn0/LFzlq4748YHBvTILqtKHj2w4JpLLwiC4KtnjLj0lxMHF75Un8oML8o989QtOf7u6qrTrv5FQafEqo31N44t+vTokY3Ln/3n9NoPfvy6g7I/u8+60SefsXtfKicn5+ovnHXCvAVPvbpofkPfVCy3rUfOqu0/b8GiYUMOsXEDAOxr9s7z3AdBkMlk5rwzLx6PDTlkcHb2ljnr9fX1VVXV217TqqxsQ7duBYlEs1NYRtHGjeXZ2Vn5+VsO2/c555Y7rznuvE+ftr60tHdhYVZWVtODb7jzuTXx/XfwYWKZ5NePTJ9y4rEfyVeb8+6830zZUJcoaOsBx+Utv/Hyc23cAAD7mr32CrWxWOyoI0a0WpiTk5OTk7Ptg3v1an3cPQzD7V7XNisrq99++zVfsqmiojjss+MPM7Lr2lNO/MiuMHXEiGG/H1D5P/879fXq/lG4nYn+Szbn2rIBAPZBMUPwYdTX19/655czsezt3x1FfdNrvjCg7OsXn/nRvm9B1643XHbOD0/KPiyxvFOqvNW9ZfHeE1582doBANjX7LXTcj5yxSUl3QoK8vLymi/c8VWrhsWW33zN//n0mCiKfvvgszNqW/y4dkhs+U+vMTMHAGDf4sh9exX17duq7FOp1LT1+W09vltq3fWfPenj2D8LwxsvP+e6I+oKU2sbl8Qz9Z/5xACrDABgX+PI/e57Yeqr4+Zv5/SX+amyi4ZmnX7ycU0/5P3YlG3YUF1dU1DQtVtBgRUEALCvSRiC3fb6+2VB0Druc1MVN59/6P79+/1LPlKvnj179exp1QAAiHt2zZq63Fbj1ym16ecXHbxfUZHBAQBA3HcYCxYtLo/3broZRukDw9VXnjlc2QMAIO47mOdnzI/CLSeoyU5Xf++UboePOMewAAAg7juegYVd3qqojAfpA3IqvnDa0KGHHmxMAAD413K2HAAA2Es4zz0AAIh7AABA3AMAAOIeAAAQ9wAAAAAAsOdzKkwAANhLmJYDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4NwQAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMS9IQAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDzMukg4AABN6SURBVAAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAD4+CQMQZMwDA0CbYmiyCAAAHt60EoWAADYO5iWAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuDcEAAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAANtKGAKgAwnD0CB0FFEUWb9794qzvvbWf4nWb4dev+Fur3IAAGCPYloOAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADi3hAAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAA4GOSMARABxKGoUHoKKIosn737hVnfe2t/xKt3w69fsPdXuUAAMAexbQcAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAA8PFKGAKgAwnD0CB0FFEUWb9794qzvvbWf4nWb4dev+Fur3IAAGCPYloOAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAA+HglDAHQgYRhaBA6iiiKrN+9e8VZX3vrv0Trt0Ov33C3VzkAALBHMS0HAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7gP/frh2rAAjDUBRtwP//5efm1kmQJp6zuiUI11oAQNwDAADiHgAAEPcAACDuAQAAcQ8AAHzrMgKgnaoyhMMlsdw/bM2+pr6J9tt3v07uAQBgiHr5SQcAABzCtRygH3+Kz+dazk+2Zl9T30T77btfJ/cAADCEO/cAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7IwAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAWOsygkdVGQI7SQwBADg9aCULAADM4FoOAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADi3ggAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7IwAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAoIsyAgAAaCTJ7tENqHITAdMOpWAAAAAASUVORK5CYII=" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">144</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">b) F<span class="_ _1" />reight <span class="_ _1" />tickets <span class="_ _1" />have <span class="_ _1" />to <span class="_ _1" />b<span class="_ _1" />e s<span class="_ _1" />ettled <span class="_ _1" />within <span class="_ _13" /><span class="ls1">four<span class="_ _1" /></span> mo<span class="_ _1" />nths <span class="_ _1" />from <span class="_ _1" />the <span class="_ _1" />invoice <span class="_ _1" />date <span class="_ _1" />fr<span class="_ _1" />om <span class="_ _1" />the <span class="_ _1" />agents <span class="_ _1" />based<span class="_ _1" /> abro<span class="_ _1" />ad <span class="_ _1" />and </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">from the agents based <span class="_ _1" />in Greece.<span class="_ _1" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">Short-term <span class="_ _b" />rece<span class="_ _1" />ivables <span class="_ _b" />do <span class="_ _b" />n<span class="_ _1" />ot <span class="_ _b" />need <span class="_ _b" />to<span class="_ _1" /> <span class="_ _b" />be <span class="_ _b" />discount<span class="_ _1" />ed <span class="_ _b" />at <span class="_ _b" />the <span class="_ _b" />end<span class="_ _1" /> <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />per<span class="_ _1" />iod. <span class="_ _b" />The <span class="_ _b" />Gr<span class="_ _1" />oup <span class="_ _b" />has <span class="_ _3" />a <span class="_ _12" />v<span class="_ _1" />ery <span class="_ _b" />wide <span class="_ _b" />s<span class="_ _1" />pectrum </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">of clientele in Greece, <span class="_ _1" />as well as abroad,<span class="_ _1" /> thus the credit risk is very<span class="_ _1" /> low.<span class="_ _13" /> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">The credit risk control proc<span class="_ _1" />edures have b<span class="_ _1" />een reported in <span class="_ _1" />note 3.1.2.<span class="_ _1" /> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13" />risks, <span class="_ _13" />the <span class="_ _13" />measures <span class="_ _13" />a<span class="_ _1" />ddressing <span class="_ _13" />the <span class="_ _13" />issue <span class="_ _13" />as<span class="_ _1" /> <span class="_ _13" />well <span class="_ _13" />as <span class="_ _13" />the <span class="_ _1" />c<span class="_ _1" />onsequences <span class="_ _13" />for <span class="_ _13" />the <span class="_ _13" />Group <span class="_ _13" />and <span class="_ _13" />the <span class="_ _13" />Compan<span class="_ _1" />y <span class="_ _13" />in </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">respect <span class="_ _13" />of <span class="_ _3e" />the <span class="_ _13" />cor<span class="_ _1" />onavirus <span class="_ _3e" />pandem<span class="_ _1" />ic <span class="_ _13" />(Covid <span class="_ _3e" />19) <span class="_ _3e" />are <span class="_ _13" />a<span class="_ _1" />nalyzed <span class="_ _13" />i<span class="_ _1" />n <span class="_ _13" />Note <span class="_ _3e" />3.1.8. <span class="_ _1b" />"Risks<span class="_ _1" /> <span class="_ _13" />arising <span class="_ _13" />fro<span class="_ _1" />m <span class="_ _13" />the <span class="_ _3e" />COVID<span class="_ _1" />-19 </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0">pandemic". </div><div class="t m0 x11 h9b y67c ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfac ff1 fs0 fc0 sc0 ls2 ws0">7.23<span class="ls0">. <span class="_ _34"> </span>Other curr<span class="_ _1" />ent assets </span></div><div class="t m0 x11 h97 ybd1 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8f1 ff6 fs0 fc0 sc0 ls0 ws0">“Other Current Assets”<span class="_ _1" /> item includes the f<span class="_ _1" />ollowing categories:<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yfad w112 h1a8"><div class="t m36 xbf h1a9 yfae ff2 fs43 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _af"> </span>31.12.20<span class="_ _3" />20<span class="_ _143"> </span>31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _c"> </span>31<span class="_ _3" />.12.202<span class="_ _b" />0</div></div><div class="c x14 yfaf w112 h1aa"><div class="t m36 x6f h1ab yfb0 ff1 fs43 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />deb<span class="_ _3" />tors<span class="_ _1a9"> </span>7,247<span class="_ _91"> </span>7,<span class="_ _1" />54<span class="_ _3" />4<span class="_ _109"> </span>-<span class="_ _85"> </span>-</div></div><div class="c x14 yfb1 w112 h1ac"><div class="t m36 x6f h1ab yfb0 ff1 fs43 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />Re<span class="_ _3" />c<span class="_ _1" />eiv<span class="_ _12" />a<span class="_ _3" />ble<span class="_ _3" />s<span class="_ _1" /> <span class="_ _1" />f<span class="_ _b" />rom rela<span class="_ _3" />ted par<span class="_ _b" />t<span class="_ _1" />ies<span class="_ _f0"> </span><span class="ls61">380<span class="_ _115"> </span></span>-<span class="_ _89"> </span><span class="ls61">380<span class="_ _10c"> </span></span>-</div></div><div class="c x14 yfb2 w113 h1ad"><div class="t m36 x6f h1ab yfb3 ff1 fs43 fc0 sc0 ls0 ws0">Shor<span class="_ _3" />t-term f<span class="_ _3" />inan<span class="_ _b" />c<span class="_ _1" />i<span class="_ _1" />al receiv<span class="_ _12" />a<span class="_ _3" />ble<span class="_ _3" />s<span class="_ _1" /> <span class="_ _1" />f<span class="_ _b" />rom </div><div class="t m36 x6f h1ab yfb4 ff1 fs43 fc0 sc0 ls0 ws0">ass<span class="_ _1" />oc<span class="_ _1" />iates</div></div><div class="c x14 yfad w112 h1a8"><div class="t m36 x4 h1ab yfb5 ff1 fs43 fc0 sc0 ls0 ws0">1,232<span class="_ _91"> </span>1,<span class="_ _1" />16<span class="_ _3" />9<span class="_ _109"> </span>-<span class="_ _85"> </span>-</div></div><div class="c x14 yfb6 w112 h1aa"><div class="t m36 x6f h1ab yfb0 ff1 fs43 fc0 sc0 ls0 ws0">R<span class="_ _3" />eceiv<span class="_ _12" />ab<span class="_ _3" />les <span class="_ _1" />f<span class="_ _3" />ro<span class="_ _b" />m<span class="_ _1" /> <span class="_ _1" />the S<span class="_ _1" />t<span class="_ _1" />ate<span class="_ _105"> </span><span class="ls61">529<span class="_ _16f"> </span>658<span class="_ _101"> </span>24<span class="_ _f1"> </span>31</span></div></div><div class="c x14 yfb7 w112 h1ac"><div class="t m36 x6f h1ab yfb0 ff1 fs43 fc0 sc0 ls0 ws0">Adv<span class="_ _12" />an<span class="_ _3" />ces<span class="_ _1" /> <span class="_ _1" />an<span class="_ _3" />d loan<span class="_ _3" />s <span class="_ _1" />t<span class="_ _1" />o per<span class="_ _3" />s<span class="_ _1" />on<span class="_ _3" />ne<span class="_ _3" />l<span class="_ _bc"> </span><span class="ls61">675<span class="_ _16f"> </span>576<span class="_ _e7"> </span></span>6<span class="_ _109"> </span>6</div></div><div class="c x14 yfad w112 h1a8"><div class="t m36 x6f h1ab yfb8 ff1 fs43 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _1" />rue<span class="_ _3" />d inc<span class="_ _1" />ome<span class="_ _1aa"> </span><span class="ls61">543<span class="_ _115"> </span></span>-<span class="_ _c6"> </span>-<span class="_ _85"> </span>-</div><div class="t m36 x6f h1ab yfb9 ff1 fs43 fc0 sc0 ls0 ws0">Prep<span class="_ _3" />aid<span class="_ _3" /> ex<span class="_ _1" />pe<span class="_ _3" />nses<span class="_ _46"> </span>1<span class="_ _3" />1,75<span class="_ _3" />3<span class="_ _6f"> </span>11<span class="_ _3" />,440<span class="_ _2"> </span>8<span class="_ _109"> </span>7</div><div class="t m36 x6f h1ab yfba ff1 fs43 fc0 sc0 ls0 ws0">R<span class="_ _3" />eceiv<span class="_ _12" />ab<span class="_ _3" />les <span class="_ _1" />f<span class="_ _3" />ro<span class="_ _b" />m<span class="_ _1" /> <span class="_ _1" />insure<span class="_ _3" />r<span class="_ _3" />s<span class="_ _fc"> </span>5,130<span class="_ _fd"> </span>1,22<span class="_ _3" />2<span class="_ _109"> </span>-<span class="_ _85"> </span>-</div><div class="t m36 x6f h1ab yfbb ff1 fs43 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />receiv<span class="_ _12" />ab<span class="_ _b" />l<span class="_ _1" />es<span class="_ _1ab"> </span><span class="ls61">151<span class="_ _59"> </span>133<span class="_ _e0"> </span></span>-<span class="_ _85"> </span>-</div><div class="t m36 x6f h1ab yfbc ff1 fs43 fc0 sc0 ls0 ws0">R<span class="_ _3" />est<span class="_ _1" />ric<span class="_ _1" />ted c<span class="_ _1" />as<span class="_ _1" />h<span class="_ _1ac"> </span>12<span class="_ _3" />,290<span class="_ _fd"> </span>4,05<span class="_ _3" />4<span class="_ _10a"> </span>9,50<span class="_ _3" />0<span class="_ _120"> </span>3,<span class="_ _1" />00<span class="_ _3" />0</div></div><div class="c x14 yfbd w112 h1aa"><div class="t m36 x6f h1ab yfb0 ff1 fs43 fc0 sc0 ls0 ws0">C<span class="_ _3" />he<span class="_ _3" />c<span class="_ _1" />k<span class="_ _1" />s<span class="_ _1" /> <span class="_ _1" />in<span class="fcd"> bank<span class="_ _1a9"> </span></span><span class="ls61">871<span class="_ _fd"> </span></span>1,305<span class="_ _c6"> </span>-<span class="_ _85"> </span>-</div></div><div class="c x14 yfad w112 h1a8"><div class="t m36 x6f h1a9 yfbe ff2 fs43 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1ad"> </span>40<span class="_ _3" />,801<span class="_ _6f"> </span>2<span class="_ _3" />8,101<span class="_ _5e"> </span>9,<span class="_ _1" />91<span class="_ _3" />8<span class="_ _120"> </span>3,044</div><div class="t m36 x6f h1ab yfbf ff1 fs43 fc0 sc0 ls0 ws0">Le<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" />: <span class="_ _1" />Imp<span class="_ _3" />air<span class="_ _3" />men<span class="_ _3" />t<span class="_ _1" /> pro<span class="_ _3" />v<span class="_ _12" />isi<span class="_ _1" />on<span class="_ _3" />s<span class="_ _c3"> </span>-<span class="_ _b" />7,<span class="_ _1" />16<span class="_ _3" />7<span class="_ _6b"> </span>-7<span class="_ _b" />,<span class="_ _1" />167<span class="_ _109"> </span>-<span class="_ _85"> </span>-</div><div class="t m36 x6f h1a9 yfc0 ff2 fs43 fc0 sc0 ls0 ws0">N<span class="_ _3" />e<span class="_ _1" />t re<span class="_ _13" />ce<span class="_ _1" />i<span class="_ _1" />va<span class="_ _1" />bl<span class="_ _1" />e<span class="_ _1" />s<span class="_ _df"> </span>33<span class="_ _b" />,<span class="_ _1" />634<span class="_ _6f"> </span>2<span class="_ _3" />0,934<span class="_ _5e"> </span>9,<span class="_ _1" />91<span class="_ _3" />8<span class="_ _120"> </span>3,044</div></div><div class="c x77 yfc1 w114 h1ae"><div class="t m36 x53 h1a9 yfc2 ff2 fs43 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c x13b yfc1 w115 h1ae"><div class="t m36 x3b h1a9 yfc2 ff2 fs43 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _3" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8d h2 ya4b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h97 yfc3 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfc4 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />increase <span class="_ _3e" />is <span class="_ _1a" />mainly <span class="_ _3e" />d<span class="_ _1" />ue <span class="_ _3e" />to <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />increase <span class="_ _3e" />i<span class="_ _1" />n <span class="_ _3e" />the <span class="_ _3e" />Gr<span class="_ _1" />oup's <span class="_ _3e" />restricted <span class="_ _1a" />deposits, <span class="_ _1a" />provided <span class="_ _1a" />as <span class="_ _3e" />collaterals <span class="_ _1a" />for <span class="_ _3e" />ba<span class="_ _1" />nk </div><div class="t m0 x11 h2 yfc5 ff1 fs0 fc0 sc0 ls0 ws0">loans <span class="_ _1" />received <span class="_ _13" />by <span class="_ _1" />the <span class="_ _1" />Grou<span class="_ _1" />p <span class="_ _1" />Companies, <span class="_ _13" />as <span class="_ _1" />well <span class="_ _1" />as <span class="_ _13" />the <span class="_ _1" />increase <span class="_ _1" />in <span class="_ _13" />receivables<span class="_ _13" /> <span class="_ _1" />fr<span class="_ _1" />om <span class="_ _1" />insurers<span class="_ _1" />. <span class="_ _1" />Furthermor<span class="_ _1" />e, <span class="_ _1" />the<span class="_ _1" /> </div><div class="t m0 x11 h2 yfc6 ff6 fs0 fc0 sc0 ls0 ws0">item "Prepaid expens<span class="_ _1" />es" mainly includ<span class="_ _1" />es the annual v<span class="_ _1" />essels’ dry dock and re<span class="_ _1" />pair costs of the Group ves<span class="_ _1" />sels.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h2 yfa5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 yfc7 ff1 fs0 fc0 sc0 ls2 ws0">7.24<span class="ls4">. <span class="ls0"> <span class="_ _2d"> </span>Financial der<span class="_ _1" />ivatives<span class="ff2"> </span></span></span></div><div class="t m0 x11 h3e yfc8 ff5 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfc9 ff1 fs0 fc0 sc0 ls0 ws0">The Group is hedging part <span class="_ _1" />of the risk exposure r<span class="_ _1" />elated to changes <span class="_ _1" />in fuel <span class="_ _1" />price.<span class="_ _1" /> </div><div class="t m0 x11 h2 y448 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfca ff1 fs0 fc0 sc0 ls0 ws0">The risk<span class="_ _1" />s, the <span class="_ _1" />measures<span class="_ _1" /> th<span class="_ _1" />at have <span class="_ _1" />been <span class="_ _1" />taken, <span class="_ _1" />and <span class="_ _1" />th<span class="_ _1" />e c<span class="_ _1" />onsequences <span class="_ _1" />of th<span class="_ _1" />e coronav<span class="_ _1" />irus p<span class="_ _1" />andemic <span class="_ _1" />(COVID<span class="_ _3e" />-19) </div><div class="t m0 x11 h2 yfcb ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _12" />th<span class="_ _1" />e <span class="_ _12" />Grou<span class="_ _1" />p <span class="_ _12" />and <span class="_ _b" />the<span class="_ _1" /> <span class="_ _12" />Co<span class="_ _1" />mpany <span class="_ _b" />are <span class="_ _b" />analytically <span class="_ _b" />described <span class="_ _b" />in <span class="_ _b" />Note <span class="_ _b" />3.1.8. <span class="_ _b" />" <span class="_ _b" />Risks <span class="_ _b" />arising<span class="_ _1" /> <span class="_ _12" />from <span class="_ _b" />COVID<span class="_ _13" />-19 <span class="_ _b" />pandem<span class="_ _1" />ic". </div><div class="t m0 x11 h2 yfcc ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf91" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc91 w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w116 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">145</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">The Group's pol<span class="_ _1" />icy with resp<span class="_ _1" />ect to <span class="_ _1" />hedging the risk<span class="_ _1" /> of cas<span class="_ _1" />h flows from th<span class="_ _1" />e change <span class="_ _1" />in marine <span class="_ _1" />fuel price is <span class="_ _1" />to cover<span class="_ _1" /> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">up <span class="_ _b" />to <span class="_ _3" />80% <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />the <span class="_ _3" />projected <span class="_ _3" />fuel <span class="_ _b" />ne<span class="_ _1" />eds <span class="_ _b" />in <span class="_ _3" />use <span class="_ _b" />thro<span class="_ _1" />ugh <span class="_ _3" />hedging <span class="_ _b" />instrum<span class="_ _1" />ents. In <span class="_ _b" />202<span class="_ _1" />1, <span class="_ _b" />the <span class="_ _3" />Group <span class="_ _3" />'s <span class="_ _b" />hedg<span class="_ _1" />ing <span class="_ _b" />contra<span class="_ _1" />cts </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">were within the limits of<span class="_ _1" /> the aforementioned po<span class="_ _1" />licy.<span class="_ _1" /> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls62 ws0">Th<span class="ls0">ere is a direct econo<span class="_ _1" />mic relationship bet<span class="_ _1" />ween the he<span class="_ _1" />dged item and the h<span class="_ _1" />edging instrum<span class="_ _1" />ent as the terms<span class="_ _1" /> of the </span></div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">hedging contracts are l<span class="_ _1" />inked to the <span class="_ _1" />projected f<span class="_ _1" />uture marine fuel markets.<span class="_ _1" /> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">The Group has set a<span class="_ _1" /> ratio of 1:1 as a<span class="_ _1" /> hedge ratio for th<span class="_ _1" />e <span class="_ _1" />relationship b<span class="_ _1" />etween the <span class="_ _1" />hedging instrument (con<span class="_ _1" />tracts) </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">and the hedged item (<span class="_ _1" />fuel o<span class="_ _1" />il). </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0">Ineffectiveness in hedg<span class="_ _1" />ing may result from (a) d<span class="_ _1" />ifferences<span class="_ _1" /> that may arise in the time difference b<span class="_ _1" />etween the cas<span class="_ _1" />h </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">flows <span class="_ _b" />of <span class="_ _b" />the <span class="_ _b" />hedging <span class="_ _b" />instru<span class="_ _1" />ment <span class="_ _b" />and <span class="_ _b" />the <span class="_ _b" />hed<span class="_ _1" />ged <span class="_ _b" />item, <span class="_ _3" />and <span class="_ _b" />(b) <span class="_ _b" />c<span class="_ _1" />ontingent <span class="_ _b" />change <span class="_ _b" />in <span class="_ _b" />t<span class="_ _1" />he <span class="_ _12" />he<span class="_ _1" />dging <span class="_ _b" />ratio <span class="_ _b" />of <span class="_ _b" />the <span class="_ _3" />hedging <span class="_ _1" /> </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">relationship <span class="_ _1" />result<span class="_ _1" />ing <span class="_ _1" />from <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />amount <span class="_ _13" />of <span class="_ _1" />the <span class="_ _1" />hed<span class="_ _1" />ged <span class="_ _1" />item, <span class="_ _1" />w<span class="_ _1" />hich <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />roup <span class="_ _1" />actua<span class="_ _1" />lly <span class="_ _1" />hedges, <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />the <span class="_ _13" />amount <span class="_ _1" />of </div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">hedging <span class="_ _1b" />instrument <span class="_ _1b" />that <span class="_ _1b" />the <span class="_ _1b" />Group <span class="_ _1b" />actually <span class="_ _1b" />uses <span class="_ _1b" />to <span class="_ _1c"> </span>offset <span class="_ _1b" />this <span class="_ _1b" />amount <span class="_ _1b" />of <span class="_ _1b" />the <span class="_ _1b" />hedgin<span class="_ _13" />g <span class="_ _1b" />item <span class="_ _1b" />and <span class="_ _1b" />c) <span class="_ _1b" />contin<span class="_ _1" />gent </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">decrease <span class="_ _3" />in <span class="_ _b" />consu<span class="_ _1" />mption <span class="_ _b" />d<span class="_ _1" />ue <span class="_ _b" />to <span class="_ _3" />route <span class="_ _3" />reductions. <span class="_ _3" />The <span class="_ _3" />effect <span class="_ _b" />of hedging <span class="_ _b" />instrume<span class="_ _1" />nts <span class="_ _b" />on the <span class="_ _b" />Statement of <span class="_ _12" />F<span class="_ _1" />inanc<span class="_ _1" />ial </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">Position as at 31.12.<span class="_ _1" />2021 is as<span class="_ _1" /> follows: </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b yfcd w117 h1af"><div class="t m37 x4c h1b0 yfce ff1 fs44 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />21</div></div><div class="c x13c yfcf w118 h1b1"><div class="t m37 x34 h1b2 yfd0 ff6 fs44 fc0 sc0 ls0 ws0">Ν<span class="_ _3" />omina<span class="_ _b" />l<span class="_ _1" /> </div><div class="t m37 x3a h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">amo<span class="_ _3" />un<span class="_ _3" />t</div></div><div class="c x13d yfcf w119 h1b1"><div class="t m37 x1f h1b0 yfd0 ff1 fs44 fc0 sc0 ls0 ws0">C<span class="_ _3" />ha<span class="_ _3" />ng<span class="_ _b" />e <span class="_ _1" />in Fair </div><div class="t m37 xef h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">Value</div></div><div class="c x12d yfcf w11a h1b1"><div class="t m37 x85 h1b0 yfd0 ff1 fs44 fc0 sc0 ls0 ws0">Presen<span class="_ _3" />t<span class="_ _1" />ation<span class="_ _3" /> <span class="_ _1" />on<span class="_ _3" /> t<span class="_ _1" />he St<span class="_ _1" />atemen<span class="_ _3" />t </div><div class="t m37 xef h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">of<span class="_ _b" /> <span class="_ _1" />Fina<span class="_ _3" />ncial <span class="_ _1" />Pos<span class="_ _1" />it<span class="_ _1" />ion </div></div><div class="c x67 yfcf w11b h1b1"><div class="t m37 x85 h1b0 yfd0 ff1 fs44 fc0 sc0 ls0 ws0">C<span class="_ _3" />ha<span class="_ _3" />ng<span class="_ _b" />e <span class="_ _1" />in used f<span class="_ _3" />air<span class="_ _3" /> v<span class="_ _12" />alue<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />o </div><div class="t m37 x87 h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">mea<span class="_ _3" />s<span class="_ _1" />ur<span class="_ _b" />e <span class="_ _1" />the ef<span class="_ _b" />fe<span class="_ _b" />c<span class="_ _1" />t<span class="_ _1" />iv<span class="_ _12" />ene<span class="_ _b" />s<span class="_ _1" />s</div></div><div class="c x4b yfd2 w117 h1b3"><div class="t m37 x6f h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">Fue<span class="_ _3" />l hed<span class="_ _3" />gin<span class="_ _3" />g c<span class="_ _1" />ontra<span class="_ _b" />c<span class="_ _1" />t<span class="_ _1" />s</div><div class="t m37 x13e h1b0 yfd3 ff1 fs44 fc0 sc0 ls0 ws0">31<span class="_ _3" />,029<span class="_ _157"> </span>3,329</div></div><div class="c x12d yfd2 w11a h1b3"><div class="t m37 xeb h1b0 yfd4 ff1 fs44 fc0 sc0 ls0 ws0">Shor<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />t<span class="_ _1" />er<span class="_ _3" />m l<span class="_ _1" />iab<span class="_ _3" />ilit<span class="_ _1" />ies<span class="_ _1" /> <span class="_ _1" />/ </div><div class="t m37 x3d h1b0 yfd3 ff1 fs44 fc0 sc0 ls0 ws0">D<span class="_ _3" />er<span class="_ _b" />i<span class="_ _1" />v<span class="_ _12" />a<span class="_ _3" />ti<span class="_ _1" />v<span class="_ _12" />e<span class="_ _3" />s</div></div><div class="c x4b yfcd w117 h1af"><div class="t m37 xae h1b0 yfd5 ff1 fs44 fc0 sc0 ls0 ws0">3,32<span class="_ _3" />9</div><div class="t m37 x4c h1b0 yfd6 ff1 fs44 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />20</div></div><div class="c x13c yfd7 w118 h1b1"><div class="t m37 x34 h1b2 yfd8 ff6 fs44 fc0 sc0 ls0 ws0">Ν<span class="_ _3" />omina<span class="_ _b" />l<span class="_ _1" /> </div><div class="t m37 x3a h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">amo<span class="_ _3" />un<span class="_ _3" />t</div></div><div class="c x13d yfd7 w119 h1b1"><div class="t m37 x1f h1b0 yfd8 ff1 fs44 fc0 sc0 ls0 ws0">C<span class="_ _3" />ha<span class="_ _3" />ng<span class="_ _b" />e <span class="_ _1" />in Fair </div><div class="t m37 xef h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">Value</div></div><div class="c x12d yfd7 w11a h1b1"><div class="t m37 x85 h1b0 yfd8 ff1 fs44 fc0 sc0 ls0 ws0">Presen<span class="_ _3" />t<span class="_ _1" />ation<span class="_ _3" /> <span class="_ _1" />on<span class="_ _3" /> t<span class="_ _1" />he St<span class="_ _1" />atemen<span class="_ _3" />t </div><div class="t m37 xef h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">of<span class="_ _b" /> <span class="_ _1" />Fina<span class="_ _3" />ncial <span class="_ _1" />Pos<span class="_ _1" />it<span class="_ _1" />ion </div></div><div class="c x67 yfd7 w11b h1b1"><div class="t m37 x85 h1b0 yfd8 ff1 fs44 fc0 sc0 ls0 ws0">C<span class="_ _3" />ha<span class="_ _3" />ng<span class="_ _b" />e <span class="_ _1" />in used f<span class="_ _3" />air<span class="_ _3" /> v<span class="_ _12" />alue<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />o </div><div class="t m37 x87 h1b0 yfd1 ff1 fs44 fc0 sc0 ls0 ws0">mea<span class="_ _3" />s<span class="_ _1" />ur<span class="_ _b" />e <span class="_ _1" />the ef<span class="_ _b" />fe<span class="_ _b" />c<span class="_ _1" />t<span class="_ _1" />iv<span class="_ _12" />ene<span class="_ _b" />s<span class="_ _1" />s</div></div><div class="c x4b yfd9 w117 h1b3"><div class="t m37 x6f h1b0 yfda ff1 fs44 fc0 sc0 ls0 ws0">Fue<span class="_ _3" />l hed<span class="_ _3" />gin<span class="_ _3" />g c<span class="_ _1" />ontra<span class="_ _b" />c<span class="_ _1" />t<span class="_ _1" />s</div><div class="t m37 x13e h1b0 yfdb ff1 fs44 fc0 sc0 ls0 ws0">34<span class="_ _3" />,089<span class="_ _5b"> </span>-1<span class="_ _b" />,<span class="_ _1" />452</div></div><div class="c x12d yfd9 w11a h1b3"><div class="t m37 xeb h1b0 yfdc ff1 fs44 fc0 sc0 ls0 ws0">Shor<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />t<span class="_ _1" />er<span class="_ _3" />m l<span class="_ _1" />iab<span class="_ _3" />ilit<span class="_ _1" />ies<span class="_ _1" /> <span class="_ _1" />/ </div><div class="t m37 x3d h1b0 yfdb ff1 fs44 fc0 sc0 ls0 ws0">D<span class="_ _3" />er<span class="_ _b" />i<span class="_ _1" />v<span class="_ _12" />a<span class="_ _3" />ti<span class="_ _1" />v<span class="_ _12" />e<span class="_ _3" />s</div></div><div class="c x4b yfcd w117 h1af"><div class="t m37 xd9 h1b0 yfdd ff1 fs44 fc0 sc0 ls0 ws0">-1<span class="_ _b" />,<span class="_ _1" />452</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x13f h2 y992 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y24c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfde ff1 fs0 fc0 sc0 ls0 ws0">In 2021 no case <span class="_ _1" />of inefficiency occurr<span class="_ _1" />ed related to hedging contracts<span class="_ _1" />.