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 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
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 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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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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2ocXEwIh2KU2MmEQRFO3TpJBTSIQgZRHEySLo6dAlxUEtBoYjRVgImU+K9/b1GVHBp9b/c/72f99374JzjeQQf4M4hdNmvl2sU4fOn2bf95+W7jpky7qm8tf0vxZx6cdf/8hNnOc1BTvI9P/AdIxxlVPqMTBNYtlAKBT7jYzaSDNPPOlT4nE/ZRBd8Mv8WpmTJL7aX2INTZdXCR9nfsIVf+APNRmRljctK4yuGMMRWtrOb/TiR24PCLmIV68JsypkfOECRXg4zzgV+Vg3qtRoWLsBezqs3quJqQx0n1UOOOxmW6GEz25DBd+w6KwgwiT3npVpDAgPI8xUjTsrpcEIqp1K3q+E5z0HMJmDJnXMXb361OUjelgMdvchNdcwc6iOdFjKkZ/Xb//PkKgemIDe1IKlHdFSf6QTmMFedMdt646yzMmW6zBNxMMygeOBCVTzYR160g3XLTy80Cshap+phsCPKxoW/mMo4rvFF7OFAzjyQKcF50ddrDtHn9v8FXMuFeHichVRNbxtFGJ5ZO4ljJ3RjJ6mTbcssU4fC2oRvrKiCldezbWRaOY4tzQYO68SWHJ96RhwsLo3G+RH8hNmUg9NTrtz4EcAJJITUc3hndu18CIG1nn2f5/2cd94dtxZ02vvPn329+7T6xeefffrJxx99uP1Bpey8/96jd7dKD+k7Nnn7wf171uZG8e762mohv2LeeWt5KZddzCzMz6VTBkZlLIsejzYWHMu27aCS4M2bWKZK5t+2RPkbRtYtp3u38P1b+MEMP5doVfrUq6vAEfJ/l6gg8apEKgsuPINMiRPrDSk7lhteLwzBo05NIv2/tpNSdOwol/Wo189WyijK5kDMgQS2LyLsf4m1YPhsJzJQZrlSlnlHGiWm/kPpjkMQaB0igaZwpZlcXpxeVyFwm0qFWMJy3pMLOi85lm5XojGJyhfidGKiw9BZ6tFe91voXBdqjFCqxAZt1Uem/uGAyDQE14sFDGEDIqhqBxuEsNI6eP0rD/S6x1/aF5bMw5vJFUc+AYsn3/1qpQQrHhMFhXhJ5I97/LrWVmsQBEUoWDAKASEYG9ZgK8XtSjneU9KAXjhUOYddVScbEjHu61pPdQ3alA3gYLr/ZyUE61HW6/ZqcXRPum39Qu0DrjcIrasHCZUYgCatNWE9sONmN1rcU4XRbt2Kj33GhAkDBJsqiapgFwJIckQkanEKplW19KtIHFX18NgBBq/mlZecK5mUiDdI4pD++cdNppsw8yXzDVKiT/1QCJ8SX4SiO7kcHVJiUhE1GuIFCyFrk4PX5PL12JL+aSDNcIB3oPdqAvwW/8qyV4IpbE4hgpGCwcrp7UAX4NlNXtBl1OY2gUZ1eGBBn7iS2yDHbzVIMLhVOOOkbapH/eqsPV4i2raazvHERYcA5GiPx5igQ+sMudsOnEeoNBdTzVpHaUZTzcw9pJDlJ4QRQmsyszV77pjrBTbYkXj9P9T9WC8LHk9ZRhBLhpVSUtaBL/2xvOuA/MgRcAi/UGk6co5fWI8DYq7ADaBOb5829g44YWI2BTGT7FTNAYw67Q5E8impob9pI5HdaM+A4cFn+tSZ3i4x3p1eXACb/Lr7zC6PGrjRhimHe6YWUXyyF7n4ZP+An5sIkZM2PzOw4YW1IHoIOn5OEHI1ayhWkQoQBVSkFoCMtrfOXYRGWpvWhMZHE4w0l5lyGB1NjJgz40RbOpGLDNCkY407tU4Dl4m5keb0L0Jqu252zs24i+6SsWxYEVbUGTCv4RgXMXq1hJexFYFXS9MTPIoWXSu2GIGFG1d40rlK3Tngr5YQuOkVEtXUD26f4gBaySlhpCfdJv8+GIgwUHfcD6rxEqv1G25TU5LNny1h/hZU/gFiwOFGAAAAAQADAAgACgAQAAX//wAPeJycvAd8FNX2B37Pnb6zvaZssrvZ9A1skk0hJJChE0IvSsCFUKVKaCrNgCLYnoooYu/9FUVFUEB89oYi6vPZEcUa9T15+p5kJ/9zZzYh+Hy/z///J+zszuzszLmnfs+5Zy6hZCghdK4whXBEIn0fARJv2CXxl3VUPiIKHzbs4ih+JI9w7LDADu+SxMs7G3YBO55wRVwFEVdkKA3r+bBTXyBM+fWhofzrhBCBXNV1VLlV+J6oxEGySRFJkM3aGQ6rzfaM3eG12x0KJyqKR8zkC15p54DjQq8okkO0x15py4TMzIpXPJlRa5m9v7XaPsQ62r7Sut4uW+19D/j9xQesdtHprA4eICTvABFBjCc7EvEOVyLurqtjn+LxJGnED8mOeKP5nqwo3yr0jW3d8Bx4xWheYXVVTaLSXwARpfc+VBVG80Sf15+orOn9mc88/uGxL775+NPPOGvnCf0nzspt6T7yn8mjJk8exV7Cxd2feOt/fvzpn7/88MNbv8aFwyf/k96D0be3td1xR1ub3pr+QAiQZ/S53C7RS3ykQSsbB820WRwnzYSZ0jJYRpeJy6R2aKftYrtklwhkyw78CXEc5B/3O0+woSVIY2NFOSQhUkhdTndtxGcHSaQ+rzuQCwFul7716b17n4Y1E7Y3NowaObDh+vH63KPwIWTj34dHc5r2rj9P//juh/Rv1p/7zAhGz71Iz/Xd9AylGqd5hnrHc+M9rbSVa/W0ettoG9fmafPa3YTPxhfwvHqQ7A44fz6NHieVItUDobbGXV1Fi/pCUXXE7+au3/u0vnX8zvqBI0c1NG6fAGue3ksb9C/0/KM5Iw6etx78D90Neeet39uUc1TPJ4ye16if/xzpcZFt2vL58kIXlWXZlSFnuErkEtc4Ok5okjVVsze5ZtAZwlR5gjrBPtV1NmOe0Kq22hc4VpENdIOwWlqjrFRX2tc6L3FGQBQJr/GUd3xqAQtvsRLicn5rUwWeo3bR9rBVlpRviRWs8eSJujpnR6DOie+kMcFGyP4nKsqTOEipwBP1CEV9oFbgElxBQOA/X6YfVN+R9ReWwhz91iVQJ70tw4Bl+o3c0Hve12+BaW/de/jIfe/ANP2eI/e+ieOL6lfShXAp2l+Flu8AB80gIQjREhKHOMVbQiNV6Qfc33nyNqHtlFJUZ4KyZ0xWIOqhC/UbPnkeLk0J9CTj1xNoz2XG9bI1F/07ELzJOJgJy6AdBGA/juNvS8AVoWX65bAaTzX4vE7fx7+AfOZIjebgCMCzlPNSylG83p6urzS74qwlGWyDB4AyJsRipDHeY1kKRIB/ofMr/XXOJ3r/fb80lZ1J2rqOCprwAwmQKBmmVQyjwyyj7KP8q+gqyzr7Or+cfVN/9yg3dUuRm6rFYSIVMzMuZfSQgtxLTQkwy0ayG5Md+J/x3UslO6DVFhXS6ip37UBA2w343YKTmazLyUxW0IaOHPXVg/d91zRq8NBRo767+6GvRjUN1jcsWrdu0ZI1a5bQr/fpf5s5a87c2bMhuu+vkDtn9ux5c2frR/eB/Ysv9B/1X775xuALWAjhvxPeQS9WrYWEB9rR34hW0c7dDI777Vb7ZZxA7ydcI7eM4zjUlkpnR53zcxJPVTYyqk1OuyLVlTVIZy1+4r/rzIX++gsjN5dVVfHQDAngOc9PLl/m+IaTcVMWe9GBjkLfmUMu18rt623OWuryuiK2AleVrco1wnWGa7Zvlc9CqMOh3uCRaPBGaCWtwTbSFuSDe7oOan5DTkEqX7rRD37/FSGns1tozp+RLHcdSi9pUIlGO2TyVC3bQdWMEM3OiNNYRn3GqIzpwvSMxcLijPaALdnCuB4rgeqafBxFteEapairJj8R5n1eEaUhRYRRJ5dtAduENfMvWnfWq2eGR4DvcsiAwj9sm76niN7y86z3x63+85T5y0bXQ3No4Ld/+4O+dfIfguZ4r0AdiQo/Eo3s0NqM8cbZRlW5ymzVXRlT+zrz+kYr+6v9HVV9qyqrBjSpwyuHDZgALeqEzIkNc2GROjdzVr9zYa26ql/2wAG5N7eiDZWXl90QUqokm811g5JZeFn/caGZIRqqCFxaEeo/gLdy3GBTwVjkCNSxsBHvMAJHo5vFEeRTXZ0x8hjkgjnOaF5+kSuRixpXY3ICPVsMXL13e3iDSmn+zJcL/J6K/pPOmHzszr36L5OKzvhhTv9L4gVlDRUVl9VPnDL2/NKysr7RokWFMz48u2AiZG37w9vDJo6/8YLECvpkaVty4e5BjUP658OIqtGecOaIIYNGOJwcWCxuT+OAPrVOt3XQABgSGVBRUnHFjPXPZtulUrS7yV2dwkzhMLEQG1mhjSmRQLT5bXFplDTc1iJNti2R5tvWSqttqnW8rdXWZuNsoiiJCthuGoe/axc4QeAkkRtnmWmhFkmx8pdbABwhMY4marAsgdypxEjLuGWwqhJd0lbnR0n+ICSTEGVq74KIK4FbYear+rZUnO6Fra+mXtDHwZn6PTAdsrjWzh00K3UcdeBu1IFSpDdG2rSxqiF+OVvuI/exJbh6ud6acA3imuRBrlGBqfKk0oXyGtmZm5t1U2HejYViSLRY7DeImeG8y0Oa6qoNeS8Nhyxe9CN9CPp3g9wOBg7isY54j4RR++OGeMEULcao34rWlCUOxGc6mVwQSs+cdNYPNzz6y9jS6W8taNwey4vGC2p2Dpx2z8AyPpoaHpqZv+6Z4dPnw79XvThidBPU5kFTzcicwpA2pKo5EPGFHNxI/dhPlIuX1j7O/OMWHPdIoYMUkAFkkdZcriQs5f00ZYhlUL/xwcm546NT8ufmzq5YaVllX+Vcmb0iuLLWnSPGbw77/Vk3hUW3VH+zmJlT7fdbS3C8aOaENFaf5jlRPG4MJB04ZhwxY4ThRMXTnKipr66oOebu0UJvRngZHAoYDBJGTh494Z2rtnw0bnrrtPmzoe69pj9nFWZvmnjwXf+Yh+aceZ02aa5eFyooLcifXVXWWkwrSoKjyyLj4eTKV4aNGtvUfAY49z8H5avb1nsF/QNbZN/9feuKy/o/p1+RlxzflAwGfV6HpW903W2loZxcw0fcjD4xhvohkjFaOQcELsfgpOEX3I2CSIEjzXQ6paW0kY6jM+kyuo6KlPKEyAyhmDaOappELUCNTVUmDWXt2HqQhS0UsBBLzdAn030pjr+Kf+DkmfxjkIP35cicro+FMcJPJEj6on86qE3hSrwliYwBFYMyxlRMhpmWFtfM7JayGRWT6yY3LpLmqPNc83xzshdXrrev8q3KXFuZIdJ4dXmZVjapbGb17LIVZe3VcrU1q4znwjd7UHpcZs5lfua0Q5nZtX4/qbY545dmlqVlObjwUqez32UhBZQemJtETXbV1eGnGPNXjR3ovZLMifuzK+srmyu5yvpqHqmsL9tcwpeUhV3uuiR7GW7cy0fymEQR8tZWs7f8iOnE0UuZoBf1whR0YCB4DOkXGUdMwxDG6H/R37/nuzGjmy6648K1MBIk8ELd5ktu3qHPWT0rvzmUUzhkdHDWsL7FoZFtkQtisWHXnR8+I5RfBre/0Dm0of7W6W1/GiQ27D7/kc9ef2jRvf3F+pdo8ehpbperNlo/OGKN+mvOSF0wclS5o8xZtGzYgnUeb2AgMbDEgq5j6CN+MGylVRtSl9eQ31AyKq8pv6lkmnOae6ZvZta07Bn9F/dfRdcIGxxri9f3d3vD/W4OlN0cEMMSOombxExvoaLkFKKtNFZemmPws9tC0DoMv9BtIVQSeWYhp7xCrWkyjG0kYoKOHvPo5ho7s6pGKG2dvUh/4fCoP2YX5y5rHbujpn607czrlk2+oXHSHBgD9sv/Nnb6WfqmeEnO6NKiEZFQUWlBdGa/PotyOK7hKf3AOeed55agwB4uKu2zdWZldUms/pntP0AfNB39561rb4mFg9mR8IKRw2cGs/0Bq1rC+JNBiJiDNiKh1/+zNlGkimKRKWzCA4qF4y8UBLFW7Cc1i0Ol6eJkaak4W7pAXC4hkJApt70NXSWxKMBLorAWYQ4nAOV4UZIViyJYiCBQsqfrE81tcdYKEdwQhxWINWQFgZlXEuFgEhURrYu9GRGB6aQyhowRNpANAp9sgeRWZ+rgwYPGVj6IXz/WqIxRKEm2lAAX4dASVSrm6CvPTv39bH0DLYS9sd1PQB/9iHC4cyn1pwxMxhHM/IQ9OE4fyce8cppW3+ydSif7FtK5vjZrm21FVPa4y64luc5c2pr7l1yamyvlbJe5Ptsl/wXuModDKthA9lTnlrVLj1c5f05VIpw2VIBh40b2Mbk8HfpNL4n+oXcwh9PDvuf0XWHPmaOnHrkzdS4d/Nh9E6dMWrHgmod0b0G8dMPy/IbpGwuqwjNqB/e59YzJwTuvqG/oAy8tebDf4H7C4YyS2Lbkknv6yjm74Y2CUW4npz8vugJNqbdGjPHYqP4Hmpk5ycRLZ6MdnIP4MEG27CWxrs2PYrT07THfXXu6/qpNUay18YG4kXMycqJcIV8ix5V4TjTaQlv4My0twTPyV3NrFUfc0+hZ5mn38B5P1jYrH+5T3qe1T1sfvk+fwm3E4+mzp5pUj6ueWc2FN4hPVCGbks6fK83c2tggixAcxWICwqLecQR9Bwslv2MZaEMJF+JFO3Az79W/nDdv2aJ5syD04IzrtSFLS8qCU2pqNzZNuGZgfdO4hgE7moZf2r9icnZxv/n9mjbmzJ41C/IOPALhs+cs8bk8ca9+fcbgcLgsUV+3b8sV+2pq46X5OYMz9Jszy5w+P9oD6ok4APXEjki6QSttcU/JnkcX2c6la2yi/xqZC1wjOTZYyFo8dU8oFNJC40NcAJUiF3PZpPNE0tSHU76A6QHfY/Q9EhcHHNi2VO/clfqJBneDPO3GR/SVi1fVr1s/a9alGwcsnE2/fFN/YurgKuHwgH4z9Gfe2X64PsfXeVZmpOFlU55IJ/8T0qmSEVqWsq1c1MRWsU3cKD4s4j8QtlHOsg1kFiQcTl+tzMuE2ESlHR63MvVlYAxjQY/y9mQd5h//08lX+epUE704tY4+IRzWP9W78HX1qXt/hfdWyGDNK2wrpxptxayPSrBN5iSOI+yuLsWG+YQaV8eplArIIQu7LwuqsUQcLb77tnDqpl+lJtO1qS36hXwp/4j+rf5pajPehenuUeEY6m4+2bGXOEydVfd0farlo7pGhZgUC0Szp/onB+cLC6XlwgZprXt5tjXvmnh0WZRGGTF1mNxEowoXtzXaltnabbzN5r1G4XO2c554dByeFCWizRa5gJBCrRCyNgiiTywQOfGJAufPyQ4DCybiLkaxETxRjdlOzMgtUZkLUNBh4nISJuvfaDEeq6llwxOOzdV3361v1ifCLti8HSx3xYJLKvvfdOb8ewc3NoEIxF/t1/9G/zKlaAzcAksQ7D5QPU6/yzcmO9y3YWDD3jW/6L9SCvmQacpAOGHIf7AW47aVy5rcKrfJG+WHZVGWBYvEgeBWaDvZbSM2Btc5mWsXTOEn2YY0JhoTvyN64YS+MfWKvhE20hp8XZ1qEw6nPqERlu+jIz1m3LNOy1P47SJn4baDrN5haceU9g7CanI2a8hWbtMwO+ANHrH0NnWi0sgbU5XGrRIuho+jrgR3rHPniRPcghMnQOaeAVn/d2cj06/Srq+5F/A+GaRSC7ZQ8G0PcBiIrxE9gYDF176RpfpZ7d0o3UCrZiTuOA2l9kLmbGDcC8OHNR3aefbuYfnlCyYsXJ4REPWH6Dvw+OyH6huHOezQ1x3qV1mxejqdAO5uPRfL2HhhmBakVlcmjKWyYmVbl6/7MzoCOmTKVK2+jlbLY+gweSmdJ6+jEkJNjKIqkZWNmEZzFtVCumOjahEsnGAByj5pNjDsxWnk3zZ2At8tqYAB2JIYGlnKhIFyqxNjoJDCdAnjoXwQgyCLl6286lNLlDqlRk0qi+lSZY1yrmrhqZeO5+bSVm4VXaUa9ISV/FqDqMEqyEpYyantIW6MCpJMKM8oy1MTKtWQv1S1cN30WU36TC2CtA8xaEsmTeqQ+d0ExlhChyTGGI2QbCGGyy8BkNIpHohleok+ZJqhZ17Yn3qSTl6qZ6KqzaB3psad8jM/Iv8FEtW8yLttKPdW0obRnEg8ejIRfS5TAObFupWY//HkIbzkLuHwyXHdMvwbXsNK/raXWLreRL/khLFCOdtSY8ux0Q1Gl8JrRgEhW42pHFGsFofqVIKWkFrIlfFxS1ytt9Sr45Qmy1p1s3KZeq1yveUm1VtjabG003aBt7DLeOzuWmGj1VlL2UagFk7h8fhjDicZzRuA3cY+aaqKW5XwnKRwkqoIzE7txI5AoOvgE8ho4ULpcRuOLpZkQzTyDwaQYrGYwWd8R65iHEW+IlcZP9nYMS8R/6ZfqH+n/4KvHXAAxsFYOMB9kVpDt3ZmI3N99Ns0T2TDf+/fSyT0o6rNjdwIs63E/OoEJcz22XYc1SR6Fd0oYW7kp5SITjEsjoAm8XxJJLQPSlQGynMix0XFctBgErRCG5wnSiJQScOhSBvJbhW99cHdyF00JZoeIt3Is5CAQ4yhMsVwkKfUCJX6YVfzxKmaKgGlF7I8UpS2GiXDFkSEJLl8RcwYuTFs3IiyfmXqEv12eJWGoJXTOymiv4e4KWYOgPFDnC/8iHofJZO0cJFQIpWobdCGUaldlXzXKJqSoaBEFD5yDadxrHTpYfucx4Ggr6CxALIRy+QbEf5nTJ9iJCvD2ZF+Yy4HHb/p/sPktPS3F4oR5+sL9J36DfoC2Alnw3y4Uef61QysTFw8smlTTWXjgMrKLaNGbaFf6TfrSbgL5uJJd+gzU+Ghezds2de/oaaqod/zF178VH19vzpi4hThcpShk4QQAWROcs53rOa5zGskScm4BtXOtaE/GcVAihGKrWi6kVBEi9BMqV15POw8kQ7FDK8YofiU64wZTDUrF7+BqZcPH9TywV0/6Bvp+Vc+2zxtpr5yaJ+GFTMHnzO7PVYQ4U7OfXrQ1Gk6KlpFRf2eyxqnuzMEfXBGfrjFlAPTu6kGtgqRNdpEqzPLWeYc4BzjPMs5JXN81hLn/Kx2p+pybnKEHInQkNDKEBfyydsbXeNc7S7O5fJK232cw9sWgjYHkA3BUNDrcETCbFiyu92Lw0ojDMzY4x3MLSXSMAMzWSN5T6Fb+g0UR9uJunqjdR769itaMOzyc89aX1pcQM/UY/qiR/QL6ebNByZNnnPDlbzSb3zAKenL3OFQc2cNzUt9LBzOray87fx73hxm+K2lXV8I84TvEGsf2UvyujZqdlR9eSNuhFzFXhva0/WZFsUPakZ2Rg30zx4Go7InJOYp5yqrPecHzquwZlnRTYxF2Z1A00QX5ZIV3I/t6fq3VsZcFvLSlRXjc7hGTH8iBdtz+LBULrVJnCSpCGnCsQ1Zrg3hLEP4Ct6IkGqGxY8zibOSVrqilUwjmYCRdWXyMW+sv6s6Nso1LDbNNSW22DUvts61KmZNtjBr6wbugJDGKGn6+d51r+4MlwGgwvzTagKoSPP0y/Vn9uod55eeB0WX5K3IL6ubNH7ykxP33QOrIX87hBaWTNNPXlI+o6yo37QNE64/86G74O0P9Y5BlTBv5nyr3V1TXTHC441mDzh805sg1cX0B0bOsrkdA4rqG7Nc4WC/Z5DvmNAKzUYuW6ZlAb8NnRKZDu3C9HY246TITjT0doUzccnnqc+Nqs4pBCo063F9ox4X8vhHTo7jMWnAaz6A2PNdvKaL9NMKXBJnvaaaG8at5jjO42zf6LraRV0uj+YBuZ1IV0m3oQjiJmBMTz8k8PqGY8jE2xgFEQQjwrv6w/pe/HsELrzwmqsvhgtpNnrs96EQPNwTnTNv2nnNHdwdhi4NJkR+jsUvWLWXqBhKmCYYsL6IfeI0tiXonDkBgYVVpCJHZYd9LVmN8DVicdQaCbidfSD2kF2zt9o5sxiLMYQ0NprCZ5f+9FH0ynjlT5l35sK4QaG3VJQz3Vi0Sl6lUk4L5NRyk+3O2rF0EN8kj1EGW4arM+l4fqp8ljLZsozO4hfKi5R5lvnqGrldabOcq15ON/OXK5stl6g30Wv5m5RrLSfgpBC2UcqHqJOP0zA/kFbwdfIApdJSo1p5Fn+U3MpaGsaNpXtPYXtGBFWQBsoIwe/e1Qb4EMOU4qYdcYxq3YQca0Nhy1K7KGAapAhuyBHyoI+QgAZhCIwWzoAWYTYsFVbABsGZLi6ktxBL/0PPgRsGWmIKm+9FI/PgxiM/py/Tz9R/1jtxuwy2fQFuuAAEhCi/xrlXOmsQc3TxwF4mflFQHz9E2cnkThZn33zM6kwH2AZFhbFVYr08VGyWeSq5pYnSaomXEPxdiD+UxE0CL9RDA98Mo/mp/AK+DZbzMo/BlqcCi082q42MFjhKQgwt7Ok6qgUYPjsLJNT3swgfslCetyiNFkhrO5tiQrwQb2QIotsZpkEksPEqYAAzBYQPUx9gCvAWPAaDoRbj6LLUQdqXuwu3mjmuaTiuAQZ+SGr1CS4hNdEh3BBJ4CRZ3mROATpoiKJscUgSh3ZIqbwNeEXheJmj6KTYl2xa0pxGScTjLD9g1hjvNe2eNJCNQZUw4GQOPZ4ayF+fyuZsEOBuhLD+eediM66c0fUZ/wR/EXGQcjJfG+HIEMoyM5qEpmCL0BJcLCx0LA6eW7CipK2PDf4RCsX8RZrNUVtUFL0v5rTd5/eXh6B8c/zJynglOIpDxbS4WNqc+VSFOTlt5EqVLEgy6mKu7lBZbRQkesJ7wNg12wJqa/JrfzPhhdnHxKYHy2rqrBkBbWjNstKcMwqrVwy9/b1z5s2F4tt2XtvySlmkDmATJMCl3wQF34g+u2tQdbTM6/WUXeYf6M4IvHDjupv79ClUxOSIRhc4HCX7X0nxxvgf7PpGGCh6EQvkoJfKHwbDcs50zHe0C+2ZoneH3amQ7J2cX3ZdRPaFxIC6Wd6ba4zKecKI/o2NaRDDkiaJMZzV8t3pyq7LrN4P1D/4YMaVmkO/DxZM+tPyd47rf5h/UWJJRdHwiquuoIMQce4qLuwnelPvD56ov65/u+POUE7qNbvlftSXqSifNv5CUkQu0aLlXKNSn1mRrXHD+NHyaGV05tDs5tD00OLQ+rC9MIyw2YuGzVJ8O7MUHx5wMhxZ7gSnM3C91dmYD/kGlMaD+fk51xO/k+Q789vzufx4CeSXtJZA1kXiU8Ws9MRqjKy/oINBHSPaxUz0LPQUtM15i1NJe0/V2ig60X9u/+e0ltkLZ0zv2Ljyr5MTvvpYyexBV9946zVDl+bnVfkTU/bmDm9q+vi6Wz5vHjG4slh/3V0e8Oc8ccud94d83jKf/npx3JDRtK6j/PcoIw8Jk4Fa8SjLqKzlTi5camO+FtXRTTKutzshd4fgd3npZvJkXvZF8lMRHISpgI0dTFKMeDSLaqZq1HWKesTAvYjnv9d3Ju9c9PrPk0YO/euseZuGAkLPwsnRK69ccUHFOatHj4QGsF710bjmSbEIfHwyjxY57Y/ccs91BUgnk1Unv4X4SJCco03KpzFLgjZYhtAxwhjLEPto5zRhumVK9kJxsdLqbQ2somuUVfZVXi/8Ixi0Zt7ndhLZKU+S58grZUGW+Z1Wv6L4N5N9ufFcCMJmx1M5ZgWCdaJ0g5Bum4qY+Trje7QbT7sKTCjNd3a+JO99bMW7A4vXvneR/md9J0yBEnTAXv1GblHbgi0y/LD5iolx/ZOKMiiHTPDDMP1bvXPK8hVLzkMdjBHCbRJzSQbRtHzMK3f6QJXt97kcNouFkCxHVigL46bssm52zLQts1Eb6k0HwkjDRxn5N+41GtN/YM545UDEx4wlWp0we4EC3KbsjDFli5rBjzHihhtv/OCj8RdWClbJPXqpcqJzG7fsROjQIVUx9UFv4b9HmyhElDhF6zfWP7bP2ETSn0ws9C9KbJDXWldH1yZUX35G7PqIs9BRsSPDYrFfLwYVJTu/yIf6Ud33ouynqtBJMSxf2V0CiTNrdhuF6ILfKYQMAHaEnNKc2t9qzrQJE764evWxSWWDDzTP3RAJBQfdOuu7LjJ2xOBn5k2/boANkvrO0LT8K69cc17Ngk23vjdgYG3QC5lZsYK88NzhvuqBKOW8y19pHj42VljZ2QUpm+Oua+7cmMfixoMYN1xoA370UlHweXwNrjYfD06bfJ3HaSc2wGFllGe0ZlCnutm2N5CuVTEn1T0oDAk92ZWr21X5fYJL32F3eccMK59Xj5qxoPXhJbtfp32Gbg0jWdHOz9EvHWke//YRM17cjpug0bcikQotItxqZrUcJrQO4G8hm4VbCDiBwnilVWlDwNiNFhu7i2WsK4O62Z0s+mZYz8+5HVzGtbte0Fvo1XhtN45ykFZsgSyg3luJz+kL+zgfcaLGYfy7ngviEad9swdHHM9g/WjOEw0ox3h3JcvsWxGMVrNuAVajrkWq2a2v/mbP7DsKgrnTshaMfocO0DdBu/fAOy4FqMW+/kpOPpGmx+T5RKRHJS9pk1GtFbsagpDSB+JKI/SjjcpYaFaSMFM5B5Yq7bBB2aI+QO9Qn6a71Ffov9RMVjbayjry5JBM5VEKKOWuQK1yCS1XMYcHitnye1o2fmZFJAmhDgJRi0NIqEPUSepK1SyL5KITN4pJ5gxl3AbEKBFSmdss7LWm0zZkM6txpMsA6OtYNSkmH4wJqdhyHvGZAVcYLDhVRhIm6kn9+dlMErAZbtOXwNfn6VeK3s6Z8KMeNMdP3YasczQ3xQOb06IVWoU2gYmWqVe6u8mQKJ5s/k56F+2zmMzQBvF+lFewOOM+/73ZT/h3Z8uF12U5XYEQ5e3KdV6nw2HP3Rx6MACbqcu22f4goU5EN7S0hJSWl44vbSvtLoWmWKvPibQ+4xANr4cDOU2l030DpmL3+pI/oe+Q3e6mwdVzixmdyQfPXvZg+ZLXZu/er++Q3K5RQ/qcwQU7P6cVE1fm50diGZ2f83PWN02c0zp9wfuvpwpoxaQVeDx0Si9cOL7ft0XH/x9b9P2/s0UkyjBFFms+Egox1rC6TERz+3YqzggCFQfilIJsDOH5hncz56u706j/u8oiFOr79Q/xbz8MgzxMpwbpw6LR/HB4WlXVhIJIUV4k3FJX0UIrMDQ8A43ggwAM1A+m3o+tWTxnS3FJXrC06JKzz9paUpQfMX3Fg/pcYSDyicXtRi02lA51DA1PdEz0zHPM9WCSE1QCO1xOqyP3etGvZnuR9Dx7trLZujdiQixWL+qBWKc8cje7fouypgwbuXtB65bhjHEIs976Wv9D2xqEWfkTixnMuvzzUWPHlxToZULXasRZr+nf3X0t4qxX7fJ9pky59/iz0ff0ewKsbVaKcY6ZX8DirOWvczhUhyIT4o17wSptVvZ6usslSGFjKmZ2tkT/SxG598KB+Xljzh3KaDrv4VGecjdnlWVvRsrJz7ln/hBKmT7NRHyzBvlUTi7UnJXxpowR8dWwRl2TvToqhRiQi2DaKIRxU+9C35RVzOdw4zGxYtAuEim4L8cpGQVUVjGU7Pdx/kjxRVmuiyJZklHFsBhVjMq2SpDM5NXdq44RM/Gdy8xsWG3U7FhgbtPUi14livzIqaaVnvoEv0Z/Sf/njhOjItkjBvW7csLC+Q2Tiy7td8O1iMeVC74cFBr/+sIzzquZU9uuXXkJzP3zO/3yoNjTJysQifctKXApPkfxAxfc+bdEjv557bDysuJSn+pzFtzGcEfXN9z5wt0km4zSyixCtkAdaptKVadNuk+1OLKzAzhWO2tKITmOHJBtzs0WeZnEhplIsHzIZXbIsqBgABI2gVpgphoMehiCYpWF9GRpgju//4Uz3nr92mvRI07Q/0Id9hFDg9PduRaH68FD1HYCTeLpE/qK+qnRaEmGxfAFd3QdFWR+DvqCgVqJRcwSR3ume5Z42qW1Hon6BMXhuk7wg4FKTZfAUoiAWQ5NmblRt0eoTlPWiyJXRJD1nXPvWfnky7BI9XrGDOvTVgUL1o8e9+5h+kHqyJTlBQV5eREuaNDSB/3uA0iLlRwyihLd9Y5PtXVGvSPMtgoV+Uzq50toIV8HjbScr1cSliYYRzW+WRlimU6n8GcpkyxL6Fx+iTLLsoG28RuUFZYgVbdYwboV74PZtOSV6Ank9BZRECfADGEeLBKWY/osrpZXqqfqKQ4qGzWUTFRNMWLMgtgZYHDaw0Y5Rewup5jVFJZbs4JCcrnRtIBbI71mlQSVVRKy2X/pAf1u/cIvjuobMJ9ae/BHaPx8Pz/n5C30XymVn9P5KyeyF+NHLvqfAPJDYjUE0nXwMbtZGfxUG6LYkDPCKGEq1yLM5wQ8RRAF/iHYi+FtK+vCvVvaLVFjeConCRlcARcT+nGLhHV0NbdWWCWqlI0rqjjYuBy1lAhmO61D4LMpVeLKOMUo+LPuPdNPsEYNJmlAI2NjPGhs5IPywXQNwSyV0HuAwIrU1fraXXozrIU/0Hd/Bbibn27Gnsnol1bimBRyrjaFk+RsOSbXy8NkvlCulS+Wd8h3yY/Kz8vvyF/IinyJWVAI0tF0iLSIzpPW0tWSJHHXM8Fcj4IkRlGBSE4pbBRA40bXKjObU6UFo86XZIWF5PKtG55DPWWFBR9E+JUnj9LxqZe4ztReOvFLuhqkY6krWF+MPlPcKhxGu82FOY8ak3yTp2rTcnJygxQ2yZKck/t/dMdgsiRvEDbIfEZYsdZy29tyIVeG3Bw+3SXj8TheCgS9XuvDWVmCIFgQWp3WJyM7wiCHQ+HefTJ1cSNlYiC/u10GnV3yNw0yLWwucl5jzpgc+v+SVoPEID1FpMJL0u/Qac5eBnNyLf83xdC7tee/aa6ri/2GZIIm05JfW2Q080C0p3Es4UtXVFTKn2MZm3rP7O95khb+QGnrlNKZPqV8Y/Sh3VueeKIs53PW8PNr3F/sHzAxw/KSTb3nhno6v7v/h5Iz9JnCBUaNaAjZpLX8HzWiRsaP3y8U9e9f89LAYH194uFBEBrEOTfHnxwWH9a7ajT0VNUoUNlr8KdVj2L/n8tHv8OUmp6Kkn+QUVGaUvQ/K0rbTuOX9L/LS2VFp5eXerNz1AZjPhX5OBztIkwWaH2DjFW/33wSCHheyg5aLdsgI8P5cG6u9bReFKs1z+hFibDkNd2L4kprOG7MFCjdnBDr3Z3givweJwKp+051q+gnges1Wv5U94r+qbVvVs94onGmF1P1mUa9owSRy3ZtEebb4URGQ5hVOoZkjMkeE56WPT08Jd7qXRhcHGqNsVrHqow1Ia/Ehh74R3m5tc99bmeelXWOTcqdk7syV8jNzdpp9VNa/JIY5LiChxWbEuEcoVDpZv8+VmQsD2x2sPJidxmkt5kYFRF3XXdNJJbke42zNr+7KOLrVSqRRK/BES5dKHk5PXAK+vv6S91Vkp7qyfT7WgDZ87ZZNHnV5EUg7PJBGdpuumpygVlKyS+TVT9yjLvHqKKQri5z7lgGdyHBlN4lkUfI/bCaZGhOGG8FKLdqiDqtVlEuiCWrCf5nvzHz/ivwN3X4G5E84iTEshtIVqbdWxAzzzHmzIzrFqavOxSv69WsUDO+BoDU1mSF2LlJl3m+gTeNaw4wr/mEec2qRFa0+5pGndq4Zix9zQK8Zp5mAdt4G8BMG9jMGbLMWmKzCmJBzCDaVY2/NWKUcf3B5vWfIyTrEfMHdhv7wTIbTf8q2ft+0qU999O7ugzeOEAdrwK0sd5Hm/GDU+Mw7+PtuY9+qzkO88Rqw3chp8XxaHMcEcm1GsuyIUAygBf3dP2o9WWdC07c9BOAxf9NmATUso8XArCYyZ1FJ3Hn0FlcO23jZAM5xBDEAJvgQZDDHtshRGbpfbncJvOoA2tZWi/+DTLwokDisQ4W9MEMqYE6YyKQee6kkY6zWROWkUc8Cojj//MW7Q9Pjtbf0t8SDp8cw9V0voL0P0vzeEE4ivHeR6KaIlksASdnOy7sgeguz3GyBwqMFA/irB+JTZihtjsjYZdX5Ho9UkfnvvMa3AF3vDpo6ISJQ4dNGDuC5n3zM3yiR37+Bj69Y8PG226+aJ3Br3tpDd9HOG48xzBZq7TyNq+NsmcVhktnSPOlNvFcSbCKkgK248uEdoGyxxY47msiWfljCvJDiDOPxKoxDNKZQYv1J5x6WCHqY3WY9JMKfJ/79F/1QngVfPfpZ+pP0pPPP49sPJ56Aybqf0af+Xca5H4U3ie5SI19sbBeoF6v63gw6OOMnMdutWPOo37JfZPxpY81z32mORS1NuOYz+/3ifYvUPpx82GEeLwjlm5AM9xl+mkEs0hUnehOdcwEzpdO4LgfP3rv7H2NgYE76uYtXHzxwLOL6Jt6jafR99hBbsWdj0V872UV9htRV6dy1HbofArXGjw8jDKThE9RYmEyUouAqubkuPIKxGpEg4GASwyFWLsZ5WWQZTt/3PsUREkWsTNRpifdkwmmNQnEAoxUfEf2+aJInMSKpb70Q5QkUpl26NVV0TzuidyB8/9ZsHLd1Q99+ugrfwcn2Pvru8aP1EbeNVB486Wc52puvfiGvZ++2Qnu1MnK1nWThm0z+FvNq8hfkQzXylif/zEEjIT7SuDo13WkiSwiawkPHJ3BGnM0ZC17QI0IDFxh4EGkwnpPMEWvO63BvzrCq3qB/iZ8lvqFqxTcqSg99Dejl3gXzeL9wgmSSYpJLdmm9cfM2qf4+6s17v6+hrJR6qhYizo9Ni9vdZ5NpJmc31nCFTr56uNxS6Gfd3Lf5Bx38oiXsj73GOl5bmGtJ/y5reRzi83j5w3YTyo/F+MdJoZleW6sw+g8ZHtG276rvqy5bHrZ/Oi5USFamFNWzboTTzXspx9QNbv10+w+1a3/v1r1ef/Rt948OnXWxKFf7Prr62MmzZqmHxleX9Xcd0BGrTMU8DU2+Qar4diMQf1mcIk1t9+4ftzSIrF0/vA1V1yycviafLFgDkzt21BbmluTaXHzOSP0tnh5tuzj/cOL+4+sMHHYMzSf+0U4RrwkSBq0TJ9TFHMziSpmZy+T22WqpvXJ8xRqUgD1KfpbfTJ8BNOl6gTSXNv9KG6YRcY8cEfzfN5EJTjCg1o681ede80fv3wYbtM/03+YD5d5H7z0wQZa9VLwYOXNF+/cp09EWPAj5cG68zLDFz/b9T0vcH/ySGQ8IanXiLoLBbEHLiWN1dX4PTpdyr3P3eGRwGN8L+0ikIFfst8eJ5S3cU/hd97/+u7Trm+4E8Z3PuM75RHCmZclxn3vxd/24XbhfSeY3z8KhMsw7mp8f6TrK+4b7l78fmLXr7/z+1eRbuD+iN9PMr5ndNtP0U2OEMBxsd9PNr7vTdsfu46jRh7E76YY39kepdB99e77P9X1I/cP7i94zhk91/d0X9+cWxHbxVzEUGu0qCMrnjUzi8uS8/OVEivGWZst5tJKNpbQkqjP6fVxLn5QAGaTIhBQvHNIPjIzhPsZuO/BfS/uOyGT2PBlwX0F91kBjbk9M0oE0DubDbhMJXDnEPPM0aLCXpMy3RMzzkhlwNfzlbErtmdXVsUWjDFmaXbqi/WdN94Ie7cvTx+9g30WrDZrU5s5aWNO3MDNXt04xj6hHuOY5TiOOUbi5EotLx7t25fzktxcET05DaETYs2wFWrQ7nBY1HAZlA3KgVYSB54U42AjOFgZB5eLg8vEfTfu23DfjvsWHLiELw5fPB6DbgZ0c6CxYzmzA/zv6raL9G7CtIxeaPl/MSG962PP4gu5nISMWPq7zLj/D0uz6gsKZw/lXKz+x4oU3KrOK36XLbrDMnrp9WzmwdAJOWbwp13LjrlzMPUVlAIIFQIphMLCPkqW1W6XlYIncZQlmGGH8/PDg3zIBgmHnI1DZjrixH0V9624LxvsyCS0N0tMfiTizo7G01nSwxPGjv9LI1g9MASsQRuP+ITc/6kVDsgZt2LHcX3nghE/83N+TzNy3n7F7vb/5zshy/mA8cQzbiQMSsY8k/cJkfKEveKvf/S6sakoj6RXQwA869eNAjnJ3gl+MH3lq7hZauA+iRRqfo612B8SyEf8W9xH7IlLKoxToHtyiiUPOFguwjH506V99Sf7wk36ErgWkdiHfP6vcZDxmvdxL/LW9NxXjRYVJY7N8JA3HFwr18bhP/4NVkpZJrVLvBRXNIUmjYfIWDuT0VjH7hE1/nhrw2cNj+BL9KYepWPYy/QXRl3fwM79Tez8Jb5hYqAVthVSUlgoEgMCG89KfyFwfL14BeFJ0V7Cm12iPG8+QqBgvG5jwZBjBo+WhrCHgQiIevh6/faffxGv8OqXs6fRKdlJG3he+JHkkD5kkTaSBoOSO1gmRYP10lpuZca6PkroBWIfb2+1t9l5uz1LAIi9JBzN8vvdL2VJ9hDdT9riiHbjgcbAuACmrwX7UeVkc+ysnmFMwiOTnanuRwHMOevqnuxsIPTk7dXmVMhv03ye1z9LXLVo7f1jJ485vnblyuG3RDLL/jrn+6P6Zw1b80r6qG5PZb+iFjp5ZnzkretntBfmhyS+ua7K9p41b+cd+iVPCS7VligL5jucjqipI+2IdZvSva19tGy2RAaNvMwd9b2sSI79hBS0FUD2/vSSF8aDDGg5Kba6BXhpNI8iAmOzEP9jPoVv6jp+vAvIF1+l9DuDWdmZmSNKSrRgZig7M2NY3+JhvOejLhTQRx8zsesj81vOGrskEg4GIrnLx4+fHw7lZKKMux5FCR5GfNazTsAz3esEMDkfNdYJoKydg5Sj0dC4UT367ToB3OHOH/SfOJfw/q+FeC1i+mChEn1MFiLraVq/4K0kx5kTzuFySGYmZRP8IpvgV2wZGTm3KJuzb5GfDDvCoXBbmBMd4u/M9Dt/RktiFYieyX5jFpakfUUvJ2LO9/uiAnuuoP+4/DlDul3ojTe+c6R5YzwLvmDuUnB7xi5Wul3midAbr6uKrnTPzTL6+yL9OSSpNSwRlnjWCes8fEYmgfu6uxOyba2WNgu1WKwZ2Zuzngw5jGeO2kL87/cqOH/uwEyFdcSbQzD6D5PElOppDQvGNIjh9rhhfSuaS/LipudDr4eebsKnhejpQkKp1ecaXpFrNi+gfwvyhn8TTDs3+qqN/Dqazq//gPluUPPQ8ejjhULqLNR6G7xp9EBDAsdtM3yQT1OpxiaS3wXyJsTZw1MxM4Bx2/QrYYXAdfMqA/Pkf6EvtJHFWrZKOc4iC7xF4fkXOYsX96gqyLzCKcxvRBR3rYLpKGfdBrKFs/Q8NeCQ1XZMCh63O3+urDQKT8k6NuPO5i/isbjRfG62mTufe24rvkrAJbkYl9DpuCL8v04eeugh2Ahn6A/SXfDBFaTrUvqrngXeLv0HvaKbTrrXmG8/Rwsh7BKIRRIR34ovCsSLe7wEFkxW2KBZU7zGZsQEQVU5GTiCJ8NmQeJ5m9Vh04zHdsypYzMbjZsPzrO5hv8m1ZgTl6oZsbV07y36zptvhgW3cMsvSNloYfvX6zk59cJG0+cGaA33vvAOsZJSzSccF0WFU7nj8LUgUKtVUT+nHHtSH+9nFqXQ7xvPaVUnUHWMolOCez81/O+frbhc+f4NWrMPHtxVPzqVY4z/OPojm/AD6vRkrX+W6PHlZISyor4+GX2y+3PrxFWudRlGhT74JXzt0FRHrcOhfuXhCSkPtgVpkMpf+J1+J2XBm6W8yUT3FJ/x/DXzt+hmTy0okXa06QUleFvn34ftqGqrnTCu7tLawKCnW/e+PPz8vDn5cC+t2V/SWnLmwpr6xvJwR6DwmismXLswd0QWo/lTmsudQJpj5DwtnA3u/D4Qya/OH5o/JX+dsDKslBS7jzs8f/E87eE8Rsbe1+owMnZPHvdNroY7ublZX+bxgS8KQu1ucNu/cIeKC3ixHPWOmtm7mccl4+nVImLmchGxnvUifpvCxzC96cnle40SczjuxN/f2fTnWn/pbaPnzBk084ZLm0dPahl8U0lA23XeriOzRp+5lGu44pp8/3uBeN9+5WXPxir7lpT73/EXnX/utGWZsmtZ2naPCecYthtI2+78dK1qfC3UglYLpLba4jbs1pWu4xl9fEZc72vG9a/RpDQLlMfQlxVbHGZUR7+stwgN6NfyMT8+S3M5HJ5SHwkEPJLb7QkXQAHivFaEwTzC4NkkCzGeDzGdHzGdG/GdFWZhah5G7NeD8zoaT8Fel4lymVEYjoIxrsiVCKQ7q/8b5BkQl0a47O92P7YqWFFbumC03mL4uVPQNjsNbS99+u0sQBtYfyVnMx32aai2e22aYtQVFflWsFvx+TIdnPUAtGGEVZF+tj5TzunVLKGnlc1JII+aqbarqpC+pr+q/x2KoQqqoUh/R3/j+rEtV6xZMj4EbXA97IDl+uX6Ofoq/WL+X3rnN10/vgW5P+hMXy9EXzhIeA/tt0qzEFUV2HN3dnEPrNiFIHs/4DFEnyuQfUEkxbBflxvq4q9XJpyv915ehj0vNahzEMT0d/bfoMBwyIIY/SzVes7JSew+Y/E+DwnfEw+ZoOV70CwLnTVOztkogCD48t1VbupBbacq+nDFOpJapKdhGaYxeHPkxLKe23ckgD3ziSAqaeRsSVYKQiJkYCUfNsnB5jicEOEfOnkXzIPYa88+FT78A8ah/NRd9A4QIQhz2/dugYlzv3xXv0pfxGhr6DrKP4a4p4BM1HzEm5eTFwhwYQc4HEWyIwdygpl7YNmuEMtT2x71esXQfqTLgtq1DCWVY9DFSux1zo5KMPJIoxbE9IohXPYkCB8JF7lq/d326EqEe5OLtsjNv+Fx/U/6fv3os4XvHL768qVz/zgX4KODnxR+/xko0HTLJZzH8eQlx/SZUA8XzFrTPB0y/rRtPfSfceDRzftzTH0qQgzgT6+5MlYLWBQlJoGkqsDzDptDDIlUtErABqEoIs/eMVZIT6KMOcZeYxAJozqYHgYbRdKstp2+nor/df3m1GB6C1z8euoNfTXM12+E+RDlRnY+Dr/oSrqH41GkJZMM1Zx2ny/MFi7KdqqEqBYZtesxt9tKeabsGchCB7LSinQwZWf9h4yRTMoGK53PVZTXuhJ+xrRIXnpBFJNxaAozS158Bvrq+++8K4f7ODWxeQmoUKz/Rf+H/l5/SKz98eNyTtM/+o/ly49O6kdNPi1Fu6sWOoifRMhgzUms1mDQHZXCYQeqoJSL1CGDHEjccvQmKibVK5BA0xINOTPuuAy3YdAGrqjhWhHHmSSZT++CM12IdAD/aNG5l+874L/6hTfAp+9B2t7Wn4I74cqdqf0fn33+vxdOB+F1/WjikWdXdn39IxryYmhGoz3YOVB/fPNFnVVLTdyCqIC/0liDJKF5ABEvwl5OdgghYZzAIRzYh1wUkIvUkKahjEah12WIML3SCH9larc+lZ6TKuKT/IGTg/k/QxTxzOSuT/ifhZ+QJ3nokVu0QmsgSnhOUTIzHeXsUZ1yX4jjChy+kC/u43xWEo0GAmLxAeSNG3kTRF4xr2XyiAnO4JJpBd0fGM6Aasxvuhdu8vEuxq/86ipIxyefF4OS2F3ELSyCOV9D9b+BQGzNJVCA9vGz/on+Gj181rIzJ7W1PPPGqi1tUze23EB/Epfpf/7ktXtXX98grtL/+Yr+7+OHvgX7lIXDp05u7DdsZBdJrplz/qwJTdNqTB0YjTHLj77XhzqgaQ6X6PdHc4mqKbaRqmgoaDhsB0MHvDi+bFRUe3p8lWkliPXUDwOGdnowfBBWhTYVIA+q+lJjSJHKQ2XTroB15Rd8eVj/BSaABcpgiD5VX/IgbZWqZje1nke6hlMIV8CyxaB8+D060Vv0R/Sk3sQNvGHeBm3T6n8wms/p+kwI8RehR/Yg2rIobrfP7uCgO2aUYJxb3itmJH83aLhQLV1O+qL+sf4yBuc81Ipa/QX9s46O73KhBjIgAA36M/q3qKR/5a7U9+n7YBgMMfRvA+Zev/IXYKyo0VwsVjQCYLiw20RBAIwVJUasaOtx1kap3ggWyd7RwmVEiwT3a+dFaA3fPrjdCv06wQvPkK5JZ3buMHW9HnU9YvTKNWpeN3U6BcFDPT4jPrhGUgXjQxvGhxJki8eIlOn4UJmOD+Y8AVtJpQSqSU2Pu0Xow6JDpDML/nDlAzvuzDjwRsd/9HGU/ht8tw5eNxEKRjy4E3nzL6ShWj+Tn4Q0sLiAdpHnCWJcsNuLlGBQ0RTPSKU7MLjRl+7yeEKMBQo6MiaNmEFPT1iImYl+gtU9Eu7uuEBYXGC153RYqOxFqBkXPFc/jKG9Q/9yf/5j73eumPXg2Ws2HDzwXPTdf/wdCq7aBPerL287pv8yEfqt+u6Ms8E3Y8w150HttP2Pth/MMWKC3iao/PndMQGjAadgusw5bFdh6GXqLhgxYXk6JixPx4QSjAmlv4kJMVOjXAnToRScHhPUI/qdqTH0Gmg/knpL31yr18GLYOcSnS/DMT2HyXQA8vMMfjbGhOGaB2PCXHGVSMvNwEBUZ3dYgHRYiKHXbUNuFp9mdc8lzKoc87ye30QFV09UGFDy0Ktg01++4PYc7rbU1sbx6EJK9df1r/Sf9LugfEHqn+VcP1TyLuXfX3V1x4W5aF8+jAtsnmqUhq5fnZsN2dmuPDEUcrhCLuoScxiNsmynac+gIp0r0DPknEZjd3hInooPYQ5FSv4rPDiN8HBD0ZIr9dvLbnn8ECj6y2h5R/S/wk648prUi18mF3119gwQ3tCPxvU7V+u/dpzU34e56ESuh6c7m/UHr24HqV+bYTNF+hZ+CD8H40OF5mLzrhT/ZIEBKiM6tGF0KEYLLU1Hh9jvRIchGB3a6LxUCx/kJp1M8C+C35inmtz1MX8c4wPjTRk5W6vI91f5KYn4VZYpZ2TYh5YAmlpJibdvLsdFHd6QN+7lvASsKh+J+P1iIQsVLsOVrjg9VAROCxU9sYK18qSjBbMFKWBK9rRg4T8tViw6DMUdn4H9OwqV+iGU9XH9LXpgWtukiWdfkFh1SduZF8y7gv4izj/xyLeH7v5hqrq+65D+78+f0gHGnd901viGkbP043PWz10ze8LklmrUh1n6DMGH9u8jIaaxLlGdy5YzjGQThxpSaTpO5Ob2xIlYWhtKTtcGU2XR7rs19r8ihTuSnpk+WprcAufGN318pIvAaEAbhHp9pr7hbjqmQD8xa/XGtlX6BiiuhPPawPrF1wh8bsZAMV2v4srh2NZNGy9hepyNOLDY6POzYM6Uw2obFuNZuaHG6pG0mQMHF+IaOY5ZejP66/WaQ5bpYss6C7U4FftIC/8kjEFNaUZNSZj9Yo2Qnh5IGtJxsbhXEJFYmxX+cdwCfekQ/VJ4Hi6EF/Qt+gqATfuNPkS4zVzjkyN3o09/AemyES/SOFbLlXje6VTyAxAI5Ni82dm328AmZmVd5QUvnnEA1qOHb0b/vh61e0w3/jLn7k6ZWCJu+FNPJIxZLUIKRNvRCKBHjYHPY7y57oZD0O+tp0DQf/lX6kN4947dS7d98NLd/JyLt+waLJW/e+8j9OaVSz7RGy+5CB2/YUvLur7hb+XXoOzLNYc1TDSWfQdEhwtcKOxzUdhjiQznobBH9w63yUS3vbswb6xNuMSexVxuLb3+Of1TiBy5vPDASVTNu2EGZHbwOfqeLZiwHVmuvz0DNECnDMPwXsgroZ8hQzuL9bzV6lRuR7rkA3hTQG4o+E6YgE6L9QlXxJi95FxsFjNyN9xLv9cv0G9rngjT9Af4OalD6PQ+58annoUw2iIYMpmI92Fr/zh4IhPZBqLFcjtGdmUPrNOUNvEgehERhANwPmrEGGLBd0jf2Chd9wgDnUmiO8j7jD9+YudE7s+pvdSd+p6O4Ofov9z01RsGf9l9Q0bfZj3el5dYXoC3uR0TFmEPrHmUrQC0D+8k4x0lQw8N7H1K8Omk3ZeekeFDqa/gP7qk38Kt41pu0/WheHG8z/KurwUR5ZhFJml+NQMyMvwuKyEJP4SZLQddYsYeVH/FptzGFn72Og7AGuTtWBTwGgyBo3uG6a5Lp+HJHtVDAzAX62GWHDClzoy4lj1ZI4h1+tuXYey+Cs6BQrAdKnzyU/3ZG+9bNlzvoNrIcCMK2/IzjE/qJ+bpB/feGbz24zRfBDDkMUpzKeQqlAMINpnnb0fN4PbAuZqTrc/TJl8tf8qeihMs4lPIIsBfNZ9ahuc0+/jNmjygb9Mv1K+GNrgAlsFzegOK5WJYh5dAM+PWGveuRn8g4hGLRQCGMBXhaWSHyKSPOrAmLX8TbiWNUkCy13o8PrYez9oUfeklqr/4Iumi80hXV+omQ+51Xd9zs/AeTsy8soj1aivYrXar2wQj1pFjWbeRyNmZFBxpLe8lBbxbzMxpjMTf6M03AZRZsOFm6br+yz3n581tWzVK/4FeDA9/9X4UckuXnA1XkK40f80xTtUyka2KVwWqChYLYQyGfLIZjQ81f8zjNKw4R8p7un7cje9UFsR9SI9guEumjqxNPRZjXtHosmPTWUlE1ga3ez1TtFYfqF9br2+HpXAdXKsXw59r9EuQ483wuO5K20EfpEcgRZrNS6rw7hLPrI+y2/GGsRu2Ztp4smdtmj6d58FK6ufndD7erTfHjF73q7SibB54zmIRp6nQpGKoHc+0SLJPUoBXhipUMe1MxVHuooLxVFXU5hxZaQHe4rXkWzhBw90BAqhCthATOIuAjJLkfWlT7Bm/MWYUSDLmSjSaKpdMz6Ub9RmMESa9XJRLrykjHNPvev+Tj/THYBs4wQ1X0JsZK1Jz0TUdoX1M33svjsVp+IYNmqLASNbHoYqs28yOeFXkuNtxfFtwBHu69mh9Hc6RmjReopUSsDb8fIm7lAIdiYfZSpx0AAWVZtMY5STKy4LJ1Z5BJIwhsDGwDY4BJRhz9ZhN95owglO/R6/Vn4RFCJVH0mmpe5HeJ2hTdx3va6GNX4s65WXRgoQ94PH47ZPFa1nFhflN5lBcvRxK72jR61GkAsN/oOMW2vR79b/r7+oPwRwIQiYsSG3UOy9uB45W6F36XhgKPOmCUfpjjfrBHQ/BINDMmMHvQb5ZiAu9qlNi63k7qMcKcDtyhOyBtY9arVTdB2uRkO7w/hu3agYwHHXYCKQYRzCERqkXHcafoA7xxncfP3XOu29hNEEWPPHc7veoXf9gx1UGH5gOnmvooIfM1gqp1W6JQT1QC+AIAIaSySyIWiwul0+wmx7Nii7tgkftdsF2AKkST7ew/6q2GM+vJA0dMxK79GorDB2CSahwrj5Uf36xfjW1/wzhL/XEsrf3w+X6an7OA3e9Oxe26cd2bDXXHej6jt/An0fySX/N6wmHRbEwkzhsIVucLUWc6cQgv45EUVx+fGfLpJgeqAfOGaC5tjt3i4PxOFCiMmDWgoxJT8oYGE6WfvvBLWPvrnj2QSj55Ovvih/+aNKE0ec/8dRC/ch3+juDIe/SaXmFMWv5XRtvOTJKP3F2ZV5xkS866qoFT7zM6GTPF99v4IAiDX0vFThOVgDV+DyDW5wpw0ojzT6UcB461bLB36+fi65+Nb+Zm9z5R24yONj1ru36mv/O8L8Fu4nd7lZEjHjMrscQFWFNWkEbT/VPstplvvEQjulk+e9QMX/V/6N/COfsXzYOQ8iNL3399cv0pdTOH9o20rPNdUakxYYeHNTGxQRQhEyBClU8+NlyGn5LoaXGwlkyFbbMGKdw9RQyUT/zAUTwA5qrysmcaM1ns/V2qVEcJ9KYCOn65ZNGUBizS5WNHvAw81syXtUr58scZ/gtDlQum4sho7hTTpv2OO0ej2Ug2qSpVAaiTTLlwjdWVTY+G2lRrydtFut79IuOvK5v1PfBggc/gJbXHzOetNmWWob+oJq+mqqjL55aryMHeSCTGVqWuE6AuACZAlhYFJc4eRWegmm4zFwwui1jZSU2lB4fxkuc8GSPgE2yDS9b6TyUxMwCt/ivklHYvdZGjt5Pv1iPw2VgA4L01Olz4Wp6RJ8HN5k0TUVdWmz41UFahoIZgVeECEsJVN5cYwNzBP5pdFcC8w4Ivc4/PdAnupcwNnxjz2Mvi0920L6pH7gjqUN0ynd0Cag/pXYaeYg+U/gQ7+cjGWSmFrKqGRmK6CQ8L4pDWS9XluKwhCyNFq7ZAhY3OoJdVLSzhESC9Y8FAkqGakrbyEKMHCTxYUevNCQRf435BSMVAQTarqraIjMjiTpARByWwMRE+HDiJv02YViv9OQeCvL+CWOUzqGYpOjnZcDAnBH7jFwl1/dwHm018pWuLjMHYHNUbGkMNkfVgCnAI5C5B8ZpSiFkPp8ZcFkLYq5qEjN61+7WZxpYOguxhY/a/PjndCtZWcFsX2bm7U5wItRc96jP5/QOUpG3LkM1LyCswoycRi/DEFzHhx2/9cmszmgk6ozt6ZH5zPFGemNt/b70wIwR65tOIW82rpdwnMHTMHgh6kO1kY8N1XK8tiobtYFDkSSRs4ocyKpAWW7PKWBYkfUUFjHIMfJ21j9nEGkGenPOuMAnoJ+o7jxvyxZYCQ79H9QP3lnHZtEl+h3PH3te/8XoU8QYb/BW7c1bW5q3tuU2VVC6eYvnGzHWON9qnl/EzqcZ5vk0Y0SGn3UG9Jxv+HfjfKd5/m7j+sXp6xdPKy60hXudb9iGcX7APP+10+lZa1Op8l/ne3vO17cTkrkLfVf6B1bFauv+gavaxAnFbE0p5DfrvZ+7iyccgzQJTLc5xJr2kVRg+NOIkbI4HaARxgGNAUo8hF5xsbAOnShLzgUDGoo9MJxl6IYrS6brDAhhEMSYACbiUUFo/vUjeAmuU99/H+HiTTQ39f+0bf48CQRBFN/dcbiWDWDUGAtjwQdAvwAhtuChDVRUdCYUJHSGhlAQWuhsLIhGosaGxtLC2sbKP1FjYWhszTr78Agi5S8vb3c2l7nNJG+f8f3lV2V2kQlbvSY5D+uRlkFML0u/4UKZDJT2Vh/591DwDMSzgjPAw0va9ygG0T+egT70DYU+yplNavFTPKbyTc99s0Nlvo/HdAJcFe7yWDgJrpgNqoNT4LToQ34TfwFcMutU4wfhPXAo67f5UTj81bepA70Izpg16vGX8D44a7aowS/CB+Cc+6QWndlA5V3z+24+q6v6SlOZjm2gE9CDS6WizGtVtC6NREv+0yrug+rQUtDms7Zp8Q7pQvYtTPQruRRmsrol9041OrE+q7vIH0rdbTq1Pqsb1T2b1S3JPNeBvxjVNs3qZtwr9ejG+qyu1xZldbNuTA06tz6rG60/zer+AIfNpwAAAHicY2BkYGBgDak+EM70Kp7f5iuDPAcDCNwLOXAURv/f/C+ccx4HSCUHAxNIFACIYQ3OAAB4nGNgZGDgYPwXzsDApft/8/90znkMQBFkwCoMAIFkBW8AAAB4nO2XT2gTURDGv2TfbJIe7NFIQcGKbQ05iEYM6qXRmxTBIjFCtSq0+DctSg+xBqyIQqsXkSoeVJZoQykh9Q9SCVTBCLVYFVEPQkHqybvYS/3eNkKQFpekSJH94Mfse29m3uy+3ZDxfsdOUN4seQbUhHFNxTFOMpLDa+9X1JMn0ocUx0nJeWpon5J+0kosconcJkdIpxlB0FyFgkygw7Roe8gmFMxejvMoqDakVBc2mCHO0893g2tFMokO+ULbzPkRnJSzaDLTGAqYaJYZBOQKEhLHPhlEVj1EnDYhexA3DiFkX+eR5T3cMaJzL6XNvs76e5DV85K2/bPGLGMLOGhkGJPHXd9HhCWC1aqIVnMLgnZ+XS/z6prsWNaiY/T+2u+3NbuxVr3CC5Ihn8nbks2T8fk1z0rab2S65PeeTJTsMBkzbyHkf0M+EHhgnwfPwthKv1Hcx38mfRZLmi/nmakmnmcwSNJLVY9TGRfnRsvH8o7v5CeEKs2nvx+nvpLzrllwvh5B7xSClexf/q47qoG/D/o7rmQvV65cuXLlypUrV66Wm9iz6r40qUZwQf1Ei6zAdomhQWrZSw6wp5zCRmlhP9mH3Y7yDeCUiqFX7cc2dQ8RCaNBXcUOacdRlWLeKHOl0O4oVwx1UgdLzeK0PKCdJMfZy/ejSzKwjB84p/yIsge31DFY5mWuPUZGppGUACw7xwk7LkHWyXlc13O+YTTba00IqEeL/7fX+y80r+txUv9i0vdRTfxf83djvX4O5XP6mVScj8+v+qoc7lU6jz/PRc6g8V/V4GpeRi2K1cR7n2Ooqv3HsIvcJJ3kMGkkB8jekt1MYk79qqll+ekX3knSEAAAAHicY2Bg0IHCA4wcjAGMBxhfMLEwGTBNYDrF7MT8hsWF5QBrCOsEtjC2Z+xR7Lc48jgOcTJwWnAe4vzDZcBVwm3CHcb9gCeC5xCvDO8EPh++Mr5t/FMEGAQ8BE4ISgjOEnwnFCW0SFhGOEG4T/iaSJhIkcgjURXRMtEzYlxi08ReiOuJb5NQkCiSjJL8J5Um9U9aQlpL2kk6RLpIukd6mfQOGQmZAJkZMp9kPWQb5OTkcuRq5LrkZsitkNshd0LuhtwzuR/yHPJNCkIKUxS2gOE9RQG6QTUioRcBeExJgmzoAoVLlFnwQgWs0AoJ9ik/wA1V+FQyVB5hgX9UBUbhKByFo3AU0gHWqR5Q/aLmpLZM7Y26lfo09SMaNhrTsMBrmjyafpobNL9puWkt07qi7ae9Cgv8puOj06NzQOeProFuh+4x3R96FnoNekv0ufST9JfpP9N/ZmBjMMFgh8Erg1eGOUC4zfAdMjTyQ4JpBOA+EuEfYxEo1MELXciCMUBYBoX7hiy8QQB+IgB/mTCZcJkImUiZKJlomRiZWJk4mQSZJJjkmdSZ9JnMM1lnssfknMm94QQB8cF0ngAAAAABAAAFeABEAAUAOQADAAIAEABAAFoAAANuAXQAAgABeJydVkuP21QUvpl4ZpxHRxW0Ix6FXqEKtSVk+lAr6IhHO9JQ9YHQUBWVnWM7yW0d27KvJ0pXLCuxQezoigVC6rIbNoiCUMWCFb+BRaVKCCQWXbHgu8fHSSbxDC2Nan8+57vnfe8dIcTFaldURP7vlChwRSyLe4wXhCW+Z1wVq+JPxpZoVg4zXgTeZLwkGpVbjJfFeuUvxrY4uPAJ45pYWfic8b7Kw6UjjFfEcfs9eKlYVfhdsW8ytsSr9m3Ci5DX7buMLfGS/S3hJciX7J8ZW2LV/pXwMuS2/TtjS7xg/0HYhrxZW2JsiUO1A4RriMKjTA2uIKKvGMOOuM+4KlriJ8awWVlkvAjcYrwkVisfM14W25UhY1scX3iDcU0cWhgw3le9s3CX8Yq4tvyYcN3UoXaKMepQu0C4AflztQ5jS7xW2ybcNHHW7jJGbLVvCK9Avr/2gLElZO03wvvJzt+MYaee1+R5U8/6ccaoZz2P4YCJp36JMeKpf0r4IOQH6rcZW+JI/QvCq8T/jrHh/0L4ReI/Ymz4/xB+2fS38Rpj9LfRJvyKiadxiTHiaWwRPkz8m4wNP6/DEdPfxpeM0d/G14TfJP4DxoZPc2JTnRuPGCPOxhPCFH9zlTHkzdcNbhK/ucnYyK8Tpvo3txmj/s3PsJMk9tYJcVKcBboqlHBFIiKR4n9XaMg2gBIR09OBRAGFog3NeRHgJ8UWZD3Rhy6lLx9vH+xtPD0wxT156sTJs/KqcpMojbpabkRJHCWOVlHYlueDQG6pXl+ncstP/WTb97DmOpnw4DLEf3HdTzwnBLgA94HZBheiAM/5iM/NLJWTJeMAzrE5mRvZdUEZLeUKSHEGuZ3Gz9BSpCLPtE+fnrU2a6vco6LSGaSpzB70A7wTcQsyk5jR9CEtb1KPvjO0qWC7eA/wbTwoakl7ko9KpSN14nj+wEluyagrdd+f6k8vibLYiN1oEDuh8tN2Wal3Gw5R2mljwXDyPIa02mSoqRbiqqMRxFBuOIn2k3J3KaUYo6CKZktCbhxqmscbVAJJhRvhndEc5oXLC1ywjSyiIiVgOBRCC98e8Yx9Y6FFLQnJTwym4rUuW/H52yHbMaUxAEuTzqzqUBxF4wLKyKwq4spXpNS0ZE7SHefQeqohiOnbwxoX3y2qV74Pc7+tsZ/ZDBTN85Dq5OJZXrMhZ2rYLrLJaEy90tqbNQGho+Afw9sMdIfrUmY9j+H/1nZi3SNLPcgSGntNnXPHw1mWQeF9Pq71qRkwmeS5aPJXjL2xn+fqQTKkzCPaxHvNnrNjqnzqS8TPPKscZ/iK6Skp2qKbhR3DDGjj7z6j+Wkdcmcm1osdorjKZn5MvB2qNJ/ek82cZnEcKN+T3SjUbXkjyuTAGcks9XF+4EwxYqkj6Sa+o/2W9FQaB86oJZ3Qk3GioHVB8fF2Uhn7yUBpDXOdEZ0/gXL90NiCIpVRUoCu8dCaP6XiJPIyV7ekuTSwtmXWFA5UKId95fanIhvCqQrdIPNww4yjj8JgJI+qY9IfdBDLhA4Le0VLdE+FPZn4qU6Ua864iQOzfGxrnSpwVMGL9gfmQEwUvHrRMAwix9tZPScvlZ+YdCK4wjPTcaal55s0DafvB/HOiuIeDUdMNw2BQdSnrzpK033ap60T43pcw29IvzZtqZ3HSJtvjjXgEY14j4Y8hoURpMUYp8Cir3V8bm1tOBy2B0Vb2rgz1vQojnqJE/dHayatFNwPMU892pPaXOhzV+CsXoussg+6xyXcaV2X5nSeU8g3yaIuYYw11TvVH6oPqz/ieX+eN6Mt4lT/kUehvwLUB9pG4YwsK1lTxvmAyp6WsCeaTVQgwJ8IT7DysblES3KcZRSrU84+2sPDLKesioX8Ir4CeOnuwpvVf8SjldFpE9HpNL+qnDVd47L4Z/TWYetda93asM5ab1nvW+9Yl62351ftwrq2xxxO6zZ3ybuQXzb5V06aP4/mONO6y7QHYvSsLLOd2it036vSOZzWPevMPmN9n9n+U8z2v3k5+op4nG3aZZTcRtM2YHV19Rhih5mZ46yaFWaOw4yOvYbEkHjtgMPMzMzMzMzMzMzM/Hp2967Oeb7PP6SaWanu0ayuavmcrajq/vf389WL1f/nn9l98kZVVOmqbzVFNaAaWE1VTVNNW01XTV/NUM1YzVTNXM1SzVrNVs1ezV8tUC1YLVQtXC1SLVotVi1eLVENqpasOqq6spWrQhWrVOVqqWqZatlqlWrVarVq9WqNas1qrWrtap1q3WpwtV61frVBtWG1UbVJtWm1WbV5tWW1dbWNIqUVK6Naqo/qq/qp/moKNUANVFOqqdTUaho1rZpOTa9mUDOqmdTMahY1q5pNza7mUHOqudTcah41r5pPza8WUAuqhdTCahG1qFpMLa6WUIPUkqpD1coqp7wKKqqksmrUUmpptYxaVi2nllcrqBXVSmpltYpaVa2mVldrqDXVWmpttY5aVw1W66n11QZqQ7WR2lhtojZVm6nN1RZqS7WV2lpto7ZV26nt1RC1gxqqhqlONVyNUCPVKLWj2kmNVmPUWDVO7ax2UeNVl5qgJqpd1W5qd7WHmqT2VHupvdU+al+1n9pfHaAOVAepg9Uh6lB1mDpcHaGOVEepo9Ux6lh1nDpenaBOVCepk9Up6lR1mjpdnaHOVGeps9U56lx1njpfXaAuVBepi9Ul6lJ1mbpcXaGuVFepq9U16lp1nbpe3aBuVDepm9Ut6lZ1m7pd3aHuVHepu9U96l51n7pfPaAeVA+ph9Uj6lH1mHpcPaGeVE+pp9Uz6ln1nHpevaBeVC+pl9Ur6lX1mnpdvaHeVG+pt9U76l31nnpffaA+VB+pj9Un6lP1mfpcfaG+VF+pr9U36lv1nfpe/aB+VD+pn9Uv6lf1m/pd/aH+VH+pv9U/6l+qSBGRJiZDLepDfakf9acpaAANpClpKpqapqFpaTqanmagGWkmmplmoVlpNpqd5qA5aS6am+aheWk+mp8WoAVpIVqYFqFFaTFanJagQbQkdVBNlhx5ChQpUaaGlqKlaRlalpaj5WkFWpFWopVpFVqVVqPVaQ1ak9aitWkdWpcG03q0Pm1AG9JGtDFtQpvSZrQ5bUFb0la0NW1D29J2tD0NoR1oKA2jThpOI2gkjaIdaScaTWNoLI2jnWkXGk9dNIEm0q60G+1Oe9Ak2pP2or1pH9qX9qP96QA6kA6ig+kQOpQOo8PpCDqSjqKj6Rg6lo6j4+kEOpFOopPpFDqVTqPT6Qw6k86is+kcOpfOo/PpArqQLqKL6RK6lC6jy+kKupKuoqvpGrqWrqPr6Qa6kW6im+kWupVuo9vpDrqT7qK76R66l+6j++kBepAeoofpEXqUHqPH6Ql6kp6ip+kZepaeo+fpBXqRXqKX6RV6lV6j1+kNepPeorfpHXqX3qP36QP6kD6ij+kT+pQ+o8/pC/qSvqKv6Rv6lr6j7+kH+pF+op/pF/qVfqPf6Q/6k/6iv+kf+ldXWmnSWrM2uqX76L66n+6vp9AD9EA9pZ5KT62n0dPq6fT0egY9o55Jz6xn0bPq2fTseg49p55Lz63n0fPq+fT8egG9oF5IL6wX0YvqxfTiegk9SC+pO3StrXba66CjTjrrRi+ll9bL6GX1cnp5vYJeUa+kV9ar6FX1anp1vYZeU6+l19br6HX1YL2eXl9voDfUG+mN9SZ6U72Z3lxvobfUW+mt9TZ6W72d3l4P0TvooXqY7tTD9Qg9Uo/SO+qd9Gg9Ro/V4/TOehc9XnfpCXqi3lXvpnfXe+hJek+9l95b76P31fvp/fUB+kB9kD5YH6IP1Yfpw/UR+kh9lD5aH6OP1cfp4/UJ+kR9kj5Zn6JP1afp0/UZ+kx9lj5bn6PP1efp8/UF+kJ9kb5YX6Iv1Zfpy/UV+kp9lb5aX6Ov1dfp6/UN+kZ9k75Z36Jv1bfp2/Ud+k59l75b36Pv1ffp+/UD+kH9kH5YP6If1Y/px/UT+kn9lH5aP6Of1c/p5/UL+kX9kn5Zv6Jf1a/p1/Ub+k39ln5bv6Pf1e/p9/UH+kP9kf5Yf6I/1Z/pz/UX+kv9lf5af6O/1d/p7/UP+kf9k/5Z/6J/1b/p3/Uf+k/9l/5b/6P/5YoVE2tmNtziPtyX+3F/noIH8ECekqfiqXkanpan4+l5Bp6RZ+KZeRaelWfj2XkOnpPn4rl5Hp6X5+P5eQFekBfihXkRXpQX48V5CR7ES3IH12zZsefAkRNnbngpXpqX4WV5OV6eV+AVeSVemVfhVXk1Xp3X4DV5LV6b1+F1eTCvx+vzBrwhb8Qb8ya8KW/Gm/MWvCVvxVvzNrwtb8fb8xDegYfyMO7k4TyCR/Io3pF34tE8hsfyON6Zd+Hx3MUTeCLvyrvx7rwHT+I9eS/em/fhfXk/3p8P4AP5ID6YD+FD+TA+nI/gI/koPpqP4WP5OD6eT+AT+SQ+mU/hU/k0Pp3P4DP5LD6bz+Fz+Tw+ny/gC/kivpgv4Uv5Mr6cr+Ar+Sq+mq/ha/k6vp5v4Bv5Jr6Zb+Fb+Ta+ne/gO/kuvpvv4Xv5Pr6fH+AH+SF+mB/hR/kxfpyf4Cf5KX6an+Fn+Tl+nl/gF/klfplf4Vf5NX6d3+A3+S1+m9/hd/k9fp8/4A/5I/6YP+FP+TP+nL/gL/kr/pq/4W/5O/6ef+Af+Sf+mX/hX/k3/p3/4D/5L/6b/+F/TWWUIaMNG2Napo/pa/qZ/mYKM8AMNFOaqczUZhozrZnOTG9mMDOamczMZhYzq5nNzG7mMHOauczcZh4zr5nPzG8WMAuahczCZhGzqFnMLG6WMIPMkqbD1MYaZ7wJJppksmnMUmZps4xZ1ixnljcrmBXNSmZls4pZ1axmVjdrmDXNWmZts45Z1ww265n1zQZmQ7OR2dhsYjY1m5nNzRZmS7OV2dpsY7Y125ntzRCzgxlqhplOM9yMMCPNKLOj2cmMNmPMWDPO7Gx2MeNNl5lgJppdzW5md7OHmWT2NHuZvc0+Zl+zn9nfHGAONAeZg80h5lBzmDncHGGONEeZo80x5lhznDnenGBONCeZk80p5lRzmjndnGHONGeZs8055lxznjnfXGAuNBeZi80l5lJzmbncXGGuNFeZq8015lpznbne3GBuNDeZm80t5lZzm7nd3GHuNHeZu8095l5zn7nfPGAeNA+Zh80j5lHzmHncPGGeNE+Zp80z5lnznHnevGBeNC+Zl80r5lXzmnndvGHeNG+Zt8075l3znnnffGA+NB+Zj80n5lPzmfncfGG+NF+Zr8035lvznfne/GB+ND+Zn80v5lfzm/nd/GH+NH+Zv80/5t9W1VItaukWt0yr1erT6tvq1+rfmqI1oDWwNWVrqtbUrWla07ama03fmqE1Y2um1sytWVqztmZrzd6aozVna67W3K15WvO25mvN31qgtWBrodbCrUVai7YWay3eWqI1qLVkq6NVt2zLtXwrtGKfFceNGDe2c6c+Q3r3q/buO3v2rcFDhk6c0Nka27PbqGfX1bPbsmc3qXvXf8th4yYMGTq0c+yE/pOk7DNx7KgO1/j23nakjt49Xofefezdp9597t03Pfvce16ue/e2d+969739cm+/3Nsv9/bLvf1yd7/VVuro6N273r3vO3jImM51Owd1oKhRWBRyTEARUSQUTT+c3iGVlyqisnKck+NcLZWVykklXVxAFeS4kKSSzlF+GqVLlC5RukT5VFG6ZDkuS79GPl8jP22kSyNdGunSZKma/vK9dJSyLqUtpSulL2UoZSxlKmUuZUmrS1pd0uqSVpe0uqTVJa0uaXVJq0taXdJsSbMlzZY0W9JsSbMlzZY0W9JsSbMlzZU0V9JcSXMlzZU0V9JcSXMlzZU0V9J8SfMlzZc0X9J8SfMlzZc0X9J8SfMlLZS0UNJCSQslLZS0UNJCSQslLZS0UNJiSYslLZa0WNJiSYslLZa0WNJiSYslLZW0VNJSSUslLZW0VNJSSUslLZW0VNJyScslLZe0XNJyScslLZe0XNJyScslrSlpTUlrSlpT0pqS1pS0pqQ1Ja0paWWW2DJLbJkltswSW2aJLbPEllliyyyxZZbYMktsmSW2zBJbZokts8SWWWLLLLFlltgyS2yZJbbMEltmiS2zxJZZYssssWWW2DJLbJkltswSW2aJLbPEllliyyyxZZbYMktsmSW2zBJbZokts8SWWWLLLLFlltgyS2yZJbbMEltmiS2zxJZZYs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B32MEmocvYRxRhrGHbOE0zTlGAhiXTq7MAT8FFuy70YxiT8GMFEYrqIGwGTWiBB3YaezijXG/YQAg+uDGACXixgAAhx3hAmpUjy8pYM2vlVdzGI6yaN/JFxUX1HFIlGndyK4uyLEWtUm1xjNILfiWGOqopyGNcUp1BdNKtyYpymg8Zap+ruvpsvjU0T/ylubDn/0imVybFi9AsDotHzAtHwcwb9q25TFPOSiSEU9glF26MwZuxy7S4z7a/+2SDrCGmQ9ThEbEzRZyGiYFd6s1H3W3ROkfsBYx1HCOKSznhbdwKjT2xR+IkTBmSsKmlHyD/iysAAAB4nI1UzU8bRxSfWRswBpoFAzFsks5mYpp27brfdRFqV17vBuSk4sNIs7SHNRjJ+JRz1YPVS9DAH9E/4S3pweTEtbf+CTm0PbVSVSln8mZ2bQKq2lrr2fd+v/c1b96O2wh3WztPHm+sB6tf1D7/7NNPPv7oww+q71fKznvvPnxnpfSA37fZ2/fu3rGWl4q3FxfmC3Oz5q23Zqan8pO5ifGxbMagpEyh6Il4acKxbNsOK6m+fF2HTMn82wYyd83IuuF054Z+94Z+b6R/DWQeAu41VOCYBL8DKQCdB6Ky0MITzJQ6+Z0e949gyetEEXo0uMkg+KualqJjx1N5j3uH+UqZxPkpFKdQQtunMQ2+pFowAn81NkhuplKGOQeMkq/+PXBPIhR4AyMhU7hiBpcXp29SBN2GUiGRKIx7MKHzsiNw20BOWFy+kKcDk+xHznSHd9rfYufaWGNMMiW/21J99NU/6jLIYnC9WIgwv8skV+3wuxGuvIFe/4gjvOiJZ/aFBXP49mHWgUdo8ei7X62M9ItHTKlSPmPw45Z4k7XVGoZhEQuWPseAGMzv1XErxWqlnOwpbUAn6qmcvbaq0+8xeXKoaz3VNWhTv4sH0/4vKyn9Dvc77U49ie6B29Iv0toTeoPYukaYQqkBMlnNRI3QTprd3BaeKoy3G1Zy7CMkShEE/CHJVAUbGADYAQOyLTia1tRyWCPyoKaHxw4pem1eecFYyeRMviJAI/7nH9eRdoqMl8xXRIkBDyIpA84CGcn24LK/z5nJZdxsyqd+hFk3BXoNLl+cWBCchmBGXbqKvVcTEGyLryx7Nhyqm0OV4EjhYE3p7WAX8NlIX9hl0hI2w0btitDCPgklt1BO3mqQcHBreMZp21SPDmuj9nipaNtqOk8GLtlHBfpbItEZ2bfOiFt18DwixVwMmYVdxfSHzMg94pjlJ0IJIQuQWxk9t8zFgt9dBbr4L/RhwkPBExnLCBPJsDJKyjv4pa/BbQflh47EQ/iFg+nAmLiw1kJmzuINoE5vhze39gTz5WgKEiTdqZoDHHXe7sr0U1JDj+NB8YBcb51XyRqGYQoIwOX1qmY6LwlkXv6P+EDsZmukGB5+4uvO8GZK9I3hpQdzpEmbLfwQ8Cqqx5web8UuPd7ZE+cmIey4Jc4ManhRPYwfICfOGSGuRg2FKlApTCkq0jYqOW1vnbuE9DWb1YDWDwaUaCw3xCg5GBgJZiaJVnQilxjIZBPGHVpnEcslWF9j+hcTtSs3P+bm3El32pgxrJgq6AyRF3jSk5Q8n6Yz1IrRa1vDA9qPJ10rseijhZtUeLx7lXp3TzyfJuimV0xUVz+8oIpdbLjgzGcdcDfF92FXRqG6Bn9Q/QWq1m+EzU1gyz9b0vwtrLwGBWLsWwAAAAEABAAIAAoAEAAFABEAB///AA94nK28B2AU1do3fsrM7M72mk3PbjbZlAU2yaawoWQpQYoIUhLaktA7JEDoEIpUQTqhiSgqRfFSJRQDgihYQZCLBbFQbLHc69WrZCffc2Y3Iaj3vt/7/f/AltmZOXOe/nue8xwQQR0RIsP5vogiBWpxECNP60MKbmpt1kGB/6T1IUrgKzpI2c88+/mQQqioa30Is9+9Rocx2WF0dCR2KQlvlkbzfX9/oSP3DkIIoyek4fQXwYKsKMeflKLP03VWDMaT8EjdSEslnmYR1QjH+BFWIzUy1SAOc55Ardfr8QRQQUFmBg5gp4vkZJvyck15XqtAFAKxWkw2knF1wNRB/fvWrv5i8q/DRlTOGy8NX4f7HK/BQ154BicuUvWRpO1PSQuufihtm8XmUX8A5hEpzyPPn6zgbXwal67uRHubx6iGmWcays0qM1LE9DBhhUlh0tUgZDN6PQ/OxMKernDmtMUwm5xskpLjjTDRyMHFxd+v/GLKv4ZPnjx3wtX+FbTiFanq2Welj+epiu49XY0nX/gAj5qjWivtZ/zYSjJpNrkDfI71G/BbxE4zaE8KfxDG2BPwwuM8tfA4R56DqoJr0kkZyTwK982Gm1/CcXCf7ii5hull7KmVr3Q4zV48/qf2P8FJRNDi+s+5r/gfkBE5UW9/qqgQDNGKCEMu9Wk60W6aWaQialai2rp1lh7rFfFbKwQsRJlWoOr6M35RNOQhlByzQoSjw6I2T/S4a4EL7lpUEKiFfw1c0GFnoosJpS32ZkUosl3OREEWTIQ3Kxd4w321fkLg8w1vvf54xYC76958/c0RC0vXt+k0ecTCgdt9nSZz+a8Hv1ozc/L1G4eJfduMKR9+uOSJPmNnS1E7ljzRb+RcfJfxaRtC9Cv+GtKgcf5CkVJOpVavopwFvml9Ki6K68+N4WZwPNd+OsVUq9PmJ+CxfKmGaniMeQ1lfPUDW/ntgiAKaroNVDqYVQAyzQA220CunoBbYQjcCriXtnDPNbyGlxrOZKbhPIfZkQdUeLGDnqu7noizvpHejNt/2r5duoiz19KfFwyZ9PtJJOt2IkJcDf8jikNb/F30HLHGciZrC87DJxmbR7eiBVwB71V4bW2je3A9+A6KjrYe0RO58XypdVL0XL5SW64rs1ZGVkbHlYEs9OotZgWJ3YLjGPN1hrxYJpIYEIldn6H360v1ZXo+Th8bp6dEubwyAkfA+ZdFdV5ERAL2MCkFak02H6PKLVNaC6qUmREAisL6KkvJGZKZlekyp3Bw5jq9Z9X5x3+++PiE/rcnqlJ7/FJ+8aPqO8ulm4Op/fKotZPOYfW8ocM7FLyV5Pvbxqelz0+Xf9CB0Z4v69mPKBOt8A8kSeYkN5+kTUpqxWdoO/N+bX++f/oYfrg4QT8ucoK7EpWJc/XzYsviypLmumdlRqalmraWmrG5PB7Hx0dvMdNERaUCKxTqLTRKt9xjirctjzelejghWaZSn5ec7BVkKoHGWpAdqCQjsMDkYx/gM3w+IDZZ1syUPG88EJkLJLtxXujLA7QLCms8tsVj+Ear+92umvnlIx594aWpR+6s21qSUrL3+oJ5o78bqHL3/HXS+S8/3p1SkuTyDl7UvW+b9DPZ3a+9MGb0U9sW9xn8cO6bzlZPLttwO0GldDsSRz804S2wvwzQiRP8ZaRCWrTOrxMi1YY8jUatTTVF5Gmr678/JhrztIKgUFTXf+YvAMoEBa9SipisUqg5SjU6n6Y9oi6aSzvRYjqJzqUKqtPr8lUGUGlCqZ4XRKzdyvNUIYA7BgZ4gPasDFkHAl5Zpd1Ml8+cCcILfjb53EsNN9xu5ZlM7MZO6gQFx17qdZgxV3Vj6NmhwZbZdN2JKzekIduDLvy8NAA//yXtXDeBPB0skfV8QP3nfBegKQnN8ruRw+BI0g4wjDPMUU4TFbwdCIyJjV1li7TYbJGRkTbd8rmJODHRJkTJstPmRUW5BKbMVo0hT7DZLFsTYrYkgDMOiVsWJJMjKK0HyHDLUvb5QKYerydkm5nI/WfZprTATKpmh8JBGwRLr/T7Zses6w+l6tq+X37iVnaz5rM79jvY9gCdmxIsHJz2SOrn9wat7R1onXTW0/363zoOiI2NjNaQe3ukkYJwdveM68yuCVoCun2Br0UJoN1T/X61mY+OMVujm8fnKbzNHlK0d/dV9HKPwWPNkxxl0ZXxBrswVZhqoRbk3GrTao1bbEhUeLYi+/I4lyWOakK+VQtq4E1bQcO+lYZ9K5gs8+PAACDfU2vyMaPlE0MxLwmosimcjFCkkGmUtRaZQwqtg+/sF+AH6f3xP2ZNm4r7XyvoE+tU2Sa1uiYdyi9+feigqtb+ttL+RRvWP7y/j0rrTU4dlffMWwlY/+11XLF21W6deFAdKX19M7Nli6zcDaW/SM+T/HmLWzRzLy4Y8pgrLekWyH8TQvxokL+AhvubiySKuHAxGoXGEIFihJ8ghCK6hRdIT66UK+Mox8HPHPFDaGGka8CHCYKSOMCpker6zxn1xOOW5RxgLgsiXkEwC4LLUkPt0jM4IGInC398Tl3HL+lvdQdcMOQ/7un4tD0Q/QbWf8r9yP8TxSI3aoNq/KN66gKZPX0jrePjS5NLXaXpEzKH+iptlVGV8VOSKzMqMyuzZuVN8ZmpyWRKjMzQ5cd6k715PZBf1y65fZ5aINmqjiqSo4pI46h9m0HRahuNUuVoPcvTIuzRONq5XBu3IlormBklOpi52VzQcnmG4BeIABoa1tVaT60n4PMFjT4fqHMBc8SBDn36+c1pWbmuTq7+WcNdG7OErFY5rjQ72CP8C/QHMYd1Oic7Ny+nBc7JRve9E9NlWcghCdvaYtDxkNKnyGIHmdNve3+07tq9l18aMAB3//787ee2T5rSz7xi6sqz7fzJ0zrNnfBqs+adi91jiiuXVc0duX5+137vPVP1U2c+d2nREaw88viM2+2E7A1lxafoteKKqsm+kkRztq3rc3XPe2a06Ti8mdWV2PbtKWVVBbJN7Kj/kvsMcAWziTn+rrxBtFkM0TYPaUbtMV7cJrFNiw64e2L3Fv34gYkDW4ykQw1DEoakl8VYjXHNts60YItrq0WIU6hUui1CVNry6Gijh4p2GXm8LAMPbxPYIaMOo2wboBoh9wDxjfl4GYZx910Bygs5hjADTYoGzxCGI20x99m8ipnS/qt5RYlOVeQY/zXcs+Wwlyb2ezK/VQfcT7rxwxsZqSmjWu59DWzkb73UGvqvq9K8x9c8rdaAaeDoT3KyPZmZ60b9ivtLP94qWZSWmvz9AWYi2ePBNhSAU/aDbajRMH+7MXgqX6mmlVosqlQLQmhF82e0otFq8inVavTaBG2JdpKWE7kNAlXRDSGMEsxiOAuUxPMgQAlksmjuxc48h8KJvaRv8JDjHI445yCPOM5J35xby/1t7dp7j4awSTeEhHh5Xs/4x3ooBiPFdjEpDy+An5QKpWgXW+SJ8wkmlKMqtcquxgol5RbwvICQAdmRXe1Vd1APV09TKxFRI6pSaf1arPEJ7V18Lt+JL+an8TzPSOGPahRwDcerKM8iks2XgQ13QpEoAJJkJp4Jxs3iEQosNSjPKM/wQYhH7Df4QAGHEysokESxF/P8N1LO2+UXcL8LR+i4urr3yJb9koW/XHeP8sE8WRc7gT9KBNp0oI07/OOBvQnmqIiENENLQzfDAMMYOkkzxjAhvpJWamYZyhMMSpNZoTCbF1isFovFajQs0Cfo0dyyWBybEKvXO/wObPdZ27ssuZZOlmLLNAtvsTvs+Zaj9gSrcn2G0W8kRqNFsc5K9Rbk8YJ5+2RlfJBKOWIxInFIXIrWrTNBjLI2ujENqaIZPBsQ6gg7cqLgOtodrok9by5+f8iaVu27fPq1NFO6vfwCLsYbl+0raOn/+hWuJKdLdEJk8GxS86yqe7+Q3kFQN2eLtKnFJ6S7ebKsCfDjNeCHiIb6/VShzFd2VVYrqXInoRaQu0JB1wpUTwrIJFJJOEKUa7EB5J8hUg7+KUUO9xRKhTKBCoI6hCNCSJJpI2AseMvMWMq3cJcvnfsaBhVk3lmBHdzKe9PSuAV1VSncgNR7FfSZl7nJe1+895gsoxSIoQO4GYDfc9BKf3/kMXuaWZM9+ZZsTxdrR0+f9JHp09LVsUijzYnPiY9fkpltyczMzvVlt8+EFCI/LS0i80SesCjCb4rKi0Cb02O9sR1iaWxsc3OPNJyWllzV3JAtbjRHgL/1yFDQKEuFAYhawx2jbDu33Et1Ldw8CGOprnVr/rXXMjNQAOuwosGD5inkg7APzk3Ka/Cxf4CL1EnHbv3hkUf7DB018JVeSTGBDO+8Xoufr5hSjgveFpQupzPQsu9HHVXJvk9GXLokCn87SboLToejvE/nhx/1bTe0stoSts1dfCzf5xVi0yIyWptM2ryYU3rXwlUxbWKCKuBXS+DXbshPzZC3zfD3jdS79S5zGwhXhaSTtR8dS6fgOcqZ+jLzNOucBD0PeSyxLUKnklVifJxOu0Sj1iQBcnSpc9SF6iJ1hZpXJyUn5auPJ2lQ9EajQe3YJIR5VXBfb0M2CSjR8HNtIBPdT+5SmIMJoSos84QxhMpIg9s9sm//Txb339Ym6gAedWp+4NCEXfult1q2HD2596Hu6/0z+4x+ltTtkq6PmTjTk5InWIJX2/V+M7i8+NK06Qt6ZQcXJLpGgs4W19/lenDTUQrq7zeJlIhR1CK2j3k0ZmhMJVXqGDo2AbI0GGxVGkNSUlwVikhK0rMobNIa8vT6tB5pJWmVaTR6kXAylU2fhQyvJ4Qm4ZWZ4QYYFQoLTZGULFzSGBvyvEAwiR27q00r/9ABxRhtGLq/fZra0jotbbj/7L/WLimY1yyzj1mdWnw2Kis3e8eYJ7Fh1PCK3OS3TBnWiDip+ttVm5OstmztOyk+We/7AlZOD8txsX9Al+guiWO5SmWZcU6MYLI4nQ5KINNfQsxgmeYkn7m9i+SQQlJEKghPmMgMBAzaIJvqfLKGCISAjKNFErdIPJlkRrZNegOxb2wqzF9k4gPlYZnK3kdnaK1sDUoPQgU4lfdgxm4z05CKN9oBny5tPhVTuW3gjuPDi/p+tbD/pnZlGzos6DJ6V36Ob8y0Pn/rKlh++66iuM2F00/jhPHj5rpc+FZwvtMxvLjHp6NnLeiTxWjvV3+HW8jNAT+UAtEwizMZdBZT75jSmEpNmUkhbvbbsM2mEjYbDA5HXJUqopPYR5wqUofDrBVt0XSxDLLUkBOZzWnRi7SyXENIwOeTzTssXfhaXsugQKNq4sSkHANyhKzV0UiWN2Tf9AzPVSx44pMULHwl/Rs/huNr3jSa6y4K/Is7Jn7dQ52W1bNt21KyJy41ctyMA2uCbT96HwLRsVdeiF9YFNcyctXTRblvmeL1egPQaJX6c68CjU7kRVX+8WnES7zGru6uWcXe8cKIFmWkUlFhrIwsc8xx6xBe4kzymk2JpmxfYnuXKcdUaCoyTTPxpuyc7HyDCSOTwTTJVGmab1pjEkymHDkHbr5IFRUdRaJOZqdsSjAgfcbGCKVSs4mLlaEQpAoFtUzoAdnp3Ze7YekZOedjZgw65rifK4HQC/AfNCBP8QcN4F79sr10Rfq56G9d3KqWNX1KFrvTc/S2EVtn7Kou6dv768WlVS1t+f6lhUOfzs9rM3567329uEBdgnRL+i064mRUi8z09EmFQzt2eOPoWmwcO2pOM2fGRUdy/x5dL4+etqBTjmwb+fA2kP9YrjH29GejJwEzLCGCQlD6FO1dQo5QKBQJFQIvKEVlvl70i5VCpcgJdAfxg80TotALgC+YQrAaTiPZEHI9tZkYHLYZMgcysPnV5mVS/SmM+Y/PnZMW3tvFBeS8Tvqn1J/8KD8/Ck3397AL+bidQOmTmItagiOsEdG+VtZu1n5Wam0fER0Tnd/TVmors1GbSmXTxyTE2CP6R4yJmBIhRETEkB2YzQnjiM1RerVav0kREg9TUDY9ORn3hmpMgOAaZxkAY/TiB1JZ5oXMgOnIuWvNr0nrm9/el7owPUUV1yO7U0l8nEt/+Wsn3s1HnvtddfZNg+YFbZTbnT63I328So79gM55Cv5GjV72d9bRKJqsdKm5RrS3pCnaW9aI9hjUWwJQz46S1K1U2Wo/xIwyVVkD1GN2mAHZOmA+D6C+Um2Zlgshvxy+kC/iKxqQ33EN3EF5lV6BGPT7M/ZzPwD+/ifsx+XfkrY906sGj675iqz+NbgIf7tI2ixY6iJJZvBHmV6mQwGgl6JW/hQwMEIJ56MPeFGA2fl63s9Xkkqeg9yUwMyaKgzYCEsxSUDacgqPYo4NxmNjt0RI0RNsuwW67F+HUkkLUwtXkr15XmJeak56TvPCxMLUwub9hOJEnSEtKY2kGcxLAClG2HJtK20v2r6z8YKttW2JbZPtedtHtt9sCpsN23mlcgnmLBhz8fGxTmdyYkJiQsISu8Nitzs4uwOfyCjJKMsgHp+jvcueYy+0F9kr7Lzdk+HJtx/3aDY2M8RsdBkcesCkgD29BSy9bMJiwy9Lz4TxphI8PuCdSBnw4EjZYZYzvTsTYEBUhjHmRo+pww8cMgmEKwyhom5PUdxzar1G//C4HgeKiSg8d2q91jC8b+sNs189hcmpuDGHh5Wvsj32/sj1G+hIR1dX0E3m5AxIebhXv1ZR/qhgDpnTtkfawA5tHq2r4QJzuvQq7Vvad12Ix1wV8DgKrT6WZ+5kLjLTyOr6j/y9IPFLs4zRzdKVRZZF8ffZptdrLZYIs8FsMCwxmixGo4kzmvAJiCo42mdq7zLmGAuNRcYKI29kNms8Hq3ZaDOY9LyRYfX/K2aBy3T/mUP3WcJViUrGDG3v8Q8fKw7RP+7ksHW76ODIXgky5T1S+vTtky/T2q3nelC5/oDnWCxkdXgfq8NTw4CIPgljI4YnMDSgjBasehJZpTc4qoQIK0Ny8SzAQzCHoCcXEQLhZPdBz42bSDDkurmFg/oU39r8xs2BRb1/Wv3qLendXN+SWUO2tszNXzK7dDt5f5P03cix07+8sAkbxo6c9UlwZc/3K1auCTza4+rkFRsGhWRCvwYnaUIT/dFR2lx1J3VfNadRKHilWg2CEFUWUVSZmFdIg1TdZLKUWbDZp2rvEnPEQrFIrBB50Wwx54vHzSDejXq9Wi8ydyBX9B5wB43s18nZkTMUhZpoH61RpRZmDj7e90gNqq9xLT7eN7NZOq1SiX1b193lAs8FOvMKZqvG+tucGvILH1rmjxOtfFa01ZqV4+3gLbH2zCr1zjZUNFcTO/iwBAYlm8OXSTasy7a5uTjkcKRujjPYOcxx6s0oQrcIZRuy7dk0273Ilm2jdkaogVXe7a30rRJaFbSqbMVROdjKhUlWigiXn+HNyIo9gDZDcJP5dFuTCqWMP3PDQbcRfzZUdeQ6DwgSb5x7vn26ytoh2zOzcNXOXt1TJrSsKOvYwf/6zOFvFKSqDO2y3FPazt3+8COZ47KmVnQpfOjNmLZJF02ZkTbH6BE5PpMYoXfMHfDIMl9uh6zkM9pmNnPsmIFZHcwaqyZu1qDu63N9fuDZ/Ppv6Dx+B4pHT/gHaUyxpmam1uZHzP3N482KeMJxcTGRtjiOW2KLtdhssQk+d+zA2NmQdLW3JdgT8nugHvZSVIYq7TxCWq09yoYsBovdQi0skybxkZtjY/RarVhljAiFQm8ty4mZ5/V6gXfehmDYkJQZWrdWGGSIihUO+gBoC2dkEBa9Zi+l8xKlOTNUhq7D08otKmfLyswVYJGPVyZWdjvVjQtsDgZTRsR3eShW+YzONHORvSCV9NuM20mnmZ7MAju8DrodhXb7h+mVCcp0ZRfaRTlPUamsNE+zibmoC5lJaGRkBIVAJkPzKIDmUXqdbolWY9FqNf2147QkSqNlqJyFmY6kL5lIZsvoXEVIyBFp22uY99GIDRVPEWn1xNqA070sL/XKKamM2ZaeCYAl6FhmyoMTgk8lA+xgEg/gdeCA9z5jzNx1SQLPc3zUmmdE5e5T60VD8Ziupx89wwXu7QIXu/bxRH8a+SD4WMrwuKKiopa0PdD/KkLCHqBfg173j03BzZQuVT5pRXO4PGUbsYOqiCsW+6hG4bFkOB3FDVXNIrOUZappaisPKZmVmkS7MkUsU5aJSrVKrVkCA3JKxWMA0ZJZ3YHySlGtEUiygAV9OgRfQpRUVFEBVdff9MeqWVlPp9dV6kgB34Mv4efxUwSADmVwubzUGQiv6KCCQAGrObCaqaoMoAsto2VKGpCrpCHwAG8MLcjVYQr/vGYM/4Q9wd8OlEnZL3U6E4ffeHICnsp4QUvqngZwupOWsleoHuaVhnM/Ah8UaJE/GyYPuIHneNxZ6CfMEKiwFIG34x6jlCiQDUGGRQqQj3QhA9BAUolUiCoYRUYQrEIh6kU8jswBYgmtrv/cr4VfKa8gVEn1OAbJKIiJu4E+VrVkNADyCJxhAIg5PixTgMl7uPDNV3eQiHek4fgGF1v3Ki2Q16s/B0faHeYroj5+L1Uoo0FxWV2HUy5trOpsFvQFpITNQ7kZN5RyBEFdJi8lw7PlMs7/UMWhI+tm22mb4EInHZtQd5psf5y23rSk7jSr4Ugl3Dy5htMFHfVP7uhiddq/LuSUFeCCgpaHSzvhTp26sKpOl/gujVWdrqyq07Vb11BVp1tDVaegoNWFDrF/Xdvp0ljc8Tap7hSEl4j+UOHR3a/wAPCO9ARCa58sqv8/FXv+yhX9LwtAMTpX966JxVFKZ8vu6bOXJNj+dwWhqEEprVpHqqt0mhnjsgZlsNwaZBHKrVuhdf7eodw6zelz9tc1ZNiqvHTmeB5Is1PjNqsisrJaXMiN9WSVZZGsLPdhn9qXQrX/Jfluw5Lv1n9MvpkyMcY25DlNMnF3k1TcDBHvP6fiir/gbWN6/srrn/91cp7eOUVp6t7V3jtKGQf8nLks+n6y3t5w/cxfZesqHY3sHdOqVaR6s04zfXzGQDCr+noZfz4rrDS5kAMho4D2pSGk96uwPRaj2BgTSnYHcth1Mr6Qr0uC6xRoX/1wFLqysjVGrVvFxMtXsjFDtipfmxa+dh6cUL2MkVoNntKd03AN/3H4GgH9ui98hUq+guWnWEGcXAx/E2RsReZDmjt8NY46bLqDvpHxYGYGthuzTQ670ULM2cBqYrUAI02ktfTWe9iAc9727BtX0fOFsRU9iRO3PY+PS6/USIVk7vnp0tXS1yuwXKM5T3JpkP9WXp+e74+yChatS3BpOwgdtX2FIu1IYYqgYuvVDDVFieY8raBQaNQc/VLE4GYgVedVKiVhugIgG3JyA495jaAQsfYuW5Om9GvmAOVFaVAcOfiDK2Qwyedjq9IsD7y09AZbjQZv7gTDa1yNpjd3eTd7JUc6GVy1Ypd0MSDlUuvNmy8Te3AfXi9NkP34NhJL7/AfoXQ0069R03HKkcZZyskmPlVeZVXp8hyJX8bFx7PpZ0L8SYx30DjLbYTixLIEnGAQcYKIknFcXPTdScmVySQ5OV5QqXR3hW8cd+OpzGd5rp4Ac5owfW8ANF8GfTavm6WOyC1nCn9M4R9ckG5crKUTexX6VgYe2Z6RbEhY0zl9gMOZYbPG981uNSNmCukbL3XOikjX9Slv7kqnz/R9Ord58wTbU+ZWUTGxQzzxqYYIk5XD/1j0IQASZ9yjTH6/g44Y+BugIU6U4BcT7whKpY67Y2GqEntHF1IVmL+P6YvC6XLaaW7IscnGBoaJFeGlMdlgOUOCzjdY+nTcrEUL9n94cVM1zsGtJgQvKdVjey+cPnbABP69RdHSJw9tnrDyg+PrbuB1kpDkdQ2esbnXQwEmj7Mkh4sGeQhomD+RYCuOoi6cRvPwQ7gIK9n68Jfy+vBdABRfc4ALvvHHAxiHE5R4SIHQQygTOFLKWgMMAMjhO2S5nkBoadjtQQV/tTRMfwsurSHrg/9wkEP8I3V3aeIiSGHQDRLDWfjvAeulojw06PBMJTYyRciB0Tm7RpfX34Nz7npUrgjOQL+Ju2vg9HacdhvZb2ujb2uRJYITepqx2Zx1u1RGKLWhlRC2ulvLao8ssNeGsD62cE1XbnPvr9z+cdn2D2u2H0jSga0vLin3t7m9d+WucWUP95z06MM9pjd3RXRq1rVtm5xcS5/mj/Qa33X0Qlqy6tji4UNXp3OJj+bOeX5K/8LNbi5hAB7W3N+1jT3HpIrXpPaVFqZkR6tiDK6R+W37DAEfoidJnIv/DPQjGbn8ZsGSdEdZqixTEllLvom/owNNCStJwAPOHZib543w2s0hBQlRghyJOLcAhztn5Kljfby+ZQ+cM2ruzAWHPnh74wnpgrS3DYnnsJof03vR9PGDhhPvgigc7988celH1RtuSpPwz2pFbnxCyfQtvR4aBD51Sf0PdCt9waxAGfWVwbeR+hBGqBpPQQU5ss/dBYgyhT5tVmBN/SI4Lx5kpyfD6ZDvHgnnH6cn4by2fuFfnB9Q/zHdSE/BeV3DeRoaPnS+I9w/hx6D52c2Pp+GBpCfH13/FR1Bn4fzWfJ5uF9oev9MmP9quhfOexvv1zWZfzuE6Rb5/uyG+3HT+Q2qv0vX0xNwPkc+rz1McMMMc8LXPFH/I32OvgjX5DY+w9LwDLC3DoDnTwjxyI2aHeTs1bjv0bSoe3q1qRr3OZSktJ7EkHggI9ajAm+B11ublQVpGDMgZwqTpB6zbhmnmb0gt5JBD6SlDedCx8I6la8gfdoyh4h7J0uHb5y6EfwN3iqTK5Wp/3pt2MjUhtNEG/qBH6zTjVrj2lHXjp5mrx3JJ76wvCj/xr7JtV+Yt+JHmHdzlIl8NSgD90YerAZDjQQSHMZ7CqpiJDSL1VZj8RCPxWqZhiZEFISaHf/H6Tc5hmuExac+Df726X+hQZ3+2/Gi8hRVq4LUWQvgh4utLzW/RM/Wtf0TMZknP7Ds0+nGP5568lxYFoqfZJq8h5v/Lkvj5WYPiIPRogUn9CAtjBhGC/6/EQlbukrAecKKU7hd2fRnnnSocJdk6ZX/JhV1Oo649Uib8hp+gmXcqmZ/JZfME9cUrNoLBggpkYDkmrzlmEA4xF6ed268I7/BNMPdvRiu+n0+j+6xTwRfQr1SL8LbR/xl+f42/lRCTyPsxq1wd1yCJ+FKLMATFO95xEq+UlwNGRdkWETxNi8nJXJVFj69gXBN1kyBA+QjqXbfjYVvZ77NX753kcv73XMF5plJL9Naue6rQB5/DLVrIRVjbwDYWYBB7xPCvW9v8Nu1wG+PiTUFYrcbM9bCi9a+/FjpHngJluArpAN7ybnWeekJIsq9tYlHsUPU5cnpqxrANLlOr3HoKoHxDD9/Jw8ml45F6ZF1uCOOC5aT1XJ+Wd9JusSZ5Pll+fWQXdJXEQbNxwT4U13/lTwaipQbXSDCedxuVBDOxyAdY2Nypnt3D3MRguXfpxQdQ7y9Dm9vQQ7IaE7yW/A1wgvXeHqZ5XdYcbkEoFcoSMkdZCzgs15geJHlP7X/SZLgjfpx3L1drDUY9PUhhPgpck/IPOCgoABJKBao1BaVSo2UBggRZawkppSbgb1y8q7V+NTtXapcVSdVsWqailexqr/qqEZYe4l+Rn+ktJRiSlVkrZoq1qrkWchl5yZVV5ZDsDqQJ9CkLwI03hF6YX5KSt1PpVQP7wvZuxsX85f3SoP2BN/ZC3NlvD1U/y09C9+tKODPJ3gaJmajybTAiixWK4rwofY+a1drP+tMK2eNsEXkm61WGxIMgl3IEDjBtMEKubJ6HTWHE5eMUG7sbVwu1cn1ck9mADftKwqtywDYIOdbSLfezNjuTVenlBUMnJGYlK6/IJ1yEg1edP6KUXNIF98izT2jEx1fBTzuBP75XZirBv3N/5hIEOVEnTqaGKhFTFDbqZNLU2eKPnVH6hcfUnVVl3Al6vHcGNUk9XRUyU0XZqoq1TFDVTPJXI5q0AI1USgRzsWdMGuanwvWhHUiL8xXKBVan7K9S5Gr6KQoVkxT8ArWAq04quWJioqVIEc14qhCpIpQR44MZO4LhS2CnMGhSlR4zTDgcIZKKxiguIOfdgG7grumvS+9fxL3w4aLpCM2cz/V7aXzfv+Kv1x3jrZp7JUUYvgf5Tr3MH9BGk1XujSJRp8y29hD2dHYh/Qx9jQHYoebxsSUkTLK8tRyc2VMZawVkch1es6xTjBb56Lq5Pi54rGm5W9WC9KmCS59vpCj7yJ00guhalCo/cuOjKFlfTuwp6G5uaEFXYipmDRZOnNR+kW6OqN8Ii48i0XcQlrcp+id6tV3evcseuf4qrv07Flp8/JVTwPBmrfx0MeXPC3drNs1GUftffvjRWUTpRtb372xEDX2G5lApgaUgMr9XTm1RT3WUho3G1VaBC4qko/k+QWCwiIICuPcMh3W6UItRWxNM1foJBQL0wReYC1FwlF71DrZyITIdQrKVjNrw20rTavkgdr7piI3rDAP1tg0JNAHe4q4hwZ9ufPDBRdATMuWHfK1ajt2bGKSu2Lw8VWHZjyV37EDOf9wt+D7/OWM5s0XDJz1MfZ6+8U64oJPN8vwPRGqjWXX3+an8t+hDPSyP765yZ6WY81J6mTtlNRf3zt9knlYWmn6TMM0Z0WKTm7oFMHrxrHVzygGrjuLmjxihzeBqN2WRM6GUIw/pmdMaQwXE5Owzsb14Eo4Am5lHTKr57oT51rcFoqiDdH2aBodnWXP8mf1zCrLChfYw7lWk/p6wBguDBr7qYsTZ6qnJS5XL0msUm9OVDKFcLvlynsSWG0E92DZHXIdDiKpK+nPBXfSZa30+7wMXSm2Lfzgy0cfaXf40SdfxGNw/HZUP6i57iHpt7Uvf/jIcP/Vzk+sLy0a9GtMm4IvBw7Zu6hwUITJYXbum/cBjmnX7IN2g3fObj88Su82p2ytGHq2sGsfmZ83wQc45X7ZEf5kBVYJUXwa30roIhQhBYRAYSFcw3PzKAG0OZtUUCrHG5UcHJRjCCahIjLwFQIbD7GEyI3ePswCh1xTDFcU5aIoy4ocrJooOOtWSP9+/d1dcNPl3z3wusXHwnywE4YdIPukp/yPpmAPbSHmojycT33KTrgLfUQspsXiCDxenENm0tmikZV6d8IcsVq1UIRZckrFPNDgAfwcvrHkK1CihOk1lHpVhjyV3DYIkVjn15XpCM8z/+sXaKjUy2TrBl1nLTrMIbG9JHJhV14av09Jk+KuckAw53azYM0nbS6mkofg1Y2RxV2+B6Tda8ZdvWfnPpP5DeGSfgc4LBIt8hdN47GgVGuWmHVao3ZSNPaLPcUykYqiFukNerveHpmhz4hcHamI1EdG66OxPspnbO/S5mgf1ga0FVpeGxUdla9lq5SCFdJZtVK32ajXMkv1+QoC4QKkbKpeRhTTWE8gYFgaKm3cX9RqwHUNmC7CRs+r4kpds2cnAK5Okg5/VPNRZVKlMu2HUwUj0/gRKtOcha5NdT76xqbk165rlA1rpYApolDVA2ulA1hTvTXNkmYdoxttnaWbYWVrpuL/5zVT9P/Lmin96zXTUacW/oc1U0Bj77BFU+Zr6z+UhnO7uTly/9RSf1c9ReYEajA7za30haRj4mQ8W1mmLTPPjp2aqNPpDNHRkTGiSqtVqZaoNRY1vNhSapJvhgZr2ndSF6unq2moE65hUU9t22g0aPTxm4QINSvWh/ppAJCFem0h/ITJ1bVuzSh+oC3u/kKlomlPHPPCu0f1Lbq1YEBV2/Gn8JBTMYEjE3a9cF7uiVvXblqfUc/l+lqSuuelT0aOmZmWIqXzv1W06/3mR3JL3FJn4vCefd6Vsc5JiDUEMJ8anfMvTEfJYGmCQlSJShWDzvAzVnOCwDOrJApRVIGaqLGS41WqZWoOGAC2SsgSrAQ1UBKwTlEp4EJcqCgEXgzDIxSl6lm4QiEqsAIbeDvfhe/Hl/LwhzX3+tU91ZPUZWpOTXmFyKmxXh1CDzi0lBHwsa5Q2XiXyrh1KSgD+1AaXlP+xTuzZ2bKYVzxm3Thyh2886vgeey7elcK3CU5JFUqwvuC7wSv4RelPiz/ldfN5VpqYqg+K1dSCXK5RBSqk2Iyh4/gZgsrwdekHEcU5KrSGfIAi4LnZNj1qK4RZSO5/JiZwXILbrb05HZJWCmtwNNCcf0CMXMPAXZJRB4032/uou6WOiBtbNosOssjCH6VPi++uv5Ff2tRn2fQJTkJ/gj8W2SkEpXasd2e/jHDzHZlmZJTJn2BdD11pTqq08XyGDf/judjIyMt38YqZMwp7yT0NDaoypDdC0eepaH2y0zEKkpNVv1yk/Iy/mLXEs5rUkCne/ZEFDw9ddLj40oGYbpTNWhyn2MuXXLGK90P7REEKejr9m7rzgN69Oy1hqQPdnddPHbm1hZulzLb2rp1lvY5jWPyZFMrmzRJ4qzmiME9fW3bhXjyOvCkC/BEjWyosz9XhTllDI5Q2jmPKptvpZ6imq2dbSwzl9m01m8R0n8rKDQfl4pYFE0fI8r2KJVRFspDWQmL33KjHpBlkHc3GEJ7V0JAzUS8+8/gjLu7z0vXKsYPW1c9fsTq48R8/iVM8OjTh6R70hZSOn2a9Nv56bOwnHBSlAn2sQoiLMuJ1CjX7+RFlcCRdzB9D3Ki93he/Z7oh9xFTNBmaHtoS7RlWj7gcdfKImB5EtNeBzhlvuHV/+3st4M7Gt5usj9gVE+S1txz5BN4jvFl/CYEOl7ujG7cnMktqItNordI650hvv1Ob3N7wvmp3+/GGSx7TIA3nn0T2DdIuP4O4fFKAegp4a4gCI495fAYZtZ34XQ1lGOyv9weqWwFdu2U38FNXiYe9mJ+AjSc/ijn3QV+UyTBbP/oudDKICQdiK1LGhumgDIgz2fWAWoX+EPqGaqp0h/vfb+bM4Vgg0wPqAPfHGJqNIpHh/0VFRTHPxmrUC6JVSHRIN5v/FCIAiIN4TYUYTP0PSNLI8sgwkaKetHewz7JXmmn+oQmcXYSRFpBy7oKtHE7YhmWjI01RkWRcMwVWMyFgM0W/8JR1xhu+2saeoFtobgL8PCA8kz/M4bAmYY+OxSun+AHKyusCYNJne4odU2vTBDJm5JUczN472bNp5VJ85SeuzUQjFNUuPD95u/zk0wzF7vu7aJv1uVCVHa+e0mjfK77uRBmZvxpIfPnOf+UofxkfrKFRkUvwWzzhAvloEJUhCpYaaURi/QUS0NAJPqPSATpUWyP2EmxlbFUH/MnLsXExuRroxC3uQkeQfd5w1qAHwQksqNpACTAkiBDJQ78J1QSaorOw1TE7d1L857exkpLTumVmzU3K52Vag+Ou9R+Ve5paQs/RamdviK9qi6fvl6V8c5rWl7523cQqydJ39EoHCPrfK4/8T/q/DUld0UQ0BUSskFD8M+aTqOksiXY9az8jmPuazrz92v5SLpB7tu0+EVCSjFm1s6sOcAavVlLJR11rfk1PvKcHEN/BwXeIfdEvutv2yRqQryEMMrzHKdWv6TiLSq1ikVVDjJHXkEQUotKUUUUiiVKbFEqMQ+nGWrIhHiSwfm5Mm419xTHcyqND7d3KXOUhcoiZYWSV7KiCKfSQwitVFZqOSUXwhraPE4FyVKeilMpMVKGMLzH7XGHWmJCMvPIsNgXwhxyE4hCfl+qZLFVyYJrYzzNjAF0ladn5SxF3jfVpzZfT/77i6dWvp1E7tGoYNnGp9YFI0nJyqcY