<span class="_ _1" /> </div><div class="t m0 x11 h2 y456 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfdf ff1 fs0 fc0 sc0 ls0 ws0">The effect <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />hedging <span class="_ _1" />instruments <span class="_ _1" />on <span class="_ _1" />the <span class="_ _1" />Statement <span class="_ _1" />of <span class="_ _1" />Comprehensive <span class="_ _1" />Income <span class="_ _1" />as <span class="_ _1" />at <span class="_ _1" />31.12.202<span class="_ _13" />1 rel<span class="_ _1" />ates t<span class="_ _1" />o a </div><div class="t m0 x11 h2 yfe0 ff1 fs0 fc0 sc0 ls0 ws0">change <span class="_ _13" />in <span class="_ _1" />fa<span class="_ _1" />ir <span class="_ _1" />va<span class="_ _1" />lue <span class="_ _1" />rec<span class="_ _1" />ognized <span class="_ _13" />in <span class="_ _13" />other <span class="_ _13" />comprehensive <span class="_ _13" />income <span class="_ _13" />amount<span class="_ _1" />ing <span class="_ _1" />t<span class="_ _1" />o <span class="_ _13" />Euro <span class="_ _3e" /><span class="ls10">3,</span>329 <span class="_ _13" />k <span class="_ _13" />and <span class="_ _1" />rec<span class="_ _1" />lassification<span class="_ _1" /> </div><div class="t m0 x11 h2 yde4 ff1 fs0 fc0 sc0 ls0 ws0">from <span class="_ _13" />other <span class="_ _13" />com<span class="_ _1" />prehensive <span class="_ _13" />incom<span class="_ _1" />e <span class="_ _13" />amounting <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />Euro <span class="_ _3e" />1,45<span class="_ _1" />2 <span class="_ _13" />k. <span class="_ _13" />The <span class="_ _13" />amou<span class="_ _1" />nts <span class="_ _13" />included <span class="_ _13" />in <span class="_ _13" />the<span class="_ _1" /> <span class="_ _13" />Income <span class="_ _13" />Stateme<span class="_ _1" />nt </div><div class="t m0 x11 h2 yfe1 ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _13" />included <span class="_ _13" />in <span class="_ _13" />other<span class="_ _1" /> <span class="_ _13" />financial <span class="_ _13" />resu<span class="_ _1" />lts. <span class="_ _1" />T<span class="_ _1" />here <span class="_ _13" />were <span class="_ _13" />no <span class="_ _3e" />cases <span class="_ _13" />of <span class="_ _13" />hedging <span class="_ _13" />future<span class="_ _1" /> <span class="_ _13" />purc<span class="_ _1" />hases <span class="_ _13" />that <span class="_ _13" />were <span class="_ _13" />not <span class="_ _13" />actu<span class="_ _1" />ally </div><div class="t m0 x11 h9 yfe2 ff1 fs0 fc0 sc0 ls0 ws0">realized.<span class="ff7 fs1"> </span>As at 3<span class="_ _1" />1.12.2020, the Grou<span class="_ _1" />p maintained open<span class="_ _1" /> positions in cash flows<span class="_ _1" /> hedging agr<span class="_ _1" />eements of a nomi<span class="_ _1" />nal </div><div class="t m0 x11 h2 yfe3 ff1 fs0 fc0 sc0 ls0 ws0">amount of <span class="_ _1" />Euro <span class="_ _1" />34,089 k<span class="_ _1" />, which <span class="_ _1" />were f<span class="_ _1" />inalized d<span class="_ _1" />uring the <span class="_ _1" />year <span class="_ _1" />and their <span class="_ _1" />result st<span class="_ _1" />ood at <span class="_ _1" />a <span class="_ _13" />profit of <span class="_ _1" />Euro <span class="_ _1" />12,378 <span class="_ _1" />k. </div><div class="t m0 x11 h2 yfe4 ff1 fs0 fc0 sc0 ls0 ws0">Moreover, in 2021 <span class="_ _1" />the Group procee<span class="_ _1" />ded with op<span class="_ _1" />ening new positions in cash flows<span class="_ _1" /> hedging agreements, a <span class="_ _1" />part of </div><div class="t m0 x11 h2 yfe5 ff1 fs0 fc0 sc0 ls0 ws0">which was finalized duri<span class="_ _1" />ng the year and their res<span class="_ _1" />ult stood at a loss<span class="_ _1" /> amounting to Euro <span class="_ _13" />616 k.<span class="_ _1" /> </div><div class="t m0 x11 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfe6 ff1 fs0 fc0 sc0 ls0 ws0">Finally, <span class="_ _13" />as <span class="_ _3e" />at <span class="_ _3e" />31.<span class="_ _1" />12.2021, <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _13" />Group <span class="_ _3e" />ma<span class="_ _1" />intains <span class="_ _13" />o<span class="_ _1" />pen <span class="_ _3e" />positions <span class="_ _13" />i<span class="_ _1" />n <span class="_ _13" />cas<span class="_ _1" />h <span class="_ _13" />flows <span class="_ _3e" />he<span class="_ _1" />dging <span class="_ _3e" />agreements <span class="_ _3e" />o<span class="_ _13" />f <span class="_ _13" />a <span class="_ _3e" />no<span class="_ _1" />minal </div><div class="t m0 x11 h2 yfe7 ff1 fs0 fc0 sc0 ls0 ws0">amount of Euro 3<span class="_ _1" />1,029 <span class="lsb">k.</span> </div><div class="t m0 x11 h2 yfe8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf92" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc92 w0 h0"><img 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" class="bi x49 y3da w11c h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">146</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yfe9 w11d h1b4"><div class="t m38 x140 h1b5 yfea ff1 fs45 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />21</div></div><div class="c x11 yfeb w11d h1b6"><div class="t m38 x127 h1b5 yfec ff1 fs45 fc0 sc0 ls0 ws0">1 - 6 months<span class="_ _164"> </span>6 - 12 mon<span class="_ _3" />ths<span class="_ _6f"> </span>&gt;1 <span class="_ _1" />y<span class="_ _1" />ea<span class="_ _3" />r<span class="_ _7a"> </span>T<span class="_ _b" />otal</div></div><div class="c x11 yfed w11d h1b7"><div class="t m38 x6f h1b5 yfee ff1 fs45 fc0 sc0 ls0 ws0">Op<span class="_ _3" />en<span class="_ _3" /> Fuel Co<span class="_ _3" />mpe<span class="_ _3" />nsati<span class="_ _1" />on<span class="_ _3" /> Co<span class="_ _3" />ntra<span class="_ _3" />c<span class="_ _1" />ts</div></div><div class="c x11 yfe9 w11d h1b4"><div class="t m38 x6f h1b5 yfef ff1 fs45 fc0 sc0 ls0 ws0">Metric <span class="_ _1" />t<span class="_ _1" />onn<span class="_ _b" />es<span class="_ _1" /> <span class="_ _1" />(in<span class="_ _3" /> t<span class="_ _1" />hou<span class="_ _3" />sand<span class="_ _3" />)<span class="_ _186"> </span>30<span class="_ _3" />.1<span class="_ _185"> </span>36.2<span class="_ _2"> </span>-<span class="_ _185"> </span>66<span class="_ _3" />.<span class="_ _1" />3</div><div class="t m38 x6f h1b5 yff0 ff1 fs45 fc0 sc0 ls0 ws0">N<span class="_ _3" />omina<span class="_ _3" />l amoun<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />(a<span class="_ _3" />mou<span class="_ _3" />nts<span class="_ _1" /> <span class="_ _1" />in  <span class="_ _1" />E<span class="_ _1" />ur<span class="_ _b" />o <span class="_ _1" />thou<span class="_ _3" />s<span class="_ _1" />an<span class="_ _3" />d)<span class="_ _6b"> </span>14<span class="_ _3" />,137<span class="_ _8a"> </span>16<span class="_ _b" />,<span class="_ _1" />892<span class="_ _2"> </span>-<span class="_ _8a"> </span>31<span class="_ _b" />,<span class="_ _1" />029</div><div class="t m38 x140 h1b5 yff1 ff1 fs45 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />20</div></div><div class="c x11 yff2 w11d h1b6"><div class="t m38 x127 h1b5 yff3 ff1 fs45 fc0 sc0 ls0 ws0">1 - 6 months<span class="_ _164"> </span>6 - 12 mon<span class="_ _3" />ths<span class="_ _6f"> </span>&gt;1 <span class="_ _1" />y<span class="_ _1" />ea<span class="_ _3" />r<span class="_ _7a"> </span>T<span class="_ _b" />otal</div></div><div class="c x11 yff4 w11d h1b7"><div class="t m38 x6f h1b5 yff5 ff1 fs45 fc0 sc0 ls0 ws0">Op<span class="_ _3" />en<span class="_ _3" /> Fuel Co<span class="_ _3" />mpe<span class="_ _3" />nsati<span class="_ _1" />on<span class="_ _3" /> Co<span class="_ _3" />ntra<span class="_ _3" />c<span class="_ _1" />ts</div></div><div class="c x11 yfe9 w11d h1b4"><div class="t m38 x6f h1b5 yff6 ff1 fs45 fc0 sc0 ls0 ws0">Metric <span class="_ _1" />t<span class="_ _1" />onn<span class="_ _b" />es<span class="_ _1" /> <span class="_ _1" />(in<span class="_ _3" /> t<span class="_ _1" />hou<span class="_ _3" />sand<span class="_ _3" />)<span class="_ _186"> </span>45<span class="_ _3" />.8<span class="_ _185"> </span>58.1<span class="_ _2"> </span>-<span class="_ _5d"> </span>103<span class="_ _3" />.9</div><div class="t m38 x6f h1b5 yff7 ff1 fs45 fc0 sc0 ls0 ws0">N<span class="_ _3" />omina<span class="_ _3" />l amoun<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />(a<span class="_ _3" />mou<span class="_ _3" />nts<span class="_ _1" /> <span class="_ _1" />in  <span class="_ _1" />E<span class="_ _1" />ur<span class="_ _b" />o <span class="_ _1" />thou<span class="_ _3" />s<span class="_ _1" />an<span class="_ _3" />d)<span class="_ _6b"> </span>12<span class="_ _3" />,588<span class="_ _8a"> </span>21<span class="_ _b" />,<span class="_ _1" />501<span class="_ _2"> </span>-<span class="_ _8a"> </span>34<span class="_ _b" />,<span class="_ _1" />089</div></div><div class="c x77 yff8 w11e h1b6"><div class="t m38 xf4 h1b8 yff9 ff2 fs45 fc0 sc0 ls0 ws0">Ma<span class="_ _1" />turity</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x13f h2 y98a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yffa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yffb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h96 yffc ff5 fs11 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yffd ff1 fs0 fc0 sc0 ls2 ws0">7.2<span class="ls0">5. <span class="_ _34"> </span>Cash and c<span class="_ _1" />ash equivalents<span class="_ _1" /> </span></div><div class="t m0 x11 h2 yffe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfff ff6 fs0 fc0 sc0 ls0 ws0">“Cash and cash equiva<span class="_ _1" />lents” item<span class="_ _1" /><span class="ff1"> includes t<span class="_ _1" />he following categories<span class="_ _1" /> </span></div></div><div class="c x11 y1000 w11f h1b9"><div class="t m39 x4 h1ba y1001 ff2 fs46 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />21<span class="_ _ad"> </span>31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />20<span class="_ _bd"> </span>31.12<span class="_ _3" />.202<span class="_ _3" />1<span class="_ _9e"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />20</div><div class="t m39 x6f h1bb y1002 ff1 fs46 fc0 sc0 ls0 ws0">C<span class="_ _3" />ash i<span class="_ _1" />n ha<span class="_ _3" />nd<span class="_ _1ae"> </span>1,39<span class="_ _3" />9<span class="_ _169"> </span>1,350<span class="_ _d7"> </span><span class="ls63">75<span class="_ _171"> </span>82</span></div><div class="t m39 x6f h1bb y1003 ff1 fs46 fc0 sc0 ls0 ws0">C<span class="_ _3" />ash equ<span class="_ _3" />iv<span class="_ _12" />a<span class="_ _3" />len<span class="_ _3" />t<span class="_ _1" /> balan<span class="_ _b" />c<span class="_ _1" />e <span class="_ _1" />in ban<span class="_ _b" />k<span class="_ _1af"> </span>76<span class="_ _3" />,019<span class="_ _74"> </span>60<span class="_ _3" />,183<span class="_ _54"> </span>25,50<span class="_ _3" />5<span class="_ _91"> </span>2,170</div><div class="t m39 x6f h1bb y1004 ff1 fs46 fc0 sc0 ls0 ws0">Shor<span class="_ _b" />t<span class="_ _1" /> <span class="_ _1" />t<span class="_ _1" />er<span class="_ _3" />m t<span class="_ _1" />i<span class="_ _1" />me de<span class="_ _3" />po<span class="_ _3" />s<span class="_ _1" />it<span class="_ _1" />s<span class="_ _135"> </span>1<span class="_ _b" />9,<span class="_ _1" />94<span class="_ _3" />6<span class="_ _74"> </span>19,00<span class="_ _3" />0<span class="_ _54"> </span>19,946<span class="_ _c4"> </span>17,000</div><div class="t m39 x6f h1ba y1005 ff2 fs46 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />ca<span class="_ _1" />s<span class="_ _12" />h <span class="_ _1" />a<span class="_ _13" />nd <span class="_ _1" />ca<span class="_ _1" />s<span class="_ _12" />h <span class="_ _1" />e<span class="_ _1" />qui<span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />e<span class="_ _13" />nts<span class="_ _175"> </span>97,36<span class="_ _3" />4<span class="_ _74"> </span>80,533<span class="_ _54"> </span>45<span class="_ _3" />,526<span class="_ _82"> </span>1<span class="_ _3" />9,25<span class="_ _3" />2</div><div class="t m39 x6f h1bb y1006 ff1 fs46 fc0 sc0 ls0 ws0">C<span class="_ _3" />ash and<span class="_ _3" /> c<span class="_ _1" />as<span class="_ _1" />h equ<span class="_ _b" />i<span class="_ _1" />v<span class="_ _12" />a<span class="_ _3" />len<span class="_ _3" />ts<span class="_ _1" /> <span class="_ _1" />i<span class="_ _1" />n Euro</div></div><div class="c x11 y1007 w11f h1bc"><div class="t m39 x101 h1bb y1008 ff1 fs46 fc0 sc0 ls0 ws0">91<span class="_ _3" />,830<span class="_ _74"> </span>80<span class="_ _3" />,093<span class="_ _54"> </span>45,52<span class="_ _3" />6<span class="_ _82"> </span>19<span class="_ _b" />,<span class="_ _1" />252</div></div><div class="c x11 y1000 w11f h1b9"><div class="t m39 x6f h1bb y1009 ff1 fs46 fc0 sc0 ls0 ws0">C<span class="_ _3" />ash and<span class="_ _3" /> c<span class="_ _1" />as<span class="_ _1" />h equ<span class="_ _b" />i<span class="_ _1" />v<span class="_ _12" />a<span class="_ _3" />len<span class="_ _3" />ts<span class="_ _1" /> <span class="_ _1" />i<span class="_ _1" />n f<span class="_ _b" />ore<span class="_ _3" />ign<span class="_ _3" /> c<span class="_ _1" />urr<span class="_ _b" />ency<span class="_ _9f"> </span>5,53<span class="_ _3" />4<span class="_ _5e"> </span><span class="ls63">440<span class="_ _fe"> </span></span>-<span class="_ _115"> </span>-</div><div class="t m39 x6f h1ba y100a ff2 fs46 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />ca<span class="_ _1" />s<span class="_ _12" />h <span class="_ _1" />a<span class="_ _13" />nd <span class="_ _1" />ca<span class="_ _1" />s<span class="_ _12" />h <span class="_ _1" />e<span class="_ _1" />qui<span class="_ _1" />va<span class="_ _1" />l<span class="_ _1" />e<span class="_ _13" />nts<span class="_ _175"> </span>97,36<span class="_ _3" />4<span class="_ _74"> </span>80,533<span class="_ _54"> </span>45<span class="_ _3" />,526<span class="_ _82"> </span>1<span class="_ _3" />9,25<span class="_ _3" />2</div></div><div class="c x141 y100b w120 h1bd"><div class="t m39 x3d h1ba y100c ff2 fs46 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x11f y100b w121 h1bd"><div class="t m39 x13 h1ba y100c ff2 fs46 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xdf h2 y59b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y39c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y100d ff1 fs0 fc0 sc0 ls0 ws0">Cash <span class="_ _b" />and <span class="_ _b" />c<span class="_ _1" />ash <span class="_ _b" />equiva<span class="_ _1" />lents <span class="_ _b" />present <span class="_ _3" />an <span class="_ _b" />increase <span class="_ _3" />compar<span class="_ _1" />ed <span class="_ _b" />to <span class="_ _b" />31.12.<span class="_ _1" />2020 <span class="_ _b" />as <span class="_ _3" />inflows <span class="_ _3" />from <span class="_ _b" />operating <span class="_ _3" />activities <span class="_ _b" />sta<span class="_ _1" />nd </div><div class="t m0 x11 h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">at Euro 19.32<span class="_ _1" /> mln. In a<span class="_ _1" />ddition, the Grou<span class="_ _1" />p recorded out<span class="_ _1" />flows from inv<span class="_ _1" />esting activities<span class="_ _1" /> of Euro 46.<span class="_ _1" />71 mln, inc<span class="_ _1" />luding </div><div class="t m0 x11 h2 y1d2 ff1 fs0 fc0 sc0 ls0 ws0">investments <span class="_ _13" />in <span class="_ _1" />sc<span class="_ _1" />rubbers <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />E<span class="_ _1" />uro <span class="_ _13" />8.98 <span class="_ _1" />m<span class="_ _1" />ln. <span class="_ _1" />F<span class="_ _1" />inally, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Group <span class="_ _13" />recorded <span class="_ _13" />inflows <span class="_ _13" />from <span class="_ _13" />financing <span class="_ _13" />activities <span class="_ _13" />of <span class="_ _1" />Euro<span class="_ _1" /> </div><div class="t m0 x11 h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">44.29 <span class="_ _1" />mln, <span class="_ _1" />m<span class="_ _1" />ainly <span class="_ _1" />due <span class="_ _1" />t<span class="_ _1" />o <span class="_ _1" />the <span class="_ _13" />issuance <span class="_ _1" />of <span class="_ _1" />l<span class="_ _1" />oans <span class="_ _1" />am<span class="_ _1" />ounting <span class="_ _1" />to <span class="_ _1" />E<span class="_ _1" />uro <span class="_ _1" />94 <span class="_ _1" />m<span class="_ _1" />ln, <span class="_ _1" />repayment <span class="_ _13" />of <span class="_ _1" />Euro <span class="_ _1" />2<span class="_ _1" />0 <span class="_ _1" />mln <span class="_ _1" />of<span class="_ _1" /> <span class="_ _1" />a <span class="_ _1" />lo<span class="_ _1" />ng<span class="_ _13" />-</div><div class="t m0 x11 h2 y833 ff1 fs0 fc0 sc0 ls0 ws0">term loan and Euro 2<span class="_ _1" />7.09 mln repaym<span class="_ _1" />ent of installme<span class="_ _1" />nts for <span class="_ _1" />long-term and short<span class="_ _1" />-term loans.<span class="_ _1" /> </div><div class="t m0 x11 h2 y92a ff1 fs0 fc0 sc0 ls0 ws0">Moreover, <span class="_ _1a" />the <span class="_ _1a" />G<span class="_ _1" />roup <span class="_ _1a" />Com<span class="_ _1" />panies <span class="_ _1a" />entered<span class="_ _1" /> <span class="_ _1a" />into <span class="_ _1a" />a <span class="_ _1b" />factoring <span class="_ _1b" />agreement. <span class="_ _1b" />Within <span class="_ _1a" />the <span class="_ _1b" />year, <span class="_ _1a" />the <span class="_ _1a" />Group<span class="_ _1" /> <span class="_ _1a" />received <span class="_ _1b" />an </div><div class="t m0 x11 h2 y100e ff1 fs0 fc0 sc0 ls0 ws0">amount of Euro 15,6<span class="_ _1" />87 k and rep<span class="_ _1" />aid an amount of <span class="_ _1" />Euro 16,835 k.<span class="_ _1" /> </div><div class="t m0 x11 h2 y28 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2c8 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />Parent Company recorded an<span class="_ _3" /> increase <span class="_ _3" />mainly due <span class="_ _3" />to issuing  <span class="_ _3" />loans of <span class="_ _b" />Euro 74 mln, loan <span class="_ _b" />re<span class="_ _1" />payment (Euro 20 </div><div class="t m0 x11 hb y92e ff6 fs0 fc0 sc0 ls0 ws0">mln), <span class="_ _1" />as we<span class="_ _1" />ll <span class="_ _1" />as <span class="_ _1" />to <span class="_ _1" />the <span class="_ _1" />outflows <span class="_ _1" />performed<span class="_ _1" /> for <span class="_ _1" />share<span class="_ _1" /> ca<span class="_ _1" />pital <span class="_ _1" />increase <span class="_ _1" />in <span class="_ _1" />100% <span class="_ _1" />Gro<span class="_ _1" />up’s <span class="_ _1" />Subsidiaries <span class="_ _1" />totaling <span class="_ _1" />E<span class="_ _1" />uro </div><div class="t m0 x11 h2 y100f ff6 fs0 fc0 sc0 ls0 ws0">31.12 mln. The <span class="_ _1" />purpose of t<span class="_ _1" />he share capit<span class="_ _1" />al increases <span class="_ _1" />was to improve<span class="_ _1" /> the compan<span class="_ _1" />ies’ work<span class="_ _13" /><span class="ff1">ing capital<span class="_ _1" /> and install<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">scrubbers on <span class="_ _1" />the Group's <span class="_ _1" />vessels <span class="_ _1" />in accordance <span class="_ _1" />with the <span class="_ _1" />terms of <span class="_ _1" />the <span class="_ _1" />approved <span class="_ _13" />Common <span class="_ _1" />Bond <span class="_ _1" />Loan, as w<span class="_ _1" />ell <span class="_ _1" />as </div><div class="t m0 x11 h2 yadb ff1 fs0 fc0 sc0 ls2 ws0">a <span class="_ _1b" /><span class="ls0">share <span class="_ _1b" />c<span class="_ _1" />apital <span class="_ _1b" />return <span class="_ _1b" />amo<span class="_ _1" />unting <span class="_ _1b" />to <span class="_ _1b" />Euro <span class="_ _1b" />6.<span class="_ _1" />30 <span class="_ _1b" />mln. <span class="_ _1b" />Furthermor<span class="_ _1" />e, <span class="_ _1b" />the <span class="_ _1b" />pare<span class="_ _1" />nt <span class="_ _1b" />company <span class="_ _23"> </span>recorded <span class="_ _1b" />incom<span class="_ _1" />e <span class="_ _1b" />from </span></div><div class="t m0 x11 h2 y932 ff1 fs0 fc0 sc0 ls0 ws0">dividends <span class="ls2">of</span> <span class="_ _1" />Euro 12,901 k fr<span class="_ _1" />om its 100% subs<span class="_ _1" />idiary ATT<span class="_ _1" />ICA FERRIES S.M.S.<span class="_ _1" />A. </div><div class="t m0 x11 h2 yc67 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfe6 ff1 fs0 fc0 sc0 ls0 ws0">Regarding <span class="_ _3e" />the <span class="_ _3e" />risks <span class="_ _3e" />related<span class="_ _1" /> <span class="_ _13" />to <span class="_ _3e" />cash <span class="_ _3e" />and<span class="_ _1" /> <span class="_ _13" />cas<span class="_ _1" />h <span class="_ _13" />equ<span class="_ _1" />ivalents <span class="_ _3e" />in <span class="_ _13" />fore<span class="_ _1" />ign <span class="_ _3e" />currency <span class="_ _3e" />whi<span class="_ _1" />ch <span class="_ _13" />are <span class="_ _1a" />insignificant, <span class="_ _3e" />see <span class="_ _1c"> </span>Note<span class="_ _1" /> </div><div class="t m0 x11 h2 y1010 ff1 fs0 fc0 sc0 ls0 ws0">3.1.1. </div><div class="t m0 x11 h2 y935 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1011 ff1 fs0 fc0 sc0 ls0 ws0">Regarding the liquid<span class="_ _1" />ity risk analysis s<span class="_ _1" />ee Not<span class="_ _1" />e 3.1.3 and 3.1.8<span class="_ _1" />. </div></div></div><div class="pi" /></div>
<div id="pf93" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc93 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">147</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">7.2<span class="ls0">6. <span class="_ _34"> </span>Share Cap<span class="_ _1" />ital <span class="ff6">–</span> Reserves<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y1012 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1013 ff1 fs0 fc0 sc0 ls0 ws0">a) Share Capital<span class="_ _1" /> </div><div class="t m0 x11 h2 y1014 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _b" />share <span class="_ _b" />cap<span class="_ _1" />ital <span class="_ _b" />amounts <span class="_ _b" />t<span class="_ _1" />o <span class="_ _12" />E<span class="_ _1" />uro <span class="_ _b" />64,742 k, <span class="_ _12" />d<span class="_ _1" />ivided <span class="_ _b" />into <span class="_ _b" />21<span class="_ _1" />5,805,843 <span class="_ _b" />comm<span class="_ _1" />on <span class="_ _b" />registered <span class="_ _b" />shares<span class="_ _1" /> <span class="_ _3" /><span class="ls2">of <span class="_ _b" /><span class="ls0">no<span class="_ _1" />minal <span class="_ _b" />value<span class="_ _1" /> </span></span></div><div class="t m0 x11 h2 y1015 ff1 fs0 fc0 sc0 ls0 ws0">Euro 0.30per share<span class="_ _1" />. </div><div class="t m0 x11 h2 y1016 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y1017 w122 h1be"><div class="t m3a x6f h1bf y1018 ff2 fs47 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP - COMPAN<span class="_ _b" />Y</div></div><div class="c x142 y1017 w123 h1be"><div class="t m3a x86 h1bf y1019 ff2 fs47 fc0 sc0 ls0 ws0">N<span class="_ _3" />um<span class="_ _1" />be<span class="_ _1" />r <span class="_ _1" />of </div><div class="t m3a x34 h1bf y101a ff2 fs47 fc0 sc0 ls0 ws0">Sha<span class="_ _13" />re<span class="_ _1" />s</div></div><div class="c x143 y1017 w124 h1be"><div class="t m3a x87 h1bf y1019 ff2 fs47 fc0 sc0 ls0 ws0">N<span class="_ _3" />om<span class="_ _1" />ina<span class="_ _13" />l<span class="_ _1" /> </div><div class="t m3a x34 h1bf y101a ff2 fs47 fc0 sc0 ls0 ws0">va<span class="_ _1" />lue</div></div><div class="c xca y1017 w125 h1be"><div class="t m3a x3a h1bf y101b ff2 fs47 fc0 sc0 ls0 ws0">Va<span class="_ _13" />l<span class="_ _1" />ue<span class="_ _1" /> <span class="_ _1" />of </div><div class="t m3a x129 h1bf y1018 ff2 fs47 fc0 sc0 ls0 ws0">comm<span class="_ _1" />on </div><div class="t m3a x24 h1bf y101c ff2 fs47 fc0 sc0 ls0 ws0">s<span class="_ _12" />ha<span class="_ _13" />re<span class="_ _1" />s</div></div><div class="c xa4 y1017 w126 h1be"><div class="t m3a x129 h1bf y1019 ff2 fs47 fc0 sc0 ls0 ws0">Sha<span class="_ _13" />re<span class="_ _1" /> </div><div class="t m3a x84 h1bf y101a ff2 fs47 fc0 sc0 ls0 ws0">pre<span class="_ _1" />m<span class="_ _1" />i<span class="_ _1" />um</div></div><div class="c x11 y101d w122 h1c0"><div class="t m3a x6f h1bf y101e ff2 fs47 fc0 sc0 ls0 ws0">B<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 1.1.202<span class="_ _3" />0<span class="_ _58"> </span>215<span class="_ _b" />,<span class="_ _1" />805<span class="_ _3" />,843<span class="_ _169"> </span>0.<span class="_ _1" />30<span class="_ _7a"> </span>64,74<span class="_ _3" />2<span class="_ _56"> </span>316<span class="_ _3" />,743</div></div><div class="c x11 y101f w122 h1c1"><div class="t m3a x6f h1c2 y1020 ff1 fs47 fc0 sc0 ls0 ws0">Shar<span class="_ _b" />e <span class="_ _1" />is<span class="_ _1" />s<span class="_ _1" />ue</div><div class="t m3a x4d h1c2 y1021 ff1 fs47 fc0 sc0 ls0 ws0">- C<span class="_ _3" />ommon<span class="_ _1b0"> </span>-<span class="_ _50"> </span>-<span class="_ _1b1"> </span>-<span class="_ _19d"> </span>-</div><div class="t m3a x6f h1c2 y1022 ff1 fs47 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />c<span class="_ _1" />han<span class="_ _b" />ges<span class="_ _1b0"> </span>-<span class="_ _50"> </span>-<span class="_ _eb"> </span>-</div></div><div class="c x11 y1023 w122 h1c3"><div class="t m3a x7b h1c2 y1024 ff1 fs47 fc0 sc0 ls0 ws0">-</div></div><div class="c x11 y1025 w122 h1c4"><div class="t m3a x6f h1bf y1026 ff2 fs47 fc0 sc0 ls0 ws0">B<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31.12<span class="_ _3" />.202<span class="_ _3" />0<span class="_ _5b"> </span>215<span class="_ _3" />,805<span class="_ _3" />,843<span class="_ _5b"> </span>0.30<span class="_ _7a"> </span>64,74<span class="_ _3" />2<span class="_ _56"> </span>316<span class="_ _3" />,<span class="_ _1" />74<span class="_ _b" />3</div></div><div class="c x11 y101f w122 h1c1"><div class="t m3a x6f h1c2 y1027 ff1 fs47 fc0 sc0 ls0 ws0">Shar<span class="_ _b" />e <span class="_ _1" />is<span class="_ _1" />s<span class="_ _1" />ue</div><div class="t m3a x4d h1c2 y1028 ff1 fs47 fc0 sc0 ls0 ws0">- C<span class="_ _3" />ommon<span class="_ _1b0"> </span>-<span class="_ _50"> </span>-<span class="_ _1b1"> </span>-<span class="_ _19d"> </span>-</div><div class="t m3a x6f h1c2 y1029 ff1 fs47 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />c<span class="_ _1" />han<span class="_ _b" />ges<span class="_ _1b0"> </span>-<span class="_ _50"> </span>-<span class="_ _eb"> </span>-</div></div><div class="c x11 y102a w122 h1c5"><div class="t m3a x7b h1c2 y102b ff1 fs47 fc0 sc0 ls0 ws0">-</div></div><div class="c x11 y102c w122 h1c6"><div class="t m3a x6f h1bf y102d ff2 fs47 fc0 sc0 ls0 ws0">B<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31.12<span class="_ _3" />.202<span class="_ _3" />1<span class="_ _5b"> </span>215<span class="_ _3" />,805<span class="_ _3" />,843<span class="_ _5b"> </span>0.30<span class="_ _7a"> </span>64,74<span class="_ _3" />2<span class="_ _56"> </span>316<span class="_ _3" />,<span class="_ _1" />74<span class="_ _b" />3</div></div><div class="c x11 y102e w122 h1c7"><div class="t m3a xe2 h1c2 y102f ff1 fs47 fc0 sc0 ls0 ws0">.</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xd9 h2 yb3d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya19 ff1 fs0 fc0 sc0 ls0 ws0">b) Fair Value Reserv<span class="_ _1" />es    </div><div class="t m0 x11 h9c y1030 ff1 fs13 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y1031 w127 h1c8"><div class="t m3b x6f h1c9 y1032 ff2 fs48 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div></div><div class="c x11 y1033 w127 h1ca"><div class="t m3b x69 h1c9 y1034 ff2 fs48 fc0 sc0 ls0 ws0">Fa<span class="_ _1" />i<span class="_ _1" />r <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> <span class="_ _1" />re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c xf0 y1033 w128 h1ca"><div class="t m3b x62 h1c9 y1035 ff2 fs48 fc0 sc0 ls0 ws0">Cas<span class="_ _b" />h <span class="_ _1" />flow<span class="_ _13" /> </div><div class="t m3b x5d h1c9 y1036 ff2 fs48 fc0 sc0 ls0 ws0">he<span class="_ _1" />dge</div></div><div class="c x11 y1037 w127 h1cb"><div class="t m3b x144 h1c9 y1038 ff2 fs48 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div><div class="t m3b x6f h1c9 y1039 ff2 fs48 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 1.1.<span class="_ _1" />20<span class="_ _3" />20<span class="_ _15a"> </span>-<span class="_ _63"> </span>2,<span class="_ _1" />68<span class="_ _3" />7<span class="_ _5f"> </span>2,687</div></div><div class="c x11 y103a w127 h1cc"><div class="t m3b x6f h1c9 y103b ff1 fs48 fc0 sc0 ls0 ws0">Ca<span class="_ _b" />s<span class="_ _1" />h <span class="_ _1" />f<span class="_ _3" />low<span class="_ _b" /> <span class="_ _1" />hed<span class="_ _3" />ge<span class="_ _1b2"> </span>-<span class="_ _62"> </span>-4<span class="_ _3" />,<span class="_ _1" />13<span class="_ _3" />9<span class="_ _aa"> </span><span class="ff2">-4,139</span></div></div><div class="c x11 y1037 w127 h1cb"><div class="t m3b x6f h1c9 y103c ff2 fs48 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />20<span class="_ _147"> </span>-<span class="_ _62"> </span>-1<span class="_ _3" />,452<span class="_ _aa"> </span>-1<span class="_ _3" />,<span class="_ _1" />45<span class="_ _3" />2</div></div><div class="c x11 y103d w127 h1cd"><div class="t m3b x6f h1c9 y1036 ff1 fs48 fc0 sc0 ls0 ws0">Ca<span class="_ _b" />s<span class="_ _1" />h <span class="_ _1" />f<span class="_ _3" />low<span class="_ _b" /> <span class="_ _1" />hed<span class="_ _3" />ge<span class="_ _1b2"> </span>-<span class="_ _63"> </span>4,781<span class="_ _6a"> </span><span class="ff2">4,781</span></div></div><div class="c x11 y1037 w127 h1cb"><div class="t m3b x6f h1c9 y103e ff2 fs48 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />21<span class="_ _147"> </span>-<span class="_ _63"> </span>3<span class="_ _3" />,329<span class="_ _5f"> </span>3,329</div><div class="t m3b x6f h1c9 y103f ff2 fs48 fc0 sc0 ls0 ws0">CO<span class="_ _3" />MPANY</div></div><div class="c x11 y1040 w127 h1ce"><div class="t m3b x69 h1c9 y1041 ff2 fs48 fc0 sc0 ls0 ws0">Fa<span class="_ _1" />i<span class="_ _1" />r <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> <span class="_ _1" />re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c xf0 y1040 w128 h1ce"><div class="t m3b x1f h1c9 y1042 ff2 fs48 fc0 sc0 ls0 ws0">Reva<span class="_ _1" />l<span class="_ _1" />ua<span class="_ _13" />tion </div><div class="t m3b x87 h1c9 y1041 ff2 fs48 fc0 sc0 ls0 ws0">of fina<span class="_ _1" />nci<span class="_ _1" />a<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m3b x87 h1c9 y1036 ff2 fs48 fc0 sc0 ls0 ws0">ins<span class="_ _b" />trume<span class="_ _13" />nts</div></div><div class="c x11 y1037 w127 h1cb"><div class="t m3b x144 h1c9 y1043 ff2 fs48 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div><div class="t m3b x6f h1c9 y1044 ff2 fs48 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 1.1.<span class="_ _1" />20<span class="_ _3" />20<span class="_ _7b"> </span>12<span class="_ _3" />9,99<span class="_ _3" />9<span class="_ _c1"> </span>-<span class="_ _8c"> </span>129<span class="_ _3" />,<span class="_ _1" />99<span class="_ _3" />9</div></div><div class="c x11 y1045 w129 h1cf"><div class="t m3b x6f h1d0 y1046 ff1 fs48 fc0 sc0 ls0 ws0">Gain<span class="_ _3" />s/<span class="_ _1" /> <span class="_ _1" />(loss<span class="_ _1" />es) fr<span class="_ _3" />om v<span class="_ _12" />alua<span class="_ _3" />ti<span class="_ _1" />on<span class="_ _3" /> t<span class="_ _1" />ran<span class="_ _3" />sfe<span class="_ _3" />rr<span class="_ _b" />ed t<span class="_ _1" />o </div><div class="t m3b x6f h1d0 y1047 ff1 fs48 fc0 sc0 ls0 ws0">eq<span class="_ _3" />uity</div></div><div class="c x11 y1037 w127 h1cb"><div class="t m3b x18 h1c9 y1048 ff1 fs48 fc0 sc0 ls0 ws0">-7<span class="_ _3" />,512<span class="_ _f1"> </span>-<span class="_ _aa"> </span><span class="ff2">-7,512</span></div><div class="t m3b x6f h1c9 y1049 ff2 fs48 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />20<span class="_ _1b0"> </span>122<span class="_ _3" />,487<span class="_ _f1"> </span>-<span class="_ _b8"> </span>122<span class="_ _3" />,487</div></div><div class="c x11 y104a w129 h1cf"><div class="t m3b x6f h1d0 y1046 ff1 fs48 fc0 sc0 ls0 ws0">Gain<span class="_ _3" />s/<span class="_ _1" /> <span class="_ _1" />(loss<span class="_ _1" />es) fr<span class="_ _3" />om v<span class="_ _12" />alua<span class="_ _3" />ti<span class="_ _1" />on<span class="_ _3" /> t<span class="_ _1" />ran<span class="_ _3" />sfe<span class="_ _3" />rr<span class="_ _b" />ed t<span class="_ _1" />o </div><div class="t m3b x6f h1d0 y1047 ff1 fs48 fc0 sc0 ls0 ws0">eq<span class="_ _3" />uity</div></div><div class="c x11 y1037 w127 h1cb"><div class="t m3b x25 h1c9 y104b ff1 fs48 fc0 sc0 ls0 ws0">31<span class="_ _3" />,621<span class="_ _f1"> </span>-<span class="_ _9a"> </span><span class="ff2">31,621</span></div><div class="t m3b x6f h1c9 y104c ff2 fs48 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _13" />nce<span class="_ _1" /> a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />21<span class="_ _1b0"> </span>154<span class="_ _3" />,108<span class="_ _f1"> </span><span class="ff1">-<span class="_ _b8"> </span></span>154<span class="_ _3" />,108</div></div><div class="c x8 y1031 w12a h1c8"><div class="t m3b xc5 h1c9 y1032 ff2 fs48 fc0 sc0 ls0 ws0">Fa<span class="_ _1" />i<span class="_ _1" />r <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> <span class="_ _1" />re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x8 y104d w12a h1d1"><div class="t m3b xc5 h1c9 y103b ff2 fs48 fc0 sc0 ls0 ws0">Fa<span class="_ _1" />i<span class="_ _1" />r <span class="_ _1" />va<span class="_ _1" />lue<span class="_ _13" /> <span class="_ _1" />re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x121 h2 y104e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc65 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y104f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1050 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1051 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ya31 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ye9e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1052 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y48c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1053 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1054 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6c3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1055 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y357 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf94" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc94 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">148</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">c) Other Reserves<span class="_ _1" /> </div><div class="t m0 x49 h2 yaaf ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y1057 ff2 fs49 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div></div><div class="c x70 y1058 w12c h1d4"><div class="t m3c x34 h1d3 y1059 ff2 fs49 fc0 sc0 ls0 ws0">Sta<span class="_ _1" />tut<span class="_ _3" />ory </div><div class="t m3c x3a h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">Res<span class="_ _b" />e<span class="_ _1" />rve</div></div><div class="c xe4 y1058 w12d h1d4"><div class="t m3c x5e h1d3 y1059 ff2 fs49 fc0 sc0 ls0 ws0">Spe<span class="_ _13" />cia<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m3c xab h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x13a y1058 w12e h1d4"><div class="t m3c x94 h1d3 y1059 ff2 fs49 fc0 sc0 ls0 ws0">Ot<span class="_ _3" />he<span class="_ _1" />r </div><div class="t m3c x85 h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x11 y1058 w12b h1d4"><div class="t m3c x145 h1d3 y105b ff2 fs49 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y105c ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 1.1.<span class="_ _1" />20<span class="_ _3" />20<span class="_ _6d"> </span>1<span class="_ _3" />8,133<span class="_ _6f"> </span>8,128<span class="_ _b1"> </span>91,469<span class="_ _e"> </span>117<span class="_ _3" />,729</div></div><div class="c x11 y105d w12b h1d5"><div class="t m3c x6f h1d6 y105e ff1 fs49 fc0 sc0 ls0 ws0">T<span class="_ _b" />ran<span class="_ _3" />sfe<span class="_ _3" />rs <span class="_ _1" />be<span class="_ _3" />twee<span class="_ _3" />n re<span class="_ _3" />s<span class="_ _1" />er<span class="_ _3" />v<span class="_ _12" />es <span class="_ _1" />and<span class="_ _3" /> retaine<span class="_ _3" />d ear<span class="_ _b" />nings<span class="_ _e4"> </span>1,<span class="_ _1" />45<span class="_ _3" />0<span class="_ _89"> </span>-<span class="_ _5f"> </span>-<span class="_ _4a"> </span>1,450</div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y105f ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />20<span class="_ _12c"> </span>19,58<span class="_ _3" />3<span class="_ _6f"> </span>8,<span class="_ _1" />12<span class="_ _3" />8<span class="_ _bd"> </span>91<span class="_ _3" />,469<span class="_ _1b3"> </span>11<span class="_ _3" />9,179</div></div><div class="c x70 y1060 w12c h1d4"><div class="t m3c x34 h1d3 y1061 ff2 fs49 fc0 sc0 ls0 ws0">Sta<span class="_ _1" />tut<span class="_ _3" />ory </div><div class="t m3c x3a h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">Res<span class="_ _b" />e<span class="_ _1" />rve</div></div><div class="c xe4 y1060 w12d h1d4"><div class="t m3c x5e h1d3 y1061 ff2 fs49 fc0 sc0 ls0 ws0">Spe<span class="_ _13" />cia<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m3c xab h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x13a y1060 w12e h1d4"><div class="t m3c x94 h1d3 y1061 ff2 fs49 fc0 sc0 ls0 ws0">Ot<span class="_ _3" />he<span class="_ _1" />r </div><div class="t m3c x85 h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x11 y1060 w12b h1d4"><div class="t m3c x145 h1d3 y1062 ff2 fs49 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y1063 ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 1.1.<span class="_ _1" />20<span class="_ _3" />21<span class="_ _6d"> </span>1<span class="_ _3" />9,583<span class="_ _6f"> </span>8,128<span class="_ _b1"> </span>91,469<span class="_ _e"> </span>119<span class="_ _3" />,179</div></div><div class="c x11 y1064 w12b h1d7"><div class="t m3c x6f h1d6 y1065 ff1 fs49 fc0 sc0 ls0 ws0">T<span class="_ _b" />ran<span class="_ _3" />sfe<span class="_ _3" />rs <span class="_ _1" />be<span class="_ _3" />twee<span class="_ _3" />n re<span class="_ _3" />s<span class="_ _1" />er<span class="_ _3" />v<span class="_ _12" />es <span class="_ _1" />and<span class="_ _3" /> retaine<span class="_ _3" />d ear<span class="_ _b" />nings<span class="_ _e6"> </span><span class="ls64">193<span class="_ _4c"> </span></span>-<span class="_ _5f"> </span>-<span class="_ _52"> </span><span class="ls64">193</span></div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y1066 ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />21<span class="_ _12c"> </span>19,77<span class="_ _3" />6<span class="_ _6f"> </span>8,<span class="_ _1" />12<span class="_ _3" />8<span class="_ _bd"> </span>91<span class="_ _3" />,469<span class="_ _1b3"> </span>11<span class="_ _3" />9,372</div><div class="t m3c x6f h1d3 y1067 ff2 fs49 fc0 sc0 ls0 ws0">CO<span class="_ _3" />MPANY</div></div><div class="c x70 y1068 w12c h1d4"><div class="t m3c x34 h1d3 y1061 ff2 fs49 fc0 sc0 ls0 ws0">Sta<span class="_ _1" />tut<span class="_ _3" />ory </div><div class="t m3c x3a h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">Res<span class="_ _b" />e<span class="_ _1" />rve</div></div><div class="c xe4 y1068 w12d h1d4"><div class="t m3c x5e h1d3 y1061 ff2 fs49 fc0 sc0 ls0 ws0">Spe<span class="_ _13" />cia<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m3c xab h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x13a y1068 w12e h1d4"><div class="t m3c x94 h1d3 y1061 ff2 fs49 fc0 sc0 ls0 ws0">Ot<span class="_ _3" />he<span class="_ _1" />r </div><div class="t m3c x85 h1d3 y105a ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x11 y1068 w12b h1d4"><div class="t m3c x145 h1d3 y1069 ff2 fs49 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y106a ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 1.1.<span class="_ _1" />20<span class="_ _3" />20<span class="_ _6d"> </span>1<span class="_ _3" />3,432<span class="_ _6f"> </span>5,388<span class="_ _e"> </span>7,267<span class="_ _87"> </span>26,087</div><div class="t m3c x6f h1d6 y106b ff1 fs49 fc0 sc0 ls0 ws0">Div<span class="_ _12" />ide<span class="_ _3" />nd<span class="_ _3" />s<span class="_ _1" /> fr<span class="_ _3" />om re<span class="_ _3" />s<span class="_ _1" />er<span class="_ _3" />v<span class="_ _12" />es<span class="_ _146"> </span><span class="ls64">370<span class="_ _4c"> </span></span>-<span class="_ _5f"> </span>-<span class="_ _52"> </span><span class="ls64">370</span></div><div class="t m3c x6f h1d3 y106c ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />20<span class="_ _12c"> </span>13,80<span class="_ _3" />2<span class="_ _6f"> </span>5,<span class="_ _1" />38<span class="_ _3" />8<span class="_ _1b3"> </span>7,267<span class="_ _87"> </span>26,457</div></div><div class="c x70 y106d w12c h1d4"><div class="t m3c x34 h1d3 y106e ff2 fs49 fc0 sc0 ls0 ws0">Sta<span class="_ _1" />tut<span class="_ _3" />ory </div><div class="t m3c x3a h1d3 y106f ff2 fs49 fc0 sc0 ls0 ws0">Res<span class="_ _b" />e<span class="_ _1" />rve</div></div><div class="c xe4 y106d w12d h1d4"><div class="t m3c x5e h1d3 y106e ff2 fs49 fc0 sc0 ls0 ws0">Spe<span class="_ _13" />cia<span class="_ _1" />l<span class="_ _1" /> </div><div class="t m3c xab h1d3 y106f ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x13a y106d w12e h1d4"><div class="t m3c x94 h1d3 y106e ff2 fs49 fc0 sc0 ls0 ws0">Ot<span class="_ _3" />he<span class="_ _1" />r </div><div class="t m3c x85 h1d3 y106f ff2 fs49 fc0 sc0 ls0 ws0">re<span class="_ _1" />s<span class="_ _b" />e<span class="_ _1" />rve<span class="_ _1" />s</div></div><div class="c x11 y106d w12b h1d4"><div class="t m3c x145 h1d3 y1070 ff2 fs49 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y1071 ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 1.1.<span class="_ _1" />20<span class="_ _3" />21<span class="_ _6d"> </span>1<span class="_ _3" />3,802<span class="_ _6f"> </span>5,388<span class="_ _e"> </span>7,267<span class="_ _87"> </span>26,457</div></div><div class="c x11 y1072 w12b h1d7"><div class="t m3c x6f h1d6 y1073 ff1 fs49 fc0 sc0 ls0 ws0">T<span class="_ _b" />ran<span class="_ _3" />sfe<span class="_ _3" />rs <span class="_ _1" />be<span class="_ _3" />twee<span class="_ _3" />n re<span class="_ _3" />s<span class="_ _1" />er<span class="_ _3" />v<span class="_ _12" />es <span class="_ _1" />and<span class="_ _3" /> retaine<span class="_ _3" />d ear<span class="_ _b" />nings<span class="_ _c9"> </span><span class="ls64">74<span class="_ _4c"> </span></span>-<span class="_ _5f"> </span>-<span class="_ _c4"> </span><span class="ls64">74</span></div></div><div class="c x11 y1056 w12b h1d2"><div class="t m3c x6f h1d3 y1074 ff2 fs49 fc0 sc0 ls0 ws0">Bal<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> <span class="_ _1" />of 31.12.20<span class="_ _3" />21<span class="_ _12c"> </span>13,87<span class="_ _3" />6<span class="_ _6f"> </span>5,<span class="_ _1" />38<span class="_ _3" />8<span class="_ _1b3"> </span>7,267<span class="_ _87"> </span>26,531</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x110 h33 y1075 ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yda ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ydb ff1 fs0 fc0 sc0 ls2 ws0">7.2<span class="ls0">7. <span class="_ _34"> </span>End of serv<span class="_ _1" />ice employee <span class="_ _1" />benefit obligations<span class="_ _1" /> </span></div><div class="t m0 x11 h97 y4f8 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1076 ff1 fs0 fc0 sc0 ls0 ws0">Accrued pension and ret<span class="_ _1" />irement <span class="_ _1" />obligations refer to <span class="_ _1" />personnel comp<span class="_ _1" />ensation due to retir<span class="_ _1" />ement.<span class="_ _1" /> </div><div class="t m0 x11 h2 y1077 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1078 ff1 fs0 fc0 sc0 ls0 ws0">The Group has the leg<span class="_ _1" />al obligation <span class="_ _1" />to pay its e<span class="_ _1" />mployees a compensat<span class="_ _1" />ion at their date o<span class="_ _1" />f departure due to <span class="_ _13" /> </div><div class="t m0 x11 h2 y1079 ff1 fs0 fc0 sc0 ls0 ws0">retirement. </div><div class="t m0 x11 h2 yb47 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y3f5 ff1 fs0 fc0 sc0 ls0 ws0">The above-menti<span class="_ _1" />oned obligation is <span class="_ _1" />a defined benefit p<span class="_ _1" />lan ac<span class="_ _1" />cording to IAS 19.<span class="_ _1" /> </div><div class="t m0 x11 h2 yfc3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y107a ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _1" />the <span class="_ _1" />fiscal <span class="_ _1" />year <span class="_ _1" />202<span class="_ _1" />1 t<span class="_ _1" />he <span class="_ _1" />yield <span class="_ _1" />of <span class="_ _1" />iBoxx <span class="_ _1" />AA <span class="_ _1" />Corporat<span class="_ _1" />e O<span class="_ _1" />verall <span class="_ _1" />10 <span class="_ _1" />+ <span class="_ _1" />EUR <span class="_ _1" />indices<span class="_ _1" /> <span class="_ _13" />was <span class="_ _1" />used <span class="_ _1" />as <span class="_ _1" />a <span class="_ _1" />discoun<span class="_ _1" />t rat<span class="_ _1" />e, </div><div class="t m0 x11 h2 y107b ff1 fs0 fc0 sc0 ls0 ws0">which <span class="_ _1a" />is <span class="_ _1b" />considered <span class="_ _1b" />consis<span class="_ _1" />tent <span class="_ _1a" />with <span class="_ _1b" />the <span class="_ _1a" />pri<span class="_ _1" />nciples <span class="_ _1b" />of <span class="_ _1a" />IAS <span class="_ _1b" />19 <span class="_ _1a" />s<span class="_ _1" />ince <span class="_ _1b" />i<span class="_ _1" />t <span class="_ _1a" />is <span class="_ _1b" />based <span class="_ _1b" />on <span class="_ _1a" />bonds <span class="_ _1b" />correspon<span class="_ _1" />ding <span class="_ _1a" />to <span class="_ _1b" />the </div><div class="t m0 x11 h2 y107c ff1 fs0 fc0 sc0 ls0 ws0">currency and est<span class="_ _1" />imated term in r<span class="_ _1" />elation to employee <span class="_ _1" />benefits and appropr<span class="_ _1" />iate for long<span class="_ _1" />-<span class="_ _1" />term provisions.<span class="_ _1" /> </div><div class="t m0 x11 h2 y489 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y48a ff1 fs0 fc0 sc0 ls0 ws0">The assumptions used<span class="_ _1" /> for the e<span class="_ _1" />mployee benefit prov<span class="_ _1" />isions are the f<span class="_ _1" />ollowing:<span class="_ _1" /> </div><div class="t m0 x11 h2 y1b0 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y107d w12f h1d8"><div class="t m3d x3 h1d9 y107e ff2 fs4a fc0 sc0 ls65 ws0">2021<span class="_ _169"> </span>2020</div><div class="t m3d x6f h1da y107f ff1 fs4a fc0 sc0 ls0 ws0">D<span class="_ _3" />is<span class="_ _1" />c<span class="_ _1" />ou<span class="_ _3" />n<span class="_ _3" />t <span class="_ _1" />ra<span class="_ _3" />te<span class="_ _16e"> </span>0.75%<span class="_ _52"> </span>0<span class="_ _3" />.<span class="_ _1" />90<span class="_ _b" />%</div></div><div class="c x11 y1080 w12f h1db"><div class="t m3d x6f h1da y1081 ff1 fs4a fc0 sc0 ls0 ws0">I<span class="_ _b" />nf<span class="_ _b" />lation<span class="_ _1b4"> </span>1.80<span class="_ _b" />%<span class="_ _ba"> </span>1.80<span class="_ _3" />%</div></div><div class="c x11 y107d w12f h1d8"><div class="t m3d x6f h1da y1082 ff1 fs4a fc0 sc0 ls0 ws0">Ex<span class="_ _1" />pect<span class="_ _1" />ed<span class="_ _b" /> <span class="_ _1" />ra<span class="_ _3" />te <span class="_ _1" />of<span class="_ _12" /> <span class="_ _1" />s<span class="_ _1" />alar<span class="_ _b" />y<span class="_ _1" /> <span class="_ _1" />inc<span class="_ _1" />r<span class="_ _3" />ea<span class="_ _b" />s<span class="_ _1" />es<span class="_ _5b"> </span>1.80%<span class="_ _52"> </span>1.50<span class="_ _b" />%</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xa8 h2 y1083 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1084 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb97 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y417 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y670 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf95" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc95 w0 h0"><img 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tz26Kut7G6vqKgY92+/+9wd8z9z45/T6ZZT6s89/QNh0Oy+37rz+VWr1+zyoRoaGv704GO3/GtfunzS+JOy0ju2CdaHgzaXl1uDAQDYbkdwP/DI1Dlrk03PtHpMUXxIn5y2PMqGyoZZa3bMmVlRnrnpt/d8/2tXNr3Nv58/9rN/fH37+Z6qkuH4ayefd0zh4ML8vgU9shLxEUOLTvrgcU3vcviI4SN6B0ubFOwfZ25+6hM/ueCYwsMP7tstNzsvN/vs00/q1avXXr3ns045Ov7A4nSTv1FMWVg74uM/Pnts38MH98nvntM4HSiVzmyuqF66vvyfb2xaVh4FQTBtecPYy376xUkjvva5j28/BuWYUUeMH54zffmOH7zOL0kPv+quwQWxEYXZfXpkxYIwCIL6VLqkouGtkmRVch//NpKVlXVY1oYFmWHvbJfFpr0896PnnGklBgCgWdzX1NReddvsTPMTV/3puxcdNXZ0Wx6luKRk8OW3b797FIQ3/mPVGcfPGn/Kidtvc8Unzv/vh+cvKtux331ZeXTLcxuDYMcPRZfd2Wf4IcO2X8zOzp78jQ+d+Z//zDT5Oe+K5veaNPWNp/7wrb16z2NHj/zW2YN++mSzOTbLy6PbZpQFwR7+drGoLHPd/UsumrR22NAh2xfecPm46Tc91/RmmSBcXRGtrqgPghZHxXlXs55OObzvgkU7Ls5eVfVRqzAAAO/Ytvv5hfkrWhwk5wvj+rTlqC+NigYO/NknRjSdnRIF4ed+/XR9fbO0vfkLpxV2a+1xKiqrWiwZf8qJ//yviUMLdnuXVZsb9uFt//j6q/78pWMH5e91avfKib48vt9BRQObLpx0xqlP3nDGJ4/NfxcH1WyTU084tmdqx+bHqsyA3c3/AQCg68Z9bbLZRPZ+ecGt3//iXp3a6ZtfvOywfs1OdFW8NdNiIvuHJ45f8cA3bjh3UG581xPcY7FdPONZp4+bdvOVJwzedTgndjoNV3bzRVmJ2K6eKPbpj50385YrTh+eHQZtncR/zsi8VQ98/db/+lJ2dnaLq86ecNoDv/z6S7/86AVjuuXs6aSxhXnR+aObbeWMHtKmE9Z269btcyfs2NBJxXJvfWKulRgAgEZhY39vLt9y2Q13lL9zrMlLTz3kumsu3dvHuuuBf/xh6oJtGZoT/8Ylx59/9oRd3nLO6/N+89dpTy+oKKneUfMDukdv/+W6/Pxdn7o1iqK/PDzljiffWFCS3FQbNc7dD4Poxx8d/r2vfLrpLV94ec6Z/29q49ZKfnYw/acXH3v02FZe9uIlS3/3wNOPz9u0piKT3ulgQWEQDe8dO+eofpNOOPzcs8YnEnveOV9cUjJj1tw1G8rXllZW1iaTqXQYhrlZ8b49c4cf1PfQgweccNxReXl5t93z8CuLi6Mo6l+Q95PrP7vzBsPuxuGqW2fUJHq9czH9wwk9Rh1xmFUZAIAweo/ODLUPoiiqqqqqra1rSCbT6fSA/oW5ubltvFdVdXUqlY7HY7s8UevGjaXVNTVhGBb269u9e/c2vp66urrKyq3JVLLxLLOxWCw3Jyc/v0dbXtX76eZ7HnupZuj2i/1SxTdfc0ZOTo61GQBA3EdG4cDy1sLFP5je7McM/zamZsJpJxkZAIAuLmYIDjgjDx/RI7Wp6ZL5K0sNCwAAic76xqqrq5evXB2GYdGA/n379nk/n3r5ipXrNpQFQdCnIH/4sCF5eXn78CDFJSVVVTWHjRi+81XxePzL4/re/GJtMr7tkedV5FdXV7d9AhIAAJ1S55yWc/8jU678/ZxkpvFHt5k7rj766ssuen+e+rmZs/4wPyuKJd4Z33T/dMnlJw086fhj2/4gT0178Y6F3WJR5ozexZ+9aMIuNw/uemjq1LJB2y+e3H3VdZ853woNANCVdcJpOaWlZV+b/OoJB2c/e+NZ0374oa9PLDpi+KD356mrqqrunJveXvZBEERhfENi0P+8kr7t/ieSyWQbH+eZhZvDMBbFEs9VHPyVyS8vWLRk59t8/MOnxdM7Zt7PruxfU1NjhQYA6Mo62577zZvLx3/l9ycML5j8o6/sfJz+BYsWT5n+6jEjh854bUl+95zrr/nUhg0bn33x1SWrNxb0yL1w4kmN58e9875Hrv7URY13f/jxpwb26zPupON/8cf7xh46aMmqkrKKmsGFBZ84b0Lv3r1aPP6dD055avPg3b22ovTaL006fOThI/b4Lh57+vn/W5zemth28PusdO3h2RvGDuox4ZTjevfa8aQ/nvzovOSw7RcvGbTxk+efZZ0GAOiyOtue+4enTntrY+YzH/5AGIa1tbXFJSXb/5dMJt9asvK7Dy79j8nPF/XredjBA9auW3/olX/86uQ5URQ99dqaSd+6N5VKBUEw+elFmcy2M1s9PH3hC3MXB0Hwy8eXXfDT6a8v3dg7P/fuZ5aMvOK3W7ZsafrUURTN3NjarPfi+OAb/7Vlzuvz9/guzp80/s6vnHF01srGi8l43lvpYX9d3e+6e9+Y8syM7dtj40c3OwzoC6uTVmgAgK6ss/2gdlNFdRAEPfO7B0HwwD+e/twd87Zf9dqvLw6CIB2Ed377wqPGjg6C4A9//ntWLJx1y+WNv1sdf/XP/vzQE1ddeuHuHvwTxxXc/d/XBkFw0VkrR3z+nukvvXrhORO3Xzv12Zk1id6tv7xMLHvKnBXHH3vUHt9IGIbfvuKcPzz4z5lbBkbxbee3qkkU3P128PKyx771qQn5+T0GHzQgmLdjA2NjrH9paWlhYaHVGgCga+pse+5POebweBi9uWRVEAQXTDp1zq8unPOrC78+oX9+djBsyOAgCPKzo8ayD4Jg6dqyj32g9/Yj0pw2qvCpV1c0/vf2vePpTCb2zvSe047cNuVm+CHDRvePr1xftmPLYd4b9y+K7/HlxdP1447o38b3kpWVde3l59122aFn9Fydna7evnxRZtg1f1587e+evG3KvGZbDmHWjx6cXVVVZbUGABD3ncH4U0645tR+P3lofnV1dd++fT5wzFHHHX3krKXl3zh7SOMU+XiTefjDBvb+v7mb165b13hx1ttl448cHARBj5zErDlzgyDIZDKvrKzu3ye/8QYvL9x2yxUrVy3YmB4ycNuc+GQyecuM8vp4jz28uChzzVHpieNP3qt31Kd37y9fdt7kzx83qffaWGbbxJtMLGtD4qCV4dAWNy6OD77tb89arQEAuqZOeJz739xwzXd+cdeoT//6qEF5QRAsK62bOLrff3718sZr4002Zy6/aNK85RvOvv7uIX2yy6qSxw0r+MLlFwdB8Lmzx17+86kjCp+tT2XGFOWec8a2HH9zbdWZ1/ysoFtizeb66ycVfXjCuMblj/9rZu07P35tpezPG7Bhwmln79ubysnJueaT5568YNEjLy5Z2DAwFcvd3S3n1A5esGjJ6JGHW7kBALqaznmc+yAIMpnMvDcWxOOxkYePyM7eNme9vr6+qqp653NalZVt6tWrIJFocgjLKNq8uTw7Oys/f9tu+wHn33TrF0688MNnbiwt7V9YmJWVtf3G1936xLr4wa28mFgm+aVj0qefcsJ78tbmvbngV9M21SUKdneDE/NWXn/lBVZuAICuptOeoTYWix179NgWC3NycnJycna+cb9+Lfe7h2G4y/PaZmVlDTrooKZLtlRUFIcDWn8x43quP/2U9+wMU0ePHf3bIZX/+3/TX64eHIW7mOi/bGuuNRsAoAuKGYJ3o76+/sd/eT4Ty9711VE0ML3uk0PKvnTpOe/t8xb07HndFed/79TsIxMru6XKW1xbFu8/5ZnnfToAAF1Np52W854rLinpVVCQl5fXdGHrZ60aHVt54xfafXpMFEW/vufxWbXNflw7Mrbyh18wMwcAoGux576tigYObFH2qVRqxsb83d2+V2rDtR879f3YPgvD6688/6tH1xWm1jcuiWfqP/KBIT4yAICuxp77fff09BfvWLiLw1/mp8ouGZV11mknbv8h7/umbNOm6uqagoKevQoKfEAAAF1NwhDss5ffLguClnGfm6q48aIjDh48aL+8pH59+/br29dHAwAg7tk76+pyW4xft9SWn1xy2EFFRQYHAABxf8BYtGRpebz/9othlD4kXHv1OWOUPQAA4v4A8+SshVG47QA12enqb5/e66ix5xsWAADE/YFnWGGP1yoq40F6aE7FJ88cNeqIw4wJAAD7l6PlAABAJ+E49wAAIO4BAABxDwAAiHsAAEDcAwAAAABAx+dQmAAA0EmYlgMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLg3BAAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAQHtKGAKAdhKGoUGgo4miyApPFzdkyJBVq1Z12n962u9LDgAAvJ9MywEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAFqVMAQA7SQMQ4NAe4iiyAoPHfwbsb/Ycw8AAJ1EaFsHAAA6B3vuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQCAViUMAUA7CcPQINAeoiiywkMH/0bst2+i4QAAgM7BtBwAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMS9IQAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAACdQsIQALSTMAwNAh1NFEVWeLq4IUOGrFq1qtP+09N+X3IAAOD9ZFoOAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAG7pCIsAABRqSURBVMQ9AAAg7gEAAHEPAADi3hAAAIC4BwAAOpCEIQBoJ2EYGgTaQxRFVnjo4N+I/fZNNBwAANA5mJYDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAAC0KmEIANpJGIYGgfYQRZEVHjr4N2J/seceAAA6idC2DgAAdA723AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4NAQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAA4ICUMAUA7CcPQINAeoiiywkMH/0bst2+i4QAAgM7BtBwAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAKBVCUMA0E7CMDQItIcoiqzw0MG/EfuLPfcAANBJhLZ1AACgc7DnHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcW8IAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAAHUDCEAC0kzAMDQIdTRRFVni6uCFDhqxatarT/tPTfl9yAADg/WRaDgAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAA0KqEIQBoJ2EYGgTaQxRFVnjo4N+I/fZNNBwAANA5mJYDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4NwQAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAC6rIQhAGgnYRgaBNpDFEVWeOjg34j99k00HAAA0DmYlgMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AALQqYQgA2kkYhgaB9hBFkRUeOvg3Yn+x5x4AADqJ0LYOAAB0DvbcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7g0BAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAIAOK2EIANpJGIYGgY4miiIrPF3c0KFDV65c2Wn/6Wm/LzkAAPB+Mi0HAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxbwgAAEDcAwAAHUjCEAC0kzAMDQLtIYoiKzx08G/EfvsmGg4AAOgcTMsBAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcGwIAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AAPC+SBgCgHYShqFBoD1EUWSFhw7+jdhv30TDAQAAnYNpOQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHtDAAAA4h4AAOhAEoYAoJ2EYWgQaA9RFFnhoYN/I/bbN9FwAABA52BaDgAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4QAACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEA4P+3a+8mAMMADAUReP+VlQlcGn9y16YTMbyYIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAP5qmABgkSRGYIW2Xng4/ERsO4nmAACAN/gtBwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcW8CAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAFxmmABgkSRGYIW2Xng4/ETs4uYeAAAeEd86AADwBjf3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIexMAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3JgAAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AADAVEwAAwEXazh59cNFO7aZ+/CYAAAAASUVORK5CYII=" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">149</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">The analysis of the ob<span class="_ _1" />ligation is as follows:<span class="_ _13" /> </div></div><div class="c x11 y1085 w130 h1dc"><div class="t m3e x6f h1dd y1086 ff2 fs4b fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _3" />P</div><div class="t m3e x6f h1dd y1087 ff2 fs4b fc0 sc0 ls0 ws0">Ac<span class="_ _3" />crued <span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _12" />i<span class="_ _1" />on <span class="_ _1" />a<span class="_ _13" />nd re<span class="_ _13" />tire<span class="_ _1" />m<span class="_ _1" />e<span class="_ _1" />n<span class="_ _1" />t obl<span class="_ _1" />iga<span class="_ _13" />tions</div><div class="t m3e x6f h1de y1088 ff1 fs4b fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng-<span class="_ _b" />t<span class="_ _1" />erm pen<span class="_ _3" />s<span class="_ _1" />ion ob<span class="_ _3" />ligations<span class="_ _1b5"> </span>1,216<span class="_ _10e"> </span>1,084</div><div class="t m3e x6f h1dd y1089 ff2 fs4b fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1b6"> </span>1,216<span class="_ _10e"> </span>1,084</div><div class="t m3e x6f h1de y108a ff1 fs4b fc0 sc0 ls0 ws0">Ch<span class="_ _3" />an<span class="_ _3" />ge<span class="_ _3" />s <span class="_ _1" />in <span class="_ _1" />the pre<span class="_ _3" />s<span class="_ _1" />en<span class="_ _3" />t<span class="_ _1" /> v<span class="_ _12" />alue of<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />he def<span class="_ _b" />ined<span class="_ _3" /> bene<span class="_ _3" />f<span class="_ _b" />i<span class="_ _1" />t <span class="_ _1" />obliga<span class="_ _3" />ti<span class="_ _1" />on<span class="_ _3" /> are as <span class="_ _1" />f<span class="_ _3" />ollow<span class="_ _3" />s:</div></div><div class="c xf7 y108b w131 h1df"><div class="t m3e x86 h1dd y108c ff2 fs4b fc0 sc0 ls0 ws0">Defin<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />be<span class="_ _1" />n<span class="_ _1" />e<span class="_ _1" />fit pl<span class="_ _1" />a<span