5reTXPos/wFg/of9mUUqnMB7+AJcwPfAPXhBw2OV+hblOB5rOAPFlL+jEWIZ1BCpmt7BX7OwVeANhyubdykzKphpZgBcnxeUh63fUi9dHqyKubv4H1FLV1mWn/yM5E4jBRP8ber+DvZxi+RyIv8DikM9/QYf35Xvz4/jxsXM5ObEKMzV9d/5EzWgLLFf4a/1evVXZk4fx7Y2Y+XtnhE4IgJhA8QAOXEI7WoOdX4Hs1jmIxd68xoxZ5MAqWOFpepgs8SS07mbA8UP93kuR+votrt4zY55y9o9340IJHd73vSUifMf9fnz7ftikivHjD01tMXw9JBNXyd6zgyxrwVa7C81JNmTvEkdkgbwfZPG8SMThifN5qcmTE2amaZNSzV9pTfjBLPHXGKeZH7PzOvNBeYecFBv5s0KBdCTSL8pkfc2f5XI6W73bIabxZtst03xqc04oTQZJycLnobFJc/9djJ5N7MnUD45tJ0Z/y+2M7O6QNc2zw4csKVDijZx58Bx60YOrkwor5jZp7jb6Qxd8sP7irZsmz+xy+jupNTldsbuTc4PBNp6l43oktWmbdKLMc6KomGr7Apd/4f7VjIcJu/PkHFYZAiHXQ2tV6enC/rwejXqIPXnU8EHulA6yn0FpeHeKBWrkQP3PRx9z2Bup8J9UDKKwCIyYT3A1L6IYtbTURAq57OKJc9IBAqzbKEWp/9UBWcmfqr5L3unBNJUOL6w1eIp6Zfksn5lcuWfCvh5V5tfjTl3MfawOnbpYbqUVfJ3PFi7J+gxwJmfgn6ytfbI00iDSxAgN5hoCWiCObzgztuNBuRgb2aDM1GFrQZ5wd0qTcLN8ZN4jfT++B+Ov7Dw+31HlyXgiziBuqRc6UbdTa4rTpWCwX9sla78QOyybrWCeL2C/xLs0X4cCXjoIZ4XX4EHqhGBR2JsgkfK/z1BZsaD/wlB/7ovnICRpNMJZ3e7d0kXcHoV/X7psKm/H5F93T8hR1wJOmtFse1EpMSlSIfZjjBLk1FDYypDBgN6E17jg8HfqGuWTFZj47zxr7+ry3jjyolPpI3Ba+SfO/F1PGn1kKmV50vObjoNRK2WnwU8WwzPSkGugynmalxy2GIRYmrgSQ54JmOhEGad3AAAnlnereyws+LMnzS4cSKQRakqKqU70mXpzh63ft8PR1+ZWz41OevNNxaUn35fl37ljWM3ak7Q+IgXJ1+WLgw5NPvGlrEVOw9M6T9u3snBB1au/TAe6AUuc3vD++7TDmIeZufXbBNeEIgoaLVUozgBoZkyhhQw6O31BkLLYg9sh1/y6YgTI8DJ0M3H3vtUGl0VLMTHpC742Ck6uG4eqQqOCdX6/w18+ByeFYOSjiMVHgJs0HE1eAiKBvKNwAYdPKuBDZkZ96lnRMv71RtXWZVu48uXr13Zt/G5XeoDtMQZfGRE98XnvpFel2r+XXBw5j82T12ZTn7fKnUxv7P7trQ7hDXn1H/G3eJrUQTbhXIcJeIhfoPgh0xkvvKA8kcISEo2nRJkBanEwrR096US+FNfAEyCbTZnjQGhhd5QNZW7lWocWCEVP/v8+VdvShekf39e9x5ehx1z637ybFt44simpQf5q3tTJW70B0d/l57D6h+uESNuVvf9sseeOYWVu+eH1kVQL5DLXbkWZj2IuFOgnzxmvS5MEEwC4RV97rW6si/ozrqbKfQH3vn7Db7ZcyG8767/lLvK/xP0246aIedhdYSQUo2HHEIO4ykgKwbIE4BMIM/nY61KbDkbcqgkOdngFSECk3IMyUmNa9mNKVROdgrejffiuJ8v1En78HUg85fPpd/I16h+7/wFT5cnbFqza/Gmj36hacKow6/dOf+E9OsCYdSXV6Rvr+7DOcdnv146feXkh+ftK3xnUvm6I2sODQbZTKr/knuf/wlk40Ku4ygZDzki3JeHGSXI6oGbtmnYmq6/hzqniLwAnwd/cwyOcLY0KTWq2yx8ZOuOF699gzti9Y3a16QK6epsqhIgjEdJn+9+54UNj9NnU/BPAz85+A88VPru78EPpY+oIsImZIwZjDtIdfvmL4Y5jq2/zR3iZso5Hvg+vczDBJjekKa+T87ZHH/O2TKuf49HY+d730svrlu17OXgmsfe/Cbm56vgEZ/65bL0k9SeXHr8WemFr1c9hYeFdABsk/biFoPvS5J931HQAdn9Jcjub0gT9xd40P9RB/XU/eTEqVXSG/Gvbsvc+RV2rSdbH+tbWacLjQ0JFafh5gK/Mw7xWHlCVvcEv74bGUjINoKnkSWEEOuJ+08JBMoL5K3kf+UTeTDOV+vau/CLeNTEobtfNJhfq3npjLRe+mIm+fhJzGHnokf6993RacP8g1LNjsKQP2grDaL7uamyX0R/8IsJYb/o+H/xi6SgYrF0Q7op/evF5rot/951bcOMElf+hUNTh7/6nrbZqW+q3jh4Au+LPTP9benykD2Tr60r27DlwPSikfOOlR5cuvpaAshaL63gloCs7/vFIX/0iwngF+0P+sXkB/3iiE9HVI8Ktk2ja6r/fkMa92Swe4HUDR89QFfU9SXVwc7Ag8XSIM7EDUKxIZ84tIlPdIR9YnwTn0j/i09Mmt3C+PyNNy8/v2LdC/oDpM4Z3DvqoYVn70ifSMcnSkHpxPMTf9lesak5+X271MV4dd9H0tZ82S9OB7/4sewXXcwvJuOh/9kvJvxv/KL+Qdf4caph4DSpaNfz58/elN6Tfvki+C5eg+3gGgkRkrc/dvzoxiX7+au70yQ8+vqhf0k7sfaHD4gJp9d9z4mWmWW7zmDVvgWrZd35UHqc6wZ8a+ofIZ7JAmnqH1PqVn1MF9f96qKX6EtN/GMz8I+vgn+MQImAW13HkDPWlKgR0hjrTUBf7H0HGe7kfMBFWoA2RqzzQR8Zjx9wks/jp7Ct9uw/nzyKr0mv1X8i1ZObzEfO2dXjq1ub1jz92IaP/0nThYn7z3z12srJ1zoJY7/8u/TPK3tx3vE550unL5/UccqIwbKXPLz+wGBZVlnSAG4D6GUEWE3ecQAuQ/wmwap3JbjqXdTlN0V0drlCCmQFBbLLCpTQIC13wMTkZf6vjvO+z8pKi+xdjl/auePAO9/gLthy5dZFaY70xVjyDfOckcvmnLy8Z8MqafYON+EGXj/0Cx5a//W14NvSFWpjrnN4adUB6fe985ay+vQB8DfRch+5CiUcB58y6ohSSVXcSdwBfqO4ndx4E1Jyea+/V97zT92Spvo98tYHb56SnHhHMU6WPmat6ngvUcty9MG4GTCuHvC2HWUeVCRU49F+TY9I/LfI05EkEn6twaPAV7dDNjwSNKdDo+qWyy7FEZamnAqkYRx2K9TMvsAnboV7nb41eQ4eMeYD6azUhsQfH7x4zpMPd6p74refSrnA7Il9diUIkZU9H6slq+e18T8sHQ9+v37oS1JA9rMT6r/jvuDKYXYQMTg8HGbREex8ONh2+4b2VGY+jXurvQqQC5JDCPdFunHD97/+fGL72D2zLOlvXflCuovL8IjvOd3hudLJcxuOe/ocHIN1b2EFfg50g/HiKvBCiYzsaSI8BQO9KjwCZtIu/DTAxnYOYpPDTL12xKTtg5TRj6NxgbRQ6uU+tQ33wvytt7nAL1eln6WZ9PW6d3FazebDobjBnjFFrrOnHocnjHwZrEQQMF8DDyHhh+Hww8JdzsBUR0PjAi2vu4AJbekILupARtuDmweRuVxgnXRjmVTeOH6ofx+0hMcjD7Pu2VMwIIaBlSHpNWqJXJPBDq5ZcHchUduDP886AYOb6FvS+yuCtTAKRhPrv+bNwP9o5l8j8ajDUVFEVyOP1RHA/kiYdPsm/jW5kfk22amFpCL3M3DdP7n7s3Qdz8Ll/zrvMp29Lf37Xs3+zStaSyfi8Ld9xmH1FazGTw3dWS5VX3ryeDtMF4Tp+ULmF6Aaiof7VcytEqWSVwlM9zEQ2aj7gcZWLYggDrOXfn56dvDa7NOYnB5G0ofVEEvwOy4g9cb7ZV6ZwACay2PHHRT500CMwCQAJI0MyyBL9oXsfz8xy//7CfWSZsE79v1n99tJFPt4nHZaubLuRCgen6//kTIbNTDt0cEgehiOaRG9r6vhvDOUdbLdt6ObvX121aAkS6Bk/Hjn4qADv4L7n9kb/6SzrIq0W9Uo09/kecYeUysJ5Xjxj7SHqstNdrS2+Vza8UK/Gkxq5pNtt4M7CL9ceowLBD8gbkkXGpMOhzF5ZH5FVjxO1nZZ8WSVYxiofd2vmJy5STpzgTpfo/7y++V9PUl+FeF5pYrjFGplaDqK+6LwGuGvLA3sVGOnvB7DvXDskpRc8cqllzD59Bj+4h5dFlxDyupmwLzmkYUN+2y5r2T9tR1SEoANHQ4pMFctD8wa2WQyGZUYxHvnnLTq4n6M38Hj3niJjqrbAvN8mpYwPz8B9FYP2KgRa44ASXQEpz6iqTRAUcPqihRNsCavlzZIez+W6vB4XPwhFl5/dv3dX59d92UdqapHUi9sfBcQ2R7pX9erjktHz289jXvKsYXJKQHmrkJmpq0Ij/KLek2Chmg0RH0K9IEClwgjJdx+ATMINViA63Sow8UWJy4aDBqLu5/85Fvps7Yjnz27bMEsvFEaxwV2L34qSNpKHXYOKx4Wfl4mPE8L0SzpoJaC5z6s1/O6V8Ka3KgfsnFmyaxzNj5QITdysAdymZ9LNy+NYg+dveXzNUek2pK95x6rnIiPSw9xgc3zxl9uhn+V+u/s9+hgWc8l8MldwSckofjDimgjxwKEE5hqg08jMDnkDnxNM1APZp0RSd6QW2joi7BaOIedpEZs//GZ56ZudR1ajuP+9eFpV8TqW2ufHPRU7SrpO+m2VFe4r3Jm/1btUlWeyiF7Lz6ya+L0Ab7clJbLBuy9HtJJQDTcW3JsjKiRQyEjfITMggK55RHLjY7ggvZKvT+r+Ux6NJGLphfr8ujFDez+2fVfcx/A/RbAQmbxFNymv2+03rDRQqhnu+IEefMDfOM8WdJPp68at9Rs0/y4cU3iszV4+Uevn3yq9UOQsA/NafHR/I3k9dD8DsL8foDxBWQ+KFBmKnxIDbxsdDHUeMD9EOz8/pGTj5NMFp9BkafRFXDvDYSES7K9xR2hooYKYBFH1ErZNGSbMHoLbOFR7m9PuxR8622vVPBm9sFYfPFUM/yyvD1tYN1zMO4KOq3ucVoBcjwH8/o07FewilNwIlGz2QlgKk38Cm5cShUxXvcJ3noteAtHv/axNOgaSZbugENla6lXgpfwIekRkktSGM0AE7kzciyNfBkMmFIlfwKGloFKeFyRFZTZdLkzwZpx58ZI3529jI+CL5gqefDrpEoy41qZfwKrscg+odlxpKi/fsQU31nBnQAR87jDyyQVDonyRGPgzHKzl+y2G/aanazr5qCzgqUOutRZV0n+voHmrdtU9ybDVVIJdxvGjkBRKI1F5FFHbDZ1lOY00wKkhgHNcmR+SNaFRoQVwn55NIy0ZK2Qy2bchRFdy+ZmZDbArqykVblFyrrtgL2kmdHTJjxSjpNCEGxA+2lOslmGYfX1DOfwelb35FBoLw8C1URRB3FMNS485GIf047ERFlQstuYg9xyT7YP5s6wRAzKOo4MEOu1WqWmnUZ2dR1Am41ymG4HYbuRglpvQ6RuIMFxH1woHGE6aOyIrjOXtZCe+iPUSJTOO9dlDVDKpPQa34A81jJaQjHwK4gr42SflOLXKHk14UQKf7HAzEpzP8awJQmPrAZp2KwoYN48WcEDPzvX/Vq03/HiyjPjcKFDOtmbdMFlE1dPJIOlFpdWvydtAV7JMULmlTpUI+4tc0oT4hR8tDmiUXFiI6dC/P06zF9N6J4p7B4SLd/DPjKOREcKqOk9sp+bJN9jCN3zs/yclNBz4KPbkZRkZH7gObKuyvfYQvfE/WFu7WBuWPjzPWyPVvieX3mEWvitWKVX4RLVJBXJUEGsna9aoyKqaqw+htVn1NrwGAWB8kC5R+5PQGyjTpm8Nqs5hIOoGmvk/0LYC8HyUdzvDWkPW2eF6/wsWMn9vbqTMsKV0W34Sj/Gp6V6pqDy3LYRJ/0bf9MgoIwN7PgYyaWt+A8MAtZUsePZcLyT/wGOtfLxJKKn+/gf4VgnH/eH82v5b+H+TPl+D4mls/iP4DhLPn4Cxn+WvwHHXvm4iOTQl+Tz2fJxOYmhe/jv4ThHPt5FkugJ/jM4zpWPI+u/p83oPiPb22EMvvWnvR3ZCJNqutPI9nZY4Pwf9m7U/xthGkdPGNnejr86/139RzSFnjSyvR3h8033dtRfg/t19GUj29vR8PwmezvqX6y/S36lzxnZ3g5j6P4H9naoYf4OusfI9nY03N9kb0f9FbAnt3x/dsP9Tfd21H9ff4cm0+NGtreDnf+rvR32+h9oHn3ByPZ2NDyjcW/H/wGfa5jZAAB4nGNgZGBgYA2p7tsrdiee3+YrgzwHAwjcCzlwCkb/+/wvkiOKrYeBiYEDiIEAAJoMDpkAeJxjYGRgYOv5F8nAwMHw7/O/JxxRDCkM4gxIgFUYAKA5BrsAeJztl01IVFEUx//z7rkzlpQZZFEbK8iFQfkBqUUqI+OiNgb51ccqWhgmbbIciRblxlDauEiUUNzULMyNUBFZjfRFHwih9EVhkCBt3IiIt/97ZkzgTE/HouD94ce578w55x7OnTfMtSZRBsq6QV4Dqgdtqsf0016zJhDWG3GZdJJtpIjsJrWkhXSQI6RbHUdAt+KAbkdIh2HJS2TJLAokG1W0hyWKapnBBisHRdbQ3JQMoNheB56gQK9j3FvUqDonPl1l4SJ9Tf5WDMlt5Eme+SQvWO8Rqp1Yxjg+mwpfQCoRJZ1SgRnaB+Q9/Wl8buG6l5wktaSMbKb/PG0pOcp1m76OYOA+iSKYAh+cebziLHYgoiK+HCSQNWGinFeI8xpNFBcrnYby2GfVawZs67+HkGMPsu+R+bU+h/yfeWfxMTDp2/67+uy9zJnTrBlb8Mldc8dtfysh+zxXsp7OsJqTyZdjeEyGl5rnv4JFz19noGthrSKYiZdvjZs9v+QBpdpCaaxPRUzDUvtyI87saty+ck3cnhNJKn2ZfG/Gievvu/0bsJy9PHny5MmTJ0+ePHn6n8T7blCvxSXZh73y3ExJhLxDpnSbab0azXIKh2QU2ToFrv7/61WoUx+YXwUlMPvlGdIk3VzWPjRKuRmTYewUg1xXvT01/dKBQhlDvQ7SNpEACnUIp/UWFKoSrFfVJiqf6ffT/4Vs5f3/AuqF8U6NQTvPzDG3XaciLF245b/Ju3efeSgn0MfP/Yn2X9TPftz0H7du03xvf0qyxny15xDrs2ey7HqcX/Jdudzrx3kkOhdPf0dWHSqSyi9GSTL5qhGdZJCESQOpIbtIG6kkZ0gv2UTyVaOZJpPkDYnQl0o7Qr5xnZlML/+evgOJj8AUAAAAeJxjYGDQgcIChi0MFxieMHowzmKSYFrCzMfcxsLHEsIqwDqH9QVbGNs9dg32AxwWHEs4lTincBlxFXHd4Q7hbuIx4VnB8483gvcTXw7fG/4C/hMCXAIXBEsEOwTnCW4QPCT4RShE6IqwjHCS8BMRIxEnkSCRJJEikSaRSSKLRDaJHBG5ImogOkv0j5gMGAaI1aHBBWKnxD5hg+J+ULhEfImEDBD2SfyT+Ce5DAzfScVhwFPSLtJHQFDGhUwYRiSswg9lWWRDcMIOJLgADG8gQzkOKJwhLwWFfiTANBT4AjdU0FBoUuTACqVG4SgchaNwFNIdVihuULyjJKSUoDRN6ZqyjrKP8hLlb5hQRU8lRmWeyhtVBdUk1T2qd9Qs1KZggQfUBdTd1CvUV6hf0BDQsNNI05iksUfjhiaHpo5mmuY8ILylpaTlpFWkNUFrn9YbbSFtBxTYggTnEYAvSIM6UjomUOiHF2aQBZuAcNmQh7sIwAsE4A2dBzovdD7o/NBl0OXQFdCV0FXQNdB10A3QTdAt0G3QnaC7QHeT7qHhBAFEqooaAAEAAAV4AEoAAwA+AAMAAgAQAEEAWgAAA7cA0QACAAF4nJ1WTYgcRRR+PdPZnZmdLAGTEGOMdcghCePsJjEhJAomq2CIgbiEQE7a210zU+xMd9tdvcNEQQ8eFDyIJz0InoRADgmeJB5EcvToUUSvgiDizYvvvX49szPTu3GzzXZ/9d5X769eVQ0AvFHtgAP531kosAOLcE9wBVx4JLgKR+BvwS4sO6cE74Omsy54AfY77wlehMsVR3ANDlWM4DosV74SvN95vHBB8DKcrr2FXhy3in6Xa+8LduF47VPG+1h+XzDJv2e8gPJm7RfBLhyr/cF4keT1mmCU1w8zrrH8JcEkv8q4jlEEnClhByP6UnAFM3gouAqr8INgnOssCd4HR5yLghfgqPO24EXYcj4RXIPTlVcE1+FY5QPB+6sfV+4LXoZbi/8yblC+9XcEY771mPESyg/WPxPswon6N4ybKD9Q/0mwC6r+K+Nlir8Bgl040mgwPkD2GycEo/1GXpNnWH5LMMkDxgepbo2PBGPujc8ZH2L+A8HEz+tzmOW/CSb5X4yfJTtLBwSjnaXjjJ8j/tLLgpG/9Cbj55nfF0z8u4xfYPkXgkme1+EE23ksmOz8zPhF5v8jGPnNCuEa17mpBCO/ucqY42/eFExyXotmzv9QMMl5LZpc/+YDwVj/5o+4kxTurVU4AxcQ3QADPiQQQYr/HbAoW0OUQMxvDyUGUQht1FyBPj4K1lHWhR7qUh5p/Gpkb+E7QCbcU2dXz1xQN4yfRGnUsWotSuIo8ayJwra60u+rddPt2VSt61QnWzrAObfZRIAuQ/yH2zoJvBDBVXQfwSaCKML3fMSXZqYquIZSDyMlJoyDuCQm1TXr9Y0/63FmWjk5lWooOI95nsOHiCmmpc63z52btVlmcSfvhotJyHLhA9QP8Jtg7opTJU0PpeXL1uVxhgtXsH38DnBMHgwvUnuSl0mVp2ziBXrgJZsq6ijb09tWrJtEWUxiPxrEXmh02i4r/k7tAqVrTxaIk+cx5NmUoeVawA3PYhBDteYlVifl7lJOMeaiUrcplJNDyx16h0uguHAj/GbcmXnh8gIXbJJFXKQEGR6H0MJxwDyyTxZavCQh+4mRaWSuL1a0jD22HXMaA2RZ1tGsDY6jWLi8FWhWEVc+I+VFS+YknXEOrf/VBDGPA5zj47jF9cp3Zu63NfYzm4Hhrh5ynXx8l9dsKJkS28dsMm7ToLT2NKfP6CTyT+GXGnpD6lJmPY/haWs7sR6wpS7KEm57yyvnj5uzLIPC+3xcl7f1AGWS52LZX9H2ZD/PNUDJkDOPeBPv1nveVFdpXpdI3nlWOc5wFPNbcbTFahZ2iNnnjb9zj+bndygrM7Fe7BAjVab+oXg3uNJynk82c5rFcd/oQHWi0LbVnShTA2+kslTj+YFnComVjZSfaM/qlgpMGve9UUt5YaDixKDWR4rGr5eqWCcDYy2a2xjx+YMnow7JFipSFSUF6JCH1vwpFSdRkPm2pegawbktmlM4MKEa9ozf2xbZEJ2a0O9nAd454+ijsD9SJ80ppQcbGMuEjhZ2i5bpgQm7KtGpTYxPZ9zEAU0f27rMFThp0IvVAzoQE4Neg2gY9iMvmK6el5dKJ5ROhK7wndk4syrQlCZxerofT1cUb9ZwJHRaEDSI9emZDWP5hu3x1onxwlzBZ8hPm7fU9DHSlptjBfGIW7zLTR6jhRFKizZOEUPP2vjSyspwOGwPimVp452xYkdx1E28uDdaobRS5K5ht+V36BZd8XNX4Kx+k8d34c8d+LP6zW3zd2IX2uu7cqe01a+rj6r3q99Wv6s+nOfOaPea43ZPEe+57AnxTFiTnxfv4liXzJtnvOa8hWNbwp1o8iu98FaWw7R+kpPG5tgt51y/h9qPRyO+e3ZmF3rK+He5Z8tin9G7R90191X3invRPTvPntFef0I/zur3kKezOl6pzXnujPYmRI7H90BYmuOs/nWcfbf4YT3HntbutX/3WO+nsr/HHv8PLVIN9AB4nG3aZZwcxfc18KlbtzpCgru7E7bLG3cnuGtINgIRyCZAgru7u7u7u7u7u7v7n9ndc4vP73nyovvO7Mw505v+Vs2LbVGr9c8PrdbfW7d2b/1//pn2s6pFLd2aojWgNXVrmtZ0relbM7RmbM3Umrk1S2vW1myt2VuLtwa1QmvZ1iqtVVurtVZvrdFaq7VOa93W4NZ6rfVbG7Q2bG3S2rS1WWvz1patrVvbKFJasTKqUn1UX9VP9VdTqAFqoJpSTaWmVtOoadV0ano1g5pRzaRmVrOoWdVsanY1h5pTzaXmVvOoedV8an61gFpQLaQWVouoRdVianG1hBqkllQdqlZWOeVVUFEllVWjllJLq2XUsmo5tbxaQa2oVlIrq1XUqmo1tbpaQ62p1lJrq3XUumqwWk+trzZQG6qN1MZqE7Wp2kxtrrZQW6qt1NZqG7Wt2k5tr4aoHdRQNUx1quFqhBqpRqkd1U5qtBqjxqpxame1ixqvutQENVHtqnZTu6tJarLaQ+2p9lJ7q33Uvmo/tb86QB2oDlIHq0PUoeowdbg6Qh2pjlJHq2PUseo4dbw6QZ2oTlInq1PUqeo0dbo6Q52pzlJnq3PUueo8db66QF2oLlIXq0vUpeoydbm6Ql2prlJXq2vUteo6db26Qd2oblI3q1vUreo2dbu6Q92p7lJ3q3vUveo+db96QD2oHlIPq0fUo+ox9bh6Qj2pnlJPq2fUs+o59bx6Qb2oXlIvq1fUq+o19bp6Q72p3lJvq3fUu+o99b76QH2oPlIfq0/Up+oz9bn6Qn2pvlJfq2/Ut+o79b36Qf2oflI/q1/Ur+o39bv6Q/2p/lJ/q3+oRYqINDEZqqgP9aV+1J+moAE0kKakqWhqmoampeloepqBZqSZaGaahWal2Wh2moPmpLlobpqH5qX5aH5agBakhWhhWoQWpcVocVqCBtGS1EE1WXLkKVCkRJkaWoqWpmVoWVqOlqcVaEVaiVamVWhVWo1WpzVoTVqL1qZ1aF0aTOvR+rQBbUgb0ca0CW1Km9HmtAVtSVvR1rQNbUvb0fY0hHagoTSMOmk4jaCRNIp2pJ1oNI2hsTSOdqZdaDx10QSaSLvSbrQ7TaLJtAftSXvR3rQP7Uv70f50AB1IB9HBdAgdSofR4XQEHUlH0dF0DB1Lx9HxdAKdSCfRyXQKnUqn0el0Bp1JZ9HZdA6dS+fR+XQBXUgX0cV0CV1Kl9HldAVdSVfR1XQNXUvX0fV0A91IN9HNdAvdSrfR7XQH3Ul30d10D91L99H99AA9SA/Rw/QIPUqP0eP0BD1JT9HT9Aw9S8/R8/QCvUgv0cv0Cr1Kr9Hr9Aa9SW/R2/QOvUvv0fv0AX1IH9HH9Al9Sp/R5/QFfUlf0df0DX1L39H39AP9SD/Rz/QL/Uq/0e/0B/1Jf9Hf9I9uaaVJa83a6Er30X11P91fT6EH6IF6Sj2VnlpPo6fV0+np9Qx6Rj2TnlnPomfVs+nZ9Rx6Tj2XnlvPo+fV8+n59QJ6Qb2QXlgvohfVi+nF9RJ6kF5Sd+haW+2010FHnXTWjV5KL62X0cvq5fTyegW9ol5Jr6xX0avq1fTqeg29pl5Lr63X0evqwXo9vb7eQG+oN9Ib6030pnozvbneQm+pt9Jb6230tno7vb0eonfQQ/Uw3amH6xF6pB6ld9Q76dF6jB6rx+md9S56vO7SE/REvaveTe+uJ+nJeg+9p95L76330fvq/fT++gB9oD5IH6wP0Yfqw/Th+gh9pD5KH62P0cfq4/Tx+gR9oj5Jn6xP0afq0/Tp+gx9pj5Ln63P0efq8/T5+gJ9ob5IX6wv0Zfqy/Tl+gp9pb5KX62v0dfq6/T1+gZ9o75J36xv0bfq2/Tt+g59p75L363v0ffq+/T9+gH9oH5IP6wf0Y/qx/Tj+gn9pH5KP62f0c/q5/Tz+gX9on5Jv6xf0a/q1/Tr+g39pn5Lv63f0e/q9/T7+gP9of5If6w/0Z/qz/Tn+gv9pf5Kf62/0d/q7/T3+gf9o/5J/6x/0b/q3/Tv+g/9p/5L/63/4RYrJtbMbLjiPtyX+3F/noIH8ECekqfiqXkanpan4+l5Bp6RZ+KZeRaelWfj2XkOnpPn4rl5Hp6X5+P5eQFekBfihXkRXpQX48V5CR7ES3IH12zZsefAkRNnbngpXpqX4WV5OV6eV+AVeSVemVfhVXk1Xp3X4DV5LV6b1+F1eTCvx+vzBrwhb8Qb8ya8KW/Gm/MWvCVvxVvzNrwtb8fb8xDegYfyMO7k4TyCR/Io3pF34tE8hsfyON6Zd+Hx3MUTeCLvyrvx7jyJJ/MevCfvxXvzPrwv78f78wF8IB/EB/MhfCgfxofzEXwkH8VH8zF8LB/Hx/MJfCKfxCfzKXwqn8an8xl8Jp/FZ/M5fC6fx+fzBXwhX8QX8yV8KV/Gl/MVfCVfxVfzNXwtX8fX8w18I9/EN/MtfCvfxrfzHXwn38V38z18L9/H9/MD/CA/xA/zI/woP8aP8xP8JD/FT/Mz/Cw/x8/zC/wiv8Qv8yv8Kr/Gr/Mb/Ca/xW/zO/wuv8fv8wf8IX/EH/Mn/Cl/xp/zF/wlf8Vf8zf8LX/H3/MP/CP/xD/zL/wr/8a/8x/8J//Ff/M/pmWUIaMNG2Mq08f0Nf1MfzOFGWAGminNVGZqM42Z1kxnpjczmBnNTGZmM4uZ1cxmZjdzmDnNXGZuM4+Z18xn5jcLmAXNQmZhs4hZ1CxmFjdLmEFmSdNhamONM94EE00y2TRmKbO0WcYsa5Yzy5sVzIpmJbOyWcWsalYzq5s1zJpmLbO2Wcesawab9cz6ZgOzodnIbGw2MZuazczmZguzpdnKbG22Mdua7cz2ZojZwQw1w0ynGW5GmJFmlNnR7GRGmzFmrBlndja7mPGmy0wwE82uZjezu5lkJps9zJ5mL7O32cfsa/Yz+5sDzIHmIHOwOcQcag4zh5sjzJHmKHO0OcYca44zx5sTzInmJHOyOcWcak4zp5szzJnmLHO2Oceca84z55sLzIXmInOxucRcai4zl5srzJXmKnO1ucZca64z15sbzI3mJnOzucXcam4zt5s7zJ3mLnO3ucfca+4z95sHzIPmIfOwecQ8ah4zj5snzJPmKfO0ecY8a54zz5sXzIvmJfOyecW8al4zr5s3zJvmLfO2ece8a94z75sPzIfmI/Ox+cR8aj4zn5svzJfmK/O1+cZ8a74z35sfzI/mJ/Oz+cX8an4zv5s/zJ/mL/O3+adqVaqiSldcmaqq+lR9q35V/2qKakA1sJqymqqaupqmmraarpq+mqGasZqpmrmapZq1mq2avZqjmrOaq5q7mqeat5qvmr9aoFqwWqhauFqkWrRarFq8WqIaVC1ZdVR1ZStX+SpUsUpVrppqqWrpaplq2Wq5avlqhWrFaqVq5WqVatVqtWr1ao1qzWqtau1qnWrdanC1Xp8h40aMG9u5U5/OnnM1dsjQiRM6q66e0+TuU//Jw8ZNGDJ0aOfYCX0mjh1lO1JH79n3nkPvOfaeU+85956bnnPufV+ue8+29+x6z715uTcv9+bl3rzcm5e781ZbqaOj9+x6z77v4CFjOtftHNSBocZgMchrAoaIIWHIGJp+yOmQycnkZQoyZUxW3uvkva6WycokeU7ynOS5KFOSSTqcdHjp8NLhpcNLh5dkL3le8rzkBckLkhckL8gnDZIX5JMGSQ6SHCQ5SnKUvCifL0pylOQoyVGSk7wjyeuyPJclJUtvI9fRyE8beW8jHY10NPLpm6a/3AcdZazLaMvoyujLGMoYy5jKmMtY2urSVpe2urTVpa0ubXVpq0tbXdrq0laXNlvabGmzpc2WNlvabGmzpc2WNlvabGlzpc2VNlfaXGlzpc2VNlfaXGlzpc2VNl/afGnzpc2XNl/afGnzpc2XNl/afGkLpS2UtlDaQmkLpS2UtlDaQmkLpS2UtljaYmmLpS2WtljaYmmLpS2WtljaYmlLpS2VtlTaUmlLpS2VtlTaUmlLpS2VtlzacmnLpS2XtlzacmnLpS2XtlzacmlrSltT2prS1pS2prQ1pa0pbU1pa0pbWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsWUtsCH1HjJ6080gbIoaEIWNoeofYgcFicBg8BgRG5ETkROQk5KQaAwITAhMCEwITAhMCEwIzAjMCMwIzAjMCMwIzAjMCMwIbBDYIbBDYILBBYIPABoFNb47r6MBQY7AYHAaPIWCIGBKGjAHJNZJrJNdIrpFcI7lGco3kGsk1kmskWyRbJFskWyRbJFskWyRbJFskWyQ7JDskOyQ7JDskOyQ7JDskOyQ7JHskeyR7JHskeyR7JHskeyR7JHskByQHJAckByQHJEOTgyYHTQ6aHDQ5aHIRyWDlwMqBlQMrF5EMXw6+HHw5+HLw5eDLwZeDLwdfLiEZ0BygOUBzgOYAzQGaAzQHaA7QXEYyxDmIcxDnIM5BnIM4B3EO4hzEuQbJoOcaJMOgh0EPgx4GPQx6GPQw6GHQw6CHQQ+DHgY9DHoY9DDoYdDDoIdBD4MeBj0Mehj0MOhh0MOgh0EPgx4GPQx6GPQw6GHQw6CHQQ+DHgY9DHoY9DDoYdDDoIdBD4MeBj0Mehj0MOhh0MOgh0EPgx4GPQx6GPQw6GHQw6CHQQ+DHgY9DHoY9DDoYdDDoIdBD4MeBj0Mehj0MOhh0MOgh0EPgx4GPQx6GPQw6GHQw6CHQQ+DHgY9DHoY9DDoYdDDoIdBD4MeBj0Mehj0MOhh0MOgh0EPgx4GPQwGGAwwGGAwwGCAwQCDAQYDDAYYDDAYYDDAYIDBAIMBBgMMBhgMMBhgMMBggMEAgwEGAwwGGAwwGGAwwGCAwQCDAQYDDAYYDDAYYDDAYIDBAIMBBgMMBhgMMBhgMMBggMEAgwEGAwwGGAwwGGAwwGCAwQCDAQYDDAYYDDAYYDDAYIDBAIMBBgMMBhgMMBhgMMBggMEAgwEGAwwGGAwwGOArwFeArwBfAb4CfAX4CvAV4CvAV4CvAF8BvgJ8BfgK8BXgK8BXgK8AXwG+AnxF+IrwFeErwleErwhfEb4ifEX4ivAV4SvCV4SvCF8RviJ8RfiK8BXhK8JXhK8IXxG+InxF+IrwFeErwleErwhfEb4ifEX4ivAV4SvCV4SvCF8RviJ8RfiK8BXhK8JXhK8IXxG+InxF+IrwFeErwleErwhfEb4ifEX4ivAV4SvCV4SvCF8RviJ8RfiK8BXhK8JXhK8IXxG+InxF+IrwFbHHRexxEXtcxB4XYTDCYITBCIMRBiMMRhiMMBhhMMJghMEIgxEGIwxGGIwwGGEwwmCEwQiDEQYjDCYYTDCYYDDBYILBBIMJBhMMJhhMMJhgMMFggsEEgwkGEwwmGEwwmGAwwWCCwQSDCQYTDCYYTDCYYDDBYILBBIMJBhMMJhhMMJhgMMFggsEEgwkGEwwmGEwwmGAwwWCCwQSDCQYTDCYYTDCYYDDBYILBBIMJBhMMJhhMMJhgMMFggsEEgwkGEwwmGEwwmGAwwWCCwQSDCQYTDCYYTDCYYDDBYILBBIMJBhMMJhhMMJhgMMFggsEEgwkGEwwmGEwwmGAwwWCCwQSDCQYTDCYYTDCYYDDBYIbBDIMZBjMMZhjMMJhhMMNghsEMgxkGMwxmGMwwmGEww2CGwQyDGQYzDGYYzDCYYTDDYIbBDIMZBjMMZhjMMJhhMMNghsEMgxkGMwxmGMwwmGEww2CGwQyDGQYzDGYYzDCYYTDDYIbBDIMZBjMMZhjMMJhhMMNghsEMgxkGMwxmGMwwmGEww2CGwQyDGQYzDGYYzDCYYTDDYIbBDIMZBjMMZhjMMJhhMMNghsEMgxkGMwxmGMwwmGEww2CGwQyDGQYzDGYYzDCYYTDDYIbBDIMZBjMMNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADgw0MNjDYwGADg82/Bodvt+OgYaNHjeg3uXP8uEE7j504pu+4sZ09w4Tdep7pP2Hk+M6e5/oNHzdxfO80atfe13WN2r3ndV2du3aO7Rk7R40YOaHnhWNHIbCnFXd/g7u/wd3f4O5vcPc3uPsb3P0N7v6maQZ2f+hxo4d1TZg0unNA+4PLg/aHx4Mpey4ADwd2X0R51L4QeV/7YuR9PRckD3suSt7YfWF41K/7Q9UddYdMtUxWJieTlynIFGVKMmUeMqhrKO/QPgxtH4a1D53tw/D2YUT7MLJ9GNU+7Ng+7NQ+jG4fxrQPY9uHce3Dzv8ekOwCj28/19U+TGgfJv7np76Dd2s/t3v7MKl9mPzfn8pn9vKZvXxmn2VqMIWO/r1/0vSfmCC/mCC/mCC/mCAlIfYb2v0XT/99r5QEKYnyy4/yy4/SEaUjSkeUjigXEuVConRE6UjSkaQj2f6d/8/FJSlJUpKkJElJkpIkJVlKspRkuZAsF5KlI0tHlo4sHVk6snQ00tFIRyMdjXQ00tFIRxP7je4aPaSrfd/1G/u//zUNOuqODpnqfuP+53X/3oIyeZmCTFGmJFOWSTpEXC3iahFXi7haxNUirv5XXNf/fqpaOmrpsNJhpcNKh5UOKx1WOqxch5XrsNJhpcNJh5MOJx1OOpx0OOlw0uGkw0mHkw4vHV46vHR412/y//42fBhY/srwv89Lj2ivRXsdpCdIj2CvBXst2GvBXge5liAdgr0W7LVgrwV7LdhrwV4L9lqw14K9Fuy1YK8Fey3Ya8FeJ+lI0iHWa7Fei/VarNdivRbrtVivxXot1muxXov1WqzXYr0W67VYr8V6LdZrsV6L9Vqs12K9Fut1Ix2NdDTSIdatWLcdtUxWJieTlynIFGVKMmWZpEOsW7FuxboV61asW7FuZXe1srtasW7FuhXrVqxbsW7FuhXrVqxbsW7FuhXrVqxbsW7FuhXrVqxbsW7FuhXrVqxbsW7FuhXrVqxbb6s1B3UNGT1BnpAC2dKtbOlWkFtBbgW5FeRWkFtBbgW5FeRWkFtBbgW5/Rd5+yvMoK6ucgMJchvLc9IhyK0gt4LcCnIryK0gt4LcCnIryK0gt4Lc/ou8+wvn8PFDhnZ/S+4e2l8020Pvt+T22PMtuWdqf7nsfl37i2X363q+VHaPPV8ou1/Y/WWye+ruGDZ2XM838e6h3dEeejvaY09Hz9Tu6H5du6P7dT0d3WNPR/cLuz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')format("woff");}.ffd{font-family:ffd;line-height:0.774902;font-style:normal;font-weight:normal;visibility:visible;}
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CrldMmXLtxgNg3T5340UcLn+o5aoYYtXXhU72HzcJ3mQw3I0S/4q8iNRrtL1ZQyilVquWUM8M7jU/JRXF9uJHcVI7niqZQTDVaTUE8HsWXq6max5hXUzvNpH5KKb9FEBSCim4GlwlmF4LNZGJPwAp24wm4ZfrArYB7UTP3LP0beJH+VFYqzneYHPnAhRc76Jm6awk4+xvx7dg9J+1bxPM4ZxX9ee7A8b8fD+k5ASGulv8RxaKN/o46jlhsnNHSjPPwiYaM6Ba0kCvkvTKvtXV0V64r31bWzto1ehw3hi+3jI+exVdrKrUVlurI6ujYCtCFTrXRJCO2jTiWCV+rz7cxlcSASuy6TJ1fV66r0PGxOlusjhL5kuoIHAHHX1Wo8iMi4rGHaSlwz2j1Ma7cEqf3vJ5AVmYAOAr7g6QlZ0hnFuYrnMzBmep0nuVnn/z5/JNj+9wep0zp+kvl+etH7iwRbw6g9kvDV40/g1WzBw1pW/hOou9v654VPz9Z+WFbxnuBZGc/oiy01N+PJJoS3XyiJjGxBZ+p6cD7NX34Pmkj+SGKsbrRkWPd1ahCMUs321YRW5E4yz09KzI1xbip3IRNlXE4Li56o4kmyKplWCZTbaRR2iUeY5x1SZwxxcMJSRKXuvykJK8gcQk83gPdgUkyBguNPvYCmOTzAbNJkmUm53vjgMk8YNmN80NvHuJdkFnisDUOwzt6pPftmmlfPubRFV+cdPDO6k1lyWW7rs2dPeK7fkp3t1/Hn/3y4x3JZYku74D5XXq1SjuV0+XqSyNHPLN5Qc8Bj+a97Wzx9OK1t+OVcrcjYcQjY98B/8sEmzjGX0JKpEGr/VohUqXPV6tVmhRjRL7mSP33hxWGfI0gyGRH6j/zFwJngoxXyhWYLJepOErVWp+6CFEXzaPtaSkdT2dRGdXqtAVKPZg0QISOFxRYs4nnqUwAuAcBeID37EzJBgJeyaTdzJZPnQrCA742+tyL9DfcbvmpLOzGTuoEA8de6nWYMFdzY9DpQcHmOXT1scs3xIFbgi78otgXv/gl7VA3ljwbLJPsvG/953xH4CkRTfe7kUPvSNT01Y/Wz5RPVsh4OzAYY7Mtt0aardbIyEirdsmsBJyQYBWiJN1p8qOiXAIzZotany9YreZN8TEb4wHsQ+qWFMn0CEbrATbckpZ9PtApYF7IN7OQ+8+6TW6GmVZNDpmDNiiWXu79zdbp1x5J0bb+oPLYrZz0jBnteu9rvZfOSg4WD0h9LOXz+/1X9Qi0TDzt6XLtb+362myR0Wpyf6c4TBBO75h6LYShC8G2z/H3UDxY9yS/X2Xio2NMluiMuHyZN/0RWZG7l6y7eyQeZRrvqIiujtPbhUnCJDM1I+cmq0Zj2GhFCplnE7IviXWZY6k6hK0aMANv6lIaxlYaxlZwWRYbQADAvuee0ceclk8IxdRE4MoqczJGkUziUbJaZAoZtBbes29AHqTHx/+YPnkS7nO1sKfNqbSOb3FV3F9Q+uag/jUt/a3FPfPXrnl0T0+lxpuUMjz/uXfise7ba7hq1fIdWsU+VaT49c2s5s2y89aW/yK+SApmL2iW7l5QOPAJV2riLdD/eoT4EaB/AQ3xZyhIFHHhUjQcjSQCxQg/RQhFdCMvkG5cOVfBUY6Drznih9DCWFcDhgmCnDgA1CCsfc64JxDMJMxikBUAMw5mQ3BZpL+36BQOsMjmyHfwuXXtvqS/1e11wS3/cV/Lp+4E3YCKyDtcQMqDEv1mfJXwwlWeXqrA8E92qYzHPMtQ4MGkykIWi7nwIEsg7ooiPFE/jr2/nYVg4O0R4G0C8KZCs/0xVJARIpPNVarMSqUKyfVyIq+AnIeTSwHSq2IBUqP2qYpcyjxle2WpcrKSV6o16gLlIbWw6iL9jP5IaTkEJKokq1RUtkopUQFOGqiEwKO/E/JPxjqzcE8gZN+yli2zMJixI/TA/ITkun+UUy08z2PP6biUv7RL7L8z+O4uoJXRLYP4uEeie7C/zUg8ia9W0WoNViiVc0NRUv3nKMkIpVSj1mniNWWa8RpOwa0VqJKuDcXGYDaL74AXnocDYyCLRREQYr5D5sRe0iu433EGR5xxkMccZ8Rvzqzi/rZq1f3HpZhYv7/+W3oa6LKggL+A4MmYmAxG41wLMlssKMKHinyWTpbelmkWzhJhjSgwWSxWJOgFu5ApcIJxrYUCKqymJgTUeAqlWA3CCsMa0KNlBEV6sgJY4JrAAYtxAGsOcraZeOvtzC3eNFVyRWG/qQmJabpz4gknUeP5Zy8b1Pu1cc1S3VPb0zE1IT8XYiCGsVxpsL8wlabJXeoEg0+eY+gqb2foSXoaupkCtiHGkTEVpIJWqyuMlabqmGqbBZHI1TrOsVowWWahI0lxsxSHE/W/3NP/zOJS4b22PXv7NamCS1cg5Oo6Cu11QqAPuLWUoXJOOzKEnNuOcGNgbkifhJiq8RPEU+fFX8QrUyvH4eLTWIGbiQt6lrx7ZMWdHt1K3j26/C49fVrcsGT5s+Ao6gt40JMLnxVv1m2fgKN2Xfh4fsU48cam927MC2FZe7BvI+hDD2hW6e/EqcyqUeby2Bmo2ixwUZF8JM/PFWRmiEiGWRVarNU6/A5s98mKXEKe0F4oFSYLvGB32AuEQ/ao1ZIzCJGrZVQAp5XsuolZM1UF7j0waRTAWgg5FNw5jFwClXAbvgspjXuk/5fbPpp7DvfGixfv97VoPWpUQqK7asDR5funPlPQri05+2jn4Af8pcyMjLn9pn+Mvd7eNkds8Nn0TN9TD/hLAP60wN9W/xgw+XhTVER8qr65vrO+r34kHa8eqR8bVw3am66vjNfLjSaZzGSaa7aYzWaLQT9XF69Dsyps2BZv0+lCzFuKXOY8c3tzqXmymTcz5s2H7PEW+ZpMg99ADAazbLWF6szI4w2LwOh7WAhS9FqkD57CTfw7gB/m3QRiaSIaIuPa2R2ucd1uLvhg4MoWRR0//VqcJt5ecg6X4nWLdxc293/9GleW2zE6PjJ4OjEju+b+L6RHECDA2Sx1Uukx8W6+hAs59bf5Sfx3kIe86o/LMNpTcy25ie0t7RP76HqkjTcNTi1Pm6af7KxK1krgrNDo82P98BTF8pEOCnU+scOTQFRucwJnRSjGH9MtpjyGi4mJX23lunJlHAE4XI1MqlnuhFlmt5miaH20PZpGR2fbs/3Z3bIrsjkqeW2ARfF7jakaezIA3jPnMPRWlSZMU01OWKJamFCj2pAgZw7ihn8Q+xLBqyO4xiAPf7k5yJHNQSR0JYKvhIJeyJ4gBpKOq8TfZ2dqy7F13odfPv5YmwOPP/0yHonjtqD6/hnaR8TfVr360WND/Fc6PLWmvKT/rzGtCr/sN3DX/OL+EUaHybl79oc4pk36h20GbJtRNCRK5zYlb6oadLq4U09JnjcREpxS7BsKdSlWClF8Kt9C6CiUIBnP8cI8OIfnZkNqNpTOIFWUSvWiUiql5CMJJqEQCHKFKMlDAkekpM2HWUHHpOQGYGCmAg+5FPwc1GvCgrNuqfjvN9/bDhdd+t0Dj1u8DejBTrhtX6BHjZ7xP56MPbSZIg/l4wLqk7fHHeljilJaqhiKxyhmkml0hsKgUqrU24BGrFLOUwCVnFw2Gzy6Lz8TiOHlCpVagDBO5EAe+DSj3abU5ysBL+wQY5HWr63QEp5n+OwXqAApZki3kKIBB1B6g0ZZXchYOKVfxJLORk6cFP6AGfiT9w3m3k4P1n7S6nwKeQQenRlb3KX7wNr9dO7KfTv3mSRvqH35N4A/BRrk91OZvEDeSX5ETuXbCDUDjTIZXSVQHSkk40k14QiRr8J6hV2RqaAc/MkVHO4mlAsVQKqgCuXEoaqIRTgwQngKVdCVUEJjCGss05BhB7fs/uRUbm5dTTLXN+V+FX3uVW7CrpfvPyFhTDLkg325qSDzXLTM3wd5TJ50S5KnwJzj6Whp5+mZNixtcprKhtSa3LjcuLiFWTnmrKycPF9OURaUwwWpqRFZx/KF+RF+Y1R+BNqQZvPa2tqozZZh6pqKU1OTajL0OYp1pghwFE/YTULACjmi/o5BiscQ/bTN3DyAySJty5b8G29kZUrwGkoCGaLIpA9SZQ6jJgLCPEiSm5Q+1ElHbfrhscd7Dhre77XuiTGBTO/s7gterJpYiQsvCHKX0xlo3ut6O2WS75OhFy8qhL8dJ10Ep8NR2bPDo4/7tuhbWKzxm2ctOFzg8wq21IjMlkajJj/mhM41b3lMq5igEuTVHOS1Q4A0FeLqVH+vSJ1b5zK10hbYikl7S286ik7EM+XTdBWmyZaZ8ToecgVinY9OJCkVcbFazUK1Sp0IVZBLlasqVpWoqlS8KjEpsUB1NFGNotcZ9CrHeiEsq8IHuCsZIKt4IAgHWOhpaFQks6QlVCFgSSZMIFRKG7gdw3r1+WRBn82tovbi4SfmBPaP3b5HfKd58xETeuzvssY/reeI50nddvHayHHTPMn5gjl4pU2Pt4NLSi9OnjK3e05wboJrGNhsaf1dQMYpKBn18RvByRRR1Kwoink8ZlBMNZVrGbIaIXXU6601an1iYmwNikhM1DFgMALy6nSpXVPLUqtTafR84XgKI5/BAnMuVhnBA5ARYNElAWHTqkBSbkPbBTIgL0ND26jtrVr4B/UtxWjtoD1FqSpzy9TUIf7T/1q1sHB2elZPkyql9HRUdl7O1pFPY/3wIVV5Se8YMy0RseKRb5dvSLRYczTvJvsku+8FdV9aWI8L/H07RndMGMVVyysMM2MEo9npdACYYbyQmMAzTYk+U5GL5JJiUkKqCE+YyvQEHFovueocspIIhICOoxUkdr7ieKIJWdfr9MS+rqkyf5GYD1Q2Jnxg8Fp9S3lLrZRPAKbkP9x9sppoyMQb/YBPEzeciKne3G/r0SElvb6a12d9m4q1bed2HLG9INc3cnLPv3USzL99V1Xa6tzJZ3H8mNGzXC58KzjH6RhS2vXTEdPn9sxmvPeuv8PN42YCDiVDbpjNGfVas7EHREKWBcoUG/xWbLUqhQ16vcMRW6OMaK/oqZikoA6HSaOwRtMFJqZeFdT3JlNq9HyNpFepl2bw+ST3DmsX3lbeY7lho2nihMRcPcQ7yVsdjWx5Q/5NT/Fc1dynPknGwlfiv/ETOK72bYOp7rzAv7x13NddVanZ3Vq3Lic7Y1MiR0/duzLY+voH2IsPv/ZS3LyS2OaRy58tyXvHGKfT6cFu20EN8Z0QhyLRfH/JZB4LcpV6oUmrMWjGR2O/opuiQkGhcEU6vc6us0dm6jIjV0TKInWR0bporIvyGYpcmlzNo5qApkrDa6Kiowo0CHE1ggVbsEqu3WDQaViW6PMVBsK1vaRVL1Mxyw48gQBEDKlPwdIjqc4VdJhVQU6TM98b1jA9q4wtd82YEa/APRLFA9drr1cnVstTfzhROCyVH6o0zpznWl/no2+tT3rjmloOurOIfbjXQXdO5EU1/jGpxEu8hk7uTtml3jHC0GYVpFpWZaiOrHDMdGsRXuhM9JqMCcYcX0KRy5hrLDaWGCcbeWNObk6B3oiRUW8cb6w2zjGuNApGY67Up8qYrwR2SdTxnOT18Xqky1wXIZer13M2qW6Bko+VLvpfpEK0iT0zbhm/DJ7AdxwPFTCF+A+WnS/7g2Vzr39ZJF4Wfy75W0e3snltz7IF7rRcnXXopqnbj5T16vH1gvKa5tYC/6LiQc8W5LcaM6XH7u5coC5evCX+Fh1xPKpZVlra+OJB7dq+dWgVNowaPjPdmXnekdSna6dLIybPbZ8rxd/mkgbNKArVHM43tTeVmGjkkfrr/r6skWNJNadaRmpHWKZrp1oqIiuiFLxcvhBzZow5nU5jNkeY9Ca9fqHBaDYYjJzBiI+Bx+Bon7HIZcg1FBtKDFUG3hAdE11gOBqtXmfVGxFvYHl0YdMyQv/LolPhxFkOrg+BL1KKfCA2N+tAsyBmegDljfDO1SjkO0+sUWt6jHn0cOnrJwDS540+Pnj1djogsnt80E1m5nZN7tmrZ0FdLUD5u527rQnVEAXw1I//WOopdPPnoKcJxy8kUJPJpTooVygWSoQqyJrkCnmBTuFXVAvVCk6gWwnLnAmR6Vg1xJyb1auNqob033MP6npnvonNE/TLuJJRIdafwJj/+MwZcd797VxAGl/8p9iH/CiNH4Wm+LvahQLcRqD0acxFLcQRlohoXwtLZyiaqaUogsmum7XcWmGlVqXSqouJj7FH9IkYGTExQoiIiCFbMaMJ44gNUTqVSrdeZguX0iHypCahN9T7hgq/kUrwPqjwH2qxSTU11PzkzNWMq+KajNu7U+alJStju+a0L4uLdekufe3EO/jIM78rT7+tV7+kiXK702a1o0/WSHZUCHkcBTtSQR3SQUujaJLcpYJ8jWK7IjEfL4QDcpkcMrdm+YrFkCZTjipVSpmccgt5KDhRoqqFMkflh/hfoaxQgVerEFUyTM1UQ3qq1Hg0fk25pkLDqX1CkYvP5Yv5Er6K53nW5OCPMhygvFInQzyohiWpD1dorO8WyMKhpAEt0stPyU/xQTfkrfAVvKCAw4lDpgXwyRXcEjc/170Wj6j9iqz4NTgffztf3CCY6yJJVvBHiV9mQwFpLqeFPxlAhVDC+ehDEZHjuQId7+erSTXPQTXAKoGmBgO4IE0oBcSNYLosSMH9wj4p6wZ41gxd8q9GKaSZsZkr0Z6Rn5CfkpuWm1GcUJxSnNFbKE3Q6lMTU0mq3rQQqtYIa551mfVl63dWXrC2tC60rre+aL1u/c0qs1qx/YHjxsXZnM6khPiE+PiFdofZbndwdgc+llmWWZFJPD5Hkcueay+2l9ir7Lzdk+kpsB/1qNel62PWufQOHdTH4L/Mgf+vXBhHSsGvUioUAll/9mYt/pNzhzufocmmbgoFc3Hdo6O77i0lCuGFE2s0+iG9Wq6dAf5OTsSOPDC4crn1iQ+GrVlLhzk6uSSv75v8aPfeLaL8UcFcMrN119R+bVs9XlfLBWZ27F7eq7zX6gbcAxlHoRUP4V53wL1U80jtdC3DO/7/M97p/n/BO9lf4x3w/x/wDnhlcEdQH8jNWV7Del4+Nj9I9X0jesaPihgSzzI7ebRg0ZHIGp3eUSNEWFhWHseStSbNrUC4k/VwtMJNNBgKV9y8/j1Lb21462a/kh4/rXj9lvhenm/h9IGbmucVLJxRvoV8sF78btioKV+eW4/1o4ZN/yS4rNsHVctWBh7vemXC0rX9Ean/SBzC7QBaWf65yN9JR5EpnupNTlMLXTFplzABz5BXaCpMM2yTErRarT46OjJGodRolMqFKrVZBQ9GfqJvqhqri9qrSlVTVDRUSTAc0UOJrrJCOaHWxUE9oYpBzIallqM73P8EjsNqgeyTaeahsuKBHmRNawrW1doxvFfJrbl9a1qPOYEHnogJHBy7/aWzUk2xus3knsNfyPM1J3Uvip8MGzktNVlM43+rgrLiulRSLHImDOnW870Gv6dfQ5AwonH+6ChNnqq9qpeKU8tkvFylAkNUKM0KhdLIuEkFboxGc4UZm3zKIpciV1GsKFFUKXiFyWwqUBw1gXmv0+lUOgWDQykbewgOG81P2/JBKtbU+2itMqU4a8DRXgdrUX2ta8HRXlnpabRGqejVsu4uF3gh0IGXMZoN9bc5FdTKPrTYH6uw8NnRFkt2rrett8zSLbvcO0NflaEidsDweFYWZcCb8VaszbG6uVjkcKRsiNXbWY9RtQFFaOejHH2OPYfmuOdbc6zU3qA2u72FrkV8i8IW1S3CrSZ3qNUUaNJrYq2mAOspSaUTi2nWJjNHUi2VF060GmupP7aW8LpZZ4vSlJa2OZ5pxcu3de+SPLZ5VUW7tv43pw15qzBFqW+T7Z7YetaWRx/LGp09qapj8SNvx7ROPG/MirQ6RgzN9RkVETrHrL6PLfbltc1OOqVJt5psI/tltzWpLerY6f27rMnz+UFmc+q/obP5rSgOPeXvrzbajOnGlqbHTH1MY0yyOMJxsTGR1liOW2i1ma1WW7zPbetnm2GjtiJrvD2+oCvqai9HFajaziOk0dijrMisN9vN1My6miQucoMtRqfRKGoMEaFUwHuP9SdZ5PF6WXO9IRloaDDoW7aU6UPtW8jEHypAwt0FlpybvJTOThBnTlXqOw1JrTQrnc2rs5YCIj1ZnVDd+URnLrAhGEweGtfxEZv8Oa1x2nx7YQrpvQG3EU8yO5kOOHQNbDsK7fAP1snj5WnyjrSjfLasWl5tmmxV5KGOZBqhkZERFAK5VGZGQZkZpdNqF2rUZo1G3UczWkOi1BpWYbIw2470IuPIDKnSVBISAmJNkZqhr1rRMBOlQBodsTTUnF7m7V6pvSLl6YtOBcKTDIt4AGF4lbPiE1ziodoTJOB9IBgTd00UAXmPDl/5nEK+48Qahb50ZKeTj5/iAve3Q4hZ9WSCP5V8GHwieUhsSUlJc1oE/L+OkLAT+FejN/2jknG63KUsIC1oLpcvb6VoqyzhShU9lcPxKDKEDucGKaeT6fIK5WSVhadEYaFGhV2erKiQVyjkrMG3EG7IyWVPQIqaxHpoDY29JAELujRIPgiRU4WyocEnTWNpddpqLSnku/Jl/Gx+ogCpUwWcLjX4AuGZdlQYKAyEW7bKCkjdaAWtkNNAaDZDSp6kZh9YysPtPmFn8Le9FWLOK+1PxeK3nh6LJzFZ0LK6Z6Eg2UbL2SM0X3Qc8kQCclChM/55aShJIIIgUygVciXPeqUqhFWcIPCsc0lkgHbAngrLOV6pXKziAOSBbUIWYjmEZDkBBhVyARfjYlkx4P1gPFRWrpqOq2QKKNqwnrfzHfnefDmwykP6iP2qbqrxqgoVp6K8TMGpsE7FmrNWHw6JIOBjnUOpwblIWnOzCGyCvcjBLv7imQmB8R8SBf5NPHf5Dt72VfAs9l25KwbugpGmiCV4d/Dd4FX8stiT+YEXYtyPwL8MavAcUB7kjTzH4w5Cb2GqQIVFCNCeewJEIUNWpCd2Uoh8pCPpi/qRaqREVMY0agDDlskUOgUeTWaCsgk9Uv+5XwPfAmOEyqkOx4RatczcG/TrC3eeIfMMnGIJMAN+LGkQk/dx8duvbyUR74pD8A3OVvc6LZT09TkEki5ArwL19HupTB4Njst6tJx8UWOHdoOgKyRljA75BtzQlhUEFZujleBaasn+Dx1ZOqxuhp22Cs5z0lHxdSfJlidpy/UL607W14dyGGGZ0YXSEDIIaAtQpnyVIJdLgZLcuaGerVjGzZZ6th3RIf+Edi7Wkf/rxm1FIS4sbH6gvD1u374j6+J2jOvY2MXtxLq4nTp3CnVxOzd0cQsLW5xra/vrXm7Hxmaut0k3tzDcAvlDR1f7oKMLxVlkaO6a9Xbd/2/N3b+C6/9lwzdG6+rSKaE0Su5s3iVtxsJ46/+uARzVP7lFy0hVjVY9dXR2/0zQl9QflfQVF9LXFaYvjNLSBF2DvnqDvkL9thZotb9HqN+W6vQ5+2gbum7K/DQG4A+13lJiNygjsrObncuzebIrskl2tvuAT+VLppr/0pBrxRpyLf/YkGNGyYTfUC836c65m7TnTJA5/Of2nOwv5N/Ysnvtzc//umGX1iFZbuzSyd4jSh4LMp+2OPpBA69If+3UX3XwlFoa2SOmRYtI1QatesqYzH4hPP0dhPm0VHe/52/dBEEBOwFSeR5SK9UrSt4MxTZDWE6QCQARCKkUcoWSyGQL5dgsl2MeDjOBZWn1+Zmcn6vgVnDPQAGrVPtwkUueKy+Wl8ir5LyclducUgdwCoFbw8m5UJKmyeeUfnhWcko5RvLQnJfH7XGH0o5Q5umRppF8odxTCrQy6XmRnOGsnAFtI7ZmxUApnq/DUAnJ8r85fGLDtaS/v3Ri2YVEcp9GBSvWPbM6GEnKlj2DwN5YLfe8ZG+pIXuDF51fie02jGwxRsCIQC47T8pVpfMy4DwZ2lI/BIXOrG6JUcsWMXHSmQjODeGedK43fO5sFLJilQqirju34Rz+4/A5Arq9O3yGUjpDyumfJi25F8gniCLDq/htQikvzVJJy0MZ8nFz62yJ9BZpuS3Um/qd3uZ2Sn0FGfL73TiTrUSNhyeevRPYO0FG/k4RulxIMCHcZST4hW7SVF1oGUzhd2xtHGaTq6y9wP5zO8WKpdi1TXoWzMFLxMMeMF79ePE7GgXRgo2X50/4j+NdlXOXBQFdJsxn7iF98M+j0CixYiF2PS8945gHo0BZg7Ig7i9DN6VxVDCSk1coBY68i+n7GMve53nV+wo/JCqKeE2mpqumTFOh4QPgrd7QeJ57LCo7IA/lGx69L+RcCD5zIecd9nThJvuHCIbBZEhA0jjmwwLhEHt43r3xrvQE9wivjsZw1u9zeHSfvSJ4E5L/y/B0nb8kXd/Kn0LoSYTduAXugsvweFyNBRhB9r5HUc1XK1ZA5AaXI7ILvBTcpO4OvHoD4d6OiQKh5Lp4b/eNeReyLvCX7p/n8n/3XAY6s+glei+sZ48/hto1ENLZE4A6mzpGH4BuP7BLGZokgUIIo2GRM6dg6/rovVefKN8JD1Dpa6Qte0g2t4lk0RxyB+5t8+vxO4Stje1G4R+SAjLDvAbzo8rgyjRSQbIOwdn96j/lfuT/iWzIjVqhWv/wbtpAVjffMMuYuPKkcld52tisQb5qa3VUddzEpOrM6qzq7On5E30majQaEyIztQU2b5I3vyvya9skFeWrBJKjbKckucqIVI7aN+tlLTbTKGWuxrMkNcIejaOdSzSxS6M1goTUWgAPk6mw+RI270wY0+Ey7x6r83y+IMC21I5gZR7LT02p2Xmu9q4+2UNc67KF7Ba5rlQ74Dr8SdlqeP0gC4e50oKCBytBQ8tSHlR/rTFtCK/JDXBOv+1xffXV+6++0rcv7vL92dsvbBk/sbdp6aRlp9v4kya3nzX29fSMDqXukaXVi2tmDVszp1Pv95+r+akDn7eo5CCWH3xy6u02Qs7aitIT9GppVc0EX1mCKcfa6YW6Fz1TW7Ubkm5xJbS+MLGiplCyua31X3Kf8T9I6w9n+jvxeoXVrI+2ekg6tcd4cauEVs3a4i4JXZr15vsl9Gs2jA7SD4wfmFYRYzHEpm+aZsZm1yazECtTKrUbhajUJdHRBg9V2KVV3q9KKxO8TZZ4h4KgtA5RinxsKSZb0vJgwVJjTxiFCqDksACNsoYcpHEOkvtsdtU0cc+V/JIEpzJypP8q7tZ88Cvjej9d0KIt7i3e+OGtzJTk4c13vbF2zaN/665S039dEWc/ufJZlXqfKhJHf5Kb48nKWj38V9xH/PFW2fzUlKTv97LliDljwI47Q80UJ615e84/ykNxYzd5btNu8pzGbrJdhVlDeS7PAwCwBQ12lVfVVjVENbmhoaxkZUCog5zHt+dL+ckNHeRDahmcA3UG5UM1wcMNk4fax4H/qX/M89+IuRcqz+He5w7S0XV175ONe0Qzf6nuPuWDoXU77YG396R1HX/zP6EgiHIKrSqa6KlZEa+yUyeXqspS+FTtqF/xiLKTqowrU43hRirHq6agam6KME1ZrYoZpJxGZnFUjeaqCFCP83B7zDZzzAKUwloFL8yRyWUan7zIJcuTtZeVyibLeBlbOi87pOGJkiqqOcypEEdlCioLcS2lRQ9YZ03qUzhUKYfnsYDRcL3jMGEHP/kcdgW3T/5A/OA47o3150k7bOJ+qttFZ//+FTB8hraS8hQyk4/gZgjLAGWSjyIKDq+ETIPSclAeM9ND2sZdD4ghlDsrk+EnN0N8eosoLBOX4skhfD5HTNwj/I8oAXnQHL+po6pzSt/UUanT6XSPIPiVuvy4I/Uv+1tC3qfXJjoJvg5mEBkpR+V2bLenfczWeNrlFVC+JH6BtN205Vqq1dp4jDO+43lbZKT5W5tMcgtpt4mncWGGFFu98MmzKLTsIAu53YGmHQJI0jP/YuU5zm+SJNKdOyMKn500/snRZf0x3absP6HnYZc2KfO1Lvt3CoIY9HV+r2WHvl27dV9J0ga4Oy0YNW1TM7dLnmNp2TJb84LaMWGCsYVVHC9yFlPEgG6+1m1CMnkTZNIRZKKCkrGDP0+JOXkMjpDbOY8yh2+hmqicoZlhqDBVWDWWbyHf+VaQqT8uV2CFwvgxomydeQVlfbVw+sCiDcMCYEsvoaY+tP44tPDASLx7TuHMuzvOilerxgxefWTM0BVHiensK5jgESf3i/fFjaR8ymTxt7NTpmM+lKOCZumPUkwt9BsjCWZx6EyoegTDR6x2NTSkHSgTYjizChB34A9bYEJLhemP97/fwRlDy6Qk/kEMfIYQh6Kh3jjgr6qiOO5pm0y+0KZECr3iQXNUphAABsJT3qFZ7kxdt8jyyIpIWWQklNP2rvbx9mo71cU3meser6nSCBrWedPEbrWx2TabzRAVRcLz3gKb91ZopMWB4ZlvQ3hqsOn0N8g2NPcNsWuv/FSfU/rAqYa5OOQKzYODwT88Ey5zskyHbi13TamOV5C3RbH2ZvD+zdpPqxNnyz13awuHpSYrcfEHGR/w443TFrjub6dv1+XRt9Y737uolr/Q5Uxo3wqTTzNJPi/4Jw7iJ/ATzDQqeiFmIOlCuagYlaAqljY1rgfopigPLQaI/uNqAKRDtq628bZqG9XF/ElKMbaYAk0U4jY0WROAHsiGLfl4eFGA5GANiwJAJEG2MsCB/7QyILQIJh9TBS5yL8p/drNDiTs6xddu1t6sdlarPDj2YtHyvJPiRn6iXDNlaVpNXQF9sybz3Tc0vPy37wB/VvGRdK0052r2Kwgph0wIMk+WWQbYghs2HUqHX824ykcyoWFsJ3n0ef5DwOdH/VklShzPe/hCXMh3xV15Qc1jpeoW5Tgeqzk9xZS/oxZsrJWloCp6B3/NIKTQG4YOq3cRUzRwmxWAnMsLDLF6kXrpkmBNzN0F/4hatNy85PhnJG8yKRzrb1X3d9DZLZLHKSAniEXd/Hof34nvw4/mRsdM42bGyCBh+s6foAaPsX2Fv9bpVF+ZOF0s2yqE5be7ReCICIT14I9SqhfaJRRafRLMZqsPgYbWOL+xwG0CVlrWAD4STE8oO5m3IVD6aM8XcjWOzjtKV26dvbjNi52JQPK25E9JHjfncZ+/wL47Jql65KgTg5oNSQvZ2TWi40yAQ83QAn+5PtGe6E1sm9iX75U4mh8WPyRxBj8pflLitFRNaorxK50Jx5s8pjLTeNP7Jl5nKjR1hQ/1Jt4kkwE/CfSbMmmv0FcJnPZ2t3ScHme03jbGpaRzQnkSTkoSPKGlfmxzUOCh3UGeQOWE0PYg/L/YHsSSwk6tnu/Xd2PbZE3Ctn6jVw8bUB1fWTWtZ2nnk5napEd3l2zcPGdcxxFdSLnL7bTtSioIBFp7Fw/tmN2qdeLLMc6qksHL7TJtn0d7VTNMOgv2E+S/lfYFzfFHWQSzxiW4NG2FdppeQolmmDBRULJ9QmxWJEphytcIMplaxdEvFZDmyGWCnFcq5dJiUqvemE+Inse8Gqp6rLnL9gJR+jVr8EmbgSAzlqpsj9srRSwf2w3E/OniohtsFxAEbSdw27gLiN7c7t3gFR1pZEDN0u3i+YCYRy03b75K7MHdeI04VtLlZmKjd/jrKA1N86tVdLR8mGG6fIKRT5FWESu1+Y6EL2Pj4hj5WVC2JcQ5aKz5NkKxiop4HK9X4HgFSsKxsdF3xydVJ5GkpDgB0tO7wjeOu3FUSuTD0ZU1BYF8APvw+mGr183KJ+SWZkL/uETh4Y1AjZtk6Ljuxb5lgce2ZCbp41d2SOvrcGZaLXG9clpMjZlIesWJHbIj0rQ9KzNcafS5Xs/mZWTEW58xtYiKsQ30xKXoI4wWDv9j/keERDljH2f8nya5XDTwL6DB/gQCYBZFXTiV5uNHcAmWs30wX0r7YO7ylHzNQQz7xh8HHgkHKPGQQqGrUAHlbTnbAqWHLAvee7xs55q0BcbNFtL+xRYY+ltwUS1ZE/yHg+znH6u7SxPms0r2BonhzPz3KAqloHzU/8A0OTYwwefC3Tm7Wpvfx4Nz73qUrggAo29i7+o5nR2n3kb225ro2xpkjuCEbiZsMmXfLm+oJ0OuA//ZujSW+N0LzZ1hM9e0asp74CB/LJn+UC99KIp7N728sNLf6vauZdtHVzzabfzjj3adkuGKaJ/eqXWr3Dxzz4zHuo/pNGIeLVt+eMGQQSvSuITH82a+OLFP8QY3F98XD87wd2plzzUq49QpvcR5yTnRyhi9a1hB654DoV6WEScXw99ECmRBpv3qO/wRHHXAeAd9I9kSSNJuyDE67AYzMeUAnZCsAFVG0lJ8533AwtwLnt2jq7q9NKqqG3Hi1mfxUfG1WrGYzDo7RbxS/mYVltYA/g5j6PkbMIITxfsVCXcEuVzL3TGzoWx3tKGhwGZ9bDyZ0+W007CAJJkhRzaWhUsjCWM4fbzWN0D8dPT0+XP3fHR+/RGci1uMDV6Uq0b1mDdlVN+x/Pvzo8VPHtkwdtmHR1ffwKtFIdHrGjB1Q/dHAkAP1pFEzsV/BvQkIZffJJgT78jLIXklElXfxN3RAmVhogKeewbWHcj3RnjtphBBIeKQIwHnFeIw7EnkYV2crnlXnDt81rS5+z+8sO6YeE7c1YrEcVjFj+wxf8qY/kOId24UjvNvGLfo+pG1N8Xx+GeVLC8uvmzKxu6P9K+vRwvrf6Cb6EsmGX2rvjp4Aan2QzpxBE9EhblSr207IjSZPmuSod/q58NxxT52eAIclvpraBgcf5Ieh+O/18/7i+N96z+m6+gJOH6/4TgN3T50vB1cP5MeNslIm8bxaegG0vjR9V/RofRFOF4kHYfrhabXTwP6V9BdQP+5xuu1TehvgzDdKF3ftuF63JS+/vV36Rp6DI63k45rDhDcQGFu+Jyn6n+kL9CXYYzzjWOYG8YAjGkLNeAxyMvcKH0fZz+Cex1KjbqvUxmP4J77E+WW41gBwcOAdajQW+j13suGlOIeAw1nsqtJetQ0ZYSMseFY6LOwWukrTJu82KHAPZLEAzdO3Aj+Bk/VSdXylH+9MXhYSsNhogl9wQ/QaoevdG2ta0NPssfWpGNfmF+WvmPvpHwb6Jb9CHRnoCzkq0WZuAfyYBWAUySw4DDcl1ElYyHdpjmCFft5rDgi8dCEicLQ5vj/kfwmn+EcYcGJT4O/ffpfeFCl/Xa0pDJZ2aIwZfpc+OJ8y4sZF+nputZ/Yibr+Ifm3VrtmCdTjp8J60L2k8ST90DG75I2Xk1/SB2MFw0A78O8MGYYL/j/RiUsi43H+cLSE7hNxZTnnmZJbJL42n/TiioNR9x6rFVlLT/WPHp5+l/pJevYVRlrcKC2Yh8+BXhg82R5r6FU0EsK6MWBex2Ivq83tVHinoAkEWBWRmBChXshitm8VWFIJUwpPIu3EG6zraGp7v/ECUuXT2T8smtiIFWJ44pbLJiYdlFSDfDwJyXkX8m4EnPmvO2AyrboAF3EtLH1YfkT9ET959ynkO8yfI88idS4DEFVDoSWgXZMYZDn7QY9crAnk96ZoMQWvQTyFoCnDPw0Xil+MOaHoy/N+373ocXx+DyOpy4xT7xRd5PrhFPEYPAfm8TLPxC7lN+0gMC6lP8S8nv7USTgQft5XvEaDKgC3C2D/N8IQ0o/H5CV+fCPBPSp+8IJ9a94Mv70Dvd28RxOq6HfLxo86feDUq37T4S4ZZADW5CtjQLJcTnSYrbLxdzkrqF7ykMJOGRmYZyGm79Vl55EVmDD7DFvvqfNfOvysU/EdcGr5J/b8DU8fsXASdVny06vPwlMrZDGApktgLGSkWtfsukILjtgNgsxtTCSA8ZkIhTCopMSRUAOaTexw842XP0pI24kRAD/raoW74iXxDs73brdPxx6bVblpKTst9+aW3nyA23a5bcO36g9RuMiXp5wSTw3cP+MGxtHVW3bO7HP6NnHB+xdtuqjOOAXpMztCu+LT92HIVyX+dWbhZcEohA0GqqWHYN4QZlACllbxesNhKDtoe3qCz8demwoFC10w+H3PxVH1ASL8WGxIz58gg6om01qgiND/YV/gxw+h7FiUOJRpMQDQQxarhYPRNHAvgHEoIWxGsSQlfmAe8a0tJ+8MVLK3YZXL129vHvdC9tVe2mZM/jY0C4LznwjvinW/rtw37R/bJi0LI38vknsaHp3x21xR6j/MrP+M+4Wfw9FsBXoR1ECHujXC34I1HPke+U/ynmWRTCtWEArNiBL+0ArgT/lEkAE2wzOkolQsA7tGOVupRj6VYmlz7949vWbEK7//Xnd+3g1dsyq+8mzed6xg+sX7eOv7EoRuREfHvpdfAGrfrhKDDi97vvFTzx3Ast3zAn/Vkl30MtdaX+bZR/iToB98pjlGkwRTAPhTJR7o67iC7qt7mYy/YF3/n6DT38hNI/jrv+Uu8L/E+zbjtKR84AqQkg+ggfuRw7DCWArBtgTgE1gz+djU60sJYFUJFFqJPGyEIOJufqkxMZ8pLE9lpuTjHfgXTj253N14m58Ddj85XPxN/I1qt81Z+6zlfHrV25fsP76LzRVGH7gjTtnnxJ/nSsM//Ky+O2V3Tj36Iw3y6csm/Do7N3F746vXH1w5f4BoJvx9V9yH/A/gW5cyHUUSpKBB4UH+jCheMk8cNPUzto0hwrN/BIpicqH/7l6R7gTNj4lqvN0fHDT1pevfoPbYdWNe2+IVeKVGVQp8FgdJX6+492X1j5Jn0/GP/X7ZN8/8CDxu78HPxKvU1mEVcgcOQC3Fet2z1kANI6qv83t56ZJ/TvAPp0kw3ggb2BT7JP6cY4/9+Myr32PR2Dn+9+LL69evvjV4Mon3v4m5ucrgIjP/HJJ/EksIheffF586evlz+DBIRsA36TduQWAfYkS9h0CG5DgL16Cv4FN4C/wMP5RB/XU/eTEKTXiW3Gvb87a9hV2rSGbnuhVXacN3ZuCfam5WSDvTIj88mOSucf7dZ1JP0I2EzyZLCSEWI49GCUQqCyUph/+ChN5cM7X64pc+GU8fNygHS/rTW/UvnJKXCN+MY18/DTmsHP+Y316bW2/ds4+sXZrcQgPWov96R5ukoSL6A+4GB/GRcf/Cy6SwqoF4g3xpvivlzO0G/+9/eraqWWugnP7Jw15/X1N+olvat7adwzvtp2ackG8NHDnhKurK9Zu3DulZNjsw+X7Fq24Gg+61olLuYWg6we4OPCPuBgPuGh/GBeTHsbFoZ8OPTI82DqVrjzy9xvi6KeDXQrFzvjQXrq0rhc5EuwAMlgg9ueMXH9kC2HioCaY6AhjYlwTTKT/BRMTZzQzvHjj7UsvLl39km4vqXMGdw1/ZN7pO+In4tFxYlA89uK4X7ZUrc8gv28ROxqu7L4ubiqQcHEK4OLHEi66GC4m4UH/GRfj/ze4qHsYGj9O0febLJZsf/Hs6Zvi++IvXwTfwyuxHaCRECFpyxNHD61buIe/siNVxCOu7f+XuA1rfviQGHFa3fecwjytYvsprNw9d4VkOx+JT3KdQW5N8RHimaSQpviYXLf8Y7qg7lcXvUhfaYKP6YCPrwM+RqAE1Ay5DiOnzZigFlKZ6I3An+0BQIZXojwEkWbgjTHrfBgj4/BDIPkifgZb753+59OH8FXxjfpPxHpyk2HkzO1dv7q1fuWzT6z9+J80TRi359RXbyybcLW9MOrLv4v/vLwL5x+debZ8ypLx7SYOHSCh5IE1ewdIusoW+3JrwS4jwGvyj0LiMtBvFCw6V7yr3kVdfmNEB5crZEAWMCC7ZEDxDdpyB4xMX6b/CpwPMCs7NbJHJX5l29a9736DO2Lz5VvnxZniF6PINww5IxfPPH5p59rl4oytbsL1u7b/Fzyo/uurwQviZWpl0DmkvGav+Puu2YvY+oW9gDfR0no6JYo/Cpgy/KBcTpXccdwWvqO4jVQ8hYxc2n/vlfbhU7eoPvI+eefDt0+ITry1FCeJH7Mli3gXUUl69MF9M+G+OhQJeJm1TxZ/BI/wq7tG4r9FnowkkfBtLR4OWN0GWfEwsJy2jaZbKUGKI6xNqbWYinEYVqiJvYFX3AJ3P3lrwkw8dOSH4mkRqu+jAxbMfPrR9nVP/fZTOReYMa7n9nghsrrbE/fIitmt/I+KR4Pfrxn0ihiQcHZs/XfcF1wlUAcRg8NDgIp24OdDwLeLGloizH0a94t6ZaAXJIUQ7os0w9rvf/352JZRO6eb0965/IV4F1fgod9z2gOzxONn1h719Nw3EmvfwTL8AtgGk8UVkIUcGdhoChgFA79KPBQoaRMeDXJjOwexyWGiXjti2vZhgv04GheK88Tu7hObcXfM37rABX65Iv4sTqNv1r2HU2s3HAjFDTbGRGldaMpRGGHYq+AlgoD5WhiEhAfD4cHCq7RAqI6GH1GhlXXnMKHNHcH5bckIe3BDfzKLC6wWbywWKxvvH1rHCFbC42EHWJcVyjC46VCwdkl7jVYiVXHYwaUHdxQTlT348/RjcHMjfUf8YGnwHtwFo3H1X/MmkH80w9dIPPxAVBTR1kr3agfJ/jAguqgJviY1Ct8qgVpIK9JvmHBdPrn7s3gNT8eV/zrrMp6+Lf77fu2eDUtbisdi8bc9R2PVZazCzwzaVikeufj00TaYzg3z84UkL8hqKB7iVzJYJXI5rxSY7WNgstH2A43lNkQQh8lLPz85I3h1xklMTg4maYNriTn4HRcQe+A9kqyM4AAZ0r1j9yn4k8CMwDQALA0L6yBbwkL2KzEm6VdiqJekB+/Y95zeYydR7OVJ2n7ZsrpjoXh8tv5HynxUz6xHCzfRwe2YFdEHthquO0NVJ9uFNiL9wunl/RPNgbIxY5wLgg78Gu5zalfc086KGtJmeaNOf5PotB1WyQnleMUfeQ+tGmqys6vV5+LWl3rXYlI7h2y+HdxK+CXiE1wg+CFxi9rQPekQuCePTK9JhsdJ1i4ZnmRyLAcqqvsVk1M3SQcuUOdrtF9+j7S+O9GvJDwvV3IcVOUhcmQPVOE1wH9JG9ipwk5p/TD30uGLYlLVaxdfweTTw/iL+3RxcCWpqJsKdM0m8xr2m3FfSfZr3S8nkDa03S/D3BHpxqwZIbHJuMSg3jtnxOXn92D8Lh791it0eN1GoPNZWsZwfizYrQ5yo8Zccyhooh2A+tCm2gBDDZsrkjXJNXmduFbc9bFYh8fg0o+w8Obza+7++vzqL+tITT0Su2PDe5CR7RT/da3mqHjo7KaTuJsUW5ie4oF2JTIxa0V4uF+hU8eriVpNVCfAHihIiTBWwr+vAhSEfikFoNOhCk/eOHHJALBY3OX4J9+Kn7Ue9vzpxXOn43XiaC6wY8EzQdJabLttcOng8HhZMJ4GolniPg0F5D6g0/Ha18KW3GgfknNmS6JzNg4ok36whQ3IZX0u3rw4nA06Y+PnKw+K98p2nXmiehw+Kj7CBTbMHnMpHf8q9tnW+/EBkp2LgMmdABMSUdwBWbSBYwHCCUK1wqsBhByCA1/TCtSDWZs90RuChYb+usXMOewkJWLLj8+9MGmTa/8SHPuvj066IlbcWvV0/2fuLRe/E2+LdcW7q6f1adEmRempHrjr/GPbx03p68tLbr64765rIZuEjIZ7R4qNEbVSKGSMD5VEUCi1rbDUrAII2iX2+Kz2M/HxBC6anq/Lp+fXSr9rWf819yFcb4ZcyKQ4AZfpHjitN+y0EOrZ7ghBarjDO86TLf508ophY+1m9Y/rViY8X4uXXH/z+DMtH4GCfVBus+tz1pE3Q/TtA/p+gPsLyLRPoMxV+JAZeNndFaHdBdwPwQ4fHDz+JMli8RkMeTJdCtfeQEi4KPlb7EGqUFMBPOKgSi65huQTBm+hNXyXB9sULgbfueAVC9/O2WfD50+k41elbQr96l6A+y6lk+uepFWgxzNA16dhXMFKTsYpiIpRJ4CrNMEV3Lj0X4Hx6k/wpqvBWzj6jY/F/ldJkngHAJWt/b8cvIj3i4+RPJLMeIY0kTslxdLIV8GBKZXzx+DWUqISvq+Cre9j5HKngrWjz4wUvzt9CR8CLJgkevCbpEY04XuS/ATWY5EwIf0oktVfO2iM6yDjjoGKedz2VZICH4n8WGPgzHazhwTbDWvuj9d1dtDpwXIHXeSsqyZ/X0vzV6+ve5vlVWIZdxvuHYGiUCqLyMMPWq2qKPVJZgVIBTc0SZH5EckWGjOsUO6XT8OZlmQVUtuMOze0U8WszKyGtCs7cXleibxuC+Re4rToyWMfq8SJoRSsb9FkJ9kgpWH19SzP4XVsHS6HQutwEZgmitqHY47g4v0u9jL5YEyUGSW5DbnILfXVfUA7yyViUPZRpIdYr9HI1W3UEtS1BWs2SGG6DYTtRg7ueRsidQMLjgfJhcwR5oPahnaatriZ+MwfU40E8axzdXZfucRK9zENmccqxksoBn4FcWW0hEnJfrWcVxFOQeE/FphbqR/EGDYH6pHMIBWbZIUMzZNkPMizQ92vJXscLy87NRoXO8TjPUhHXDFuxTgyQGx2ccX74kaQlRQjJFmpQuuge0iSUockBS+tDqqVnKJRUiH5fh2Wrzp0zUR2DYmWrmEvmQejIwXU9BoJ58ZL1+hD1/wsjZMcGgdeOh9MTkKmh8aRbFW6xhq6JvYPtLUB2rDw52vY+urwNbd5hJr5LVipU+Iy5XglyVRCrJ2jXKkkyiNYdRirTqk04XsUBioDlZ7QGuzHIQhVSOuP1PtxEB3BauknhL0QLB/Hvd8Sd7K1RHCenwUr6bcGtcelDFfKbsNn+jE+KdYzA5Vo20yc9G/8Tb1A31rLPh8mebQF/6FeQL/VsM8z4PM2/gf4/Lv0eTzR0d38j/D5vvS5DxxfxX+rF0gb6XoPsdHp/HX4XCR9fgru/zx/A+5/TvpcQnLpK9LxttLnShJDd/Lfw+d20uftJJEe4z+D889LnyPrv6fpdLeBzc8Zgu/8aX4uB2FyhG4zsPk5Mxz/w/xb/b8RprH0mIHNz/3V8e/qr9NketzA5ufCx5vOz9Vfheu19FUDm59rGL/J/Fz9y/V3ya/0BQObnzOErn9ofk4F9DvoTgObn2u4vsn8XP1l8Ce3dH3bhuubzs/Vf19/hybRowY2P8eO/9X8nL3+B5pPXzKw+bmGMRrn5/4PSO6mzXicY2BkYGBgDanmOvqzLp7f5iuDPAcDCNwLOXAaRv/7/C+SI4qth4GJgQOIgQAAmyQOpAB4nGNgZGBg6/kXycDAwfDv87+nHFEMKQziDEiAVRgAoE4GvAB4nO2XT0hUURTGv3n33BlLygyyqI0V5MKgJoVGi3QYGRe1Mch//VlFiwkbWg06Ei3SjaC0cdGghOamZmFuhIrIYqR/UCGEYhaFQcLQxo0M4u17UwsXOQyOZsL74Me5c979zj33PnjDtZKoAWXdJx8ANYBuNWCGrTmTsOYQ5Tiod6ODxMgBUkmOkmbSSXrpmdTbUasuwaPumRH3GXTKBIK6h7SiXEfwxZN0HdRRWPIOJbIIn5SigfGcJNDIdWskhV16B3yWF5XW2NK8jKDKHntewWfnZRpNsmimVCjtLVQluMl8m7sLY/LEPJZHKJMy8zU9z17Drm/X9ppU2k9P+jlhz30qjpSKmzD93jy4kD6D99z/IcRV3OVFBnG/d3QRzpP+TPNWku7CaTu6nyK4Gv9mli6y2nPxy0W8JONr1U8mWbPm+PLfGvBrC/71XpdndHst60m9q1jqMUsm17KuI0eOHG128buYIDHynMxsdD+OHDly5GhjJXUuj9QhxVjA2Mn/hkFyhTSTGrKX+VZGP7nAcbe+i4DnGUkgwDttgPfiW3ISJ+StmZc4+YRi6TcLeiva5SrOyiRKdR7C2fSjtyCkPtPfACUwp+QNCqTQdGgXIlJrpmQch8XgWFZ7e22GpRcVMoUWHWBsIx5U6CCu6X2oUNXYqRpNQr4x72b+O9nPu/8NtAjnp2uM2j6zRG+PzkdU+vDQ/QAzMmReyGUM8bk70/p/zbOfbPpfsW7b797WS7LN/LDPYXnOPpNV1+P55d5Vlmv9eR+Z3oujfyMrhLqc/FWozsWvIoiRURIlYdJEjpBuUk+uk0Gyh5SriFkgSfKRxJnLZ5wgPzkuzqWX/0+/ANwlwBYAAAB4nGNgYNCBwgKGLQzXGF4xijBWMJ5i8mC6wmzHvI3FjqWFZQ0rB2sI6yo2GbYedhH2PRwsHCUc+zjDOM9xWXHt4NbinsZjwrOO5x1vBO8F3n98G/hV+Kv4fwmECLwTzBB8IZQj9EbYRbhNeIZInEiBqIjoNNFVogdEL4k+Ef0jZiKWITZHbA8YfhCXQ4NW4t8kmvDADxIfJDMGDPbgh1JiUmlkwGkQKK0mvYJkeIA4KMMgEyXzYBSOwsEBZR1kD8ixyXWMwlE44uEueSb5APkE+QL5BvkJ8gvkN8gfkL8g/0j+k4Kfwg5FKcUKxQ2Kd5SElBKUpildU9ZR9lFeovwNE6roqcSozFN5o6qgmqS6R/WOmoXaFCzwgLqAupt6hfoK9QsaAhp2GmkakzT2aNzQ5NDU0UzTnAeEt7SUtJy0irQmaO3TeqMtpO2AAluQ4DwC8AVpUEdKxwQK/fDCDLJgExAuG/JwFwF4gQC8ofNA54XOB50fugy6HLoCuhK6CroGug66AboJugW6DboTdBfobtI9NJwgAKBqKj8AAAEAAAV4AEoAAwA+AAMAAgAQAEEAWgAAA7cA0QACAAF4nJ1WTYgcRRR+PdPZnZmdLAGTEGOMdcghCePsJjEhJAomq2CIgbiEQE7a210zU+xMd9tdvcNEQQ8eFDyIJz0InoRADgmeJB5EcvToUUSvgiDizYvvvX49szPTu3GzzXZ/9d5X769eVQ0AvFHtgAP531kosAOLcE9wBVx4JLgKR+BvwS4sO6cE74Omsy54AfY77wlehMsVR3ANDlWM4DosV74SvN95vHBB8DKcrr2FXhy3in6Xa+8LduF47VPG+1h+XzDJv2e8gPJm7RfBLhyr/cF4keT1mmCU1w8zrrH8JcEkv8q4jlEEnClhByP6UnAFM3gouAqr8INgnOssCd4HR5yLghfgqPO24EXYcj4RXIPTlVcE1+FY5QPB+6sfV+4LXoZbi/8yblC+9XcEY771mPESyg/WPxPswon6N4ybKD9Q/0mwC6r+K+Nlir8Bgl040mgwPkD2GycEo/1GXpNnWH5LMMkDxgepbo2PBGPujc8ZH2L+A8HEz+tzmOW/CSb5X4yfJTtLBwSjnaXjjJ8j/tLLgpG/9Cbj55nfF0z8u4xfYPkXgkme1+EE23ksmOz8zPhF5v8jGPnNCuEa17mpBCO/ucqY42/eFExyXotmzv9QMMl5LZpc/+YDwVj/5o+4kxTurVU4AxcQ3QADPiQQQYr/HbAoW0OUQMxvDyUGUQht1FyBPj4K1lHWhR7qUh5p/Gpkb+E7QCbcU2dXz1xQN4yfRGnUsWotSuIo8ayJwra60u+rddPt2VSt61QnWzrAObfZRIAuQ/yH2zoJvBDBVXQfwSaCKML3fMSXZqYquIZSDyMlJoyDuCQm1TXr9Y0/63FmWjk5lWooOI95nsOHiCmmpc63z52btVlmcSfvhotJyHLhA9QP8Jtg7opTJU0PpeXL1uVxhgtXsH38DnBMHgwvUnuSl0mVp2ziBXrgJZsq6ijb09tWrJtEWUxiPxrEXmh02i4r/k7tAqVrTxaIk+cx5NmUoeVawA3PYhBDteYlVifl7lJOMeaiUrcplJNDyx16h0uguHAj/GbcmXnh8gIXbJJFXKQEGR6H0MJxwDyyTxZavCQh+4mRaWSuL1a0jD22HXMaA2RZ1tGsDY6jWLi8FWhWEVc+I+VFS+YknXEOrf/VBDGPA5zj47jF9cp3Zu63NfYzm4Hhrh5ynXx8l9dsKJkS28dsMm7ToLT2NKfP6CTyT+GXGnpD6lJmPY/haWs7sR6wpS7KEm57yyvnj5uzLIPC+3xcl7f1AGWS52LZX9H2ZD/PNUDJkDOPeBPv1nveVFdpXpdI3nlWOc5wFPNbcbTFahZ2iNnnjb9zj+bndygrM7Fe7BAjVab+oXg3uNJynk82c5rFcd/oQHWi0LbVnShTA2+kslTj+YFnComVjZSfaM/qlgpMGve9UUt5YaDixKDWR4rGr5eqWCcDYy2a2xjx+YMnow7JFipSFSUF6JCH1vwpFSdRkPm2pegawbktmlM4MKEa9ozf2xbZEJ2a0O9nAd454+ijsD9SJ80ppQcbGMuEjhZ2i5bpgQm7KtGpTYxPZ9zEAU0f27rMFThp0IvVAzoQE4Neg2gY9iMvmK6el5dKJ5ROhK7wndk4syrQlCZxerofT1cUb9ZwJHRaEDSI9emZDWP5hu3x1onxwlzBZ8hPm7fU9DHSlptjBfGIW7zLTR6jhRFKizZOEUPP2vjSyspwOGwPimVp452xYkdx1E28uDdaobRS5K5ht+V36BZd8XNX4Kx+k8d34c8d+LP6zW3zd2IX2uu7cqe01a+rj6r3q99Wv6s+nOfOaPea43ZPEe+57AnxTFiTnxfv4liXzJtnvOa8hWNbwp1o8iu98FaWw7R+kpPG5tgt51y/h9qPRyO+e3ZmF3rK+He5Z8tin9G7R90191X3invRPTvPntFef0I/zur3kKezOl6pzXnujPYmRI7H90BYmuOs/nWcfbf4YT3HntbutX/3WO+nsr/HHv8PLVIN9AB4nG3WY9BlV9Su4TUHVse2bfSaWnPGtu2kk3ScdGzbtm3btm3bNr865zu9n/Hj5E+P6uo97/1W6rnqbahp/vupaf5dr9m9+f/8p//nb11DDTejN2M0YzfjNuM14zcTNBM2EzUTN5M0kzaTNVM2szRzNHM2vglNanJTm3ma+ZvFmsWbJZolm6WapZtlmmWb5ZrlmxWaFZuVmpWbVZpVm9WbNZo1m7WadZp1m/Wa9Zs9HDX/Om4+cuLUtW5Ic2NzS/NIc5UbxY3qRnOjuzHcmG4sN7Ybx43rxnPjuwnchG4iN7GbxE3qJnOTuynclG4qN7Wbxk3rpnPTuxncjG4mN7Obxc3qZnOzuzncnG4uN7cb6jrnXXDRJZdd74qrbh43r5vPze8WcAu6hdzCbhG3qFvMLe6WcEu6pdzSbhm3rFvOLe9WcCu6ldzKbhW3qlvNre7WcGu6tdzabh23rlvPre82cBu6jdwwt7HbxG3qhrvN3OZuC7el28pt7bZx27rt3Ai3vdvB7eh2cju7Xdyubje3u9vD7en2cnu7fdy+bj+3vzvAHegOcge7Q9yh7jB3uDvCHemOcke7Y9yx7jh3vDvBnehOcie7U9yp7jR3ujvDnenOcme7c9y57jx3vrvAXeguche7S9yl7jJ3ubvCXemucle7a9y17jp3vbvB3ehucje7W9yt7jZ3u7vD3enucne7e9y97j53v3vAPegecg+7R9yj7jH3uHvCPemeck+7Z9yz7jn3vHvBveheci+7V9yr7jX3unvDvenecm+7d9y77j33vvvAfeg+ch+7T9yn7jP3ufvCfem+cl+7b9y37jv3vfvB/eh+cj+7X9yv7jf3u/vD/en+cn+7f9y/7j9qyBERk5BSS0NoFBqVRqPRaQwak8aisWkcGpfGo/FpApqQJqKJaRKalCajyWkKmpKmoqlpGpqWpqPpaQaakWaimWkWmpVmo9lpDpqT5qK5aSh15ClQpESZeipUaR6al+aj+WkBWpAWooVpEVqUFqPFaQlakpaipWkZWpaWo+VpBVqRVqKVaRValVaj1WkNWpPWorVpHVqX1qP1aQPakDaiYbQxbUKb0nDajDanLWhL2oq2pm1oW9qORtD2tAPtSDvRzrQL7Uq70e60B+1Je9HetA/tS/vR/nQAHUgH0cF0CB1Kh9HhdAQdSUfR0XQMHUvH0fF0Ap1IJ9HJdAqdSqfR6XQGnUln0dl0Dp1L59H5dAFdSBfRxXQJXUqX0eV0BV1JV9HVdA1dS9fR9XQD3Ug30c10C91Kt9HtdAfdSXfR3XQP3Uv30f30AD1ID9HD9Ag9So/R4/QEPUlP0dP0DD1Lz9Hz9AK9SC/Ry/QKvUqv0ev0Br1Jb9Hb9A69S+/R+/QBfUgf0cf0CX1Kn9Hn9AV9SV/R1/QNfUvf0ff0A/1IP9HP9Av9Sr/R7/QH/Ul/0d/0D/1L/3HDjomZhZVbHsKj8Kg8Go/OY/CYPBaPzePwuDwej88T8IQ8EU/Mk/CkPBlPzlPwlDwVT83T8LQ8HU/PM/CMPBPPzLPwrDwbz85z8Jw8F8/NQ7ljz4EjJ87cc+HK8/C8PB/PzwvwgrwQL8yL8KK8GC/OS/CSvBQvzcvwsrwcL88r8Iq8Eq/Mq/CqvBqvzmvwmrwWr83r8Lq8Hq/PG/CGvBEP4415E96Uh/NmvDlvwVvyVrw1b8Pb8nY8grfnHXhH3ol35l14V96Nd+c9eE/ei/fmfXhf3o/35wP4QD6ID+ZD+FA+jA/nI/hIPoqP5mP4WD6Oj+cT+EQ+iU/mU/hUPo1P5zP4TD6Lz+Zz+Fw+j8/nC/hCvogv5kv4Ur6ML+cr+Eq+iq/ma/havo6v5xv4Rr6Jb+Zb+Fa+jW/nO/hOvovv5nv4Xr6P7+cH+EF+iB/mR/hRfowf5yf4SX6Kn+Zn+Fl+jp/nF/hFfolf5lf4VX6NX+c3+E1+i9/md/hdfo/f5w/4Q/6IP+ZP+FP+jD/nL/hL/oq/5m/4W/6Ov+cf+Ef+iX/mX/hX/o1/5z/4T/6L/+Z/+F/+TxpxQsIiotLKEBlFRpXRZHQZQ8aUsWRsGUfGlfFkfJlAJpSJZGKZRCaVyWRymUKmlKlkaplGppXpZHqZQWaUmWRmmUVmldlkdplD5pS5ZG4ZKp14CRIlSZZeilSZR+aV+WR+WUAWlIVkYVlEFpXFZHFZQpaUpWRpWUaWleVkeVlBVpSVZGVZRVaV1WR1WUPWlLVkbVlH1pX1ZH3ZQDaUjWSYbCybyKYyXDaTzWUL2VK2kq1lG9lWtpMRsr3sIDvKTrKz7CK7ym6yu+whe8pesrfsI/vKfrK/HCAHykFysBwih8phcrgcIUfKUXK0HCPHynFyvJwgJ8pJcrKcIqfKaXK6nCFnyllytpwj58p5cr5cIBfKRXKxXCKXymVyuVwhV8pVcrVcI9fKdXK93CA3yk1ys9wit8ptcrvcIXfKXXK33CP3yn1yvzwgD8pD8rA8Io/KY/K4PCFPylPytDwjz8pz8ry8IC/KS/KyvCKvymvyurwhb8pb8ra8I+/Ke/K+fCAfykfysXwin8pn8rl8IV/KV/K1fCPfynfyvfwgP8pP8rP8Ir/Kb/K7/CF/yl/yt/wj/8p/2qhTUlZR1VaH6Cg6qo6mo+sYOqaOpWPrODqujqfj6wQ6oU6kE+skOqlOppPrFDqlTqVT6zQ6rU6n0+sMOqPOpDPrLDqrzqaz6xw6p86lc+tQ7dRr0KhJs/ZatOo8Oq/Op/PrArqgLqQL6yK6qC6mi+sSuqQupUvrMrqsLqfL6wq6oq6kK+squqqupqvrGrqmrqVr6zq6rq6n6+sGuqFupMN0Y91EN9XhuplurlvolrqVbq3b6La6nY7Q7XUH3VF30p11F91Vd9PddQ/dU/fSvXUf3Vf30/31AD1QD9KD9RA9VA/Tw/UIPVKP0qP1GD1Wj9Pj9QQ9UU/Sk/UUPVVP09P1DD1Tz9Kz9Rw9V8/T8/UCvVAv0ov1Er1UL9PL9Qq9Uq/Sq/UavVav0+v1Br1Rb9Kb9Ra9VW/T2/UOvVPv0rv1Hr1X79P79QF9UB/Sh/URfVQf08f1CX1Sn9Kn9Rl9Vp/T5/UFfVFf0pf1FX1VX9PX9Q19U9/St/UdfVff0/f1A/1QP9KP9RP9VD/Tz/UL/VK/0q/1G/1Wv9Pv9Qf9UX/Sn/UX/VV/09/1D/1T/9K/9R/9V/9rm9a11HIrrbZtO6QdpR21Ha0dvR2jHbMdqx27Hacdtx2vHb+doJ2wnaiduJ2knbSdrJ28naKdsp2qnbqdpp22na6dvp2hnbGdqZ25naWdtZ2tnb2do52znaudux3adq1vQxvb1Oa2b0tb23naedv52vnbBYYMG7H5iO2Gbz1k+P/+2W43bJNddh7e7vS/f+z5f/8Ybc9NR+w8bJNNhm+38ygrDNt2+PLD5xo68uhGHn7kEUceaeSRRx79yKOMPOqoI98ZOrjC4IqDK4+8fD+4ysgrDD4busHlB9fgvTB4L6TBNXg5DF4OeHnw/eLg5Th4OQ5ejoNX4uCVOHglDl5Jg8+mwTdIg8+mwb/Lg58oDz6RB7U8+Dny4JU8eCUPvkEZ/LsyeLkO/q4OPlsHn62Dz9bBt691tMH/o6E4O5weZ8AZcSacGWePs+BErUOtQ61DrUOtQ61DrUOtQ61DrUPNo+aR8Eh4JDwSHgmPhEfCIxGQCPiBAmoBtYBaQC2gFlALqAXUImoRtYhaRC2iFlGLqEXUImoRtYRaQi2hllBLqCXUEmoJtYRaQi2jllHLqGXUMmoZtYxaRi2jllHrUeuR6JHokeiR6JHo8W6Pdwu+esG7Be8WvFvwbsG7BV+9IFGQqPjqFbWKWkWtolZRq0hUJICCBwoeKHig4IGCBwoeKHig4IGCBwoeKHig4IGCBwoeKHig4IGCBwoeKHig4IGCBwreowYfPHzw8MEDBQ8UPFDwQMEDBQ8UPFDwQMEDBQ8UPFDwQMEDBQ8UPFDwQMEDBQ8UPFDwQMEDBQ8UPFDwQMEDBQ8UPCTwkMBDAg8JPCTwkMBDAg8JPObvMX+P+XvM32PzHpv32LzH5n2Pr475e8zfY/4e8/c9Epi/x/x9QQISeEjgIYGHBB4SeMzfY/4e8/eYv8f8PebvMX+P+XvM32P+HpsP2HzA5gM2H7D5gM0HbD5g8wGbD9h8wOYDNh+w+YDNB2w+YPMBmw/YfMDmAzYfsPmAzQdsPmDzAZsP2HzA7wQB8w+Yf8D8A+YfMP+A+QfMP2D+AfMPmH/A/APmHzD/gPkHzD9g/gHzD5h/wPwD5h8w/4D5B8w/YP4B8w+Yf8DvBAESBEgQIEGABAESBEgQIEGABAG/EwSgEIBCAAoBKAT8ThDgQ4APAT4E+BDgQ4APAT4E+BDgQ8CvBwFUBFARQEUAFQFUBFARQEUAFQFUBPzSEKBGgBoBagSoEaBGgBoBagSoEaBGqKgBkIDfHwIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsibAkwpIISyIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsSbAkwZIESxIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5IMSzIsybAkw5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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _0"> </span> </div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span> </div><div class="c x2 y5 w2 h3"><div class="t m0 x3 h4 y6 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y7 w3 h5"><div class="t m0 x5 h6 y8 ff3 fs2 fc1 sc0 ls0 ws0">SPRAWOZDANI<span class="_ _2"></span>E ZARZĄDU Z <span class="_ _2"></span>DZIAŁALNOŚ<span class="_ _2"></span>CI </div><div class="t m0 x6 h6 y9 ff4 fs2 fc1 sc0 ls0 ws0">COMPERIA.PL <span class="_ _2"></span>S.A. </div><div class="t m0 x7 h6 ya ff4 fs2 fc1 sc0 ls0 ws0">ZA <span class="ls1">20</span>21 ROK<span class="_ _2"></span> </div></div><div class="c x4 yb w3 h7"><div class="t m0 x8 h8 yc ff5 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 yd w3 h9"><div class="t m0 x8 h4 ye ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 yf w3 ha"><div class="t m0 x9 hb y10 ff4 fs4 fc1 sc0 ls0 ws0">14 marca <span class="ls2">20</span>22 <span class="_ _2"></span>roku </div><div class="t m0 x8 hc y11 ff6 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y12 w3 hd"><div class="t m0 x8 he y13 ff6 fs1 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">2 </div></div><div class="t m0 x1 h13 y1a ff3 fs7 fc4 sc0 ls0 ws0">SPIS TREŚCI<span class="ff4"> </span></div><div class="t m0 x1 h2 y1b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y1c ff1 fs0 fc0 sc0 ls4 ws0">1.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span></span><span class="ls0">INFORMACJE PODS<span class="_ _3"></span>TAWOW<span class="_ _3"></span>E <span class="_ _5"></span><span class="ls5">.............................................................................<span class="ls0"> 6<span class="ff7 fs6"> </span></span></span></span></div><div class="t m0 xf h10 y1d ff1 fs0 fc0 sc0 ls0 ws0">1.1.<span class="ff7 fs6"> <span class="_ _6"> </span></span>Comperia.pl<span class="_ _3"></span> S.A. <span class="_ _7"></span><span class="ls5">.......................................................................................<span class="ls0"> 6<span class="ff7 fs6"> </span></span></span></div><div class="t m0 x10 h10 y1e ff1 fs0 fc0 sc0 ls0 ws0">1.1.1.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Charakterystyka dz<span class="_ _3"></span>iałalności<span class="_ _3"></span></span> <span class="_ _5"></span><span class="ls5">................................................................<span class="ls0">. <span class="_ _9"></span>6<span class="ff7 fs6"> </span></span></span></div><div class="t m0 x10 h10 y1f ff1 fs0 fc0 sc0 ls0 ws0">1.1.2.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Kapitał akcyjn<span class="_ _3"></span></span>y <span class="_ _a"></span><span class="ls5">...................................................................................<span class="ls0"> <span class="_ _9"></span>7<span class="ff7 fs6"> </span></span></span></div><div class="t m0 x10 h10 y20 ff1 fs0 fc0 sc0 ls0 ws0">1.1.3.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Akcje własne<span class="_ _3"></span></span> <span class="_ _9"></span><span class="ls5">......................................................................................<span class="ls0"> <span class="_ _9"></span>8<span class="ff7 fs6"> </span></span></span></div><div class="t m0 x1 h10 y21 ff1 fs0 fc0 sc0 ls4 ws0">2.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span></span><span class="ls0">PODSTAWOWE <span class="_ _b"> </span>DANE <span class="_ _b"> </span>I <span class="_ _b"> </span>WS<span class="ff9">KAŹNIKI <span class="_ _b"> </span>FINANSO<span class="_ _3"></span>WE <span class="_ _b"> </span>ORAZ <span class="_ _b"> </span>OMÓWIENIE <span class="_ _b"> </span>SYTUACJ<span class="_ _3"></span></span><span class="ls6">I </span></span></div><div class="t m0 x1 h10 y22 ff9 fs0 fc0 sc0 ls0 ws0">FINANSOWEJ SPÓŁK<span class="_ _3"></span>I<span class="ff1"> <span class="_ _c"></span><span class="ls5">.............................................................................................<span class="ls0"> 8<span class="ff7 fs6"> </span></span></span></span></div><div class="t m0 xf h10 y23 ff1 fs0 fc0 sc0 ls0 ws0">2.1.<span class="ff7 fs6"> <span class="_ _6"> </span></span>Wybrane dane fi<span class="_ _3"></span>nansowe<span class="_ _3"></span> <span class="ls5">...........................................................................</span> <span class="_ _2"></span>8<span class="ff7 fs6"> </span></div><div class="t m0 xf h10 y24 ff1 fs0 fc0 sc0 ls0 ws0">2.2.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Analiza wyni<span class="_ _3"></span>ków finan<span class="_ _3"></span>sowych</span> <span class="ls5">.....................................................................</span> 9<span class="ff7 fs6"> </span></div><div class="t m0 x10 h10 y25 ff1 fs0 fc0 sc0 ls0 ws0">2.2.1.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Przychody ze sprzedaży<span class="_ _3"></span></span> <span class="_ _9"></span><span class="ls5">.......................................................................<span class="ls0"> <span class="_ _9"></span>9<span class="ff7 fs6"> </span></span></span></div><div class="t m0 x10 h10 y26 ff1 fs0 fc0 sc0 ls0 ws0">2.2.2.<span class="ff7 fs6"> <span class="_ _8"> </span></span>Koszty <span class="_ _9"></span><span class="ls5">..............................................................................................<span class="ls4">10<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y27 ff1 fs0 fc0 sc0 ls0 ws0">2.2.3.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Analiza wskaźn<span class="_ _3"></span>ikowa</span> <span class="_ _9"></span><span class="ls5">..........................................................................<span class="ls4">11<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y28 ff1 fs0 fc0 sc0 ls0 ws0">2.2.4.