class="_ _13" />ns<span class="_ _12" /> </div><div class="t m3e x24 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">(N<span class="_ _b" />on<span class="_ _1" /> fina<span class="_ _13" />nce<span class="_ _1" />d)</div></div><div class="c x61 y108b w132 h1df"><div class="t m3e x62 h1dd y108c ff2 fs4b fc0 sc0 ls0 ws0">Defin<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />be<span class="_ _1" />n<span class="_ _1" />e<span class="_ _1" />fit pl<span class="_ _1" />a<span class="_ _13" />ns<span class="_ _12" /> </div><div class="t m3e x33 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">(N<span class="_ _b" />on<span class="_ _1" /> fina<span class="_ _13" />nce<span class="_ _1" />d)</div></div><div class="c x11 y1085 w130 h1dc"><div class="t m3e x6f h1dd y108e ff2 fs4b fc0 sc0 ls0 ws0">Defin<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />be<span class="_ _1" />n<span class="_ _1" />e<span class="_ _1" />fit obl<span class="_ _1" />i<span class="_ _1" />ga<span class="_ _1" />ti<span class="_ _1" />on 1 <span class="_ _1" />Ja<span class="_ _1" />nua<span class="_ _1" />ry<span class="_ _46"> </span>1,084<span class="_ _1b7"> </span><span class="ls66">996</span></div><div class="t m3e x6f h1de y108f ff1 fs4b fc0 sc0 ls0 ws0">Cu<span class="_ _3" />r<span class="_ _3" />re<span class="_ _3" />nt <span class="_ _1" />Serv<span class="_ _12" />ic<span class="_ _1" />e c<span class="_ _1" />ost<span class="_ _1b8"> </span><span class="ls66">136<span class="_ _1b7"> </span>136</span></div><div class="t m3e x6f h1de y1090 ff1 fs4b fc0 sc0 ls0 ws0">I<span class="_ _3" />nter<span class="_ _3" />est<span class="_ _1" /> <span class="_ _1" />expen<span class="_ _3" />s<span class="_ _1" />e<span class="_ _1b9"> </span><span class="ls66">10<span class="_ _d2"> </span>11</span></div></div><div class="c x11 y1091 w133 h1df"><div class="t m3e x6f h1de y1092 ff1 fs4b fc0 sc0 ls0 ws0">Re<span class="_ _3" />measur<span class="_ _3" />emen<span class="_ _3" />t <span class="_ _1" />- ac<span class="_ _1" />tuaria<span class="_ _3" />l <span class="_ _1" />loss<span class="_ _1" />es<span class="_ _1" /> (gain<span class="_ _3" />s<span class="_ _1" />) f<span class="_ _3" />ro<span class="_ _b" />m<span class="_ _1" /> </div><div class="t m3e x6f h1de y108d ff1 fs4b fc0 sc0 ls0 ws0">c<span class="_ _1" />ha<span class="_ _3" />ng<span class="_ _3" />es <span class="_ _1" />in fina<span class="_ _3" />ncial <span class="_ _1" />ass<span class="_ _1" />umpti<span class="_ _1" />on<span class="_ _3" />s</div></div><div class="c x11 y1085 w130 h1dc"><div class="t m3e x10c h1de y1093 ff1 fs4b fc0 sc0 ls66 ws0">28<span class="_ _168"> </span><span class="ls0">(5<span class="_ _3" />9)</span></div><div class="t m3e x6f h1de y1094 ff1 fs4b fc0 sc0 ls0 ws0">Benef<span class="_ _b" />it<span class="_ _1" />s<span class="_ _1" /> paid<span class="_ _1ba"> </span>-3<span class="_ _3" />13<span class="_ _1bb"> </span>-</div><div class="t m3e x6f h1de y1095 ff1 fs4b fc0 sc0 ls0 ws0">Pas<span class="_ _1" />t <span class="_ _1" />s<span class="_ _1" />erv<span class="_ _12" />ice <span class="_ _1" />c<span class="_ _1" />ost<span class="_ _1bc"> </span><span class="ls66">271<span class="_ _105"> </span></span>-</div><div class="t m3e x6f h1dd y1096 ff2 fs4b fc0 sc0 ls0 ws0">Defin<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />be<span class="_ _1" />n<span class="_ _1" />e<span class="_ _1" />fit obl<span class="_ _1" />i<span class="_ _1" />ga<span class="_ _1" />ti<span class="_ _1" />on 31 De<span class="_ _1" />ce<span class="_ _1" />m<span class="_ _1" />be<span class="_ _1" />r<span class="_ _1bd"> </span>1,216<span class="_ _10e"> </span>1,084</div><div class="t m3e x6f h1de y1097 ff1 fs4b fc0 sc0 ls0 ws0">T<span class="_ _b" />he amou<span class="_ _3" />nts<span class="_ _1" /> <span class="_ _1" />re<span class="_ _3" />cognized in <span class="_ _1" />the inc<span class="_ _1" />ome s<span class="_ _1" />t<span class="_ _1" />atement are as <span class="_ _1" />f<span class="_ _3" />ollow<span class="_ _b" />s<span class="_ _1" />:</div><div class="t m3e x77 h1dd y1098 ff2 fs4b fc0 sc0 ls0 ws0">Defin<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />be<span class="_ _1" />n<span class="_ _1" />e<span class="_ _1" />fit pl<span class="_ _1" />a<span class="_ _13" />ns<span class="_ _5f"> </span>Defi<span class="_ _1" />ne<span class="_ _1" />d <span class="_ _1" />be<span class="_ _13" />ne<span class="_ _1" />fit pl<span class="_ _1" />a<span class="_ _1" />n<span class="_ _1" />s</div><div class="t m3e x6f h1de y1099 ff1 fs4b fc0 sc0 ls0 ws0">Cu<span class="_ _3" />r<span class="_ _3" />re<span class="_ _3" />nt <span class="_ _1" />s<span class="_ _1" />er<span class="_ _3" />v<span class="_ _12" />ic<span class="_ _1" />e c<span class="_ _1" />os<span class="_ _1" />ts<span class="_ _1be"> </span><span class="ls66">136<span class="_ _1b7"> </span>136</span></div><div class="t m3e x6f h1de y109a ff1 fs4b fc0 sc0 ls0 ws0">Pas<span class="_ _1" />t <span class="_ _1" />s<span class="_ _1" />erv<span class="_ _12" />ice <span class="_ _1" />c<span class="_ _1" />ost<span class="_ _1bc"> </span><span class="ls66">271<span class="_ _105"> </span></span>-</div></div><div class="c x11 y109b w130 h1e0"><div class="t m3e x6f h1de y108d ff1 fs4b fc0 sc0 ls0 ws0">Ne<span class="_ _3" />t <span class="_ _1" />I<span class="_ _3" />ntere<span class="_ _3" />st<span class="_ _1" /> <span class="_ _1" />on the def<span class="_ _b" />ined obliga<span class="_ _3" />tion<span class="_ _19e"> </span><span class="ls66">10<span class="_ _d2"> </span>11</span></div></div><div class="c x11 y109c w130 h1e0"><div class="t m3e x6f h1dd y109d ff2 fs4b fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />e<span class="_ _13" />x<span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _12" />e<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />re<span class="_ _1" />cogni<span class="_ _1" />z<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />i<span class="_ _1" />n <span class="_ _1" />profit or <span class="_ _1" />l<span class="_ _1" />os<span class="_ _12" />s<span class="_ _15b"> </span><span class="ls66">417<span class="_ _1b7"> </span>147</span></div></div><div class="c x11 y1085 w130 h1dc"><div class="t m3e x6f h1de y109e ff1 fs4b fc0 sc0 ls0 ws0">T<span class="_ _b" />he amou<span class="_ _3" />nts<span class="_ _1" /> <span class="_ _1" />re<span class="_ _3" />cognized in <span class="_ _1" />other<span class="_ _b" /> <span class="_ _1" />c<span class="_ _1" />ompre<span class="_ _3" />he<span class="_ _3" />nsiv<span class="_ _12" />e <span class="_ _1" />income i<span class="_ _1" />n t<span class="_ _1" />he<span class="_ _3" /> <span class="_ _1" />St<span class="_ _1" />atement <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />Other<span class="_ _3" /> <span class="_ _1" />C<span class="_ _3" />ompr<span class="_ _3" />eh<span class="_ _3" />en<span class="_ _3" />s<span class="_ _1" />iv<span class="_ _12" />e In<span class="_ _3" />come <span class="_ _1" />ar<span class="_ _3" />e :</div></div><div class="c xf7 y109f w131 h1df"><div class="t m3e x86 h1dd y1092 ff2 fs4b fc0 sc0 ls0 ws0">Defin<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />be<span class="_ _1" />n<span class="_ _1" />e<span class="_ _1" />fit pl<span class="_ _1" />a<span class="_ _13" />ns<span class="_ _12" /> </div><div class="t m3e x24 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">(N<span class="_ _b" />on<span class="_ _1" /> fina<span class="_ _13" />nce<span class="_ _1" />d)</div></div><div class="c x61 y109f w132 h1df"><div class="t m3e x62 h1dd y1092 ff2 fs4b fc0 sc0 ls0 ws0">Defin<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />be<span class="_ _1" />n<span class="_ _1" />e<span class="_ _1" />fit pl<span class="_ _1" />a<span class="_ _13" />ns<span class="_ _12" /> </div><div class="t m3e x33 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">(N<span class="_ _b" />on<span class="_ _1" /> fina<span class="_ _13" />nce<span class="_ _1" />d)</div></div><div class="c x11 y10a0 w133 h1df"><div class="t m3e x6f h1de y108c ff1 fs4b fc0 sc0 ls0 ws0">Ac<span class="_ _1" />t<span class="_ _1" />uar<span class="_ _3" />ial gains <span class="_ _1" />/ <span class="_ _1" />(loss<span class="_ _1" />es<span class="_ _1" />) f<span class="_ _3" />ro<span class="_ _3" />m c<span class="_ _1" />hang<span class="_ _3" />es <span class="_ _1" />in fina<span class="_ _3" />ncial </div><div class="t m3e x6f h1de y108d ff1 fs4b fc0 sc0 ls0 ws0">ass<span class="_ _1" />umptions</div></div><div class="c x11 y1085 w130 h1dc"><div class="t m3e x7d h1de y10a1 ff1 fs4b fc0 sc0 ls0 ws0">-1<span class="_ _3" />7<span class="_ _fa"> </span>-1<span class="_ _b" />6</div></div><div class="c x11 y10a2 w133 h1df"><div class="t m3e x6f h1de y1092 ff1 fs4b fc0 sc0 ls0 ws0">Ac<span class="_ _1" />t<span class="_ _1" />uar<span class="_ _3" />ial gains <span class="_ _1" />/ <span class="_ _1" />(loss<span class="_ _1" />es<span class="_ _1" />) f<span class="_ _3" />ro<span class="_ _3" />m c<span class="_ _1" />hang<span class="_ _3" />es <span class="_ _1" />due<span class="_ _3" /> t<span class="_ _1" />o </div><div class="t m3e x6f h1de y108d ff1 fs4b fc0 sc0 ls0 ws0">exper<span class="_ _3" />ience</div></div><div class="c x11 y1085 w130 h1dc"><div class="t m3e x7d h1de y10a3 ff1 fs4b fc0 sc0 ls0 ws0">-1<span class="_ _3" />1<span class="_ _d2"> </span><span class="ls66">75</span></div></div><div class="c x11 y10a4 w133 h1df"><div class="t m3e x6f h1dd y10a5 ff2 fs4b fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />i<span class="_ _1" />ncome<span class="_ _13" /> <span class="_ _1" />/ <span class="_ _1" />(e<span class="_ _1" />x<span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _b" />e<span class="_ _1" />s<span class="_ _b" />) re<span class="_ _1" />cogni<span class="_ _1" />z<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />i<span class="_ _1" />n <span class="_ _1" />othe<span class="_ _1" />r </div><div class="t m3e x6f h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">compre<span class="_ _13" />he<span class="_ _1" />ns<span class="_ _b" />i<span class="_ _1" />ve<span class="_ _1" /> i<span class="_ _1" />ncom<span class="_ _1" />e</div></div><div class="c x11 y1085 w130 h1dc"><div class="t m3e x7d h1dd y10a6 ff2 fs4b fc0 sc0 ls0 ws0">-2<span class="_ _3" />8<span class="_ _d2"> </span><span class="ls66">59</span></div><div class="t m3e x6f h1de y10a7 ff1 fs4b fc0 sc0 ls0 ws0">T<span class="_ _b" />he ef<span class="_ _b" />fe<span class="_ _3" />ct<span class="_ _1" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />c<span class="_ _1" />han<span class="_ _3" />ges <span class="_ _1" />in t<span class="_ _1" />he s<span class="_ _1" />ignif<span class="_ _b" />ic<span class="_ _1" />ant <span class="_ _1" />act<span class="_ _1" />uar<span class="_ _3" />ial as<span class="_ _1" />s<span class="_ _1" />umptions <span class="_ _1" />is<span class="_ _1" /> <span class="_ _1" />as <span class="_ _1" />f<span class="_ _3" />ollow<span class="_ _b" />s<span class="_ _1" /> <span class="_ _1" />:</div><div class="t m3e x143 h1dd y10a8 ff2 fs4b fc0 sc0 ls0 ws0">0.5%<span class="_ _122"> </span>-<span class="_ _3" />0.5%</div><div class="t m3e x6f h1de y10a9 ff1 fs4b fc0 sc0 ls0 ws0">I<span class="_ _3" />ncrea<span class="_ _b" />s<span class="_ _1" />e <span class="_ _1" />/ <span class="_ _1" />(de<span class="_ _3" />c<span class="_ _1" />re<span class="_ _3" />ase) in t<span class="_ _1" />he de<span class="_ _3" />f<span class="_ _3" />ined<span class="_ _3" /> li<span class="_ _1" />ab<span class="_ _3" />ilit<span class="_ _1" />y<span class="_ _c5"> </span>-<span class="_ _3" />14<span class="_ _3" />7<span class="_ _1af"> </span><span class="ls66">161</span></div><div class="t m3e x143 h1dd y10aa ff2 fs4b fc0 sc0 ls0 ws0">0.5%<span class="_ _122"> </span>-<span class="_ _3" />0.5%</div><div class="t m3e x6f h1de y10ab ff1 fs4b fc0 sc0 ls0 ws0">I<span class="_ _3" />ncrea<span class="_ _b" />s<span class="_ _1" />e <span class="_ _1" />/ <span class="_ _1" />(de<span class="_ _3" />c<span class="_ _1" />re<span class="_ _3" />ase) in t<span class="_ _1" />he de<span class="_ _3" />f<span class="_ _3" />ined<span class="_ _3" /> li<span class="_ _1" />ab<span class="_ _3" />ilit<span class="_ _1" />y<span class="_ _192"> </span><span class="ls66">160<span class="_ _dc"> </span></span>-<span class="_ _3" />14<span class="_ _3" />8</div></div><div class="c x61 y10ac w134 h1e0"><div class="t m3e xc6 h1dd y10ad ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2020</div></div><div class="c x61 y10ae w134 h1e1"><div class="t m3e xc6 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2020</div></div><div class="c xf7 y10ae w135 h1e1"><div class="t m3e xf h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2021</div></div><div class="c xf7 y10af w136 h1e0"><div class="t m3e x146 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">Dis<span class="_ _12" />count ra<span class="_ _13" />te</div></div><div class="c xf7 y10b0 w136 h1e0"><div class="t m3e x41 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">E<span class="_ _b" />x<span class="_ _13" />pe<span class="_ _1" />cte<span class="_ _1" />d <span class="_ _1" />ra<span class="_ _1" />te<span class="_ _1" /> <span class="_ _1" />of s<span class="_ _12" />a<span class="_ _13" />l<span class="_ _1" />a<span class="_ _1" />ry i<span class="_ _1" />ncre<span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" />e<span class="_ _13" />s</div></div><div class="c xf7 y10b1 w135 h1e0"><div class="t m3e xf h1dd y109d ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2021</div></div><div class="c x61 y10b1 w134 h1e0"><div class="t m3e xc6 h1dd y109d ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2020</div></div><div class="c xf7 y10b2 w135 h1e0"><div class="t m3e xf h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2021</div></div><div class="c x61 y10b2 w134 h1e0"><div class="t m3e xc6 h1dd y108d ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2020</div></div><div class="c xf7 y10ac w135 h1e0"><div class="t m3e xf h1dd y10ad ff2 fs4b fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.2021</div></div><div class="c x1 y1 w2 h0"><div class="t m0 xe h2 y104e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc65 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y104f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y574 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf96" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc96 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">150</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x6f h1e3 y10b4 ff2 fs4c fc0 sc0 ls0 ws0">CO<span class="_ _3" />MPANY</div><div class="t m3f x6f h1e3 y10b5 ff2 fs4c fc0 sc0 ls0 ws0">Ac<span class="_ _3" />cr<span class="_ _3" />ue<span class="_ _1" />d <span class="_ _1" />pe<span class="_ _13" />ns<span class="_ _12" />i<span class="_ _1" />on <span class="_ _1" />a<span class="_ _1" />nd <span class="_ _1" />re<span class="_ _1" />tire<span class="_ _13" />me<span class="_ _13" />nt obl<span class="_ _1" />iga<span class="_ _13" />tions</div></div><div class="c x11 y10b6 w137 h1e4"><div class="t m3f x18 h1e3 y10b7 ff2 fs4c fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _19b"> </span>31.12.202<span class="_ _3" />0</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x6f h1e5 y10b8 ff1 fs4c fc0 sc0 ls0 ws0">Lo<span class="_ _3" />ng<span class="_ _3" />-ter<span class="_ _3" />m <span class="_ _1" />pe<span class="_ _3" />nsion obliga<span class="_ _3" />tions<span class="_ _1bf"> </span><span class="ls67">48<span class="_ _166"> </span>44</span></div><div class="t m3f x6f h1e5 y10b9 ff1 fs4c fc0 sc0 ls0 ws0">Shor<span class="_ _3" />t-term pen<span class="_ _3" />s<span class="_ _1" />ion ob<span class="_ _3" />ligations<span class="_ _1c0"> </span>-<span class="_ _6c"> </span>-</div><div class="t m3f x6f h1e3 y10ba ff2 fs4c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1c1"> </span><span class="ls67">48<span class="_ _166"> </span>44</span></div><div class="t m3f x6f h1e5 y10bb ff1 fs4c fc0 sc0 ls0 ws0">Ch<span class="_ _3" />an<span class="_ _3" />ge<span class="_ _3" />s <span class="_ _1" />in t<span class="_ _1" />he pre<span class="_ _b" />s<span class="_ _1" />ent <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _3" /> of<span class="_ _3" /> t<span class="_ _1" />he def<span class="_ _b" />ined<span class="_ _3" /> bene<span class="_ _3" />f<span class="_ _b" />it<span class="_ _1" /> <span class="_ _1" />obliga<span class="_ _b" />t<span class="_ _1" />ion are<span class="_ _3" /> as<span class="_ _1" /> fo<span class="_ _3" />llow<span class="_ _3" />s<span class="_ _1" />:</div></div><div class="c x11 y10bc w137 h1e6"><div class="t m3f x18 h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _19b"> </span>31.12.202<span class="_ _3" />0</div></div><div class="c xf7 y10be w138 h1e7"><div class="t m3f x8c h1e3 y10bf ff2 fs4c fc0 sc0 ls0 ws0">Define<span class="_ _13" />d <span class="_ _1" />be<span class="_ _1" />ne<span class="_ _13" />fit pla<span class="_ _13" />ns<span class="_ _12" /> <span class="_ _1" />(N<span class="_ _3" />on </div><div class="t m3f x11 h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">fina<span class="_ _1" />nce<span class="_ _1" />d)</div></div><div class="c x11a y10be w139 h1e7"><div class="t m3f x1f h1e3 y10bf ff2 fs4c fc0 sc0 ls0 ws0">Define<span class="_ _13" />d <span class="_ _1" />be<span class="_ _1" />ne<span class="_ _13" />fit pla<span class="_ _13" />ns<span class="_ _12" /> </div><div class="t m3f x4d h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">(N<span class="_ _b" />on <span class="_ _1" />fina<span class="_ _13" />nce<span class="_ _1" />d)</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x6f h1e3 y10c0 ff2 fs4c fc0 sc0 ls0 ws0">Define<span class="_ _13" />d <span class="_ _1" />be<span class="_ _1" />ne<span class="_ _13" />fit obli<span class="_ _1" />ga<span class="_ _13" />tion 1 <span class="_ _1" />Ja<span class="_ _1" />nua<span class="_ _1" />ry<span class="_ _1c2"> </span><span class="ls67">44<span class="_ _166"> </span>41</span></div><div class="t m3f x6f h1e5 y10c1 ff1 fs4c fc0 sc0 ls0 ws0">Cu<span class="_ _3" />r<span class="_ _3" />re<span class="_ _3" />nt s<span class="_ _1" />erv<span class="_ _12" />ic<span class="_ _1" />e c<span class="_ _1" />ost<span class="_ _1" />s<span class="_ _1c3"> </span>2<span class="_ _90"> </span>2</div><div class="t m3f x6f h1e5 y10c2 ff1 fs4c fc0 sc0 ls0 ws0">I<span class="_ _3" />nter<span class="_ _3" />est<span class="_ _1" /> ex<span class="_ _1" />pen<span class="_ _b" />s<span class="_ _1" />e<span class="_ _1c4"> </span>-<span class="_ _90"> </span>1</div></div><div class="c x11 y10c3 w13a h1e7"><div class="t m3f x6f h1e5 y10bf ff1 fs4c fc0 sc0 ls0 ws0">Re<span class="_ _3" />mea<span class="_ _3" />s<span class="_ _1" />ur<span class="_ _3" />eme<span class="_ _3" />nt <span class="_ _1" />- act<span class="_ _1" />uar<span class="_ _b" />i<span class="_ _1" />al los<span class="_ _1" />s<span class="_ _1" />es <span class="_ _1" />(g<span class="_ _3" />ain<span class="_ _3" />s<span class="_ _1" />) f<span class="_ _3" />ro<span class="_ _b" />m<span class="_ _1" /> </div><div class="t m3f x6f h1e5 y10bd ff1 fs4c fc0 sc0 ls0 ws0">c<span class="_ _1" />ha<span class="_ _3" />ng<span class="_ _3" />es <span class="_ _1" />in fin<span class="_ _3" />an<span class="_ _3" />c<span class="_ _1" />ial as<span class="_ _1" />s<span class="_ _1" />umption<span class="_ _3" />s</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x147 h1e5 y10c4 ff1 fs4c fc0 sc0 ls0 ws0">2<span class="_ _6c"> </span>-</div><div class="t m3f x6f h1e3 y10c5 ff2 fs4c fc0 sc0 ls0 ws0">Define<span class="_ _13" />d <span class="_ _1" />be<span class="_ _1" />ne<span class="_ _13" />fit obli<span class="_ _1" />ga<span class="_ _13" />tion 31 De<span class="_ _1" />ce<span class="_ _1" />m<span class="_ _1" />be<span class="_ _1" />r<span class="_ _1c5"> </span><span class="ls67">48<span class="_ _166"> </span>44</span></div><div class="t m3f x6f h1e5 y10c6 ff1 fs4c fc0 sc0 ls0 ws0">T<span class="_ _b" />he amou<span class="_ _3" />nts<span class="_ _1" /> recogn<span class="_ _3" />iz<span class="_ _1" />ed<span class="_ _3" /> i<span class="_ _1" />n t<span class="_ _1" />he<span class="_ _3" /> i<span class="_ _1" />ncome s<span class="_ _1" />t<span class="_ _1" />atemen<span class="_ _3" />t <span class="_ _1" />are<span class="_ _3" /> as<span class="_ _1" /> fo<span class="_ _3" />llow<span class="_ _3" />s</div></div><div class="c x11 y10c7 w137 h1e6"><div class="t m3f x18 h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _19b"> </span>31.12.202<span class="_ _3" />0</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x11e h1e3 y10c8 ff2 fs4c fc0 sc0 ls0 ws0">Define<span class="_ _13" />d <span class="_ _1" />be<span class="_ _1" />ne<span class="_ _13" />fit pla<span class="_ _13" />ns<span class="_ _63"> </span>D<span class="_ _3" />e<span class="_ _1" />fine<span class="_ _13" />d be<span class="_ _13" />ne<span class="_ _1" />fit pl<span class="_ _1" />a<span class="_ _1" />ns</div></div><div class="c x11 y10c9 w137 h1e6"><div class="t m3f x6f h1e5 y10bd ff1 fs4c fc0 sc0 ls0 ws0">Cu<span class="_ _3" />r<span class="_ _3" />re<span class="_ _3" />nt s<span class="_ _1" />erv<span class="_ _12" />ic<span class="_ _1" />e c<span class="_ _1" />ost<span class="_ _1" />s<span class="_ _1c3"> </span>2<span class="_ _90"> </span>2</div></div><div class="c x11 y10ca w137 h1e6"><div class="t m3f x6f h1e5 y10cb ff1 fs4c fc0 sc0 ls0 ws0">Ne<span class="_ _3" />t <span class="_ _1" />I<span class="_ _3" />nter<span class="_ _3" />est<span class="_ _1" /> <span class="_ _1" />on<span class="_ _3" /> t<span class="_ _1" />he de<span class="_ _3" />f<span class="_ _3" />ine<span class="_ _3" />d obliga<span class="_ _3" />tion<span class="_ _79"> </span>-<span class="_ _90"> </span>1</div></div><div class="c x11 y10cc w137 h1e8"><div class="t m3f x6f h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />e<span class="_ _1" />x<span class="_ _13" />pe<span class="_ _1" />ns<span class="_ _b" />e<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />re<span class="_ _1" />cogni<span class="_ _1" />ze<span class="_ _13" />d <span class="_ _1" />in <span class="_ _1" />profit or <span class="_ _1" />l<span class="_ _1" />os<span class="_ _12" />s<span class="_ _16d"> </span>2<span class="_ _90"> </span>3</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x6f h1e5 y10cd ff1 fs4c fc0 sc0 ls0 ws0">T<span class="_ _b" />he amou<span class="_ _3" />nts<span class="_ _1" /> recogn<span class="_ _3" />iz<span class="_ _1" />ed<span class="_ _3" /> i<span class="_ _1" />n other<span class="_ _3" /> c<span class="_ _1" />ompr<span class="_ _3" />ehe<span class="_ _b" />ns<span class="_ _1" />iv<span class="_ _12" />e i<span class="_ _1" />ncome in t<span class="_ _1" />he S<span class="_ _1" />tatement <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />Other<span class="_ _3" /> Compr<span class="_ _b" />ehen<span class="_ _3" />si<span class="_ _1" />v<span class="_ _12" />e I<span class="_ _3" />ncome are<span class="_ _3" /> :</div></div><div class="c x11 y10ce w137 h1e6"><div class="t m3f x18 h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _19b"> </span>31.12.202<span class="_ _3" />0</div></div><div class="c xf7 y10cf w138 h1e7"><div class="t m3f x8c h1e3 y10d0 ff2 fs4c fc0 sc0 ls0 ws0">Define<span class="_ _13" />d <span class="_ _1" />be<span class="_ _1" />ne<span class="_ _13" />fit pla<span class="_ _13" />ns<span class="_ _12" /> <span class="_ _1" />(N<span class="_ _3" />on </div><div class="t m3f x11 h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">fina<span class="_ _1" />nce<span class="_ _1" />d)</div></div><div class="c x11a y10cf w139 h1e7"><div class="t m3f x1f h1e3 y10d0 ff2 fs4c fc0 sc0 ls0 ws0">Define<span class="_ _13" />d <span class="_ _1" />be<span class="_ _1" />ne<span class="_ _13" />fit pla<span class="_ _13" />ns<span class="_ _12" /> </div><div class="t m3f x4d h1e3 y10bd ff2 fs4c fc0 sc0 ls0 ws0">(N<span class="_ _b" />on <span class="_ _1" />fina<span class="_ _13" />nce<span class="_ _1" />d)</div></div><div class="c x11 y10d1 w13a h1e9"><div class="t m3f x6f h1e5 y10d0 ff1 fs4c fc0 sc0 ls0 ws0">Ac<span class="_ _1" />t<span class="_ _1" />uar<span class="_ _b" />i<span class="_ _1" />al gain<span class="_ _3" />s<span class="_ _1" /> /<span class="_ _1" /> <span class="_ _1" />(loss<span class="_ _1" />es) fr<span class="_ _b" />om <span class="_ _1" />c<span class="_ _1" />han<span class="_ _b" />ges <span class="_ _1" />in <span class="_ _1" />f<span class="_ _b" />i<span class="_ _1" />na<span class="_ _3" />ncial </div><div class="t m3f x6f h1e5 y10bd ff1 fs4c fc0 sc0 ls0 ws0">ass<span class="_ _1" />umptions</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f xcd h1e5 y10d2 ff1 fs4c fc0 sc0 ls0 ws0">-<span class="_ _6c"> </span>-</div></div><div class="c x11 y10d3 w13a h1e9"><div class="t m3f x6f h1e5 y10d0 ff1 fs4c fc0 sc0 ls0 ws0">Ac<span class="_ _1" />t<span class="_ _1" />uar<span class="_ _b" />i<span class="_ _1" />al gain<span class="_ _3" />s<span class="_ _1" /> /<span class="_ _1" /> <span class="_ _1" />(loss<span class="_ _1" />es) fr<span class="_ _b" />om <span class="_ _1" />c<span class="_ _1" />han<span class="_ _b" />ges <span class="_ _1" />in <span class="_ _1" />hist<span class="_ _1" />or<span class="_ _3" />ic<span class="_ _1" />al </div><div class="t m3f x6f h1e5 y10bd ff1 fs4c fc0 sc0 ls0 ws0">ass<span class="_ _1" />umptions</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x147 h1e5 y10d4 ff1 fs4c fc0 sc0 ls0 ws0">2<span class="_ _6c"> </span>-</div></div><div class="c x11 y10d5 w13a h1e7"><div class="t m3f x6f h1e3 y10d6 ff2 fs4c fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l <span class="_ _1" />i<span class="_ _1" />ncome<span class="_ _13" /> /<span class="_ _1" /> <span class="_ _1" />(ex<span class="_ _13" />pe<span class="_ _1" />ns<span class="_ _b" />e<span class="_ _1" />s<span class="_ _b" />) re<span class="_ _13" />cogniz<span class="_ _1" />e<span class="_ _1" />d <span class="_ _1" />i<span class="_ _1" />n <span class="_ _1" />other </div><div class="t m3f x6f h1e3 y10d7 ff2 fs4c fc0 sc0 ls0 ws0">compre<span class="_ _1" />he<span class="_ _13" />ns<span class="_ _b" />ive<span class="_ _1" /> <span class="_ _1" />i<span class="_ _1" />ncome</div></div><div class="c x11 y10b3 w137 h1e2"><div class="t m3f x147 h1e3 y10d8 ff2 fs4c fc0 sc0 ls0 ws0">2<span class="_ _6c"> </span>-</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x148 h2 y8f7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10d9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10da ff1 fs0 fc0 sc0 ls0 ws0">(*) <span class="_ _1a" />T<span class="_ _1" />he <span class="_ _1a" />it<span class="_ _1" />ems <span class="_ _1b" />for <span class="_ _1a" />t<span class="_ _1" />he <span class="_ _1b" />comp<span class="_ _1" />arative <span class="_ _1b" />annual <span class="_ _1b" />period <span class="_ _1b" />ended <span class="_ _1b" />as <span class="_ _1b" />at <span class="_ _1b" />31.<span class="_ _1" /><span class="ls2">12</span>.2020 <span class="_ _1b" />have <span class="_ _1b" />been <span class="_ _1b" />readjuste<span class="_ _1" />d <span class="_ _1a" />fol<span class="_ _1" />lowing <span class="_ _1a" />t<span class="_ _1" />he </div><div class="t m0 x11 h2 y10db ff1 fs0 fc0 sc0 ls0 ws0">change to accounting po<span class="_ _1" />licies under IAS 19 as a<span class="_ _1" />nalitically presented <span class="_ _1" />in Note 2.23.