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Objaśnieni<span class="_ _3"></span>e <span class="_ _d"> </span>różnic <span class="_ _d"> </span>pomiędzy <span class="_ _d"> </span>wyni<span class="_ _3"></span>kami <span class="_ _d"> </span>finansowymi<span class="_ _3"></span> <span class="_ _d"> </span>a <span class="_ _d"> </span>publikowanymi<span class="_ _3"></span> </span></div><div class="t m0 x10 h10 y29 ff9 fs0 fc0 sc0 ls0 ws0">prognozami wyni<span class="_ _3"></span>ków<span class="_ _3"></span><span class="ff1"> <span class="_ _c"></span><span class="ls5">.......................................................................................<span class="ls4">12<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y2a ff1 fs0 fc0 sc0 ls0 ws0">2.3.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Rynki zb<span class="_ _3"></span>ytu, dostawcy i odbi<span class="_ _3"></span>orcy usług<span class="_ _3"></span></span> <span class="_ _a"></span><span class="ls5">.......................................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">12<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y2b ff1 fs0 fc0 sc0 ls0 ws0">2<span class="_ _3"></span>.4<span class="_ _3"></span>.<span class="_ _e"></span><span class="ff7 fs6"> <span class="_ _f"> </span></span><span class="ff9">Wskaźniki<span class="_ _3"></span></span> <span class="_ _3"></span>n<span class="_ _3"></span>i<span class="_ _3"></span>e<span class="_ _3"></span>fi<span class="_ _e"></span>n<span class="_ _3"></span>a<span class="_ _3"></span>n<span class="_ _3"></span>s<span class="_ _3"></span>o<span class="_ _3"></span>we<span class="_ _e"></span> <span class="_ _5"></span><span class="ls5">............................................................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">12<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y2c ff1 fs0 fc0 sc0 ls0 ws0">2.5.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Zdarzenia <span class="_ _10"> </span>istotnie <span class="_ _10"> </span>wpływaj<span class="_ _3"></span>ące <span class="_ _11"> </span>na <span class="_ _11"> </span>d<span class="_ _3"></span>ział<span class="_ _3"></span>alność <span class="_ _11"> </span>jednostki<span class="_ _3"></span> <span class="_ _11"> </span>(w <span class="_ _11"> </span>t<span class="_ _3"></span>ym <span class="_ _11"> </span>o </span></div><div class="t m0 xf h2 y2d ff9 fs0 fc0 sc0 ls0 ws0">nietypowym  charakterze), <span class="_ _12"> </span>jakie  nastąpiły <span class="_ _12"> </span>w <span class="_ _12"> </span>roku <span class="_ _12"> </span>obrotowym,  a <span class="_ _12"> </span>także <span class="_ _12"> </span>po <span class="_ _12"> </span>jego </div><div class="t m0 xf h10 y2e ff9 fs0 fc0 sc0 ls0 ws0">zakończeniu<span class="_ _3"></span>, do dnia sporządzeni<span class="_ _3"></span>a sprawozdania fi<span class="_ _3"></span>nansowego<span class="_ _3"></span><span class="ff1"> <span class="_ _9"></span><span class="ls5">................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">13<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 xf h10 y2f ff1 fs0 fc0 sc0 ls0 ws0">2.6.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Charakterystyka <span class="_ _13"> </span>zewnętrzn<span class="_ _3"></span>ych <span class="_ _13"> </span>i <span class="_ _13"> </span>wewnętrznych <span class="_ _13"> </span>czynników <span class="_ _13"> </span>istotnych <span class="_ _13"> </span>dla </span></div><div class="t m0 xf h2 y30 ff9 fs0 fc0 sc0 ls0 ws0">rozwoju <span class="_ _13"> </span>przedsiębiorstwa <span class="_ _13"> </span>emitenta <span class="_ _13"> </span>oraz <span class="_ _14"> </span>opis <span class="_ _14"> </span>p<span class="_ _3"></span>erspektyw <span class="_ _14"> </span>r<span class="_ _3"></span>ozwoju <span class="_ _13"> </span>działalności </div><div class="t m0 xf h2 y31 ff9 fs0 fc0 sc0 ls0 ws0">emitenta <span class="_ _15"> </span>co <span class="_ _d"> </span>n<span class="_ _3"></span>ajmni<span class="_ _3"></span>ej <span class="_ _d"> </span>do <span class="_ _15"> </span>końca <span class="_ _15"> </span>roku <span class="_ _15"> </span>obrotowego <span class="_ _15"> </span>następująceg<span class="_ _3"></span>o <span class="_ _d"> </span>p<span class="_ _3"></span>o <span class="_ _16"> </span><span class="ff1">roku </span></div><div class="t m0 xf h2 y32 ff9 fs0 fc0 sc0 ls0 ws0">obrotowym, <span class="_ _17"> </span>za <span class="_ _17"> </span>który <span class="_ _17"> </span>sporządz<span class="_ _3"></span>ono <span class="_ _17"> </span>sprawo<span class="_ _3"></span>zdanie <span class="_ _17"> </span>fin<span class="_ _3"></span>ansowe <span class="_ _17"> </span>zamieszczone <span class="_ _17"> </span>w<span class="_ _3"></span> </div><div class="t m0 xf h2 y33 ff9 fs0 fc0 sc0 ls0 ws0">raporcie <span class="_ _12"> </span>rocznym, <span class="_ _12"> </span>z <span class="_ _12"> </span>uwzględni<span class="_ _3"></span>eniem <span class="_ _12"> </span>elementów <span class="_ _12"> </span>strategii<span class="_ _3"></span> <span class="_ _12"> </span>rynkowej <span class="_ _12"> </span>przez <span class="_ _12"> </span>niego </div><div class="t m0 xf h10 y34 ff1 fs0 fc0 sc0 ls0 ws0">wypracowanej <span class="_ _18"></span><span class="ls5">...................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">14<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y35 ff1 fs0 fc0 sc0 ls0 ws0">2.7.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Informacje o ważn<span class="_ _3"></span>iejszych osiąg<span class="_ _3"></span>nięci<span class="_ _3"></span>ach w dziedzini<span class="_ _3"></span>e badań i rozwoju<span class="_ _e"></span></span> <span class="_ _5"></span><span class="ls5">............<span class="ls0"> <span class="_ _c"></span><span class="ls4">15<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y36 ff1 fs0 fc0 sc0 ls0 ws0">2.8.<span class="ff7 fs6"> <span class="_ _6"> </span></span>Realizowane p<span class="_ _3"></span>rojekty inwestycyjn<span class="_ _3"></span>e <span class="_ _c"></span><span class="ls5">.............................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">15<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y37 ff1 fs0 fc0 sc0 ls0 ws0">2.9.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Zarządzani<span class="_ _3"></span>e ryzykiem finansowym<span class="_ _3"></span></span> <span class="_ _2"></span><span class="ls5">.............................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">15<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x10 h10 y38 ff1 fs0 fc0 sc0 ls0 ws0">2.9.1.<span class="ff7 fs6"> <span class="_ _8"> </span></span>Ryzyko stopy procentow<span class="_ _3"></span>ej <span class="_ _19"></span><span class="ls5">...................................................................<span class="ls4">15<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y39 ff1 fs0 fc0 sc0 ls0 ws0">2.9.2.<span class="ff7 fs6"> <span class="_ _8"> </span></span>Ryzyko walu<span class="_ _3"></span>towe <span class="_ _9"></span><span class="ls5">................................<span class="_ _3"></span>...............................................<span class="ls4">16<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y3a ff1 fs0 fc0 sc0 ls0 ws0">2.9.3.<span class="ff7 fs6"> <span class="_ _8"> </span></span>Ryzyko kredytow<span class="_ _3"></span>e <span class="_ _7"></span><span class="ls5">..............................................................................<span class="ls4">16<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y3b ff1 fs0 fc0 sc0 ls0 ws0">2.9.4.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Ryzyko zwi<span class="_ _3"></span>ązane z płynności<span class="_ _3"></span>ą</span> <span class="_ _c"></span><span class="ls5">..............................................................<span class="ls4">16<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 xf h10 y3c ff1 fs0 fc0 sc0 ls0 ws0">2.10.<span class="ff7 fs6"> <span class="_ _1a"> </span></span><span class="ff9">Wypłacone dyw<span class="_ _3"></span></span>idendy <span class="_ _5"></span><span class="ls5">...............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">16<span class="ff7 fs6 ls0"> </span></span></span></span></div><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1404.600000px;width:458.100000px;height:25.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:1364.640000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:1324.680000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:1284.740000px;width:437.350000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:1244.780000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1216.820000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1176.880000px;width:458.100000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:1136.920000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:1096.980000px;width:448.200000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:1057.020000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:1017.060000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:977.120000px;width:437.350000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:949.160000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:909.200000px;width:457.500000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:869.260000px;width:448.200000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:829.300000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:801.340000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:773.400000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:733.440000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:705.500000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:677.540000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:649.580000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:621.640000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:593.680000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:553.720000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:513.780000px;width:448.200000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:473.820000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:433.880000px;width:448.200000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:393.920000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:353.960000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:314.020000px;width:437.350000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:274.060000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:234.100000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">3 </div></div><div class="t m0 x1 h10 y3d ff1 fs0 fc0 sc0 ls4 ws0">3.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span></span><span class="ls0">OPIS ISTO<span class="_ _3"></span>TNYCH CZYN<span class="_ _3"></span>N<span class="ff9">IK<span class="_ _3"></span>ÓW RYZYKA <span class="_ _3"></span>I <span class="_ _3"></span>ZAGR<span class="_ _3"></span>OŻEŃ, <span class="_ _3"></span>Z <span class="_ _3"></span>OKREŚLENIEM<span class="_ _3"></span>, W<span class="_ _3"></span></span> JAKIM<span class="_ _3"></span> </span></div><div class="t m0 x1 h10 y3e ff1 fs0 fc0 sc0 ls0 ws0">STOPNIU EMITEN<span class="_ _3"></span>T JEST<span class="_ _3"></span> <span class="ff9">NA NIE NARAŻO<span class="_ _3"></span>NY</span> <span class="_ _2"></span><span class="ls5">............................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">16<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y3f ff1 fs0 fc0 sc0 ls0 ws0">3.1.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Czynni<span class="_ _3"></span>ki ryzyka związane z dzi<span class="_ _3"></span>ałalności<span class="_ _3"></span>ą Spółki<span class="_ _3"></span></span> <span class="ls5">...........................................</span> <span class="_ _5"></span><span class="ls4">16<span class="ff7 fs6 ls0"> </span></span></div><div class="t m0 x10 h10 y40 ff1 fs0 fc0 sc0 ls0 ws0">3.1.1.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Rynek <span class="_ _1b"> </span>reklamy <span class="_ _1b"> </span>i<span class="_ _3"></span>nternetowej <span class="_ _1b"> </span>może <span class="_ _1b"> </span>zmi<span class="_ _3"></span>enić <span class="_ _1b"> </span>się <span class="_ _1b"> </span>w <span class="_ _1b"> </span>sposób <span class="_ _1b"> </span>ni<span class="_ _3"></span>eprzewidz<span class="_ _3"></span>iany </span></div><div class="t m0 x10 h10 y41 ff9 fs0 fc0 sc0 ls0 ws0">przez Spółkę i skutkuj<span class="_ _3"></span>ący spadkiem wa<span class="_ _3"></span>rtości prz<span class="_ _3"></span>ychodów.<span class="_ _3"></span><span class="ff1"> <span class="_ _a"></span><span class="ls5">...................................<span class="ls4">16<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x10 h10 y42 ff1 fs0 fc0 sc0 ls0 ws0">3.1.2.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Spółka jest eksponowan<span class="_ _3"></span>a na ryzyko zw<span class="_ _3"></span>iązan<span class="_ _3"></span>e z konkurencją<span class="_ _3"></span></span> <span class="_ _a"></span><span class="ls5">...................<span class="ls4">17<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y43 ff1 fs0 fc0 sc0 ls0 ws0">3.1.3.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Zmian<span class="_ _3"></span>y <span class="_ _14"> </span>regulacji <span class="_ _14"> </span>prawnych <span class="_ _14"> </span>w <span class="_ _14"> </span>tym <span class="_ _14"> </span>p<span class="_ _3"></span>rzepisów <span class="_ _14"> </span>prawa <span class="_ _14"> </span>podatkoweg<span class="_ _3"></span>o, <span class="_ _14"> </span>jak </span></div><div class="t m0 x10 h2 y44 ff9 fs0 fc0 sc0 ls0 ws0">również <span class="_ _f"> </span>praktyka <span class="_ _1c"> </span>orzecznicza <span class="_ _1c"> </span>mogą <span class="_ _f"> </span>negatywni<span class="_ _3"></span>e <span class="_ _f"> </span>wpływać <span class="_ _f"> </span>na <span class="_ _1c"> </span>obciążenia </div><div class="t m0 x10 h10 y45 ff9 fs0 fc0 sc0 ls0 ws0">publiczn<span class="_ _3"></span>oprawne Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _2"></span><span class="ls5">...................................................................................<span class="ls4">18<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x10 h10 y46 ff1 fs0 fc0 sc0 ls0 ws0">3.1.4.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Istotne <span class="_ _17"> </span>zmi<span class="_ _3"></span>any <span class="_ _d"> </span>mechanizmów <span class="_ _17"> </span>pozycjonowa<span class="_ _3"></span>ni<span class="_ _3"></span>a <span class="_ _17"> </span>i <span class="_ _d"> </span>prezentacji <span class="_ _17"> </span>witryn <span class="_ _d"> </span>w </span></div><div class="t m0 x10 h10 y47 ff9 fs0 fc0 sc0 ls0 ws0">wyszukiwarkach i<span class="_ _3"></span>nternetowych m<span class="_ _3"></span>ogą obni<span class="_ _3"></span>żać popularność serwi<span class="_ _3"></span>sów Spółki<span class="_ _e"></span><span class="ff1"> <span class="_ _1d"></span><span class="ls5">............<span class="ls4">18<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x10 h10 y48 ff1 fs0 fc0 sc0 ls0 ws0">3.1.5.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Spółka jest ekspon<span class="_ _3"></span>owana <span class="_ _3"></span>na ryzyko awa<span class="_ _3"></span>rii <span class="_ _3"></span>sprzętu l<span class="_ _3"></span>ub wystąpi<span class="_ _3"></span>enia błędów w </span></div><div class="t m0 x10 h10 y49 ff1 fs0 fc0 sc0 ls0 ws0">oprogramowani<span class="_ _3"></span>u <span class="_ _c"></span><span class="ls5">.............................................................................................<span class="ls4">20<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y4a ff1 fs0 fc0 sc0 ls0 ws0">3.1.6.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Spółka <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>narażona <span class="_ _1e"> </span>na <span class="_ _1e"> </span>ryzyko <span class="_ _1e"> </span>powstani<span class="_ _3"></span>a <span class="_ _1e"> </span>uzależnieni<span class="_ _3"></span>a <span class="_ _1e"> </span>od <span class="_ _1e"> </span>kluczowych </span></div><div class="t m0 x10 h10 y4b ff9 fs0 fc0 sc0 ls0 ws0">klientów i<span class="_ _3"></span> dostawców<span class="_ _3"></span><span class="ff1"> <span class="_ _1d"></span><span class="ls5">.......................................................................................<span class="ls4">20<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x10 h10 y4c ff1 fs0 fc0 sc0 ls0 ws0">3.1.7.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Spółka <span class="_ _b"> </span>jest <span class="_ _1f"> </span>narażona <span class="_ _b"> </span>na <span class="_ _1f"> </span>ryzyk<span class="_ _3"></span>o <span class="_ _1f"> </span>ni<span class="_ _3"></span>epowodzenia <span class="_ _b"> </span>reali<span class="_ _3"></span>zacji <span class="_ _1f"> </span>strategi<span class="_ _3"></span>i <span class="_ _b"> </span>rozwoju </span></div><div class="t m0 x10 h10 y4d ff9 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1"> <span class="_ _6"> </span><span class="ls4">21</span><span class="ff7 fs6"> </span></span></div><div class="t m0 x10 h10 y4e ff1 fs0 fc0 sc0 ls0 ws0">3.1.8.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Prowadzenie <span class="_ _16"> </span>p<span class="_ _3"></span>rac <span class="_ _16"> </span>rozwojowych <span class="_ _16"> </span>wi<span class="_ _3"></span>ąże <span class="_ _16"> </span>si<span class="_ _3"></span>ę <span class="_ _16"> </span>z <span class="_ _16"> </span>ryzyki<span class="_ _3"></span>em <span class="_ _16"> </span>nieosiągn<span class="_ _3"></span>ięcia </span></div><div class="t m0 x10 h10 y4f ff9 fs0 fc0 sc0 ls0 ws0">zakładanych efektów ta<span class="_ _3"></span>kich p<span class="_ _3"></span>rac<span class="ff1"> <span class="_ _5"></span><span class="ls5">.......................................................................<span class="ls4">21<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x10 h10 y50 ff1 fs0 fc0 sc0 ls0 ws0">3.1.9.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Spółka <span class="_ _1b"> </span>je<span class="_ _3"></span>st</span> <span class="_ _12"> </span><span class="ff9">narażone <span class="_ _12"> </span>na <span class="_ _1b"> </span>ryzyko <span class="_ _1b"> </span>n<span class="_ _3"></span>iedostos<span class="_ _3"></span>owani<span class="_ _3"></span>a <span class="_ _1b"> </span>do <span class="_ _12"> </span>nowych <span class="_ _1b"> </span>regul<span class="_ _3"></span>acji<span class="_ _3"></span> <span class="_ _1b"> </span>w </span></div><div class="t m0 x10 h10 y51 ff1 fs0 fc0 sc0 ls0 ws0">zakresie ochrony dan<span class="_ _3"></span>ych osobowych<span class="_ _3"></span> <span class="_ _9"></span><span class="ls5">................................................................<span class="ls0">.<span class="ls4">23</span><span class="ff7 fs6"> </span></span></span></div><div class="t m0 x10 h10 y52 ff1 fs0 fc0 sc0 ls0 ws0">3.1.10.<span class="ff7 fs6"> <span class="_ _20"> </span></span><span class="ff9">Spółka jest naraż<span class="_ _3"></span>ona</span> <span class="ff9">na ryzyko obni<span class="_ _3"></span>żeni<span class="_ _3"></span>a płynności</span> <span class="_ _18"></span><span class="ls5">............................<span class="ls4">23<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 xf h10 y53 ff1 fs0 fc0 sc0 ls0 ws0">3.2.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Czynni<span class="_ _3"></span>ki ryzyka związane z otocz<span class="_ _3"></span>eniem Spółki<span class="_ _e"></span></span> <span class="_ _a"></span><span class="ls5">.............................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">24<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x10 h10 y54 ff1 fs0 fc0 sc0 ls0 ws0">3.2.1.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Spółka jest eksponowan<span class="_ _3"></span>a na ryzyko zw<span class="_ _3"></span>iązan<span class="_ _3"></span>e z otoczeniem prawnym<span class="_ _e"></span></span> <span class="ls5">......<span class="ls4">24</span></span><span class="ff7 fs6"> </span></div><div class="t m0 x10 h10 y55 ff1 fs0 fc0 sc0 ls0 ws0">3.2.2.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Na <span class="_ _3"></span>Spółkę <span class="_ _e"></span>oddzi<span class="_ _3"></span>ałuj<span class="_ _3"></span>e <span class="_ _3"></span>ryzyko <span class="_ _3"></span>z<span class="_ _3"></span>wiązan<span class="_ _3"></span>e <span class="_ _3"></span>z <span class="_ _e"></span>ogólną <span class="_ _e"></span>sytuacją <span class="_ _e"></span>makroekonom<span class="_ _3"></span>iczn<span class="_ _3"></span>ą</span></div><div class="t m0 x10 h10 y56 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _21"> </span><span class="ls4">24</span><span class="ff7 fs6"> </span></div><div class="t m0 x10 h10 y57 ff1 fs0 fc0 sc0 ls0 ws0">3.2.3.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Na <span class="_ _1a"> </span>Spółkę</span> <span class="_ _17"> </span><span class="ff9">wpływ <span class="_ _1a"> </span>wy<span class="_ _3"></span>wi<span class="_ _3"></span>era <span class="_ _1a"> </span>ryzyko <span class="_ _1a"> </span>z<span class="_ _3"></span>wiązane <span class="_ _17"> </span>z <span class="_ _1a"> </span>koniun<span class="_ _3"></span>kturą <span class="_ _1a"> </span>na <span class="_ _17"> </span>rynku </span></div><div class="t m0 x10 h10 y58 ff1 fs0 fc0 sc0 ls0 ws0">bankowym <span class="_ _a"></span><span class="ls5">.....................................................................................................<span class="ls4">25<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y59 ff1 fs0 fc0 sc0 ls0 ws0">3.2.4.<span class="ff7 fs6"> <span class="_ _8"> </span></span><span class="ff9">Nieprzewidzi<span class="_ _3"></span>ane <span class="_ _1f"> </span>czynni<span class="_ _3"></span>ki <span class="_ _1f"> </span>otoczeni<span class="_ _3"></span>a <span class="_ _1f"> </span>Spółki<span class="_ _3"></span> <span class="_ _1f"> </span>mogą <span class="_ _b"> </span>mieć <span class="_ _1f"> </span>istotn<span class="_ _e"></span></span>y <span class="_ _1f"> </span>niekorzystny </div><div class="t m0 x10 h10 y5a ff9 fs0 fc0 sc0 ls0 ws0">wpływ na jej dzi<span class="_ _3"></span>ałalność<span class="ff1"> <span class="ls5">..................................................................................<span class="ls4">25</span></span><span class="ff7 fs6"> </span></span></div><div class="t m0 x1 h10 y5b ff1 fs0 fc0 sc0 ls4 ws0">4.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span><span class="ff9 fs0">OŚWIADCZEN<span class="_ _3"></span>IE O STOSOWAN<span class="_ _3"></span>IU ZASAD ŁADU<span class="_ _3"></span> KOR<span class="ff1">PORA<span class="_ _3"></span>CYJNEGO<span class="_ _3"></span> <span class="_ _7"></span><span class="ls5">......................<span class="ls0"> <span class="_ _5"></span><span class="ls4">25<span class="ff7 fs6 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xf h10 y5c ff1 fs0 fc0 sc0 ls0 ws0">4.1.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Wskazanie  zbi<span class="_ _3"></span>oru  zasad  ładu  korpor<span class="_ _2"></span>acyjneg<span class="_ _3"></span>o,  któremu  podlega  emi<span class="_ _3"></span>tent, </span></div><div class="t m0 xf h10 y5d ff9 fs0 fc0 sc0 ls0 ws0">oraz miejsca, gdzi<span class="_ _3"></span>e tekst zbi<span class="_ _3"></span>oru zasad jest publ<span class="_ _3"></span>iczni<span class="_ _3"></span>e dostępny<span class="_ _3"></span><span class="ff1"> <span class="_ _a"></span><span class="ls5">...............................<span class="ls0"> <span class="_ _5"></span><span class="ls4">25<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 xf h10 y5e ff1 fs0 fc0 sc0 ls0 ws0">4.2.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Wskazanie <span class="_ _12"> </span>postanowień <span class="_ _12"> </span>zbioru <span class="_ _1b"> </span>zasad <span class="_ _12"> </span>ładu <span class="_ _12"> </span>ko<span class="_ _2"></span>rporacyjneg<span class="_ _3"></span>o <span class="_ _1b"> </span>w <span class="_ _1b"> </span>z<span class="_ _3"></span>akresi<span class="_ _3"></span>e, <span class="_ _1b"> </span>w </span></div><div class="t m0 xf h2 y5f ff9 fs0 fc0 sc0 ls0 ws0">jakim <span class="_ _14"> </span>emi<span class="_ _3"></span>tent <span class="_ _14"> </span>odstąpi<span class="_ _3"></span>ł <span class="_ _14"> </span>od <span class="_ _14"> </span>tych <span class="_ _14"> </span>p<span class="_ _3"></span>ostanowi<span class="_ _3"></span>eń <span class="_ _14"> </span>oraz <span class="_ _14"> </span>w<span class="_ _3"></span>yjaśn<span class="_ _3"></span><span class="ff1">i<span class="_ _3"></span>enie <span class="_ _14"> </span>przyczyn <span class="_ _14"> </span>t<span class="_ _3"></span>ego </span></div><div class="t m0 xf h10 y60 ff9 fs0 fc0 sc0 ls0 ws0">odstąpieni<span class="_ _3"></span>a<span class="ff1"> <span class="_ _a"></span><span class="ls5">.......................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">26<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1514.080000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1474.140000px;width:458.100000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:1434.180000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1406.220000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1366.280000px;width:457.500000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:1326.320000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1298.380000px;width:461.520000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1270.420000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1230.460000px;width:457.500000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1202.520000px;width:461.520000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1162.560000px;width:457.500000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1134.600000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1094.660000px;width:457.500000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1066.700000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1026.760000px;width:457.500000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:998.800000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:958.840000px;width:83.210000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:930.900000px;width:461.520000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:890.940000px;width:457.500000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:862.980000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:823.040000px;width:457.500000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:783.080000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:743.120000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:703.180000px;width:437.350000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:675.220000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:635.280000px;width:83.210000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:607.320000px;width:461.520000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:567.360000px;width:457.500000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:539.420000px;width:461.520000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:499.460000px;width:457.500000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:459.500000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:431.560000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:391.600000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:363.660000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:335.700000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:295.740000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">4 </div></div><div class="t m0 xf h10 y3d ff1 fs0 fc0 sc0 ls0 ws0">4.3.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Opis <span class="_ _22"> </span>głównych <span class="_ _22"> </span>cech <span class="_ _22"> </span>stosowanych <span class="_ _22"> </span>systemów <span class="_ _22"> </span>kontroli <span class="_ _22"> </span>wewnętrznej <span class="_ _22"> </span>i </span></div><div class="t m0 xf h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">zarządzani<span class="_ _3"></span>a <span class="_ _23"> </span>ryzykiem <span class="_ _16"> </span>w <span class="_ _23"> </span>odniesi<span class="_ _3"></span>eni<span class="_ _3"></span>u <span class="_ _23"> </span>do <span class="_ _16"> </span>procesu <span class="_ _23"> </span>sporządzani<span class="_ _3"></span>a <span class="_ _16"> </span>spraw<span class="_ _3"></span>ozdań </div><div class="t m0 xf h10 y61 ff9 fs0 fc0 sc0 ls0 ws0">finansowych i<span class="_ _3"></span> skonsoli<span class="_ _3"></span>dowanych sprawozdań<span class="_ _3"></span> finansowych<span class="_ _e"></span><span class="ff1"> <span class="_ _18"></span><span class="ls5">......................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">29<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 xf h10 y62 ff1 fs0 fc0 sc0 ls0 ws0">4.4.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Akcjonariusze p<span class="_ _3"></span>osiadający b<span class="_ _3"></span>ezpośr<span class="_ _3"></span>ednio l<span class="_ _3"></span>ub pośrednio znaczn<span class="_ _3"></span>e pakiety akcji<span class="_ _3"></span></span> <span class="_ _c"></span><span class="ls5">...<span class="ls0"> <span class="_ _5"></span><span class="ls4">30<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y41 ff1 fs0 fc0 sc0 ls0 ws0">4.5.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Wskazanie <span class="_ _15"> </span>posi<span class="_ _3"></span>adaczy <span class="_ _16"> </span>wszelkich <span class="_ _16"> </span>papierów <span class="_ _15"> </span>wartościowy<span class="_ _3"></span>ch, <span class="_ _15"> </span>które <span class="_ _15"> </span>daj<span class="_ _3"></span>ą </span></div><div class="t m0 xf h10 y63 ff1 fs0 fc0 sc0 ls0 ws0">specjalne uprawni<span class="_ _3"></span>eni<span class="_ _3"></span>a kontrolne<span class="_ _3"></span> <span class="_ _c"></span><span class="ls5">..........................................................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">30<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y64 ff1 fs0 fc0 sc0 ls0 ws0">4.6.<span class="ff7 fs6"> <span class="_ _6"> </span></span>Wskazanie  wsz<span class="ff9">elkich  ograniczeń  odnośnie <span class="_ _12"> </span>do <span class="_ _12"> </span>wykonywani<span class="_ _3"></span>a  prawa <span class="_ _12"> </span>głosu, </span></div><div class="t m0 xf h2 y65 ff9 fs0 fc0 sc0 ls0 ws0">takich  jak  ograniczenie  wykonywani<span class="_ _3"></span>a  prawa  głosu <span class="_ _12"> </span>przez  posiadaczy  określonej </div><div class="t m0 xf h2 y66 ff9 fs0 fc0 sc0 ls0 ws0">części <span class="_ _24"> </span>lub <span class="_ _24"> </span>liczby <span class="_ _24"> </span>głosów, <span class="_ _24"> </span>ograniczeni<span class="_ _3"></span>a  cza<span class="_ _3"></span>sowe  d<span class="_ _3"></span>otyczące <span class="_ _24"> </span>wykonywan<span class="_ _3"></span>ia <span class="_ _24"> </span>prawa </div><div class="t m0 xf h2 y67 ff9 fs0 fc0 sc0 ls0 ws0">głosu <span class="_ _1b"> </span>lu<span class="_ _3"></span>b <span class="_ _1b"> </span>zapisy, <span class="_ _1b"> </span>zgod<span class="_ _3"></span>nie <span class="_ _1b"> </span>z <span class="_ _12"> </span>którymi, <span class="_ _1b"> </span>przy <span class="_ _1b"> </span>współp<span class="_ _3"></span>ra<span class="_ _3"></span>cy <span class="_ _1b"> </span>spółki<span class="_ _3"></span>, <span class="_ _1b"> </span>prawa <span class="_ _1b"> </span>kap<span class="_ _3"></span>itałowe<span class="_ _3"></span> </div><div class="t m0 xf h2 y68 ff9 fs0 fc0 sc0 ls0 ws0">związ<span class="_ _3"></span>ane <span class="_ _1a"> </span>z <span class="_ _1a"> </span>pap<span class="_ _2"></span>ierami <span class="_ _1a"> </span>wartościowymi<span class="_ _3"></span> <span class="_ _1a"> </span>są <span class="_ _1a"> </span>oddzielone <span class="_ _1a"> </span>od <span class="_ _1a"> </span>posiadani<span class="_ _3"></span>a <span class="_ _1a"> </span>papierów </div><div class="t m0 xf h10 y69 ff9 fs0 fc0 sc0 ls0 ws0">wartościowych<span class="_ _3"></span><span class="ff1"> <span class="_ _c"></span><span class="ls5">...................................................................................................<span class="ls0"> <span class="_ _1d"></span><span class="ls4">30<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 xf h10 y6a ff1 fs0 fc0 sc0 ls0 ws0">4.7.<span class="ff7 fs6"> <span class="_ _6"> </span></span>Wskazanie <span class="_ _25"></span>w<span class="ff9">szel<span class="_ _3"></span>kich <span class="_ _25"></span>ograniczeń <span class="_ _25"></span>dotyczących <span class="_ _25"></span>przenoszeni<span class="_ _3"></span>a <span class="_ _25"></span>prawa <span class="_ _25"></span>własności </span></div><div class="t m0 xf h10 y6b ff9 fs0 fc0 sc0 ls0 ws0">papierów wartości<span class="_ _3"></span>owych Emi<span class="_ _3"></span>tenta<span class="ff1"> <span class="_ _1d"></span><span class="ls5">................................<span class="_ _3"></span>........................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">30<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 xf h10 y6c ff1 fs0 fc0 sc0 ls0 ws0">4.8.<span class="ff7 fs6"> <span class="_ _6"> </span></span><span class="ff9">Opis <span class="_ _1b"> </span>zasad <span class="_ _1b"> </span>dotyczący<span class="_ _3"></span>ch <span class="_ _1b"> </span>powoływa<span class="_ _3"></span>ni<span class="_ _3"></span>a <span class="_ _1b"> </span>i <span class="_ _1b"> </span>odwoływani<span class="_ _3"></span>a <span class="_ _1b"> </span>osób <span class="_ _1b"> </span>zarządzających </span></div><div class="t m0 xf h2 y6d ff9 fs0 fc0 sc0 ls0 ws0">oraz ich <span class="_ _3"></span>uprawnień, w <span class="_ _3"></span>szczególności<span class="_ _3"></span> prawo do p<span class="_ _3"></span>odjęcia <span class="_ _3"></span>decyzji <span class="_ _3"></span>o emisji l<span class="_ _3"></span>ub wykupie </div><div class="t m0 xf h10 y6e ff1 fs0 fc0 sc0 ls0 ws0">akcji <span class="_ _23"> </span><span class="ls4">31</span><span class="ff7 fs6"> </span></div><div class="t m0 xf h10 y6f ff1 fs0 fc0 sc0 ls0 ws0">4.9.<span class="ff7 fs6"> <span class="_ _6"> </span></span>Opis zasad zmi<span class="_ _3"></span>any statutu<span class="_ _3"></span> Emitenta<span class="_ _3"></span> <span class="_ _a"></span><span class="ls5">...........................................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">31<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y70 ff1 fs0 fc0 sc0 ls0 ws0">4.10.<span class="ff7 fs6"> <span class="_ _1a"> </span></span><span class="ff9">Sposób <span class="_ _3"></span>dzi<span class="_ _3"></span>ałani<span class="_ _3"></span>a <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zg<span class="_ _3"></span>romadzeni<span class="_ _3"></span>a <span class="_ _3"></span>i<span class="_ _3"></span> <span class="_ _3"></span>jego <span class="_ _3"></span>zasadn<span class="_ _3"></span>icze <span class="_ _3"></span>u<span class="_ _3"></span>prawnienia <span class="_ _e"></span>oraz </span></div><div class="t m0 xf h10 y71 ff1 fs0 fc0 sc0 ls0 ws0">opis praw akcjona<span class="_ _3"></span>riuszy i<span class="_ _3"></span> sposobu ich wy<span class="_ _3"></span>konywani<span class="_ _3"></span>a <span class="_ _5"></span><span class="ls5">...............................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">31<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 xf h10 y72 ff1 fs0 fc0 sc0 ls0 ws0">4.11.<span class="ff7 fs6"> <span class="_ _1a"> </span></span><span class="ff9">Skład <span class="_ _24"> </span>osobowy <span class="_ _24"> </span>i <span class="_ _24"> </span>zmi<span class="_ _3"></span>any, <span class="_ _24"> </span>które <span class="_ _24"> </span>w <span class="_ _24"> </span>nim <span class="_ _24"> </span>zaszły <span class="_ _24"> </span>w <span class="_ _24"> </span>ciągu<span class="_ _3"></span> <span class="_ _24"> </span>ostatniego <span class="_ _24"> </span>roku </span></div><div class="t m0 xf h2 y73 ff9 fs0 fc0 sc0 ls0 ws0">obrotowego, <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>opi<span class="_ _3"></span>s <span class="_ _1a"> </span>działania <span class="_ _1a"> </span>organów <span class="_ _1a"> </span>z<span class="_ _3"></span>arządzających, <span class="_ _1a"> </span>nadz<span class="_ _3"></span>orujących <span class="_ _1a"> </span>lub<span class="_ _3"></span> </div><div class="t m0 xf h10 y74 ff9 fs0 fc0 sc0 ls0 ws0">admini<span class="_ _3"></span>strujących Emitent<span class="_ _3"></span>a oraz ich komi<span class="_ _3"></span>tetów<span class="ff1"> <span class="_ _2"></span><span class="ls5">......................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">33<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 x10 h10 y75 ff1 fs0 fc0 sc0 ls0 ws0">4.11.1.<span class="ff7 fs6"> <span class="_ _20"> </span></span><span class="ff9">Zarząd</span> <span class="_ _c"></span><span class="ls5">...........................................................................................<span class="ls4">33<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x10 h10 y76 ff1 fs0 fc0 sc0 ls0 ws0">4.11.2.<span class="ff7 fs6"> <span class="_ _20"> </span></span>Rada Nadzorcza<span class="_ _3"></span> <span class="_ _a"></span><span class="ls5">..............................................................................<span class="ls4">34<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x1 h10 y77 ff1 fs0 fc0 sc0 ls4 ws0">5.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span><span class="ff9 fs0">ZNACZĄCE UMOWY<span class="_ _3"></span><span class="ff1"> <span class="ls5">........................................................................................</span> <span class="_ _5"></span><span class="ls4">35<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 x1 h10 y78 ff1 fs0 fc0 sc0 ls4 ws0">6.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span><span class="ff9 fs0">POSTĘPOWANIA SĄD<span class="_ _3"></span>OWE<span class="_ _3"></span><span class="ff1"> <span class="_ _18"></span><span class="ls5">...............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">35<span class="ff7 fs6 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h10 y79 ff1 fs0 fc0 sc0 ls4 ws0">7.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span></span><span class="ls0">TRANSAKCJE Z JE<span class="_ _3"></span>DNOST<span class="ff9">KAMI P<span class="_ _3"></span>OWIĄZANYM<span class="_ _3"></span>I</span> <span class="ls5">...................................................</span> <span class="_ _5"></span><span class="ls4">35<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x1 h10 y7a ff1 fs0 fc0 sc0 ls4 ws0">8.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span><span class="ff9 fs0">ZACIĄGNIĘTE I W<span class="ff1">Y<span class="_ _3"></span>POWIEDZ<span class="_ _3"></span>IANE UMOWY D<span class="_ _3"></span></span>OTYCZĄCE<span class="_ _3"></span> KREDYTÓW <span class="_ _3"></span>I POŻYCZ<span class="_ _3"></span>EK<span class="ff1"> <span class="_ _19"></span><span class="ls5">...<span class="ls0"> <span class="_ _5"></span><span class="ls4">36<span class="ff7 fs6 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h10 y7b ff1 fs0 fc0 sc0 ls4 ws0">9.<span class="ff7 fs6 ls0"> <span class="_ _4"> </span><span class="ff9 fs0">UDZIELONE POŻYCZK<span class="_ _3"></span>I<span class="_ _3"></span><span class="ff1"> <span class="_ _c"></span><span class="ls5">....................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">36<span class="ff7 fs6 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h10 y7c ff1 fs0 fc0 sc0 ls4 ws0">10.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span></span><span class="ls0">UDZIELONE I OTRZYMA<span class="_ _3"></span>N<span class="ff9">E PORĘCZ<span class="_ _3"></span>ENIA I GWA<span class="_ _3"></span>RA</span>NCJE<span class="_ _3"></span> <span class="ls5">......................................</span> <span class="_ _5"></span><span class="ls4">36<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x1 h10 y7d ff1 fs0 fc0 sc0 ls4 ws0">11.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span><span class="ff9 fs0">WYKORZYSTANIE WPŁY<span class="_ _3"></span>WÓ<span class="ff1">W Z <span class="_ _3"></span>EMISJI <span class="_ _9"></span><span class="ls5">.............................................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">36<span class="ff7 fs6 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h10 y5d ff1 fs0 fc0 sc0 ls4 ws0">12.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span><span class="ff9 fs0">BIEŻĄCE <span class="_ _14"> </span>PROJEKTY/ZMI<span class="ff1">A<span class="_ _3"></span>NY <span class="_ _14"> </span>W <span class="_ _14"> </span>PODS<span class="_ _3"></span>TAWOWYCH <span class="_ _14"> </span>Z</span>ASA<span class="_ _3"></span>DACH <span class="_ _14"> </span>ZA<span class="_ _3"></span>RZĄDZANIA<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h10 y7e ff9 fs0 fc0 sc0 ls0 ws0">PRZEDSIĘBIORSTW<span class="_ _3"></span>EM EM<span class="_ _3"></span><span class="ff1">ITENTA<span class="_ _3"></span><span class="ls5">...........................................................................</span> <span class="_ _5"></span><span class="ls4">36<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x1 h10 y5f ff1 fs0 fc0 sc0 ls4 ws0">13.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span></span><span class="ls0">UMOWY <span class="_ _1e"> </span>Z <span class="_ _1e"> </span>OSOBAMI <span class="_ _1e"> </span>ZARZ<span class="_ _3"></span><span class="ff9">ĄDZAJĄCYM<span class="_ _3"></span>I, <span class="_ _24"> </span>PR<span class="_ _3"></span>ZEWIDUJĄ<span class="_ _3"></span>CE <span class="_ _1e"> </span>REKOMPENSAT<span class="_ _3"></span>Ę <span class="_ _1e"> </span>W </span></span></div><div class="t m0 x1 h2 y60 ff1 fs0 fc0 sc0 ls0 ws0">PRZYPADKU <span class="_ _12"> </span>ICH <span class="_ _1b"> </span>REZYGNACJ<span class="_ _3"></span>I <span class="_ _1b"> </span>LUB <span class="_ _1b"> </span>ZWO<span class="_ _3"></span>LNIENIA <span class="_ _12"> </span>Z <span class="_ _1b"> </span>ZAJMOWANE<span class="_ _3"></span>GO <span class="_ _1b"> </span>STAN<span class="_ _3"></span>OW<span class="_ _3"></span>ISKA </div><div class="t m0 x1 h2 y7f ff9 fs0 fc0 sc0 ls0 ws0">BEZ WAŻ<span class="ff1">N<span class="_ _3"></span>EJ PRZYCZ<span class="_ _3"></span>YNY LUB <span class="_ _3"></span>GD</span>Y <span class="_ _3"></span>ICH <span class="_ _3"></span>ODWOŁANIE <span class="_ _3"></span>LUB <span class="_ _3"></span>ZWOLN<span class="_ _3"></span>IENIE <span class="_ _3"></span>NASTĘPUJE<span class="ff1"> <span class="_ _3"></span><span class="ls7">Z </span></span></div><div class="t m0 x1 h10 y80 ff9 fs0 fc0 sc0 ls0 ws0">POWODU POŁĄCZ<span class="_ _3"></span>ENIA EM<span class="_ _3"></span>ITENTA PRZ<span class="_ _3"></span>EZ PRZEJĘC<span class="_ _3"></span><span class="ff1 ls6">IE<span class="ls0"> <span class="_ _a"></span><span class="ls5">................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">36<span class="ff7 fs6 ls0"> </span></span></span></span></span></span></div><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1514.080000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1486.140000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1446.180000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:1406.220000px;width:448.200000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1378.280000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1338.320000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1310.380000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1282.420000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1254.460000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1226.520000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1198.560000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1158.600000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1130.660000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1090.700000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1062.760000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1034.800000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:994.840000px;width:61.210000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:157.100000px;bottom:954.900000px;width:448.200000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:926.940000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:886.980000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:859.040000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:831.080000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:791.120000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:751.180000px;width:437.350000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:177.600000px;bottom:711.220000px;width:437.350000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:671.280000px;width:458.100000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:631.320000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:591.360000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:551.420000px;width:458.100000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:511.460000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:471.500000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:431.560000px;width:458.100000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:403.600000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:363.660000px;width:458.100000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:335.700000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:307.740000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:279.800000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:239.840000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">5 </div></div><div class="t m0 x1 h10 y3d ff1 fs0 fc0 sc0 ls4 ws0">14.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span><span class="ff9 fs0">WYNAGRODZENIA ZAR<span class="_ _3"></span>ZĄD<span class="ff1">U <span class="_ _3"></span>I RADY NADZORC<span class="_ _3"></span>ZEJ <span class="_ _5"></span><span class="ls5">.............................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">36<span class="ff7 fs6 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x1 h10 y81 ff1 fs0 fc0 sc0 ls4 ws0">15.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span></span><span class="ls0">LICZBA <span class="_ _e"></span>AK<span class="_ _3"></span>CJI <span class="_ _26"></span>COMPER<span class="_ _3"></span>IA.PL <span class="_ _26"></span>S.A. <span class="_ _26"></span>POSIADA<span class="_ _3"></span>NYC<span class="ff9">H <span class="_ _26"></span>PRZ<span class="_ _3"></span>EZ <span class="_ _e"></span>OS<span class="_ _3"></span>OBY <span class="_ _26"></span>ZARZĄD<span class="_ _3"></span>ZAJĄCE </span></span></div><div class="t m0 x1 h10 y3f ff9 fs0 fc0 sc0 ls0 ws0">LUB NADZORUJĄC<span class="_ _3"></span>E COMP<span class="ff1">ER<span class="_ _3"></span>IA.PL S.A.<span class="_ _3"></span> <span class="ls5">...................................................................</span> <span class="_ _1d"></span><span class="ls4">37<span class="ff7 fs6 ls0"> </span></span></span></div><div class="t m0 x1 h10 y40 ff1 fs0 fc0 sc0 ls4 ws0">16.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span></span><span class="ls0">INFORMACJE <span class="_ _13"> </span>O <span class="_ _14"> </span>UM<span class="_ _3"></span>OWACH<span class="_ _3"></span><span class="ff9">, <span class="_ _13"> </span>W <span class="_ _14"> </span>WYN<span class="_ _3"></span>IKU <span class="_ _13"> </span>KTÓRYCH <span class="_ _13"> </span>MOGĄ <span class="_ _13"> </span>W <span class="_ _13"> </span>PRZYSZŁOŚC<span class="_ _3"></span>I </span></span></div><div class="t m0 x1 h2 y41 ff9 fs0 fc0 sc0 ls0 ws0">NASTĄPIĆ <span class="_ _27"> </span>ZMIANY <span class="_ _27"> </span>W <span class="_ _27"> </span>PR<span class="_ _3"></span><span class="ff1">OPORCJACH <span class="_ _27"> </span>POS<span class="_ _3"></span>IADANYCH <span class="_ _28"> </span>AKCJI <span class="_ _27"> </span>PRZEZ </span></div><div class="t m0 x1 h10 y63 ff1 fs0 fc0 sc0 ls0 ws0">DOTYCHCZASOW<span class="_ _3"></span>YCH AK<span class="_ _3"></span>CJONARIUSZY <span class="_ _3"></span>I OBLIGA<span class="_ _3"></span>TARIUSZY<span class="_ _3"></span> <span class="_ _5"></span><span class="ls5">.......................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">38<span class="ff7 fs6 ls0"> </span></span></span></span></div><div class="t m0 x1 h10 y64 ff1 fs0 fc0 sc0 ls4 ws0">17.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span></span><span class="ls0">INFORMACJE O SYSTEM<span class="_ _3"></span>I<span class="ff9">E KONTR<span class="_ _3"></span>OLI PROGRAM<span class="_ _3"></span>ÓW</span> AKCJ<span class="_ _3"></span>I PRACOWN<span class="_ _3"></span>ICZYCH <span class="_ _a"></span><span class="ls5">........<span class="ls0"> <span class="_ _5"></span><span class="ls4">38<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 x1 h10 y44 ff1 fs0 fc0 sc0 ls4 ws0">18.<span class="ff7 fs6 ls0"> <span class="_ _12"> </span></span><span class="ls0">INFORMACJE O FIRMIE <span class="_ _3"></span>AUDYTORSK<span class="_ _3"></span>IEJ <span class="_ _19"></span><span class="ls5">.............................................................<span class="ls0"> <span class="_ _c"></span><span class="ls4">38<span class="ff7 fs6 ls0"> </span></span></span></span></span></div><div class="t m0 x1 h2 y82 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y83 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span><span class="ff4"> </span></div><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1502.080000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1474.140000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1434.180000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1406.220000px;width:458.000000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1378.280000px;width:458.000000px;height:13.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1338.320000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1298.380000px;width:458.100000px;height:19.970000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1258.420000px;width:458.100000px;height:19.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAIAAAC3LO29AAAACXBIWXMAABYlAAAWJQFJUiTwAAAE10lEQVR42uWcb0wbZRzHfz2O0fYof7q2t3HgpRKNbCWLYpgQWWYT3dYESZSElzO+AMlebC8MvjDjhYsvRoyRFwbHK018Y1JfTJPBYlLmatgkoiFW0BdbU/GAUiiscO0xnt35oh2U0pZyvbZ3z76v2uul7Se/5/k9z+/p71udJElQFAU2tnceWwxlFEkU53PJQrxpSEDTIcG/8fheMHpngQ/GUKY7nQzVVKNvtRkctRUv1VSQhE7xL6NTMIaTwaj7YcT98FEWpOxyMtTFF2s7WZOCEVaAMCSg0bm1G7Nh2WBpUa++Ymu1GvKPal6EgY3tq78Fv3vwqEBTiDaQQ68d67ZX5cMpk5BHYr93oXBsKZyjZ5jzDZVFIkSi5PZHLk78B8WVk6G+ep1hTeWFJQwJ6MKtwJ9hAUqkL9qP958wF4pwfH6z63YASi0nQ7nffC73ZJsr4ad/hD6ZXgZ1iDaQ0+82WvWkMoRIlN7/mStOUjkU5K0LrMOsz5cQiVLn7YCH40GVmui0t9NG+YQqx4tr+p3G7JHMNl+vz6yoHA8AXGOBkIDkxHBkNnxlchG0INpAzvW8kCm7pr/qCwtawQOAYAx1//TvIUYpj0TXWAA0JQ/Hj8yGcyXs9y4oWCUUTVcmF5OL7IyEvrCgtqUvd33wC3cAIRKl9+5woFl5OH58fjMbodsfKeGuWhH13uWQKKUnRKI0cH8JNK5gDLn9kfSEbn9EiwlmvwbuLyWHcZfws5kVwELBGJoKxVIJfWFB6zMwWdd+X04lvBnYAIzk4XgeiXsIb2TYEGhX3sXoLqEvLOCRY5I17FvZJfQuRQE7eTg+nlEJAPghEAEc9ff6VoJQ/WWuPPnWtgCAyF4ga1pTyzEAIIJRbAnn1gUAIOKhxFLx2UcA7iLWtp5gjIdEibgXjGJMyPHoGRil+BNa9CTGeMZyHdFqM2BMaNWTz8AorTlShisbbSABgGiqqcCV8GwdBQAEQ2GbadpoIwAQJKGLRxM/2U1HEuth9/PVWBK2WPUJwrfqK/HDow1kvFmDAICO40b8CPueNhYRAECRhJOhMCPsYk179qWXHRbMhuhOg0aCELOB2pfU+5YgpEji0smj2BD2NtWmqZ4uOzAh7GmsTm552yVkTeU9jTgsjNdepTNWwCmvaTSAKV22ewhZU/lgi03ThCMddQecYnx0yqLdbeo3b9Tv7/1KfU4SutEzjBbxms36bntVmgp4/6XzDZVaXDnGXGxa00L6U4yh03RzDu236tHNc2ympuj0hCShG3OxWpmQgy22LG6MbD3CIQHVf/uPyvEunTz6eduxLDdkO2uz6smJTrua8ZwMNXT6gDX8gNPEdtqoWkgnQ/14jj3QEpWT3yIkoJbvH6iqX2Owxfbxy9Zc7szVUVJyP1CyDuUNOoQrCInSwK/BL/9aLW1pm6ORRA5hXOPzm713uZKM2J7G6pGOusPaS+X4D5EoXZ9ZKaYNqtms//os45C1CZHvIS20gXRnWOZpI83XBxzY2B72rRZicjab9R+esuRpkQWlvNw8Er2L0WGfAi4i2kD2nTB3sSaHQhtjnbL/OMAjcWZVkOFZdzLU22yVq8EkwwdbVMKUhMTxaG59a/3xEwCYWo6tPO0wa6ONtRVlAOCoraCNpLWQv7T/D+9/AvBeSsZuAAAAAElFTkSuQmCC"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">6 </div></div><div class="t m0 x11 h2 y3d ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y3e ff4 fs0 fc0 sc0 ls8 ws0">1.