<span class="_ _1" />3 to the Financial State<span class="_ _1" />ments. <span class="_ _13" /> </div><div class="t m0 x11 h2 y10dc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y8a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10dd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10de ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10df ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y5c3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb73 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10e0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc21 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10e1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10e2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6d5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yfa8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y61b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10e3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yf4d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y383 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10e4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf97" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc97 w0 h0"><img 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nLHY6/t5nB7RUXFuH/7zRfunv/Zm/6YTrdeUn/2qR8Kgxa3veGeF1atXrPTu2poaPj9Q4/f9s996fJJ40/ISm/fJ1gfDtpcXu4dDABAk+3B/eCjU+esTTb/ptWjiuJD+uS05V42VDbMWrN9zcyK8szNv/7D9752efPr/Pu5Yz9/5xtN3/dUlQzHXzv5nKMKBxfm9y3okZWIjxhadMKHj2l+k0NHDB/RO1jarGDvnLn56U/+6LyjCg89sG+33Oy83OwzTz2hV69ee/WazzjpyPiDi9PN/kYxZWHtiE/ccubYvocO7pPfPadxOVAqndlcUb10ffk/3ty0rDwKgmDa8oaxl/74y5NGfO0Ln2g6B+WYUYeNH54zffn2D7zOL0kPv+LewQWxEYXZfXpkxYIwCIL6VLqkouHtkmRVch//NpKVlXVI1oYFmWHv7pfFpr0y96KzTvcmBgCgRdzX1NReccfsTMsvrvr9dy44YuzottxLcUnJ4Mvuarp5FIQ3/X3VacfOGn/S8U3X+dwnz/3vR+YvKtt+3H1ZeXTb8xuDYPsHRZfd02f4QcOaLmZnZ0/+xkdO/89/ZJp9nHdFy1tNmvrm07+7Ya9e89jRI284c9CPn2qxxmZ5eXTHjLIg2MPfLhaVZa7785ILJq0dNnRI08YbLxs3/ebnm18tE4SrK6LVFfVB0OqsOO9p1dNJh/ZdsGj7xdmrqi7yFgYA4F3bDj+/OH9Fq5PkXDWuT1vO+tKoaODAn3xyRPPVKVEQfuGXz9TXt0jbW686pbDb7u6norKq1ZbxJx3/j/+aOLRglzdZtblhH172Lddf8cevHD0of69Tu1dO9NXx/Q4oGth846TTTn7qxtM+dXT+ezipZpucfNzRPVPbdz9WZQbsav0PAABdN+5rky0WsvfLC27/3pf36qudvvnlSw/p1+KLroq3ZlotZP/oxPErHvzGjWcPyo3vfIF7LLaTRzzj1HHTbr38uME7D+fEDl/Dld1yU1YitrMHin3m4+fMvO1zpw7PDoO2LuI/a2Teqge/fvt/fSU7O7vVj86ccMqDP//6yz+/6Lwx3XL29KWxhXnRuaNb7OWMHtKmL6zt1q3bF47bvqOTiuXe/uRcb2IAABqFjf29uXzLpTfeXf7uuSYvOfmg6668ZG/v694H//67qQu2ZWhO/BsXH3vumRN2es05b8z71V+mPbOgoqR6e80P6B6986fr8vN3/tWtURT96ZEpdz/15oKS5KbaqHHtfhhEt1w0/LtXf6b5NV98Zc7p/29q495KfnYw/ccXHn3k2N087cVLlv7mwWeemLdpTUUmvcPJgsIgGt47dtYR/SYdd+jZZ4xPJPZ8cL64pGTGrLlrNpSvLa2srE0mU+kwDHOz4n175g4/oO/BBw447pgj8vLy7vjDI68uLo6iqH9B3o+u//yOOwy7Gocrbp9Rk+j17sX0Dyb0GHXYId7KAACE0X76Zqh9EEVRVVVVbW1dQzKZTqcH9C/Mzc1t462qqqtTqXQ8HtvpF7Vu3FhaXVMThmFhv77du3dv4/Opq6urrNyaTCUbv2U2Fovl5uTk5/doy7P6IN36h8dfrhnadLFfqvjWK0/LycnxbgYAEPeRUehY3l64+PvTW3yY4d/G1Ew45QQjAwDQxcUMQYcz8tARPVKbmm+Zv7LUsAAAkOisL6y6unr5ytVhGBYN6N+3b58P8qGXr1i5bkNZEAR9CvKHDxuSl5e3D3dSXFJSVVVzyIjhO/4oHo9/dVzfW1+qTca33fO8ivzq6uq2L0ACAKBT6pzLcv786JTLfzsnmWn80G3m7i8e+cVLL/hgHvr5mbN+Nz8riiXeHd90/3TJZScMPOHYo9t+J09Pe+nuhd1iUea03sWfv2DCTncP7n146tSyQU0XT+y+6rrPnusNDQDQlXXCZTmlpWVfm/zacQdmP3fTGdN+8JGvTyw6bPigD+ahq6qq7pmbbir7IAiiML4hMeh/Xk3f8ecnk8lkG+/n2YWbwzAWxRLPVxx49eRXFixasuN1PvHRU+Lp7SvvZ1f2r6mp8YYGAOjKOtuR+82by8df/dvjhhdM/uHVO56nf8GixVOmv3bUyKEzXl+S3z3n+is/vWHDxudeem3J6o0FPXLPn3hC4/fj3vPAo1/89AWNN3/kiacH9usz7oRjf3bnA2MPHrRkVUlZRc3gwoJPnjOhd+9ere7/noemPL158K6eW1F67VcmHTry0BF7fBWPP/PC/y1Ob01sO/l9Vrr20OwNYwf1mHDSMb17bX/QWyY/Ni85rOnixYM2furcM7ynAQC6rM525P6RqdPe3pj57Ec/FIZhbW1tcUlJ0/+SyeTbS1Z+56Gl/zH5haJ+PQ85cMDadesPvvzOaybPiaLo6dfXTLrh/lQqFQTB5GcWZTLbvtnqkekLX5y7OAiCnz+x7LwfT39j6cbe+bn3Pbtk5Od+vWXLluYPHUXRzI27W/VeHB980z+3zHlj/h5fxbmTxt9z9WlHZq1svJiM572dHvaX1f2uu//NKc/OaNofGz+6xWlAX1yd9IYGAOjKOtsHajdVVAdB0DO/exAED/79mS/cPa/pR6//8sIgCNJBeM+3zj9i7OggCH73x79lxcJZt13W+LnV8V/8yR8ffvKKS87f1Z1/8piC+/772iAILjhj5Ygv/WH6y6+df9bEpp9OfW5mTaL37p9eJpY9Zc6KY48+Yo8vJAzDb33urN899I+ZWwZG8W3fb1WTKLjvneCVZY/f8OkJ+fk9Bh8wIJi3fQdjY6x/aWlpYWGhtzUAQNfU2Y7cn3TUofEwemvJqiAIzpt08pxfnD/nF+d/fUL//Oxg2JDBQRDkZ0eNZR8EwdK1ZR//UO+mM9KcMqrw6ddWNP5z09HxdCYTe3d5zymHb1tyM/ygYaP7x1euL9u+5zDvzT8viu/x6cXT9eMO69/G15KVlXXtZefccenBp/VcnZ2ubtq+KDPsyj8uvvY3T90xZV6LPYcw64cPza6qqvK2BgAQ953B+JOOu/Lkfj96eH51dXXfvn0+dNQRxxx5+Kyl5d84c0jjEvl4s3X4wwb2/r+5m9euW9d4cdY7ZeMPHxwEQY+cxKw5c4MgyGQyr66s7t8nv/EKryzcds0VK1ct2JgeMnDbmvhkMnnbjPL6eI89PLkoc+UR6YnjT9yrV9Snd++vXnrO5C8dM6n32lhm28KbTCxrQ+KAleHQVlcujg++46/PeVsDAHRNnfA897+68cpv/+zeUZ/55RGD8oIgWFZaN3F0v/+85rLGn8ab7c5cdsGkecs3nHn9fUP6ZJdVJY8ZVnDVZRcGQfCFM8de9tOpIwqfq09lxhTlnnXathx/a23V6Vf+pKBbYs3m+usnFX10wrjG7U/8c2btux9+3U3ZnzNgw4RTzty3F5WTk3Plp84+ccGiR19asrBhYCqWu6trzqkdvGDRktEjD/XmBgDoajrnee6DIMhkMvPeXBCPx0YeOiI7e9ua9fr6+qqq6h2/06qsbFOvXgWJRLNTWEbR5s3l2dlZ+fnbDtsPOPfm2686/vyPnr6xtLR/YWFWVlbTla+7/cl18QN382RimeRXjkqfetJx++WlzXtrwS+mbapLFOzqCsfnrbz+8vO8uQEAuppO+w21sVjs6CPHttqYk5OTk5Oz45X79Wt93D0Mw51+r21WVtagAw5ovmVLRUVxOGD3T2Zcz/WnnrTfvmHqyLGjfz2k8n//b/or1YOjcCcL/ZdtzfXOBgDogmKG4L2or6+/5U8vZGLZO/9xFA1Mr/vUkLKvXHLW/n3cgp49r/vcud89OfvwxMpuqfJWPy2L95/y7AtmBwCgq+m0y3L2u+KSkl4FBXl5ec037v5bq0bHVt501fu+PCaKol/+4YlZtS0+XDsytvIHV1mZAwDQtThy31ZFAwe2KvtUKjVjY/6urt8rteHaj5/8QeyfheH1l597zZF1han1jVvimfqPfWiIKQMA6Gocud93z0x/6e6FOzn9ZX6q7OJRWWeccnzTB3k/MGWbNlVX1xQU9OxVUGCCAAC6moQh2GevvFMWBK3jPjdVcdMFhx04eNC/5Cn169u3X9++pgYAQNyzd9bV5bYav26pLT+6+JADiooMDgAA4r7DWLRkaXm8f9PFMEofFK794lljlD0AAOK+g3lq1sIo3HaCmux09bdO7XXE2HMNCwAA4r7jGVbY4/WKyniQHppT8anTR4067BBjAgDAv5az5QAAQCfhPPcAACDuAQAAcQ8AAIh7AABA3AMAAAAAQPvnVJgAANBJWJYDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4NwQAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAMDuJAxBkzAMDQKwX0RRZBAA+OA5cg8AAJ1E6PASAAB0Do7cAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7g0BAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AANAZJAwBsN+FYWgQ2psoikxl15lHE9dOJshEdLhfep2AI/cAANBJhF12twYAADoZR+4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3hgAAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAG3KDuIAABRZSURBVOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADat4QhAPa7MAwNQnsTRZGp7DrzaOLayQSZiA73S68z/Ce4y75yAADoZCzLAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAA0HUlDAHwfgjD0CC0H1EUmcquNokmrp1MkInocL/0OjpH7gEAoJMIu/KeDQAAdCaW5QDvC3+Jblcsy+mCk2ji2skEmYgO90uvo7MsBwAAOgnLcgAAoJNw5B4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHFvCAAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AADwPkkYAmC/C8PQILQ3URSZyq4zjyaunUyQiehwv/Q6AUfuAQCgkwi77G4NAAB0Mo7cAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7g0BAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAuoiEIQD2uzAMDUJ7E0WRqew682ji2skEmYgO90uvM/wnuMu+cgAA6GQsywEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAANB1JQwB8H4Iw9AgtB9RFJnKrjaJJq6dTJCJ6HC/9Do6R+4BAKCTCLvyng0AAHQmluUA7wt/iW5XLMvpgpNo4trJBJmIDvdLr6OzLAcAADoJy3IAAKCTcOQeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxbwgAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAA6CwShgD2rzAMDcI+i6LI1Jgy8+VfpU5g6NChK1euNA78Czrkff33HwAA+MBYlgMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AADAfpMwBLDfhWFoEPZBFEWmxnyZL1NjCuC9cOQeAAA6idDOJQAAdA6W5cD7sNPsD9b7xFoC82W+TI0pgPf6r6f3HwAAdA7W3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4NAQD8/3bt2AZCGAiiqFZyH+6/K3cyxAQkxoCw3ksv2zlLPwBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAgD9oTgBrVZUjTEtiGpPZy1PaQO99jOEOfNAhj75/AADgNT7LAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAAZ80JYLmqcoQJSUxjL3uZxgRw63n6/wEAwB58lgMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLh3AgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4t4JAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAwBbKCQAA4EeSXP10AOwGdfUAGsxnAAAAAElFTkSuQmCC" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">151</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">7.2<span class="ls0">8. <span class="_ _34"> </span></span>Long<span class="ls0">-t<span class="_ _1" />erm and Short-t<span class="_ _1" />erm Loan Liab<span class="_ _1" />ilities </span></div><div class="t m0 x11 h2 y1012 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1013 ff1 fs0 fc0 sc0 ls0 ws0">As at 31.12.2021, <span class="_ _1" />the analys<span class="_ _1" />is of loan liabilities at pres<span class="_ _1" />ent values is as follows<span class="_ _1" />:<span class="_ _1" /> </div><div class="t m0 x97 h2 y46c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x49 h2 y10e5 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4b y10e6 w13b h1ea"><div class="t m40 x6f h1eb y10e7 ff2 fs4d fc0 sc0 ls0 ws0">A<span class="_ _3" />m<span class="_ _1" />ounts<span class="_ _12" /> i<span class="_ _1" />n <span class="_ _1" />E<span class="_ _3" />uro</div></div><div class="c x4b y10e8 w13b h1ec"><div class="t m40 x6f h1eb y10e9 ff2 fs4d fc0 sc0 ls0 ws0">B<span class="_ _3" />orrow<span class="_ _13" />ing<span class="_ _1" />s<span class="_ _12" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> of <span class="_ _1" />31<span class="_ _3" />.12.20<span class="_ _3" />21</div></div><div class="c x149 y10e8 w13c h1ec"><div class="t m40 x4d h1eb y10ea ff2 fs4d fc0 sc0 ls0 ws0">W<span class="_ _1" />i<span class="_ _1" />thin </div><div class="t m40 xeb h1eb y10eb ff2 fs4d fc0 sc0 ls0 ws0">1y<span class="_ _3" />e<span class="_ _1" />a<span class="_ _13" />r</div></div><div class="c x14a y10e8 w13d h1ec"><div class="t m40 x85 h1eb y10ea ff2 fs4d fc0 sc0 ls0 ws0">B<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" />w<span class="_ _13" />e<span class="_ _1" />e<span class="_ _13" />n <span class="_ _1" />1 </div><div class="t m40 x87 h1eb y10eb ff2 fs4d fc0 sc0 ls0 ws0">to 5 ye<span class="_ _1" />a<span class="_ _13" />rs</div></div><div class="c x10c y10e8 w13c h1ec"><div class="t m40 x6f h1eb y10ea ff2 fs4d fc0 sc0 ls0 ws0">More<span class="_ _13" /> tha<span class="_ _1" />n </div><div class="t m40 x85 h1eb y10eb ff2 fs4d fc0 sc0 ls0 ws0">five<span class="_ _1" /> <span class="_ _1" />ye<span class="_ _1" />a<span class="_ _13" />rs</div></div><div class="c x4b y10ec w13b h1ed"><div class="t m40 x38 h1eb y10ed ff2 fs4d fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div><div class="t m40 x6f h1eb y10ee ff1 fs4d fc0 sc0 ls0 ws0">Oblig<span class="_ _3" />ations <span class="_ _1" />und<span class="_ _b" />er f<span class="_ _b" />i<span class="_ _1" />na<span class="_ _3" />nce l<span class="_ _1" />ea<span class="_ _3" />s<span class="_ _1" />e<span class="_ _15c"> </span>1<span class="_ _3" />,731<span class="_ _80"> </span>3,789<span class="_ _fd"> </span><span class="ls68">213<span class="_ _aa"> </span></span><span class="ff2">5<span class="_ _3" />,733</span></div><div class="t m40 x6f h1eb y10ef ff1 fs4d fc0 sc0 ls0 ws0">Sec<span class="_ _1" />ur<span class="_ _3" />ed<span class="_ _3" /> Loa<span class="_ _3" />ns<span class="_ _12a"> </span>20,88<span class="_ _3" />8<span class="_ _74"> </span>3<span class="_ _3" />0,334<span class="_ _86"> </span>-<span class="_ _4f"> </span><span class="ff2">51,222</span></div><div class="t m40 x6f h1eb y10f0 ff1 fs4d fc0 sc0 ls0 ws0">Bond<span class="_ _3" />s<span class="_ _1c6"> </span>10<span class="_ _3" />8,46<span class="_ _3" />0<span class="_ _8d"> </span>3<span class="_ _b" />09,825<span class="_ _86"> </span>-<span class="_ _18"> </span><span class="ff2">418<span class="_ _3" />,<span class="_ _1" />28<span class="_ _3" />5</span></div><div class="t m40 x6f h1eb y10f1 ff1 fs4d fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />Loa<span class="_ _3" />ns<span class="_ _122"> </span>4,155<span class="_ _80"> </span>2,198<span class="_ _86"> </span>-<span class="_ _94"> </span><span class="ff2">6,353</span></div><div class="t m40 x6f h1eb y10f2 ff1 fs4d fc0 sc0 ls0 ws0">Borr<span class="_ _b" />owin<span class="_ _3" />gs<span class="_ _18e"> </span><span class="ff2">13<span class="_ _3" />5,23<span class="_ _3" />4<span class="_ _8d"> </span>3<span class="_ _b" />46,146<span class="_ _fd"> </span><span class="ls68">213<span class="_ _d8"> </span></span>48<span class="_ _3" />1,59<span class="_ _3" />3</span></div></div><div class="c x4b y10f3 w13b h1ee"><div class="t m40 x6f h1eb y10f4 ff2 fs4d fc0 sc0 ls0 ws0">B<span class="_ _3" />orrow<span class="_ _13" />ing<span class="_ _1" />s<span class="_ _12" /> <span class="_ _1" />a<span class="_ _1" />s<span class="_ _b" /> of <span class="_ _1" />31<span class="_ _3" />.12.20<span class="_ _3" />20</div></div><div class="c x149 y10f3 w13c h1ee"><div class="t m40 x4d h1eb y10f5 ff2 fs4d fc0 sc0 ls0 ws0">W<span class="_ _1" />i<span class="_ _1" />thin </div><div class="t m40 xeb h1eb y10f6 ff2 fs4d fc0 sc0 ls0 ws0">1y<span class="_ _3" />e<span class="_ _1" />a<span class="_ _13" />r</div></div><div class="c x14a y10f3 w13d h1ee"><div class="t m40 x85 h1eb y10f5 ff2 fs4d fc0 sc0 ls0 ws0">B<span class="_ _3" />e<span class="_ _13" />t<span class="_ _3" />w<span class="_ _13" />e<span class="_ _1" />e<span class="_ _13" />n <span class="_ _1" />1 </div><div class="t m40 x87 h1eb y10f6 ff2 fs4d fc0 sc0 ls0 ws0">to 5 ye<span class="_ _1" />a<span class="_ _13" />rs</div></div><div class="c x10c y10f3 w13c h1ee"><div class="t m40 x6f h1eb y10f5 ff2 fs4d fc0 sc0 ls0 ws0">More<span class="_ _13" /> tha<span class="_ _1" />n </div><div class="t m40 x85 h1eb y10f6 ff2 fs4d fc0 sc0 ls0 ws0">five<span class="_ _1" /> <span class="_ _1" />ye<span class="_ _1" />a<span class="_ _13" />rs</div></div><div class="c x4b y10ec w13b h1ed"><div class="t m40 x38 h1eb y10f7 ff2 fs4d fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div><div class="t m40 x6f h1eb y10f8 ff1 fs4d fc0 sc0 ls0 ws0">Oblig<span class="_ _3" />ations <span class="_ _1" />und<span class="_ _b" />er f<span class="_ _b" />i<span class="_ _1" />na<span class="_ _3" />nce l<span class="_ _1" />ea<span class="_ _3" />s<span class="_ _1" />e<span class="_ _15c"> </span>1<span class="_ _3" />,646<span class="_ _80"> </span>5,267<span class="_ _fd"> </span><span class="ls68">408<span class="_ _aa"> </span></span><span class="ff2">7<span class="_ _3" />,321</span></div><div class="t m40 x6f h1eb y10f9 ff1 fs4d fc0 sc0 ls0 ws0">Sec<span class="_ _1" />ur<span class="_ _3" />ed<span class="_ _3" /> Loa<span class="_ _3" />ns<span class="_ _ed"> </span>6,780<span class="_ _ba"> </span>39,702<span class="_ _86"> </span>-<span class="_ _4f"> </span><span class="ff2">46,482</span></div><div class="t m40 x6f h1eb y10fa ff1 fs4d fc0 sc0 ls0 ws0">Bond<span class="_ _3" />s<span class="_ _16b"> </span>11<span class="_ _b" />,<span class="_ _1" />698<span class="_ _b6"> </span>358<span class="_ _3" />,464<span class="_ _86"> </span>-<span class="_ _d8"> </span><span class="ff2">3<span class="_ _3" />70<span class="_ _b" />,<span class="_ _1" />162</span></div><div class="t m40 x6f h1eb y10fb ff1 fs4d fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />Loa<span class="_ _3" />ns<span class="_ _122"> </span>4,926<span class="_ _80"> </span>1,651<span class="_ _86"> </span>-<span class="_ _94"> </span><span class="ff2">6,577</span></div><div class="t m40 x6f h1eb y10fc ff1 fs4d fc0 sc0 ls0 ws0">Borr<span class="_ _b" />owin<span class="_ _3" />gs<span class="_ _122"> </span><span class="ff2">25,05<span class="_ _3" />0<span class="_ _8d"> </span>4<span class="_ _b" />05,084<span class="_ _fd"> </span><span class="ls68">408<span class="_ _d8"> </span></span>43<span class="_ _3" />0,54<span class="_ _3" />2</span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 xad h2 y104f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y10fd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">The Common Bond l<span class="_ _1" />oan issued by the p<span class="_ _1" />arent compan<span class="_ _1" />y will be repaid in 2024.<span class="_ _13" /> </div><div class="t m0 x11 h2 y2cb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y2cc ff1 fs0 fc0 sc0 ls0 ws0">The average interes<span class="_ _1" />t rate of the Gro<span class="_ _1" />up in 202<span class="_ _1" />1 amounted to<span class="_ _1" /> 3.<span class="ls10">32</span>% and 3.<span class="ls2">11</span>% i<span class="_ _1" />n the previous y<span class="_ _1" />ear. </div><div class="t m0 x11 h2 y10fe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6c1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />Group proceeded with <span class="_ _3" />issuance of <span class="_ _3" />loans <span class="_ _3" />amounting to E<span class="_ _3" />uro 94 <span class="_ _b" />m<span class="_ _1" />ln, repayment <span class="_ _3" />of <span class="_ _3" />Euro 20 <span class="_ _3" />mln of <span class="_ _b" />a long<span class="_ _1" />-<span class="_ _1" />term </div><div class="t m0 x11 h2 y10ff ff1 fs0 fc0 sc0 ls0 ws0">loan and Euro 27.0<span class="_ _1" />9 mln repayment of insta<span class="_ _1" />llments for <span class="_ _1" />long-term <span class="_ _1" />and short-term <span class="_ _1" />loans. </div><div class="t m0 x11 h2 y1100 ff1 fs0 fc0 sc0 ls0 ws0">Moreover, <span class="_ _1a" />the <span class="_ _1a" />G<span class="_ _1" />roup <span class="_ _1a" />C<span class="_ _1" />ompanies <span class="_ _1a" />e<span class="_ _1" />ntered <span class="_ _1a" />into <span class="_ _1b" />a <span class="_ _1a" />facto<span class="_ _1" />ring <span class="_ _1a" />agreement. <span class="_ _1b" />Within <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _1a" />year, <span class="_ _1a" />th<span class="_ _1" />e <span class="_ _1a" />Group <span class="_ _1a" />rec<span class="_ _1" />eived <span class="_ _1a" />an </div><div class="t m0 x11 h2 y1101 ff1 fs0 fc0 sc0 ls0 ws0">amount of Euro 15,6<span class="_ _1" />87 k and repaid an am<span class="_ _1" />ount of <span class="_ _1" />Euro 16,835 k<span class="_ _1" />. </div></div><div class="c x4b y1102 w13e h1ef"><div class="t m41 x6f h1f0 y1103 ff2 fs4e fc0 sc0 ls0 ws0">Long-t<span class="_ _b" />e<span class="_ _13" />rm<span class="_ _1" /> <span class="_ _1" />borrow<span class="_ _13" />i<span class="_ _1" />ngs<span class="_ _12f"> </span>31.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _3" />21<span class="_ _e"> </span>31<span class="_ _3" />.<span class="_ _1" />12<span class="_ _3" />.202<span class="_ _3" />0<span class="_ _a8"> </span>31<span class="_ _3" />.<span class="_ _1" />12<span class="_ _3" />.202<span class="_ _3" />1<span class="_ _cf"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />20</div></div><div class="c x4b y1104 w13e h1f1"><div class="t m41 x6f h1f2 y1105 ff1 fs4e fc0 sc0 ls0 ws0">Ob<span class="_ _3" />ligations <span class="_ _1" />un<span class="_ _3" />de<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1" />f<span class="_ _b" />inan<span class="_ _3" />c<span class="_ _1" />e lease<span class="_ _125"> </span>5<span class="_ _3" />,733<span class="_ _91"> </span>7<span class="_ _3" />,<span class="_ _1" />32<span class="_ _b" />1<span class="_ _13e"> </span><span class="ls69">159<span class="_ _ba"> </span></span>1,194</div><div class="t m41 x6f h1f2 y1106 ff1 fs4e fc0 sc0 ls0 ws0">Sec<span class="_ _1" />ur<span class="_ _3" />ed<span class="_ _b" /> <span class="_ _1" />Loa<span class="_ _3" />ns<span class="_ _1c7"> </span>39<span class="_ _3" />,722<span class="_ _6e"> </span>46,48<span class="_ _3" />2<span class="_ _49"> </span>19,000<span class="_ _96"> </span>18<span class="_ _3" />,858</div><div class="t m41 x6f h1f2 y1107 ff1 fs4e fc0 sc0 ls0 ws0">Bond<span class="_ _3" />s<span class="_ _15a"> </span>4<span class="_ _3" />18<span class="_ _3" />,285<span class="_ _94"> </span>37<span class="_ _3" />0,16<span class="_ _3" />2<span class="_ _8c"> </span>23<span class="_ _3" />0,75<span class="_ _3" />5<span class="_ _87"> </span>1<span class="_ _3" />75<span class="_ _b" />,<span class="_ _1" />028</div><div class="t m41 x6f h1f2 y1108 ff1 fs4e fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />Loa<span class="_ _3" />ns<span class="_ _6d"> </span>2,<span class="_ _1" />57<span class="_ _3" />5<span class="_ _91"> </span>1,65<span class="_ _3" />1<span class="_ _fe"> </span>-<span class="_ _4c"> </span>-</div></div><div class="c x4b y1109 w13f h1f3"><div class="t m41 x6f h1f2 y110a ff1 fs4e fc0 sc0 ls0 ws0">Le<span class="_ _3" />s<span class="_ _1" />s<span class="_ _1" />:<span class="_ _1" /> <span class="_ _1" />Lo<span class="_ _b" />ng-<span class="_ _3" />term loan<span class="_ _3" />s<span class="_ _1" /> <span class="_ _1" />pa<span class="_ _3" />y<span class="_ _1" />ab<span class="_ _3" />le in next<span class="_ _1" /> </div><div class="t m41 x6f h1f2 y110b ff1 fs4e fc0 sc0 ls0 ws0">f<span class="_ _b" />inan<span class="_ _3" />c<span class="_ _1" />ial <span class="_ _1" />y<span class="_ _1" />ea<span class="_ _3" />r</div></div><div class="c x4b y1104 w13e h1f1"><div class="t m41 xa9 h1f2 y110c ff1 fs4e fc0 sc0 ls0 ws0">-1<span class="_ _b" />19,95<span class="_ _3" />6<span class="_ _74"> </span>-2<span class="_ _3" />0,12<span class="_ _3" />4<span class="_ _52"> </span>-8<span class="_ _3" />,037<span class="_ _92"> </span>-1<span class="_ _3" />,<span class="_ _1" />03<span class="_ _3" />5</div><div class="t m41 x6f h1f0 y110d ff2 fs4e fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1" /> <span class="_ _1" />of l<span class="_ _1" />ong-t<span class="_ _b" />e<span class="_ _13" />rm<span class="_ _1" /> <span class="_ _1" />l<span class="_ _1" />oa<span class="_ _13" />ns<span class="_ _16a"> </span>34<span class="_ _3" />6,35<span class="_ _3" />9<span class="_ _94"> </span>405<span class="_ _b" />,<span class="_ _1" />492<span class="_ _156"> </span>241<span class="_ _b" />,<span class="_ _1" />877<span class="_ _143"> </span>194<span class="_ _3" />,045</div></div><div class="c x4b y110e w13e h1f4"><div class="t m41 x6f h1f0 y110b ff2 fs4e fc0 sc0 ls0 ws0">Sho<span class="_ _1" />rt<span class="_ _3" />-<span class="_ _3" />te<span class="_ _1" />rm<span class="_ _1" /> <span class="_ _1" />de<span class="_ _13" />pt<span class="_ _60"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />21<span class="_ _e"> </span>31.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _3" />2<span class="_ _3" />0<span class="_ _a8"> </span>31.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _3" />2<span class="_ _3" />1<span class="_ _cf"> </span>31<span class="_ _3" />.<span class="_ _1" />12<span class="_ _3" />.202<span class="_ _3" />0</div></div><div class="c x4b y110f w13f h1f5"><div class="t m41 x6f h1f2 y1110 ff1 fs4e fc0 sc0 ls0 ws0">Ob<span class="_ _3" />ligations <span class="_ _1" />un<span class="_ _3" />de<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1" />f<span class="_ _b" />inan<span class="_ _3" />c<span class="_ _1" />e lease ( <span class="_ _1" />Lo<span class="_ _b" />ng-</div><div class="t m41 x6f h1f2 y110a ff1 fs4e fc0 sc0 ls0 ws0">t<span class="_ _1" />er<span class="_ _b" />m<span class="_ _1" /> <span class="_ _1" />loa<span class="_ _3" />ns <span class="_ _1" />payab<span class="_ _3" />le in <span class="_ _1" />ne<span class="_ _3" />x<span class="_ _1" />t<span class="_ _1" /> <span class="_ _1" />f<span class="_ _b" />inan<span class="_ _3" />c<span class="_ _1" />ial </div><div class="t m41 x6f h1f2 y1111 ff1 fs4e fc0 sc0 ls0 ws0">y<span class="_ _1" />ea<span class="_ _3" />r<span class="_ _3" />)</div></div><div class="c x4b y1104 w13e h1f1"><div class="t m41 x92 h1f2 y1112 ff1 fs4e fc0 sc0 ls0 ws0">1,73<span class="_ _3" />1<span class="_ _91"> </span>1,646<span class="_ _d7"> </span><span class="ls69">37<span class="_ _10a"> </span>35</span></div><div class="t m41 x6f h1f2 y1113 ff1 fs4e fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />Loa<span class="_ _3" />ns <span class="_ _1" />(f<span class="_ _b" />act<span class="_ _1" />or<span class="_ _3" />ing<span class="_ _3" />)<span class="_ _1b7"> </span>3,778<span class="_ _91"> </span>4<span class="_ _3" />,<span class="_ _1" />92<span class="_ _3" />6<span class="_ _fe"> </span>-<span class="_ _4c"> </span>-</div><div class="t m41 x6f h1f2 y1114 ff1 fs4e fc0 sc0 ls0 ws0">Bank <span class="_ _1" />Loa<span class="_ _3" />n<span class="_ _3" />s<span class="_ _1b4"> </span>11<span class="_ _3" />,<span class="_ _1" />50<span class="_ _3" />0<span class="_ _11c"> </span>-<span class="_ _ce"> </span>-<span class="_ _89"> </span>-</div></div><div class="c x4b y1115 w13f h1f3"><div class="t m41 x6f h1f2 y110a ff1 fs4e fc0 sc0 ls0 ws0">Mor<span class="_ _3" />e: <span class="_ _1" />Lo<span class="_ _3" />ng<span class="_ _b" />-t<span class="_ _1" />er<span class="_ _b" />m<span class="_ _1" /> <span class="_ _1" />loa<span class="_ _3" />ns <span class="_ _1" />payab<span class="_ _3" />le in <span class="_ _1" />ne<span class="_ _3" />x<span class="_ _1" />t<span class="_ _1" /> </div><div class="t m41 x6f h1f2 y1111 ff1 fs4e fc0 sc0 ls0 ws0">f<span class="_ _b" />inan<span class="_ _3" />c<span class="_ _1" />ial <span class="_ _1" />y<span class="_ _1" />ea<span class="_ _3" />r</div></div><div class="c x4b y1104 w13e h1f1"><div class="t m41 x127 h1f2 y1116 ff1 fs4e fc0 sc0 ls0 ws0">11<span class="_ _3" />8,22<span class="_ _3" />5<span class="_ _c4"> </span>1<span class="_ _3" />8,47<span class="_ _3" />8<span class="_ _178"> </span>8<span class="_ _3" />,000<span class="_ _52"> </span>1<span class="_ _3" />,<span class="_ _1" />00<span class="_ _3" />0</div><div class="t m41 x6f h1f0 y1117 ff2 fs4e fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1" /> <span class="_ _1" />of s<span class="_ _12" />hort-<span class="_ _b" />te<span class="_ _1" />rm<span class="_ _1" /> <span class="_ _1" />l<span class="_ _1" />oa<span class="_ _13" />ns<span class="_ _f8"> </span>13<span class="_ _3" />5,234<span class="_ _6e"> </span>25<span class="_ _3" />,<span class="_ _1" />05<span class="_ _b" />0<span class="_ _178"> </span>8,037<span class="_ _52"> </span>1<span class="_ _3" />,<span class="_ _1" />03<span class="_ _b" />5</div></div><div class="c xa0 y1118 w140 h1f6"><div class="t m41 xd2 h1f0 y1119 ff2 fs4e fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c x14b y1118 w141 h1f6"><div class="t m41 x45 h1f0 y1119 ff2 fs4e fc0 sc0 ls0 ws0">C<span class="_ _3" />OMP<span class="_ _1" />A<span class="_ _3" />N<span class="_ _3" />Y</div></div></div><div class="pi" /></div>