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff4">INFORM<span class="_ _3"></span>ACJE PODST<span class="_ _3"></span>AWOWE<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h2 y84 ff9 fs0 fc0 sc0 ls0 ws0">Dane <span class="_ _1b"> </span>finansowe <span class="_ _29"> </span>zawarte <span class="_ _29"> </span>w <span class="_ _1b"> </span>niniejszym <span class="_ _1b"> </span>sprawozdaniu <span class="_ _29"> </span>z<span class="_ _3"></span>ostały <span class="_ _1b"> </span>przedstawi<span class="_ _3"></span>one <span class="_ _29"> </span>w <span class="_ _1b"> </span>tys. <span class="_ _29"> </span>zł, </div><div class="t m0 x1 h2 y40 ff9 fs0 fc0 sc0 ls0 ws0">chyba, że zaznaczono<span class="_ _3"></span> inaczej.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y85 ff4 fs0 fc0 sc0 ls8 ws0">1.1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Comperia.pl S.A.<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h2 y86 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x2 y87 w6 h15"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls0 ws0">Siedzib<span class="_ _3"></span>a </div></div><div class="c x13 y87 w7 h15"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls4 ws0">02<span class="ls0">-673 Warszawa, K<span class="_ _3"></span>onstruktorska<span class="_ _3"></span> 13<span class="_ _3"></span> </span></div></div><div class="c x2 y89 w6 h15"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls0 ws0">REGON </div></div><div class="c x13 y89 w7 h15"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls4 ws0">140913752<span class="ls0"> </span></div></div><div class="c x2 y8a w6 h15"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls0 ws0">NIP </div></div><div class="c x13 y8a w7 h15"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls4 ws0">9512209854<span class="ls0"> </span></div></div><div class="c x2 y8b w6 h16"><div class="t m0 x12 h2 y8c ff9 fs0 fc0 sc0 ls0 ws0">Sąd rejestrowy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x13 y8b w7 h16"><div class="t m0 x12 h2 y8c ff1 fs0 fc0 sc0 ls0 ws0">S<span class="ff9">ąd <span class="_ _26"></span></span>Rejonowy <span class="_ _26"></span>dl<span class="_ _3"></span>a <span class="_ _26"></span>m.st. <span class="_ _26"></span>Warsza<span class="_ _3"></span>wy <span class="_ _26"></span>w <span class="_ _26"></span>Warszawi<span class="_ _3"></span>e, <span class="_ _26"></span>XIII <span class="_ _26"></span><span class="ff9">wydzi<span class="_ _3"></span>ał </span></div><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls0 ws0">gospodarczy Krajoweg<span class="_ _3"></span>o Rejestru S<span class="_ _3"></span><span class="ff9">ądoweg<span class="_ _3"></span>o</span> </div></div><div class="c x2 y8d w6 h17"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls0 ws0">KRS </div></div><div class="c x13 y8d w7 h17"><div class="t m0 x12 h2 y88 ff1 fs0 fc0 sc0 ls4 ws0">0000390656<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y8e ff9 fs0 fc0 sc0 ls0 ws0">Comperia.pl<span class="_ _3"></span> S.A. (dal<span class="_ _3"></span>ej „Spółka”) nie posi<span class="_ _3"></span>ada oddzi<span class="_ _3"></span>ałów.<span class="ff1"> </span></div><div class="t m0 x1 h2 y8f ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1f"> </span>posiada <span class="_ _2a"> </span>100% <span class="_ _2a"> </span>udzi<span class="_ _3"></span>ałów <span class="_ _2a"> </span>w <span class="_ _2a"> </span>Comperi<span class="_ _3"></span>a <span class="_ _2a"> </span>Ubezpi<span class="_ _3"></span>eczenia <span class="_ _2a"> </span>sp. <span class="_ _2a"> </span>z <span class="_ _2a"> </span>o.o <span class="_ _1f"> </span>(dal<span class="_ _3"></span>ej: <span class="_ _2a"> </span>„Jednostka </div><div class="t m0 x1 h2 y90 ff9 fs0 fc0 sc0 ls0 ws0">zależna”)<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h14 y91 ff4 fs0 fc0 sc0 ls8 ws0">1.1.1.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Charakterystyk<span class="_ _3"></span>a dział<span class="_ _3"></span>alności<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y92 ff9 fs0 fc0 sc0 ls0 ws0">Istotą <span class="_ _b"> </span>powstania <span class="_ _b"> </span>Comp<span class="_ _3"></span>erii<span class="_ _3"></span><span class="ff1">.pl <span class="_ _b"> </span></span>było <span class="_ _b"> </span>stworzeni<span class="_ _3"></span>e <span class="_ _b"> </span>możliwości <span class="_ _b"> </span>błyskawi<span class="_ _3"></span>cznego <span class="_ _b"> </span>i <span class="_ _b"> </span>co <span class="_ _b"> </span>ważne <span class="_ _29"> </span>–<span class="ff1"> </span></div><div class="t m0 x1 h2 y93 ff9 fs0 fc0 sc0 ls0 ws0">darmowego <span class="_ _25"></span>po<span class="_ _3"></span>równania <span class="_ _2a"> </span>i <span class="_ _25"></span>wyboru <span class="_ _2a"></span>w <span class="_ _25"></span>jednym <span class="_ _25"></span>mi<span class="_ _3"></span>ejscu <span class="_ _25"></span>naj<span class="_ _3"></span>lepszych <span class="_ _25"></span>p<span class="_ _3"></span>roduktów <span class="_ _2a"></span>w <span class="_ _25"></span>obszarz<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y94 ff9 fs0 fc0 sc0 ls0 ws0">finansów, <span class="_ _1e"> </span>u<span class="_ _3"></span>bezpieczeń <span class="_ _14"> </span>i <span class="_ _1e"> </span>telekomuni<span class="_ _3"></span>kacji <span class="_ _1e"> </span>p<span class="_ _3"></span>o <span class="_ _1e"> </span>to, <span class="_ _1e"> </span>by <span class="_ _1e"> </span>oszczędzać <span class="_ _1e"> </span>c<span class="_ _3"></span>zas <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>pi<span class="_ _3"></span>eni<span class="_ _3"></span>ądze </div><div class="t m0 x1 h2 y95 ff9 fs0 fc0 sc0 ls0 ws0">naszych kli<span class="_ _3"></span>entów. <span class="ff1"> </span></div><div class="t m0 x1 h2 y96 ff9 fs0 fc0 sc0 ls0 ws0">Dział<span class="_ _3"></span>alność <span class="_ _13"> </span>Spółki <span class="_ _2b"> </span>pol<span class="_ _3"></span>ega <span class="_ _13"> </span>na <span class="_ _2b"> </span>prowadzeni<span class="_ _3"></span>u <span class="_ _13"> </span>in<span class="_ _3"></span>ternetowych <span class="_ _2b"> </span>porównywarek <span class="_ _2b"> </span>produktów </div><div class="t m0 x1 h2 y97 ff1 fs0 fc0 sc0 ls0 ws0">finansowych), <span class="_ _4"> </span>niefinansowych <span class="_ _4"> </span>oraz <span class="_ _2c"> </span>GSM, <span class="_ _4"> </span>w <span class="_ _2c"> </span>tym <span class="_ _2c"> </span>portal<span class="_ _3"></span>u <span class="_ _4"> </span>t<span class="_ _2"></span>elekomuni<span class="_ _3"></span>kacyjnego </div><div class="t m0 x1 h2 y98 ff9 fs0 fc0 sc0 ls0 ws0">TELEPOLIS.PL. <span class="_ _1b"> </span>Na <span class="_ _1b"> </span>stronach <span class="_ _1b"> </span>tych <span class="_ _1b"> </span>internauci <span class="_ _1b"> </span>mają <span class="_ _1b"> </span>możliwość <span class="_ _1b"> </span>porównywani<span class="_ _3"></span>a <span class="_ _1b"> </span>produktów </div><div class="t m0 x1 h2 y99 ff1 fs0 fc0 sc0 ls0 ws0">finansowych  (produkty<span class="_ _3"></span>  kredytowe,  lokacyjne  i <span class="_ _24"> </span>ubezpieczeniowe)  oraz  niefin<span class="_ _3"></span>ansowych </div><div class="t m0 x1 h2 y9a ff9 fs0 fc0 sc0 ls0 ws0">(np. tel<span class="_ _3"></span>ekomunikacyjne), <span class="_ _3"></span>oferowanych prz<span class="_ _3"></span>ez partnerów sp<span class="_ _3"></span>ółki i<span class="_ _3"></span> wyboru n<span class="_ _3"></span>ajkorzystniejszej<span class="_ _3"></span> </div><div class="t m0 x1 h2 y9b ff9 fs0 fc0 sc0 ls0 ws0">dla siebi<span class="_ _3"></span>e oferty. Najpopul<span class="_ _3"></span>arniejsze portale nal<span class="_ _3"></span>eżące do Spółki<span class="_ _3"></span> to:<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y9c ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Comperia.pl - pi<span class="_ _3"></span>erwsza <span class="ff9">w Polsce por<span class="_ _3"></span>ównywarka produkt<span class="_ _3"></span>ów fi<span class="_ _3"></span>nansow</span>ych<span class="_ _3"></span>, </span></span></div><div class="t m0 x1 h18 y9d ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">eH<span class="_ _2"></span>ipoteka.c<span class="_ _3"></span>om - <span class="ff9">in<span class="_ _3"></span>ternetowa wyszuki<span class="_ _3"></span>warka kred<span class="_ _3"></span>ytów hipotecznych<span class="_ _3"></span>,<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h18 y9e ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Banki.pl - <span class="ff9">l<span class="_ _3"></span>okalizator <span class="_ _16"> </span>pl<span class="_ _3"></span>acówek <span class="_ _16"> </span>ban<span class="_ _3"></span>kowych<span class="_ _3"></span></span> <span class="_ _23"> </span>oraz <span class="_ _16"> </span><span class="ff9">ban<span class="_ _3"></span>komatów <span class="_ _23"> </span>ze <span class="_ _23"> </span>zin<span class="_ _3"></span>tegrowaną </span></span></span></div><div class="t m0 x14 h2 y9f ff9 fs0 fc0 sc0 ls0 ws0">porównywarką ofe<span class="_ _3"></span>rt bankowych,<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 ya0 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">TELEPOLIS.PL - <span class="ff9">portal<span class="_ _3"></span> zajmujący si<span class="_ _3"></span>ę tematyką ofert GSM i<span class="_ _3"></span> telekomuni<span class="_ _3"></span>kacji. <span class="_ _e"></span></span> </span></span></div><div class="t m0 x1 h2 ya1 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"> </span>przypadku <span class="_ _1a"> </span>zai<span class="_ _3"></span>ntere<span class="_ _3"></span>sowania <span class="_ _1a"> </span>konk<span class="_ _3"></span>retnym <span class="_ _1a"> </span>produkt<span class="_ _3"></span>em <span class="_ _1a"> </span>oferowan<span class="_ _3"></span>ym <span class="_ _1a"> </span>przez <span class="_ _17"> </span>partn<span class="_ _3"></span>era </div><div class="t m0 x1 h2 ya2 ff9 fs0 fc0 sc0 ls0 ws0">współpracując<span class="ff1">eg<span class="_ _3"></span>o <span class="_ _1f"> </span></span>z <span class="_ _1f"> </span>Co<span class="_ _3"></span>mperią<span class="ff1"> <span class="_ _b"> </span></span>(np. <span class="_ _1f"> </span>instytucję <span class="_ _1f"> </span>fi<span class="_ _3"></span>nansową)<span class="_ _3"></span><span class="ff1">, <span class="_ _1f"> </span>i<span class="_ _3"></span>nternauta <span class="_ _1f"> </span>poprzez <span class="_ _1f"> </span>fo<span class="_ _3"></span>rmularz </span></div><div class="t m0 x1 h2 ya3 ff9 fs0 fc0 sc0 ls0 ws0">ma <span class="_ _1b"> </span>możli<span class="_ _3"></span>wość <span class="_ _1b"> </span>pozostawi<span class="_ _3"></span>enia <span class="_ _1b"> </span>swoich <span class="_ _12"> </span>danych <span class="_ _1b"> </span>kontaktowych <span class="_ _1b"> </span>(tzw. <span class="_ _1b"> </span>„l<span class="_ _3"></span>ead”), <span class="_ _1b"> </span>co <span class="_ _1b"> </span>um<span class="_ _3"></span>ożli<span class="_ _3"></span>wi </div><div class="t m0 x1 h2 ya4 ff1 fs0 fc0 sc0 ls0 ws0">temu <span class="_ _24"> </span><span class="ff9">partnero<span class="_ _3"></span>wi, <span class="_ _24"> </span>kontakt <span class="_ _1e"> </span>z <span class="_ _24"> </span>in<span class="_ _3"></span>ternautą <span class="_ _24"> </span>i<span class="_ _3"></span> <span class="_ _24"> </span>sfinalizowani<span class="_ _3"></span>e <span class="_ _24"> </span>transakcji<span class="_ _3"></span>. <span class="_ _1e"> </span>Partnerzy <span class="_ _24"> </span>Sp<span class="_ _3"></span>ółki, </span></div><div class="t m0 x1 h2 ya5 ff9 fs0 fc0 sc0 ls0 ws0">bezpośrednio <span class="_ _2b"> </span>l<span class="_ _3"></span>ub <span class="_ _2b"> </span>z<span class="_ _3"></span>a <span class="_ _2b"> </span>pośrednictwem <span class="_ _2b"> </span>dom<span class="_ _3"></span>ów <span class="_ _2b"> </span>medi<span class="_ _3"></span>owych <span class="_ _2b"> </span>płacą <span class="_ _1a"> </span>Spółce <span class="_ _2b"> </span>p<span class="_ _3"></span>rowizj<span class="_ _3"></span>ę <span class="_ _2b"> </span>za </div><div class="t m0 x1 h2 ya6 ff9 fs0 fc0 sc0 ls0 ws0">otrzymywani<span class="_ _3"></span>e leadów, sprzedaż<span class="_ _3"></span> produktu<span class="_ _3"></span><span class="ff1">, itp<span class="_ _3"></span><span class="ls5">. </span> </span></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x1 y14 w8 h19" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">7 </div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Dział<span class="_ _3"></span>alność <span class="_ _1a"> </span>Spółki<span class="_ _3"></span>, <span class="_ _17"> </span>polegająca <span class="_ _17"> </span>na <span class="_ _17"> </span>generowaniu <span class="_ _17"> </span>leadów<span class="ff1">, <span class="_ _17"> </span>z</span>wiąz<span class="_ _3"></span>ana <span class="_ _17"> </span>jest <span class="_ _1a"> </span>z <span class="_ _17"> </span>rynkiem </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">internetowej <span class="_ _3"></span>reklamy <span class="_ _3"></span>efektywn<span class="_ _3"></span>ościowej. Sp<span class="_ _3"></span>ółka <span class="_ _3"></span>osiąga r<span class="_ _3"></span>ównież <span class="_ _3"></span>przychody <span class="_ _3"></span>z umi<span class="_ _3"></span>eszczania </div><div class="t m0 x1 h2 y61 ff1 fs0 fc0 sc0 ls0 ws0">na <span class="_ _1a"> </span>swoi<span class="_ _3"></span>ch <span class="_ _1a"> </span>p<span class="_ _3"></span>ortalach <span class="_ _1a"> </span>rekl<span class="_ _3"></span>am <span class="_ _17"> </span>w<span class="_ _2"></span>izerunkowych<span class="_ _3"></span> <span class="_ _1a"> </span>in<span class="_ _3"></span>stytucji <span class="_ _17"> </span>f<span class="_ _2"></span>inansowych<span class="_ _e"></span> <span class="_ _1a"> </span><span class="ff9">i<span class="_ _3"></span> <span class="_ _1a"> </span>pośrednictwa </span></div><div class="t m0 x1 h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">ubezpieczeni<span class="_ _3"></span>owego. </div><div class="t m0 x1 h2 y41 ff9 fs0 fc0 sc0 ls0 ws0">Umiejscowieni<span class="_ _3"></span>e <span class="_ _26"></span>Comper<span class="_ _3"></span>ia.pl <span class="_ _25"></span>w <span class="_ _26"></span>cyklu <span class="_ _25"></span>sprzedaży <span class="_ _26"></span>prod<span class="_ _3"></span>uktu <span class="_ _26"></span>fi<span class="_ _3"></span>nansowego <span class="_ _25"></span>za <span class="_ _26"></span>pośrednictwem </div><div class="t m0 x1 h2 y63 ff9 fs0 fc0 sc0 ls0 ws0">pośredników p<span class="_ _3"></span>rzedstawia poni<span class="_ _3"></span>ższy schemat:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x15 h1a y90 ffb fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 ya9 ff4 fs0 fc0 sc0 ls8 ws0">1.1.2.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Kapitał akcy<span class="_ _3"></span>jny<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 yaa ff9 fs0 fc0 sc0 ls0 ws0">Na dz<span class="_ _3"></span>ień <span class="_ _3"></span>31 g<span class="_ _3"></span>rudnia <span class="_ _3"></span>202<span class="ff1">1 <span class="_ _3"></span></span>r. <span class="_ _3"></span>kapitał<span class="_ _3"></span> z<span class="_ _3"></span>akładowy j<span class="_ _3"></span>ednostki <span class="_ _3"></span>domi<span class="_ _3"></span>nującej wyn<span class="_ _3"></span>osił <span class="_ _3"></span>353<span class="_ _3"></span><span class="ff1"> <span class="ls4">954</span>,7<span class="ls4">0 </span></span></div><div class="t m0 x1 h2 yab ff9 fs0 fc0 sc0 ls0 ws0">zł i dzi<span class="_ _3"></span>elił się na następuj<span class="_ _3"></span>ące serie akcji<span class="_ _3"></span> o wartości nomin<span class="_ _3"></span>alnej 0,10 zł <span class="_ _e"></span>każda: <span class="ff1"> </span></div><div class="c x16 yac w9 h1b"><div class="t m0 x17 h1c yad ff4 fs9 fc5 sc0 ls0 ws0">Seria </div></div><div class="c x18 yac wa h1b"><div class="t m0 x19 h1c yad ff4 fs9 fc5 sc0 ls0 ws0">Liczba akcji<span class="_ _2"></span> </div></div><div class="c x1a yac wb h1b"><div class="t m0 x1b h1c yad ff4 fs9 fc5 sc0 ls0 ws0">Rodzaj </div></div><div class="c x16 yae w9 h1d"><div class="t m0 x1c h1c yaf ff1 fs9 fc5 sc0 ls0 ws0">Seria A </div></div><div class="c x18 yae wa h1d"><div class="t m0 x1d h1c yaf ff1 fs9 fc5 sc0 ls0 ws0">685 717 </div></div><div class="c x1a yae wb h1d"><div class="t m0 x1e h2 y14 ff1 fs9 fc5 sc0 ls0 ws0">imienne<span class="fs0"> </span></div><div class="t m0 x1f h2 yb0 ff1 fs0 fc5 sc0 ls0 ws0">(<span class="fs9">uprzywilejowane <span class="_ _2"></span>co </span></div><div class="t m0 x1f h1c yb1 ff9 fs9 fc5 sc0 ls0 ws0">do głosu w st<span class="_ _2"></span>osunku </div><div class="t m0 x20 h1c yb2 ff1 fs9 fc5 sc0 ls0 ws0">2:1) </div></div><div class="c x16 yb3 w9 h1e"><div class="t m0 x1c h1c yb4 ff1 fs9 fc5 sc0 ls0 ws0">Seria A </div></div><div class="c x18 yb3 wa h1e"><div class="t m0 x1d h1c yb4 ff1 fs9 fc5 sc0 ls0 ws0">404 703 </div></div><div class="c x1a yb3 wb h1e"><div class="t m0 x21 h1c yb5 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yad ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 yb6 w9 h1e"><div class="t m0 x1c h1c yb4 ff1 fs9 fc5 sc0 ls0 ws0">Seria B </div></div><div class="c x18 yb6 wa h1e"><div class="t m0 x1d h1c yb4 ff1 fs9 fc5 sc0 ls0 ws0">124 080 </div></div><div class="c x1a yb6 wb h1e"><div class="t m0 x21 h1c yb5 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yad ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 yb7 w9 h1e"><div class="t m0 x1c h1c yb4 ff1 fs9 fc5 sc0 ls0 ws0">Seria C </div></div><div class="c x18 yb7 wa h1e"><div class="t m0 x1d h1c yb4 ff1 fs9 fc5 sc0 ls0 ws0">121 450 </div></div><div class="c x1a yb7 wb h1e"><div class="t m0 x21 h1c yb5 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yad ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 y35 w9 h1f"><div class="t m0 x1c h1c yb8 ff1 fs9 fc5 sc0 ls0 ws0">Seria D </div></div><div class="c x18 y35 wa h1f"><div class="t m0 x23 h1c yb8 ff1 fs9 fc5 sc0 ls0 ws0">26 041 </div></div><div class="c x1a y35 wb h1f"><div class="t m0 x21 h1c yb9 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yba ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 ybb w9 h1e"><div class="t m0 x1c h1c ybc ff1 fs9 fc5 sc0 ls0 ws0">Seria E </div></div><div class="c x18 ybb wa h1e"><div class="t m0 x1d h1c ybc ff1 fs9 fc5 sc0 ls0 ws0">220 900 </div></div><div class="c x1a ybb wb h1e"><div class="t m0 x21 h1c yb5 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yad ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 ybd w9 h1e"><div class="t m0 x1c h1c ybc ff1 fs9 fc5 sc0 ls0 ws0">Seria F </div></div><div class="c x18 ybd wa h1e"><div class="t m0 x1d h1c ybc ff1 fs9 fc5 sc0 ls0 ws0">575 000 </div></div><div class="c x1a ybd wb h1e"><div class="t m0 x21 h1c yb5 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yad ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 ybe w9 h20"><div class="t m0 x1c h1c ybf ff1 fs9 fc5 sc0 ls0 ws0">Seria G </div></div><div class="c x18 ybe wa h20"><div class="t m0 x1b h1c ybf ff1 fs9 fc5 sc0 ls0 ws0">1 333 334 </div></div><div class="c x1a ybe wb h20"><div class="t m0 x21 h1c yc0 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yc1 ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 yc2 w9 h1e"><div class="t m0 x1c h1c ybf ff1 fs9 fc5 sc0 ls0 ws0">Seria H </div></div><div class="c x18 yc2 wa h1e"><div class="t m0 x23 h1c ybf ff1 fs9 fc5 sc0 ls9 ws0">48<span class="ls0"> <span class="lsa">322</span> </span></div></div><div class="c x1a yc2 wb h1e"><div class="t m0 x21 h1c yc0 ff9 fs9 fc5 sc0 ls0 ws0">zwykłe, na </div><div class="t m0 x22 h1c yc1 ff1 fs9 fc5 sc0 ls0 ws0">okaziciela </div></div><div class="c x16 yc3 w9 h21"><div class="t m0 x1f h10 yc4 ff7 fs6 fc5 sc0 ls0 ws0">  </div></div><div class="c x18 yc3 wa h21"><div class="t m0 x24 h22 yc5 ff4 fs8 fc5 sc0 ls0 ws0">3 5<span class="lsb">39</span> 547 </div></div><div class="c x1a yc3 wb h21"><div class="t m0 x25 h1c yc6 ff4 fs9 fc5 sc0 ls0 ws0">  </div></div><div class="t m0 x26 h2 yc7 ff4 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x27 y14 wc h23" alt="" src="data:image/png;base64,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class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">8 </div></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 yc8 ff4 fs0 fc0 sc0 ls8 ws0">1.1.3.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Akcje własne<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 yc9 ff1 fs0 fc0 sc0 ls0 ws0">W roku 2021 <span class="ff9">Spółka ni<span class="_ _3"></span>e posi<span class="_ _3"></span>adała akcji<span class="_ _3"></span> własnych.<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 yca ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 ycb ff4 fs0 fc0 sc0 ls8 ws0">2.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff4">PODST<span class="_ _3"></span>AWOWE <span class="_ _2c"> </span>DANE <span class="_ _2d"> </span>I <span class="_ _2d"> </span>WS<span class="ff3">KAŹNI<span class="_ _3"></span>KI <span class="_ _2d"> </span>FINANSO<span class="_ _3"></span>WE <span class="_ _2d"> </span>OR<span class="_ _3"></span>AZ <span class="_ _2d"> </span>OM<span class="_ _3"></span>Ó</span>WIENIE </span></span></div><div class="t m0 x11 h2 ycc ff4 fs0 fc0 sc0 ls0 ws0">SYTUACJI FINANSO<span class="_ _3"></span>WEJ <span class="_ _3"></span><span class="ff3">SPÓŁKI<span class="_ _3"></span></span> </div><div class="t m0 x1 h14 ycd ff4 fs0 fc0 sc0 ls8 ws0">2.1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Wybrane dan<span class="_ _3"></span>e finansowe<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h2 yce ff4 fs0 fc0 sc0 ls0 ws0">Wybrane dan<span class="_ _3"></span>e z sytuacji fin<span class="_ _3"></span>ansowej<span class="_ _3"></span> </div><div class="t m0 x1 h2 ycf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x17 yd0 wd h24"><div class="t m0 x28 h1c yd1 ff3 fs9 fc5 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x29 yd0 we h24"><div class="t m0 x2a h1c yd1 ff4 fs9 fc5 sc0 ls0 ws0">31.12.202<span class="_ _2"></span>1 </div></div><div class="c x2b yd0 wf h24"><div class="t m0 x2c h1c yd1 ff4 fs9 fc5 sc0 ls0 ws0">31.12.202<span class="_ _2"></span>0 </div></div><div class="c x17 yd2 wd h25"><div class="t m0 x2d h1c yd3 ff4 fs9 fc5 sc0 ls0 ws0">Aktywa/Pas<span class="_ _2"></span>ywa razem </div></div><div class="c x29 yd2 we h25"><div class="t m0 x2c h26 yd3 ffc fs9 fc5 sc0 ls9 ws0">37<span class="ls0"> <span class="lsa">868</span> </span></div></div><div class="c x2b yd2 wf h25"><div class="t m0 x2e h1c yd3 ffc fs9 fc5 sc0 ls0 ws0">30 335<span class="ff1"> </span></div></div><div class="c x17 yd4 wd h27"><div class="t m0 x2f h1c yd3 ff3 fs9 fc5 sc0 ls0 ws0">Aktywa trwał<span class="_ _2"></span>e<span class="ff4"> </span></div></div><div class="c x29 yd4 we h27"><div class="t m0 x2c h26 yd3 ffc fs9 fc5 sc0 ls9 ws0">26<span class="ls0"> <span class="lsa">083</span> </span></div></div><div class="c x2b yd4 wf h27"><div class="t m0 x2e h1c yd3 ffc fs9 fc5 sc0 ls0 ws0">24 595<span class="ff1"> </span></div></div><div class="c x17 yd5 wd h25"><div class="t m0 x30 h1c yd3 ff4 fs9 fc5 sc0 ls0 ws0">Aktywa obrot<span class="_ _2"></span>owe </div></div><div class="c x29 yd5 we h25"><div class="t m0 x2c h26 yd3 ffc fs9 fc5 sc0 ls9 ws0">11<span class="ls0"> <span class="lsa">785</span> </span></div></div><div class="c x2b yd5 wf h25"><div class="t m0 x2 h1c yd3 ffc fs9 fc5 sc0 ls0 ws0">5 741<span class="ff1"> </span></div></div><div class="c x17 yd6 wd h27"><div class="t m0 x2f h1c yd3 ff3 fs9 fc5 sc0 ls0 ws0">Kapitał wła<span class="_ _2"></span>sny<span class="ff4"> </span></div></div><div class="c x29 yd6 we h27"><div class="t m0 x2c h26 yd3 ffc fs9 fc5 sc0 ls9 ws0">30<span class="ls0"> <span class="lsa">532</span> </span></div></div><div class="c x2b yd6 wf h27"><div class="t m0 x2e h1c yd3 ffc fs9 fc5 sc0 ls0 ws0">26 323<span class="ff1"> </span></div></div><div class="c x17 yd7 wd h28"><div class="t m0 x31 h1c yd8 ff3 fs9 fc5 sc0 ls0 ws0">Zobowiązani<span class="_ _2"></span>a razem<span class="ff4"> </span></div></div><div class="c x29 yd7 we h28"><div class="t m0 x32 h26 yd8 ffc fs9 fc5 sc0 ls0 ws0">7 336 </div></div><div class="c x2b yd7 wf h28"><div class="t m0 x2 h1c yd8 ffc fs9 fc5 sc0 ls0 ws0">4 012<span class="ff1"> </span></div></div><div class="c x17 yd9 wd h29"><div class="t m0 x33 h1c yd3 ff3 fs9 fc5 sc0 ls0 ws0">Zobowiązani<span class="_ _2"></span>a długotermi<span class="_ _2"></span>nowe<span class="ff4"> </span></div></div><div class="c x29 yd9 we h29"><div class="t m0 x32 h26 yd3 ffc fs9 fc5 sc0 ls0 ws0">1 764 </div></div><div class="c x2b yd9 wf h29"><div class="t m0 x28 h1c yd3 ffc fs9 fc5 sc0 ls0 ws0">167<span class="ff1"> </span></div></div><div class="c x17 yda wd h2a"><div class="t m0 x34 h1c yd3 ff3 fs9 fc5 sc0 ls0 ws0">Zobowiązani<span class="_ _2"></span>a krótkoterm<span class="_ _2"></span>inowe<span class="ff4"> </span></div></div><div class="c x29 yda we h2a"><div class="t m0 x32 h26 yd3 ffc fs9 fc5 sc0 ls0 ws0">5 572 </div></div><div class="c x2b yda wf h2a"><div class="t m0 x2 h1c yd3 ffc fs9 fc5 sc0 ls0 ws0">3 845<span class="ff1"> </span></div></div><div class="c x17 ydb wd h29"><div class="t m0 x35 h1c yd3 ff4 fs9 fc5 sc0 ls0 ws0">Liczba akcji*<span class="_ _2"></span> </div></div><div class="c x29 ydb we h29"><div class="t m0 x23 h1c yd3 ff4 fs9 fc5 sc0 ls0 ws0">3 539 547<span class="_ _2"></span> </div></div><div class="c x2b ydb wf h29"><div class="t m0 x32 h1c yd3 ff4 fs9 fc5 sc0 ls0 ws0">3 526 465 </div></div><div class="c x17 ydc wd h2b"><div class="t m0 x36 h1c ydd ff3 fs9 fc5 sc0 ls0 ws0">Zysk (strata)<span class="_ _2"></span> na jedną akc<span class="_ _2"></span>ję zwykłą </div><div class="t m0 x37 h1c yde ff3 fs9 fc5 sc0 ls0 ws0">(w zł )<span class="ff4"> </span></div></div><div class="c x29 ydc we h2b"><div class="t m0 x38 h1c ydf ff4 fs9 fc5 sc0 ls0 ws0">1,19 </div></div><div class="c x2b ydc wf h2b"><div class="t m0 x27 h1c ydf ff4 fs9 fc5 sc0 ls0 ws0">0,52 </div></div><div class="c x17 ye0 wd h2c"><div class="t m0 x39 h1c ye1 ff3 fs9 fc5 sc0 ls0 ws0">Rozwodnion<span class="_ _2"></span>y zysk (strat<span class="_ _2"></span>a) na jedn<span class="_ _2"></span>ą </div><div class="t m0 x23 h1c ye2 ff3 fs9 fc5 sc0 ls0 ws0">akcję zwykłą<span class="_ _2"></span> (w zł)<span class="ff4"> </span></div></div><div class="c x29 ye0 we h2c"><div class="t m0 x38 h1c ye3 ff4 fs9 fc5 sc0 ls0 ws0">1,19 </div></div><div class="c x2b ye0 wf h2c"><div class="t m0 x27 h1c ye3 ff4 fs9 fc5 sc0 ls0 ws0">0,52 </div></div><div class="c x17 ye4 wd h2d"><div class="t m0 x3a h1c ye5 ff3 fs9 fc5 sc0 ls0 ws0">Wartość ksi<span class="_ _2"></span>ęgowa na jed<span class="_ _2"></span>ną akcję (<span class="_ _2"></span>w </div><div class="t m0 x3b h1c ye6 ff3 fs9 fc5 sc0 ls0 ws0">zł)<span class="ff4"> </span></div></div><div class="c x29 ye4 we h2d"><div class="t m0 x38 h1c ye7 ff4 fs9 fc5 sc0 ls0 ws0">8,63 </div></div><div class="c x2b ye4 wf h2d"><div class="t m0 x27 h1c ye7 ff4 fs9 fc5 sc0 ls0 ws0">7,46 </div></div><div class="t m0 x1 h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1c ye9 ff9 fs9 fc0 sc0 ls0 ws0">*Zastosowano średnią <span class="_ _3"></span>ważoną liczbę <span class="_ _e"></span>akcji zwykłych <span class="_ _3"></span>występujących<span class="_ _2"></span> <span class="_ _3"></span>w <span class="_ _3"></span>ciągu <span class="_ _3"></span>okresu <span class="_ _3"></span>(MSR <span class="_ _3"></span>33 </div><div class="t m0 x1 h1c yea ff9 fs9 fc0 sc0 ls0 ws0">Zysk przypa<span class="_ _2"></span>dający na jedn<span class="_ _2"></span>ą akcję, pkt<span class="_ _2"></span> 20)<span class="ff1"> </span></div><div class="t m0 x1 h2 yeb ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span><span class="ff4"> </span></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x27 y14 wc h2e" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 xe h13 y19 ff4 fs7 fc1 sc0 ls0 ws0">9 </div></div><div class="t m0 x1 h2 y3d ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 yec ff4 fs0 fc0 sc0 ls0 ws0">Wybrane dan<span class="_ _3"></span>e <span class="ff3">ze sprawoz<span class="_ _3"></span>dania z wyniku<span class="_ _3"></span> oraz całkow<span class="_ _3"></span>itych dochodów<span class="_ _e"></span></span>  </div><div class="t m0 x1 h2 yed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x17 yee w10 h2f"><div class="t m0 x3c h1c yd1 ff3 fs9 fc5 sc0 ls0 ws0">(tys. zł)<span class="ff4"> </span></div></div><div class="c x3d yee w11 h2f"><div class="t m0 x3e h1c yd1 ff4 fs9 fc5 sc0 ls0 ws0">2021 </div></div><div class="c x3f yee w12 h2f"><div class="t m0 x3e h1c yd1 ff4 fs9 fc5 sc0 ls0 ws0">2020 </div></div><div class="c x40 yee w13 h2f"><div class="t m0 x41 h1c yd1 ff3 fs9 fc5 sc0 ls0 ws0">Δ r/r<span class="ff4"> </span></div></div><div class="c x17 yef w10 h30"><div class="t m0 x21 h1c ya ff3 fs9 fc5 sc0 ls0 ws0">Przychody ze<span class="_ _2"></span> sprzedaży<span class="ff4"> </span></div></div><div class="c x3d yef w11 h30"><div class="t m0 x20 h1c ya ff1 fs9 fc5 sc0 ls9 ws0">30<span class="ls0"> <span class="lsa">349</span> </span></div></div><div class="c x3f yef w12 h30"><div class="t m0 x20 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">15 710 </div></div><div class="c x40 yef w13 h30"><div class="t m0 x20 h1c ya ff1 fs9 fc5 sc0 ls9 ws0">93%<span class="ls0"> </span></div></div><div class="c x17 yf0 w10 h30"><div class="t m0 x42 h1c ya ff3 fs9 fc5 sc0 ls0 ws0">Zysk/Strata <span class="_ _2"></span>na sprzedaż<span class="_ _2"></span>y<span class="ff4"> </span></div></div><div class="c x3d yf0 w11 h30"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">5 285 </div></div><div class="c x3f yf0 w12 h30"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">1 551 </div></div><div class="c x40 yf0 w13 h30"><div class="t m0 x43 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">241% </div></div><div class="c x17 yf1 w10 h30"><div class="t m0 x34 h1c yf2 ff3 fs9 fc5 sc0 ls0 ws0">Zysk/Strata <span class="_ _2"></span>na działaln<span class="_ _2"></span>ości </div><div class="t m0 x2c h1c ye ff4 fs9 fc5 sc0 ls0 ws0">operacyjnej<span class="_ _2"></span> </div></div><div class="c x3d yf1 w11 h30"><div class="t m0 x3e h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">5 280 </div></div><div class="c x3f yf1 w12 h30"><div class="t m0 x3e h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">1 585 </div></div><div class="c x40 yf1 w13 h30"><div class="t m0 x43 h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">233% </div></div><div class="c x17 yf4 w10 h31"><div class="t m0 x20 h1c yb1 ff4 fs9 fc5 sc0 ls0 ws0">Zysk/Strata pr<span class="_ _2"></span>zed </div><div class="t m0 x3e h1c yb2 ff4 fs9 fc5 sc0 ls0 ws0">opodatkowan<span class="_ _2"></span>iem </div></div><div class="c x3d yf4 w11 h31"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">5 232 </div></div><div class="c x3f yf4 w12 h31"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">1 533 </div></div><div class="c x40 yf4 w13 h31"><div class="t m0 x43 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">241% </div></div><div class="c x17 y6c w10 h32"><div class="t m0 x44 h1c ya ff4 fs9 fc5 sc0 ls0 ws0">Amortyzacja<span class="_ _2"></span> </div></div><div class="c x3d y6c w11 h32"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">1 681 </div></div><div class="c x3f y6c w12 h32"><div class="t m0 x23 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">959 </div></div><div class="c x40 y6c w13 h32"><div class="t m0 x20 h1c ya ff1 fs9 fc5 sc0 ls9 ws0">75%<span class="ls0"> </span></div></div><div class="c x17 yf5 w10 h32"><div class="t m0 x45 h1c ya ff4 fs9 fc5 sc0 ls0 ws0">EBITDA (skoryg<span class="_ _2"></span>owana)* </div></div><div class="c x3d yf5 w11 h32"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">6 989 </div></div><div class="c x3f yf5 w12 h32"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">2 544 </div></div><div class="c x40 yf5 w13 h32"><div class="t m0 x43 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">175% </div></div><div class="c x17 yf6 w10 h32"><div class="t m0 x2d h1c yf3 ff4 fs9 fc5 sc0 ls0 ws0">Zysk/Strata br<span class="_ _2"></span>utto </div></div><div class="c x3d yf6 w11 h32"><div class="t m0 x3e h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">5 232 </div></div><div class="c x3f yf6 w12 h32"><div class="t m0 x3e h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">1 533 </div></div><div class="c x40 yf6 w13 h32"><div class="t m0 x43 h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">241% </div></div><div class="c x17 yf7 w10 h33"><div class="t m0 x46 h1c ya ff4 fs9 fc5 sc0 ls0 ws0">Zysk/Strata <span class="_ _2"></span>netto </div></div><div class="c x3d yf7 w11 h33"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">4 207 </div></div><div class="c x3f yf7 w12 h33"><div class="t m0 x3e h1c ya ff1 fs9 fc5 sc0 ls0 ws0">1 829 </div></div><div class="c x40 yf7 w13 h33"><div class="t m0 x43 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">130% </div></div><div class="t m0 x47 h22 yf8 ffd fs9 fc0 sc0 lsc ws0">* <span class="ff1 fs8 ls0">EBITDA<span class="_ _2"></span> (skorygowana) - <span class="ff9">oznacza zysk operacyjny powiększony o amortyzację i sko<span class="_ _3"></span></span>rygowany o </span></div><div class="t m0 x48 h22 yf9 ff9 fs8 fc0 sc0 ls0 ws0">wartość odpisów aktualizujących wartości niematerialne szerzej opisanych w<span class="_ _2"></span> Nocie 9<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x49 h22 yfa ff1 fs8 fc0 sc0 ls0 ws0">sprawozdania finansowego.<span class="fs9"> </span></div><div class="t m0 x1 h14 yfb ff4 fs0 fc0 sc0 ls8 ws0">2.2.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Analiza wyników<span class="_ _3"></span> finansowych<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h14 yfc ff4 fs0 fc0 sc0 ls8 ws0">2.2.1.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Przychody ze<span class="_ _3"></span> sprzedaży<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 yfd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x17 yfe w14 h34"><div class="t m0 x4a h1c yff ff1 fs9 fc5 sc0 ls0 ws0">  </div></div><div class="c x4b yfe w15 h34"><div class="t m0 x4c h1c yff ff1 fs9 fc5 sc0 ls0 ws0">2021 </div></div><div class="c x4d yfe w16 h34"><div class="t m0 x31 h1c yff ff9 fs9 fc5 sc0 ls0 ws0">Udział<span class="ff1"> </span></div></div><div class="c x4e yfe w17 h34"><div class="t m0 x3e h1c yff ff1 fs9 fc5 sc0 ls9 ws0">2020<span class="ls0"> </span></div></div><div class="c x4f yfe w18 h34"><div class="t m0 x50 h1c yff ff9 fs9 fc5 sc0 ls0 ws0">Udział<span class="ff1"> </span></div></div><div class="c x51 yfe w19 h34"><div class="t m0 x50 h1c yff ff9 fs9 fc5 sc0 ls0 ws0">Δ r/r<span class="ff1"> </span></div></div><div class="c x17 y100 w14 h35"><div class="t m0 x52 h1c y101 ff1 fs9 fc5 sc0 ls0 ws0">Produkty k<span class="_ _2"></span>redytowe </div></div><div class="c x4b y100 w15 h35"><div class="t m0 x53 h1c y102 ff1 fs9 fc5 sc0 ls0 ws0">18 183 </div></div><div class="c x4d y100 w16 h35"><div class="t m0 x50 h1c y102 ff1 fs9 fc5 sc0 ls9 ws0">60%<span class="ls0"> </span></div></div><div class="c x4e y100 w17 h35"><div class="t m0 x20 h1c y101 ff1 fs9 fc5 sc0 ls0 ws0">8 294 </div></div><div class="c x4f y100 w18 h35"><div class="t m0 x4c h1c y101 ff1 fs9 fc5 sc0 ls9 ws0">53%<span class="ls0"> </span></div></div><div class="c x51 y100 w19 h35"><div class="t m0 x54 h1c y102 ff1 fs9 fc5 sc0 ls0 ws0">119% </div></div><div class="c x17 y103 w14 h35"><div class="t m0 x22 h1c y101 ff1 fs9 fc5 sc0 ls0 ws0">Produkty loka<span class="_ _2"></span>cyjne </div></div><div class="c x4b y103 w15 h35"><div class="t m0 x55 h1c y102 ff1 fs9 fc5 sc0 ls0 ws0">8 156 </div></div><div class="c x4d y103 w16 h35"><div class="t m0 x50 h1c y102 ff1 fs9 fc5 sc0 ls9 ws0">27%<span class="ls0"> </span></div></div><div class="c x4e y103 w17 h35"><div class="t m0 x20 h1c y101 ff1 fs9 fc5 sc0 ls0 ws0">4 084 </div></div><div class="c x4f y103 w18 h35"><div class="t m0 x4c h1c y101 ff1 fs9 fc5 sc0 ls9 ws0">26%<span class="ls0"> </span></div></div><div class="c x51 y103 w19 h35"><div class="t m0 x54 h1c y102 ff1 fs9 fc5 sc0 ls0 ws0">100% </div></div><div class="c x17 y104 w14 h35"><div class="t m0 x35 h1c yde ff9 fs9 fc5 sc0 ls0 ws0">Działaln<span class="_ _2"></span>ość </div><div class="t m0 x2d h1c y105 ff1 fs9 fc5 sc0 ls0 ws0">ubezpieczeniowa<span class="_ _2"></span> </div></div><div class="c x4b y104 w15 h35"><div class="t m0 x35 h1c y102 ff1 fs9 fc5 sc0 ls0 ws0">393 </div></div><div class="c x4d y104 w16 h35"><div class="t m0 x56 h1c y102 ff1 fs9 fc5 sc0 ls9 ws0">1%<span class="ls0"> </span></div></div><div class="c x4e y104 w17 h35"><div class="t m0 x57 h1c y101 ff1 fs9 fc5 sc0 ls0 ws0">261 </div></div><div class="c x4f y104 w18 h35"><div class="t m0 x58 h1c y101 ff1 fs9 fc5 sc0 ls9 ws0">2%<span class="ls0"> </span></div></div><div class="c x51 y104 w19 h35"><div class="t m0 x50 h1c y102 ff1 fs9 fc5 sc0 ls9 ws0">51%<span class="ls0"> </span></div></div><div class="c x17 y106 w14 h36"><div class="t m0 x3a h1c y107 ff1 fs9 fc5 sc0 ls0 ws0">Produkty p<span class="_ _2"></span>ozafinansowe </div></div><div class="c x4b y106 w15 h36"><div class="t m0 x55 h1c y108 ff1 fs9 fc5 sc0 ls0 ws0">1 444 </div></div><div class="c x4d y106 w16 h36"><div class="t m0 x56 h1c y108 ff1 fs9 fc5 sc0 ls9 ws0">5%<span class="ls0"> </span></div></div><div class="c x4e y106 w17 h36"><div class="t m0 x20 h1c y107 ff1 fs9 fc5 sc0 ls0 ws0">1 631 </div></div><div class="c x4f y106 w18 h36"><div class="t m0 x56 h1c y107 ff1 fs9 fc5 sc0 ls9 ws0">10%<span class="ls0"> </span></div></div><div class="c x51 y106 w19 h36"><div class="t m0 x57 h1c y108 ff1 fs9 fc5 sc0 ls0 ws0">-<span class="ls9">11%</span> </div></div><div class="c x17 y109 w14 h35"><div class="t m0 x1c h1c y107 ff9 fs9 fc5 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x4b y109 w15 h35"><div class="t m0 x55 h1c y10a ff1 fs9 fc5 sc0 ls9 ws0">2 <span class="ls0">173 </span></div></div><div class="c x4d y109 w16 h35"><div class="t m0 x56 h1c y10a ff1 fs9 fc5 sc0 ls9 ws0">7%<span class="ls0"> </span></div></div><div class="c x4e y109 w17 h35"><div class="t m0 x20 h1c y107 ff1 fs9 fc5 sc0 ls0 ws0">1 440 </div></div><div class="c x4f y109 w18 h35"><div class="t m0 x58 h1c y107 ff1 fs9 fc5 sc0 ls9 ws0">9%<span class="ls0"> </span></div></div><div class="c x51 y109 w19 h35"><div class="t m0 x50 h1c y10a ff1 fs9 fc5 sc0 ls0 ws0">46% </div></div><div class="c x17 y10b w14 h35"><div class="t m0 x59 h1c y107 ff1 fs9 fc5 sc0 ls0 ws0">Razem </div></div><div class="c x4b y10b w15 h35"><div class="t m0 x53 h1c y10a ff1 fs9 fc5 sc0 ls0 ws0">30 349 </div></div><div class="c x4d y10b w16 h35"><div class="t m0 x5a h1c y10a ff1 fs9 fc5 sc0 ls0 ws0">100% </div></div><div class="c x4e y10b w17 h35"><div class="t m0 x5b h1c y107 ff1 fs9 fc5 sc0 ls0 ws0">15 710 </div></div><div class="c x4f y10b w18 h35"><div class="t m0 x50 h1c y107 ff1 fs9 fc5 sc0 ls0 ws0">100% </div></div><div class="c x51 y10b w19 h35"><div class="t m0 x50 h1c y10a ff1 fs9 fc5 sc0 ls9 ws0">93%<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y10c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x27 y14 wc h37" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">10<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Przychody <span class="_ _2a"> </span>ze <span class="_ _2a"> </span>sp<span class="_ _3"></span>rzedaży <span class="_ _1f"> </span>Spółki<span class="_ _3"></span> <span class="_ _2a"> </span>wyni<span class="_ _3"></span>osły <span class="_ _2a"> </span>w <span class="_ _1f"> </span><span class="ff1 ls4">20<span class="ls0">21 <span class="_ _2a"> </span>roku <span class="_ _1f"> </span></span>30 <span class="_ _2a"> </span>349<span class="ls0"> <span class="_ _2a"> </span></span></span>tys. <span class="_ _1f"> </span>zł <span class="_ _2a"> </span>wzgl<span class="_ _3"></span>ędem <span class="_ _2a"> </span><span class="ff1 ls4">15<span class="ls0"> 710 </span></span></div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">tys. zł<span class="ff1"> w roku <span class="ls4">2020</span>. Zm<span class="_ _3"></span>i<span class="_ _3"></span>ana ta wynika </span>z<span class="_ _3"></span> kilku czynni<span class="_ _3"></span>ków:<span class="ff1"> </span></div><div class="t m0 x5c h18 y84 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Dobra <span class="_ _3"></span>sytuacj<span class="_ _3"></span>a <span class="_ _3"></span>mak<span class="_ _3"></span>roekonomiczn<span class="_ _3"></span>a <span class="_ _e"></span><span class="ff9">–</span> <span class="_ _e"></span><span class="ff9">znaczny <span class="_ _e"></span>impul<span class="_ _3"></span>s <span class="_ _e"></span>fiskalny <span class="_ _e"></span>napędzający<span class="_ _3"></span></span> </span></span></div><div class="t m0 x5d h2 y40 ff9 fs0 fc0 sc0 ls0 ws0">konsumpcję w 2021<span class="_ _3"></span> rok<span class="ff1"> </span></div><div class="t m0 x5c h18 y41 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Wpływ infl<span class="_ _3"></span>acji na wartości<span class="_ _3"></span> udzielanych kr<span class="_ _3"></span>edytów<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5c h18 y63 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Dwukrotny <span class="_ _26"></span>w<span class="ff9">zrost <span class="_ _26"></span>przychodów<span class="_ _3"></span> <span class="_ _e"></span>(<span class="_ _3"></span>100%) <span class="_ _26"></span>pochod<span class="_ _3"></span>zących <span class="_ _e"></span>z<span class="_ _3"></span> <span class="_ _e"></span>r<span class="_ _3"></span>ealizacji<span class="_ _3"></span> <span class="_ _e"></span>na <span class="_ _26"></span>rzecz </span></span></span></div><div class="t m0 x5d h2 y10d ff9 fs0 fc0 sc0 ls0 ws0">banków kampani<span class="_ _3"></span>i efektywnościowy<span class="_ _3"></span>ch w zakresi<span class="_ _3"></span>e kont osobi<span class="_ _3"></span>stych<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5c h18 y10e ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Zwiększenie <span class="_ _2c"> </span>skuteczności <span class="_ _2c"> </span>w <span class="_ _2c"> </span>zakresi<span class="_ _3"></span>e <span class="_ _2c"> </span>kampanii<span class="_ _3"></span> <span class="_ _2c"> </span>efektywnościowych </span></span></div><div class="t m0 x5d h2 y10f ff9 fs0 fc0 sc0 ls0 ws0">mających <span class="_ _2b"> </span>na <span class="_ _2b"> </span>celu <span class="_ _2b"> </span>pozyski<span class="_ _3"></span>wanie <span class="_ _2b"> </span>klientów <span class="_ _2b"> </span>zai<span class="_ _3"></span>nteresowanych <span class="_ _2b"> </span>kredyt<span class="_ _3"></span>em </div><div class="t m0 x5d h2 y110 ff9 fs0 fc0 sc0 ls0 ws0">gotówkowym<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y47 ff4 fs0 fc0 sc0 ls8 ws0">2.2.2.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">Koszty </span></span></div><div class="t m0 x1 h2 y111 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x17 y112 w10 h24"><div class="t m0 x2d h1c yd1 ff3 fs9 fc5 sc0 ls0 ws0">Kategorie kosz<span class="_ _2"></span>tów<span class="ff4"> </span></div></div><div class="c x3d y112 w1a h24"><div class="t m0 x57 h1c yd1 ff4 fs9 fc5 sc0 ls0 ws0">2021 </div></div><div class="c x5e y112 w12 h24"><div class="t m0 x3e h1c yd1 ff4 fs9 fc5 sc0 ls0 ws0">2020 </div></div><div class="c x5f y112 w1b h24"><div class="t m0 x41 h1c yd1 ff3 fs9 fc5 sc0 ls0 ws0">Δ r/r<span class="ff4"> </span></div></div><div class="c x17 y113 w10 h27"><div class="t m0 x1f h1c yd3 ff9 fs9 fc5 sc0 ls0 ws0">Usługi obce<span class="_ _2"></span><span class="ff4"> </span></div></div><div class="c x3d y113 w1a h27"><div class="t m0 xf h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">18 809 </div></div><div class="c x5e y113 w12 h27"><div class="t m0 x44 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">         9 465<span class="_ _2"></span>  </div></div><div class="c x5f y113 w1b h27"><div class="t m0 x28 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">99%<span class="ls0"> </span></div></div><div class="c x17 y114 w10 h25"><div class="t m0 x1f h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">Wynagrodzen<span class="_ _2"></span>ia<span class="ff4"> </span></div></div><div class="c x3d y114 w1a h25"><div class="t m0 x60 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">3 526 </div></div><div class="c x5e y114 w12 h25"><div class="t m0 x44 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">         3 125<span class="_ _2"></span>  </div></div><div class="c x5f y114 w1b h25"><div class="t m0 x28 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">13%<span class="ls0"> </span></div></div><div class="c x17 y115 w10 h27"><div class="t m0 x1f h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">Amortyzacja<span class="ff4"> </span></div></div><div class="c x3d y115 w1a h27"><div class="t m0 x60 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">1 709 </div></div><div class="c x5e y115 w12 h27"><div class="t m0 x61 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">            95<span class="_ _2"></span>9  </div></div><div class="c x5f y115 w1b h27"><div class="t m0 x28 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">78%<span class="ls0"> </span></div></div><div class="c x17 y116 w10 h25"><div class="t m0 x1f h1c yd3 ff9 fs9 fc5 sc0 ls0 ws0">Podatki i opł<span class="_ _2"></span>aty<span class="ff4"> </span></div></div><div class="c x3d y116 w1a h25"><div class="t m0 x62 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">86<span class="ls0"> </span></div></div><div class="c x5e y116 w12 h25"><div class="t m0 x2c h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">             7<span class="_ _2"></span>1  </div></div><div class="c x5f y116 w1b h25"><div class="t m0 x28 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">21%<span class="ls0"> </span></div></div><div class="c x17 y117 w10 h27"><div class="t m0 x1f h1c y118 ff9 fs9 fc5 sc0 ls0 ws0">Ubezpieczenia s<span class="_ _2"></span>połeczne i inn<span class="_ _2"></span>e </div><div class="t m0 x1f h1c y119 ff9 fs9 fc5 sc0 ls0 ws0">świadczenia<span class="ff4"> </span></div></div><div class="c x3d y117 w1a h27"><div class="t m0 x9 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">551 </div></div><div class="c x5e y117 w12 h27"><div class="t m0 x61 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">            35<span class="_ _2"></span>0  </div></div><div class="c x5f y117 w1b h27"><div class="t m0 x28 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">57%<span class="ls0"> </span></div></div><div class="c x17 y11a w10 h28"><div class="t m0 x1f h1c yd3 ff9 fs9 fc5 sc0 ls0 ws0">Zużycie materiał<span class="_ _2"></span>ów i surowcó<span class="_ _2"></span>w<span class="ff4"> </span></div></div><div class="c x3d y11a w1a h28"><div class="t m0 x9 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">112 </div></div><div class="c x5e y11a w12 h28"><div class="t m0 x61 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">            11<span class="_ _2"></span>2  </div></div><div class="c x5f y11a w1b h28"><div class="t m0 x63 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c x17 y11b w10 h29"><div class="t m0 x1f h1c yd3 ff9 fs9 fc5 sc0 ls0 ws0">Pozostałe koszty<span class="_ _2"></span><span class="ff4"> </span></div></div><div class="c x3d y11b w1a h29"><div class="t m0 x9 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">309 </div></div><div class="c x5e y11b w12 h29"><div class="t m0 x61 h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">            18<span class="_ _2"></span>3  </div></div><div class="c x5f y11b w1b h29"><div class="t m0 x28 h1c yd3 ff1 fs9 fc5 sc0 ls9 ws0">69%<span class="ls0"> </span></div></div><div class="c x17 y11c w10 h2a"><div class="t m0 x1f h1c yd3 ff1 fs9 fc5 sc0 ls0 ws0">Razem koszty<span class="_ _2"></span><span class="ff4"> </span></div></div><div class="c x3d y11c w1a h2a"><div class="t m0 x47 h1c yd3 ff4 fs9 fc5 sc0 lse ws0">25<span class="ls0"> 102 </span></div></div><div class="c x5e y11c w12 h2a"><div class="t m0 x50 h1c yd3 ff4 fs9 fc5 sc0 lsf ws0">       <span class="ls0">14 26<span class="_ _2"></span>5  </span></div></div><div class="c x5f y11c w1b h2a"><div class="t m0 x27 h1c yd3 ff4 fs9 fc5 sc0 lse ws0">76%<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y11d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y34 ff9 fs0 fc0 sc0 ls0 ws0">Koszty <span class="_ _26"></span>dział<span class="_ _3"></span>alności <span class="_ _26"></span>Spółki <span class="_ _26"></span><span class="ff1">w <span class="_ _26"></span>20<span class="_ _3"></span><span class="ls4">21</span> <span class="_ _e"></span>roku <span class="_ _26"></span></span>wzrosły <span class="_ _25"></span>w <span class="_ _e"></span>porównani<span class="_ _3"></span>u <span class="_ _26"></span>z <span class="_ _26"></span>20<span class="ff1 ls4">20<span class="ls0"> <span class="_ _e"></span>roki<span class="_ _3"></span>em. <span class="_ _e"></span>W<span class="_ _3"></span>yni<span class="_ _3"></span>ka <span class="_ _26"></span>to </span></span></div><div class="t m0 x1 h2 y11e ff1 fs0 fc0 sc0 ls0 ws0">przede <span class="_ _6"> </span>wsz<span class="_ _3"></span>ystkim <span class="_ _2e"> </span>ze <span class="_ _6"> </span>z<span class="ff9">wi<span class="_ _3"></span>ększenie <span class="_ _2e"> </span>skali <span class="_ _2e"> </span>działalności <span class="_ _2e"> </span>w <span class="_ _6"> </span>obszarze <span class="_ _2e"> </span>reklamy </span></div><div class="t m0 x1 h2 y11f ff9 fs0 fc0 sc0 ls0 ws0">efektywnościow<span class="_ _3"></span>ej. <span class="_ _16"> </span>K<span class="_ _3"></span>oszty <span class="_ _23"> </span>szczegól<span class="_ _3"></span>nie <span class="_ _23"> </span>w <span class="_ _16"> </span>o<span class="_ _3"></span>bszarze <span class="_ _16"> </span>u<span class="_ _3"></span>sług <span class="_ _23"> </span>obcych<span class="_ _3"></span> <span class="_ _22"> </span>rosły <span class="_ _16"> </span>w<span class="_ _3"></span>raz <span class="_ _23"> </span>ze </div><div class="t m0 x1 h2 y120 ff9 fs0 fc0 sc0 ls0 ws0">zwiększającą <span class="_ _2b"> </span>si<span class="_ _3"></span>ę <span class="_ _13"> </span>skal<span class="_ _3"></span>ą <span class="_ _2b"> </span>działaln<span class="_ _3"></span>ości. <span class="_ _2b"> </span>Pozostałe <span class="_ _2b"> </span>koszty <span class="_ _2b"> </span>wg <span class="_ _2b"> </span>rodzaju<span class="_ _3"></span> <span class="_ _2b"> </span>rosły <span class="_ _13"> </span>w <span class="_ _2b"> </span>st<span class="_ _3"></span>opniu </div><div class="t m0 x1 h2 y121 ff9 fs0 fc0 sc0 ls0 ws0">mniejszym ni<span class="_ _3"></span>ż skala <span class="_ _3"></span>biznesu. Spółka korz<span class="_ _3"></span>ystała z dźwi<span class="_ _3"></span>gni<span class="_ _3"></span> operacyjnej. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y122 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y123 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x28 y14 w1c h38" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">11<span class="ls0"> </span></div></div><div class="t m0 x1 h14 y3d ff4 fs0 fc0 sc0 ls8 ws0">2.2.3.