<div id="pf98" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc98 w0 h0"><img 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" class="bi x49 y3da w142 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">152</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">Short-term <span class="_ _13" />l<span class="_ _1" />oans <span class="_ _13" />include <span class="_ _3e" />Bond <span class="_ _3e" />loans <span class="_ _13" />of <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />Group's<span class="_ _1" /> <span class="_ _13" />subsidiary <span class="_ _3e" />of <span class="_ _13" />Euro <span class="_ _3e" />97.5 <span class="_ _13" />m<span class="_ _1" />ln <span class="_ _13" />that <span class="_ _3e" />mature <span class="_ _13" /> <span class="_ _3e" />in <span class="_ _13" />Oc<span class="_ _1" />tober <span class="_ _13" />2022<span class="_ _13" /><span class="ls4">. </span></div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">The Group's manage<span class="_ _1" />ment is negotiating suc<span class="_ _1" />cessful <span class="_ _1" />refinancing<span class="_ _1" /> of the loan with th<span class="_ _1" />e creditor banks.<span class="_ _1" /> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3" />parent company <span class="_ _3" />issued a <span class="_ _3" />five-year bond <span class="_ _3" />loan, amounting to <span class="_ _b" />Euro 55 mln. Moreover, <span class="_ _3" />proceeded with <span class="_ _3" />loan </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">repayment (Euro 20 m<span class="_ _1" />ln). </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">Changes in the Group's <span class="_ _1" />lia<span class="_ _1" />bilities arising from fin<span class="_ _1" />ancing activities <span class="_ _1" />are classifie<span class="_ _1" />d as follows:<span class="_ _1" /> </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y111a w143 h1f7"><div class="t m42 x86 h1f8 y111b ff2 fs4f fc0 sc0 ls0 ws0">Long-t<span class="_ _3" />e<span class="_ _1" />rm<span class="_ _1" /> </div><div class="t m42 x5b h1f8 y111c ff2 fs4f fc0 sc0 ls0 ws0">borrow<span class="_ _1" />i<span class="_ _1" />ngs</div></div><div class="c x3f y111a w144 h1f7"><div class="t m42 x3a h1f8 y111b ff2 fs4f fc0 sc0 ls0 ws0">Short-t<span class="_ _b" />e<span class="_ _13" />rm <span class="_ _1" /> </div><div class="t m42 x129 h1f8 y111c ff2 fs4f fc0 sc0 ls0 ws0">borrow<span class="_ _1" />i<span class="_ _1" />ngs</div></div><div class="c x11 y111a w145 h1f7"><div class="t m42 xdc h1f8 y111d ff2 fs4f fc0 sc0 ls0 ws0">Fa<span class="_ _1" />ctoring</div></div><div class="c xa4 y111a w146 h1f7"><div class="t m42 x5e h1f8 y111b ff2 fs4f fc0 sc0 ls0 ws0">Le<span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" />e<span class="_ _13" /> </div><div class="t m42 x87 h1f8 y111c ff2 fs4f fc0 sc0 ls0 ws0">li<span class="_ _1" />a<span class="_ _13" />bil<span class="_ _1" />i<span class="_ _1" />tie<span class="_ _1" />s</div></div><div class="c x11 y111a w145 h1f7"><div class="t m42 x14c h1f8 y111d ff2 fs4f fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 y111e w145 h1f9"><div class="t m42 x6f h1f8 y111f ff2 fs4f fc0 sc0 ls0 ws0">1.1.202<span class="_ _3" />1<span class="_ _1c8"> </span>39<span class="_ _3" />9,817<span class="_ _7c"> </span>18,478<span class="_ _6a"> </span>4,926<span class="_ _14f"> </span>7,321<span class="_ _c7"> </span>43<span class="_ _3" />0,542</div></div><div class="c x11 y1120 w145 h1f9"><div class="t m42 x6f h1f8 y111f ff2 fs4f fc0 sc0 ls0 ws0">Cas<span class="_ _b" />h <span class="_ _1" />Fl<span class="_ _1" />ow<span class="_ _1" />s<span class="_ _b" />:</div></div><div class="c x11 y1121 w145 h1f9"><div class="t m42 x6f h1f8 y111f ff1 fs4f fc0 sc0 ls0 ws0">Re<span class="_ _3" />pa<span class="_ _3" />ym<span class="_ _1" />en<span class="_ _3" />ts<span class="_ _1c7"> </span>-37,47<span class="_ _3" />8<span class="_ _69"> </span>-<span class="_ _3" />9,613<span class="_ _14f"> </span>-16<span class="_ _b" />,<span class="_ _1" />835<span class="_ _8c"> </span>-1,67<span class="_ _3" />2<span class="_ _155"> </span><span class="ff2">-65<span class="_ _3" />,598</span></div></div><div class="c x11 y1122 w145 h1f9"><div class="t m42 x6f h1f8 y111f ff1 fs4f fc0 sc0 ls0 ws0">Proceed<span class="_ _3" />s <span class="_ _a3"> </span>77,700<span class="_ _7c"> </span>16,50<span class="_ _3" />0<span class="_ _9a"> </span>15,687<span class="_ _13e"> </span>-<span class="_ _c7"> </span><span class="ff2">109<span class="_ _3" />,887</span></div></div><div class="c x11 y1123 w145 h1f9"><div class="t m42 x6f h1f8 y111f ff2 fs4f fc0 sc0 ls0 ws0">Non-<span class="_ _b" />Ca<span class="_ _1" />s<span class="_ _b" />h <span class="_ _1" />Change<span class="_ _13" />s<span class="_ _12" />:</div></div><div class="c x11 y1124 w145 h1f9"><div class="t m42 x6f h1f8 y1125 ff2 fs4f fc0 sc0 ls0 ws0">Additions<span class="_ _b7"> </span><span class="ff1">-<span class="_ _1b1"> </span>-<span class="_ _4b"> </span>-<span class="_ _80"> </span><span class="ls6a">63<span class="_ _80"> </span><span class="ff2">63</span></span></span></div></div><div class="c x11 y1126 w147 h1fa"><div class="t m42 x6f h1fb y1127 ff1 fs4f fc0 sc0 ls0 ws0">Additions <span class="_ _1" />f<span class="_ _3" />ro<span class="_ _3" />m <span class="_ _1" />ne<span class="_ _3" />w subsi<span class="_ _1" />diar<span class="_ _b" />ies<span class="_ _1" /> <span class="_ _1" />/ <span class="_ _1" />Disposals<span class="_ _1" /> </div><div class="t m42 x6f h1fb y1128 ff1 fs4f fc0 sc0 ls0 ws0">f<span class="_ _3" />r<span class="_ _3" />om s<span class="_ _1" />ale of<span class="_ _3" /> s<span class="_ _1" />ubsidiar<span class="_ _3" />ies</div></div><div class="c x11 y1129 w145 h1fc"><div class="t m42 xa0 h1f8 y112a ff1 fs4f fc0 sc0 ls6a ws0">676<span class="_ _179"> </span><span class="ls0">4,612<span class="_ _184"> </span>-<span class="_ _73"> </span>-<span class="_ _96"> </span><span class="ff2">5<span class="_ _3" />,288</span></span></div></div><div class="c x11 y112b w145 h1f9"><div class="t m42 x6f h1f8 y112c ff1 fs4f fc0 sc0 ls0 ws0">Fair<span class="_ _3" /> v<span class="_ _b" />alue<span class="_ _3" /> c<span class="_ _1" />han<span class="_ _3" />ge<span class="_ _3" />s<span class="_ _75"> </span>1<span class="_ _3" />,390<span class="_ _1b1"> </span>-<span class="_ _4b"> </span>-<span class="_ _aa"> </span>-28<span class="_ _3" />6<span class="_ _96"> </span><span class="ff2">1,104</span></div></div><div class="c x11 y112d w145 h1f9"><div class="t m42 x6f h1fb y112c ff1 fs4f fc0 sc0 ls0 ws0">Re<span class="_ _3" />clas<span class="_ _1" />s<span class="_ _1" />if<span class="_ _3" />ic<span class="_ _1" />ations<span class="_ _1c9"> </span>-9<span class="_ _3" />9,74<span class="_ _3" />8<span class="_ _98"> </span>99<span class="_ _b" />,<span class="_ _1" />748<span class="_ _184"> </span>-<span class="_ _73"> </span>-<span class="_ _68"> </span>-</div></div><div class="c x11 y112e w145 h1f9"><div class="t m42 x6f h1f8 y112f ff1 fs4f fc0 sc0 ls0 ws0">Other<span class="_ _3" /> c<span class="_ _1" />han<span class="_ _3" />ge<span class="_ _3" />s<span class="_ _4d"> </span>-<span class="_ _1b1"> </span>-<span class="_ _184"> </span>-<span class="_ _5f"> </span><span class="ls6a">307<span class="_ _55"> </span><span class="ff2">307</span></span></div></div><div class="c x11 y1130 w145 h1fd"><div class="t m42 x6f h1f8 y1131 ff2 fs4f fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _1a0"> </span>34<span class="_ _3" />2,35<span class="_ _3" />7<span class="_ _7a"> </span>12<span class="_ _3" />9,72<span class="_ _3" />5<span class="_ _6a"> </span>3,<span class="_ _1" />77<span class="_ _3" />8<span class="_ _4e"> </span>5,733<span class="_ _c7"> </span>48<span class="_ _3" />1,59<span class="_ _3" />3</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x8d h2 y1132 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x49 h9b y1133 ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y83 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y84 ff1 fs0 fc0 sc0 ls0 ws0">Finance leases liabilit<span class="_ _1" />ies, presented in the acc<span class="_ _1" />ompanying financia<span class="_ _1" />l statements, are analyz<span class="_ _1" />ed as follows: <span class="_ _13" /> </div><div class="t m0 x11 h2 y85 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y470 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y1134 w148 h1fe"><div class="t m43 x123 h1ff y1135 ff2 fs50 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _b" />21<span class="_ _15f"> </span>31.12<span class="_ _3" />.202<span class="_ _b" />0<span class="_ _2c"> </span>31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _b" />21<span class="_ _43"> </span>31.12<span class="_ _3" />.202<span class="_ _b" />0</div><div class="t m43 x6f h200 y1136 ff1 fs50 fc0 sc0 ls0 ws0">Shor<span class="_ _b" />t<span class="_ _1" />-ter<span class="_ _3" />m fin<span class="_ _3" />an<span class="_ _b" />c<span class="_ _1" />e l<span class="_ _1" />ea<span class="_ _b" />s<span class="_ _1" />es<span class="_ _103"> </span>1,731<span class="_ _aa"> </span>1,64<span class="_ _3" />6<span class="_ _84"> </span><span class="ls6b">37<span class="_ _140"> </span>35</span></div><div class="t m43 x6f h200 y1137 ff1 fs50 fc0 sc0 ls0 ws0">Lo<span class="_ _b" />ng-<span class="_ _b" />t<span class="_ _1" />er<span class="_ _3" />m <span class="_ _1" />f<span class="_ _b" />inan<span class="_ _3" />ce <span class="_ _1" />lea<span class="_ _3" />ses<span class="_ _63"> </span>4,002<span class="_ _aa"> </span>5,67<span class="_ _3" />5<span class="_ _68"> </span><span class="ls6b">122<span class="_ _5f"> </span>159</span></div><div class="t m43 x6f h1ff y1138 ff2 fs50 fc0 sc0 ls0 ws0">Tot<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" /> <span class="_ _1" />fina<span class="_ _13" />nce <span class="_ _1" />l<span class="_ _1" />e<span class="_ _13" />a<span class="_ _1" />s<span class="_ _12" />e<span class="_ _13" />s<span class="_ _171"> </span>5,73<span class="_ _3" />3<span class="_ _aa"> </span>7,321<span class="_ _68"> </span><span class="ls6b">159<span class="_ _6a"> </span>194</span></div></div><div class="c x111 y1139 w149 h201"><div class="t m43 x13 h1ff y113a ff2 fs50 fc0 sc0 ls0 ws0">Group</div></div><div class="c x21 y1139 w14a h201"><div class="t m43 x45 h1ff y113a ff2 fs50 fc0 sc0 ls0 ws0">C<span class="_ _3" />om<span class="_ _1" />pa<span class="_ _1" />ny</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14d h2 ydbe ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y2bc ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1da ff1 fs0 fc0 sc0 ls0 ws0">The minimum financ<span class="_ _1" />e lease payments, base<span class="_ _1" />d on finance leases<span class="_ _1" /> as well as the pre<span class="_ _1" />sent value of the net m<span class="_ _1" />inimum </div><div class="t m0 x11 h2 yc1 ff1 fs0 fc0 sc0 ls0 ws0">lease payements as<span class="_ _1" /> at 31 Dec<span class="_ _1" />ember 2021 ar<span class="_ _1" />e as follows: </div><div class="t m0 x11 h2 y113b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y113c w14b h202"><div class="t m44 x74 h203 y113d ff1 fs51 fc0 sc0 ls0 ws0">Minimum payments<span class="_ _b0"> </span>P<span class="_ _1" />re<span class="_ _3" />s<span class="_ _1" />en<span class="_ _3" />t <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _b0"> </span>Minimum payments<span class="_ _f"> </span>P<span class="_ _1" />re<span class="_ _b" />s<span class="_ _1" />ent <span class="_ _1" />v<span class="_ _12" />alu<span class="_ _3" />e</div><div class="t m44 x6f h203 y113e ff1 fs51 fc0 sc0 ls0 ws0">W<span class="_ _1" />it<span class="_ _1" />hin 1year<span class="_ _112"> </span>1,96<span class="_ _3" />8<span class="_ _12e"> </span>1,73<span class="_ _3" />1<span class="_ _1b1"> </span><span class="ls6c">46<span class="_ _171"> </span>37</span></div><div class="t m44 x6f h203 y113f ff1 fs51 fc0 sc0 ls0 ws0">Betwee<span class="_ _3" />n 2-<span class="_ _b" />5 <span class="_ _1" />y<span class="_ _1" />ea<span class="_ _3" />r<span class="_ _3" />s<span class="_ _d9"> </span>4,103<span class="_ _13d"> </span>3,<span class="_ _1" />78<span class="_ _3" />9<span class="_ _10c"> </span><span class="ls6c">134<span class="_ _184"> </span>122</span></div></div><div class="c x11 y1140 w14b h204"><div class="t m44 x6f h203 y1141 ff1 fs51 fc0 sc0 ls0 ws0">Mor<span class="_ _3" />e than f<span class="_ _b" />i<span class="_ _1" />v<span class="_ _12" />e y<span class="_ _1" />ea<span class="_ _3" />rs<span class="_ _105"> </span><span class="ls6c">220<span class="_ _162"> </span>213<span class="_ _13f"> </span></span>-<span class="_ _c1"> </span>-</div></div><div class="c x11 y113c w14b h202"><div class="t m44 xa2 h205 y1142 ff2 fs51 fc0 sc0 ls0 ws0">6,29<span class="_ _3" />1<span class="_ _12e"> </span>5,733<span class="_ _85"> </span><span class="ls6c">180<span class="_ _184"> </span>159</span></div><div class="t m44 x6f h203 y1143 ff1 fs51 fc0 sc0 ls0 ws0">Le<span class="_ _3" />ss<span class="_ _1" />:<span class="_ _1" /> <span class="_ _1" />Finan<span class="_ _3" />c<span class="_ _1" />e c<span class="_ _1" />ha<span class="_ _3" />rg<span class="_ _b" />es<span class="_ _12d"> </span>-5<span class="_ _3" />58<span class="_ _131"> </span>-<span class="_ _125"> </span>-2<span class="_ _3" />1<span class="_ _c1"> </span>-</div><div class="t m44 x6f h205 y1144 ff1 fs51 fc0 sc0 ls0 ws0">Minimum payments<span class="_ _1" />' c<span class="_ _1" />ur<span class="_ _3" />r<span class="_ _3" />en<span class="_ _3" />t <span class="_ _1" />v<span class="_ _12" />alue<span class="_ _15d"> </span><span class="ff2">5,733<span class="_ _13d"> </span>5,<span class="_ _1" />73<span class="_ _3" />3<span class="_ _10c"> </span><span class="ls6c">159<span class="_ _184"> </span>159</span></span></div></div><div class="c x4e y1145 w14c h206"><div class="t m44 x19 h205 y1141 ff2 fs51 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _b" />1</div></div><div class="c x4e y1146 w14c h206"><div class="t m44 x44 h205 y1141 ff2 fs51 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c x50 y1146 w14d h206"><div class="t m44 xe6 h205 y1141 ff2 fs51 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x50 y1145 w14d h206"><div class="t m44 x60 h205 y1141 ff2 fs51 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.202<span class="_ _b" />1</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x14e h2 y9ef ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1147 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1148 ff1 fs0 fc0 sc0 ls0 ws0">As at 31.12.2021<span class="ff6">, <span class="_ _1" />the total Group’s borr<span class="_ _1" />owing stood at<span class="_ _1" /> Euro <span class="_ _1" /></span>481,853 <span class="lsb">k.</span> </div><div class="t m0 x11 h9 y1149 ff7 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf99" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc99 w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">153</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls2 ws0">7.2<span class="ls0">9. <span class="_ _2e"> </span></span>Long<span class="ls0">-term<span class="_ _1" /> Provisions </span></div><div class="t m0 x11 h2 y1012 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1013 ff1 fs0 fc0 sc0 ls0 ws0">The Group has made prov<span class="_ _1" />isions amounting t<span class="_ _1" />o Euro 1,<span class="_ _1" />918 k which co<span class="_ _1" />ncern legal and <span class="_ _1" />other cases.<span class="_ _1" /> </div></div><div class="c x11 y114a w14e h207"><div class="t m45 x137 h208 y114b ff2 fs52 fc0 sc0 ls0 ws0">C<span class="_ _3" />re<span class="_ _1" />w<span class="_ _13" /> <span class="_ _1" />cla<span class="_ _1" />i<span class="_ _1" />m<span class="_ _1" />s</div></div><div class="c x6b y114a w14f h207"><div class="t m45 xe3 h208 y114c ff2 fs52 fc0 sc0 ls0 ws0">Ot<span class="_ _3" />he<span class="_ _1" />r </div><div class="t m45 x82 h208 y114d ff2 fs52 fc0 sc0 ls0 ws0">provis<span class="_ _12" />i<span class="_ _1" />ons</div></div><div class="c x11 y114a w14e h207"><div class="t m45 x9c h208 y114b ff2 fs52 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 y114e w14e h209"><div class="t m45 x6f h208 y114f ff2 fs52 fc0 sc0 ls0 ws0">Ope<span class="_ _1" />ni<span class="_ _1" />ng Ba<span class="_ _1" />l<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 1.1.202<span class="_ _3" />0<span class="_ _10e"> </span>1<span class="_ _b" />,<span class="_ _1" />141<span class="_ _73"> </span>1,<span class="_ _1" />99<span class="_ _3" />8<span class="_ _82"> </span>3<span class="_ _3" />,139</div><div class="t m45 x6f h20a y1150 ff1 fs52 fc0 sc0 ls0 ws0">Additiona<span class="_ _3" />l <span class="_ _1" />pr<span class="_ _b" />ov<span class="_ _12" />is<span class="_ _1" />ions<span class="_ _1ca"> </span>-<span class="_ _fd"> </span>-<span class="_ _3" />1,52<span class="_ _3" />1<span class="_ _5f"> </span>-1<span class="_ _3" />,521</div><div class="t m45 x6f h208 y1151 ff2 fs52 fc0 sc0 ls0 ws0">C<span class="_ _3" />los<span class="_ _b" />i<span class="_ _1" />ng <span class="_ _1" />B<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31<span class="_ _3" />.12.202<span class="_ _3" />0<span class="_ _160"> </span>1<span class="_ _3" />,<span class="_ _1" />14<span class="_ _3" />1<span class="_ _9f"> </span><span class="ls6d">477<span class="_ _82"> </span></span>1,618</div></div><div class="c x11 y1152 w14e h20b"><div class="t m45 x137 h208 y1153 ff2 fs52 fc0 sc0 ls0 ws0">C<span class="_ _3" />re<span class="_ _1" />w<span class="_ _13" /> <span class="_ _1" />cla<span class="_ _1" />i<span class="_ _1" />m<span class="_ _1" />s</div></div><div class="c x6b y1152 w14f h20b"><div class="t m45 xe3 h208 y1154 ff2 fs52 fc0 sc0 ls0 ws0">Ot<span class="_ _3" />he<span class="_ _1" />r </div><div class="t m45 x82 h208 y1155 ff2 fs52 fc0 sc0 ls0 ws0">provis<span class="_ _12" />i<span class="_ _1" />ons</div></div><div class="c x11 y1152 w14e h20b"><div class="t m45 x9c h208 y1153 ff2 fs52 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l</div></div><div class="c x11 y114e w14e h209"><div class="t m45 x6f h208 y1156 ff2 fs52 fc0 sc0 ls0 ws0">Ope<span class="_ _1" />ni<span class="_ _1" />ng Ba<span class="_ _1" />l<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 1.1.202<span class="_ _3" />1<span class="_ _10e"> </span>1<span class="_ _b" />,<span class="_ _1" />141<span class="_ _98"> </span><span class="ls6d">477<span class="_ _6f"> </span></span>1<span class="_ _3" />,618</div><div class="t m45 x6f h20a y1157 ff1 fs52 fc0 sc0 ls0 ws0">Additiona<span class="_ _3" />l <span class="_ _1" />pr<span class="_ _b" />ov<span class="_ _12" />is<span class="_ _1" />ions<span class="_ _1cb"> </span><span class="ls6d">300<span class="_ _2"> </span></span>-<span class="_ _13e"> </span><span class="ls6d">300</span></div><div class="t m45 x6f h208 y1158 ff2 fs52 fc0 sc0 ls0 ws0">C<span class="_ _3" />los<span class="_ _b" />i<span class="_ _1" />ng <span class="_ _1" />B<span class="_ _3" />a<span class="_ _1" />l<span class="_ _1" />a<span class="_ _1" />nce<span class="_ _1" /> <span class="_ _1" />a<span class="_ _13" />s<span class="_ _12" /> <span class="_ _1" />of 31<span class="_ _3" />.12.202<span class="_ _3" />1<span class="_ _160"> </span>1<span class="_ _3" />,<span class="_ _1" />44<span class="_ _3" />1<span class="_ _9f"> </span><span class="ls6d">477<span class="_ _82"> </span></span>1,918</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x124 h9c y1159 ff1 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y115a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y435 ff1 fs0 fc0 sc0 ls2 ws0">Long<span class="ls0">-Term Provisions mainly i<span class="_ _3" />nclude provisions for <span class="_ _3" />contingent liabilities arising <span class="_ _3" />from litigation of <span class="_ _b" />sai<span class="_ _1" />lors employed </span></div><div class="t m0 x11 h2 y115b ff1 fs0 fc0 sc0 ls0 ws0">on the Group's vessels.<span class="_ _1" /> </div><div class="t m0 x11 h2 y98d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y98e ff1 fs0 fc0 sc0 ls2 ws0">7.30<span class="ls0">. <span class="_ _34"> </span>Trade a<span class="_ _1" />nd other payables<span class="_ _1" /> </span></div><div class="t m0 x11 h9 yd7 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y115c ff1 fs0 fc0 sc0 ls0 ws0">"Other <span class="_ _13" />long-term <span class="_ _13" />liabi<span class="_ _1" />lities" <span class="_ _13" />includes <span class="_ _13" />tax <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />insurance <span class="_ _13" />liabilities <span class="_ _13" />of <span class="_ _13" />the <span class="_ _13" />Group <span class="_ _13" />w<span class="_ _1" />hich <span class="_ _13" />arose <span class="_ _13" />during <span class="_ _13" />the <span class="_ _13" />pandemic<span class="_ _1" /> </div><div class="t m0 x11 h2 y115d ff1 fs0 fc0 sc0 ls0 ws0">period and have been <span class="_ _1" />adjusted according t<span class="_ _1" />o the current fram<span class="_ _1" />ework.<span class="_ _1" /> </div><div class="t m0 x11 h9 ya5a ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y39c ff1 fs0 fc0 sc0 ls2 ws0">7.3<span class="ls0">1. <span class="_ _34"> </span>Trade and o<span class="_ _1" />ther payables<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y115e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1d1 ff6 fs0 fc0 sc0 ls0 ws0">“Trade and other payab<span class="_ _1" />les” item includes the fo<span class="_ _1" />llowing categories.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h9c y115f ff1 fs13 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y1160 w150 h20c"><div class="t m46 xbb h20d y1161 ff2 fs53 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _3" />21<span class="_ _dd"> </span>3<span class="_ _3" />1.12<span class="_ _3" />.202<span class="_ _3" />0<span class="_ _dd"> </span>3<span class="_ _3" />1.12<span class="_ _3" />.202<span class="_ _3" />1<span class="_ _7f"> </span>31.12<span class="_ _3" />.202<span class="_ _3" />0</div><div class="t m46 x6f h20e y1162 ff1 fs53 fc0 sc0 ls0 ws0">Supp<span class="_ _3" />lier<span class="_ _3" />s<span class="_ _144"> </span>32<span class="_ _3" />,448<span class="_ _b6"> </span>34,054<span class="_ _17d"> </span><span class="ls6e">380<span class="_ _17d"> </span>220</span></div><div class="t m46 x6f h20e y1163 ff1 fs53 fc0 sc0 ls0 ws0">C<span class="_ _3" />he<span class="_ _3" />c<span class="_ _1" />k<span class="_ _1" />s<span class="_ _1" /> P<span class="_ _1" />ayable<span class="_ _10d"> </span><span class="ls6e">18<span class="_ _59"> </span></span>3<span class="_ _98"> </span>-<span class="_ _184"> </span>-</div><div class="t m46 x6f h20e y1164 ff1 fs53 fc0 sc0 ls0 ws0">C<span class="_ _3" />ust<span class="_ _1" />omer<span class="_ _b" />s<span class="_ _1" />' A<span class="_ _1" />dv<span class="_ _7" />ances<span class="_ _1a2"> </span>3,418<span class="_ _52"> </span>2,<span class="_ _1" />39<span class="_ _3" />5<span class="_ _98"> </span>-<span class="_ _184"> </span>-</div><div class="t m46 x6f h20e y1165 ff1 fs53 fc0 sc0 ls0 ws0">I<span class="_ _b" />nt<span class="_ _1" />er<span class="_ _b" />c<span class="_ _1" />ompan<span class="_ _3" />y <span class="_ _1" />ac<span class="_ _1" />c<span class="_ _1" />ou<span class="_ _3" />nts<span class="_ _1" /> payable<span class="_ _e4"> </span>-<span class="_ _8a"> </span><span class="ls6e">253<span class="_ _98"> </span></span>-<span class="_ _4b"> </span>-</div><div class="t m46 x6f h20e y1166 ff1 fs53 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />li<span class="_ _1" />ab<span class="_ _3" />ilit<span class="_ _1" />ies<span class="_ _1c9"> </span>2,056<span class="_ _52"> </span>2,<span class="_ _1" />37<span class="_ _3" />6<span class="_ _98"> </span>-<span class="_ _184"> </span>-</div><div class="t m46 x6f h20d y1167 ff2 fs53 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _4d"> </span>37,94<span class="_ _3" />0<span class="_ _8d"> </span>3<span class="_ _3" />9,08<span class="_ _3" />1<span class="_ _8a"> </span><span class="ls6e">380<span class="_ _17d"> </span>220</span></div></div><div class="c xa y1168 w151 h20f"><div class="t m46 x14 h20d y1169 ff2 fs53 fc0 sc0 ls0 ws0">GR<span class="_ _3" />OU<span class="_ _b" />P</div></div><div class="c xee y1168 w152 h20f"><div class="t m46 x11 h20d y1169 ff2 fs53 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _3" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5a h2 y116a ff1 fs0 fc0 sc0 ls1 ws0">  <span class="ls0"> </span></div><div class="t m0 x11 h1f y5a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yda2 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y116b ff1 fs0 fc0 sc0 ls2 ws0">7.<span class="ls0">32. <span class="_ _34"> </span>Income <span class="ls1">tax<span class="_ _1" /></span> payable  </span></div><div class="t m0 x11 h9c yf4a ff5 fs13 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y116c w153 h210"><div class="t m47 x7e h211 y116d ff2 fs54 fc0 sc0 ls0 ws0">31<span class="_ _3" />.12.20<span class="_ _b" />21<span class="_ _164"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />20<span class="_ _7f"> </span>31.12<span class="_ _3" />.202<span class="_ _3" />1<span class="_ _a8"> </span>3<span class="_ _3" />1.12<span class="_ _3" />.202<span class="_ _b" />0</div><div class="t m47 x6f h212 y116e ff1 fs54 fc0 sc0 ls0 ws0">I<span class="_ _b" />nc<span class="_ _1" />ome<span class="_ _3" /> T<span class="_ _b" />ax<span class="_ _1ac"> </span><span class="ls6f">197<span class="_ _51"> </span>170<span class="_ _9f"> </span></span>-<span class="_ _69"> </span>-</div></div><div class="c x11 y116f w153 h213"><div class="t m47 x6f h212 y1170 ff1 fs54 fc0 sc0 ls0 ws0">Pro<span class="_ _3" />v<span class="_ _12" />is<span class="_ _1" />ion<span class="_ _3" /> fo<span class="_ _b" />r una<span class="_ _b" />udited tax<span class="_ _1" /> y<span class="_ _1" />ear<span class="_ _b" />s<span class="_ _1a1"> </span><span class="ls6f">148<span class="_ _51"> </span>148<span class="_ _106"> </span>20<span class="_ _67"> </span>20</span></div></div><div class="c x11 y116c w153 h210"><div class="t m47 x6f h211 y1171 ff2 fs54 fc0 sc0 ls0 ws0">Total<span class="_ _142"> </span><span class="ls6f">345<span class="_ _fd"> </span>318<span class="_ _b3"> </span>20<span class="_ _67"> </span>20</span></div></div><div class="c xc2 y1172 w154 h214"><div class="t m47 x14 h211 y1173 ff2 fs54 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x14f y1172 w155 h214"><div class="t m47 xc6 h211 y1173 ff2 fs54 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x121 h2 y9ed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h9c y1174 ff1 fs13 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yade ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1175 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y121 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1176 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y12e ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y3d7 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1177 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yc43 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1178 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y933 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1b3 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y392 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y3d3 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1179 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y12f ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y117a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y117b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y117c ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y78a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y61c ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y117d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y117e ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y277 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y117f ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ybab ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1180 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1181 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ydd3 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1182 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1183 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y2cf ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1184 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1185 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y57a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y32d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f ye8f ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1186 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y68e ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y3d5 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1187 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1188 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1189 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y118a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y118b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y118c ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yd02 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y57b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y118d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y118e ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y118f ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1190 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f yef0 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y184 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y9d8 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y26b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1191 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1192 ff1 fs6 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf9a" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc9a w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">154</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1193 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1194 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1195 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1196 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1197 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1198 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y1199 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y119a ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y119b ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y119c ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h1f y119d ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc6a ff1 fs0 fc0 sc0 ls2 ws0">7.3<span class="ls0">3<span class="ls4">. </span> <span class="_ _2d"> </span>Other short-term <span class="_ _1" />liabilities </span></div><div class="t m0 x11 h9b y119e ff1 fs14 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yb2b ff6 fs0 fc0 sc0 ls0 ws0">“Other short<span class="ff1">-</span>term <span class="_ _1" />liabilities” item inc<span class="_ _1" />ludes the following <span class="_ _1" />categories.<span class="_ _1" /><span class="ff1"> </span></div><div class="t m0 x49 h9b y119f ff1 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y79 w156 h215"><div class="t m48 x20 h216 y11a0 ff2 fs55 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />21<span class="_ _be"> </span>31.12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />20<span class="_ _bd"> </span>31<span class="_ _3" />.12.20<span class="_ _3" />21<span class="_ _ab"> </span>31<span class="_ _b" />.