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Analiza wskaźn<span class="_ _3"></span>ikowa<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 yec ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x1 y124 w1d h39"><div class="t m0 x52 h1c y125 ff4 fs9 fc5 sc0 ls0 ws0">Wybrane dan<span class="_ _2"></span>e finansowe<span class="_ _2"></span> ze </div><div class="t m0 x45 h1c y126 ff4 fs9 fc5 sc0 ls0 ws0">sprawozdania<span class="_ _2"></span> z wyniku or<span class="_ _2"></span>az </div><div class="t m0 x2d h1c y127 ff3 fs9 fc5 sc0 ls0 ws0">całkowityc<span class="_ _2"></span>h dochodów<span class="ff4"> </span></div></div><div class="c x64 y124 w1e h39"><div class="t m0 x65 h1c y126 ff4 fs9 fc5 sc0 ls0 ws0">2021 </div></div><div class="c x66 y124 w1f h39"><div class="t m0 x57 h1c y126 ff4 fs9 fc5 sc0 ls0 ws0">2020 </div></div><div class="c x1 y128 w1d h3a"><div class="t m0 x1f h1c y129 ff3 fs9 fc5 sc0 ls0 ws0">Rentowność n<span class="_ _2"></span>a działalno<span class="_ _2"></span>ści </div><div class="t m0 x1f h1c y12a ff4 fs9 fc5 sc0 ls0 ws0">podstawow<span class="_ _2"></span>ej </div></div><div class="c x64 y128 w1e h3a"><div class="t m0 x67 h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">17,40% </div></div><div class="c x66 y128 w1f h3a"><div class="t m0 x2a h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">10,09%<span class="ff4"> </span></div></div><div class="c x1 y12c w1d h3a"><div class="t m0 x1f h1c y12b ff3 fs9 fc5 sc0 ls0 ws0">Rentowność EB<span class="_ _2"></span>ITDA (skor<span class="_ _2"></span>ygowana)<span class="ff4"> </span></div></div><div class="c x64 y12c w1e h3a"><div class="t m0 x67 h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">23,03% </div></div><div class="c x66 y12c w1f h3a"><div class="t m0 x2a h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">16,19% </div></div><div class="c x1 y12d w1d h3b"><div class="t m0 x1f h1c y129 ff3 fs9 fc5 sc0 ls0 ws0">Rentowność n<span class="_ _2"></span>a działalno<span class="_ _2"></span>ści </div><div class="t m0 x1f h1c y12a ff3 fs9 fc5 sc0 ls0 ws0">operacyjnej (mar<span class="_ _2"></span>ża EBIT)<span class="_ _2"></span><span class="ff4"> </span></div></div><div class="c x64 y12d w1e h3b"><div class="t m0 x67 h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">17,40% </div></div><div class="c x66 y12d w1f h3b"><div class="t m0 x2a h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">10,09% </div></div><div class="c x1 y12e w1d h3c"><div class="t m0 x1f h1c y12f ff3 fs9 fc5 sc0 ls0 ws0">Rentowność z<span class="_ _2"></span>ysku net<span class="_ _2"></span>to<span class="ff4"> </span></div></div><div class="c x64 y12e w1e h3c"><div class="t m0 x67 h1c y12f ff1 fs9 fc5 sc0 ls0 ws0">13,86% </div></div><div class="c x66 y12e w1f h3c"><div class="t m0 x2a h1c y12f ff1 fs9 fc5 sc0 ls0 ws0">11,64% </div></div><div class="c x1 y130 w1d h3d"><div class="t m0 x1f h1c y131 ff3 fs9 fc5 sc0 ls0 ws0">Stopa zwrot<span class="_ _2"></span>u z aktywó<span class="_ _2"></span>w (ROA)<span class="ff4"> </span></div></div><div class="c x64 y130 w1e h3d"><div class="t m0 x67 h1c y131 ff1 fs9 fc5 sc0 ls0 ws0">11,11% </div></div><div class="c x66 y130 w1f h3d"><div class="t m0 x54 h1c y131 ff1 fs9 fc5 sc0 ls0 ws0">6,03% </div></div><div class="c x1 y132 w1d h3e"><div class="t m0 x1f h1c y129 ff3 fs9 fc5 sc0 ls0 ws0">Stopa zwrot<span class="_ _2"></span>u z kapitałów <span class="_ _2"></span>własnych </div><div class="t m0 x1f h1c y12a ff4 fs9 fc5 sc0 ls0 ws0">(ROE) </div></div><div class="c x64 y132 w1e h3e"><div class="t m0 x67 h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">13,78% </div></div><div class="c x66 y132 w1f h3e"><div class="t m0 x54 h1c y12b ff1 fs9 fc5 sc0 ls0 ws0">6,95% </div></div><div class="t m0 x1 h2 y133 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y134 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>roku <span class="_ _1f"> </span>20<span class="_ _3"></span>21 <span class="_ _1f"> </span><span class="ff9">Spółka <span class="_ _1f"> </span>poprawiła <span class="_ _1f"> </span>rentown<span class="_ _3"></span>ość <span class="_ _1f"> </span>na <span class="_ _1f"> </span>poziomi<span class="_ _3"></span>e <span class="_ _2a"> </span>EBITDA <span class="_ _1f"> </span>z <span class="_ _b"> </span></span>16<span class="ls5">,1</span>9% <span class="_ _1f"> </span>do <span class="_ _1f"> </span>23,<span class="ls4">03<span class="ls10">% </span></span></div><div class="t m0 x1 h2 y135 ff9 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _1a"> </span>rentowność <span class="_ _17"> </span>E<span class="_ _2"></span>BIT <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>rent<span class="_ _3"></span>owność <span class="_ _1a"> </span>netto. <span class="_ _17"> </span><span class="ff1">Wzrost <span class="_ _1a"> </span>rentow</span>noś<span class="_ _3"></span>ci <span class="_ _1a"> </span>n<span class="_ _3"></span>a <span class="_ _2b"> </span>wszystki<span class="_ _3"></span>ch </div><div class="t m0 x1 h2 y136 ff1 fs0 fc0 sc0 ls0 ws0">poziomach <span class="_ _1f"> </span>wyni<span class="_ _3"></span>ka <span class="_ _1f"> </span>ze <span class="_ _2a"> </span>s<span class="_ _3"></span>kutecznego <span class="_ _b"> </span><span class="ff9">wzrostu <span class="_ _1f"> </span>skali<span class="_ _3"></span> <span class="_ _1f"> </span>biznesu <span class="_ _1f"> </span>i <span class="_ _1f"> </span>pozytywne<span class="_ _3"></span>go <span class="_ _2a"> </span>e<span class="_ _3"></span>fektu <span class="_ _1f"> </span>dźwi<span class="_ _3"></span>gni </span></div><div class="t m0 x1 h2 y137 ff1 fs0 fc0 sc0 ls0 ws0">operacyjnej. <span class="_ _3"></span> </div><div class="t m0 x1 h2 y138 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y139 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x1 y13a w20 h30"><div class="t m0 x68 h1c ya ff4 fs9 fc5 sc0 ls0 ws0">Wybrane <span class="ff3">wska<span class="_ _2"></span>źniki<span class="ff4"> </span></span></div></div><div class="c x69 y13a w21 h30"><div class="t m0 x44 h1c ya ff4 fs9 fc5 sc0 ls0 ws0">2021 </div></div><div class="c x6a y13a w22 h30"><div class="t m0 x23 h1c ya ff4 fs9 fc5 sc0 ls0 ws0">2020 </div></div><div class="c x1 y13b w20 h30"><div class="t m0 x1f h1c yf3 ff3 fs9 fc5 sc0 ls0 ws0">Wskaźnik bi<span class="_ _2"></span>eżącej płyn<span class="_ _2"></span>ności<span class="ff4"> </span></div></div><div class="c x69 y13b w21 h30"><div class="t m0 x2c h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">2,12 </div></div><div class="c x6a y13b w22 h30"><div class="t m0 x67 h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">1,49 </div></div><div class="c x1 y13c w20 h30"><div class="t m0 x1f h1c yf3 ff3 fs9 fc5 sc0 ls0 ws0">Wskaźnik ogól<span class="_ _2"></span>nego zadł<span class="_ _2"></span>użenia<span class="ff4"> </span></div></div><div class="c x69 y13c w21 h30"><div class="t m0 x2c h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">0,19 </div></div><div class="c x6a y13c w22 h30"><div class="t m0 x67 h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">0,13 </div></div><div class="c x1 y13d w20 h3f"><div class="t m0 x1f h1c ya ff4 fs9 fc5 sc0 ls0 ws0">W<span class="ff3">skaźnik rot<span class="_ _2"></span>acji należ<span class="_ _2"></span>ności<span class="ff4"> </span></span></div></div><div class="c x69 y13d w21 h3f"><div class="t m0 x44 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">69,27 </div></div><div class="c x6a y13d w22 h3f"><div class="t m0 x44 h1c ya ff1 fs9 fc5 sc0 ls9 ws0">61<span class="ls0"> </span></div></div><div class="c x1 y13e w20 h30"><div class="t m0 x1f h1c ya ff3 fs9 fc5 sc0 ls0 ws0">Wskaźnik ro<span class="_ _2"></span>tacji zobo<span class="_ _2"></span>wiązań<span class="ff4"> </span></div></div><div class="c x69 y13e w21 h30"><div class="t m0 x44 h1c ya ff1 fs9 fc5 sc0 ls0 ws0">42,08 </div></div><div class="c x6a y13e w22 h30"><div class="t m0 x44 h1c ya ff1 fs9 fc5 sc0 ls9 ws0">40<span class="ls0"> </span></div></div><div class="c x1 y13f w20 h30"><div class="t m0 x1f h1c yf3 ff3 fs9 fc5 sc0 ls0 ws0">Cykl konwer<span class="_ _2"></span>sji gotówki<span class="_ _2"></span><span class="ff4"> </span></div></div><div class="c x69 y13f w21 h30"><div class="t m0 x44 h1c yf3 ff1 fs9 fc5 sc0 ls0 ws0">27,19 </div></div><div class="c x6a y13f w22 h30"><div class="t m0 x44 h1c yf3 ff1 fs9 fc5 sc0 ls9 ws0">21<span class="ls0"> </span></div></div><div class="t m0 x6b h2 y140 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h26 y141 ffe fs9 fc0 sc0 ls0 ws0">wskaźnik bieżącej<span class="_ _2"></span> płynności<span class="_ _2"></span> –<span class="ffc"> aktywa obroto<span class="_ _2"></span>we <span class="ffe">/ zobowiąza<span class="_ _2"></span>nia krótkot<span class="_ _2"></span>erminowe<span class="ffc"> </span></span></span></div><div class="t m0 x1 h26 y142 ffe fs9 fc0 sc0 ls0 ws0">wskaźnik ogóln<span class="_ _2"></span>ego zadłużen<span class="_ _2"></span>ia –<span class="ffc"> </span>zobowiązan<span class="_ _2"></span>ia i rezerwy ogó<span class="_ _2"></span>łem / aktywa <span class="_ _2"></span>ogółem <span class="ffc"> </span></div><div class="t m0 x1 h26 y143 ffe fs9 fc0 sc0 ls0 ws0">wskaźnik rota<span class="_ _2"></span>cji należności<span class="_ _2"></span> –<span class="ffc"> </span>należności han<span class="_ _2"></span>dlowe / przy<span class="_ _2"></span>chody ze sprz<span class="_ _2"></span>edaży x liczba<span class="_ _2"></span> dni w okresie<span class="_ _2"></span> (365)<span class="ffc"> </span></div><div class="t m0 x1 h26 y144 ffe fs9 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _e"></span>rotacji <span class="_ _e"></span>zobowiązań <span class="_ _26"></span>–<span class="ffc"> <span class="_ _e"></span></span>zobowiązania <span class="_ _e"></span>handlowe <span class="_ _26"></span>/ <span class="_ _e"></span>ko<span class="_ _3"></span>szty <span class="_ _e"></span>działalności <span class="_ _e"></span>operacyjnej <span class="_ _e"></span>x <span class="_ _26"></span>liczba <span class="_ _e"></span>dni <span class="_ _26"></span>w <span class="_ _26"></span>okresie </div><div class="t m0 x1 h26 y145 ffc fs9 fc0 sc0 ls0 ws0">(365) </div><div class="t m0 x1 h2 y146 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x27 y14 wc h40" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">12<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Wskaźnik bi<span class="_ _3"></span>eżącej płynności w 20<span class="_ _3"></span><span class="ff1">21 <span class="_ _3"></span></span>roku pozostał<span class="_ _3"></span> na zadowal<span class="_ _3"></span>ającym pozi<span class="_ _3"></span>omie<span class="ff1">. </span></div><div class="t m0 x1 h2 yec ff9 fs0 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _24"> </span>ogólnego  z<span class="_ _3"></span>adłu<span class="_ _3"></span>żenia <span class="_ _24"> </span>wciąż <span class="_ _24"> </span>pozostaje  na <span class="_ _24"> </span>niski<span class="_ _3"></span>m  p<span class="_ _3"></span>oziomie  co <span class="_ _24"> </span>wskazuj<span class="_ _3"></span>e  na<span class="_ _3"></span> </div><div class="t m0 x1 h2 y84 ff9 fs0 fc0 sc0 ls0 ws0">niewiel<span class="_ _3"></span>ki stopień korzyst<span class="_ _3"></span>ani<span class="_ _3"></span>a z finan<span class="_ _3"></span>sowania zewnętrznego.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y147 ff9 fs0 fc0 sc0 ls0 ws0">W anal<span class="_ _3"></span>izowan<span class="_ _3"></span>ym o<span class="_ _3"></span>kresie <span class="_ _3"></span>wskaźni<span class="_ _3"></span>k <span class="_ _3"></span>cyklu <span class="_ _3"></span>konwe<span class="_ _3"></span>rs<span class="ff1">j<span class="_ _3"></span></span>i <span class="_ _3"></span>gotówki <span class="_ _3"></span>w<span class="_ _3"></span>skazuje, <span class="_ _3"></span>że <span class="_ _3"></span>Sp<span class="_ _3"></span>ółce u<span class="_ _3"></span>dało <span class="_ _3"></span>si<span class="_ _3"></span>ę </div><div class="t m0 x1 h2 y148 ff9 fs0 fc0 sc0 ls0 ws0">ograniczyć zapot<span class="_ _3"></span>rzebowani<span class="_ _3"></span>e na fin<span class="_ _3"></span>ansowanie kapi<span class="_ _3"></span>tału obrotowego.<span class="_ _3"></span><span class="ff1">  </span></div><div class="t m0 x1 h14 y86 ff4 fs0 fc0 sc0 ls8 ws0">2.2.4.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Objaśnienie <span class="_ _1e"> </span>różnic <span class="_ _1e"> </span>pomiędzy <span class="_ _14"> </span>wynikami <span class="_ _1e"> </span>finansowymi <span class="_ _14"> </span>a <span class="_ _24"> </span>pub<span class="_ _3"></span>likowanymi<span class="_ _e"></span><span class="ff4"> </span></span></span></div><div class="t m0 x26 h2 y149 ff4 fs0 fc0 sc0 ls0 ws0">prognozam<span class="ff3">i wy<span class="_ _3"></span>ników<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y14a ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> </span>nie pub<span class="_ _3"></span>likowała prognoz na <span class="_ _3"></span>rok 20<span class="ff1">2<span class="_ _3"></span>1. </span></div><div class="t m0 x1 h14 y14b ff4 fs0 fc0 sc0 ls8 ws0">2.3.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Rynki zbytu, d<span class="ff3">o<span class="_ _3"></span>stawcy i odbio<span class="_ _3"></span>rcy usług<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h2 y14c ff9 fs0 fc0 sc0 ls0 ws0">W zasadzie cała sp<span class="_ _3"></span>rzedaż Sp<span class="_ _3"></span>ółki<span class="ff1"> reali<span class="_ _3"></span>zowana jest n<span class="_ _3"></span>a rynku pol<span class="_ _3"></span>skim. </span></div><div class="t m0 x1 h2 y14d ff9 fs0 fc0 sc0 ls0 ws0">Struktura  klientów <span class="_ _12"> </span>Spółki<span class="ff1">  </span>jest <span class="_ _1b"> </span>stosun<span class="_ _3"></span>kowo <span class="_ _12"> </span>zdywersyfi<span class="_ _3"></span>kowana, <span class="_ _12"> </span>a  w <span class="_ _1b"> </span>jej  skład <span class="_ _12"> </span>wchodzi </div><div class="t m0 x1 h2 y14e ff9 fs0 fc0 sc0 ls0 ws0">większość <span class="_ _1f"> </span>dzi<span class="_ _3"></span>ałaj<span class="_ _3"></span>ących <span class="_ _1f"> </span>w <span class="_ _1f"> </span>Pol<span class="_ _3"></span>sce <span class="_ _1f"> </span>banków <span class="_ _b"> </span>oraz <span class="_ _1f"> </span>agencji<span class="_ _3"></span> <span class="_ _1f"> </span>reklamowy<span class="_ _3"></span>ch<span class="_ _3"></span>/domów<span class="_ _3"></span> <span class="_ _1f"> </span>mediowy<span class="_ _3"></span>ch<span class="ff1"> </span></div><div class="t m0 x1 h2 y14f ff9 fs0 fc0 sc0 ls0 ws0">współpracujących <span class="_ _26"></span>z <span class="_ _26"></span>ban<span class="_ _3"></span>kami<span class="_ _3"></span>.<span class="ff1"> <span class="_ _26"></span></span>W <span class="_ _26"></span>2021 <span class="_ _26"></span>roku <span class="_ _26"></span>wys<span class="_ _3"></span>tąpiły <span class="_ _26"></span>trzy <span class="_ _26"></span>podmi<span class="_ _3"></span>oty <span class="_ _e"></span>po<span class="_ _3"></span>siadaj<span class="_ _3"></span>ące <span class="_ _e"></span>wi<span class="_ _3"></span>ększy </div><div class="t m0 x1 h2 y150 ff9 fs0 fc0 sc0 ls0 ws0">niż <span class="_ _29"> </span>10% <span class="_ _29"> </span>udzi<span class="_ _3"></span>ał <span class="_ _29"> </span>w <span class="_ _29"> </span>obrotach <span class="_ _1b"> </span>Spółki<span class="_ _3"></span>. <span class="_ _29"> </span>Były <span class="_ _29"> </span>to <span class="_ _b"> </span>d<span class="_ _3"></span>wa <span class="_ _29"> </span>domy <span class="_ _29"> </span>medi<span class="_ _3"></span>owe <span class="_ _29"> </span>posi<span class="_ _3"></span>adające <span class="_ _29"> </span>udzi<span class="_ _3"></span>ał <span class="_ _29"> </span>w </div><div class="t m0 x1 h2 y4e ff1 fs0 fc0 sc0 ls0 ws0">obrotach <span class="_ _b"> </span> <span class="_ _b"> </span><span class="ls4">33<span class="ls11">% <span class="_ _b"> </span></span></span> <span class="_ _1f"> </span>i<span class="_ _3"></span> <span class="_ _b"> </span><span class="ls4">12</span><span class="ff9">%, <span class="_ _b"> </span>a <span class="_ _1f"> </span>także <span class="_ _b"> </span>jeden <span class="_ _b"> </span>z <span class="_ _b"> </span>banków <span class="_ _b"> </span></span>- <span class="_ _b"> </span>15% <span class="_ _b"> </span><span class="ff9">obrotów<span class="_ _3"></span>. <span class="_ _b"> </span>Podmioty <span class="_ _b"> </span>te <span class="_ _b"> </span>nie <span class="_ _b"> </span>są </span></div><div class="t m0 x1 h2 y151 ff9 fs0 fc0 sc0 ls0 ws0">powiązan<span class="_ _3"></span>e <span class="_ _15"> </span>ze <span class="_ _15"> </span>Spółką<span class="_ _3"></span><span class="ff1 ls12">. <span class="_ _15"> </span><span class="ls0">Natomiast <span class="_ _16"> </span><span class="ls4">32</span></span></span>% <span class="_ _15"> </span>obrotów <span class="_ _15"> </span>r<span class="_ _3"></span>ealizowan<span class="_ _3"></span>ych <span class="_ _15"> </span>było <span class="_ _15"> </span>z <span class="_ _15"> </span>kl<span class="_ _3"></span>i<span class="_ _3"></span>entami </div><div class="t m0 x1 h2 y152 ff9 fs0 fc0 sc0 ls0 ws0">posiadającymi<span class="_ _3"></span> mniejszy ni<span class="_ _3"></span>ż 5% udzi<span class="_ _3"></span>ał w całym obroci<span class="_ _3"></span>e <span class="ff1 ls13">Sp</span>ółki<span class="_ _3"></span><span class="ff1">. </span></div><div class="t m0 x1 h2 y153 ff1 fs0 fc0 sc0 ls14 ws0">Do<span class="ls0">stawcami<span class="_ _3"></span> <span class="_ _1b"> </span><span class="ff9">Spółki</span> <span class="_ _1b"> </span><span class="ff9">są <span class="_ _1b"> </span>partnerzy <span class="_ _1b"> </span>zrzeszeni <span class="_ _1b"> </span>w <span class="_ _1b"> </span>programi<span class="_ _3"></span>e <span class="_ _1b"> </span>ComperiaLead, <span class="_ _12"> </span></span>inni<span class="_ _3"></span> <span class="_ _1b"> </span>dostawcy </span></div><div class="t m0 x1 h2 y52 ff9 fs0 fc0 sc0 ls0 ws0">leadów<span class="ff1"> <span class="_ _b"> </span>( <span class="_ _b"> </span>w <span class="_ _b"> </span>t<span class="_ _3"></span>ym <span class="_ _b"> </span>podmi<span class="_ _3"></span>ot <span class="_ _b"> </span>wym</span>i<span class="_ _3"></span>eniony <span class="_ _b"> </span>w <span class="_ _b"> </span>rapo<span class="_ _3"></span>rcie <span class="_ _b"> </span>bi<span class="_ _3"></span>eżącym <span class="_ _b"> </span>nr <span class="_ _b"> </span>3/2021<span class="_ _e"></span><span class="ff1">) <span class="_ _b"> </span>oraz <span class="_ _b"> </span>podmioty </span></div><div class="t m0 x1 h2 y154 ff9 fs0 fc0 sc0 ls0 ws0">świadczące <span class="_ _14"> </span>specjal<span class="_ _3"></span>istyczne <span class="_ _14"> </span>usłu<span class="_ _3"></span>gi, <span class="_ _14"> </span>w <span class="_ _14"> </span>szczególn<span class="_ _3"></span>ości <span class="_ _14"> </span>IT <span class="_ _14"> </span>oraz <span class="_ _1e"> </span>ma<span class="_ _3"></span>rketingowe<span class="_ _3"></span><span class="ff1 ls5">. <span class="_ _14"> </span><span class="ls0">J<span class="_ _3"></span>eden <span class="_ _14"> </span>z </span></span></div><div class="t m0 x1 h2 y155 ff9 fs0 fc0 sc0 ls0 ws0">dostawców<span class="ff1"> <span class="_ _b"> </span></span>leadów <span class="_ _b"> </span>(pod<span class="_ _3"></span>miot <span class="_ _b"> </span>niepowi<span class="_ _3"></span>ązany <span class="_ _b"> </span>ze <span class="_ _b"> </span>spółkami <span class="_ _b"> </span>Grupy<span class="_ _3"></span><span class="ff1">, <span class="_ _b"> </span>wymieni<span class="_ _3"></span>ony <span class="_ _b"> </span>w <span class="_ _b"> </span>raporcie </span></div><div class="t m0 x1 h2 y156 ff9 fs0 fc0 sc0 ls0 ws0">bieżącym <span class="_ _25"></span>nr <span class="_ _25"></span><span class="ff1">3/2021<span class="_ _3"></span></span>) <span class="_ _25"></span>przekroczył <span class="_ _25"></span>w <span class="_ _25"></span>20<span class="ff1 ls4">21<span class="ls0"> <span class="_ _25"></span></span></span>roku <span class="_ _25"></span>udzi<span class="_ _3"></span>ał <span class="_ _25"></span>10% <span class="_ _26"></span>w <span class="_ _25"></span>obroci<span class="_ _3"></span>e<span class="ff1"> <span class="_ _25"></span></span>spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _25"></span>do <span class="_ _25"></span>poziomu </span></div><div class="t m0 x1 h2 y77 ff1 fs0 fc0 sc0 ls0 ws0">21,85<span class="ls11">%.</span> </div><div class="t m0 x1 h14 y157 ff4 fs0 fc0 sc0 ls15 ws0">2.4.<span class="ff2 ls0"> <span class="_ _12"> </span><span class="ff3">Wskaźniki<span class="_ _3"></span><span class="ff4"> n<span class="_ _e"></span>ie<span class="_ _3"></span>f<span class="_ _3"></span>i<span class="_ _3"></span>n<span class="_ _3"></span>a<span class="_ _e"></span>ns<span class="_ _3"></span>o<span class="_ _3"></span>w<span class="_ _3"></span>e<span class="_ _e"></span> </span></span></span></div><div class="t m0 x1 h2 y158 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x17 y159 w23 h41"><div class="t m0 x46 h1c y105 ff3 fs9 fc5 sc0 ls0 ws0">Nazwa wska<span class="_ _2"></span>źnika<span class="ff4"> </span></div></div><div class="c x3d y159 w1a h41"><div class="t m0 x57 h1c y105 ff4 fs9 fc5 sc0 ls0 ws0">2021 </div></div><div class="c x5e y159 w12 h41"><div class="t m0 x3e h1c y105 ff4 fs9 fc5 sc0 ls0 ws0">2020 </div></div><div class="c x5f y159 w1b h41"><div class="t m0 x41 h1c y105 ff3 fs9 fc5 sc0 ls0 ws0">Δ r/r<span class="ff4"> </span></div></div><div class="c x17 y15a w23 h42"><div class="t m0 x1f h1c y127 ff3 fs9 fc5 sc0 ls0 ws0">Liczba partneró<span class="_ _2"></span>w Comperi<span class="_ _2"></span>aLead<span class="ff4"> </span></div><div class="t m0 x1f h1c y15b ff4 fs9 fc5 sc0 ls0 ws0">na koniec okr<span class="_ _2"></span>esu </div></div><div class="c x3d y15a w1a h42"><div class="t m0 x5a h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">44<span class="ls0"> <span class="lsa">366</span> </span></div></div><div class="c x5e y15a w12 h42"><div class="t m0 x20 h1c y15c ff1 fs9 fc5 sc0 ls0 ws0">33 002 </div></div><div class="c x5f y15a w1b h42"><div class="t m0 x20 h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">34%<span class="ls0"> </span></div></div><div class="c x17 y15d w23 h41"><div class="t m0 x1f h1c y119 ff3 fs9 fc5 sc0 ls0 ws0">Liczba leadów<span class="_ _2"></span><span class="ff4"> </span></div></div><div class="c x3d y15d w1a h41"><div class="t m0 x3e h1c y119 ff1 fs9 fc5 sc0 ls0 ws0">380 270 </div></div><div class="c x5e y15d w12 h41"><div class="t m0 x43 h1c y119 ff1 fs9 fc5 sc0 ls0 ws0">281 717 </div></div><div class="c x5f y15d w1b h41"><div class="t m0 x20 h1c y119 ff1 fs9 fc5 sc0 ls9 ws0">35%<span class="ls0"> </span></div></div><div class="c x17 y15e w23 h43"><div class="t m0 x1f h1c y15f ff3 fs9 fc5 sc0 ls0 ws0">Liczba wejść n<span class="_ _2"></span>a stronę<span class="ff4"> </span></div></div><div class="c x3d y15e w1a h43"><div class="t m0 x6c h1c y15f ff1 fs9 fc5 sc0 ls0 ws0">48 852 270 </div></div><div class="c x5e y15e w12 h43"><div class="t m0 x6d h1c y15f ff1 fs9 fc5 sc0 ls0 ws0">36 838 896 </div></div><div class="c x5f y15e w1b h43"><div class="t m0 x20 h1c y15f ff1 fs9 fc5 sc0 ls9 ws0">33%<span class="ls0"> </span></div></div><div class="c x17 y160 w23 h30"><div class="t m0 x1f h1c y161 ff3 fs9 fc5 sc0 ls0 ws0">Liczba odsłon<span class="_ _2"></span><span class="ff4"> </span></div></div><div class="c x3d y160 w1a h30"><div class="t m0 x1b h1c y161 ff1 fs9 fc5 sc0 ls0 ws0">126 971 01<span class="_ _2"></span>0 </div></div><div class="c x5e y160 w12 h30"><div class="t m0 x6d h1c y161 ff1 fs9 fc5 sc0 ls0 ws0">95 476 022 </div></div><div class="c x5f y160 w1b h30"><div class="t m0 x20 h1c y161 ff1 fs9 fc5 sc0 ls9 ws0">33%<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y162 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y163 ff9 fs0 fc0 sc0 ls0 ws0">Wzrost w l<span class="_ _3"></span>i<span class="_ _3"></span>czbie odsłon <span class="_ _3"></span>(<span class="_ _3"></span><span class="ff1 ls4">33</span>% r/r) był<span class="_ _3"></span> spow<span class="_ _3"></span>odowanymi<span class="_ _3"></span> główni<span class="_ _3"></span>e większymi<span class="_ _3"></span> i<span class="_ _3"></span>nwestycjami <span class="_ _3"></span>w </div><div class="t m0 x1 h2 y164 ff9 fs0 fc0 sc0 ls0 ws0">rozwój  portalu  Comperia<span class="ff1">  oraz  Te<span class="_ _2"></span>lepoli<span class="_ _3"></span>s<span class="ls5">.  </span><span class="ff9">Spółka  w <span class="_ _12"> </span>dalszym  ciągu  jest <span class="_ _12"> </span>beneficjentem </span></span></div><div class="t m0 x1 h2 y165 ff1 fs0 fc0 sc0 ls0 ws0">algorytmu <span class="_ _e"></span>wykorzystyw<span class="_ _3"></span>anego <span class="_ _e"></span><span class="ff9">przez <span class="_ _e"></span>GOOG<span class="_ _3"></span>LE, <span class="_ _3"></span>k<span class="_ _3"></span>tóry <span class="_ _3"></span></span>p<span class="_ _3"></span>romuj<span class="_ _3"></span>e <span class="_ _3"></span>zap<span class="_ _3"></span>ytania <span class="_ _e"></span>mobil<span class="_ _3"></span>e <span class="_ _3"></span>read<span class="_ _3"></span>y <span class="_ _3"></span>i<span class="_ _3"></span> <span class="_ _e"></span>ux </div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">13<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">first, <span class="_ _29"> </span>do <span class="_ _1b"> </span>którego <span class="_ _29"> </span>Spółk<span class="_ _3"></span>a <span class="_ _1b"> </span>dostosowała <span class="_ _1b"> </span>się <span class="_ _29"> </span>w <span class="_ _1b"> </span>okresach <span class="_ _29"> </span>poprz<span class="_ _3"></span>ednich<span class="_ _3"></span><span class="ff1">. <span class="_ _1b"> </span></span>Ponadto <span class="_ _29"> </span>umi<span class="_ _3"></span>ejętne </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">tworzeni<span class="_ _3"></span>e <span class="_ _22"> </span>treści <span class="_ _11"> </span>odpowiedni<span class="_ _3"></span>o <span class="_ _22"> </span>sprofil<span class="_ _3"></span>owanych <span class="_ _22"> </span>pod <span class="_ _11"> </span>wyszuki<span class="_ _3"></span>warki <span class="_ _22"> </span>równi<span class="_ _3"></span>eż <span class="_ _22"> </span>i<span class="_ _3"></span>stotnie </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">przyczyniło <span class="_ _3"></span>si<span class="_ _3"></span>ę do <span class="_ _3"></span>wzr<span class="_ _3"></span>ostu <span class="_ _3"></span>odsłon <span class="_ _3"></span>w <span class="_ _3"></span>2021 <span class="_ _3"></span>roku<span class="_ _3"></span>. <span class="_ _3"></span>Zwiększona <span class="_ _3"></span>skal<span class="_ _3"></span>a <span class="_ _3"></span>dzi<span class="_ _3"></span>ałalności <span class="_ _3"></span>w <span class="_ _3"></span>obszraez<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">reklamy <span class="_ _3"></span>efekty<span class="_ _3"></span>wności<span class="_ _3"></span>owej <span class="_ _3"></span>znajduj<span class="_ _3"></span>e <span class="_ _3"></span>sw<span class="_ _3"></span>oje <span class="_ _3"></span>odz<span class="_ _3"></span>wierci<span class="_ _3"></span>edlenie <span class="_ _3"></span>we <span class="_ _e"></span>rosnącej <span class="_ _3"></span>l<span class="_ _3"></span>iczbi<span class="_ _3"></span>e <span class="_ _3"></span>partnerów </div><div class="t m0 x1 h2 y166 ff1 fs0 fc0 sc0 ls0 ws0">programu Compe<span class="_ _3"></span>riaLead.<span class="_ _3"></span> </div><div class="t m0 x1 h2 y63 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y167 ff4 fs0 fc0 sc0 ls8 ws0">2.5.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Zdarzenia <span class="_ _22"> </span>istotn<span class="_ _3"></span>ie <span class="_ _22"> </span>wpływając<span class="ff4">e<span class="_ _3"></span> <span class="_ _22"> </span></span>na <span class="_ _22"> </span>działalność <span class="_ _11"> </span>jednostki<span class="_ _3"></span><span class="ff4"> <span class="_ _22"> </span>(w <span class="_ _22"> </span>tym <span class="_ _22"> </span>o<span class="_ _3"></span> </span></span></span></div><div class="t m0 x26 h2 y168 ff4 fs0 fc0 sc0 ls0 ws0">nietypowym <span class="_ _1f"> </span>ch<span class="_ _3"></span>arakterze)<span class="_ _3"></span><span class="ff3">, <span class="_ _1f"> </span>jakie <span class="_ _1f"> </span>n<span class="_ _3"></span>astąpiły <span class="_ _b"> </span>w <span class="_ _2a"> </span>roku <span class="_ _1f"> </span>ob<span class="_ _3"></span>rotowym, <span class="_ _1f"> </span>a <span class="_ _1f"> </span>takż<span class="_ _3"></span>e <span class="_ _1f"> </span>po </span></div><div class="t m0 x26 h2 y169 ff3 fs0 fc0 sc0 ls0 ws0">jego zakończen<span class="_ _3"></span>iu, do dnia <span class="_ _3"></span>sporządze<span class="_ _3"></span>nia <span class="ff4">sp<span class="_ _3"></span>rawozdania fina<span class="_ _3"></span>nsowego<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y16a ff1 fs0 fc0 sc0 ls0 ws0">Rok <span class="_ _1f"> </span>2021 <span class="_ _1f"> </span><span class="ff9">u<span class="_ _3"></span>płynął <span class="_ _b"> </span>w <span class="_ _1f"> </span>Spółce</span> <span class="_ _1f"> </span>pod <span class="_ _b"> </span>znakiem <span class="_ _1f"> </span>skutecznej <span class="_ _b"> </span>optymalizacji<span class="_ _e"></span> <span class="_ _2a"> </span>i<span class="_ _3"></span> <span class="_ _1f"> </span>rozwoju <span class="_ _b"> </span>segmentu </div><div class="t m0 x1 h2 y16b ff9 fs0 fc0 sc0 ls0 ws0">reklamy efektywn<span class="_ _3"></span>ościowej oraz znacz<span class="_ _3"></span>nego wz<span class="_ _3"></span>rostu sprzedaży<span class="_ _3"></span> ubezpieczeń. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y16c ff9 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _17"> </span>rynku <span class="_ _17"> </span>podstawowej <span class="_ _17"> </span>dzi<span class="_ _3"></span>ałalności <span class="_ _17"> </span>w <span class="_ _17"> </span>20<span class="_ _3"></span><span class="ff1 ls4">21<span class="ls0"> <span class="_ _17"> </span>roku <span class="_ _17"> </span></span></span>Spółka<span class="ff1"> <span class="_ _17"> </span></span>kontynuowała <span class="_ _17"> </span>dz<span class="_ _3"></span>iałania </div><div class="t m0 x1 h2 y16d ff1 fs0 fc0 sc0 ls0 ws0">obejm<span class="ff9">ujące: <span class="_ _3"></span></span> </div><div class="t m0 x1 h18 y16e ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">poszukiwani<span class="_ _3"></span>e nowych kanałów i form sprz<span class="_ _3"></span>edaży;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y16f ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">sukcesywny <span class="_ _26"></span>przegląd <span class="_ _25"></span>poszczególnych <span class="_ _25"></span>działań, <span class="_ _26"></span>projektów <span class="_ _26"></span>i<span class="_ _3"></span> <span class="_ _26"></span>procesów <span class="_ _26"></span>(<span class="_ _3"></span>w <span class="_ _26"></span>szczegól<span class="_ _3"></span>ności </span></span></div><div class="t m0 x14 h2 y170 ff9 fs0 fc0 sc0 ls0 ws0">w sprz<span class="_ _3"></span>edaży <span class="_ _3"></span>i <span class="_ _3"></span>marketin<span class="_ _3"></span>gu) i<span class="_ _3"></span> i<span class="_ _3"></span>ch <span class="_ _3"></span>założeń <span class="_ _3"></span>biznesowych <span class="_ _3"></span>pod <span class="_ _3"></span>kąt<span class="_ _3"></span>em el<span class="_ _3"></span>iminacji<span class="_ _3"></span> <span class="_ _3"></span>aktywności </div><div class="t m0 x14 h2 y171 ff9 fs0 fc0 sc0 ls0 ws0">zbędnych <span class="_ _14"> </span>bąd<span class="_ _3"></span>ź <span class="_ _14"> </span>ni<span class="_ _3"></span>eprzynoszących <span class="_ _13"> </span>oczek<span class="_ _3"></span>iwan<span class="_ _3"></span>ych <span class="_ _13"> </span>efektów <span class="_ _14"> </span>ekon<span class="_ _3"></span>omicznych <span class="_ _13"> </span>a <span class="_ _14"> </span>także<span class="_ _3"></span> </div><div class="t m0 x14 h2 y172 ff9 fs0 fc0 sc0 ls0 ws0">zwiększeni<span class="_ _3"></span>a marżowości pozostał<span class="_ _3"></span>ych;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y173 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">optymalizację wykorzys<span class="_ _3"></span>tania z<span class="_ _3"></span>asobów wewnętrzn<span class="_ _3"></span>ych <span class="_ _3"></span>Spółki<span class="ff1 ls16">; <span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h18 y174 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">re<span class="_ _2"></span>dukcję ko<span class="_ _3"></span>sztów stałych<span class="_ _3"></span> prowadzonej dzi<span class="_ _3"></span>ałalności<span class="_ _3"></span>.<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x14 h2 y175 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y176 ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _26"></span>z<span class="_ _3"></span>anotowała <span class="_ _25"></span><span class="ff1">3-</span>krotn<span class="_ _3"></span>y <span class="_ _26"></span>wzr<span class="_ _3"></span>ost <span class="_ _26"></span>EB<span class="_ _3"></span>ITDA <span class="_ _26"></span>w <span class="_ _25"></span>okresi<span class="_ _3"></span>e <span class="_ _26"></span>20<span class="_ _3"></span>21 <span class="_ _25"></span>roku <span class="_ _26"></span>w <span class="_ _26"></span>p<span class="_ _3"></span>orównani<span class="_ _3"></span>u <span class="_ _25"></span>do <span class="_ _25"></span><span class="ff1">roku </span></div><div class="t m0 x1 h2 yb ff1 fs0 fc0 sc0 ls4 ws0">2020<span class="ff9 ls0">. <span class="_ _12"> </span>Jednocześnie  zanotowali<span class="_ _3"></span>śmy <span class="_ _12"> </span>87% <span class="_ _12"> </span>wzrost <span class="_ _12"> </span>przychodów  względem <span class="_ _12"> </span>anal<span class="_ _3"></span>ogicznego </span></div><div class="t m0 x1 h2 y54 ff9 fs0 fc0 sc0 ls0 ws0">okresu <span class="_ _17"> </span>roku <span class="_ _17"> </span>pop<span class="_ _3"></span>rzedni<span class="_ _3"></span>ego. <span class="_ _17"> </span>Przyczyny <span class="_ _17"> </span>t<span class="_ _3"></span>ego <span class="_ _17"> </span>wzrostu<span class="_ _3"></span> <span class="_ _17"> </span>są <span class="_ _17"> </span>nast<span class="_ _3"></span>ępujące: <span class="_ _17"> </span>a) <span class="_ _17"> </span>sytu<span class="_ _3"></span>acja </div><div class="t m0 x1 h2 y177 ff1 fs0 fc0 sc0 ls0 ws0">makroekonomi<span class="_ _3"></span>czna <span class="_ _1f"> </span><span class="ff9">–</span> <span class="_ _1f"> </span>kombin<span class="_ _3"></span>acja <span class="_ _1f"> </span>wysokie<span class="ff9">j <span class="_ _1f"> </span>in<span class="_ _3"></span>flacji <span class="_ _2a"> </span>i<span class="_ _3"></span> <span class="_ _2a"> </span>ni<span class="_ _3"></span>skich <span class="_ _1f"> </span>stóp <span class="_ _1f"> </span>procentowych <span class="_ _1f"> </span>zachęca </span></div><div class="t m0 x1 h2 y178 ff9 fs0 fc0 sc0 ls0 ws0">konsumentów <span class="_ _26"></span>do <span class="_ _26"></span>korzystani<span class="_ _3"></span>a <span class="_ _26"></span>z <span class="_ _e"></span>finan<span class="_ _3"></span>sowania <span class="_ _26"></span>dłużnego, <span class="_ _e"></span>b) <span class="_ _26"></span>efekt<span class="_ _3"></span>ów <span class="_ _e"></span>d<span class="_ _3"></span>opasowani<span class="_ _3"></span>a <span class="_ _e"></span>naszych </div><div class="t m0 x1 h2 y179 ff9 fs0 fc0 sc0 ls0 ws0">działań <span class="_ _d"> </span>do <span class="_ _d"> </span>oczekiwań <span class="_ _d"> </span>i<span class="_ _3"></span>nstytucji<span class="_ _3"></span> <span class="_ _d"> </span>finansowych, <span class="_ _d"> </span>które <span class="_ _d"> </span>starają <span class="_ _d"> </span>się <span class="_ _d"> </span>pozyskać <span class="_ _d"> </span>kli<span class="_ _3"></span>enta </div><div class="t m0 x1 h2 y79 ff9 fs0 fc0 sc0 ls0 ws0">zainteresowanego<span class="_ _3"></span> <span class="_ _e"></span>kredytem <span class="_ _e"></span>al<span class="_ _3"></span>e <span class="_ _e"></span>równi<span class="_ _3"></span>eż <span class="_ _e"></span>chcą <span class="_ _e"></span>i<span class="_ _3"></span>st<span class="_ _3"></span>otnie <span class="_ _e"></span>zwi<span class="_ _3"></span>ększyć <span class="_ _e"></span>li<span class="_ _3"></span>czbę <span class="_ _e"></span>kli<span class="_ _3"></span>entów <span class="_ _e"></span>aktywni<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y17a ff9 fs0 fc0 sc0 ls0 ws0">korzystających <span class="_ _2c"> </span>z <span class="_ _2d"> </span>ra<span class="_ _3"></span>chun<span class="_ _3"></span>ków <span class="_ _2d"> </span>ban<span class="_ _3"></span>kowych, <span class="_ _2c"> </span>c) <span class="_ _2d"> </span>efekt <span class="_ _2c"> </span>strategi<span class="_ _3"></span>cznej <span class="_ _2c"> </span>współpracy <span class="_ _2c"> </span>z </div><div class="t m0 x1 h2 y17b ff9 fs0 fc0 sc0 ls0 ws0">kontrahentem <span class="_ _25"></span>o <span class="_ _26"></span>którym <span class="_ _26"></span>wspomi<span class="_ _3"></span>nal<span class="_ _3"></span>iśmy <span class="_ _26"></span>w <span class="_ _25"></span>raporcie <span class="_ _26"></span>bi<span class="_ _3"></span>eżącym <span class="_ _26"></span>nr <span class="_ _26"></span>3/20<span class="_ _3"></span>21, <span class="_ _26"></span>d<span class="_ _3"></span>) <span class="_ _26"></span>efekt <span class="_ _26"></span>ni<span class="_ _3"></span>skiej </div><div class="t m0 x1 h2 y17c ff1 fs0 fc0 sc0 ls0 ws0">bazy <span class="_ _3"></span><span class="ff9">–</span> <span class="_ _e"></span><span class="ff9">w <span class="_ _3"></span>pi<span class="_ _3"></span>erwszym <span class="_ _3"></span>pół<span class="_ _3"></span>roczu <span class="_ _3"></span>r<span class="_ _3"></span>oku <span class="_ _3"></span>poprz<span class="_ _3"></span>edniego <span class="_ _3"></span>zan<span class="_ _3"></span>otowal<span class="_ _3"></span>iś<span class="_ _3"></span>my <span class="_ _e"></span>głębokie <span class="_ _3"></span>spad<span class="_ _3"></span>ki <span class="_ _3"></span>z<span class="_ _3"></span>arówno </span></div><div class="t m0 x1 h2 y17d ff9 fs0 fc0 sc0 ls0 ws0">na poziomi<span class="_ _3"></span>e przychodów jaki<span class="_ _3"></span> EBITDA spowod<span class="_ _3"></span>owane wybu<span class="_ _3"></span>chem pand<span class="_ _3"></span>emii<span class="_ _3"></span> koronawirusa. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y17e ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"> </span>2021  r<span class="_ _2"></span>oku <span class="_ _12"> </span>w <span class="_ _1b"> </span>proj<span class="_ _3"></span>ekcie <span class="_ _1b"> </span>Comp<span class="_ _3"></span>eri<span class="_ _3"></span>aRaty/Comfin<span class="_ _3"></span>o <span class="_ _1b"> </span>kontynuowal<span class="_ _3"></span>i<span class="_ _3"></span>śmy <span class="_ _1b"> </span>prace <span class="_ _12"> </span>związane <span class="_ _12"> </span>z </div><div class="t m0 x1 h2 y17f ff9 fs0 fc0 sc0 ls0 ws0">rozwojem <span class="_ _b"> </span>oraz <span class="_ _b"> </span>komercjali<span class="_ _3"></span>zacją <span class="_ _b"> </span>tego <span class="_ _b"> </span>projektu. <span class="_ _b"> </span>Dzi<span class="_ _3"></span>ałania <span class="_ _b"> </span>w <span class="_ _b"> </span>obszarze <span class="_ _b"> </span>fin<span class="_ _3"></span>te<span class="_ _3"></span><span class="ff1">ch <span class="_ _b"> </span>podzi<span class="_ _3"></span>elone </span></div><div class="t m0 x1 h2 y180 ff9 fs0 fc0 sc0 ls0 ws0">zostały <span class="_ _26"></span>na <span class="_ _25"></span>dwie <span class="_ _26"></span>odr<span class="_ _3"></span>ębne <span class="_ _26"></span>części<span class="_ _3"></span>, <span class="_ _26"></span>obi<span class="_ _3"></span>e <span class="_ _26"></span>dedykowane <span class="_ _25"></span>do <span class="_ _26"></span>obsługi<span class="_ _3"></span> <span class="_ _26"></span>kli<span class="_ _3"></span>enta <span class="_ _26"></span>onli<span class="_ _3"></span>ne<span class="_ _e"></span><span class="ff1">. <span class="_ _26"></span>W <span class="_ _26"></span>pr<span class="_ _3"></span>ojekcie </span></div><div class="t m0 x1 h2 y181 ff1 fs0 fc0 sc0 ls0 ws0">finansowani<span class="_ _3"></span>e <span class="_ _1f"> </span>e-<span class="ff9">commer<span class="_ _3"></span>ce <span class="_ _1f"> </span>powołal<span class="_ _3"></span>iśmy <span class="_ _1f"> </span>n<span class="_ _3"></span>ową <span class="_ _1f"> </span>markę <span class="_ _1f"> </span>Com<span class="_ _3"></span>fino.pl<span class="_ _3"></span>. <span class="_ _b"> </span></span>To <span class="_ _2a"> </span>p<span class="_ _3"></span>ierwsza <span class="_ _1f"> </span>pl<span class="_ _3"></span>atforma </div><div class="t m0 x1 h2 y182 ff9 fs0 fc0 sc0 ls0 ws0">finansowa <span class="_ _b"> </span>łącząca <span class="_ _b"> </span>banki<span class="_ _3"></span>, <span class="_ _b"> </span>fintechy <span class="_ _b"> </span>oraz <span class="_ _b"> </span>kli<span class="_ _3"></span>entów <span class="_ _b"> </span>B2C <span class="_ _1f"> </span>i<span class="_ _3"></span> <span class="_ _b"> </span>B2B. <span class="_ _b"> </span>Dzi<span class="_ _3"></span>ęki <span class="_ _b"> </span>platform<span class="_ _3"></span><span class="ff1">i<span class="_ _3"></span>e <span class="_ _b"> </span>Comfi<span class="_ _3"></span>no </span></div><div class="t m0 x1 h2 y183 ff9 fs0 fc0 sc0 ls0 ws0">klienci <span class="_ _14"> </span>i<span class="_ _3"></span>ndywidu<span class="_ _3"></span>alni <span class="_ _14"> </span>i <span class="_ _14"> </span>fi<span class="_ _3"></span>rmowi <span class="_ _13"> </span>mogą <span class="_ _14"> </span>wybrać <span class="_ _13"> </span>najbardziej <span class="_ _13"> </span>wygodną <span class="_ _14"> </span>dl<span class="_ _3"></span>a <span class="_ _14"> </span>siebi<span class="_ _3"></span>e <span class="_ _14"> </span>formę </div><div class="t m0 x1 h2 y184 ff1 fs0 fc0 sc0 ls0 ws0">finansowani<span class="_ _3"></span>a<span class="ff9">, <span class="_ _1f"> </span>spośród <span class="_ _2a"> </span>rat <span class="_ _1f"> </span>0%, <span class="_ _2a"> </span>rat <span class="_ _1f"> </span>marżowych<span class="_ _3"></span>, <span class="_ _2a"> </span>pożycz<span class="_ _3"></span>ek <span class="_ _2a"> </span>dl<span class="_ _3"></span>a <span class="_ _2a"> </span>firm <span class="_ _1f"> </span>oraz <span class="_ _1f"> </span>oferty <span class="_ _2a"> </span>typu <span class="_ _1f"> </span>kup </span></div><div class="t m0 x1 h2 y185 ff1 fs0 fc0 sc0 ls0 ws0">teraz- <span class="_ _12"> </span><span class="ff9">zapłać  później  (<span class="_ _2"></span>BNPL).<span class="ff1">  </span>Dokonaliśmy  wdrożeń <span class="_ _12"> </span>Comfino<span class="ff1">.pl<span class="_ _3"></span>  m.in. <span class="_ _12"> </span>w <span class="_ _12"> </span>marketplace </span></span></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAIAAAC3LO29AAAACXBIWXMAABYlAAAWJQFJUiTwAAAE10lEQVR42uWcb0wbZRzHfz2O0fYof7q2t3HgpRKNbCWLYpgQWWYT3dYESZSElzO+AMlebC8MvjDjhYsvRoyRFwbHK018Y1JfTJPBYlLmatgkoiFW0BdbU/GAUiiscO0xnt35oh2U0pZyvbZ3z76v2uul7Se/5/k9z+/p71udJElQFAU2tnceWwxlFEkU53PJQrxpSEDTIcG/8fheMHpngQ/GUKY7nQzVVKNvtRkctRUv1VSQhE7xL6NTMIaTwaj7YcT98FEWpOxyMtTFF2s7WZOCEVaAMCSg0bm1G7Nh2WBpUa++Ymu1GvKPal6EgY3tq78Fv3vwqEBTiDaQQ68d67ZX5cMpk5BHYr93oXBsKZyjZ5jzDZVFIkSi5PZHLk78B8WVk6G+ep1hTeWFJQwJ6MKtwJ9hAUqkL9qP958wF4pwfH6z63YASi0nQ7nffC73ZJsr4ad/hD6ZXgZ1iDaQ0+82WvWkMoRIlN7/mStOUjkU5K0LrMOsz5cQiVLn7YCH40GVmui0t9NG+YQqx4tr+p3G7JHMNl+vz6yoHA8AXGOBkIDkxHBkNnxlchG0INpAzvW8kCm7pr/qCwtawQOAYAx1//TvIUYpj0TXWAA0JQ/Hj8yGcyXs9y4oWCUUTVcmF5OL7IyEvrCgtqUvd33wC3cAIRKl9+5woFl5OH58fjMbodsfKeGuWhH13uWQKKUnRKI0cH8JNK5gDLn9kfSEbn9EiwlmvwbuLyWHcZfws5kVwELBGJoKxVIJfWFB6zMwWdd+X04lvBnYAIzk4XgeiXsIb2TYEGhX3sXoLqEvLOCRY5I17FvZJfQuRQE7eTg+nlEJAPghEAEc9ff6VoJQ/WWuPPnWtgCAyF4ga1pTyzEAIIJRbAnn1gUAIOKhxFLx2UcA7iLWtp5gjIdEibgXjGJMyPHoGRil+BNa9CTGeMZyHdFqM2BMaNWTz8AorTlShisbbSABgGiqqcCV8GwdBQAEQ2GbadpoIwAQJKGLRxM/2U1HEuth9/PVWBK2WPUJwrfqK/HDow1kvFmDAICO40b8CPueNhYRAECRhJOhMCPsYk179qWXHRbMhuhOg0aCELOB2pfU+5YgpEji0smj2BD2NtWmqZ4uOzAh7GmsTm552yVkTeU9jTgsjNdepTNWwCmvaTSAKV22ewhZU/lgi03ThCMddQecYnx0yqLdbeo3b9Tv7/1KfU4SutEzjBbxms36bntVmgp4/6XzDZVaXDnGXGxa00L6U4yh03RzDu236tHNc2ympuj0hCShG3OxWpmQgy22LG6MbD3CIQHVf/uPyvEunTz6eduxLDdkO2uz6smJTrua8ZwMNXT6gDX8gNPEdtqoWkgnQ/14jj3QEpWT3yIkoJbvH6iqX2Owxfbxy9Zc7szVUVJyP1CyDuUNOoQrCInSwK/BL/9aLW1pm6ORRA5hXOPzm713uZKM2J7G6pGOusPaS+X4D5EoXZ9ZKaYNqtms//os45C1CZHvIS20gXRnWOZpI83XBxzY2B72rRZicjab9R+esuRpkQWlvNw8Er2L0WGfAi4i2kD2nTB3sSaHQhtjnbL/OMAjcWZVkOFZdzLU22yVq8EkwwdbVMKUhMTxaG59a/3xEwCYWo6tPO0wa6ONtRVlAOCoraCNpLWQv7T/D+9/AvBeSsZuAAAAAElFTkSuQmCC"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">14<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">medycznym <span class="_ _e"></span><span class="ff9">–</span> <span class="_ _e"></span>Kl<span class="_ _3"></span>ini<span class="_ _3"></span>ki.pl. <span class="_ _e"></span>Rok <span class="_ _e"></span><span class="ff9">2021 <span class="_ _e"></span>za<span class="_ _3"></span>owocował <span class="_ _e"></span>p<span class="_ _3"></span>odpisani<span class="_ _3"></span>em <span class="_ _e"></span>umów <span class="_ _e"></span>i <span class="_ _e"></span>wdroż<span class="_ _3"></span>eniem <span class="_ _e"></span>nowych<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">partnerów. <span class="_ _3"></span>Comp<span class="_ _3"></span>eriaR<span class="_ _3"></span>aty p<span class="_ _3"></span>ozostaje <span class="_ _3"></span>nadal<span class="_ _3"></span> <span class="_ _3"></span>mar<span class="_ _3"></span>ką <span class="_ _3"></span>dedykowan<span class="_ _3"></span>ą <span class="_ _3"></span>kredyt<span class="_ _3"></span>om <span class="_ _3"></span>gotówkow<span class="_ _3"></span>ym <span class="_ _3"></span>na </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">dowolny <span class="_ _17"> </span>cel. <span class="_ _1a"> </span>Równi<span class="_ _3"></span>eż <span class="_ _1a"> </span>w <span class="_ _17"> </span>tym <span class="_ _1a"> </span>ob<span class="_ _3"></span>szarze <span class="_ _17"> </span>powiększyli<span class="_ _3"></span>śmy <span class="_ _1a"> </span>gr<span class="_ _3"></span>ono <span class="_ _1a"> </span>n<span class="_ _3"></span>aszych <span class="_ _17"> </span>partnerów<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">oferujących <span class="_ _1b"> </span>fi<span class="_ _3"></span>nansow<span class="_ _3"></span><span class="ff1">anie</span>. <span class="_ _12"> </span>Do <span class="_ _1b"> </span>współpracy <span class="_ _12"> </span>zaprosili<span class="_ _3"></span>śmy <span class="_ _1b"> </span>fi<span class="_ _3"></span>ntech <span class="_ _1b"> </span>Sm<span class="_ _3"></span>artney<span class="ff1">, <span class="_ _12"> </span></span>należący <span class="_ _12"> </span>do </div><div class="t m0 x1 h2 y166 ff1 fs0 fc0 sc0 ls0 ws0">francuskiej <span class="_ _2a"> </span>grupy <span class="_ _2a"> </span>Oney <span class="_ _2a"> </span>Bank<span class="ff9">, <span class="_ _2a"> </span>fintech <span class="_ _2a"> </span>Brutto.pl<span class="_ _3"></span> <span class="_ _2a"> </span>oferujący <span class="_ _2a"></span>pożyczki <span class="_ _2a"> </span>dla <span class="_ _2a"> </span>firm, <span class="_ _2a"></span>jak <span class="_ _25"></span>równ<span class="_ _3"></span>ież </span></div><div class="t m0 x1 h2 y186 ff9 fs0 fc0 sc0 ls0 ws0">fintech <span class="_ _1b"> </span>Twisto <span class="_ _1b"> </span>oferujący <span class="_ _1b"> </span>usługi<span class="_ _3"></span> <span class="_ _1b"> </span>BNPL<span class="ff1"> <span class="_ _1b"> </span></span>oraz <span class="_ _1b"> </span>wdroż<span class="_ _3"></span>ony <span class="_ _29"> </span>w <span class="_ _1b"> </span>ma<span class="_ _3"></span>rcu <span class="_ _1b"> </span>2021 <span class="_ _1b"> </span>AS <span class="_ _1b"> </span>INBANK <span class="_ _1b"> </span>S.A. </div><div class="t m0 x1 h2 y187 ff9 fs0 fc0 sc0 ls0 ws0">Warto <span class="_ _24"> </span>zazn<span class="_ _3"></span>aczyć, <span class="_ _24"> </span>z<span class="_ _3"></span>e <span class="_ _1e"> </span>rozwij<span class="_ _3"></span>amy <span class="_ _1e"> </span>współpracę <span class="_ _1e"> </span>z <span class="_ _24"> </span>nasz<span class="_ _3"></span>ymi <span class="_ _1e"> </span>dotychczasowymi <span class="_ _1e"> </span>partnerami<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y188 ff1 fs0 fc0 sc0 ls0 ws0">finansowymi<span class="_ _3"></span> <span class="_ _b"> </span><span class="ff9">–</span> <span class="_ _b"> </span>Bankami<span class="_ _3"></span> <span class="_ _b"> </span>Alior <span class="_ _b"> </span>i <span class="_ _b"> </span><span class="ff9">BNP <span class="_ _b"> </span>Pari<span class="_ _3"></span>bas <span class="_ _b"> </span>oraz <span class="_ _b"> </span>fin<span class="_ _3"></span>techem <span class="_ _b"> </span>Takto. <span class="_ _b"> </span>Tak <span class="_ _b"> </span>pod <span class="_ _b"> </span>wzgl<span class="_ _3"></span>ędem </span></div><div class="t m0 x1 h2 y86 ff9 fs0 fc0 sc0 ls0 ws0">wsparcia <span class="_ _23"> </span>marketi<span class="_ _3"></span>ngowego <span class="_ _23"> </span>jak <span class="_ _23"> </span>produktoweg<span class="_ _3"></span>o. <span class="_ _16"> </span>J<span class="_ _3"></span>ednocześni<span class="_ _3"></span>e <span class="_ _16"> </span>t<span class="_ _3"></span>estowali<span class="_ _3"></span>śmy <span class="_ _16"> </span>produkt<span class="_ _3"></span> </div><div class="t m0 x1 h2 y189 ff9 fs0 fc0 sc0 ls0 ws0">pożyczki/kredytu<span class="_ _3"></span> <span class="_ _15"> </span>gotó<span class="_ _3"></span>wkowego <span class="_ _15"> </span>na <span class="_ _16"> </span>dowol<span class="_ _3"></span>ny <span class="_ _15"> </span>cel<span class="_ _3"></span> <span class="_ _15"> </span>w <span class="_ _16"> </span>n<span class="_ _3"></span>aszych <span class="_ _16"> </span>aktualnych <span class="_ _16"> </span>kanałach </div><div class="t m0 x1 h2 y18a ff9 fs0 fc0 sc0 ls0 ws0">sprzedaży. <span class="ff1"> </span></div><div class="t m0 x1 h2 y18b ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>perspektywi<span class="_ _3"></span>e <span class="_ _e"></span>kol<span class="_ _3"></span>ejnych <span class="_ _26"></span>kwartałów <span class="_ _26"></span>będziemy <span class="_ _26"></span>konsekwentn<span class="_ _3"></span>ie <span class="_ _e"></span>koncen<span class="_ _3"></span>trować <span class="_ _e"></span>n<span class="_ _3"></span>a <span class="_ _e"></span>rozwoju </div><div class="t m0 x1 h2 y18c ff9 fs0 fc0 sc0 ls0 ws0">naszych <span class="_ _14"> </span>dwóch <span class="_ _14"> </span>linii <span class="_ _14"> </span>biznesowych <span class="_ _14"> </span>–<span class="_ _3"></span><span class="ff1"> <span class="_ _1e"> </span></span>fi<span class="_ _3"></span>nansowan<span class="_ _3"></span>ia <span class="_ _14"> </span>kredytów <span class="_ _1e"> </span>got<span class="_ _3"></span>ówkowych <span class="_ _14"> </span>on<span class="_ _3"></span><span class="ff1">-li<span class="_ _3"></span>ne <span class="_ _1e"> </span>w </span></div><div class="t m0 x1 h2 y18d ff9 fs0 fc0 sc0 ls0 ws0">ComperiaRaty  oraz <span class="_ _12"> </span>na  rozwoju <span class="_ _12"> </span>płatności<span class="_ _3"></span>  e<span class="ff1">-commerce  w <span class="_ _12"> </span>Comfi<span class="_ _3"></span></span>no.pl.  ze <span class="_ _12"> </span>szczególnym </div><div class="t m0 x1 h2 y18e ff9 fs0 fc0 sc0 ls0 ws0">naciski<span class="_ _3"></span>em na rozwój finansowani<span class="_ _3"></span>a zakupów w s<span class="_ _3"></span>ektorze e<span class="_ _3"></span><span class="ff1">-comm<span class="_ _3"></span>erce.  </span></div><div class="t m0 x1 h2 y18f ff1 fs0 fc0 sc0 ls0 ws0">Kondycja <span class="_ _2a"> </span>finan<span class="_ _3"></span>sowa <span class="_ _2a"> </span><span class="ff9">Spół</span> <span class="_ _2a"> </span><span class="ff9">w <span class="_ _2a"> </span>naszej <span class="_ _2a"> </span>oceni<span class="_ _3"></span>e <span class="_ _2a"> </span>jest <span class="_ _2a"> </span>dobra, <span class="_ _2a"> </span>co <span class="_ _2a"> </span>pozwal<span class="_ _3"></span>a <span class="_ _2a"> </span>na <span class="_ _2a"> </span>reali<span class="_ _3"></span>zację <span class="_ _2a"> </span>szeregu </span></div><div class="t m0 x1 h2 y190 ff9 fs0 fc0 sc0 ls0 ws0">ini<span class="_ _3"></span>cjatyw, które powin<span class="_ _3"></span>ny przyczynić si<span class="_ _3"></span>ę do dalszego rozwoju G<span class="_ _3"></span>rupy.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y6f ff9 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _24"> </span>d<span class="_ _3"></span>nia <span class="_ _1e"> </span>sporządzen<span class="_ _3"></span>ia <span class="_ _1e"> </span>ni<span class="_ _3"></span>niejszego <span class="_ _1e"> </span>raportu <span class="_ _1e"> </span>ni<span class="_ _3"></span>e <span class="_ _1e"> </span>otrzymaliśmy <span class="_ _1e"> </span>decyzj<span class="_ _3"></span>i <span class="_ _1e"> </span>PFR <span class="_ _1e"> </span>w <span class="_ _1e"> </span>sprawie </div><div class="t m0 x1 h2 y191 ff9 fs0 fc0 sc0 ls0 ws0">umorzenia  części  pr<span class="_ _2"></span>zyznanej  pomocy <span class="_ _12"> </span>w <span class="_ _12"> </span>ramach  Tar<span class="_ _2"></span>czy  1.0. <span class="_ _1b"> </span>Zgodn<span class="_ _3"></span>ie  z <span class="_ _1b"> </span>i<span class="_ _3"></span>nformacjami </div><div class="t m0 x1 h2 y192 ff9 fs0 fc0 sc0 ls0 ws0">uzyskanymi <span class="_ _1b"> </span>od <span class="_ _29"> </span>PFR <span class="_ _1b"> </span>spodziewamy <span class="_ _1b"> </span>się <span class="_ _29"> </span>taki<span class="_ _3"></span>ej <span class="_ _29"> </span>decyzji<span class="_ _3"></span> <span class="_ _1b"> </span><span class="ff1">w <span class="_ _1b"> </span>2022 <span class="_ _29"> </span>roku<span class="_ _3"></span>. <span class="_ _29"> </span>W <span class="_ _1b"> </span>konsekwencji<span class="_ _3"></span> <span class="_ _29"> </span>w </span></div><div class="t m0 x1 h2 y193 ff1 fs0 fc0 sc0 ls0 ws0">sprawozdani<span class="_ _3"></span>u <span class="_ _29"> </span>fin<span class="_ _3"></span>ansowym <span class="_ _1b"> </span>za <span class="_ _29"> </span>20<span class="_ _3"></span>21 <span class="_ _1b"> </span>rok<span class="ff9">, <span class="_ _29"> </span>w <span class="_ _1b"> </span>sprawozdan<span class="_ _3"></span>iu <span class="_ _1b"> </span>z <span class="_ _1b"> </span>całkowitych <span class="_ _29"> </span>d<span class="_ _3"></span>ochodów <span class="_ _1b"> </span>nie </span></div><div class="t m0 x1 h2 y194 ff9 fs0 fc0 sc0 ls0 ws0">ujęliśmy <span class="_ _1b"> </span>kwoty <span class="_ _29"> </span>wni<span class="_ _3"></span>oskowanego <span class="_ _29"> </span>umo<span class="_ _3"></span>rzenia <span class="_ _1b"> </span>w <span class="_ _29"> </span>wyni<span class="_ _3"></span>kach<span class="_ _3"></span><span class="ff1"> <span class="_ _29"> </span></span>Sp<span class="_ _3"></span>ółki<span class="ff1">. <span class="_ _1b"> </span>Kwota <span class="_ _29"> </span>wsparci<span class="_ _3"></span>a <span class="_ _29"> </span>z <span class="_ _1b"> </span>PFR </span></div><div class="t m0 x1 h2 y195 ff9 fs0 fc0 sc0 ls0 ws0">pozostaje ujęta w pozo<span class="_ _3"></span>stałych zobowi<span class="_ _3"></span>ązani<span class="_ _3"></span>ach Spółki.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y76 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y178 ff4 fs0 fc0 sc0 ls8 ws0">2.6.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Charakterystyk<span class="_ _3"></span>a  zewnętrznych  i  wewnętrznych  czyn<span class="_ _3"></span>ników  istotnych  dla<span class="_ _3"></span> </span></span></div><div class="t m0 x26 h2 y179 ff4 fs0 fc0 sc0 ls0 ws0">rozwoju <span class="_ _2c"> </span>pr<span class="ff3">zedsiębio<span class="_ _3"></span>rstwa <span class="_ _2c"> </span>emitent<span class="_ _3"></span>a <span class="_ _2c"> </span>oraz <span class="_ _2d"> </span>op<span class="_ _3"></span>is <span class="_ _2c"> </span>perspektyw <span class="_ _2c"> </span>rozwoju<span class="_ _3"></span> </span></div><div class="t m0 x26 h2 y79 ff3 fs0 fc0 sc0 ls0 ws0">działalności <span class="_ _6"> </span>emite<span class="_ _3"></span>nta <span class="_ _6"> </span>co <span class="_ _6"> </span>n<span class="_ _3"></span>ajmniej <span class="_ _6"> </span>do <span class="_ _2e"> </span>końca <span class="_ _6"> </span>roku <span class="_ _6"> </span>obrotowe<span class="_ _3"></span>go </div><div class="t m0 x26 h2 y17a ff3 fs0 fc0 sc0 ls0 ws0">następującego  po <span class="_ _29"> </span>ro<span class="_ _3"></span>ku <span class="_ _1b"> </span>obrotowym<span class="_ _3"></span>, <span class="_ _1b"> </span>za <span class="_ _12"> </span>który <span class="_ _1b"> </span>sporządz<span class="_ _3"></span>ono <span class="_ _1b"> </span>sp<span class="_ _3"></span>rawozdanie<span class="_ _3"></span> </div><div class="t m0 x26 h2 y17b ff3 fs0 fc0 sc0 ls0 ws0">finansowe <span class="_ _f"> </span>zamieszcz<span class="_ _3"></span>one <span class="_ _f"> </span>w <span class="_ _f"> </span>raporcie <span class="_ _f"> </span>rocznym, <span class="_ _f"> </span>z <span class="_ _f"> </span>uwzględnieniem<span class="_ _3"></span> </div><div class="t m0 x26 h2 y17c ff3 fs0 fc0 sc0 ls0 ws0">elementów strateg<span class="_ _3"></span><span class="ff4">ii rynkow<span class="_ _3"></span>ej przez niego <span class="_ _3"></span>wypracowan<span class="_ _3"></span>ej </span></div><div class="t m0 x1 h2 y197 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _25"></span>202<span class="_ _3"></span>2 <span class="_ _25"></span>ro<span class="_ _3"></span>ku <span class="_ _2a"></span><span class="ff9">Spółka</span> <span class="_ _25"></span><span class="ff9">za<span class="_ _3"></span>mi<span class="_ _3"></span>erza <span class="_ _25"></span>kontynu<span class="_ _3"></span>ować <span class="_ _25"></span>d<span class="_ _3"></span>ynami<span class="_ _3"></span>czny <span class="_ _2a"> </span>rozwój <span class="_ _25"></span>w <span class="_ _2a"> </span>sektorze <span class="_ _2a"></span>działal<span class="_ _3"></span>ności </span></div><div class="t m0 x1 h2 y17e ff9 fs0 fc0 sc0 ls0 ws0">ubezpieczeni<span class="_ _3"></span>owej <span class="_ _25"></span>za <span class="_ _26"></span>pośredni<span class="_ _3"></span>ctwem <span class="_ _25"></span>spółki <span class="_ _25"></span>zależnej <span class="_ _26"></span>Compe<span class="_ _3"></span>ria <span class="_ _25"></span>Ubezpieczenia. <span class="_ _25"></span>Planowan<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y17f ff9 fs0 fc0 sc0 ls0 ws0">skala <span class="_ _26"></span>dział<span class="_ _3"></span>ania <span class="_ _26"></span>sieci <span class="_ _26"></span>sprzedaży <span class="_ _26"></span>ma <span class="_ _26"></span>osiągnąć <span class="_ _26"></span>zasięgi<span class="_ _3"></span>em<span class="_ _3"></span><span class="ff1"> <span class="_ _26"></span></span>obszar <span class="_ _e"></span>cał<span class="_ _3"></span>ej <span class="_ _e"></span>Pol<span class="_ _3"></span>ski. <span class="_ _26"></span>Dal<span class="_ _3"></span>szy <span class="_ _26"></span>rozwój </div><div class="t m0 x1 h2 y180 ff9 fs0 fc0 sc0 ls0 ws0">technologi<span class="_ _3"></span>czny  ma <span class="_ _1b"> </span>pozwol<span class="_ _3"></span>ić  spółce <span class="_ _1b"> </span>na  wprowadzeni<span class="_ _3"></span>e  directowych <span class="_ _12"> </span>kanałów  sprzedaży </div><div class="t m0 x1 h2 y181 ff9 fs0 fc0 sc0 ls0 ws0">ubezpieczeń. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y198 ff9 fs0 fc0 sc0 ls0 ws0">Szukając <span class="_ _25"></span>możliwości<span class="_ _3"></span> <span class="_ _26"></span>synergi<span class="_ _3"></span>i <span class="_ _25"></span>pomiędzy <span class="_ _25"></span>głównym <span class="_ _26"></span>segm<span class="_ _3"></span>entem <span class="_ _26"></span>d<span class="_ _3"></span>ział<span class="_ _3"></span>ania <span class="_ _25"></span>Sp<span class="_ _3"></span>ółki<span class="ff1"> <span class="_ _25"></span></span>–<span class="ff1"> <span class="_ _25"></span>reklamy </span></div><div class="t m0 x1 h2 y199 ff9 fs0 fc0 sc0 ls0 ws0">efektywnościow<span class="_ _3"></span>ej <span class="_ _e"></span>–<span class="ff1"> <span class="_ _26"></span>a <span class="_ _e"></span>d<span class="_ _3"></span>ynami<span class="_ _3"></span>cznymi <span class="_ _26"></span>potrzebam<span class="_ _3"></span></span>i <span class="_ _26"></span>naszych <span class="_ _26"></span>głównych <span class="_ _e"></span>kl<span class="_ _3"></span>ient<span class="_ _3"></span>ów <span class="_ _e"></span>tj. <span class="_ _26"></span>banków <span class="_ _e"></span>i </div><div class="t m0 x1 h2 y19a ff1 fs0 fc0 sc0 ls0 ws0">instytu<span class="_ _3"></span>cji <span class="_ _2a"> </span>finansowych <span class="_ _1f"> </span><span class="ff9">Spółka<span class="_ _3"></span></span> <span class="_ _2a"> </span><span class="ff9">spodzi<span class="_ _3"></span>ewa <span class="_ _2a"> </span>się <span class="_ _1f"> </span></span>komercjal<span class="_ _3"></span>iz<span class="_ _3"></span>acji <span class="_ _2a"> </span>w <span class="_ _1f"> </span>2022 <span class="_ _2a"> </span>projektu <span class="_ _1f"> </span>z <span class="_ _2a"> </span>zakresu </div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">15<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">wspierani<span class="_ _3"></span>a <span class="_ _25"></span>finansowania <span class="_ _25"></span>zakupów <span class="_ _25"></span>ecommerce/<span class="_ _3"></span>mcommerce. <span class="_ _25"></span>Dynami<span class="_ _3"></span>czni<span class="_ _3"></span>e <span class="_ _25"></span>rozwijające <span class="_ _25"></span>się </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">rynek <span class="_ _3"></span>zaku<span class="_ _3"></span>pów <span class="_ _3"></span>i<span class="_ _3"></span>nternetowy<span class="_ _3"></span>ch <span class="_ _3"></span>stwarza <span class="_ _e"></span>duże <span class="_ _e"></span>mo<span class="_ _e"></span>żliwości<span class="_ _3"></span> <span class="_ _3"></span>wz<span class="_ _3"></span>rostu <span class="_ _3"></span>crossel<span class="_ _3"></span>lin<span class="_ _3"></span>gu <span class="_ _3"></span>do <span class="_ _e"></span>obecnych </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">klientów.<span class="ff1"> </span></div><div class="t m0 x1 h2 y40 ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _14"> </span>dal<span class="_ _3"></span>szym <span class="_ _14"> </span>ci<span class="_ _3"></span>ągu <span class="_ _13"> </span>prowadzony <span class="_ _14"> </span>będzi<span class="_ _3"></span>e <span class="_ _14"> </span>r<span class="_ _3"></span>ozwój <span class="_ _13"> </span>platformy <span class="_ _14"> </span>d<span class="_ _3"></span>o <span class="_ _14"> </span>obsłu<span class="_ _3"></span>gi<span class="_ _3"></span> <span class="_ _14"> </span>segmentu <span class="_ _13"> </span>sieci </div><div class="t m0 x1 h2 y41 ff1 fs0 fc0 sc0 ls0 ws0">afiliacyjn<span class="_ _3"></span>ej comperial<span class="_ _3"></span>ead. </div><div class="t m0 x1 h2 y19b ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _29"> </span>ma <span class="_ _29"> </span>ambi<span class="_ _3"></span>tne <span class="_ _b"> </span>pl<span class="_ _3"></span>any <span class="_ _29"> </span>dalszej<span class="_ _3"></span> <span class="_ _29"> </span>monetyzacji <span class="_ _29"> </span>portalu <span class="_ _29"> </span>telepoli<span class="_ _3"></span>s.pl <span class="_ _29"> </span>w <span class="_ _b"> </span>20<span class="_ _3"></span>2<span class="_ _3"></span>2</span>, <span class="_ _29"> </span>włączni<span class="_ _3"></span>e <span class="_ _b"> </span>z </div><div class="t m0 x1 h2 y43 ff9 fs0 fc0 sc0 ls0 ws0">impl<span class="_ _3"></span>ementację mo<span class="ff1">delu<span class="_ _3"></span> e-commerce. <span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y19c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y19d ff4 fs0 fc0 sc0 ls8 ws0">2.7.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Informacje o ważn<span class="_ _3"></span>iejszych osiąg<span class="_ _3"></span>nięciach w dz<span class="_ _3"></span>iedzinie bad<span class="_ _3"></span>ań i rozwoju<span class="_ _e"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y19e ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _1b"> </span>w <span class="_ _12"> </span>20<span class="ls4">21</span> <span class="_ _12"> </span></span>roku <span class="_ _1b"> </span>reali<span class="_ _3"></span>zowała <span class="_ _12"> </span>wydatki <span class="_ _12"> </span>inwestycyjne <span class="_ _1b"> </span>zg<span class="_ _3"></span>odni<span class="_ _3"></span>e <span class="_ _1b"> </span>z <span class="_ _12"> </span>założonym <span class="_ _1b"> </span>pl<span class="_ _3"></span>anem. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y19f ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> </span>w znaczą<span class="_ _3"></span>cy sposób ogran<span class="_ _3"></span>iczała wydat<span class="_ _3"></span>ki inwesty<span class="_ _3"></span>cyjne w zakresi<span class="_ _3"></span>e badań i<span class="_ _3"></span> rozwoju. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y1a0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y14f ff4 fs0 fc0 sc0 ls8 ws0">2.8.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Realizowane pr<span class="_ _3"></span>ojekty in<span class="_ _3"></span>westycyjn<span class="_ _3"></span>e </span></span></div><div class="t m0 x1 h2 y1a1 ff1 fs0 fc0 sc0 ls0 ws0">W 2021 roku <span class="ff9">Spółka<span class="_ _3"></span></span> <span class="ff9">prowadzi<span class="_ _3"></span>ła inwestycje w na<span class="_ _3"></span>stępujących obsza<span class="_ _3"></span>rach:<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y1a2 ff1 fs0 fc0 sc0 ls0 ws0">Istotnym <span class="_ _b"> </span><span class="ff9">obszarem <span class="_ _b"> </span>dzi<span class="_ _3"></span>ałalności <span class="_ _b"> </span>inwestycyj<span class="_ _3"></span>nej <span class="_ _b"> </span>był <span class="_ _b"> </span>obszar <span class="_ _b"> </span>obsługi <span class="_ _b"> </span>zakupów <span class="_ _29"> </span></span>ratal<span class="_ _3"></span>nych <span class="_ _b"> </span>w </div><div class="t m0 x1 h2 y1a3 ff9 fs0 fc0 sc0 ls0 ws0">Internecie: <span class="_ _17"> </span>przygotowani<span class="_ _3"></span>e <span class="_ _17"> </span>ko<span class="_ _2"></span>mpleksowej <span class="_ _17"> </span>aplikacji<span class="_ _3"></span> <span class="_ _1a"> </span>i <span class="_ _17"> </span>systemów <span class="_ _17"> </span>informatycznych <span class="_ _17"> </span>do </div><div class="t m0 x1 h2 y1a4 ff9 fs0 fc0 sc0 ls0 ws0">świadczeni<span class="_ _3"></span>a wyżej wymi<span class="_ _3"></span>enionych usłu<span class="_ _3"></span>g. (projekt Comp<span class="_ _3"></span>eriaRaty).<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y1a5 ff4 fs0 fc0 sc0 ls8 ws0">2.9.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Zarządzanie ryzyk<span class="_ _3"></span>iem finanso<span class="_ _3"></span>wym<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y156 ff9 fs0 fc0 sc0 ls0 ws0">Do główny<span class="_ _3"></span>ch <span class="_ _3"></span>instrument<span class="_ _3"></span>ów fi<span class="_ _3"></span>nansowych, <span class="_ _3"></span>któr<span class="_ _3"></span>e <span class="_ _3"></span>posiada <span class="_ _e"></span>Spółka, <span class="_ _3"></span>nal<span class="_ _3"></span>eżą <span class="_ _3"></span>akty<span class="ff1">wa <span class="_ _3"></span>fin<span class="_ _3"></span>ansowe, </span></div><div class="t m0 x1 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0">takie <span class="_ _2a"> </span>j<span class="_ _3"></span>ak <span class="_ _2a"> </span><span class="ff9">udzi<span class="_ _3"></span>ały <span class="_ _2a"> </span>w <span class="_ _1f"> </span>jednostce <span class="_ _2a"> </span>zal<span class="_ _3"></span>eżnej, <span class="_ _2a"> </span>u<span class="_ _3"></span>dzi<span class="_ _3"></span>elone <span class="_ _25"></span>p<span class="_ _3"></span>ożyczki<span class="_ _3"></span> <span class="_ _1f"> </span>nal<span class="_ _3"></span>eżności<span class="_ _3"></span> <span class="_ _2a"> </span>z <span class="_ _1f"> </span>tytułu <span class="_ _2a"> </span>dostaw <span class="_ _1f"> </span>i </span></div><div class="t m0 x1 h2 y1a7 ff9 fs0 fc0 sc0 ls0 ws0">usług, <span class="_ _1b"> </span>środki<span class="_ _3"></span> <span class="_ _1b"> </span>pieniężne <span class="_ _1b"> </span>i<span class="_ _3"></span> <span class="_ _1b"> </span>depozyty <span class="_ _1b"> </span>krótkotermi<span class="_ _3"></span>nowe<span class="_ _3"></span><span class="ff1"> <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span></span>zob<span class="_ _3"></span>owiązani<span class="_ _3"></span>a <span class="_ _1b"> </span>finansowe <span class="_ _1b"> </span>jak<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y1a8 ff9 fs0 fc0 sc0 ls0 ws0">pożyczki <span class="_ _25"></span>i <span class="_ _25"></span>kredyty <span class="_ _25"></span>bankowe<span class="ff1"> <span class="_ _25"></span></span>kt<span class="_ _3"></span>óre <span class="_ _25"></span>powstają <span class="_ _25"></span>bezpośredni<span class="_ _3"></span>o <span class="_ _25"></span>w <span class="_ _25"></span>toku <span class="_ _26"></span>p<span class="_ _3"></span>rowadzon<span class="_ _3"></span>ej <span class="_ _25"></span>przez <span class="_ _25"></span>ni<span class="_ _3"></span>ą </div><div class="t m0 x1 h2 y1a9 ff9 fs0 fc0 sc0 ls0 ws0">działaln<span class="_ _3"></span>ości.<span class="ff1"> </span></div><div class="t m0 x1 h2 y1aa ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _d"> </span>okresie <span class="_ _d"> </span>objętym <span class="_ _d"> </span>s<span class="_ _3"></span>prawozdaniem <span class="_ _15"> </span>Spółka<span class="ff1"> <span class="_ _d"> </span></span>ni<span class="_ _3"></span>e <span class="_ _d"> </span>prowadziła <span class="_ _d"> </span>obro<span class="_ _3"></span>tu <span class="_ _d"> </span>in<span class="_ _3"></span>strumentami </div><div class="t m0 x1 h2 y1ab ff1 fs0 fc0 sc0 ls0 ws0">finansowymi<span class="_ _3"></span>. </div><div class="t m0 x1 h2 y1ac ff9 fs0 fc0 sc0 ls0 ws0">Główne <span class="_ _3"></span>rodzaje <span class="_ _3"></span>ryzyka <span class="_ _e"></span>wynikającego <span class="_ _3"></span>z <span class="_ _3"></span>instrument<span class="_ _3"></span>ów <span class="_ _3"></span>fin<span class="_ _3"></span>ansowych <span class="_ _3"></span>obejmuj<span class="_ _3"></span>ą ryzyk<span class="_ _3"></span>o st<span class="_ _3"></span>opy </div><div class="t m0 x1 h2 y1ad ff9 fs0 fc0 sc0 ls0 ws0">procentowej, <span class="_ _1b"> </span>ryzyko <span class="_ _29"> </span>z<span class="_ _3"></span>wiąz<span class="_ _3"></span>ane <span class="_ _29"> </span>z <span class="_ _1b"> </span>płynnością, <span class="_ _1b"> </span>ryzyko <span class="_ _29"> </span>wal<span class="_ _3"></span>ut<span class="_ _3"></span>ow<span class="_ _3"></span><span class="ff1">e <span class="_ _29"> </span>oraz <span class="_ _1b"> </span>ryzyko <span class="_ _1b"> </span>kredytowe. </span></div><div class="t m0 x1 h2 y1ae ff9 fs0 fc0 sc0 ls0 ws0">Zarząd Spółki<span class="_ _3"></span><span class="ff1"> </span>weryfi<span class="_ _3"></span>kuje i<span class="_ _3"></span> uz<span class="_ _3"></span>gadnia <span class="_ _3"></span>zasady zarządz<span class="_ _3"></span>ania każ<span class="_ _3"></span>dym z t<span class="_ _3"></span>ych rodzajów <span class="_ _3"></span>ryzyka <span class="_ _e"></span>–<span class="ff1"> </span></div><div class="t m0 x1 h2 y1af ff9 fs0 fc0 sc0 ls0 ws0">zasady <span class="_ _e"></span>te <span class="_ _e"></span>zostały <span class="_ _e"></span>w <span class="_ _e"></span>sk<span class="_ _3"></span>rócie <span class="_ _e"></span>omówi<span class="_ _3"></span>one <span class="_ _e"></span>poniżej. <span class="_ _e"></span>Jednostka <span class="_ _e"></span>m<span class="_ _3"></span>onit<span class="_ _3"></span>oruje <span class="_ _3"></span>r<span class="_ _3"></span>ównież <span class="_ _e"></span>ryzyk<span class="_ _3"></span>o <span class="_ _e"></span>cen </div><div class="t m0 x1 h2 y1b0 ff9 fs0 fc0 sc0 ls0 ws0">rynkowych dotyczą<span class="_ _3"></span>ce wszystki<span class="_ _3"></span>ch posiadanych p<span class="_ _3"></span>rzez ni<span class="_ _3"></span>ą instr<span class="_ _3"></span>umentów fi<span class="_ _3"></span>nansowych.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y1b1 ff4 fs0 fc0 sc0 ls8 ws0">2.9.1.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">Ryzyko stopy<span class="_ _3"></span> procentowe<span class="_ _3"></span>j </span></span></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEsAAABLCAIAAAC3LO29AAAACXBIWXMAABYlAAAWJQFJUiTwAAAE10lEQVR42uWcb0wbZRzHfz2O0fYof7q2t3HgpRKNbCWLYpgQWWYT3dYESZSElzO+AMlebC8MvjDjhYsvRoyRFwbHK018Y1JfTJPBYlLmatgkoiFW0BdbU/GAUiiscO0xnt35oh2U0pZyvbZ3z76v2uul7Se/5/k9z+/p71udJElQFAU2tnceWwxlFEkU53PJQrxpSEDTIcG/8fheMHpngQ/GUKY7nQzVVKNvtRkctRUv1VSQhE7xL6NTMIaTwaj7YcT98FEWpOxyMtTFF2s7WZOCEVaAMCSg0bm1G7Nh2WBpUa++Ymu1GvKPal6EgY3tq78Fv3vwqEBTiDaQQ68d67ZX5cMpk5BHYr93oXBsKZyjZ5jzDZVFIkSi5PZHLk78B8WVk6G+ep1hTeWFJQwJ6MKtwJ9hAUqkL9qP958wF4pwfH6z63YASi0nQ7nffC73ZJsr4ad/hD6ZXgZ1iDaQ0+82WvWkMoRIlN7/mStOUjkU5K0LrMOsz5cQiVLn7YCH40GVmui0t9NG+YQqx4tr+p3G7JHMNl+vz6yoHA8AXGOBkIDkxHBkNnxlchG0INpAzvW8kCm7pr/qCwtawQOAYAx1//TvIUYpj0TXWAA0JQ/Hj8yGcyXs9y4oWCUUTVcmF5OL7IyEvrCgtqUvd33wC3cAIRKl9+5woFl5OH58fjMbodsfKeGuWhH13uWQKKUnRKI0cH8JNK5gDLn9kfSEbn9EiwlmvwbuLyWHcZfws5kVwELBGJoKxVIJfWFB6zMwWdd+X04lvBnYAIzk4XgeiXsIb2TYEGhX3sXoLqEvLOCRY5I17FvZJfQuRQE7eTg+nlEJAPghEAEc9ff6VoJQ/WWuPPnWtgCAyF4ga1pTyzEAIIJRbAnn1gUAIOKhxFLx2UcA7iLWtp5gjIdEibgXjGJMyPHoGRil+BNa9CTGeMZyHdFqM2BMaNWTz8AorTlShisbbSABgGiqqcCV8GwdBQAEQ2GbadpoIwAQJKGLRxM/2U1HEuth9/PVWBK2WPUJwrfqK/HDow1kvFmDAICO40b8CPueNhYRAECRhJOhMCPsYk179qWXHRbMhuhOg0aCELOB2pfU+5YgpEji0smj2BD2NtWmqZ4uOzAh7GmsTm552yVkTeU9jTgsjNdepTNWwCmvaTSAKV22ewhZU/lgi03ThCMddQecYnx0yqLdbeo3b9Tv7/1KfU4SutEzjBbxms36bntVmgp4/6XzDZVaXDnGXGxa00L6U4yh03RzDu236tHNc2ympuj0hCShG3OxWpmQgy22LG6MbD3CIQHVf/uPyvEunTz6eduxLDdkO2uz6smJTrua8ZwMNXT6gDX8gNPEdtqoWkgnQ/14jj3QEpWT3yIkoJbvH6iqX2Owxfbxy9Zc7szVUVJyP1CyDuUNOoQrCInSwK/BL/9aLW1pm6ORRA5hXOPzm713uZKM2J7G6pGOusPaS+X4D5EoXZ9ZKaYNqtms//os45C1CZHvIS20gXRnWOZpI83XBxzY2B72rRZicjab9R+esuRpkQWlvNw8Er2L0WGfAi4i2kD2nTB3sSaHQhtjnbL/OMAjcWZVkOFZdzLU22yVq8EkwwdbVMKUhMTxaG59a/3xEwCYWo6tPO0wa6ONtRVlAOCoraCNpLWQv7T/D+9/AvBeSsZuAAAAAElFTkSuQmCC"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">16<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Narażenie <span class="_ _1f"> </span>Sp<span class="_ _3"></span>ółki<span class="ff1"> <span class="_ _b"> </span></span>na <span class="_ _1f"> </span>ryzyko <span class="_ _2a"> </span>wyw<span class="_ _3"></span>ołane <span class="_ _1f"> </span>zmi<span class="_ _3"></span>anami <span class="_ _b"> </span>stóp <span class="_ _2a"> </span>p<span class="_ _3"></span>rocentowych <span class="_ _1f"> </span>ni<span class="_ _3"></span>e <span class="_ _1f"> </span>jest <span class="_ _1f"> </span>istotn<span class="_ _3"></span>e <span class="_ _1f"> </span>ze </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">względu<span class="_ _3"></span> <span class="_ _16"> </span>na <span class="_ _16"> </span>brak <span class="_ _15"> </span>d<span class="_ _3"></span>ługotermi<span class="_ _3"></span>nowych <span class="_ _16"> </span>zob<span class="_ _3"></span>owiąz<span class="_ _3"></span>ań <span class="_ _16"> </span>finansowych. <span class="_ _16"> </span>Dostępne <span class="_ _23"> </span> <span class="_ _16"> </span>formy </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">finansowani<span class="_ _3"></span>a <span class="_ _1b"> </span>działalności <span class="_ _29"> </span>są <span class="_ _1b"> </span>oparte <span class="_ _29"> </span>o <span class="_ _1b"> </span>zmienną <span class="_ _1b"> </span>stopę <span class="_ _29"> </span>p<span class="_ _3"></span>rocentową <span class="_ _1b"> </span>bazującą <span class="_ _1b"> </span>na <span class="_ _29"> </span>stawce </div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">WIBOR. <span class="_ _12"> </span>Oprocentowanie <span class="_ _12"> </span>instrumentów<span class="_ _3"></span><span class="ff1"> <span class="_ _12"> </span>finansowy<span class="_ _3"></span>ch <span class="_ _1b"> </span>o <span class="_ _12"> </span>zmienn<span class="_ _3"></span>ym <span class="_ _1b"> </span>op<span class="_ _3"></span>rocentowani<span class="_ _3"></span>u <span class="_ _1b"> </span>j<span class="_ _3"></span>est </span></div><div class="t m0 x1 h2 y166 ff9 fs0 fc0 sc0 ls0 ws0">aktuali<span class="_ _3"></span>zowane <span class="_ _26"></span>w <span class="_ _25"></span>okresach <span class="_ _25"></span>poni<span class="_ _3"></span>żej <span class="_ _26"></span>j<span class="_ _3"></span>ednego <span class="_ _25"></span>roku. <span class="_ _25"></span>Sp<span class="_ _3"></span>ółka<span class="ff1"> <span class="_ _26"></span></span>n<span class="_ _3"></span>a <span class="_ _26"></span>b<span class="_ _3"></span>ieżąco <span class="_ _25"></span>monit<span class="_ _3"></span>oruje <span class="_ _26"></span>sytuacj<span class="_ _3"></span>ę </div><div class="t m0 x1 h2 y186 ff9 fs0 fc0 sc0 ls0 ws0">związ<span class="_ _3"></span>aną <span class="_ _1f"> </span>z <span class="_ _b"> </span>decyzjami <span class="_ _1f"> </span>R<span class="_ _3"></span>ady <span class="_ _1f"> </span>Pol<span class="_ _3"></span>it<span class="_ _3"></span>yki <span class="_ _1f"> </span>Pieni<span class="_ _3"></span>ężnej, <span class="_ _1f"> </span>maj<span class="_ _3"></span>ącymi <span class="_ _b"> </span>bezpośredni <span class="_ _b"> </span>wpływ <span class="_ _1f"> </span>na <span class="_ _b"> </span>rynek </div><div class="t m0 x1 h2 y187 ff9 fs0 fc0 sc0 ls0 ws0">stóp procentowych <span class="_ _3"></span>w kraju<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h14 y65 ff4 fs0 fc0 sc0 ls8 ws0">2.9.2.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">Ryzyko waluto<span class="_ _3"></span>we </span></span></div><div class="t m0 x1 h2 y169 ff1 fs0 fc0 sc0 ls0 ws0">S<span class="ff9">półka</span> <span class="_ _25"></span><span class="ff9">prowadzi<span class="_ _3"></span> <span class="_ _25"></span>działalność <span class="_ _25"></span>główni<span class="_ _3"></span>e <span class="_ _25"></span>na <span class="_ _25"></span>rynku <span class="_ _25"></span>krajowym <span class="_ _25"></span>w <span class="_ _25"></span>waluci<span class="_ _3"></span>e <span class="_ _25"></span>polskiej, <span class="_ _25"></span>dlat<span class="_ _3"></span>ego <span class="_ _25"></span>nie </span></div><div class="t m0 x1 h2 y46 ff9 fs0 fc0 sc0 ls0 ws0">jest <span class="_ _15"> </span>w <span class="_ _d"> </span>i<span class="_ _3"></span>stotny <span class="_ _15"> </span>sposó<span class="_ _3"></span>b <span class="_ _15"> </span>na <span class="_ _15"> </span>ryzyko <span class="_ _15"> </span>kursowe. <span class="_ _15"> </span>Większo<span class="_ _3"></span>ść <span class="_ _15"> </span>należności <span class="_ _15"> </span>i<span class="_ _3"></span> <span class="_ _15"> </span>zobowiązań </div><div class="t m0 x1 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">denominowana <span class="_ _29"> </span>jest <span class="_ _b"> </span>w <span class="_ _29"> </span>wal<span class="_ _3"></span>ucie <span class="_ _b"> </span>krajowej. <span class="_ _1b"> </span><span class="ff9">Spółka</span> <span class="_ _29"> </span><span class="ff9">nie <span class="_ _29"> </span>stosuje <span class="_ _b"> </span>pochod<span class="_ _3"></span>nych <span class="_ _b"> </span>i<span class="_ _3"></span>nstrumentów </span></div><div class="t m0 x1 h2 y1b2 ff9 fs0 fc0 sc0 ls0 ws0">zabezpieczaj<span class="_ _3"></span>ący<span class="ff1">ch przed<span class="_ _3"></span> ryzykiem kursowym.<span class="_ _3"></span><span class="ls17">  </span> </span></div><div class="t m0 x1 h14 y1b3 ff4 fs0 fc0 sc0 ls8 ws0">2.9.3.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">Ryzyko kredyto<span class="_ _3"></span>we </span></span></div><div class="t m0 x1 h2 y1b4 ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _1e"> </span></span>stara <span class="_ _1e"> </span>się <span class="_ _1e"> </span>zawierać <span class="_ _1e"> </span>transakcje <span class="_ _1e"> </span>wyłącz<span class="_ _3"></span>nie <span class="_ _1e"> </span>z <span class="_ _1e"> </span>renomowanymi<span class="_ _3"></span> <span class="_ _24"> </span>fi<span class="_ _3"></span>rmami <span class="_ _1e"> </span>o <span class="_ _1e"> </span>dobrej </div><div class="t m0 x1 h2 y1b5 ff9 fs0 fc0 sc0 ls0 ws0">zdolności<span class="_ _3"></span> <span class="_ _1e"> </span>kredytowej. <span class="_ _14"> </span>Ponadt<span class="_ _3"></span>o, <span class="_ _1e"> </span>dzi<span class="_ _3"></span>ęki <span class="_ _14"> </span>bi<span class="_ _3"></span>eżącemu <span class="_ _1e"> </span>moni<span class="_ _3"></span>torowani<span class="_ _3"></span>u <span class="_ _14"> </span>stanów <span class="_ _1e"> </span>nal<span class="_ _3"></span>eżności, </div><div class="t m0 x1 h2 y1b6 ff9 fs0 fc0 sc0 ls0 ws0">narażenie <span class="_ _25"></span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _25"></span></span>na <span class="_ _25"></span>ryzyko <span class="_ _25"></span>n<span class="_ _3"></span>ieściągal<span class="_ _3"></span>nych <span class="_ _25"></span>nal<span class="_ _3"></span>eżności <span class="_ _25"></span>jest <span class="_ _26"></span>n<span class="_ _3"></span>ieznaczn<span class="_ _3"></span>e. <span class="_ _25"></span>W <span class="_ _25"></span>odniesieni<span class="_ _3"></span>u <span class="_ _25"></span>do </div><div class="t m0 x1 h2 y1b7 ff9 fs0 fc0 sc0 ls0 ws0">innych <span class="_ _3"></span>aktywów <span class="_ _3"></span>fi<span class="_ _3"></span>nansowych <span class="_ _3"></span>Spółki<span class="_ _3"></span>, <span class="_ _3"></span>takich <span class="_ _3"></span>jak <span class="_ _3"></span>środki<span class="_ _3"></span> <span class="_ _3"></span>pieniężn<span class="_ _3"></span>e i <span class="_ _3"></span>ich <span class="_ _3"></span>ekwi<span class="_ _3"></span>walenty, <span class="_ _3"></span>ryzyko </div><div class="t m0 x1 h2 y1b8 ff9 fs0 fc0 sc0 ls0 ws0">kredytowe powstaj<span class="_ _3"></span>e w wyni<span class="_ _3"></span>ku niemożności<span class="_ _3"></span> dokonani<span class="_ _3"></span>a zapłaty przez drug<span class="_ _3"></span>ą stronę umowy, </div><div class="t m0 x1 h2 y1b9 ff1 fs0 fc0 sc0 ls0 ws0">a <span class="_ _12"> </span>maksymalna  <span class="ff9">warto<span class="_ _2"></span>ść <span class="_ _12"> </span>ekspozycji <span class="_ _12"> </span>na <span class="_ _1b"> </span>t<span class="_ _3"></span>o <span class="_ _1b"> </span>ryzyko <span class="_ _12"> </span>równa <span class="_ _12"> </span>jest <span class="_ _1b"> </span>wart<span class="_ _3"></span>ości <span class="_ _12"> </span>bilansowej <span class="_ _12"> </span>tych </span></div><div class="t m0 x1 h2 y50 ff9 fs0 fc0 sc0 ls0 ws0">instrument<span class="_ _3"></span>ów.<span class="ff1"> </span></div><div class="t m0 x1 h14 y1ba ff4 fs0 fc0 sc0 ls8 ws0">2.9.4.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Ryzyko związan<span class="_ _3"></span>e z płynności<span class="_ _3"></span>ą<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y1bb ff9 fs0 fc0 sc0 ls0 ws0">Zarząd <span class="_ _17"> </span>Spółki <span class="_ _17"> </span>na <span class="_ _17"> </span>b<span class="_ _2"></span>ieżąco <span class="_ _1a"> </span>mon<span class="_ _3"></span>itoruje<span class="_ _3"></span><span class="ff1"> <span class="_ _17"> </span>ryzyko <span class="_ _1a"> </span>b<span class="_ _3"></span>raku <span class="_ _17"> </span>funduszy. <span class="_ _17"> </span>Celem <span class="_ _17"> </span></span>Spółki<span class="ff1"> <span class="_ _17"> </span>jest </span></div><div class="t m0 x1 h2 y1bc ff9 fs0 fc0 sc0 ls0 ws0">utrzymani<span class="_ _3"></span>e <span class="_ _1a"> </span>równowagi<span class="_ _3"></span> <span class="_ _17"> </span>pomiędzy <span class="_ _1a"> </span>ci<span class="_ _3"></span>ągłością <span class="_ _17"> </span>a <span class="_ _1a"> </span>elastyczności<span class="_ _3"></span>ą <span class="_ _1a"> </span>fi<span class="_ _3"></span>nansowa<span class="_ _3"></span><span class="ff1">ni<span class="_ _3"></span>a <span class="_ _17"> </span>poprzez </span></div><div class="t m0 x1 h2 y1bd ff9 fs0 fc0 sc0 ls0 ws0">korzystanie z różn<span class="_ _3"></span>ych źródeł finan<span class="_ _3"></span>sowania.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y1be ff4 fs0 fc0 sc0 ls8 ws0">2.10.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Wypłacone dyw<span class="_ _3"></span>idendy<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y1bf ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> w 2021 </span>r<span class="_ _3"></span>oku nie wypł<span class="_ _3"></span>acała dywid<span class="_ _3"></span>endy.<span class="ff1"> </span></div><div class="t m0 x1 h14 y1c0 ff4 fs0 fc0 sc0 ls8 ws0">3.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff4">OPIS <span class="_ _1b"> </span>ISTOTNYCH <span class="_ _29"> </span>CZYN<span class="_ _3"></span>N<span class="ff3">IKÓW <span class="_ _1b"> </span>RYZYKA <span class="_ _29"> </span>I<span class="_ _3"></span> <span class="_ _29"> </span>ZAGROŻE<span class="_ _3"></span>Ń, <span class="_ _29"> </span>Z <span class="_ _29"> </span>OKRE<span class="_ _3"></span>ŚLENIEM, <span class="_ _29"> </span>W<span class="_ _e"></span></span> </span></span></div><div class="t m0 x11 h2 y1c1 ff4 fs0 fc0 sc0 ls0 ws0">JAKIM STOPNIU EM<span class="_ _3"></span>ITEN<span class="_ _3"></span><span class="ff3">T JEST NA <span class="_ _3"></span>NIE NARAŻO<span class="_ _3"></span></span><span class="ls18">NY</span> </div><div class="t m0 x1 h14 y1c2 ff4 fs0 fc0 sc0 ls8 ws0">3.1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Czynniki ryzyka zw<span class="_ _3"></span>iązane z dział<span class="_ _3"></span>alnośc<span class="_ _3"></span>ią Spółki<span class="_ _3"></span><span class="ff4">  </span></span></span></div><div class="t m0 x1 h14 y1b0 ff4 fs0 fc0 sc0 ls8 ws0">3.1.1.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Rynek <span class="_ _26"></span>r<span class="_ _3"></span>eklamy <span class="_ _25"></span>interneto<span class="_ _3"></span>wej <span class="_ _26"></span>moż<span class="_ _3"></span>e <span class="_ _26"></span>zmie<span class="_ _3"></span>nić <span class="_ _25"></span>się <span class="_ _26"></span>w <span class="_ _25"></span>sposób <span class="_ _26"></span>niep<span class="_ _3"></span>rzewidziany </span></span></div><div class="t m0 x26 h2 y1c3 ff4 fs0 fc0 sc0 ls0 ws0">przez <span class="ff3">Spółkę<span class="_ _3"></span></span> <span class="ff3">i skutkujący s<span class="_ _3"></span>padkiem wartoś<span class="_ _3"></span>ci przychodów<span class="_ _3"></span>.<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y1c4 ff9 fs0 fc0 sc0 ls0 ws0">Główna <span class="_ _1e"> </span>d<span class="_ _3"></span>ział<span class="_ _3"></span>alność <span class="_ _14"> </span>Spółki<span class="ff1"> <span class="_ _14"> </span></span>jest <span class="_ _14"> </span>uzal<span class="_ _3"></span>eżniona <span class="_ _1e"> </span>od <span class="_ _14"> </span>umów <span class="_ _14"> </span>bezpośr<span class="_ _3"></span>ednich <span class="_ _14"> </span>zawieranych <span class="_ _14"> </span>z </div><div class="t m0 x1 h2 y1c5 ff1 fs0 fc0 sc0 ls0 ws0">bankami<span class="_ _3"></span>, <span class="_ _22"> </span>towarzystwa<span class="_ _3"></span>mi<span class="_ _3"></span> <span class="_ _22"> </span>ubezpi<span class="_ _3"></span>eczeniowymi<span class="_ _3"></span>, <span class="_ _22"> </span>operat<span class="_ _3"></span>orami <span class="_ _11"> </span>GSM <span class="_ _11"> </span>oraz <span class="_ _22"> </span>z <span class="_ _11"> </span>domami<span class="_ _3"></span> </div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">17<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">mediowymi<span class="_ _3"></span> <span class="_ _d"> </span>na <span class="_ _17"> </span>p<span class="_ _3"></span>rzeprowadzani<span class="_ _3"></span>e <span class="_ _17"> </span>wi<span class="_ _3"></span>zerunkowych <span class="_ _d"> </span>oraz <span class="_ _d"> </span>efektywności<span class="_ _3"></span>owych <span class="_ _d"> </span>kampanii </div><div class="t m0 x1 h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">reklamowych, <span class="_ _e"></span>reali<span class="_ _3"></span>zowanych <span class="_ _e"></span>poprzez <span class="_ _3"></span>wi<span class="_ _3"></span>tryny <span class="_ _e"></span>internetowe <span class="_ _e"></span>za<span class="_ _3"></span><span class="ff9">rządzan<span class="_ _3"></span>e <span class="_ _3"></span>p<span class="_ _3"></span>rzez <span class="_ _3"></span>Sp<span class="_ _3"></span>ółkę <span class="_ _e"></span>lu<span class="_ _3"></span>b <span class="_ _3"></span>w </span></div><div class="t m0 x1 h2 y61 ff1 fs0 fc0 sc0 ls0 ws0">ramach <span class="_ _25"></span>programu<span class="_ _3"></span> <span class="_ _25"></span>part<span class="_ _3"></span>nerskiego <span class="_ _25"></span>Comp<span class="_ _3"></span>eriaLead<span class="_ _3"></span>. <span class="_ _25"></span>Z <span class="_ _25"></span>tego <span class="_ _25"></span>p<span class="_ _3"></span>owodu <span class="_ _2a"> </span><span class="ls13">Sp</span><span class="ff9">ół<span class="_ _3"></span>ka</span> <span class="_ _25"></span>wystawi<span class="_ _3"></span>ona <span class="_ _25"></span>jest </div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">na <span class="_ _2c"> </span>ryzyk<span class="_ _3"></span>o <span class="_ _2c"> </span>zwi<span class="_ _3"></span>ązane <span class="_ _2c"> </span>z<span class="_ _3"></span> <span class="_ _2c"> </span>koni<span class="_ _3"></span>unkturą <span class="_ _4"> </span>na <span class="_ _2c"> </span>rynku <span class="_ _4"> </span>r<span class="_ _2"></span>eklam<span class="_ _3"></span>y <span class="_ _2c"> </span>i<span class="_ _3"></span>nternetowej. <span class="_ _4"> </span>Wzrost </div><div class="t m0 x1 h2 y166 ff9 fs0 fc0 sc0 ls0 ws0">konkurencyjności<span class="_ _3"></span> <span class="_ _14"> </span>lub<span class="_ _3"></span> <span class="_ _1e"> </span>wah<span class="_ _3"></span>ania <span class="_ _13"> </span>wielkości <span class="_ _14"> </span>tego <span class="_ _1e"> </span>ryn<span class="_ _3"></span>ku <span class="_ _14"> </span>mogą <span class="_ _14"> </span>powod<span class="_ _3"></span>ować <span class="_ _14"> </span>(przy <span class="_ _14"> </span>b<span class="_ _3"></span>raku </div><div class="t m0 x1 h2 y186 ff9 fs0 fc0 sc0 ls0 ws0">wzrostu <span class="_ _13"> </span>udzi<span class="_ _3"></span>ału <span class="_ _13"> </span>Spółki<span class="ff1"> <span class="_ _13"> </span></span>w <span class="_ _13"> </span>tym <span class="_ _13"> </span>rynku<span class="_ _3"></span>) <span class="_ _13"> </span>spadek <span class="_ _13"> </span>przychodów <span class="_ _2b"> </span>Spółki<span class="_ _3"></span>. <span class="_ _13"> </span>Podobnie <span class="_ _13"> </span>mogą </div><div class="t m0 x1 h2 y187 ff9 fs0 fc0 sc0 ls0 ws0">skutkować <span class="_ _26"></span>zmi<span class="_ _3"></span>any <span class="_ _26"></span>trendów <span class="_ _26"></span>korzystan<span class="_ _3"></span>ia <span class="_ _26"></span>z <span class="_ _26"></span>si<span class="_ _3"></span>eci <span class="_ _e"></span>i<span class="_ _3"></span>nternet <span class="_ _26"></span>(np. <span class="_ _26"></span>wskutek <span class="_ _26"></span>zmi<span class="_ _3"></span>any <span class="_ _26"></span>technol<span class="_ _3"></span>ogii, </div><div class="t m0 x1 h2 y188 ff9 fs0 fc0 sc0 ls0 ws0">mód, <span class="_ _3"></span>zw<span class="_ _3"></span>yczajów <span class="_ _e"></span>użytkown<span class="_ _3"></span>ików), <span class="_ _e"></span>które <span class="_ _e"></span>n<span class="_ _3"></span>ie <span class="_ _e"></span>będą <span class="_ _e"></span>antycypowane<span class="_ _3"></span> <span class="_ _3"></span>prz<span class="_ _3"></span>ez <span class="_ _e"></span>Spółk<span class="_ _3"></span>ę <span class="_ _e"></span>i <span class="_ _e"></span>do <span class="_ _3"></span>któ<span class="_ _3"></span>rych </div><div class="t m0 x1 h2 y86 ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> </span>nie przygotuj<span class="_ _3"></span>e się odpowi<span class="_ _3"></span>ednio model<span class="_ _3"></span>ując przekaz ki<span class="_ _3"></span>erowany do <span class="_ _3"></span>użytkowni<span class="_ _3"></span>ków. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y110 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y47 ff4 fs0 fc0 sc0 ls8 ws0">3.1.2.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Spółka<span class="ff4"> jest ek<span class="_ _3"></span>sponowan<span class="_ _3"></span>a </span>na ryzyko zw<span class="_ _3"></span>iązane z konku<span class="_ _3"></span>rencją<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y111 ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1">  </span>Comperia.pl<span class="_ _3"></span>  działa <span class="_ _12"> </span>w  segmencie  internetowej  reklamy  efektywnościowej  oraz </div><div class="t m0 x1 h2 y1c6 ff9 fs0 fc0 sc0 ls0 ws0">wizerunkowej <span class="_ _11"> </span>dla <span class="_ _11"> </span>branży <span class="_ _22"> </span>finan<span class="_ _3"></span>sowej, <span class="_ _22"> </span>ubezp<span class="_ _3"></span>ieczeni<span class="_ _3"></span>owej <span class="_ _22"> </span>oraz <span class="_ _22"> </span>tel<span class="_ _3"></span>ekomuni<span class="_ _3"></span>kacyjnej. </div><div class="t m0 x1 h2 y4a ff9 fs0 fc0 sc0 ls0 ws0">Bezpośredni<span class="_ _3"></span>ą <span class="_ _12"> </span>konkurencją  w <span class="_ _1b"> </span>d<span class="_ _3"></span>wóch <span class="_ _12"> </span>pierwszy<span class="_ _3"></span>ch  obszarach  są <span class="_ _1b"> </span>i<span class="_ _3"></span>nne  porównywarki  jak<span class="_ _2"></span> </div><div class="t m0 x1 h2 y4b ff1 fs0 fc0 sc0 ls0 ws0">ebroker.pl, <span class="_ _17"> </span>totalmoney.pl, <span class="_ _17"> </span>rankomat.pl, <span class="_ _1a"> </span>mfi<span class="_ _3"></span>nd.pl <span class="_ _17"> </span>oraz <span class="_ _1a"> </span>portale <span class="_ _17"> </span>finansowe <span class="_ _1a"> </span>taki<span class="_ _3"></span>e <span class="_ _1a"> </span>jak </div><div class="t m0 x1 h2 y1c7 ff9 fs0 fc0 sc0 ls0 ws0">Bankier.pl<span class="_ _3"></span> <span class="_ _2a"> </span>czy <span class="_ _1f"> </span>Money.p<span class="_ _3"></span>l. <span class="_ _1f"> </span>W <span class="_ _1f"> </span>dłuższym <span class="_ _1f"> </span>termini<span class="_ _3"></span>e <span class="_ _2a"> </span>ni<span class="_ _3"></span>e <span class="_ _2a"> </span>można <span class="_ _1f"> </span>jedn<span class="_ _3"></span>ak <span class="_ _2a"> </span>wykl<span class="_ _3"></span>uczyć <span class="_ _1f"> </span>pojawi<span class="_ _3"></span>enia </div><div class="t m0 x1 h2 y1c8 ff9 fs0 fc0 sc0 ls0 ws0">się <span class="_ _b"> </span>nowych <span class="_ _b"> </span>i<span class="_ _3"></span>nicja<span class="_ _3"></span>tyw <span class="_ _b"> </span>projektowych. <span class="_ _b"> </span>Emi<span class="_ _3"></span>tent <span class="_ _b"> </span>wskazuje <span class="_ _b"> </span>n<span class="_ _3"></span>a <span class="_ _b"> </span>dynami<span class="_ _3"></span>cz<span class="_ _3"></span><span class="ff1">ny <span class="_ _b"> </span>charakt<span class="_ _3"></span>er <span class="_ _b"> </span>rynku </span></div><div class="t m0 x1 h2 y1c9 ff9 fs0 fc0 sc0 ls0 ws0">mediów <span class="_ _29"> </span>i<span class="_ _3"></span>nternetowych <span class="_ _29"> </span>(w <span class="_ _29"> </span>tym <span class="_ _29"> </span>reklamy) <span class="_ _29"> </span>oraz <span class="_ _29"> </span>relatywn<span class="_ _3"></span>ie <span class="_ _29"> </span>niską <span class="_ _29"> </span>bari<span class="_ _3"></span>erę <span class="_ _b"> </span>wejści<span class="_ _3"></span>e <span class="_ _29"> </span>na <span class="_ _29"> </span>ten </div><div class="t m0 x1 h2 y70 ff9 fs0 fc0 sc0 ls0 ws0">rynek podmiotów k<span class="_ _3"></span>onkurencyjnych. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y152 ff9 fs0 fc0 sc0 ls0 ws0">Konkurencja <span class="_ _13"> </span>z <span class="_ _13"> </span>zakresu<span class="_ _3"></span> <span class="_ _13"> </span>działalności <span class="_ _13"> </span>w <span class="_ _2b"> </span>obszarze <span class="_ _13"> </span>GSM, <span class="_ _13"> </span>Internet/Tel<span class="_ _3"></span>ewizja/Tel<span class="_ _3"></span>efon <span class="_ _13"> </span>to </div><div class="t m0 x1 h2 y1ca ff9 fs0 fc0 sc0 ls0 ws0">głównie <span class="_ _10"> </span>nowopowstałe<span class="_ _3"></span> <span class="_ _11"> </span>porównywar<span class="_ _3"></span>ki: <span class="_ _10"> </span>Panwy<span class="_ _3"></span><span class="ff1">bi<span class="_ _3"></span>erak.pl, <span class="_ _11"> </span>Skrzydel<span class="_ _3"></span>ko.pl<span class="_ _3"></span>, <span class="_ _11"> </span>Tel<span class="_ _3"></span>eguru.pl, </span></div><div class="t m0 x1 h2 y1cb ff9 fs0 fc0 sc0 ls0 ws0">Komorkomat.pl<span class="_ _3"></span> <span class="_ _b"> </span>oraz <span class="_ _1f"> </span>serwis <span class="_ _b"> </span>TotalMoney.pl<span class="_ _3"></span>. <span class="_ _b"> </span>Emitent <span class="_ _b"> </span>nie <span class="_ _1f"> </span>może <span class="_ _b"> </span>wykluczyć <span class="_ _b"> </span>pojawienia <span class="_ _b"> </span>się </div><div class="t m0 x1 h2 y1cc ff9 fs0 fc0 sc0 ls0 ws0">ważnej konkur<span class="_ _3"></span>encji wśród p<span class="_ _3"></span>omiotów prowadzą<span class="_ _3"></span>cych por<span class="_ _3"></span>ównywarki<span class="_ _3"></span> innych usług i<span class="_ _3"></span> dóbr, jak </div><div class="t m0 x1 h2 y75 ff9 fs0 fc0 sc0 ls0 ws0">również dużych gra<span class="_ _3"></span>czy rynku medi<span class="_ _3"></span>ów int<span class="_ _3"></span>ernetowych.<span class="ff1"> <span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y1cd ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>segm<span class="_ _3"></span>encie <span class="_ _1f"> </span>ubezpi<span class="_ _3"></span>eczeniowym <span class="_ _1f"> </span>zarówn<span class="_ _3"></span>o <span class="_ _2a"> </span>w <span class="_ _1f"> </span>k<span class="_ _3"></span>anale <span class="_ _1f"> </span>sprzedaży <span class="_ _1f"> </span>tradyc<span class="_ _3"></span>yjnej <span class="_ _1f"> </span>poprzez <span class="_ _1f"> </span>sieć </div><div class="t m0 x1 h2 y77 ff9 fs0 fc0 sc0 ls0 ws0">agentów <span class="_ _1f"> </span>ubezpi<span class="_ _3"></span>eczeniowych, <span class="_ _1f"> </span>j<span class="_ _3"></span>ak <span class="_ _1f"> </span>i <span class="_ _b"> </span>w <span class="_ _2a"> </span>kanale <span class="_ _1f"> </span>di<span class="_ _3"></span>rect <span class="_ _1f"> </span>istni<span class="_ _3"></span>eje <span class="_ _1f"> </span>duża <span class="_ _1f"> </span>konkurencja <span class="_ _1f"> </span>ze <span class="_ _1f"> </span>strony<span class="_ _3"></span> </div><div class="t m0 x1 h2 y1ce ff9 fs0 fc0 sc0 ls0 ws0">istni<span class="_ _3"></span>ejących <span class="_ _b"> </span>podmi<span class="_ _3"></span>otów. <span class="_ _b"> </span>Nal<span class="_ _3"></span>eży <span class="_ _b"> </span>jednak <span class="_ _29"> </span>podkreśl<span class="_ _3"></span>ić, <span class="_ _29"> </span>że <span class="_ _b"> </span>do <span class="_ _b"> </span>t<span class="_ _3"></span>ej <span class="_ _b"> </span>pory <span class="_ _b"> </span>ż<span class="_ _3"></span>aden <span class="_ _29"> </span>z <span class="_ _b"> </span>podmi<span class="_ _3"></span>otów </div><div class="t m0 x1 h2 y1be ff1 fs0 fc0 sc0 ls0 ws0">oferu<span class="ff9">jących <span class="_ _1e"> </span>sprzedaż <span class="_ _14"> </span>w <span class="_ _1e"> </span>kan<span class="_ _3"></span>ale <span class="_ _1e"> </span>tradycyjn<span class="_ _3"></span>ym <span class="_ _1e"> </span>nie <span class="_ _1e"> </span>fun<span class="_ _3"></span>kcjonuje <span class="_ _1e"> </span>w <span class="_ _1e"> </span>oparci<span class="_ _3"></span>u <span class="_ _1e"> </span>o <span class="_ _1e"> </span>apli<span class="_ _3"></span>kację </span></div><div class="t m0 x1 h2 yfe ff9 fs0 fc0 sc0 ls0 ws0">umożli<span class="_ _3"></span>wiającą <span class="_ _8"> </span>w <span class="_ _2f"> </span>tak <span class="_ _8"> </span>szeroki<span class="_ _3"></span>m <span class="_ _8"> </span>zakr<span class="_ _3"></span>esie <span class="_ _8"> </span>porównywan<span class="_ _3"></span>ie <span class="_ _8"> </span>o<span class="_ _3"></span>fert <span class="_ _8"> </span>towa<span class="_ _3"></span>rzystw </div><div class="t m0 x1 h2 y1cf ff9 fs0 fc0 sc0 ls0 ws0">ubezpieczeni<span class="_ _3"></span>owych <span class="_ _29"> </span>oraz <span class="_ _29"> </span>zaku<span class="_ _3"></span>p <span class="_ _29"> </span>tej <span class="_ _29"> </span>oferty, <span class="_ _1b"> </span>korzystając <span class="_ _29"> </span>w <span class="_ _29"> </span>całym<span class="_ _3"></span> <span class="_ _29"> </span>tym <span class="_ _1b"> </span>procesie <span class="_ _29"> </span>z <span class="_ _29"> </span>jednej </div><div class="t m0 x1 h2 y1d0 ff9 fs0 fc0 sc0 ls0 ws0">aplikacji<span class="_ _3"></span>. <span class="_ _29"> </span>Ni<span class="_ _3"></span>e <span class="_ _29"> </span>można <span class="_ _1b"> </span>jednak <span class="_ _1b"> </span>wykl<span class="_ _3"></span>uczyć <span class="_ _1b"> </span>możliwości <span class="_ _1b"> </span>pojawieni<span class="_ _3"></span>a <span class="_ _1b"> </span>się <span class="_ _29"> </span>na <span class="_ _1b"> </span>rynku <span class="_ _29"> </span>systemów<span class="_ _3"></span> </div><div class="t m0 x1 h2 y1d1 ff1 fs0 fc0 sc0 ls0 ws0">konkurencyjnych wob<span class="_ _3"></span>ec apli<span class="_ _3"></span>kacji Comperia Ag<span class="_ _3"></span>ent.