<span class="_ _1" />12.20<span class="_ _3" />20</div><div class="t m48 x6f h217 y11a1 ff1 fs55 fc0 sc0 ls0 ws0">I<span class="_ _b" />ntercompa<span class="_ _3" />n<span class="_ _3" />y<span class="_ _1" /> <span class="_ _1" />acc<span class="_ _1" />oun<span class="_ _3" />ts<span class="_ _13" /> payab<span class="_ _3" />le<span class="_ _1cc"> </span>-<span class="_ _f1"> </span>-<span class="_ _106"> </span><span class="ls70">700<span class="_ _19d"> </span></span>-</div><div class="t m48 x6f h217 y11a2 ff1 fs55 fc0 sc0 ls0 ws0">D<span class="_ _3" />ef<span class="_ _12" />err<span class="_ _b" />ed income-<span class="_ _3" />Gr<span class="_ _3" />a<span class="_ _3" />nts<span class="_ _122"> </span>9,01<span class="_ _3" />0<span class="_ _6b"> </span>8,52<span class="_ _3" />2<span class="_ _108"> </span>-<span class="_ _e7"> </span>-</div><div class="t m48 x6f h217 y11a3 ff1 fs55 fc0 sc0 ls0 ws0">Soc<span class="_ _1" />ial <span class="_ _1" />s<span class="_ _1" />ecur<span class="_ _3" />it<span class="_ _1" />y<span class="_ _1" /> <span class="_ _1" />insura<span class="_ _b" />nc<span class="_ _1" />e<span class="_ _1cd"> </span>3,99<span class="_ _3" />4<span class="_ _6b"> </span>6<span class="_ _3" />,<span class="_ _1" />84<span class="_ _b" />3<span class="_ _7c"> </span><span class="ls70">17<span class="_ _db"> </span>14</span></div><div class="t m48 x6f h217 y11a4 ff1 fs55 fc0 sc0 ls0 ws0">Other<span class="_ _b" /> <span class="_ _1" />T<span class="_ _b" />ax <span class="_ _1" />li<span class="_ _1" />ab<span class="_ _b" />i<span class="_ _1" />lit<span class="_ _1" />ies<span class="_ _102"> </span>23<span class="_ _3" />,083<span class="_ _6a"> </span>26<span class="_ _3" />,417<span class="_ _184"> </span><span class="ls70">75<span class="_ _db"> </span>34</span></div><div class="t m48 x6f h217 y11a5 ff1 fs55 fc0 sc0 ls0 ws0">D<span class="_ _3" />iv<span class="_ _12" />id<span class="_ _3" />en<span class="_ _3" />d<span class="_ _3" />s<span class="_ _1ab"> </span>11,70<span class="_ _3" />6<span class="_ _1ce"> </span><span class="ls70">916<span class="_ _54"> </span></span>10,79<span class="_ _3" />0<span class="_ _e7"> </span>-</div><div class="t m48 x6f h217 y11a6 ff1 fs55 fc0 sc0 ls0 ws0">Salar<span class="_ _3" />ies <span class="_ _1" />an<span class="_ _3" />d wa<span class="_ _b" />ges <span class="_ _1" />pa<span class="_ _3" />y<span class="_ _1" />ab<span class="_ _3" />le<span class="_ _f8"> </span>2,39<span class="_ _3" />1<span class="_ _6b"> </span>2<span class="_ _3" />,<span class="_ _1" />18<span class="_ _b" />9<span class="_ _108"> </span>-<span class="_ _e7"> </span>-</div><div class="t m48 x6f h217 y11a7 ff1 fs55 fc0 sc0 ls0 ws0">Ac<span class="_ _1" />c<span class="_ _13" />r<span class="_ _3" />ue<span class="_ _b" />d <span class="_ _1" />expen<span class="_ _b" />s<span class="_ _1" />es<span class="_ _17a"> </span>2<span class="_ _3" />,<span class="_ _1" />18<span class="_ _3" />7<span class="_ _6b"> </span>2<span class="_ _3" />,028<span class="_ _184"> </span><span class="ls70">24<span class="_ _db"> </span>26</span></div><div class="t m48 x6f h217 y11a8 ff1 fs55 fc0 sc0 ls0 ws0">Other<span class="_ _b" />s<span class="_ _1" /> <span class="_ _1" />Liab<span class="_ _3" />ilit<span class="_ _1" />ies<span class="_ _195"> </span><span class="ls70">590<span class="_ _88"> </span>330<span class="_ _5e"> </span>146<span class="_ _db"> </span>84</span></div><div class="t m48 x6f h216 y11a9 ff2 fs55 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _142"> </span>52<span class="_ _3" />,961<span class="_ _6a"> </span>47<span class="_ _3" />,245<span class="_ _aa"> </span>11<span class="_ _3" />,752<span class="_ _184"> </span><span class="ls70">158</span></div></div><div class="c x9f y11aa w157 h218"><div class="t m48 x55 h216 y11ab ff2 fs55 fc0 sc0 ls0 ws0">GR<span class="_ _b" />OUP</div></div><div class="c x14b y11aa w158 h218"><div class="t m48 x13 h216 y11ab ff2 fs55 fc0 sc0 ls0 ws0">C<span class="_ _3" />OMPAN<span class="_ _b" />Y</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x150 h2 y79 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y98d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6e0 ff1 fs0 fc0 sc0 ls0 ws0">The item "Deffere<span class="_ _1" />d Income"<span class="_ _1" /> includes tickets <span class="_ _1" />issued but <span class="ls2">not </span>trav<span class="_ _1" />eled unti<span class="_ _1" />l 31.12.2021.<span class="_ _1" /> </div><div class="t m0 x11 h2 y11ac ff6 fs0 fc0 sc0 ls0 ws0">The item "Accrued exp<span class="_ _1" />enses" mainly includes <span class="_ _1" />provisions<span class="_ _1" /> for the vessels’ operating <span class="_ _1" />expenses.<span class="_ _13" /><span class="ff1"> </span></div><div class="t m0 x11 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0">In addition, "Dividends" is inc<span class="_ _1" />reased due to the distribution of profits of pr<span class="_ _1" />evious years based o<span class="_ _1" />n a decision of the </div><div class="t m0 x11 h2 y63f ff1 fs0 fc0 sc0 ls0 ws0">General <span class="_ _1c"> </span>Meeting <span class="_ _1c"> </span>of<span class="_ _1" /> <span class="_ _1b" />s<span class="_ _1" />hareholders <span class="_ _1c"> </span>in <span class="_ _1c"> </span>2021. <span class="_ _1c"> </span>F<span class="_ _1" />inally, <span class="_ _1c"> </span>for <span class="_ _1c"> </span>the <span class="_ _1c"> </span>p<span class="_ _1" />arent <span class="_ _1c"> </span>company <span class="_ _1c"> </span>th<span class="_ _1" />e <span class="_ _1b" />it<span class="_ _1" />em <span class="_ _1c"> </span>"<span class="_ _13" />Intercompany <span class="_ _1c"> </span>acc<span class="_ _1" />ounts </div><div class="t m0 x11 h2 yba1 ff1 fs0 fc0 sc0 ls0 ws0">payable" refers to a d<span class="_ _1" />ecision taken by the B<span class="_ _1" />oard of Directors <span class="_ _1" />for Sh<span class="_ _1" />are capital increase in a <span class="_ _1" />100% subsidiary.<span class="_ _1" /> </div><div class="t m0 x11 h2 y11ad ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y1d ff1 fs0 fc0 sc0 ls2 ws0">8.<span class="ls0"> <span class="_ _15c"> </span>Contingent ass<span class="_ _1" />ets and liabilities<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y11ae ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y11af ff1 fs0 fc0 sc0 ls0 ws0">a) Encumbrances<span class="_ _1" /> </div><div class="t m0 x11 h2 y11b0 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _3" />mentioned <span class="_ _3" />in <span class="_ _b" />N<span class="_ _1" />ote <span class="_ _b" />7.<span class="_ _1" />13, mortgages <span class="_ _b" />amoun<span class="_ _1" />ting <span class="_ _b" />to Euro <span class="ls2">740</span>,<span class="ls2">578</span> <span class="_ _b" />k have <span class="_ _b" />bee<span class="_ _1" />n <span class="_ _b" />reg<span class="_ _1" />istered <span class="_ _3" />on <span class="_ _b" />t<span class="_ _1" />he <span class="_ _3" />Group's vessel<span class="_ _3" />s </div><div class="t m0 x11 h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">to secure loans<span class="_ _1" />. </div><div class="t m0 x11 h2 y710 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y26 ff1 fs0 fc0 sc0 ls0 ws0">b) Litigation or under ar<span class="_ _1" />bitration disputes of t<span class="_ _1" />he Group and the <span class="_ _1" />Company<span class="_ _1" /> </div><div class="t m0 x11 h2 ya2c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y29 ff1 fs0 fc0 sc0 ls0 ws0">No litigation or u<span class="_ _1" />nder arbitration ot<span class="_ _1" />her liabilities are pe<span class="_ _1" />nding against the Grou<span class="_ _1" />p, which could have <span class="_ _1" />a significant </div><div class="t m0 x11 h2 y11b1 ff1 fs0 fc0 sc0 ls0 ws0">impact on its financia<span class="_ _1" />l position a<span class="_ _1" />part from the following:<span class="_ _1" /> </div><div class="t m0 x11 h2 y2c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y11b2 ff6 fs0 fc0 sc0 ls0 ws0">A <span class="_ _1" />lawsuit <span class="_ _13" />was <span class="_ _13" />filed <span class="_ _1" />in <span class="_ _13" />2021 <span class="_ _13" />against <span class="_ _1" />a <span class="_ _13" />Group’s <span class="_ _13" />subsidiary, <span class="_ _13" />regarding <span class="_ _1" />a<span class="_ _1" />n <span class="_ _1" />am<span class="_ _1" />ount <span class="_ _1" />of <span class="_ _13" /> <span class="_ _13" />Euro <span class="_ _1" />381 <span class="_ _13" />k <span class="_ _1" />as<span class="_ _1" /> <span class="_ _1" />co<span class="_ _13" /><span class="ff1">mpensat<span class="_ _1" />ion </span></div><div class="t m0 x11 h2 y11b3 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _3e" />alleged <span class="_ _1a" />promotio<span class="_ _1" />n <span class="_ _3e" />of <span class="_ _1a" />intellectua<span class="_ _1" />l <span class="_ _3e" />property<span class="_ _1" /> <span class="_ _3e" />rights <span class="_ _3e" />d<span class="_ _1" />ue <span class="_ _3e" />to <span class="_ _1a" />alleged <span class="_ _1a" />illegal <span class="_ _1a" />presentation <span class="_ _1a" />of <span class="_ _1a" />protected <span class="_ _1a" />audiovisual<span class="_ _1" /> </div><div class="t m0 x11 h2 y4b6 ff1 fs0 fc0 sc0 ls0 ws0">works <span class="_ _23"> </span>to <span class="_ _23"> </span>the <span class="_ _23"> </span>public <span class="_ _23"> </span>in <span class="_ _23"> </span>2017. <span class="_ _23"> </span>An <span class="_ _23"> </span>initial<span class="_ _1" /> <span class="_ _23"> </span>mediation <span class="_ _23"> </span>session <span class="_ _23"> </span>was <span class="_ _23"> </span>held <span class="_ _23"> </span>with <span class="_ _23"> </span>in <span class="_ _23"> </span>co<span class="_ _1" />nsultation <span class="_ _23"> </span>with <span class="_ _23"> </span>the <span class="_ _23"> </span>plaintiff<span class="_ _1" />, <span class="_ _23"> </span>in </div><div class="t m0 x11 h2 y4b7 ff1 fs0 fc0 sc0 ls0 ws0">accordance <span class="_ _1b" />with <span class="_ _1c"> </span>the <span class="_ _1b" />r<span class="_ _1" />elevant <span class="_ _1b" />prov<span class="_ _1" />isions <span class="_ _1b" />of <span class="_ _1b" />Law <span class="_ _1c"> </span>4640/20<span class="_ _1" />19, <span class="_ _1b" />in <span class="_ _1b" />order <span class="_ _1c"> </span>to <span class="_ _1b" />suspen<span class="_ _1" />d <span class="_ _1b" />the <span class="_ _1b" />deadlin<span class="_ _1" />es <span class="_ _1b" />for <span class="_ _1b" />s<span class="_ _1" />ubmitting </div><div class="t m0 x11 h2 y11b4 ff1 fs0 fc0 sc0 ls0 ws0">motions and adjud<span class="_ _1" />ication of the lawsu<span class="_ _1" />it and out<span class="_ _1" />-<span class="ls2">of</span>-court settl<span class="_ _1" />ement. Negotiations a<span class="_ _1" />re in progress.  <span class="_ _1" /> </div><div class="t m0 x11 h2 y11b5 ff6 fs0 fc0 sc0 ls0 ws0">Based <span class="_ _13" />on <span class="_ _13" />the <span class="_ _13" />estimates <span class="_ _13" />of <span class="_ _13" />its <span class="_ _13" />legal <span class="_ _13" />consultants, <span class="_ _13" />the <span class="_ _13" />G<span class="_ _1" />roup’s <span class="_ _3e" /><span class="ff1">Mana<span class="_ _1" />gement <span class="_ _13" /> <span class="_ _1" />c<span class="_ _1" />onsiders <span class="_ _13" />that <span class="_ _13" />a <span class="_ _13" />potent<span class="_ _1" />ial <span class="_ _13" />outflow <span class="_ _13" />of </span></div><div class="t m0 x11 h2 y5c8 ff1 fs0 fc0 sc0 ls0 ws0">financial resources can<span class="_ _1" />not be reliably estimated <span class="_ _1" />at the financial stateme<span class="_ _1" />nts preparatio<span class="_ _1" />n date.<span class="_ _13" /> </div><div class="t m0 x11 h2 y11b6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf9b" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc9b w0 h0"><img 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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">155</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">c) Non-inspected Tax <span class="_ _1" />Years<span class="_ _1" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">(see par. 7.11 "Inc<span class="_ _1" />ome Tax" and par. 7.<span class="_ _1" />16 "Investm<span class="_ _1" />ents in subsidiaries").<span class="_ _1" /> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">d) Guarantees given<span class="_ _1" /> </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _1c"> </span>letters<span class="_ _1" /> <span class="_ _1c"> </span>of <span class="_ _1c"> </span>gu<span class="_ _1" />arantee <span class="_ _23"> </span>given <span class="_ _1c"> </span>as <span class="_ _1c"> </span>c<span class="_ _1" />ollateral <span class="_ _1c"> </span>f<span class="_ _1" />or <span class="_ _1c"> </span>the <span class="_ _23"> </span>obligations <span class="_ _1c"> </span>o<span class="_ _1" />f <span class="_ _1c"> </span>the <span class="_ _23"> </span>Group <span class="_ _1c"> </span>and <span class="_ _23"> </span>the <span class="_ _1c"> </span>Compa<span class="_ _1" />ny <span class="_ _1c"> </span>effective<span class="_ _1" /> <span class="_ _1c"> </span>on<span class="_ _1" /> </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls0 ws0">31.12.2021 and <span class="_ _1" />on 31.12.20<span class="ls2">20</span> <span class="_ _1" />are as follows:<span class="_ _1" /> </div><div class="t m0 x31 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe9 h2 y11b7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x49 h2 y11b8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y11b9 ff1 fs0 fc0 sc0 ls0 ws0">The parent company<span class="_ _1" /> has guaranteed the repaym<span class="_ _1" />ent of vess<span class="_ _1" />el loans amounting to<span class="_ _1" /> Euro <span class="_ _1" />352<span class="_ _1" />,503 <span class="lsb">k.</span><span class="ff2"> </span></div><div class="t m0 x11 h3 y11ba ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 yc59 ff2 fs0 fc0 sc0 ls0 ws0">9<span class="ls1">. </span> <span class="_ _ab"> </span>Significant Events<span class="_ _1" /> </div><div class="t m0 x49 h2 y11bb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hb y11bc ff6 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1" />28.1.2021, <span class="_ _13" />the <span class="_ _1" />Group<span class="_ _1" /> <span class="_ _1" />announced<span class="_ _1" /> <span class="_ _1" />the <span class="_ _1" />sign<span class="_ _1" />ing <span class="_ _1" />of <span class="_ _1" />a<span class="_ _1" />n <span class="_ _1" />agreeme<span class="_ _1" />nt <span class="_ _1" />with <span class="_ _1" />t<span class="_ _1" />he <span class="_ _1" />shi<span class="_ _1" />pyard <span class="_ _1" />Brødre<span class="_ _1" />ne <span class="_ _1" />Aa <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />Norway <span class="_ _13" />for </div><div class="t m0 x11 h2 yc5c ff1 fs0 fc0 sc0 ls1 ws0">the<span class="ls0"> construction of three (3)<span class="_ _1" /> state-<span class="ls2">of</span>-<span class="_ _1" /></span>the<span class="ls0">-art Aero Catamaran typ<span class="_ _1" />e vessels, which will be launched o<span class="_ _1" />n the Saronic </span></div><div class="t m0 x11 h2 yc5d ff1 fs0 fc0 sc0 ls0 ws0">Gulf <span class="_ _3" /><span class="ff6">lines, replacing <span class="_ _3" />Group’s older <span class="_ _b" />techn<span class="_ _1" />ology vessels <span class="_ _3" />in <span class="_ _3" />the <span class="_ _3" />specific routes. <span class="_ _b" />The total cost <span class="_ _b" />of investment amounts </span></div><div class="t m0 x11 h2 y11bd ff1 fs0 fc0 sc0 ls0 ws0">to Euro <span class="_ _1" />21 <span class="_ _1" />mln <span class="_ _1" />and w<span class="_ _1" />ill <span class="_ _1" />be <span class="_ _1" />covered <span class="_ _1" />by equity<span class="_ _1" /> and <span class="_ _1" />bank<span class="_ _1" /> bo<span class="_ _1" />rr<span class="_ _1" />owing. The <span class="_ _1" />delivery <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />vessels <span class="_ _1" />is <span class="_ _1" />expected wi<span class="_ _1" />thin </div><div class="t m0 x11 h2 y11be ff1 fs0 fc0 sc0 ls0 ws0">2022. </div><div class="t m0 x11 h2 yc60 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc61 ff1 fs0 fc0 sc0 ls0 ws0">Attica Group on 18.3.20<span class="_ _1" />21 and on 25.6.202<span class="_ _1" />1 completed the inst<span class="_ _1" />allation of scrubbe<span class="_ _1" />rs on the vessels BLUE <span class="_ _1" />STAR<span class="_ _13" /> </div><div class="t m0 x11 h2 y11bf ff6 fs0 fc0 sc0 ls0 ws0">DELOS and BLU<span class="_ _1" />E STAR MYCONO<span class="_ _1" />S, the third and f<span class="_ _1" />ourth of the Group’s ves<span class="_ _1" />sels on which scr<span class="_ _13" /><span class="ff1">ubbers have <span class="_ _1" />been </span></div><div class="t m0 x11 h2 y11c0 ff1 fs0 fc0 sc0 ls0 ws0">installed. All the relevant<span class="_ _1" /> certifications w<span class="_ _1" />ere obtained by<span class="_ _1" /> the respective Classificati<span class="_ _1" />on Society.<span class="_ _13" /> </div><div class="t m0 x11 h2 yc63 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 yc64 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1b" />24.3.<span class="_ _1" />2021 <span class="_ _1b" />the<span class="_ _1" /> <span class="_ _1b" />Group <span class="_ _1c"> </span>announced<span class="_ _1" /> <span class="_ _1b" />the <span class="_ _1c"> </span>signing <span class="_ _1c"> </span>of <span class="_ _1b" />a<span class="_ _1" /> <span class="_ _1b" />bond<span class="_ _1" /> <span class="_ _1b" />loan <span class="_ _1c"> </span>agreement<span class="_ _1" /> <span class="_ _1b" />wit<span class="_ _1" />h <span class="_ _1b" />Alpha<span class="_ _1" /> <span class="_ _1b" />Bank <span class="_ _1c"> </span>of <span class="_ _1b" />G<span class="_ _1" />reece <span class="_ _1c"> </span>and<span class="_ _3e" /> </div><div class="t m0 x11 h2 y11c1 ff1 fs0 fc0 sc0 ls0 ws0">Norwegian <span class="_ _1" />Ex<span class="_ _1" />port <span class="_ _1" />Credit <span class="_ _1" />I<span class="_ _1" />nsurance <span class="_ _1" />O<span class="_ _1" />rgan<span class="_ _1" />isation <span class="_ _1" />Eksp<span class="_ _1" />ortkreditt <span class="_ _1" />Norge<span class="_ _1" /> <span class="_ _1" />AS, <span class="_ _1" />with <span class="_ _13" />the <span class="_ _1" />guarantee <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />the <span class="_ _1" />Norw<span class="_ _1" />egian </div><div class="t m0 x11 h2 y11c2 ff1 fs0 fc0 sc0 ls0 ws0">Export <span class="_ _1" />Credit <span class="_ _1" /><span class="ff6">G<span class="_ _1" />uarantee <span class="_ _1" />Agency<span class="_ _1" /> <span class="_ _1" />(“GIEK”) <span class="_ _1" />for <span class="_ _1" />an <span class="_ _1" />a<span class="_ _1" />mount <span class="_ _1" />of <span class="_ _1" />up <span class="_ _13" />to <span class="_ _1" />Euro <span class="_ _1" />14.7<span class="_ _1" />mln. <span class="_ _1" />The <span class="_ _1" />new <span class="_ _13" />bond <span class="_ _1" />loan <span class="_ _3e" /></span>was<span class="_ _1" /> <span class="_ _1" />issued </div><div class="t m0 x11 h2 yc66 ff1 fs0 fc0 sc0 ls0 ws0">by <span class="_ _3e" />a <span class="_ _3e" />100%<span class="_ _1" /> <span class="_ _3e" />subs<span class="_ _1" />idiary <span class="_ _3e" /><span class="ls1">to<span class="_ _1" /></span> <span class="_ _3e" />finance <span class="_ _1a" />up <span class="_ _3e" />to <span class="_ _3e" />7<span class="_ _1" />0% <span class="_ _3e" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />tot<span class="_ _1" />al <span class="_ _13" />c<span class="_ _1" />onstruction <span class="_ _3e" />an<span class="_ _1" />d <span class="_ _3e" />acquis<span class="_ _1" />iti<span class="_ _1" />on <span class="_ _3e" />c<span class="_ _1" />ost <span class="_ _3e" />(pre-de<span class="_ _1" />livery <span class="_ _3e" />&amp; <span class="_ _1a" />post-</div><div class="t m0 x11 h2 y9ec ff1 fs0 fc0 sc0 ls0 ws0">delivery <span class="_ _13" /><span class="ff6">fina<span class="_ _1" />nce) <span class="_ _13" />of <span class="_ _13" />three <span class="_ _13" />h<span class="_ _1" />ighspeed <span class="_ _13" />A<span class="_ _1" />ERO <span class="_ _13" />Catamarans<span class="_ _1" />, <span class="_ _13" />according <span class="_ _13" />to <span class="_ _13" />t<span class="_ _1" />he <span class="_ _13" />respective <span class="_ _3e" />agreement <span class="_ _13" />wit<span class="_ _1" />h <span class="_ _13" />Brødrene<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y11c3 ff1 fs0 fc0 sc0 ls0 ws0">Aa shipyard <span class="_ _1" />of N<span class="_ _1" />orway. Fur<span class="_ _1" />thermore, the Gr<span class="_ _1" />oup anno<span class="_ _1" />unced the s<span class="_ _1" />igning <span class="_ _1" />of an agre<span class="_ _1" />ement with <span class="_ _1" />Piraeus Bank <span class="_ _1" />S.A. </div><div class="t m0 x11 h2 yade ff1 fs0 fc0 sc0 ls0 ws0">for the issuance of <span class="_ _1" />a five-year c<span class="_ _1" />ommon bond loan of u<span class="_ _1" />p to Euro 55m<span class="_ _1" />ln. </div><div class="t m0 x11 h2 y1179 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y11c4 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1" />24.<span class="_ _1" />6.2021, <span class="_ _1" />th<span class="_ _1" />e <span class="_ _1" />Co<span class="_ _1" />mpany <span class="_ _13" />announced <span class="_ _13" />the <span class="_ _1" />r<span class="_ _1" />esignation <span class="_ _13" />of <span class="_ _1" />Mr. <span class="_ _13" />Panag<span class="_ _1" />iotis <span class="_ _1" />Throuv<span class="_ _1" />alas <span class="_ _1" />fro<span class="_ _1" />m <span class="_ _1" />t<span class="_ _1" />he <span class="_ _13" />position <span class="_ _1" />o<span class="_ _1" />f <span class="_ _1" />N<span class="_ _1" />on<span class="_ _13" />-</div><div class="t m0 x11 h2 yae0 ff1 fs0 fc0 sc0 ls0 ws0">Executive <span class="_ _1a" />Member <span class="_ _1a" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _1a" />Board <span class="_ _1a" />of <span class="_ _3e" />Directors<span class="_ _1" /> <span class="_ _3e" />of <span class="_ _1a" />the <span class="_ _1a" />Comp<span class="_ _1" />any, <span class="_ _3e" />as <span class="_ _1a" />we<span class="_ _1" />ll <span class="_ _3e" />as <span class="_ _1a" />a <span class="_ _3e" />M<span class="_ _1" />ember <span class="_ _1a" />of <span class="_ _3e" />t<span class="_ _1" />he <span class="_ _3e" />Remun<span class="_ _1" />eration <span class="_ _1a" />and </div></div><div class="c x11 y11c5 w159 h219"><div class="t m49 x14a h21a y11c6 ff2 fs56 fc0 sc0 ls0 ws0">31<span class="_ _b" />.<span class="_ _1" />12<span class="_ _3" />.<span class="_ _1" />20<span class="_ _b" />21<span class="_ _29"> </span>31<span class="_ _3" />.<span class="_ _1" />12<span class="_ _b" />.<span class="_ _1" />20<span class="_ _3" />20</div><div class="t m49 x6f h21a y11c7 ff2 fs56 fc0 sc0 ls0 ws0">Gua<span class="_ _1" />ra<span class="_ _13" />nte<span class="_ _1" />e<span class="_ _13" />s</div><div class="t m49 x6f h21b y11c8 ff1 fs56 fc0 sc0 ls0 ws0">Per<span class="_ _3" />f<span class="_ _b" />or<span class="_ _3" />man<span class="_ _b" />c<span class="_ _13" />e<span class="_ _3" /> <span class="_ _1" />lett<span class="_ _1" />er<span class="_ _b" />s<span class="_ _1" /> <span class="_ _1" />of<span class="_ _b" /> <span class="_ _1" />gu<span class="_ _3" />a<span class="_ _3" />r<span class="_ _3" />an<span class="_ _b" />t<span class="_ _1" />ee<span class="_ _75"> </span>1<span class="_ _3" />,907<span class="_ _d7"> </span><span class="ls71">932</span></div><div class="t m49 x6f h21b y11c9 ff1 fs56 fc0 sc0 ls0 ws0">Gu<span class="_ _3" />a<span class="_ _3" />ra<span class="_ _b" />ntees <span class="_ _1" />f<span class="_ _b" />or<span class="_ _3" /> <span class="_ _1" />the re<span class="_ _b" />paymen<span class="_ _3" />t<span class="_ _1" /> of<span class="_ _b" /> <span class="_ _1" />t<span class="_ _1" />ra<span class="_ _b" />de liab<span class="_ _3" />ilit<span class="_ _1" />ies</div></div><div class="c x11 y11ca w159 h21c"><div class="t m49 x151 h21b y11cb ff1 fs56 fc0 sc0 ls0 ws0">3,62<span class="_ _b" />2<span class="_ _185"> </span><span class="ls71">574</span></div></div><div class="c x11 y11c5 w159 h219"><div class="t m49 x6f h21b y11cc ff1 fs56 fc0 sc0 ls0 ws0">Gu<span class="_ _3" />a<span class="_ _3" />ra<span class="_ _b" />ntees <span class="_ _1" />f<span class="_ _b" />or<span class="_ _3" /> <span class="_ _1" />the pa<span class="_ _b" />rti<span class="_ _1" />c<span class="_ _1" />ipa<span class="_ _3" />ti<span class="_ _1" />on<span class="_ _b" /> <span class="_ _1" />in v<span class="_ _12" />ar<span class="_ _b" />iou<span class="_ _3" />s<span class="_ _1" /> <span class="_ _1" />t<span class="_ _1" />en<span class="_ _b" />der<span class="_ _b" />s</div></div><div class="c x11 y11cd w159 h21c"><div class="t m49 x3f h21b y11ce ff1 fs56 fc0 sc0 ls71 ws0">228<span class="_ _103"> </span><span class="ls0">1<span class="_ _3" />,012</span></div></div><div class="c x11 y11c5 w159 h219"><div class="t m49 x6f h21b y11cf ff1 fs56 fc0 sc0 ls0 ws0">Othe<span class="_ _3" />r<span class="_ _3" /> <span class="_ _1" />gu<span class="_ _b" />ar<span class="_ _3" />an<span class="_ _b" />t<span class="_ _1" />ee<span class="_ _3" />s<span class="_ _1cf"> </span><span class="ls71">787<span class="_ _185"> </span>787</span></div><div class="t m49 x6f h21a y11d0 ff2 fs56 fc0 sc0 ls0 ws0">Tota<span class="_ _1" />l<span class="_ _1" /> gu<span class="_ _1" />a<span class="_ _1" />ra<span class="_ _13" />nte<span class="_ _1" />e<span class="_ _13" />s<span class="_ _76"> </span>6,544<span class="_ _62"> </span>3,30<span class="_ _b" />5</div></div></div><div class="pi" /></div>