<span class="_ _3"></span> </div><div class="t m0 x1 h2 y1d2 ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1">  </span>dokłada  wszelkich  starań,  aby <span class="_ _12"> </span>utrzymać  pozycję  lidera  na  rynku <span class="_ _12"> </span>pod  kątem </div><div class="t m0 x1 h2 y1d3 ff9 fs0 fc0 sc0 ls0 ws0">oferowania <span class="_ _25"></span>najbardziej <span class="_ _26"></span>zawansowany<span class="_ _3"></span>ch <span class="_ _26"></span>rozwi<span class="_ _3"></span>ązań <span class="_ _26"></span>technol<span class="_ _3"></span>ogiczn<span class="_ _3"></span>ych. <span class="_ _26"></span>Potwierdza <span class="_ _2a"> </span><span class="ff1">to <span class="_ _26"></span>m.i<span class="_ _3"></span>n. </span></div><div class="t m0 x1 h2 y1d4 ff9 fs0 fc0 sc0 ls0 ws0">fakt, <span class="_ _29"> </span>że <span class="_ _1b"> </span>niejednokrotnie <span class="_ _1b"> </span>aplikacja <span class="_ _1b"> </span>Comperia <span class="_ _1b"> </span>Agent <span class="_ _29"> </span>jest <span class="_ _29"> </span>pi<span class="_ _3"></span>erwszą <span class="_ _1b"> </span>apli<span class="_ _3"></span>kacją <span class="_ _29"> </span>zewnętrzną </div><div class="t m0 x1 h2 y1d5 ff9 fs0 fc0 sc0 ls0 ws0">integrującą <span class="_ _17"> </span>się <span class="_ _1a"> </span>z <span class="_ _17"> </span>webserwisami<span class="_ _3"></span> <span class="_ _1a"> </span>t<span class="_ _3"></span>owarzystw <span class="_ _17"> </span>ubezpieczeniowych. <span class="_ _17"> </span>Spółka<span class="_ _3"></span><span class="ff1"> <span class="_ _1a"> </span>s<span class="_ _3"></span>kutecznie<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y1d6 ff9 fs0 fc0 sc0 ls0 ws0">zachęca towa<span class="_ _3"></span>rzystwa <span class="_ _3"></span>ubezpi<span class="_ _3"></span>eczeniowe <span class="_ _3"></span>do i<span class="_ _3"></span>ntegrowani<span class="_ _3"></span>a <span class="_ _3"></span>się <span class="_ _3"></span>z <span class="_ _3"></span>aplikacją, dz<span class="_ _3"></span>ięki <span class="_ _3"></span>czemu <span class="_ _3"></span>s<span class="_ _e"></span><span class="ff1">tale </span></div><div class="t m0 x1 h2 y1d7 ff9 fs0 fc0 sc0 ls0 ws0">poszerza <span class="_ _b"> </span>liczbę <span class="_ _1f"> </span>of<span class="_ _3"></span>ert <span class="_ _1f"> </span>w <span class="_ _b"> </span>Comperia <span class="_ _b"> </span>Agent, <span class="_ _1f"> </span>tym <span class="_ _b"> </span>samym <span class="_ _b"> </span>zwiększając <span class="_ _1f"> </span>l<span class="_ _3"></span>i<span class="_ _3"></span>czbę <span class="_ _1f"> </span>potencjal<span class="_ _3"></span>nych </div><div class="t m0 x1 h2 y1d8 ff9 fs0 fc0 sc0 ls0 ws0">zainteresowanych <span class="_ _1e"> </span>kli<span class="_ _3"></span>entów. <span class="_ _24"> </span>Dodatkowo <span class="_ _24"> </span>dołąc<span class="_ _3"></span>zane <span class="_ _24"> </span>są <span class="_ _24"> </span>n<span class="_ _3"></span>owe <span class="_ _24"> </span>fun<span class="_ _3"></span>kcjonalności<span class="_ _3"></span> <span class="_ _24"> </span>apli<span class="_ _3"></span>kacji. </div><div class="t m0 x1 h2 y1d9 ff9 fs0 fc0 sc0 ls0 ws0">Podkreślić <span class="_ _d"> </span>należy, <span class="_ _17"> </span>że <span class="_ _17"> </span>apli<span class="_ _3"></span>kacja <span class="_ _17"> </span>charakteryzuje <span class="_ _17"> </span>si<span class="_ _3"></span>ę <span class="_ _17"> </span>bardzo <span class="_ _17"> </span>dużą <span class="_ _d"> </span>elastycznością <span class="_ _17"> </span>w </div><div class="t m0 x1 h2 y1da ff1 fs0 fc0 sc0 ls0 ws0">dostos<span class="ff9">owani<span class="_ _3"></span>u jej funkcji pod p<span class="_ _3"></span>otrzeby każd<span class="_ _3"></span>ego klienta.<span class="_ _3"></span></span> </div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">18<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Biorąc <span class="_ _2a"> </span>pod <span class="_ _1f"> </span>uwagę <span class="_ _2a"> </span>doświ<span class="_ _3"></span>adczeni<span class="_ _3"></span>e <span class="_ _2a"> </span>zebrane <span class="_ _2a"> </span>przez <span class="_ _b"> </span>Spółkę<span class="ff1"> <span class="_ _2a"></span></span>zostały <span class="_ _2a"> </span>podj<span class="_ _3"></span>ęte <span class="_ _2a"> </span>dział<span class="_ _3"></span>ania, <span class="_ _2a"> </span>które </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">mają  na  celu  zdecydowan<span class="_ _3"></span>e  zwiększani<span class="_ _3"></span>e  użycia  apli<span class="_ _3"></span>kacji  przez  wewnętrzne  struktur<span class="_ _3"></span>y </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">sprzedaży. Emi<span class="_ _3"></span>tent ni<span class="_ _3"></span>e ma gwarancji skute<span class="_ _3"></span>czno<span class="_ _3"></span>ści tych dzi<span class="_ _3"></span>ałań. <span class="ff1"> </span></div><div class="t m0 x1 h2 y40 ff9 fs0 fc0 sc0 ls0 ws0">Wszelkie  n<span class="_ _2"></span>iepowodzeni<span class="_ _3"></span>a <span class="_ _12"> </span>w <span class="_ _1b"> </span>wal<span class="_ _3"></span>ce <span class="_ _12"> </span>konkurencyjnej <span class="_ _12"> </span>mogą <span class="_ _12"> </span>powodować <span class="_ _12"> </span>obniżenie <span class="_ _12"> </span>udziału </div><div class="t m0 x1 h2 y41 ff9 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1"> <span class="_ _2a"> </span></span>w <span class="_ _25"></span>rynku <span class="_ _2a"></span>reklamy <span class="_ _25"></span>i<span class="_ _3"></span>nternetowej <span class="_ _25"></span>oraz<span class="_ _3"></span> <span class="_ _25"></span>obni<span class="_ _3"></span>żenie <span class="_ _25"></span>przychod<span class="_ _3"></span>ów <span class="_ _25"></span>z<span class="_ _3"></span>arówno <span class="_ _25"></span>z<span class="_ _3"></span> <span class="_ _25"></span>dzi<span class="_ _3"></span>ałalności </div><div class="t m0 x1 h2 y63 ff1 fs0 fc0 sc0 ls0 ws0">reklamowej <span class="ff9">jak i<span class="_ _3"></span> dystrybu<span class="_ _3"></span>cji ub<span class="_ _3"></span>ezpieczeń.</span> </div><div class="t m0 x1 h2 y43 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y18a ff4 fs0 fc0 sc0 ls8 ws0">3.1.3.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">Zmiany  regulacji <span class="_ _1b"> </span>pra<span class="_ _3"></span>wnych  <span class="ff3">w <span class="_ _1b"> </span>tym <span class="_ _12"> </span>przepisów <span class="_ _12"> </span>prawa <span class="_ _12"> </span>podatkowego,  jak </span></span></span></div><div class="t m0 x26 h2 y1db ff3 fs0 fc0 sc0 ls0 ws0">również  praktyka <span class="_ _12"> </span>orzecznicza  mogą <span class="_ _12"> </span>negatywnie  wpływać  na  obcią<span class="_ _2"></span>żenia </div><div class="t m0 x26 h2 y16a ff4 fs0 fc0 sc0 ls0 ws0">publicznopraw<span class="_ _3"></span>ne <span class="ff3">Spółki<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y1dc ff9 fs0 fc0 sc0 ls0 ws0">Zagrożeni<span class="_ _3"></span>em dl<span class="_ _3"></span>a <span class="_ _3"></span>stabilności <span class="_ _3"></span>i<span class="_ _3"></span> rozwoju <span class="_ _3"></span>dzi<span class="_ _3"></span>ałaln<span class="_ _3"></span>ości <span class="_ _3"></span>gospodarczej <span class="_ _e"></span>Sp<span class="_ _3"></span>ółki<span class="ff1"> <span class="_ _3"></span></span>mogą <span class="_ _3"></span>być <span class="_ _3"></span>ni<span class="_ _3"></span>ektóre </div><div class="t m0 x1 h2 y16c ff9 fs0 fc0 sc0 ls0 ws0">zmian<span class="_ _3"></span>y <span class="_ _d"> </span>regul<span class="_ _3"></span>acji <span class="_ _15"> </span>prawnych <span class="_ _d"> </span>w <span class="_ _15"> </span>Polsce <span class="_ _d"> </span>z<span class="_ _3"></span>e <span class="_ _15"> </span>szczególnym <span class="_ _15"> </span>uwzględni<span class="_ _3"></span>eniem <span class="_ _15"> </span>przepisów </div><div class="t m0 x1 h2 y16d ff9 fs0 fc0 sc0 ls0 ws0">kształtujących <span class="_ _24"> </span>zwiększ<span class="_ _3"></span>oną  o<span class="_ _3"></span>chronę  p<span class="_ _3"></span>rzetwarz<span class="_ _3"></span>ani<span class="_ _3"></span>a  dan<span class="_ _3"></span>ych  konsume<span class="_ _3"></span>ntów <span class="_ _24"> </span>oraz <span class="_ _24"> </span>system </div><div class="t m0 x1 h2 y1dd ff9 fs0 fc0 sc0 ls0 ws0">podatkowy, <span class="_ _25"></span>któr<span class="_ _3"></span>e <span class="_ _25"></span>ul<span class="_ _3"></span>egają <span class="_ _25"></span>modyfikacjom. <span class="_ _25"></span>Ni<span class="_ _3"></span>ekorzystne <span class="_ _25"></span>z <span class="_ _25"></span>pu<span class="_ _3"></span>nktu <span class="_ _25"></span>wi<span class="_ _3"></span>dzenia <span class="_ _1f"> </span>Spółki<span class="ff1"> <span class="_ _25"></span>z<span class="_ _3"></span>miany </span></div><div class="t m0 x1 h2 y1de ff9 fs0 fc0 sc0 ls0 ws0">regulacji<span class="_ _3"></span> <span class="_ _24"> </span>p<span class="_ _3"></span>rawnych <span class="_ _24"> </span>mogą <span class="_ _1e"> </span>spowodować <span class="_ _1e"> </span>zmni<span class="_ _3"></span>ejszenie <span class="_ _1e"> </span>uzyskiwanych <span class="_ _1e"> </span>przychodów <span class="_ _1e"> </span>bądź </div><div class="t m0 x1 h2 y14f ff9 fs0 fc0 sc0 ls0 ws0">wzrost <span class="_ _29"> </span>kosztów. <span class="_ _1b"> </span>Po <span class="_ _29"> </span>stroni<span class="_ _3"></span>e <span class="_ _1b"> </span>Spółki<span class="ff1"> <span class="_ _29"> </span></span>zach<span class="_ _3"></span>odzi <span class="_ _29"> </span>w <span class="_ _29"> </span>zwi<span class="_ _3"></span>ązku <span class="_ _29"> </span>z <span class="_ _29"> </span>tym <span class="_ _1b"> </span>konieczność <span class="_ _29"> </span>pono<span class="_ _3"></span>szenia </div><div class="t m0 x1 h2 y1df ff9 fs0 fc0 sc0 ls0 ws0">kosztów <span class="_ _2b"> </span>z<span class="_ _3"></span>wiąz<span class="_ _3"></span>anych <span class="_ _2b"> </span>z<span class="_ _3"></span> <span class="_ _2b"> </span>moni<span class="_ _3"></span>torowaniem <span class="_ _1a"> </span>zmi<span class="_ _3"></span>an <span class="_ _1a"> </span>legisl<span class="_ _3"></span>acyjnych <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>dostosowywani<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y4e ff9 fs0 fc0 sc0 ls0 ws0">działaln<span class="_ _3"></span>ości <span class="_ _3"></span>d<span class="_ _3"></span>o <span class="_ _3"></span>zmi<span class="_ _3"></span>eniających <span class="_ _e"></span>się <span class="_ _3"></span>regul<span class="_ _3"></span>acji<span class="_ _3"></span>. <span class="_ _3"></span>Zmiany <span class="_ _e"></span>w <span class="_ _e"></span>niektórych <span class="_ _e"></span>przepisach <span class="_ _e"></span>mogą <span class="_ _3"></span>wi<span class="_ _3"></span>ązać </div><div class="t m0 x1 h2 y4f ff9 fs0 fc0 sc0 ls0 ws0">się <span class="_ _13"> </span>z <span class="_ _14"> </span>p<span class="_ _3"></span>roblemami<span class="_ _3"></span> <span class="_ _14"> </span>i<span class="_ _3"></span>nterpretacyjnymi, <span class="_ _13"> </span>ni<span class="_ _3"></span>ekonsekwentnym <span class="_ _13"> </span>orzeczni<span class="_ _3"></span>ctwem <span class="_ _14"> </span>sąd<span class="_ _3"></span>ów <span class="_ _13"> </span>oraz </div><div class="t m0 x1 h2 y152 ff1 fs0 fc0 sc0 ls0 ws0">niekorzystnymi<span class="_ _3"></span> <span class="_ _e"></span>int<span class="_ _3"></span>erpretacjami <span class="_ _e"></span>przyjmowan<span class="_ _3"></span>ymi <span class="_ _e"></span>przez <span class="_ _e"></span>organ<span class="_ _3"></span>y <span class="_ _e"></span>admi<span class="_ _3"></span>nistracji<span class="_ _3"></span> <span class="_ _e"></span>publiczn<span class="_ _3"></span>ej, <span class="_ _e"></span>co </div><div class="t m0 x1 h2 y1ca ff9 fs0 fc0 sc0 ls0 ws0">w <span class="_ _2a"> </span>konsekwencji<span class="_ _3"></span> <span class="_ _2a"> </span>moż<span class="_ _3"></span>e <span class="_ _2a"> </span>ut<span class="_ _3"></span>rudni<span class="_ _3"></span>ać <span class="_ _2a"> </span>reali<span class="_ _3"></span>zację <span class="_ _2a"> </span>długotermi<span class="_ _3"></span>nowych <span class="_ _2a"> </span>c<span class="_ _3"></span>elów <span class="_ _2a"> </span>s<span class="_ _3"></span>trategiczn<span class="_ _3"></span>ych <span class="_ _2a"> </span>oraz </div><div class="t m0 x1 h2 y1cb ff9 fs0 fc0 sc0 ls0 ws0">powodować trudno<span class="_ _3"></span>ści w oceni<span class="_ _3"></span>e skutków przyszł<span class="_ _3"></span>ych zdarzeń czy d<span class="_ _3"></span>ecyzji. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y53 ff4 fs0 fc0 sc0 ls8 ws0">3.1.4.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Istotne <span class="_ _1e"> </span>zmiany <span class="_ _1e"> </span>mec<span class="_ _3"></span>hanizmów <span class="_ _1e"> </span>pozyc<span class="_ _3"></span>jonowania <span class="_ _1e"> </span>i <span class="_ _24"> </span>p<span class="_ _3"></span>rezentac<span class="_ _3"></span>ji <span class="_ _1e"> </span>witryn <span class="_ _1e"> </span>w </span></span></div><div class="t m0 x26 h2 y1e0 ff3 fs0 fc0 sc0 ls0 ws0">wyszukiwarkac<span class="_ _3"></span>h <span class="_ _23"> </span>internetow<span class="_ _3"></span>ych <span class="_ _23"> </span>mog<span class="_ _3"></span>ą <span class="_ _23"> </span>obniż<span class="_ _3"></span>ać <span class="_ _23"> </span>pop<span class="_ _3"></span>ularność <span class="_ _22"> </span>serwisów </div><div class="t m0 x26 h2 y1e1 ff3 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff4"> </span></div><div class="t m0 x1 h2 y56 ff9 fs0 fc0 sc0 ls0 ws0">Głównym <span class="_ _2d"> </span>celem <span class="_ _2d"> </span>wyszu<span class="_ _3"></span>kiwarek <span class="_ _2d"> </span>in<span class="_ _3"></span>ternetowych <span class="_ _2d"> </span>jest <span class="_ _2d"> </span>prezentowanie <span class="_ _2d"> </span>uż<span class="_ _3"></span>ytkownikom<span class="_ _3"></span> </div><div class="t m0 x1 h2 y1e2 ff9 fs0 fc0 sc0 ls0 ws0">Internetu rzetel<span class="_ _3"></span>nych i<span class="_ _3"></span> najpełni<span class="_ _3"></span>ejszych z <span class="_ _3"></span>możli<span class="_ _3"></span>wych <span class="_ _3"></span>wyni<span class="_ _3"></span>ków wyszuki<span class="_ _3"></span>wani<span class="_ _3"></span>a. Funkcjonuj<span class="_ _3"></span>ące </div><div class="t m0 x1 h2 y1e3 ff9 fs0 fc0 sc0 ls0 ws0">wyszukiwarki<span class="_ _3"></span> <span class="_ _23"> </span>osiągają <span class="_ _16"> </span>t<span class="_ _3"></span>en <span class="_ _16"> </span>cel <span class="_ _23"> </span>poprzez <span class="_ _23"> </span>opracowywani<span class="_ _3"></span>e <span class="_ _16"> </span>n<span class="_ _3"></span>owych <span class="_ _23"> </span>mechanizmów <span class="_ _23"> </span>i </div><div class="t m0 x1 h2 y7a ff9 fs0 fc0 sc0 ls0 ws0">algorytmów <span class="_ _e"></span>selekcji<span class="_ _3"></span>, <span class="_ _3"></span>sortowani<span class="_ _3"></span>a <span class="_ _e"></span>i <span class="_ _e"></span>prezentacji <span class="_ _e"></span>danych <span class="_ _e"></span>stron <span class="_ _3"></span>p<span class="_ _3"></span>odmiotów <span class="_ _e"></span>na <span class="_ _e"></span>bi<span class="_ _3"></span>eżąco. <span class="_ _3"></span>Dzi<span class="_ _3"></span>ęki </div><div class="t m0 x1 h2 y1e4 ff9 fs0 fc0 sc0 ls0 ws0">temu konsumenci<span class="_ _3"></span> mogą łatwi<span class="_ _3"></span>ej odnal<span class="_ _3"></span>eźć poszukiwan<span class="_ _3"></span>e przez <span class="ff1">si<span class="_ _3"></span>ebie i<span class="_ _3"></span>nformacje.<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y7c ff9 fs0 fc0 sc0 ls0 ws0">Zmian<span class="_ _3"></span>y <span class="_ _30"> </span>algorytmów <span class="_ _30"> </span>pozycj<span class="_ _3"></span>onowani<span class="_ _3"></span>a <span class="_ _30"> </span>i <span class="_ _30"> </span>prezentacji<span class="_ _3"></span> <span class="_ _30"> </span>wi<span class="_ _3"></span>tryn <span class="_ _30"> </span>w <span class="_ _30"> </span>wyszu<span class="_ _3"></span>kiwarkach </div><div class="t m0 x1 h2 y1e5 ff9 fs0 fc0 sc0 ls0 ws0">internetowych <span class="_ _1f"> </span>pow<span class="_ _3"></span>odują <span class="_ _1f"> </span>zmi<span class="_ _3"></span>anę <span class="_ _1f"> </span>hierarchii<span class="_ _3"></span> <span class="_ _2a"> </span>p<span class="_ _3"></span>rezentowanych <span class="_ _1f"> </span>stron <span class="_ _1f"> </span>ww<span class="_ _3"></span>w, <span class="_ _1f"> </span>co <span class="_ _2a"> </span>ma<span class="_ _3"></span> <span class="_ _1f"> </span>znaczny </div><div class="t m0 x1 h2 y1e6 ff9 fs0 fc0 sc0 ls0 ws0">wpływ <span class="_ _2a"></span>na <span class="_ _25"></span>li<span class="_ _3"></span>czbę <span class="_ _2a"> </span>użytkowni<span class="_ _3"></span>ków <span class="_ _25"></span>odwi<span class="_ _3"></span>edzających <span class="_ _2a"> </span>poszczególne <span class="_ _2a"> </span>strony. <span class="_ _2a"> </span>Istnieje <span class="_ _2a"> </span>ryzyko, <span class="_ _25"></span>że<span class="_ _3"></span> </div><div class="t m0 x1 h2 y1e7 ff9 fs0 fc0 sc0 ls0 ws0">algorytmy <span class="_ _1e"> </span>serwisów <span class="_ _1e"> </span>w<span class="_ _3"></span>yszuki<span class="_ _3"></span>wawczych <span class="_ _1e"> </span>zmi<span class="_ _3"></span>enią <span class="_ _1e"> </span>się <span class="_ _1e"> </span>w <span class="_ _1e"> </span>taki <span class="_ _1e"> </span>sposób, <span class="_ _1e"> </span>który <span class="_ _1e"> </span>spowoduje </div><div class="t m0 x1 h2 y1e8 ff9 fs0 fc0 sc0 ls0 ws0">zmniejszeni<span class="_ _3"></span>e <span class="_ _25"></span>się <span class="_ _25"></span>l<span class="_ _3"></span>iczby <span class="_ _2a"></span>użytkowników <span class="_ _25"></span>wi<span class="_ _3"></span>tryn <span class="_ _2a"> </span>Spółki<span class="_ _3"></span>, <span class="_ _25"></span>co <span class="_ _25"></span>m<span class="_ _3"></span>oże <span class="_ _25"></span>spo<span class="_ _3"></span>wodować <span class="_ _25"></span>zmn<span class="_ _3"></span>iejszeni<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y1e9 ff9 fs0 fc0 sc0 ls0 ws0">rentowności, <span class="_ _31"> </span>wymagało <span class="_ _31"> </span>bowiem <span class="_ _31"> </span>będzie <span class="_ _31"> </span>większych <span class="_ _31"> </span>nakładów <span class="_ _31"> </span>na <span class="_ _31"> </span>promocję <span class="_ _4"> </span>i<span class="_ _3"></span> </div><div class="t m0 x1 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">pozycjonowani<span class="_ _3"></span>e <span class="_ _2a"> </span>stron <span class="_ _2a"> </span>www <span class="_ _2a"> </span><span class="ff9">Spółki<span class="_ _3"></span>. <span class="_ _2a"> </span>Dodatkow<span class="_ _3"></span>o, <span class="_ _2a"></span>na <span class="_ _2a"></span>skutek <span class="_ _2a"> </span>błędu <span class="_ _2a"> </span>bąd<span class="_ _3"></span>ź <span class="_ _2a"> </span>awarii <span class="_ _2a"> </span>leżącej <span class="_ _2a"> </span>po </span></div><div class="t m0 x1 h2 y1eb ff1 fs0 fc0 sc0 ls0 ws0">stronie <span class="_ _1e"> </span><span class="ff9">Spółki<span class="_ _3"></span></span> <span class="_ _1e"> </span><span class="ff9">bąd<span class="_ _3"></span>ź <span class="_ _1e"> </span>jej<span class="_ _3"></span> <span class="_ _1e"> </span>usługodawców<span class="_ _3"></span>, <span class="_ _1e"> </span>dane <span class="_ _14"> </span>Sp<span class="_ _3"></span>ółki</span> <span class="_ _14"> </span><span class="ff9">mogą <span class="_ _1e"> </span>zostać <span class="_ _14"> </span>całkowici<span class="_ _3"></span>e <span class="_ _1e"> </span>l<span class="_ _3"></span>ub <span class="_ _1e"> </span>w </span></div><div class="t m0 x1 h2 y1ec ff9 fs0 fc0 sc0 ls0 ws0">znacznym <span class="_ _1e"> </span>stopni<span class="_ _3"></span>u <span class="_ _1e"> </span>usuni<span class="_ _3"></span>ęte <span class="_ _24"> </span>z <span class="_ _1e"> </span>wyni<span class="_ _3"></span>ków <span class="_ _1e"> </span>wyszuki<span class="_ _3"></span>wania <span class="_ _1e"> </span>dan<span class="_ _3"></span>ej <span class="_ _1e"> </span>wyszukiwarki<span class="_ _3"></span>, <span class="_ _1e"> </span>bądź <span class="_ _1e"> </span>też </div><div class="t m0 x1 h2 y1ed ff9 fs0 fc0 sc0 ls0 ws0">wyszukiwarka p<span class="_ _3"></span>rzestanie funkcj<span class="_ _3"></span>onować. <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">19<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls19 ws0">Cz<span class="ff9 ls0">asowe <span class="_ _2b"> </span>l<span class="_ _3"></span>ub <span class="_ _1a"> </span>stałe <span class="_ _1a"> </span>wyel<span class="_ _3"></span>iminowani<span class="_ _3"></span>e <span class="_ _2b"> </span>dan<span class="_ _3"></span>ej <span class="_ _2b"> </span>wi<span class="_ _3"></span>tryny <span class="_ _1a"> </span>z <span class="_ _2b"> </span>wyn<span class="_ _3"></span>ików <span class="_ _1a"> </span>wyszuki<span class="_ _3"></span>wania <span class="_ _1a"> </span>danej </span></div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">wyszukiwarki<span class="_ _3"></span> <span class="_ _25"></span>lub <span class="_ _25"></span>też <span class="_ _25"></span>przesuni<span class="_ _3"></span>ęcie <span class="_ _25"></span>witryny <span class="_ _25"></span>na <span class="_ _25"></span>odl<span class="_ _3"></span>egłe <span class="_ _25"></span>miejsce <span class="_ _26"></span>w <span class="_ _25"></span>w<span class="_ _3"></span>ynikach <span class="_ _25"></span>wyszuki<span class="_ _3"></span>wania </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">mogą <span class="_ _25"></span>r<span class="_ _3"></span>ównież <span class="_ _2a"> </span>mieć <span class="_ _25"></span>mi<span class="_ _3"></span>ejsce <span class="_ _25"></span>w <span class="_ _2a"> </span>wyni<span class="_ _3"></span>ku <span class="_ _25"></span>ni<span class="_ _3"></span>ezgodnych <span class="_ _2a"> </span>z <span class="_ _25"></span>wytyczn<span class="_ _3"></span>ymi <span class="_ _2a"> </span>wyszukiwarek <span class="_ _25"></span>dz<span class="_ _3"></span>iałań </div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">pracowników <span class="_ _11"> </span>wi<span class="_ _3"></span>tryn <span class="_ _11"> </span>in<span class="_ _3"></span>ternetowych, <span class="_ _11"> </span>które <span class="_ _11"> </span>z<span class="_ _3"></span>mierzają <span class="_ _11"> </span>do <span class="_ _11"> </span>jak <span class="_ _11"> </span>naj<span class="_ _3"></span>korzystni<span class="_ _3"></span>ejszego </div><div class="t m0 x1 h2 y166 ff1 fs0 fc0 sc0 ls0 ws0">pozycjonowani<span class="_ _3"></span>a <span class="_ _2a"></span>danej <span class="_ _25"></span>wit<span class="_ _3"></span>ryny. <span class="_ _2a"> </span><span class="ff9">Spółka</span> <span class="_ _2a"></span><span class="ff9">dąży <span class="_ _25"></span>do <span class="_ _2a"> </span>zmi<span class="_ _3"></span>nimalizowani<span class="_ _3"></span>a <span class="_ _2a"></span>ryzyka <span class="_ _25"></span>związ<span class="_ _3"></span>anego <span class="_ _25"></span>ze </span></div><div class="t m0 x1 h2 y186 ff9 fs0 fc0 sc0 ls0 ws0">zmian<span class="_ _3"></span>ą <span class="_ _2c"> </span>mechanizmów <span class="_ _2c"> </span>pozycjonowani<span class="_ _3"></span>a <span class="_ _2c"> </span>i <span class="_ _2c"> </span>prezentacji<span class="_ _3"></span> <span class="_ _2c"> </span>witryn <span class="_ _2c"> </span>w <span class="_ _2c"> </span>wyszukiwarkach </div><div class="t m0 x1 h2 y187 ff1 fs0 fc0 sc0 ls0 ws0">internetowych poprz<span class="_ _3"></span>ez:<span class="_ _3"></span> </div><div class="t m0 x1 h2 y10e ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span></span>Bieżące <span class="_ _25"></span>m<span class="_ _3"></span>onitorowani<span class="_ _3"></span>e <span class="_ _2a"></span>wymagań <span class="_ _25"></span>wy<span class="_ _3"></span>szukiwarki, <span class="_ _2a"></span>jakie <span class="_ _25"></span>są <span class="_ _2a"> </span>stawiane <span class="_ _25"></span>str<span class="_ _3"></span>onom <span class="_ _25"></span>prz<span class="_ _3"></span>ez </div><div class="t m0 x1 h2 y10f ff1 fs0 fc0 sc0 ls0 ws0">algorytm Googl<span class="_ _3"></span>e i wprowadzan<span class="_ _3"></span>ie odpowiedn<span class="_ _3"></span>ich zmi<span class="_ _3"></span>an na stronach <span class="_ _3"></span><span class="ff9">Spółki<span class="_ _3"></span></span>. </div><div class="t m0 x1 h2 y1ee ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span></span>Stały <span class="_ _13"> </span>moni<span class="_ _3"></span>toring <span class="_ _13"> </span>pozycji<span class="_ _3"></span> <span class="_ _13"> </span>stron <span class="_ _13"> </span>w <span class="_ _13"> </span>wyszukiwarc<span class="_ _3"></span>e <span class="_ _13"> </span>Google, <span class="_ _13"> </span>narzędzi<span class="_ _3"></span>ach <span class="_ _13"> </span>Googl<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y1ef ff1 fs0 fc0 sc0 ls0 ws0">Webmaster  Tools <span class="_ _12"> </span>oraz  Google <span class="_ _12"> </span>Analyti<span class="_ _3"></span>cs <span class="_ _12"> </span>i<span class="_ _3"></span> innych, <span class="_ _12"> </span>ma<span class="ff9">jąc<span class="_ _3"></span>y <span class="_ _12"> </span>na  celu <span class="_ _12"> </span>kontrolę  sytuacji <span class="_ _12"> </span>i </span></div><div class="t m0 x1 h2 y1f0 ff9 fs0 fc0 sc0 ls0 ws0">umożli<span class="_ _3"></span>wienia podejmowan<span class="_ _3"></span>ia natychmi<span class="_ _3"></span>astowych dzi<span class="_ _3"></span>ałań w sytuacjach za<span class="_ _3"></span>grożeni<span class="_ _3"></span>a.<span class="ff1"> </span></div><div class="t m0 x1 h2 y49 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span></span>Wprowadzeni<span class="_ _3"></span>e <span class="_ _3"></span>do <span class="_ _3"></span>strat<span class="_ _3"></span>egii<span class="_ _3"></span> <span class="_ _3"></span>komunikacyjn<span class="_ _3"></span>ej <span class="_ _3"></span>firmy <span class="_ _e"></span>content <span class="_ _3"></span>marketi<span class="_ _3"></span>ngu <span class="_ _e"></span>(zarządzania </div><div class="t m0 x1 h2 y1f1 ff9 fs0 fc0 sc0 ls0 ws0">treścią). <span class="_ _26"></span>Dzi<span class="_ _3"></span>ałania <span class="_ _26"></span>content <span class="_ _26"></span>marketin<span class="_ _3"></span>gowe <span class="_ _e"></span>moż<span class="_ _3"></span>na <span class="_ _26"></span>podzi<span class="_ _3"></span>elić <span class="_ _26"></span>na <span class="_ _26"></span>tworze<span class="_ _3"></span><span class="ff1">ni<span class="_ _3"></span>e <span class="_ _26"></span>danych <span class="_ _26"></span>(raporty, </span></div><div class="t m0 x1 h2 y1f2 ff9 fs0 fc0 sc0 ls0 ws0">analizy, <span class="_ _26"></span>arty<span class="_ _3"></span>kuły) <span class="_ _26"></span>o<span class="_ _3"></span>raz <span class="_ _25"></span>zacieśniani<span class="_ _3"></span>e <span class="_ _26"></span>współpracy<span class="_ _3"></span> <span class="_ _26"></span>z <span class="_ _26"></span>partn<span class="_ _3"></span>erami <span class="_ _25"></span>z <span class="_ _26"></span>programu<span class="_ _3"></span> <span class="_ _26"></span>Comperi<span class="_ _3"></span>aLead. </div><div class="t m0 x1 h2 y1f3 ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _13"> </span></span>tworzy <span class="_ _13"> </span>własn<span class="_ _3"></span>e <span class="_ _13"> </span>środowi<span class="_ _3"></span>sko <span class="_ _13"> </span>in<span class="_ _3"></span>ternautów <span class="_ _13"> </span>żywo <span class="_ _13"> </span>zai<span class="_ _3"></span>nteresowan<span class="_ _3"></span>e <span class="_ _13"> </span>dostarczanymi </div><div class="t m0 x1 h2 y1f4 ff9 fs0 fc0 sc0 ls0 ws0">informacjami<span class="_ _3"></span> i rozwiązan<span class="_ _3"></span>iami<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h2 y1f5 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span>Utrzymywani<span class="_ _3"></span>e kilku <span class="_ _3"></span>portali <span class="_ _3"></span></span>–<span class="ff1"> </span>Sp<span class="_ _3"></span>ółka<span class="ff1"> stw</span>orzyła <span class="_ _3"></span>portale wysp<span class="_ _3"></span>ecjali<span class="_ _3"></span>zowane w an<span class="_ _3"></span>alizi<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y1f6 ff9 fs0 fc0 sc0 ls0 ws0">konkretnej kat<span class="_ _3"></span>egorii<span class="_ _3"></span> p<span class="_ _3"></span>roduktów fi<span class="_ _3"></span>nansowych. <span class="_ _3"></span>Oprócz p<span class="_ _3"></span>ortalu<span class="_ _3"></span> Comperi<span class="_ _3"></span>a.pl, <span class="_ _3"></span>porównującego </div><div class="t m0 x1 h2 y1f7 ff9 fs0 fc0 sc0 ls0 ws0">zarówno <span class="_ _25"></span>produkty <span class="_ _25"></span>lokacyjn<span class="_ _3"></span>e, <span class="_ _25"></span>kredytowe, <span class="_ _25"></span>jak <span class="_ _25"></span>i <span class="_ _25"></span>ubezpieczeni<span class="_ _3"></span>owe, <span class="_ _2a"></span>Spółka<span class="ff1"> <span class="_ _25"></span></span>posiad<span class="_ _3"></span>a <span class="_ _25"></span>również </div><div class="t m0 x1 h2 y72 ff9 fs0 fc0 sc0 ls0 ws0">portal <span class="_ _2a"> </span>ehi<span class="_ _3"></span>poteka.com <span class="_ _2a"> </span>s<span class="_ _3"></span>pecjaliz<span class="_ _3"></span>ujący <span class="_ _2a"> </span>si<span class="_ _3"></span>ę <span class="_ _2a"> </span>w <span class="_ _1f"> </span>porównywani<span class="_ _3"></span>u <span class="_ _2a"> </span>kredytów <span class="_ _1f"> </span>hipotecznych, <span class="_ _1f"> </span>portal </div><div class="t m0 x1 h2 y73 ff9 fs0 fc0 sc0 ls0 ws0">Kontoteka.pl<span class="_ _3"></span> <span class="_ _2b"> </span>specjali<span class="_ _3"></span>zujący <span class="_ _2b"> </span>się <span class="_ _2b"> </span>w <span class="_ _2b"> </span>p<span class="_ _3"></span>orównywaniu<span class="_ _3"></span> <span class="_ _2b"> </span>kont <span class="_ _2b"> </span>ban<span class="_ _3"></span>kowych, <span class="_ _2b"> </span>portal <span class="_ _1a"> </span>Banki.pl, </div><div class="t m0 x1 h2 y74 ff9 fs0 fc0 sc0 ls0 ws0">pozwalaj<span class="_ _3"></span>ący <span class="_ _26"></span>na <span class="_ _25"></span>lokalizację <span class="_ _25"></span>placówek <span class="_ _26"></span>ban<span class="_ _3"></span>kowych<span class="_ _3"></span> <span class="_ _26"></span>i<span class="_ _3"></span> <span class="_ _26"></span>ban<span class="_ _3"></span>komatów <span class="_ _26"></span>oraz <span class="_ _25"></span>porównywani<span class="_ _3"></span>e <span class="_ _26"></span>ofert </div><div class="t m0 x1 h2 y196 ff9 fs0 fc0 sc0 ls0 ws0">różnych <span class="_ _1b"> </span>ban<span class="_ _3"></span>ków. <span class="_ _1b"> </span>Dz<span class="_ _3"></span>ięki<span class="_ _3"></span> <span class="_ _12"> </span>posiadaniu <span class="_ _1b"> </span>przez  Spółkę<span class="ff1"> <span class="_ _1b"> </span>zd<span class="_ _3"></span>ywersyfikowan<span class="_ _3"></span>ego <span class="_ _12"> </span>portfela <span class="_ _12"> </span>marek </span></div><div class="t m0 x1 h2 y1f8 ff9 fs0 fc0 sc0 ls0 ws0">porównywarek <span class="_ _1f"> </span>fi<span class="_ _3"></span>nansowych, <span class="_ _1f"> </span>zmn<span class="_ _3"></span>iejsza <span class="_ _b"> </span>się <span class="_ _1f"> </span>ryzyko <span class="_ _1f"> </span>uzal<span class="_ _3"></span>eżnienia <span class="_ _b"> </span>Spółki<span class="ff1"> <span class="_ _b"> </span>od <span class="_ _2a"> </span>wysz<span class="_ _3"></span>ukiwarek </span></div><div class="t m0 x1 h2 y1bc ff9 fs0 fc0 sc0 ls0 ws0">internetowych <span class="_ _e"></span>(w <span class="_ _3"></span>p<span class="_ _3"></span>rzypadku <span class="_ _e"></span>posiadani<span class="_ _3"></span>a <span class="_ _e"></span>jednej <span class="_ _3"></span>wi<span class="_ _3"></span>tryny <span class="_ _e"></span>uzależnieni<span class="_ _3"></span>e <span class="_ _3"></span>to <span class="_ _e"></span>jest <span class="_ _3"></span>wi<span class="_ _3"></span>ększe) <span class="_ _e"></span>oraz </div><div class="t m0 x1 h2 y1f9 ff9 fs0 fc0 sc0 ls0 ws0">zwiększa prawd<span class="_ _3"></span>opodobieństwo trafi<span class="_ _3"></span>enia i<span class="_ _3"></span>nternauty na po<span class="_ _3"></span>rtal będąc<span class="_ _3"></span>y w posi<span class="_ _3"></span>adaniu <span class="_ _3"></span>Spółki<span class="_ _3"></span><span class="ff1">. </span></div><div class="t m0 x1 h2 y1fa ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span>Rozwijani<span class="_ _3"></span>e <span class="_ _3"></span>Programu <span class="_ _e"></span>Partnerski<span class="_ _3"></span>ego <span class="_ _3"></span>C<span class="_ _3"></span>omperiaLead<span class="_ _3"></span>. <span class="_ _3"></span>Program <span class="_ _e"></span>Comperi<span class="_ _3"></span>aLead <span class="_ _3"></span>p<span class="_ _3"></span>olega </span></div><div class="t m0 x1 h2 y1fb ff9 fs0 fc0 sc0 ls0 ws0">na <span class="_ _11"> </span>udostępnieni<span class="_ _3"></span>u <span class="_ _11"> </span>przez <span class="_ _11"> </span>Sp<span class="_ _3"></span>ółkę<span class="ff1"> <span class="_ _11"> </span></span>właści<span class="_ _3"></span>ciel<span class="_ _3"></span>om <span class="_ _22"> </span>wi<span class="_ _3"></span>tryn <span class="_ _11"> </span>internetowych <span class="_ _11"> </span>(wydaw<span class="_ _3"></span>com) </div><div class="t m0 x1 h2 y1fc ff1 fs0 fc0 sc0 ls0 ws0">oprogramowani<span class="_ _3"></span>a, <span class="_ _25"></span>w <span class="_ _25"></span>celu <span class="_ _25"></span>stworzeni<span class="_ _3"></span>a <span class="_ _25"></span>przez <span class="_ _25"></span>nich <span class="_ _25"></span>na <span class="_ _25"></span>swoich <span class="_ _25"></span>stronach <span class="_ _25"></span>intern<span class="_ _e"></span>etowych <span class="_ _25"></span>sekcji </div><div class="t m0 x1 h2 y1fd ff9 fs0 fc0 sc0 ls0 ws0">prezentującej <span class="_ _25"></span>porównan<span class="_ _3"></span>ia <span class="_ _25"></span>produktów <span class="_ _25"></span>fi<span class="_ _3"></span>nansowych. <span class="_ _25"></span>Sekcje <span class="_ _25"></span>t<span class="_ _3"></span>e <span class="_ _25"></span>są <span class="_ _25"></span>firmowan<span class="_ _3"></span>e <span class="_ _25"></span>przez <span class="_ _25"></span>markę </div><div class="t m0 x1 h2 y1fe ff1 fs0 fc0 sc0 ls0 ws0">Comperia <span class="_ _1b"> </span>oraz <span class="_ _29"> </span>koherentn<span class="_ _3"></span>e <span class="_ _29"> </span>i<span class="_ _3"></span> <span class="ff9">kompatybil<span class="_ _3"></span>ne <span class="_ _29"> </span>z<span class="_ _3"></span> <span class="_ _29"> </span>porównywa<span class="_ _3"></span>rkami <span class="_ _29"> </span>p<span class="_ _3"></span>roduktów <span class="_ _29"> </span>fi<span class="_ _3"></span>nansowych, </span></div><div class="t m0 x1 h2 y1ff ff9 fs0 fc0 sc0 ls0 ws0">które są dostępn<span class="_ _3"></span>e na portal<span class="_ _3"></span>u Comperia.pl<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h2 y200 ff9 fs0 fc0 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _32"> </span></span>Ścisłe <span class="_ _1a"> </span>przestrzegani<span class="_ _3"></span>e <span class="_ _2b"> </span>wytycznych <span class="_ _1a"> </span>w<span class="_ _3"></span><span class="ff1">yszuki<span class="_ _3"></span>warek <span class="_ _1a"> </span>in<span class="_ _3"></span>ternetowych. <span class="_ _2b"> </span>W<span class="_ _3"></span>yszukiwarki<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y201 ff9 fs0 fc0 sc0 ls0 ws0">internetowe <span class="_ _2b"> </span>regularni<span class="_ _3"></span>e <span class="_ _13"> </span>dystrybuują <span class="_ _2b"> </span>wytyczne, <span class="_ _2b"> </span>w <span class="_ _13"> </span>jaki<span class="_ _3"></span> <span class="_ _13"> </span>sposób <span class="_ _2b"> </span>możn<span class="_ _3"></span>a <span class="_ _13"> </span>pozycjonowa<span class="_ _3"></span>ć </div><div class="t m0 x1 h2 y202 ff9 fs0 fc0 sc0 ls0 ws0">witryny <span class="_ _b"> </span>internetowe, <span class="_ _1f"> </span>a<span class="_ _3"></span>by <span class="_ _1f"> </span>z<span class="_ _3"></span>nalazły <span class="_ _b"> </span>się <span class="_ _1f"> </span>wysoko<span class="_ _3"></span> <span class="_ _1f"> </span>w <span class="_ _b"> </span>wynikach <span class="_ _b"> </span>wyszukiwani<span class="_ _3"></span>a <span class="_ _b"> </span>wyszukiwarek </div><div class="t m0 x1 h2 y5e ff9 fs0 fc0 sc0 ls0 ws0">internetowych.  W <span class="_ _1b"> </span>wyniku  pozycjonowania <span class="_ _12"> </span>strony <span class="_ _12"> </span>w <span class="_ _1b"> </span>sp<span class="_ _3"></span>osób <span class="_ _12"> </span>n<span class="_ _3"></span><span class="ff1">i<span class="_ _3"></span>ezgodny <span class="_ _12"> </span>z <span class="_ _1b"> </span>wyt<span class="_ _3"></span>ycznymi, </span></div><div class="t m0 x1 h2 y203 ff9 fs0 fc0 sc0 ls0 ws0">dana <span class="_ _2a"> </span>wit<span class="_ _3"></span>ryna <span class="_ _2a"> </span>może <span class="_ _2a"></span>zostać <span class="_ _2a"> </span>usuni<span class="_ _3"></span>ęta <span class="_ _2a"> </span>z <span class="_ _2a"> </span>wyników <span class="_ _2a"> </span>wyszukiwani<span class="_ _3"></span>a <span class="_ _2a"></span>lub <span class="_ _2a"> </span>przesuni<span class="_ _3"></span>ęta <span class="_ _2a"> </span>na <span class="_ _2a"> </span>dalsze </div><div class="t m0 x1 h2 y60 ff1 fs0 fc0 sc0 ls0 ws0">pozycje <span class="_ _14"> </span>w <span class="_ _1e"> </span>w<span class="_ _3"></span>ynikach <span class="_ _14"> </span>wyszuki<span class="_ _3"></span>wani<span class="_ _3"></span>a. <span class="_ _14"> </span><span class="ff9">Spółka</span> <span class="_ _14"> </span><span class="ff9">w <span class="_ _14"> </span>sposób <span class="_ _14"> </span>bardzo <span class="_ _14"> </span>ścisły <span class="_ _14"> </span>stosuj<span class="_ _3"></span>e <span class="_ _14"> </span>się <span class="_ _1e"> </span>d<span class="_ _3"></span>o </span></div><div class="t m0 x1 h2 y204 ff9 fs0 fc0 sc0 ls0 ws0">wytycznych <span class="_ _26"></span>d<span class="_ _3"></span>ystrybuowan<span class="_ _3"></span>ych <span class="_ _26"></span>przez <span class="_ _25"></span>wyszukiwarki<span class="_ _3"></span> <span class="_ _26"></span>internetowe<span class="_ _3"></span>, <span class="_ _26"></span>ograni<span class="_ _3"></span>czając <span class="_ _25"></span><span class="ff1">t<span class="_ _3"></span>ym <span class="_ _26"></span>samym<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y80 ff9 fs0 fc0 sc0 ls0 ws0">ryzyka związ<span class="_ _3"></span>ane z pozycjonowani<span class="_ _3"></span>em strony. <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">20<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Spółka, <span class="_ _1b"> </span>naw<span class="_ _3"></span>et <span class="_ _1b"> </span>dokład<span class="_ _3"></span>ając <span class="_ _12"> </span>najwyższych <span class="_ _1b"> </span>sta<span class="_ _3"></span>rań, <span class="_ _12"> </span>nie <span class="_ _12"> </span>jest <span class="_ _1b"> </span>w <span class="_ _1b"> </span>stani<span class="_ _3"></span>e <span class="_ _1b"> </span>zap<span class="_ _3"></span>ewnić <span class="_ _12"> </span>całkowitej </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">skuteczności <span class="_ _1b"> </span>swoich <span class="_ _1b"> </span>dział<span class="_ _3"></span>ań. <span class="_ _29"> </span>Niepowodzeni<span class="_ _3"></span>a <span class="_ _29"> </span>w <span class="_ _1b"> </span>powyższym <span class="_ _29"> </span>zak<span class="_ _3"></span>resie <span class="_ _29"> </span>mogą<span class="_ _3"></span> <span class="_ _29"> </span>negat<span class="_ _3"></span>ywnie </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">oddział<span class="_ _3"></span>ywać <span class="_ _1e"> </span>na <span class="_ _1e"> </span>popularność <span class="_ _1e"> </span>serwisów <span class="_ _1e"> </span>prez<span class="_ _3"></span><span class="ff1">ent<span class="_ _3"></span>owanych <span class="_ _1e"> </span>przez <span class="_ _1e"> </span></span>Spółk<span class="_ _3"></span>ę<span class="ff1"> <span class="_ _1e"> </span>a <span class="_ _1e"> </span>tym <span class="_ _1e"> </span>samym </span></div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">spadek jej przychod<span class="_ _3"></span>ów.<span class="ff1"> </span></div><div class="t m0 x1 h2 y41 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y205 ff4 fs0 fc0 sc0 ls8 ws0">3.1.5.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Spółka <span class="_ _2b"> </span>jest <span class="_ _2b"> </span>eksponow<span class="_ _3"></span>ana<span class="ff4"> <span class="_ _2b"> </span></span>na <span class="_ _2b"> </span>ryzyko <span class="_ _13"> </span>a<span class="_ _3"></span>warii <span class="_ _2b"> </span>sprzętu <span class="_ _2b"> </span>lub <span class="_ _2b"> </span>wystąpienia </span></span></div><div class="t m0 x26 h2 y167 ff3 fs0 fc0 sc0 ls0 ws0">błędów w oprogr<span class="_ _3"></span>amowani<span class="_ _3"></span>u<span class="ff4"> </span></div><div class="t m0 x1 h2 y18a ff9 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _17"> </span>z<span class="_ _3"></span>darzeń, <span class="_ _d"> </span>które <span class="_ _d"> </span>mogą <span class="_ _d"> </span>mieć <span class="_ _17"> </span>bezp<span class="_ _3"></span>ośredni<span class="_ _3"></span> <span class="_ _d"> </span>wpływ <span class="_ _17"> </span>n<span class="_ _3"></span>a <span class="_ _d"> </span>pogorszenie <span class="_ _d"> </span>się <span class="_ _d"> </span>wyników </div><div class="t m0 x1 h2 y1db ff1 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _14"> </span><span class="ff9">Spółki</span> <span class="_ _14"> </span><span class="ff9">zali<span class="_ _3"></span>czyć <span class="_ _1e"> </span>nal<span class="_ _3"></span>eży</span> <span class="_ _1e"> </span><span class="ff9">awari<span class="_ _3"></span>ę <span class="_ _1e"> </span>sprzętu <span class="_ _1e"> </span>oraz <span class="_ _14"> </span>ujawni<span class="_ _3"></span>anie <span class="_ _1e"> </span>się <span class="_ _1e"> </span>k<span class="_ _3"></span>rytycznych </span></div><div class="t m0 x1 h2 y16a ff9 fs0 fc0 sc0 ls0 ws0">błędów <span class="_ _1e"> </span>oprogram<span class="_ _3"></span>owania. <span class="_ _14"> </span>Ryzyka <span class="_ _1e"> </span>te <span class="_ _14"> </span>wyni<span class="_ _3"></span>kają <span class="_ _1e"> </span>z <span class="_ _1e"> </span>charakt<span class="_ _3"></span>eru <span class="_ _1e"> </span>dzi<span class="_ _3"></span>ałalności <span class="_ _13"> </span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _1e"> </span></span>i<span class="_ _3"></span> <span class="_ _1e"> </span>są </div><div class="t m0 x1 h2 y16b ff9 fs0 fc0 sc0 ls0 ws0">mini<span class="_ _3"></span>malizowane <span class="_ _f"> </span>popr<span class="_ _3"></span>zez <span class="_ _f"> </span>u<span class="_ _3"></span>mieszczani<span class="_ _3"></span>e <span class="_ _f"> </span>serwisów <span class="_ _1c"> </span>internetowy<span class="_ _3"></span>ch <span class="_ _1c"> </span>na <span class="_ _1c"> </span>serwerach </div><div class="t m0 x1 h2 y111 ff1 fs0 fc0 sc0 ls0 ws0">renomowanych <span class="_ _13"> </span>fi<span class="_ _3"></span>rm <span class="_ _13"> </span>oraz <span class="_ _13"> </span>posi<span class="_ _3"></span>adani<span class="_ _3"></span>e <span class="_ _13"> </span>przez <span class="_ _13"> </span><span class="ff9">Sp<span class="_ _3"></span>ółkę</span> <span class="_ _13"> </span><span class="ff9">własnego <span class="_ _13"> </span>z<span class="_ _3"></span>espołu <span class="_ _13"> </span>programi<span class="_ _3"></span>stów </span></div><div class="t m0 x1 h2 y1c6 ff9 fs0 fc0 sc0 ls0 ws0">reagującego <span class="_ _1a"> </span>na <span class="_ _17"> </span>bieżąco <span class="_ _2b"> </span>n<span class="_ _3"></span>a <span class="_ _1a"> </span>wy<span class="_ _3"></span>stępujące <span class="_ _1a"> </span>bł<span class="_ _3"></span>ędy <span class="_ _1a"> </span>w <span class="_ _17"> </span>oprogramowaniu<span class="_ _3"></span>. <span class="_ _1a"> </span>W <span class="_ _1a"> </span>przypadku<span class="_ _3"></span> </div><div class="t m0 x1 h2 y4a ff9 fs0 fc0 sc0 ls0 ws0">wystąpieni<span class="_ _3"></span>a <span class="_ _e"></span>t<span class="_ _3"></span>akich <span class="_ _e"></span>zd<span class="_ _3"></span>arzeń <span class="_ _e"></span>liczba <span class="_ _26"></span>użytkowni<span class="_ _3"></span>ków <span class="_ _e"></span>na <span class="_ _26"></span>portalach <span class="_ _26"></span>internetowych <span class="_ _25"></span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _e"></span></span>może<span class="_ _3"></span> </div><div class="t m0 x1 h2 y4b ff9 fs0 fc0 sc0 ls0 ws0">zmaleć, <span class="_ _17"> </span>a <span class="_ _17"> </span>w <span class="_ _17"> </span>skrajnym <span class="_ _17"> </span>przypadku,<span class="_ _3"></span> <span class="_ _17"> </span>cały <span class="_ _17"> </span>mechaniz<span class="_ _3"></span>m <span class="_ _17"> </span>funkcjonowani<span class="_ _3"></span>a <span class="_ _d"> </span>Spółki<span class="ff1"> <span class="_ _17"> </span></span>może </div><div class="t m0 x1 h2 y1c7 ff1 fs0 fc0 sc0 ls0 ws0">t<span class="ff9">ymczasowo przestać<span class="_ _3"></span> funkcjonowa<span class="_ _3"></span>ć, co prz<span class="_ _3"></span>ekładałoby się na <span class="_ _3"></span>spadek przychodó<span class="_ _3"></span>w.<span class="_ _3"></span></span> </div><div class="t m0 x1 h14 y1b7 ff4 fs0 fc0 sc0 ls8 ws0">3.1.6.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Spółka <span class="_ _29"> </span>j<span class="_ _3"></span>est<span class="ff4"> <span class="_ _29"> </span><span class="ls1a">na</span></span>rażon<span class="_ _3"></span>a<span class="ff4"> <span class="_ _29"> </span></span>na <span class="_ _1b"> </span>ryzyko <span class="_ _29"> </span>pow<span class="_ _3"></span>stania <span class="_ _1b"> </span>uzależnienia <span class="_ _29"> </span>o<span class="_ _3"></span>d <span class="_ _1b"> </span>kluczowych </span></span></div><div class="t m0 x26 h2 y1b8 ff3 fs0 fc0 sc0 ls0 ws0">klientów i dostawcó<span class="_ _3"></span>w<span class="ff4"> </span></div><div class="t m0 x1 h2 y206 ff9 fs0 fc0 sc0 ls0 ws0">Kluczowymi<span class="_ _3"></span> <span class="_ _13"> </span>klientami<span class="_ _3"></span> <span class="_ _13"> </span>Spółki<span class="_ _3"></span> <span class="_ _13"> </span>są <span class="_ _2b"> </span>banki, <span class="_ _13"> </span>które <span class="_ _2b"> </span><span class="ff1">- <span class="_ _2b"> </span></span>bezpośrednio <span class="_ _2b"> </span>lub <span class="_ _13"> </span>poprzez <span class="_ _13"> </span>agencje<span class="_ _3"></span> </div><div class="t m0 x1 h2 y207 ff1 fs0 fc0 sc0 ls0 ws0">reklamowe <span class="_ _26"></span>- <span class="_ _e"></span><span class="ff9">zl<span class="_ _3"></span>ecają <span class="_ _e"></span>Sp<span class="_ _3"></span>ółce</span> <span class="_ _e"></span><span class="ff9">rekl<span class="_ _3"></span>amowe <span class="_ _e"></span>kamp<span class="_ _3"></span>ani<span class="_ _3"></span>e <span class="_ _e"></span>efektywności<span class="_ _3"></span>owe <span class="_ _e"></span>wspi<span class="_ _3"></span>erane <span class="_ _e"></span>rekl<span class="_ _3"></span>amami </span></div><div class="t m0 x1 h2 y208 ff9 fs0 fc0 sc0 ls0 ws0">wizerunkowymi<span class="_ _3"></span>. <span class="_ _b"> </span>Struktura <span class="_ _b"> </span>kli<span class="_ _3"></span>entów <span class="_ _b"> </span>Spółki<span class="_ _3"></span> <span class="_ _b"> </span>jest <span class="_ _b"> </span>stosunkowo <span class="_ _b"> </span>zdyw<span class="_ _3"></span>ersyfikowan<span class="_ _3"></span>a, <span class="_ _b"> </span>a <span class="_ _b"> </span>w <span class="_ _b"> </span>jej </div><div class="t m0 x1 h2 y209 ff9 fs0 fc0 sc0 ls0 ws0">skład <span class="_ _29"> </span>wchodzi<span class="_ _3"></span> <span class="_ _29"> </span>wi<span class="_ _3"></span>ększość <span class="_ _29"> </span>dzi<span class="_ _3"></span>ałających <span class="_ _1b"> </span>w <span class="_ _29"> </span>Polsce <span class="_ _29"> </span>ban<span class="_ _3"></span>ków <span class="_ _29"> </span>oraz <span class="_ _1b"> </span>współpracujący<span class="_ _3"></span>ch <span class="_ _29"> </span>z <span class="_ _1b"> </span>nimi </div><div class="t m0 x1 h2 y53 ff1 fs0 fc0 sc0 ls0 ws0">agencji <span class="_ _d"> </span>reklamowych. <span class="_ _d"> </span><span class="ff9">W <span class="_ _17"> </span>p<span class="_ _3"></span>rzypadku <span class="_ _d"> </span>ograniczeni<span class="_ _3"></span>a <span class="_ _17"> </span>grona <span class="_ _d"> </span>zleceniodawców <span class="_ _d"> </span>kampanii </span></div><div class="t m0 x1 h2 y1e0 ff9 fs0 fc0 sc0 ls0 ws0">reklamowych <span class="_ _2b"> </span>może <span class="_ _2b"> </span>pojawi<span class="_ _3"></span>ć <span class="_ _2b"> </span>się <span class="_ _2b"> </span>uzależnienie <span class="_ _2b"> </span>Spółki <span class="_ _2b"> </span>od <span class="_ _2b"> </span>aktualn<span class="_ _3"></span>ych <span class="_ _13"> </span>zl<span class="_ _3"></span>eceniodawców </div><div class="t m0 x1 h2 y1e1 ff9 fs0 fc0 sc0 ls0 ws0">kampanii<span class="_ _3"></span> <span class="_ _1b"> </span>reklamowych. <span class="_ _1b"> </span>Banki <span class="_ _1b"> </span>zamawiaj<span class="_ _3"></span>ą <span class="_ _1b"> </span>kampanie <span class="_ _1b"> </span>efektywnościowe <span class="_ _1b"> </span>w <span class="_ _1b"> </span>zdecydowanej </div><div class="t m0 x1 h2 y20a ff9 fs0 fc0 sc0 ls0 ws0">większości<span class="_ _3"></span> <span class="_ _1f"> </span>dzi<span class="_ _3"></span>ałających <span class="_ _1f"> </span>n<span class="_ _3"></span>a <span class="_ _1f"> </span>rynku <span class="_ _b"> </span>porównywarek<span class="_ _3"></span><span class="ff1"> <span class="_ _b"> </span>finansowych<span class="_ _3"></span>. <span class="_ _1f"> </span>Ryzyk<span class="_ _3"></span>o <span class="_ _1f"> </span>zrez<span class="_ _3"></span>ygnowani<span class="_ _3"></span>a <span class="_ _1f"> </span>z </span></div><div class="t m0 x1 h2 y78 ff9 fs0 fc0 sc0 ls0 ws0">usług <span class="_ _2a"> </span>Spółki <span class="_ _2a"></span>na <span class="_ _25"></span>rzecz <span class="_ _25"></span>i<span class="_ _3"></span>nnych <span class="_ _2a"></span>porównywarek <span class="_ _25"></span>fi<span class="_ _3"></span>nansowych <span class="_ _2a"> </span>jest <span class="_ _2a"></span>więc <span class="_ _25"></span>ograni<span class="_ _3"></span>czone. <span class="_ _2a"></span>Ryzyko </div><div class="t m0 x1 h2 y20b ff9 fs0 fc0 sc0 ls0 ws0">ograniczeni<span class="_ _3"></span>a <span class="_ _b"> </span>bazy <span class="_ _b"> </span>klientów <span class="_ _b"> </span>(a <span class="_ _b"> </span>tym <span class="_ _1f"> </span>samym <span class="_ _b"> </span>p<span class="_ _3"></span>ojawi<span class="_ _3"></span>enia <span class="_ _b"> </span>się <span class="_ _b"> </span>uzależnienia) <span class="_ _b"> </span>jest, <span class="_ _b"> </span>w <span class="_ _b"> </span>ocenie </div><div class="t m0 x1 h2 y20c ff9 fs0 fc0 sc0 ls0 ws0">Zarządu, <span class="_ _1f"> </span>relatywn<span class="_ _3"></span>ie <span class="_ _1f"> </span>ni<span class="_ _3"></span>skie, <span class="_ _1f"> </span>z <span class="_ _1f"> </span>u<span class="_ _3"></span>wagi <span class="_ _1f"> </span>na <span class="_ _1f"> </span>fakt <span class="_ _b"> </span>że <span class="_ _2a"> </span>praw<span class="_ _3"></span>i<span class="_ _3"></span>e <span class="_ _1f"> </span>wszystki<span class="_ _3"></span>e <span class="_ _1f"> </span>dzi<span class="_ _3"></span>ałające <span class="_ _2a"> </span>na <span class="_ _b"> </span>polskim </div><div class="t m0 x1 h2 y20d ff9 fs0 fc0 sc0 ls0 ws0">rynku <span class="_ _2a"> </span>banki<span class="_ _3"></span> <span class="_ _2a"> </span>korzystaj<span class="_ _3"></span>ą <span class="_ _2a"> </span>z<span class="_ _3"></span> <span class="_ _2a"> </span>tej <span class="_ _2a"> </span>f<span class="_ _3"></span>ormy <span class="_ _2a"> </span>p<span class="_ _3"></span>ozyskiwan<span class="_ _3"></span>ia <span class="_ _1f"> </span>klientów. <span class="_ _2a"> </span>Aby <span class="_ _1f"> </span>niwel<span class="_ _3"></span>ować <span class="_ _1f"> </span>wspomni<span class="_ _3"></span>ane </div><div class="t m0 x1 h2 y20e ff9 fs0 fc0 sc0 ls0 ws0">ryzyko <span class="_ _14"> </span>Sp<span class="_ _3"></span>ółka <span class="_ _13"> </span>stara <span class="_ _14"> </span>si<span class="_ _3"></span>ę <span class="_ _13"> </span>prowadzić <span class="_ _13"> </span>działania <span class="_ _13"> </span>ukierunkowane <span class="_ _13"> </span>na <span class="_ _13"> </span>poszerzenie <span class="_ _13"> </span>Spółki </div><div class="t m0 x1 h2 y20f ff9 fs0 fc0 sc0 ls0 ws0">dostawców.