<div id="pf9c" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc9c w0 h0"><img src="data:image/png;base64,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" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">156</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">Nomination <span class="_ _1" />Committee. <span class="_ _1" />In <span class="_ _1" />r<span class="_ _1" />eplacement <span class="_ _1" />of <span class="_ _1" />the <span class="_ _1" />pos<span class="_ _1" />itio<span class="_ _1" />n, <span class="_ _1" />the <span class="_ _1" />Board <span class="_ _1" />of <span class="_ _1" />Directors, <span class="_ _1" />at <span class="_ _1" />its <span class="_ _1" />meeting <span class="_ _1" />hel<span class="_ _1" />d o<span class="_ _1" />n 2<span class="_ _1" />4.6.2021, </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">decided on appointin<span class="_ _1" />g Mrs. Maria Sarr<span class="_ _1" />i as a Non-<span class="_ _1" />Executive Mem<span class="_ _1" />ber. </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">On 28.6.2021, Attica Group announced that following the resignation of Mr. Panagiot<span class="_ _1" />is Throuvalas as member of </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls1 ws0">the<span class="ls0"> <span class="_ _b" />Board <span class="_ _b" />o<span class="_ _1" />f <span class="_ _b" />Directors <span class="_ _3" />and <span class="_ _b" />member <span class="_ _b" />o<span class="_ _1" />f <span class="_ _b" />the <span class="_ _b" />Rem<span class="_ _1" />uneration <span class="_ _b" />and <span class="_ _b" />N<span class="_ _1" />omination <span class="_ _b" />Com<span class="_ _1" />mittee, <span class="_ _b" />the <span class="_ _3" />Board <span class="_ _b" />of <span class="_ _b" />Direc<span class="_ _1" />tors <span class="_ _b" />(BoD)<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">at <span class="_ _1" />its <span class="_ _13" />meeting <span class="_ _13" />held <span class="_ _1" />on <span class="_ _13" />24.6.2021 <span class="_ _13" />appointed <span class="_ _13" />Mr. <span class="_ _1" />G<span class="_ _1" />eorgios <span class="_ _13" />Efstratiadis, <span class="_ _1" />as <span class="_ _13" />a <span class="_ _13" />new <span class="_ _1" />member <span class="_ _13" />of <span class="_ _13" />the <span class="_ _1" />Com<span class="_ _1" />mittee. <span class="_ _1" />T<span class="_ _1" />he </div><div class="t m0 x11 h2 y909 ff1 fs0 fc0 sc0 ls2 ws0">new<span class="ls0"> <span class="_ _3e" />c<span class="_ _1" />omposition <span class="_ _1a" />of <span class="_ _1a" />the <span class="_ _1a" />Co<span class="_ _1" />mmittee <span class="_ _1a" />is <span class="_ _1a" />as <span class="_ _1a" />follows: <span class="_ _1a" />Lou<span class="_ _1" />ka<span class="_ _1" />s <span class="_ _1a" />Papazoglou <span class="_ _1a" />- <span class="_ _1a" />Cha<span class="_ _1" />irman, <span class="_ _3e" />In<span class="_ _1" />dependent <span class="_ _1a" />non<span class="_ _1" />-executive </span></div><div class="t m0 x11 h2 y90a ff1 fs0 fc0 sc0 ls0 ws0">member <span class="_ _b" />of <span class="_ _3" />the <span class="_ _3" />BoD <span class="_ _b" />/ <span class="_ _3" />Efstratios <span class="_ _b" />Hatzi<span class="_ _1" />giannis <span class="_ _3" />- <span class="_ _b" />Mem<span class="_ _1" />ber, <span class="_ _b" />Independ<span class="_ _1" />ent <span class="_ _b" />non-<span class="_ _1" />executive <span class="_ _3" />member <span class="_ _b" />of <span class="_ _3" />the <span class="_ _3" />BoD <span class="_ _b" />/ <span class="_ _b" />Ge<span class="_ _1" />orgios </div><div class="t m0 x11 h2 y90b ff1 fs0 fc0 sc0 ls0 ws0">Efstratiadis - Mem<span class="_ _1" />ber, Non-<span class="_ _1" />executive member of th<span class="_ _1" />e BoD.<span class="_ _1" /> </div><div class="t m0 x11 h2 y90c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1" />1<span class="_ _1" />9.7.2021, <span class="_ _13" />Attica <span class="_ _13" />Group <span class="_ _13" />announced <span class="_ _13" />th<span class="_ _1" />at <span class="_ _13" />following <span class="_ _13" />the <span class="_ _13" />decision <span class="_ _13" />of <span class="_ _13" />15.07.2021<span class="_ _1" /> <span class="_ _1" />of <span class="_ _13" />the <span class="_ _13" />General <span class="_ _13" />Meeting <span class="_ _13" />of <span class="_ _13" />the </div><div class="t m0 x11 h2 y44 ff1 fs0 fc0 sc0 ls0 ws0">Company, by which Mrs. <span class="_ _3" />Maria Sarri was appointed as <span class="_ _3" />an independent non-<span class="ff6">execu<span class="_ _1" />tive member of <span class="_ _3" />the Company’s </span></div><div class="t m0 x11 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">Board of Di<span class="_ _3" />rectors, until the end <span class="_ _3" />of the <span class="_ _3" />term of <span class="_ _3" />the current BoD. The new <span class="_ _3" />composi<span class="_ _1" />tion of the Board <span class="_ _3" />of Directors as </div><div class="t m0 x11 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">well <span class="_ _1a" />as<span class="_ _1" /> <span class="_ _1a" />the<span class="_ _1" /> <span class="_ _1a" />p<span class="_ _1" />osition <span class="_ _1b" />of <span class="_ _1a" />eve<span class="_ _1" />ry <span class="_ _1b" />member <span class="_ _1a" />ar<span class="_ _1" />e <span class="_ _1a" />as<span class="_ _1" /> <span class="_ _1b" />follows: <span class="_ _1b" />Kyriakos <span class="_ _1b" />D. <span class="_ _1b" />Mageiras<span class="_ _1" /> <span class="_ _1c"> </span>- <span class="_ _1b" />Chairman, <span class="_ _1b" />Executive<span class="_ _1" /> <span class="_ _1a" />Memb<span class="_ _1" />er <span class="_ _1a" />/<span class="_ _1" /> </div><div class="t m0 x11 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">Michalis <span class="_ _1c"> </span>G. <span class="_ _1c"> </span>S<span class="_ _1" />akellis <span class="_ _1c"> </span>- <span class="_ _23"> </span>Vice <span class="_ _1c"> </span>Chairman, <span class="_ _23"> </span>Non-Execu<span class="_ _1" />tive <span class="_ _1c"> </span>Member <span class="_ _23"> </span>/ <span class="_ _1b" />Spyr<span class="_ _1" />idon <span class="_ _1c"> </span>Ch. <span class="_ _23"> </span>Paschalis <span class="_ _23"> </span><span class="ff6">–</span> <span class="_ _1c"> </span>CEO <span class="_ _23"> </span>and <span class="_ _1b" />D<span class="_ _1" />eputy </div><div class="t m0 x11 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">Chairman, <span class="_ _1c"> </span>Execut<span class="_ _1" />ive <span class="_ _1b" />Me<span class="_ _1" />mber <span class="_ _1c"> </span>/ <span class="_ _1c" />Georgios <span class="_ _1c"> </span>E. <span class="_ _1c"> </span>Efstratiadis <span class="_ _23"> </span><span class="ff6">–</span>Non-Execut<span class="_ _1" />ive <span class="_ _1b" />Me<span class="_ _1" />mber <span class="_ _1c"> </span>/ <span class="_ _1c"> </span>Loukas <span class="_ _1c" />K. <span class="_ _1c"> </span>Papazoglou <span class="_ _23"> </span><span class="ff6">–</span></div><div class="t m0 x11 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">Independent <span class="_ _b" />NonExec<span class="_ _1" />utive <span class="_ _b" />Member <span class="_ _b" />/ <span class="_ _b" />Efstratios <span class="_ _b" />G<span class="_ _1" />. <span class="_ _b" />-<span class="_ _1" /> <span class="_ _b" />I. <span class="_ _b" />Chatzigiannis <span class="_ _b" />- <span class="_ _b" />Indepe<span class="_ _1" />ndent <span class="_ _b" />Non-Ex<span class="_ _1" />ecutive <span class="_ _b" />Member <span class="_ _3" />/ <span class="_ _12" />Maria<span class="_ _1" /> </div><div class="t m0 x11 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">G. Sarri - Indepen<span class="_ _1" />dent Non<span class="_ _1" />-Executive Member.<span class="_ _1" /> </div><div class="t m0 x11 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _1c"> </span><span class="ff6">2.12.<span class="_ _1" />2021, <span class="_ _1c"> </span>the <span class="_ _23"> </span>Compa<span class="_ _1" />ny <span class="_ _1c"> </span>announced <span class="_ _23"> </span>that <span class="_ _23"> </span>ICAP <span class="_ _1c"> </span>S.A.<span class="_ _1" />, <span class="_ _1c"> </span>pursuant <span class="_ _23"> </span>to <span class="_ _1c"> </span>the <span class="_ _23"> </span>Company’s <span class="_ _23"> </span>regular <span class="_ _23"> </span>reassessment, </span></div><div class="t m0 x11 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">upgraded its credit rat<span class="_ _1" />ing by one (1) notc<span class="_ _1" />h with the assignment<span class="_ _1" /> of a BB credit rat<span class="_ _1" />ing (low credit risk z<span class="_ _1" />one).<span class="_ _13" /> </div><div class="t m0 x11 h9 y4e3 ff7 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _3e" />7.12.2021<span class="_ _1" />, <span class="_ _3e" />the <span class="_ _3e" />C<span class="_ _1" />ompany <span class="_ _1a" />announced <span class="_ _3e" />t<span class="_ _1" />hat <span class="_ _3e" /> <span class="_ _1a" />implem<span class="_ _1" />enting <span class="_ _1a" />its <span class="_ _3e" />s<span class="_ _1" />trategic <span class="_ _3e" />growt<span class="_ _1" />h <span class="_ _3e" />plan, <span class="_ _1a" />it <span class="_ _3e" />expands <span class="_ _1a" />furth<span class="_ _1" />er <span class="_ _3e" />in <span class="_ _3e" />th<span class="_ _1" />e </div><div class="t m0 x11 h2 y440 ff1 fs0 fc0 sc0 ls0 ws0">Greek <span class="_ _b" />touris<span class="_ _1" />m <span class="_ _b" />industry<span class="_ _1" /> <span class="_ _b" />and i<span class="_ _3" />nvests <span class="_ _3" />in <span class="_ _b" />compl<span class="_ _1" />ementary <span class="_ _b" />a<span class="_ _1" />ctivities <span class="_ _b" />c<span class="_ _1" />apitalizing <span class="_ _3" />on <span class="_ _b" />the <span class="_ _3" />strong <span class="_ _3" />potential <span class="_ _b" />of<span class="_ _1" /> <span class="_ _b" />Attica <span class="_ _3" />Group.<span class="_ _1" /> </div><div class="t m0 x11 h2 y9d2 ff6 fs0 fc0 sc0 ls0 ws0">In <span class="_ _1a" />this <span class="_ _1b"> </span>context,<span class="_ _1" /> <span class="_ _1a" />Att<span class="_ _1" />ica <span class="_ _1b"> </span>Blue <span class="_ _1a" />Hos<span class="_ _1" />pitality <span class="_ _1b"> </span>S.M.S.A <span class="_ _1b"> </span>(“Attica <span class="_ _1b"> </span>Blue <span class="_ _1b"> </span>Hospitality”)<span class="_ _1" />, <span class="_ _1a" />a<span class="_ _13" /><span class="ff1"> <span class="_ _1b" />100% <span class="_ _1b" />subsidiary <span class="_ _1b" />of <span class="_ _1b" />Attica <span class="_ _1b" />Group, </span></div><div class="t m0 x11 h2 y442 ff1 fs0 fc0 sc0 ls0 ws0">acquired <span class="_ _1c"> </span>the <span class="_ _1c"> </span>owning <span class="_ _1c"> </span>comp<span class="_ _1" />any <span class="_ _1c" />of <span class="_ _1c"> </span>Naxos <span class="_ _1c"> </span>Resort <span class="_ _1c"> </span>Be<span class="_ _1" />ach <span class="_ _1c"> </span>Hotel <span class="_ _1c"> </span>located <span class="_ _1c"> </span>in <span class="_ _1c"> </span>t<span class="_ _1" />he <span class="_ _1b" />Cy<span class="_ _1" />cladic <span class="_ _1c"> </span>island <span class="_ _1c"> </span>of <span class="_ _1c"> </span>Naxos<span class="_ _1" />, <span class="_ _1b" />A<span class="_ _1" />gios </div><div class="t m0 x11 h2 y443 ff1 fs0 fc0 sc0 ls0 ws0">Georgios beach, for a tot<span class="_ _1" />al consideration of Eur<span class="_ _1" />o 6.5 mln, funded t<span class="_ _1" />hrough bank financ<span class="_ _1" />ing.<span class="_ _13" /> </div><div class="t m0 x11 h2 y9d3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y6b4 ff1 fs0 fc0 sc0 ls0 ws0">On 14.12.2021, <span class="_ _1" />the Comp<span class="_ _1" />any a<span class="_ _1" />nnounced <span class="_ _1" />the sa<span class="_ _1" />le of t<span class="_ _1" />he Ro-<span class="_ _1" />Pax ves<span class="_ _1" />sel EXPRES<span class="_ _1" />S PEGASUS <span class="_ _1" />of the <span class="_ _1" />Subsidiary  </div><div class="t m0 x11 h2 y11d1 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _13" />safe <span class="_ _3e" />and <span class="_ _13" />enviro<span class="_ _1" />nmentally <span class="_ _13" />s<span class="_ _1" />ound <span class="_ _13" />recycling <span class="_ _3e" />according <span class="_ _3e" />to <span class="_ _13" />the <span class="_ _13" />res<span class="_ _1" />pective <span class="_ _3e" />European <span class="_ _13" />a<span class="_ _1" />nd <span class="_ _13" />Greek <span class="_ _3e" />legislation, <span class="_ _13" />t<span class="_ _1" />o <span class="_ _13" />a<span class="_ _1" /> </div><div class="t m0 x11 h2 y5d ff1 fs0 fc0 sc0 ls0 ws0">ship <span class="_ _b" />recyc<span class="_ _1" />ling <span class="_ _b" />facility in <span class="_ _12" />Turk<span class="_ _1" />ey, <span class="_ _3" />included <span class="_ _3" />in <span class="_ _b" />the <span class="_ _3" />European <span class="_ _b" />List<span class="_ _1" /> <span class="_ _b" />of <span class="_ _3" />Ship<span class="_ _1" /> <span class="_ _b" />R<span class="_ _1" />ecycling <span class="_ _3" />Facilities. <span class="_ _3" />The <span class="_ _b" />sale <span class="_ _3" />was <span class="_ _b" />conc<span class="_ _1" />luded </div><div class="t m0 x11 h2 y11d2 ff6 fs0 fc0 sc0 ls0 ws0">for <span class="_ _1" />a <span class="_ _1" />cash<span class="_ _1" /> <span class="_ _1" />consideratio<span class="_ _1" />n <span class="_ _1" />of <span class="_ _1" />U.S. <span class="_ _13" />dollars <span class="_ _1" />1.1<span class="_ _1" />2 <span class="_ _1" />mln <span class="_ _1" />an<span class="_ _1" />d <span class="_ _1" /> <span class="_ _1" />s<span class="_ _1" />trengthened <span class="_ _1" />the <span class="_ _1" />G<span class="_ _1" />roup’s <span class="_ _1" />c<span class="_ _1" />ash <span class="_ _1" />position. <span class="_ _13" /> <span class="_ _1" />The<span class="_ _13" /><span class="ff1"> <span class="_ _13" />transaction<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y6b8 ff1 fs0 fc0 sc0 ls0 ws0">resulted <span class="ls17">in</span> losses <span class="ls2">of</span> E<span class="_ _1" />uro 16 k. </div><div class="t m0 x11 h2 y11d3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y11d4 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _3e" />Extraor<span class="_ _1" />dinary <span class="_ _1a" />General <span class="_ _1a" />Meeting <span class="_ _1a" />he<span class="_ _1" />ld <span class="_ _3e" />on <span class="_ _1a" />Decemb<span class="_ _1" />er <span class="_ _3e" />23, <span class="_ _1a" />2021 <span class="_ _1a" />appr<span class="_ _13" /><span class="ff6">oved <span class="_ _3e" />d<span class="_ _1" />istribution <span class="_ _1a" />of <span class="_ _3e" />th<span class="_ _1" />e <span class="_ _3e" />Compa<span class="_ _1" />ny’s <span class="_ _3e" />p<span class="_ _1" />rior </span></div><div class="t m0 x11 hb y11d5 ff6 fs0 fc0 sc0 ls0 ws0">years’ <span class="_ _1" />profits, <span class="_ _1" />accord<span class="_ _1" />ing <span class="_ _1" />to <span class="_ _13" />Article <span class="_ _1" />162, <span class="_ _1" />Par. <span class="_ _1" />3, <span class="_ _13" />Law <span class="_ _1" />4548/2018, <span class="_ _13" />of <span class="_ _1" />a <span class="_ _1" />total <span class="_ _1" />net <span class="_ _1" />a<span class="_ _1" />mount <span class="_ _1" />of <span class="_ _1" />Euro <span class="_ _1" />1<span class="_ _1" />0,790,292.15, <span class="_ _13" />i.e. </div><div class="t m0 x11 h2 y11d6 ff1 fs0 fc0 sc0 ls0 ws0">Euro <span class="_ _1" />0.05 <span class="_ _1" />per <span class="_ _1" />share. <span class="_ _1" />The <span class="_ _1" />payment<span class="_ _1" /> to <span class="_ _1" />the<span class="_ _1" /> be<span class="_ _1" />neficiaries<span class="_ _1" /> was <span class="_ _1" />com<span class="_ _1" />pleted <span class="_ _1" />on <span class="_ _1" />Wednes<span class="_ _1" />day, J<span class="_ _1" />anuary <span class="_ _1" />5, <span class="_ _1" />20<span class="_ _13" />22 <span class="_ _1" />thro<span class="_ _1" />ugh </div><div class="t m0 x11 h2 y11d7 ff1 fs0 fc0 sc0 ls0 ws0">"PIRAEUS BAN<span class="_ _1" />K S.A.". </div><div class="t m0 x11 h2 y4f0 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" /></div>
<div id="pf9d" class="pf w0 h0" style="content-visibility: auto;"><div class="pc pc9d w0 h0"><img 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ysqKkb92x++OmH+l29+KJVqPaX+7FM/EQYtHvvd+15etXrNDp+qoaHhT48/c8c/96TLx40+ITO1bZ9gfdh3c1mZLRgAgCbbgvuxpybPWZtofqXVowrjA7plt+dZNlQ2zFqzbc7MirL0Lb9/8EffvLz5Ov9+7siv3PN20/WeqhLh6OsnnnNUQb+CvO75nTIz4oMPKjzhk8c0f8iQwYMGdw2WNivYe2ZunvL5n593VMGQ/t075GTl5mSdeeoJXbp02a3PfMZJR8YfW5xq9jeKSQtrB3/u1jNHdh/Sr1tex+zG6UDJVHpzRfXS9WX/eGfTsrIoCIJpyxtGjr/ta+MGf/Orn2s6B+WIYYeNHpQ9ffm2H7zOL04NuuL+fvmxwQVZ3TplxoIwCIL6ZKq4ouG94kRVYg//NpKZmXlo5oYF6YEf7JfFpr0+96KzTrcRAwDQIu5ramqvuGt2uuWFq/70gwuOGDm8Pc9SVFzc79J7mx4eBeHNf1912rGzRp90fNM6l33+3P96cv6i0m3H3ZeVRXdM3RgE234ouuy+boMOHth0Mysra+K3P3X6f/4j3eznvCtaPmrc5Hem3P3d3frMI4cP/e6ZfW97vsUcm+Vl0V0zSoNgF3+7WFSavuHRJReMWzvwoAFNC2+6dNT0W6Y2Xy0dhKsrotUV9UHQ6qw4H2rW00lDui9YtO3m7FVVF9mEAQD4wNbDz6/MX9HqJDnXjOrWnrO+NCrs3fsXnx/cfHZKFIRf/e0L9fUt0vb2a04p6LCz56morGq1ZPRJx//jx2MPym/zIas2N+zBx771xise+vrRffN2O7W7ZEffGN2jT2Hv5gvHnXby8zed9oWj8z7ESTXb5eTjju6c3Lb7sSrdq635PwAAHLhxX5toMZG9R25w54++tluXdvrO18Yf2qPFha6KtqRbTWT/9NjRKx779k1n982J73iCeyy2g1c849RR026//Lh+Ow7njO0uw5XVclFmRmxHLxT70mfPmXnHZacOygqD9k7iP2to7qrHvnXnj7+elZXV6q4zx5zy2K+/9dqvLzpvRIfsXV00tiA3Ond4i72c4QPadcHaDh06fPW4bTs6yVjOnc/NtREDANAobOzvzWXl42+aUPbBuSYvOfngG66+ZHef6/7H/n735AVbMzQ7/u2Ljz33zDE7XHPO2/N+95dpLyyoKK7eVvO9Okbv//mGvLwdX7o1iqI/PzlpwvPvLChObKqNGufuh0F060WDfnjtl5qv+crrc07/f5Mb91bysoLpt1149JEjd/K2Fy9Z+ofHXnh23qY1FenUdicLCoNoUNfYWUf0GHfckLPPGJ2RseuD80XFxTNmzV2zoWxtSWVlbSKRTIVhmJMZ7945Z1Cf7of073XcMUfk5ube9eCTbywuiqKoZ37uz2/8yvY7DG2NwxV3zqjJ6PLBzdRPx3QadtihNmUAAMLoI7oy1B6Ioqiqqqq2tq4hkUilUr16FuTk5LTzUVXV1clkKh6P7fBCrRs3llTX1IRhWNCje8eOHdv5furq6iortySSicarzMZisZzs7Ly8Tu15Vx+n2x985rWag5pu9kgW3X71adnZ2bZmAABxHxmFfct7Cxf/ZHqLHzP824iaMaecYGQAAA5wMUOwzxk6ZHCn5KbmS+avLDEsAABk7K8frLq6evnK1WEYFvbq2b17t4/zpZevWLluQ2kQBN3y8wYNHJCbm7sHT1JUXFxVVXPo4EHb3xWPx78xqvvtr9Ym4lufeV5FXnV1dfsnIAEAsF/aP6flPPrUpMv/OCeRbvzRbXrClUdeOf6Cj+elp86cdff8zCiW8cH4pnqmii89ofcJxx7d/ieZMu3VCQs7xKL0aV2LvnLBmB3uHtz/xOTJpX2bbp7YcdUNXz7XBg0AcCDbD6fllJSUfnPim8f1z3rp5jOm/fRT3xpbeNigvh/PS1dVVd03N9VU9kEQRGF8Q0bf/34jddejzyUSiXY+z4sLN4dhLIplTK3of+3E1xcsWrL9Op/79Cnx1LaZ97Mre9bU1NigAQAOZPvbkfvNm8tGX/vH4wblT/zZtdufp3/BosWTpr951NCDZry1JK9j9o1Xf3HDho0vvfrmktUb8zvlnD/2hMbr4973yFNXfvGCxoc/+eyU3j26jTrh2F/d88jIQ/ouWVVcWlHTryD/8+eM6dq1S6vnv+/xSVM292vrvRWm1n593JChQwbv8lM888LL/7s4tSVj68nvM1O1Q7I2jOzbacxJx3Ttsu1Fb5349LzEwKabF/fd+IVzz7BNAwAcsPa3I/dPTp723sb0lz/9iTAMa2tri4qLm/5LJBLvLVn5g8eX/sfElwt7dD60f6+169Yfcvk9102cE0XRlLfWjPvuw8lkMgiCiS8sSqe3XtnqyekLX5m7OAiCXz+77Lzbpr+9dGPXvJwHXlwy9LLfl5eXN3/pKIpmbtzZrPeieL+b/1k+5+35u/wU544bfd+1px2ZubLxZiKe+15q4F9W97jh4XcmvTijaX9s9PAWpwF9ZXXCBg0AcCDb335Qu6miOgiCznkdgyB47O8vfHXCvKa73vrthUEQpILwvu+df8TI4UEQ3P3Q3zJj4aw7Lm383eroK3/x0BPPXXHJ+W09+eePyX/gv64PguCCM1YOvurB6a+9ef5ZY5vunfzSzJqMrjt/e+lY1qQ5K449+ohdfpAwDL932Vl3P/6PmeW9o/jW61vVZOQ/8H7w+rJnvvvFMXl5nfr16RXM27aDsTHWs6SkpKCgwGYNAHBg2t+O3J901JB4GL27ZFUQBOeNO3nOb86f85vzvzWmZ15WMHBAvyAI8rKixrIPgmDp2tLPfqJr0xlpThlWMOXNFY3/bjo6nkqnYx9M7znl8K1TbgYdPHB4z/jK9aXb9hzmvfPoovgu3148VT/qsJ7t/CyZmZnXX3rOXeMPOa3z6qxUddPyRemBVz+0+Po/PH/XpHkt9hzCzJ89PruqqspmDQAg7vcHo0867uqTe/z8ifnV1dXdu3f7xFFHHHPk4bOWln37zAGNU+TjzebhD+zd9X/nbl67bl3jzVnvl44+vF8QBJ2yM2bNmRsEQTqdfmNldc9ueY0rvL5w65orVq5asDE1oPfWOfGJROKOGWX18U67eHNR+uojUmNHn7hbn6hb167fGH/OxKuOGdd1bSy9deJNOpa5IaPPyvCgVisXxfvd9deXbNYAAAem/fA897+76erv/+r+YV/67RF9c4MgWFZSN3Z4j/+87tLGe+PNdmcuvWDcvOUbzrzxgQHdskqrEscMzL/m0guDIPjqmSMv/eXkwQUv1SfTIwpzzjpta46/u7bq9Kt/kd8hY83m+hvHFX56zKjG5c/+c2btBz9+3UnZn9Nrw5hTztyzD5WdnX31F84+ccGip15dsrChdzKW09aac2r7LVi0ZPjQITZuAIADzf55nvsgCNLp9Lx3FsTjsaFDBmdlbZ2zXl9fX1VVvf01rUpLN3Xpkp+R0ewUllG0eXNZVlZmXt7Ww/a9zr3lzmuOP//Tp28sKelZUJCZmdm08g13Prcu3n8nbyaWTnz9qNSpJx33kXy0ee8u+M20TXUZ+W2tcHzuyhsvP8/GDQBwoNlvr1Abi8WOPnJkq4XZ2dnZ2dnbr9yjR+vj7mEY7vC6tpmZmX379Gm+pLyioijstfM3M6rz+lNP+siuMHXkyOG/H1D5P/87/fXqflG4g4n+y7bk2LIBAA5AMUPwYdTX19/655fTsawd3x1FvVPrvjCg9OuXnPXRvm5+5843XHbuD0/OOjxjZYdkWat7S+M9J734sm8HAOBAs99Oy/nIFRUXd8nPz83Nbb5w51etGh5befM1/+fTY6Io+u2Dz86qbfHj2qGxlT+9xswcAIADiyP37VXYu3ersk8mkzM25rW1fpfkhus/e/LHsX8Whjdefu51R9YVJNc3Lomn6z/ziQG+MgCAA40j93vuhemvTli4g9Nf5iVLLx6WecYpxzf9kPdjU7ppU3V1TX5+5y75+b4gAIADTYYh2GOvv18aBK3jPidZcfMFh/Xv1/df8pZ6dO/eo3t3Xw0AgLhn96yry2k1fh2S5T+/+NA+hYUGBwAAcb/PWLRkaVm8Z9PNMEodHK698qwRyh4AAHG/j3l+1sIo3HqCmqxU9fdO7XLEyHMNCwAA4n7fM7Cg01sVlfEgdVB2xRdOHzbssEONCQAA/1rOlgMAAPsJ57kHAABxDwAAiHsAAEDcAwAA4h4AAAAAAPZ+ToUJAAD7CdNyAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ94YAAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4NwQAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDADYih3wAABLQSURBVADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAgH1YhiFoEoahQQDYz0RRZBCAA4cj9wAAIO4BAIC9SejvlQAAsH9w5B4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHFvCAAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAMBeKcMQNAnD0CC0JYoigwAAsJdz5B4AAPYToSOyAACwf3DkHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcW8IAABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4h//fbh3aAADAIBBM9x+aToCqanJncagHAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLh3AQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAce8CAAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAAEDcAwCAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AACAuAcAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AABA3AMAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAAIC4BwAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAAHEPAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAgLgHAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQAAcQ8AAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAADiHgAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAABxDwAA4h4AABD3AACAuAcAAMQ9AACIewAAQNwDAADiHgAAEPcAACDuAQAAcQ8AAIh7AABA3AMAAOIeAADEPQAAIO4BAABxDwAAiHsAABD3AACAuAcAAMQ9AAAg7gEAQNwDAADiHgAAEPcAAIC4BwAAxD0AAIh7AABA3AMAAOIeAAAQ9wAAIO4BAABxDwAAiHsAAEDcAwAA4h4AAMQ9AAAg7gEAAHEPAACIewAAEPcAAIC4BwAAxD0AACDuAQBA3AMAAOIeAAAQ9wAAgLgHAADEPQAAiHsAAEDcAwAA4h4AABD3AAAg7gEAAHEPAACIewAAQNwDAIC4BwAAxD0AACDuAQAAcQ8AAIh7AAAQ9wAAgLgHAADEPQAAIO4BAEDcAwAA4h4AABD3AADAwbgAAAAeSdKmBWZFuP6d7ueTAAAAAElFTkSuQmCC" class="bi x49 y3da w32 h3f" alt="" /><div class="c x1 y1 w2 h0"><div class="t m0 x12 h5 y33 ff2 fs1 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span>          ANNUAL<span class="_ _3" /> FINANC<span class="_ _3" />IAL REPORT F<span class="_ _3" />OR THE FISC<span class="_ _3" />AL YEAR <span class="ls3">202</span>1<span class="fc2"> </span></div><div class="t m0 x49 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff4 fs3"> <span class="ff5"> </span></span></div><div class="t m0 x29 h7 y737 ff4 fs3 fc3 sc0 ls0 ws0">ATTICA HOLD<span class="_ _3" />INGS S.A., 1- 7 LY<span class="_ _3" />SIKRATOUS <span class="_ _3" />&amp; EVRIPIDOU S<span class="_ _3" />TR., 176 74,<span class="_ _3" /> KALLITHEA<span class="_ _3" />, ATHENS                   </div><div class="t m0 x51 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _5"> </span> <span class="_ _fb"> </span><span class="ff1 fs3">Page <span class="lsd">157</span></span> </div><div class="t m0 x11 h8 y739 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">Within the<span class="_ _1" /> first <span class="_ _1" />half <span class="_ _1" />of 20<span class="_ _1" />21, appropri<span class="_ _1" />ation of<span class="_ _1" /> the f<span class="_ _1" />unds <span class="_ _1" />was c<span class="_ _1" />ompleted. T<span class="_ _1" />he funds<span class="_ _1" /> <span class="_ _1" />were raised<span class="_ _1" /> from <span class="_ _1" />the <span class="_ _1" />issuance </div><div class="t m0 x11 h2 y905 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _b" />a<span class="_ _1" /> <span class="_ _3" />Common Bond <span class="_ _3" />loan <span class="_ _b" />a<span class="_ _1" />mounting <span class="_ _3" />to Euro <span class="_ _b" />175,00<span class="_ _1" />0 <span class="_ _b" />k<span class="_ _1" /> <span class="_ _3" />according to <span class="_ _b" /> 08.07.2019 <span class="_ _3" />decision <span class="_ _3" />of <span class="_ _3" />the <span class="_ _3" />Board of <span class="_ _b" />Directors<span class="_ _1" /> </div><div class="t m0 x11 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">of ATTICA HOLDINGS and the <span class="_ _3" />decision of the Hellenic Capital <span class="_ _3" />Market Commission of 16.07.2019, approving the </div><div class="t m0 x11 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">Prospectus. The Rep<span class="_ _1" />ort on Appropria<span class="_ _1" />tion of Funds  <span class="_ _1" />is included in the<span class="_ _1" /> published int<span class="_ _1" />erim six month <span class="_ _1" />financial report </div><div class="t m0 x11 h2 y907 ff1 fs0 fc0 sc0 ls0 ws0">2021  accompanied  by  the<span class="_ _1" />  Report  on  Actual  Findings  of  Agreed  upon  Pro<span class="_ _13" />cedures  of  the  Certified  Pu<span class="_ _1" />blic </div><div class="t m0 x11 h2 y908 ff1 fs0 fc0 sc0 ls0 ws0">Accountant. </div><div class="t m0 x11 h97 y11d8 ff1 fs12 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y609 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _24"> </span>risks<span class="_ _1" /> <span class="_ _24"> </span>arising  from <span class="_ _24"> </span>the  coronavirus <span class="_ _24"> </span>pandemic  (Covid  19) <span class="_ _24"> </span>,  the<span class="_ _3" />  measures <span class="_ _24"> </span>to  address <span class="_ _24"> </span>it  as <span class="_ _24"> </span>well  as <span class="_ _23"> </span>t<span class="_ _1" />he </div><div class="t m0 x11 h2 yc6d ff1 fs0 fc0 sc0 ls0 ws0">consequences <span class="_ _1" />for <span class="_ _1" />the <span class="_ _1" />Group <span class="_ _1" />and <span class="_ _1" />the C<span class="_ _1" />ompany <span class="_ _1" /> <span class="_ _1" />are <span class="_ _1" />analytically <span class="_ _1" />recorded <span class="_ _1" />in <span class="_ _1" />Note <span class="_ _1" /> <span class="_ _1" />3.1.8 <span class="_ _1" />"Risks<span class="_ _1" /> from <span class="_ _1" />the <span class="_ _3e" />CO<span class="_ _1" />VID-</div><div class="t m0 x11 h2 y11d9 ff1 fs0 fc0 sc0 ls0 ws0">19 pandemic".<span class="_ _1" /> </div><div class="t m0 x11 h2 y11da ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 ha y11db ff2 fs0 fc0 sc0 ls0 ws0">10. <span class="_ _164"> </span>Events after the <span class="_ _1" />Statemen<span class="_ _1" />t of Financial Position d<span class="_ _1" />ate<span class="_ _1" /><span class="fs4"> </span></div><div class="t m0 x11 h2 y6a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 ybea ff6 fs0 fc0 sc0 ls0 ws0">On 7.2.<span class="_ _1" />2022, <span class="_ _1" />Attica <span class="_ _1" />Groups’ <span class="_ _1" />subsidiary <span class="_ _13" />Blue <span class="_ _1" />Star Ferr<span class="_ _1" />ies <span class="_ _1" />S.M.S.A., <span class="_ _13" /><span class="ff1">bareboat <span class="_ _1" />c<span class="_ _1" />hartered <span class="_ _1" />on <span class="_ _1" />a <span class="_ _1" />long-ter<span class="_ _1" />m <span class="_ _1" />basis <span class="_ _1" />the <span class="_ _1" />Ro-</span></div><div class="t m0 x11 h2 y6ab ff1 fs0 fc0 sc0 ls0 ws0">Pax <span class="_ _3e" />ves<span class="_ _1" />sel <span class="_ _3e" />Asterion <span class="_ _1a" />II. <span class="_ _1a" />The <span class="_ _1a" />vessel <span class="_ _1a" />is <span class="_ _1a" />deployed <span class="_ _3e" />w<span class="_ _1" />ithin <span class="_ _1a" />the <span class="_ _1b" />J/V <span class="_ _3e" />ANEK <span class="_ _1a" /><span class="ff6">–</span> <span class="_ _1a" />SUPERF<span class="_ _1" />AST <span class="_ _3e" />in <span class="_ _1a" />the <span class="_ _1a" />Patra <span class="_ _1a" /><span class="ff6">–</span> <span class="_ _1a" />Igoumenitsa <span class="_ _1a" /><span class="ff6">–<span class="_ _1" /></span> </div><div class="t m0 x11 h2 ya48 ff1 fs0 fc0 sc0 ls0 ws0">Venice route.<span class="_ _1" /> </div><div class="t m0 x11 h2 y372 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h3 y11dc ff2 fs0 fc0 sc0 ls0 ws0">11<span class="ls1">. </span> <span class="_ _45"> </span>Dividends <span class="_ _1" /> </div><div class="t m0 x11 h99 y11dd ff7 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 h2 y34c ff1 fs0 fc0 sc0 ls0 ws0">The Board of Directors<span class="_ _1" /> will propose to the <span class="_ _1" />Annual General Meetin<span class="_ _1" />g of Shareh<span class="_ _1" />old<span class="_ _1" />ers no dividend distr<span class="_ _1" />ibution.<span class="_ _1" /> </div><div class="t m0 x2 h2 y34d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y11de ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h2 y11df ff1 fs0 fc0 sc0 ls0 ws0">Kallithea<span class="ls1">, </span>5 Apr<span class="_ _1" />il <span class="ls2">202</span>2  </div><div class="t m0 x2 h2 y85 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x49 h2 y539 ff1 fs0 fc0 sc0 ls1 ws0">                  <span class="_ _1" /><span class="ls0">THE CHAIRMA<span class="_ _1" />N               <span class="_ _1" /> <span class="_ _45"> </span></span>      <span class="ls0">THE CHIEF <span class="_ _1" />EXECUTIVE     <span class="_ _1" /> <span class="_ _9" /> <span class="_ _b6"> </span><span class="ls1">       <span class="_ _1" /></span>ACCOUNTING &amp; CON<span class="_ _1" />TROL </span></div><div class="t m0 x49 h2 y9e6 ff1 fs0 fc0 sc0 ls1 ws0">   <span class="ls0"> <span class="_ _2f"> </span> <span class="_ _18"> </span></span>     <span class="ls0">OF THE BoD <span class="_ _1" /> <span class="_ _93"> </span></span>   <span class="ls0"> <span class="_ _15c"> </span></span>  <span class="ls0">                 OFFICER         <span class="_ _1" />                   <span class="_ _1" />   <span class="_ _b6"> </span></span>         <span class="ls0">DIR<span class="_ _1" />ECTOR<span class="_ _1" /> </span></div><div class="t m0 x49 h2 y11e0 ff1 fs0 fc0 sc0 ls1 ws0">              <span class="_ _1" /><span class="ls0"> </span></div><div class="t m0 x49 h2 y9d2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x49 h2 y8a ff1 fs0 fc0 sc0 ls1 ws0">         <span class="ls0">KYRIAKOS<span class="_ _1" /> D. MAGIRAS            <span class="_ _1" />          <span class="ls5c">SP</span>YRID<span class="_ _1" />ON CH. PASCH<span class="_ _1" />ALIS     <span class="_ _c0"> </span> <span class="_ _b6"> </span></span>   <span class="ls0">KON/NO<span class="_ _1" />S V. </span></div><div class="t m0 x11 h2 y37a ff1 fs0 fc0 sc0 ls0 ws0">LACHANOPOULOS<span class="_ _1" /> </div><div class="t m0 x49 h2 y11e1 ff1 fs0 fc0 sc0 ls1 ws0">              <span class="ls0">I.D. N<span class="_ _1" />o. <span class="ls5c">AK</span> 109642 <span class="_ _c0"> </span></span>         <span class="_ _1" />   <span class="ls0">          I.D. N<span class="_ _1" />o.  <span class="ls13">AB</span> 2<span class="_ _1" />15327           <span class="_ _b" /> <span class="_ _8d"> </span> <span class="_ _4e"> </span><span class="ls1">   </span> I.D.N<span class="_ _1" />o. <span class="ff6">ΑΒ 663685<span class="_ _1" /></span> </span></div><div class="t m0 x49 h2 y11e2 ff1 fs0 fc0 sc0 ls1 ws0">                      <span class="_ _1" />             <span class="_ _1" />                  <span class="_ _1" />                    <span class="_ _1" />             <span class="_ _1" />                  <span class="_ _1" />                   <span class="_ _1" />  <span class="_ _1" /><span class="ls0">  <span class="_ _37"> </span></span>         <span class="_ _1" /><span class="ls0">LICENCE No <span class="_ _1" />76784 CLASS A<span class="_ _1" /> </span></div><div class="t m0 x11 h2 y9b0 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _36"> </span> <span class="_ _18"> </span> <span class="_ _b6"> </span> <span class="_ _b6"> </span> <span class="_ _8d"> </span> <span class="_ _4e"> </span> <span class="_ _1d0"> </span> <span class="_ _b6"> </span> <span class="_ _b6"> </span> <span class="_ _1d0"> </span> </div></div></div><div class="pi" /></div>
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