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y210 ff9 fs0 fc0 sc0 ls0 ws0">Głównymi <span class="_ _26"></span>dostawcami<span class="_ _3"></span> <span class="_ _26"></span>Spółki<span class="ff1"> <span class="_ _26"></span></span>są <span class="_ _e"></span>partn<span class="_ _3"></span>erzy <span class="_ _e"></span>w <span class="_ _26"></span>progr<span class="_ _3"></span><span class="ff1">amie <span class="_ _26"></span>afiliacyjn<span class="_ _3"></span>ym <span class="_ _e"></span>Comperi<span class="_ _3"></span>aLead, <span class="_ _e"></span>i<span class="_ _3"></span>nne </span></div><div class="t m0 x1 h2 y211 ff1 fs0 fc0 sc0 ls0 ws0">witryny <span class="_ _26"></span>i<span class="_ _3"></span>nternetowe <span class="_ _26"></span>oraz <span class="_ _26"></span>agenci<span class="_ _3"></span> <span class="_ _26"></span>ubezpi<span class="_ _3"></span>eczeniowi. <span class="_ _25"></span><span class="ff9">Spółka</span> <span class="_ _26"></span><span class="ff9">dokonuje <span class="_ _26"></span>wszel<span class="_ _3"></span>kiej <span class="_ _26"></span>staranności </span></div><div class="t m0 x1 h2 y212 ff9 fs0 fc0 sc0 ls0 ws0">celem <span class="_ _2a"> </span>dyw<span class="_ _3"></span>ersyfikacji<span class="_ _3"></span> <span class="_ _2a"> </span>ź<span class="_ _3"></span>ródeł <span class="_ _25"></span>d<span class="_ _3"></span>ostawców<span class="_ _3"></span>. <span class="_ _2a"> </span>Na <span class="_ _1f"> </span>dzień <span class="_ _1f"> </span>publi<span class="_ _3"></span>kacji<span class="_ _3"></span><span class="ff1"> <span class="_ _1f"> </span>S</span>półk<span class="ff1">a <span class="_ _2a"> </span>je<span class="_ _3"></span>st <span class="_ _2a"> </span></span>uz<span class="_ _3"></span>ależni<span class="_ _3"></span>on<span class="ff1">a <span class="_ _2a"> </span>od </span></div><div class="t m0 x1 h2 y213 ff9 fs0 fc0 sc0 ls0 ws0">jednego <span class="_ _1f"> </span>do<span class="_ _3"></span>stawcy. <span class="_ _1f"> </span>Ew<span class="_ _3"></span>entual<span class="_ _3"></span>ny <span class="_ _b"> </span>brak <span class="_ _1f"> </span>współpracy <span class="_ _b"> </span>z <span class="_ _1f"> </span>tym <span class="_ _b"> </span>kontrahentem <span class="_ _b"> </span>w <span class="_ _1f"> </span>opinii <span class="_ _b"> </span>Zarządu </div><div class="t m0 x1 h2 y214 ff9 fs0 fc0 sc0 ls0 ws0">mógłby <span class="_ _12"> </span>spowodować <span class="_ _12"> </span>realizację  r<span class="_ _2"></span>yzyka, <span class="_ _12"> </span>że <span class="_ _1b"> </span>u<span class="_ _3"></span>trata <span class="_ _12"> </span>niektórych <span class="_ _12"> </span>z <span class="_ _1b"> </span>aktu<span class="_ _3"></span>aln<span class="_ _3"></span>ych <span class="_ _12"> </span>dostawców </div><div class="t m0 x1 h2 y215 ff9 fs0 fc0 sc0 ls0 ws0">może <span class="_ _2a"></span>skutkować, <span class="_ _2a"></span>zwłaszcza <span class="_ _2a"> </span>w <span class="_ _2a"> </span>śr<span class="_ _3"></span>ednim <span class="_ _2a"> </span>okresie <span class="_ _2a"> </span>bardzo<span class="_ _3"></span><span class="ff1"> <span class="_ _2a"></span></span>istotnym <span class="_ _2a"> </span>pogorszeni<span class="_ _3"></span>em <span class="_ _25"></span>wyn<span class="_ _3"></span>ików </div><div class="t m0 x1 h2 y216 ff9 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y1ed ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">21<span class="ls0"> </span></div></div><div class="t m0 x1 h14 y3d ff4 fs0 fc0 sc0 ls8 ws0">3.1.7.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Spółka<span class="ff4"> <span class="_ _16"> </span></span>jest <span class="_ _16"> </span>narażona<span class="ff4"> <span class="_ _16"> </span>na <span class="_ _16"> </span>ryzyko <span class="_ _16"> </span>niep<span class="_ _3"></span>owodzenia <span class="_ _16"> </span>realizacj<span class="_ _3"></span>i <span class="_ _16"> </span>strategii </span></span></span></div><div class="t m0 x26 h2 y3e ff4 fs0 fc0 sc0 ls0 ws0">rozwoju <span class="ff3">Spółki<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y84 ff1 fs0 fc0 sc0 ls0 ws0">Strategia <span class="_ _10"> </span><span class="ff9">Spółki</span> <span class="_ _10"> </span><span class="ff9">zakłada <span class="_ _10"> </span>zwiększani<span class="_ _3"></span>e <span class="_ _11"> </span>pozyskiwan<span class="_ _3"></span>ego <span class="_ _11"> </span>ruchu <span class="_ _10"> </span>internet<span class="_ _3"></span>owego <span class="_ _11"> </span>oraz<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y40 ff9 fs0 fc0 sc0 ls0 ws0">maksymali<span class="_ _3"></span>zację <span class="_ _1b"> </span>wskaźni<span class="_ _3"></span>ka <span class="_ _1b"> </span>konwersji, <span class="_ _1b"> </span>rozszerz<span class="_ _3"></span>enie <span class="_ _1b"> </span>portfela <span class="_ _1b"> </span>oferowa<span class="_ _3"></span>nych <span class="_ _1b"> </span>usłu<span class="_ _3"></span>g <span class="_ _1b"> </span>w <span class="_ _1b"> </span>tym </div><div class="t m0 x1 h2 y41 ff9 fs0 fc0 sc0 ls0 ws0">także <span class="_ _2a"> </span>o <span class="_ _2a"></span>usługi <span class="_ _2a"> </span>w<span class="ff1"> <span class="_ _2a"> </span></span>sektorze <span class="_ _2a"> </span>ni<span class="_ _3"></span>efinansowym, <span class="_ _2a"> </span>zwiększeni<span class="_ _3"></span>e <span class="_ _2a"></span>udziału <span class="_ _2a"> </span>w <span class="_ _2a"> </span>rynku <span class="_ _2a"> </span>reklamowym, <span class="_ _2a"> </span>a </div><div class="t m0 x1 h2 y63 ff9 fs0 fc0 sc0 ls0 ws0">także <span class="_ _29"> </span>rozw<span class="_ _3"></span>ój <span class="_ _29"> </span>Programu<span class="_ _3"></span> <span class="_ _29"> </span>Partnerski<span class="_ _3"></span>ego <span class="_ _29"> </span>C<span class="_ _3"></span>omperi<span class="_ _3"></span>aLead. <span class="_ _29"> </span>Strategia <span class="_ _12"> </span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _1b"> </span></span>obejmuje <span class="_ _29"> </span>także </div><div class="t m0 x1 h2 y10d ff9 fs0 fc0 sc0 ls0 ws0">dalszy <span class="_ _d"> </span>ro<span class="_ _2"></span>zwój <span class="_ _17"> </span>ogól<span class="_ _3"></span>nopol<span class="_ _3"></span>skiej <span class="_ _17"> </span>mul<span class="_ _3"></span>tiagencji <span class="_ _17"> </span>ubezpi<span class="_ _3"></span>eczeniowej <span class="_ _17"> </span>or<span class="_ _3"></span>az <span class="_ _17"> </span>zi<span class="_ _3"></span>ntensyfikowani<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y10e ff9 fs0 fc0 sc0 ls0 ws0">działaln<span class="_ _3"></span>ości  w <span class="_ _1b"> </span>zakresie  sprzedaży  ubezpieczeń<span class="_ _3"></span>, <span class="_ _12"> </span>w <span class="_ _12"> </span>tym <span class="_ _12"> </span>sprzedaż  licencji  nowatorskiej </div><div class="t m0 x1 h2 y10f ff1 fs0 fc0 sc0 ls0 ws0">aplikacji<span class="_ _3"></span> <span class="_ _2b"> </span>Comperia <span class="_ _2b"> </span>Ag<span class="_ _3"></span>ent. <span class="_ _2b"> </span>Reali<span class="_ _3"></span>zacja <span class="_ _1a"> </span>strategii<span class="_ _3"></span> <span class="_ _1a"> </span><span class="ff9">Spółki</span> <span class="_ _1a"> </span><span class="ff9">jest <span class="_ _2b"> </span>zwi<span class="_ _3"></span>ązana <span class="_ _2b"> </span>z <span class="_ _2b"> </span>określonymi<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y110 ff9 fs0 fc0 sc0 ls0 ws0">ryzykami. <span class="_ _31"> </span>W <span class="_ _31"> </span>z<span class="_ _3"></span>akresie <span class="_ _31"> </span>zwi<span class="_ _3"></span>ększania <span class="_ _31"> </span>pozys<span class="_ _3"></span>kiwan<span class="_ _3"></span>ego <span class="_ _31"> </span>ruchu <span class="_ _31"> </span>internetoweg<span class="_ _3"></span>o <span class="_ _31"> </span>oraz </div><div class="t m0 x1 h2 y14a ff9 fs0 fc0 sc0 ls0 ws0">maksymali<span class="_ _3"></span>zacji <span class="_ _13"> </span>wskaźnika <span class="_ _14"> </span>konwersji<span class="_ _3"></span> <span class="_ _14"> </span>i<span class="_ _3"></span>stnieje<span class="_ _3"></span><span class="ff1"> <span class="_ _14"> </span></span>ryzyko, <span class="_ _13"> </span>że <span class="_ _14"> </span>pl<span class="_ _3"></span>anowane <span class="_ _14"> </span>p<span class="_ _3"></span>rzedsięwzi<span class="_ _3"></span>ęcia, </div><div class="t m0 x1 h2 y18b ff9 fs0 fc0 sc0 ls0 ws0">mające <span class="_ _e"></span>na <span class="_ _26"></span>celu<span class="_ _3"></span> <span class="_ _e"></span>zwi<span class="_ _3"></span>ększenie <span class="_ _e"></span>p<span class="_ _3"></span>ozyskiwanych <span class="_ _26"></span>„leadów” <span class="_ _26"></span>przy <span class="_ _26"></span>jednoczesnym <span class="_ _26"></span>zwi<span class="_ _3"></span>ększeniu <span class="_ _26"></span>ich </div><div class="t m0 x1 h2 y18c ff9 fs0 fc0 sc0 ls0 ws0">jakości, nie przyni<span class="_ _3"></span>osą oczeki<span class="_ _3"></span>wanych efektów<span class="_ _3"></span>. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y6b ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _1e"> </span></span>i<span class="_ _3"></span>dentyfiku<span class="_ _3"></span>je <span class="_ _1e"> </span>równi<span class="_ _3"></span>eż <span class="_ _1e"> </span>ryzyka <span class="_ _1e"> </span>zwi<span class="_ _3"></span>ązane <span class="_ _1e"> </span>z<span class="_ _3"></span> <span class="_ _1e"> </span>rozsz<span class="_ _3"></span>erzeniem <span class="_ _14"> </span>portfela <span class="_ _1e"> </span>ofe<span class="_ _3"></span>rowanych </div><div class="t m0 x1 h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">produk<span class="ff9">tów <span class="_ _24"> </span>w  segm<span class="_ _3"></span>enci<span class="_ _3"></span>e  obsługi<span class="_ _3"></span> <span class="_ _24"> </span>procesów  sprzedaży <span class="_ _24"> </span>e<span class="_ _3"></span></span>-c<span class="_ _3"></span>ommerce/m<span class="_ _3"></span>-commerce <span class="_ _24"> </span>oraz </div><div class="t m0 x1 h2 y18f ff9 fs0 fc0 sc0 ls0 ws0">ubezpieczeni<span class="_ _3"></span>owym. <span class="_ _17"> </span>W<span class="_ _3"></span> <span class="_ _17"> </span>szcz<span class="_ _3"></span>ególn<span class="_ _3"></span>ości, <span class="_ _17"> </span>i<span class="_ _3"></span>stnieją <span class="_ _17"> </span>ryzy<span class="_ _3"></span>ka <span class="_ _17"> </span>zwi<span class="_ _3"></span>ązan<span class="_ _3"></span>e <span class="_ _17"> </span>z <span class="_ _d"> </span>technologicznymi </div><div class="t m0 x1 h2 y190 ff1 fs0 fc0 sc0 ls0 ws0">aspektami <span class="_ _12"> </span>stworzenia <span class="_ _12"> </span>przez <span class="_ _1b"> </span><span class="ff9">Sp<span class="_ _3"></span>ółkę</span> <span class="_ _1b"> </span><span class="ff9">n<span class="_ _3"></span>owych <span class="_ _12"> </span>rozwiąz<span class="_ _3"></span>ań <span class="_ _1b"> </span>w <span class="_ _12"> </span>dziedzini<span class="_ _3"></span>e <span class="_ _1b"> </span>obsługi <span class="_ _12"> </span>procesów </span></div><div class="t m0 x1 h2 y16f ff9 fs0 fc0 sc0 ls0 ws0">sprzedaży, <span class="_ _b"> </span>a <span class="_ _b"> </span>także <span class="_ _1f"> </span>z<span class="_ _3"></span> <span class="_ _b"> </span>gotowości<span class="_ _3"></span>ą <span class="_ _b"> </span>partnerów <span class="_ _1f"> </span>bi<span class="_ _3"></span>znesowych <span class="_ _b"> </span>(w <span class="_ _b"> </span>tym <span class="_ _b"> </span>nowych) <span class="_ _b"> </span>do <span class="_ _b"> </span>podjęcia </div><div class="t m0 x1 h2 y218 ff9 fs0 fc0 sc0 ls0 ws0">współpracy z<span class="_ _3"></span>e Spółką<span class="_ _3"></span>. Mi<span class="_ _3"></span>ni<span class="_ _3"></span>malizacja ryzyka p<span class="_ _3"></span>rzebi<span class="_ _3"></span>ega poprzez nawi<span class="_ _3"></span>ązywan<span class="_ _3"></span>ie kontakt<span class="_ _3"></span>ów z </div><div class="t m0 x1 h2 y171 ff9 fs0 fc0 sc0 ls0 ws0">nowymi partnerami<span class="_ _3"></span> z branży oraz p<span class="_ _3"></span>romowani<span class="_ _3"></span>e oferty biz<span class="_ _3"></span>nesowej Sp<span class="_ _3"></span>ółki<span class="_ _3"></span><span class="ff1 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y193 ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _17"> </span>ocenie <span class="_ _17"> </span>Zarządu <span class="_ _1a"> </span>g<span class="_ _3"></span>łówne <span class="_ _17"> </span>ryzyko <span class="_ _17"> </span>związane <span class="_ _17"> </span>z <span class="_ _1a"> </span>roz<span class="_ _3"></span><span class="ff1">w<span class="_ _3"></span>ojem <span class="_ _17"> </span>Programu<span class="_ _3"></span> <span class="_ _17"> </span>Partnerskiego </span></div><div class="t m0 x1 h2 y194 ff9 fs0 fc0 sc0 ls0 ws0">ComperiaLead <span class="_ _26"></span>polega <span class="_ _26"></span>na <span class="_ _26"></span>ewentual<span class="_ _3"></span>nej <span class="_ _e"></span>mni<span class="_ _3"></span>ejszej <span class="_ _e"></span>niż<span class="_ _3"></span> <span class="_ _e"></span>zakład<span class="_ _3"></span>a <span class="_ _e"></span>si<span class="_ _3"></span>ę <span class="_ _e"></span>gotowości <span class="_ _26"></span>do <span class="_ _e"></span>w<span class="_ _3"></span>spółpracy </div><div class="t m0 x1 h2 y195 ff1 fs0 fc0 sc0 ls0 ws0">docelowej <span class="_ _b"> </span><span class="ff9">Spółki</span> <span class="_ _b"> </span><span class="ff9">partnerów <span class="_ _1f"> </span>p<span class="_ _3"></span>rogramu <span class="_ _b"> </span>oraz <span class="_ _1f"> </span>k<span class="_ _3"></span>onkurencji<span class="_ _3"></span> <span class="_ _1f"> </span>cenow<span class="_ _3"></span>ej <span class="_ _1f"> </span>w <span class="_ _b"> </span>tym <span class="_ _b"> </span>segmencie, <span class="_ _b"> </span>co </span></div><div class="t m0 x1 h2 y1ba ff9 fs0 fc0 sc0 ls0 ws0">może <span class="_ _1f"> </span>mi<span class="_ _3"></span>eć <span class="_ _b"> </span>wpływ <span class="_ _1f"> </span>na <span class="_ _b"> </span>spadek <span class="_ _b"> </span>marży <span class="_ _1f"> </span>nett<span class="_ _3"></span>o. <span class="_ _1f"> </span>Mi<span class="_ _3"></span>ni<span class="_ _3"></span>malizacja <span class="_ _b"> </span>ryzyka <span class="_ _1f"> </span>p<span class="_ _e"></span><span class="ff1">olega <span class="_ _b"> </span>na <span class="_ _1f"> </span>aktywi<span class="_ _3"></span>zacji </span></div><div class="t m0 x1 h2 y219 ff9 fs0 fc0 sc0 ls0 ws0">partnerów <span class="_ _22"> </span>poprz<span class="_ _3"></span>ez <span class="_ _22"> </span>organi<span class="_ _3"></span>zowanie <span class="_ _22"> </span>konku<span class="_ _3"></span>rsów, <span class="_ _22"> </span>akcji<span class="_ _3"></span> <span class="_ _22"> </span>specjalnych <span class="_ _22"> </span>dl<span class="_ _3"></span>a <span class="_ _22"> </span>wydawców, </div><div class="t m0 x1 h2 yb ff1 fs0 fc0 sc0 ls0 ws0">oferowaniu<span class="_ _3"></span> <span class="_ _29"> </span>atrakcyjnej <span class="_ _29"> </span>oferty <span class="_ _29"> </span>produ<span class="_ _3"></span>ktowej <span class="_ _29"> </span>oraz <span class="_ _29"> </span>szyb<span class="_ _3"></span>szych <span class="_ _29"> </span>procedu<span class="_ _3"></span>r <span class="_ _29"> </span>rozli<span class="_ _3"></span>czeniowych <span class="_ _29"> </span>a </div><div class="t m0 x1 h2 y21a ff9 fs0 fc0 sc0 ls0 ws0">także <span class="_ _1f"> </span>pop<span class="_ _3"></span>rzez <span class="_ _b"> </span>ciągły <span class="_ _b"> </span>rozwój <span class="_ _1f"> </span>technol<span class="_ _3"></span>ogiczn<span class="_ _3"></span>y <span class="_ _1f"> </span>pr<span class="_ _3"></span>ogramu <span class="_ _1f"> </span>pa<span class="_ _3"></span>rtnerskiego<span class="_ _3"></span>. <span class="_ _b"> </span>W <span class="_ _1f"> </span>odni<span class="_ _3"></span>esi<span class="_ _e"></span><span class="ff1">eniu <span class="_ _b"> </span>do<span class="_ _2"></span> </span></div><div class="t m0 x1 h2 y177 ff9 fs0 fc0 sc0 ls0 ws0">działań <span class="_ _17"> </span>Sp<span class="_ _3"></span>ółki<span class="ff1"> <span class="_ _17"> </span></span>w <span class="_ _17"> </span>sektorze <span class="_ _17"> </span>ubezpieczeń <span class="_ _17"> </span>i<span class="_ _3"></span>stnieje <span class="_ _17"> </span>ryzyko <span class="_ _17"> </span>opóźni<span class="_ _3"></span>eń <span class="_ _17"> </span>budowani<span class="_ _3"></span>a <span class="_ _17"> </span>sieci </div><div class="t m0 x1 h2 y21b ff9 fs0 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _11"> </span>oraz <span class="_ _11"> </span>spadku<span class="_ _3"></span> <span class="_ _11"> </span>osiąganej <span class="_ _11"> </span>marży <span class="_ _11"> </span>od <span class="_ _11"> </span>sprzedaży<span class="_ _3"></span> <span class="_ _11"> </span>produktów <span class="_ _11"> </span>T<span class="_ _3"></span>owarzystw </div><div class="t m0 x1 h2 y21c ff1 fs0 fc0 sc0 ls0 ws0">Ubezpieczeni<span class="_ _3"></span>owych. <span class="_ _1e"> </span><span class="ff9">Spółka<span class="_ _3"></span></span> <span class="_ _1e"> </span><span class="ff9">ściśl<span class="_ _3"></span>e <span class="_ _1e"> </span>moni<span class="_ _3"></span>toruje <span class="_ _1e"> </span>postępy <span class="_ _1e"> </span>prac <span class="_ _14"> </span>i <span class="_ _1e"> </span>na <span class="_ _14"> </span>bieżąco <span class="_ _1e"> </span>podejmuje </span></div><div class="t m0 x1 h2 y21d ff9 fs0 fc0 sc0 ls0 ws0">działani<span class="_ _3"></span>a <span class="_ _15"> </span>zaradcz<span class="ff1">e. <span class="_ _15"> </span>W <span class="_ _15"> </span>20<span class="ls4">20</span> <span class="_ _15"> </span></span>roku <span class="_ _15"> </span>Spółka <span class="_ _15"> </span>rozpoczęła <span class="_ _15"> </span>również <span class="_ _15"> </span>projekt <span class="_ _15"> </span>sprzedaży </div><div class="t m0 x1 h2 y21e ff9 fs0 fc0 sc0 ls0 ws0">ubezpieczeń <span class="_ _3"></span>w <span class="_ _3"></span>i<span class="_ _3"></span>nnych <span class="_ _3"></span>kanał<span class="_ _3"></span>ach n<span class="_ _3"></span>iż <span class="_ _3"></span>sieć <span class="_ _3"></span>agentów. <span class="_ _3"></span>Emi<span class="_ _3"></span>tent <span class="_ _3"></span>wskazuje <span class="_ _3"></span>po<span class="_ _3"></span>nadto, <span class="_ _3"></span>że <span class="_ _3"></span>dzi<span class="_ _3"></span>ałania </div><div class="t m0 x1 h2 y17b ff9 fs0 fc0 sc0 ls0 ws0">w <span class="_ _b"> </span>zakr<span class="_ _3"></span>esie <span class="_ _b"> </span>real<span class="_ _3"></span>izacji <span class="_ _29"> </span>projektów <span class="_ _b"> </span>r<span class="_ _3"></span>ozwojowych <span class="_ _29"> </span>w <span class="_ _29"> </span>obszarze <span class="_ _29"> </span>fintech <span class="_ _29"> </span>i <span class="_ _29"> </span>insuretech, <span class="_ _b"> </span>p<span class="_ _3"></span>omimo </div><div class="t m0 x1 h2 y21f ff9 fs0 fc0 sc0 ls0 ws0">ponoszeni<span class="_ _3"></span>a <span class="_ _2a"> </span>kosztów <span class="_ _1f"> </span>zwi<span class="_ _3"></span>ązanych <span class="_ _1f"> </span>z <span class="_ _1f"> </span>takimi<span class="_ _3"></span> <span class="_ _1f"> </span>działaniami <span class="_ _1f"> </span>mogą <span class="_ _1f"> </span>nie <span class="_ _1f"> </span>przyni<span class="_ _3"></span>eść <span class="_ _2a"> </span>oczeki<span class="_ _3"></span>wanych </div><div class="t m0 x1 h2 y17d ff9 fs0 fc0 sc0 ls0 ws0">efektów przychod<span class="_ _3"></span>owych.<span class="ff1"> </span></div><div class="t m0 x1 h2 y220 ff9 fs0 fc0 sc0 ls0 ws0">Materiali<span class="_ _3"></span>zacja <span class="_ _22"> </span>ryzyka <span class="_ _22"> </span>ni<span class="_ _3"></span>epowodzenia <span class="_ _22"> </span>strat<span class="_ _3"></span>egii<span class="_ _3"></span> <span class="_ _22"> </span>rozwoju <span class="_ _22"> </span>może <span class="_ _22"> </span>si<span class="_ _3"></span>ę <span class="_ _23"> </span>p<span class="_ _3"></span>rzekładać <span class="_ _22"> </span>na<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y17f ff9 fs0 fc0 sc0 ls0 ws0">konieczność <span class="_ _e"></span>rewid<span class="_ _3"></span>owania <span class="_ _e"></span>cel<span class="_ _3"></span>ów <span class="_ _e"></span>rozwojowych, <span class="_ _e"></span>zaś <span class="_ _e"></span>ni<span class="_ _3"></span>edopasowania <span class="_ _e"></span>aktual<span class="_ _3"></span>nie <span class="_ _e"></span>reali<span class="_ _3"></span>zowanej </div><div class="t m0 x1 h2 y221 ff1 fs0 fc0 sc0 ls0 ws0">strategii<span class="_ _3"></span> <span class="_ _13"> </span>do <span class="_ _13"> </span>u<span class="ff9">warunko<span class="_ _3"></span>wań <span class="_ _13"> </span>dzi<span class="_ _3"></span>ałalności <span class="_ _13"> </span>może <span class="_ _13"> </span>b<span class="_ _3"></span>yć <span class="_ _13"> </span>powodem <span class="_ _2b"> </span>obniżenia <span class="_ _2b"> </span>efektywności </span></div><div class="t m0 x1 h2 y181 ff9 fs0 fc0 sc0 ls0 ws0">finansowej dzi<span class="_ _3"></span>ałaln<span class="_ _3"></span>ości Spółki<span class="_ _3"></span><span class="ff1 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h14 y222 ff4 fs0 fc0 sc0 ls8 ws0">3.1.8.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Prowadzenie <span class="_ _1a"> </span>prac <span class="_ _2b"> </span>rozwojowyc<span class="_ _3"></span>h <span class="_ _2b"> </span>wiąże <span class="_ _1a"> </span>się <span class="_ _2b"> </span>z <span class="_ _2b"> </span>ryzykie<span class="_ _3"></span>m <span class="_ _2b"> </span>nieosi<span class="_ _3"></span>ągnięcia </span></span></div><div class="t m0 x26 h2 y223 ff3 fs0 fc0 sc0 ls0 ws0">zakładanych efekt<span class="_ _3"></span>ów takich p<span class="_ _3"></span>rac  <span class="_ _3"></span><span class="ff4"> </span></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">22<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>oc<span class="_ _3"></span>enie <span class="_ _26"></span>Emitent<span class="_ _3"></span>a <span class="_ _26"></span>sukces <span class="_ _e"></span>podmi<span class="_ _3"></span>otów <span class="_ _e"></span>d<span class="_ _3"></span>ział<span class="_ _3"></span>ających <span class="_ _26"></span>na <span class="_ _26"></span>rynkach <span class="_ _26"></span>e<span class="ff1">-<span class="_ _3"></span>commerce <span class="_ _26"></span>w <span class="_ _26"></span>znacznym<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">stopniu <span class="_ _1f"> </span>jest <span class="_ _1f"> </span>uzal<span class="_ _3"></span>eżniony <span class="_ _2a"> </span>od <span class="_ _1f"> </span>i<span class="_ _3"></span>nnowacyjności <span class="_ _1f"> </span>tych <span class="_ _1f"> </span>podmi<span class="_ _3"></span>otów <span class="_ _2a"> </span>i<span class="_ _3"></span> <span class="_ _2a"> </span>i<span class="_ _3"></span>ch <span class="_ _1f"> </span>zdol<span class="_ _3"></span>ności <span class="_ _1f"> </span>do <span class="_ _1f"> </span>ciągłego </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">rozwoju. <span class="_ _24"> </span>Sp<span class="_ _3"></span>ółk<span class="ff1">a <span class="_ _1e"> </span>prowad<span class="_ _3"></span>zi<span class="_ _3"></span> <span class="_ _24"> </span></span>p<span class="_ _3"></span>race <span class="_ _24"> </span>rozw<span class="_ _3"></span>ojowe <span class="_ _1e"> </span>w <span class="_ _24"> </span>zak<span class="_ _3"></span>resie <span class="_ _1e"> </span>nowych <span class="_ _1e"> </span>usług <span class="_ _1e"> </span>oraz <span class="_ _24"> </span>n<span class="_ _3"></span>owych </div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">narzędzi <span class="_ _1e"> </span>technologicznych <span class="_ _24"> </span>wspi<span class="_ _3"></span>erających <span class="_ _24"> </span>sprz<span class="_ _3"></span>edaż <span class="_ _24"> </span>taki<span class="_ _3"></span>ch <span class="_ _24"> </span>usług. <span class="_ _24"> </span>Emi<span class="_ _3"></span>tent <span class="_ _24"> </span>i<span class="_ _3"></span><span class="ff1">d<span class="_ _3"></span>entyfikuje </span></div><div class="t m0 x1 h2 y166 ff9 fs0 fc0 sc0 ls0 ws0">ryzyko <span class="_ _1b"> </span>nieosiąg<span class="_ _3"></span>nięcia <span class="_ _1b"> </span>zakładanych <span class="_ _1b"> </span>efektów <span class="_ _1b"> </span>ta<span class="_ _3"></span>kich <span class="_ _1b"> </span>p<span class="_ _3"></span>rac. <span class="_ _1b"> </span>Błędne <span class="_ _1b"> </span>rozpoznani<span class="_ _3"></span>em <span class="_ _1b"> </span>potrzeb </div><div class="t m0 x1 h2 y186 ff9 fs0 fc0 sc0 ls0 ws0">rynku <span class="_ _1f"> </span>l<span class="_ _3"></span>ub <span class="_ _b"> </span>kierunków <span class="_ _1f"> </span>dzi<span class="_ _3"></span>ałań <span class="_ _b"> </span>mających <span class="_ _1f"> </span>na <span class="_ _b"> </span>takie <span class="_ _1f"> </span>potrzeby <span class="_ _b"> </span>odpowiadać <span class="_ _b"> </span>może <span class="_ _1f"> </span>skutkowa<span class="_ _3"></span>ć </div><div class="t m0 x1 h2 y187 ff9 fs0 fc0 sc0 ls0 ws0">realiz<span class="_ _3"></span>acją <span class="_ _3"></span>projektów roz<span class="_ _3"></span>wojowych <span class="_ _3"></span>nie <span class="_ _3"></span>mających<span class="_ _3"></span> p<span class="_ _3"></span>otencjału <span class="_ _3"></span>rynkowego <span class="_ _3"></span>i <span class="_ _3"></span>ni<span class="_ _3"></span>e <span class="_ _3"></span>wpływaj<span class="_ _e"></span>ących </div><div class="t m0 x1 h2 y188 ff9 fs0 fc0 sc0 ls0 ws0">na <span class="_ _b"> </span>wz<span class="_ _3"></span>rost <span class="_ _b"> </span>przych<span class="_ _3"></span>odów <span class="_ _29"> </span>Sp<span class="_ _3"></span>ółki. <span class="_ _29"> </span>Błędne <span class="_ _b"> </span>szac<span class="_ _3"></span>owani<span class="_ _3"></span>e <span class="_ _b"> </span>nakład<span class="_ _3"></span>ów <span class="_ _b"> </span>ni<span class="_ _3"></span>ezbędnych <span class="_ _b"> </span>na <span class="_ _29"> </span>reali<span class="_ _3"></span>zację </div><div class="t m0 x1 h2 y86 ff9 fs0 fc0 sc0 ls0 ws0">projektów <span class="_ _1b"> </span>i<span class="_ _3"></span>/lu<span class="_ _3"></span>b <span class="_ _1b"> </span>nieposiad<span class="_ _3"></span>anie <span class="_ _12"> </span>odpowiednich <span class="_ _12"> </span>środków <span class="_ _1b"> </span>na <span class="_ _1b"> </span>po<span class="_ _3"></span>krycie <span class="_ _12"> </span>tych <span class="_ _1b"> </span>koszt<span class="_ _3"></span>ów <span class="_ _1b"> </span>m<span class="_ _3"></span>oże </div><div class="t m0 x1 h2 y189 ff9 fs0 fc0 sc0 ls0 ws0">skutkować <span class="_ _25"></span>konieczności<span class="_ _3"></span>ą <span class="_ _25"></span>rezygnacji <span class="_ _25"></span>z <span class="_ _25"></span>projektów <span class="_ _25"></span>trakcie <span class="_ _25"></span>ich <span class="_ _25"></span>wdrażania <span class="_ _25"></span>lub <span class="_ _25"></span>koniecznością </div><div class="t m0 x1 h2 y18a ff9 fs0 fc0 sc0 ls0 ws0">nieplan<span class="_ _3"></span>owanego <span class="_ _2a"></span>wcześniej <span class="_ _2a"> </span>ich <span class="_ _2a"> </span>dofin<span class="_ _3"></span>ansowywania. <span class="_ _2a"> </span>Błędne <span class="_ _2a"> </span>rozpoznani<span class="_ _3"></span>e <span class="_ _2a"></span>możliwości <span class="_ _b"> </span>Spółki<span class="ff1"> </span></div><div class="t m0 x1 h2 y224 ff9 fs0 fc0 sc0 ls0 ws0">w <span class="_ _2b"> </span>zakresie <span class="_ _2b"> </span>kreacji<span class="_ _3"></span> <span class="_ _2b"> </span>zaplanowanych <span class="_ _2b"> </span>rozwiązań<span class="_ _3"></span> <span class="_ _2b"> </span>może <span class="_ _13"> </span>s<span class="_ _3"></span>kutkować <span class="_ _2b"> </span>ni<span class="_ _3"></span>epowodzeniami<span class="_ _3"></span> <span class="_ _2b"> </span>w </div><div class="t m0 x1 h2 y225 ff9 fs0 fc0 sc0 ls0 ws0">zakresie <span class="_ _b"> </span>prowadzonych <span class="_ _b"> </span>prac <span class="_ _1f"> </span>lu<span class="_ _3"></span>b <span class="_ _1f"> </span>osi<span class="_ _3"></span>ąganiem <span class="_ _b"> </span>niezadowalaj<span class="_ _3"></span>ących <span class="_ _1f"> </span>i<span class="_ _3"></span>ch <span class="_ _b"> </span>wyników, <span class="_ _1f"> </span>w <span class="_ _b"> </span>tym <span class="_ _1f"> </span>w<span class="_ _3"></span> </div><div class="t m0 x1 h2 y226 ff9 fs0 fc0 sc0 ls0 ws0">porównani<span class="_ _3"></span>u <span class="_ _14"> </span>do <span class="_ _14"> </span>dzi<span class="_ _3"></span>ałań <span class="_ _1e"> </span>podmi<span class="_ _3"></span>otów <span class="_ _14"> </span>konkurują<span class="_ _3"></span>cych <span class="_ _14"> </span>ze <span class="_ _14"> </span>Sp<span class="_ _3"></span>ółką<span class="ff1">. <span class="_ _14"> </span>Prac<span class="_ _3"></span>ami <span class="_ _14"> </span>r<span class="_ _3"></span>ozwojowymi </span></div><div class="t m0 x1 h2 y227 ff9 fs0 fc0 sc0 ls0 ws0">wdrażanymi<span class="_ _3"></span> <span class="_ _29"> </span>w <span class="_ _1b"> </span>Spółce<span class="ff1"> <span class="_ _29"> </span></span>są <span class="_ _1b"> </span><span class="ff1">prace <span class="_ _29"> </span>w <span class="_ _29"> </span>ob<span class="_ _3"></span>szarze <span class="_ _29"> </span>fi<span class="_ _3"></span>ntech <span class="_ _1b"> </span>oraz <span class="_ _29"> </span>insuret<span class="_ _3"></span>ech <span class="_ _29"> </span>(rozwoju <span class="_ _1b"> </span>aplikacji </span></div><div class="t m0 x1 h2 y1c6 ff9 fs0 fc0 sc0 ls0 ws0">służących <span class="_ _25"></span>do <span class="_ _26"></span>sprzedaż<span class="_ _3"></span>y <span class="_ _25"></span>ubezpieczeń). <span class="_ _25"></span>Prace <span class="_ _26"></span>w<span class="_ _3"></span> <span class="_ _26"></span>obszarz<span class="_ _3"></span>e <span class="_ _26"></span>fi<span class="_ _3"></span>ntech <span class="_ _25"></span>w <span class="_ _26"></span>zami<span class="_ _3"></span>erzeniu <span class="_ _25"></span>Emitenta </div><div class="t m0 x1 h2 y228 ff9 fs0 fc0 sc0 ls0 ws0">mają <span class="_ _b"> </span>doprowadzi<span class="_ _3"></span>ć <span class="_ _b"> </span>do <span class="_ _29"> </span>uzyska<span class="_ _3"></span>nia <span class="_ _29"> </span>narzędzi <span class="_ _b"> </span>t<span class="_ _3"></span>echnologi<span class="_ _3"></span>cznych <span class="_ _b"> </span>(i<span class="_ _3"></span>nternetowych, <span class="_ _b"> </span>mobi<span class="_ _3"></span>lnych) </div><div class="t m0 x1 h2 y4b ff9 fs0 fc0 sc0 ls0 ws0">pozwalaj<span class="_ _3"></span>ących <span class="_ _3"></span>na <span class="_ _3"></span>efekt<span class="_ _3"></span>ywną <span class="_ _3"></span>sp<span class="_ _3"></span>rzedaż <span class="_ _3"></span>p<span class="_ _3"></span>roduktów <span class="_ _3"></span>fi<span class="_ _3"></span>nansowych. <span class="_ _3"></span>R<span class="_ _3"></span>yzyka <span class="_ _e"></span>prac <span class="_ _3"></span>rozwoj<span class="_ _3"></span>owych </div><div class="t m0 x1 h2 y229 ff9 fs0 fc0 sc0 ls0 ws0">i <span class="_ _24"> </span>wd<span class="_ _3"></span>rażania <span class="_ _24"> </span>nowych <span class="_ _1e"> </span>rozwiązań<span class="_ _3"></span> <span class="_ _24"> </span>w <span class="_ _24"> </span>tym <span class="_ _24"> </span>obszarze <span class="_ _24"> </span>u<span class="_ _3"></span>warunkowan<span class="_ _3"></span>e <span class="_ _24"> </span>są <span class="_ _24"> </span>i<span class="_ _3"></span>stnieni<span class="_ _3"></span>em <span class="_ _24"> </span>siln<span class="_ _3"></span>ej </div><div class="t m0 x1 h2 y1c8 ff9 fs0 fc0 sc0 ls0 ws0">konkurencji<span class="_ _3"></span> <span class="_ _1f"> </span>podmi<span class="_ _3"></span>otów <span class="_ _1f"> </span>posiadających <span class="_ _b"> </span>już <span class="_ _1f"> </span>i<span class="_ _3"></span> <span class="_ _1f"> </span>rozwij<span class="_ _3"></span>ających <span class="_ _1f"> </span>rozwiązani<span class="_ _3"></span>a <span class="_ _1f"> </span>fin<span class="_ _3"></span>tech, <span class="_ _1f"> </span>co <span class="_ _1f"> </span>może </div><div class="t m0 x1 h2 y22a ff9 fs0 fc0 sc0 ls0 ws0">prowadzić<span class="ff1"> <span class="_ _31"> </span></span>do <span class="_ _31"> </span>nieosiągn<span class="_ _3"></span>ięci<span class="_ _3"></span>a <span class="_ _31"> </span>przez <span class="_ _31"> </span>Spółkę<span class="ff1"> <span class="_ _31"> </span></span>oczekiwan<span class="_ _3"></span>ych <span class="_ _31"> </span>efektów <span class="_ _31"> </span>w <span class="_ _33"> </span>postaci </div><div class="t m0 x1 h2 y70 ff9 fs0 fc0 sc0 ls0 ws0">zainteresowani<span class="_ _3"></span>a <span class="_ _25"></span>kli<span class="_ _3"></span>entów <span class="_ _2a"> </span>produktami <span class="_ _2a"> </span>fina<span class="_ _3"></span><span class="ff1">nsowymi<span class="_ _3"></span> <span class="_ _25"></span>oferowanymi<span class="_ _3"></span> <span class="_ _2a"></span>przez <span class="_ _2a"></span></span>Spółkę<span class="ff1"> <span class="_ _25"></span>w <span class="_ _2a"> </span>ramach </span></div><div class="t m0 x1 h2 y22b ff9 fs0 fc0 sc0 ls0 ws0">rozwiązań <span class="_ _2d"> </span>fintech, <span class="_ _10"> </span>a <span class="_ _2d"> </span>co <span class="_ _11"> </span>za <span class="_ _2d"> </span>tym <span class="_ _10"> </span>i<span class="_ _3"></span>dzie <span class="_ _10"> </span>ni<span class="_ _3"></span>eosiągni<span class="_ _3"></span>ęciem <span class="_ _10"> </span>oczeki<span class="_ _3"></span>wanych <span class="_ _10"> </span>efektów </div><div class="t m0 x1 h2 y22c ff9 fs0 fc0 sc0 ls0 ws0">przychodowych <span class="_ _3"></span>taki<span class="_ _3"></span>ch <span class="_ _3"></span>wdrożeń. <span class="_ _3"></span>Z <span class="_ _3"></span>kolei<span class="_ _3"></span> <span class="_ _3"></span>prace w <span class="_ _3"></span>obsza<span class="_ _3"></span>rze i<span class="_ _3"></span>nsuretech <span class="_ _3"></span>stan<span class="_ _3"></span>owią <span class="_ _3"></span>w <span class="_ _3"></span>znacznej </div><div class="t m0 x1 h2 y22d ff9 fs0 fc0 sc0 ls0 ws0">mierze <span class="_ _17"> </span>rozwój <span class="_ _1a"> </span>i <span class="_ _17"> </span>kontynuację <span class="_ _17"> </span>obecnej <span class="_ _17"> </span>o<span class="_ _2"></span>ferty <span class="_ _17"> </span>Sp<span class="_ _3"></span>ółki. <span class="_ _17"> </span>Ryzyka <span class="_ _17"> </span>zw<span class="_ _2"></span>iązane <span class="_ _17"> </span>z <span class="_ _1a"> </span>p<span class="_ _3"></span>racami </div><div class="t m0 x1 h2 y22e ff1 fs0 fc0 sc0 ls0 ws0">rozwojowymi<span class="_ _3"></span> <span class="_ _d"> </span>w <span class="_ _17"> </span>obszarze <span class="_ _d"> </span>insuretech <span class="_ _d"> </span>Em<span class="ff9">i<span class="_ _3"></span>tent <span class="_ _d"> </span>rozpoznaje <span class="_ _d"> </span>jako <span class="_ _17"> </span>si<span class="_ _3"></span>lni<span class="_ _3"></span>ej <span class="_ _d"> </span>związane <span class="_ _17"> </span>z </span></div><div class="t m0 x1 h2 y22f ff9 fs0 fc0 sc0 ls0 ws0">optymaliz<span class="_ _3"></span>acją <span class="_ _4"> </span>marketingu, <span class="_ _4"> </span>pozycjonowania <span class="_ _4"> </span>i <span class="_ _4"> </span>promocji <span class="_ _4"> </span>aktualnie <span class="_ _4"> </span>prezentowanej </div><div class="t m0 x1 h2 y230 ff9 fs0 fc0 sc0 ls0 ws0">komunikacji<span class="_ _3"></span> <span class="_ _16"> </span>z <span class="_ _16"> </span>klientami, <span class="_ _16"> </span>jak <span class="_ _16"> </span>równi<span class="_ _3"></span>eż <span class="_ _16"> </span>powiązane <span class="_ _16"> </span>z <span class="_ _16"> </span>optymal<span class="_ _3"></span>izacją <span class="_ _16"> </span>współpracy <span class="_ _16"> </span>z </div><div class="t m0 x1 h2 y231 ff9 fs0 fc0 sc0 ls0 ws0">towarzystwami<span class="_ _3"></span> <span class="_ _15"> </span>ubezpieczeniowymi<span class="_ _3"></span> <span class="_ _15"> </span>i <span class="_ _15"> </span>dostosowywani<span class="_ _3"></span>a <span class="_ _15"> </span>się <span class="_ _15"> </span>do <span class="_ _15"> </span>obecnyc<span class="_ _3"></span><span class="ff1">h <span class="_ _15"> </span>na <span class="_ _15"> </span>rynku<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y232 ff9 fs0 fc0 sc0 ls0 ws0">atrakcyjnych produktów<span class="_ _3"></span> ubezpi<span class="_ _3"></span>eczeniowych.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y233 ff9 fs0 fc0 sc0 ls0 ws0">Odrębnym <span class="_ _14"> </span>aspekt<span class="_ _3"></span>em <span class="_ _14"> </span>ryzyk <span class="_ _14"> </span>zwi<span class="_ _3"></span>ązan<span class="_ _3"></span>ych <span class="_ _14"> </span>z <span class="_ _14"> </span>prowadzonymi<span class="_ _3"></span> <span class="_ _14"> </span>pracami<span class="_ _3"></span> <span class="_ _14"> </span>rozwojow<span class="_ _3"></span>ymi <span class="_ _14"> </span>jest </div><div class="t m0 x1 h2 y234 ff9 fs0 fc0 sc0 ls0 ws0">możliwość <span class="_ _2b"> </span>w<span class="_ _3"></span>ystępowan<span class="_ _3"></span>ia <span class="_ _2b"> </span>opóźni<span class="_ _3"></span>eń <span class="_ _2b"> </span>taki<span class="_ _3"></span>ch <span class="_ _2b"> </span>prac, <span class="_ _2b"> </span>zarówn<span class="_ _3"></span>o <span class="_ _2b"> </span>wyni<span class="_ _3"></span>kających <span class="_ _2b"> </span>z <span class="_ _2b"> </span>wł<span class="_ _3"></span>asnych<span class="_ _3"></span> </div><div class="t m0 x1 h2 y235 ff9 fs0 fc0 sc0 ls0 ws0">ograniczeń <span class="_ _b"> </span>organ<span class="_ _3"></span>izacyjnych, <span class="_ _b"> </span>k<span class="_ _3"></span>ompetencyjnych, <span class="_ _b"> </span>b<span class="_ _3"></span>udżet<span class="_ _3"></span><span class="ff1">owych <span class="_ _29"> </span>itp. <span class="_ _b"> </span></span>Sp<span class="_ _3"></span>ółki, <span class="_ _b"> </span>j<span class="_ _3"></span>ak <span class="_ _b"> </span>również <span class="_ _b"> </span>z </div><div class="t m0 x1 h2 y236 ff9 fs0 fc0 sc0 ls0 ws0">możliwości<span class="_ _3"></span> <span class="_ _4"> </span>występowani<span class="_ _3"></span>a <span class="_ _4"> </span>opóźnień <span class="_ _4"> </span>we <span class="_ _2c"> </span>w<span class="_ _3"></span>spółpracy <span class="_ _4"> </span>z <span class="_ _4"> </span>partnerami<span class="_ _3"></span> <span class="_ _4"> </span>f<span class="_ _2"></span>inan<span class="_ _3"></span>sowymi </div><div class="t m0 x1 h2 y237 ff9 fs0 fc0 sc0 ls0 ws0">(bankowymi)<span class="_ _3"></span> <span class="_ _16"> </span>lub <span class="_ _23"> </span>ubezpieczeniowymi<span class="_ _3"></span>, <span class="_ _16"> </span>wespół <span class="_ _16"> </span>z <span class="_ _23"> </span>którymi <span class="_ _16"> </span>Emi<span class="_ _3"></span>tent <span class="_ _16"> </span>reali<span class="_ _3"></span>zuje/będzi<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y238 ff9 fs0 fc0 sc0 ls0 ws0">realiz<span class="_ _3"></span>ował  poszczególne  prace.  Opóźni<span class="_ _3"></span>enia  mogą  również  pow<span class="_ _3"></span>odowane  konieczn<span class="_ _e"></span>ością </div><div class="t m0 x1 h2 y239 ff9 fs0 fc0 sc0 ls0 ws0">ciągłego <span class="_ _b"> </span>dostosowywan<span class="_ _3"></span>ia <span class="_ _b"> </span>się <span class="_ _b"> </span>do <span class="_ _b"> </span>dynamicznie <span class="_ _b"> </span>zmieniaj<span class="_ _3"></span>ącego <span class="_ _1f"> </span>si<span class="_ _3"></span>ę <span class="_ _b"> </span>otoczenia <span class="_ _b"> </span>rynkowego <span class="_ _b"> </span>i </div><div class="t m0 x1 h2 y23a ff1 fs0 fc0 sc0 ls0 ws0">prawno-regul<span class="_ _3"></span>acyjnego. <span class="_ _3"></span> </div><div class="t m0 x1 h2 y23b ff9 fs0 fc0 sc0 ls0 ws0">Materiali<span class="_ _3"></span>zacja <span class="_ _29"> </span>p<span class="_ _3"></span>owyższych <span class="_ _29"> </span>czynni<span class="_ _3"></span>ków <span class="_ _29"> </span>ryzyka <span class="_ _1b"> </span>może <span class="_ _29"> </span>spow<span class="_ _3"></span>odować, <span class="_ _29"> </span>że <span class="_ _1b"> </span>ponoszone <span class="_ _29"> </span>koszty<span class="_ _3"></span> </div><div class="t m0 x1 h2 y23c ff9 fs0 fc0 sc0 ls0 ws0">prac <span class="_ _24"> </span>rozwojow<span class="_ _3"></span>ych <span class="_ _24"> </span>ni<span class="_ _3"></span>e <span class="_ _24"> </span>będą <span class="_ _24"> </span>równ<span class="_ _3"></span>oważone <span class="_ _24"> </span>p<span class="_ _3"></span>rzez <span class="_ _24"> </span>odpowi<span class="_ _3"></span>edni<span class="_ _3"></span> <span class="_ _24"> </span>wzrost <span class="_ _24"> </span>pr<span class="_ _e"></span>zychodów, <span class="_ _1e"> </span>co </div><div class="t m0 x1 h2 y23d ff9 fs0 fc0 sc0 ls0 ws0">negatywni<span class="_ _3"></span>e <span class="_ _b"> </span>odbij<span class="_ _3"></span>e <span class="_ _b"> </span>się <span class="_ _b"> </span>na <span class="_ _29"> </span>sytuacji<span class="_ _3"></span> <span class="_ _b"> </span>fin<span class="_ _3"></span>ansowej <span class="_ _b"> </span>spółek <span class="_ _1b"> </span>Spółki<span class="_ _3"></span>. <span class="_ _b"> </span>Emi<span class="_ _3"></span>tent <span class="_ _b"> </span>b<span class="_ _3"></span>ieżąco <span class="_ _b"> </span>an<span class="_ _3"></span>alizuje </div><div class="t m0 x1 h2 y23e ff9 fs0 fc0 sc0 ls0 ws0">powyższe <span class="_ _d"> </span>uwarun<span class="_ _3"></span>kowani<span class="_ _3"></span>a <span class="_ _d"> </span>prac <span class="_ _d"> </span>rozwojowych<span class="_ _3"></span> <span class="_ _d"> </span>prowadzonych <span class="_ _d"> </span>przez<span class="_ _3"></span> <span class="_ _d"> </span>Spółkę<span class="_ _3"></span><span class="ff1"> <span class="_ _d"> </span>potrzeb<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y222 ff9 fs0 fc0 sc0 ls0 ws0">odbiorcy <span class="_ _26"></span>o<span class="_ _3"></span>statecznego <span class="_ _25"></span>oraz <span class="_ _26"></span>anali<span class="_ _3"></span>zę <span class="_ _26"></span>i<span class="_ _e"></span><span class="ff1"> </span>monitoring <span class="_ _26"></span>trend<span class="_ _3"></span>ów <span class="_ _26"></span>na <span class="_ _25"></span>rynku, <span class="_ _26"></span>kt<span class="_ _3"></span>óre <span class="_ _26"></span>mogą <span class="_ _25"></span>wpływa<span class="_ _3"></span><span class="ls1b">ć </span></div><div class="t m0 x1 h2 y23f ff9 fs0 fc0 sc0 ls0 ws0">na <span class="_ _e"></span>odbi<span class="_ _3"></span>ór <span class="_ _e"></span>i<span class="_ _3"></span> <span class="_ _e"></span>użyteczn<span class="_ _3"></span>ość <span class="_ _e"></span>zakończon<span class="_ _3"></span>ego <span class="_ _e"></span>p<span class="_ _3"></span>rojektu <span class="_ _26"></span>rozwojowego, <span class="_ _26"></span>nie <span class="_ _26"></span>może <span class="_ _e"></span>jednak <span class="_ _26"></span>zapewni<span class="_ _3"></span>ć </div><div class="t m0 x1 h2 y240 ff9 fs0 fc0 sc0 ls0 ws0">skuteczności pow<span class="_ _3"></span>yższych dzi<span class="_ _3"></span>ałań. <span class="ff1"> </span></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">23<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 yc8 ff4 fs0 fc0 sc0 ls8 ws0">3.1.9.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Spółka<span class="ff4"> <span class="_ _2a"> </span>jest<span class="_ _3"></span> <span class="_ _2a"> </span></span>narażone <span class="_ _2a"> </span>na <span class="_ _2a"> </span>ryzyk<span class="_ _3"></span>o <span class="_ _2a"> </span>niedostos<span class="_ _3"></span>owania <span class="_ _2a"> </span>do <span class="_ _2a"> </span>no<span class="_ _3"></span>wych <span class="_ _2a"> </span>regulac<span class="_ _3"></span>ji <span class="_ _2a"> </span>w </span></span></div><div class="t m0 x26 h2 y241 ff4 fs0 fc0 sc0 ls0 ws0">zakresie ochron<span class="_ _3"></span>y danych o<span class="_ _3"></span>sobowych <span class="_ _3"></span> </div><div class="t m0 x1 h2 yca ff9 fs0 fc0 sc0 ls0 ws0">Spółk<span class="ff1">a  w  toku <span class="_ _24"> </span>bi</span>eżącej  d<span class="_ _3"></span>ziałalności  p<span class="_ _3"></span>rzetwarza<span class="ff1"> <span class="_ _24"> </span>dane  osobowe.  Przetwarzan<span class="_ _3"></span>ie  taki<span class="_ _3"></span>ch </span></div><div class="t m0 x1 h2 y85 ff9 fs0 fc0 sc0 ls0 ws0">danych <span class="_ _1f"> </span>podl<span class="_ _3"></span>ega <span class="_ _1f"> </span>szczególn<span class="_ _3"></span>ym <span class="_ _1f"> </span>regulacj<span class="_ _3"></span>om, <span class="_ _1f"> </span>mającym <span class="_ _1f"> </span>chroni<span class="_ _3"></span>ć <span class="_ _2a"> </span>i<span class="_ _3"></span>nteresy <span class="_ _1f"> </span>właści<span class="_ _3"></span>cieli <span class="_ _b"> </span>danych. </div><div class="t m0 x1 h2 y205 ff9 fs0 fc0 sc0 ls0 ws0">Wraz <span class="_ _13"> </span>z <span class="_ _2b"> </span>wejściem <span class="_ _2b"> </span>w <span class="_ _13"> </span>ż<span class="_ _3"></span>ycie, <span class="_ _13"> </span>w <span class="_ _2b"> </span>dniu<span class="_ _3"></span> <span class="_ _13"> </span>28 <span class="_ _2b"> </span>maja <span class="_ _13"> </span>20<span class="_ _3"></span>18 <span class="_ _13"> </span>r. <span class="_ _13"> </span>R<span class="_ _3"></span>ozporządz<span class="_ _3"></span>enia <span class="_ _2b"> </span>Parlamentu </div><div class="t m0 x1 h2 y167 ff1 fs0 fc0 sc0 ls0 ws0">Europejskiego <span class="_ _26"></span>i <span class="_ _26"></span>Rady <span class="_ _e"></span>(UE) <span class="_ _e"></span>2016/67<span class="_ _3"></span>9 <span class="_ _e"></span>z <span class="_ _26"></span>dn<span class="_ _3"></span><span class="ff9">ia <span class="_ _e"></span>27 <span class="_ _e"></span>kwi<span class="_ _3"></span>etnia <span class="_ _26"></span>2016 <span class="_ _e"></span>r. <span class="_ _e"></span>w <span class="_ _26"></span>sprawie <span class="_ _26"></span>ochrony <span class="_ _e"></span>osób<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y168 ff9 fs0 fc0 sc0 ls0 ws0">fizycznych <span class="_ _12"> </span>w <span class="_ _1b"> </span>zwi<span class="_ _3"></span>ązku <span class="_ _12"> </span>z <span class="_ _1b"> </span>przetwa<span class="_ _3"></span>rzaniem <span class="_ _12"> </span>danych <span class="_ _1b"> </span>osob<span class="_ _3"></span>owych <span class="_ _12"> </span>i <span class="_ _1b"> </span>w <span class="_ _12"> </span>sprawie <span class="_ _12"> </span>swobodnego </div><div class="t m0 x1 h2 y169 ff9 fs0 fc0 sc0 ls0 ws0">przepływu <span class="_ _24"> </span>taki<span class="_ _3"></span>ch <span class="_ _24"> </span>dany<span class="_ _3"></span>ch <span class="_ _24"> </span>oraz <span class="_ _1e"> </span>uchyleni<span class="_ _3"></span>a <span class="_ _24"> </span>dyrektywy <span class="_ _24"> </span>95/<span class="_ _3"></span>46/WE <span class="_ _24"> </span>(tz<span class="_ _3"></span>w. <span class="_ _24"> </span>Rozp<span class="_ _3"></span>orządze<span class="_ _e"></span><span class="ff1">nie </span></div><div class="t m0 x1 h2 y46 ff9 fs0 fc0 sc0 ls0 ws0">RODO), <span class="_ _b"> </span>Spółka <span class="_ _1f"> </span>zostaj<span class="_ _3"></span>e <span class="_ _1f"> </span>p<span class="_ _3"></span>oddana<span class="_ _3"></span><span class="ff1"> <span class="_ _1f"> </span></span>n<span class="_ _3"></span>owym <span class="_ _b"> </span>obowiąz<span class="_ _3"></span>kom <span class="_ _1f"> </span>w <span class="_ _b"> </span>zakresi<span class="_ _3"></span>e <span class="_ _1f"> </span>zgo<span class="_ _3"></span>dności <span class="_ _b"> </span>z <span class="_ _1f"> </span>praw<span class="_ _3"></span>em, </div><div class="t m0 x1 h2 y47 ff9 fs0 fc0 sc0 ls0 ws0">rzetelności<span class="_ _3"></span> <span class="_ _2c"> </span>i <span class="_ _2c"> </span>przejrzystości <span class="_ _34"> </span>przetwarzania <span class="_ _2c"> </span>danych <span class="_ _34"> </span>osobowych, <span class="_ _2c"> </span>w <span class="_ _34"> </span>szczególności </div><div class="t m0 x1 h2 y1b2 ff9 fs0 fc0 sc0 ls0 ws0">odnoszących <span class="_ _12"> </span>się <span class="_ _12"> </span>do <span class="_ _1b"> </span>zakr<span class="_ _3"></span>esu <span class="_ _1b"> </span>obo<span class="_ _3"></span>wiąz<span class="_ _3"></span>ku <span class="_ _12"> </span>uzyskiwania <span class="_ _12"> </span>zgody <span class="_ _12"> </span>na <span class="_ _1b"> </span>p<span class="_ _3"></span>rzetwarzanie <span class="_ _12"> </span>danych, </div><div class="t m0 x1 h2 y242 ff1 fs0 fc0 sc0 ls0 ws0">mini<span class="_ _3"></span>malizacji <span class="_ _24"> </span>zakresu <span class="_ _1e"> </span>przetwarzani<span class="_ _3"></span>a <span class="_ _24"> </span>danych, <span class="_ _24"> </span>i<span class="_ _3"></span>mplementacji <span class="_ _1e"> </span>procedur <span class="_ _24"> </span>i <span class="_ _24"> </span>i<span class="_ _3"></span>nfra<span class="_ _e"></span>struktury </div><div class="t m0 x1 h2 y243 ff9 fs0 fc0 sc0 ls0 ws0">zabezpieczaj<span class="_ _3"></span>ących <span class="_ _2b"> </span>przet<span class="_ _3"></span>warzanie <span class="_ _1a"> </span>danych, <span class="_ _1a"> </span>real<span class="_ _3"></span>izacji<span class="_ _3"></span> <span class="_ _2b"> </span>obowi<span class="_ _3"></span>ązków <span class="_ _2b"> </span>i<span class="_ _3"></span>nspektora <span class="_ _2b"> </span>o<span class="_ _3"></span>chrony </div><div class="t m0 x1 h2 y6c ff9 fs0 fc0 sc0 ls0 ws0">danych, <span class="_ _3"></span>korzystan<span class="_ _3"></span>ia <span class="_ _e"></span>z <span class="_ _3"></span>zewnętrznych <span class="_ _3"></span>u<span class="_ _3"></span>sług <span class="_ _3"></span>w <span class="_ _e"></span>zakresie <span class="_ _e"></span>przetwarzani<span class="_ _3"></span>a <span class="_ _3"></span>danych, <span class="_ _e"></span>obowiązków </div><div class="t m0 x1 h2 y6d ff1 fs0 fc0 sc0 ls0 ws0">admini<span class="_ _3"></span>stratora <span class="_ _2b"> </span>danych, <span class="_ _1a"> </span>procedur <span class="_ _2b"> </span>do<span class="_ _3"></span>kumentowani<span class="_ _3"></span>a <span class="_ _2b"> </span>przetwarzani<span class="_ _3"></span>a <span class="_ _2b"> </span>danych, <span class="_ _2b"> </span>u<span class="_ _3"></span>suwani<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y6e ff1 fs0 fc0 sc0 ls1c ws0">da<span class="ff9 ls0">nych <span class="_ _1b"> </span>i <span class="_ _1b"> </span>tym <span class="_ _1b"> </span>podobnych. <span class="_ _1b"> </span>Wejści<span class="_ _3"></span>e <span class="_ _1b"> </span>w <span class="_ _29"> </span>ży<span class="_ _3"></span>cie <span class="_ _1b"> </span>regul<span class="_ _3"></span>acji <span class="_ _1b"> </span>RODO <span class="_ _1b"> </span>wiąże <span class="_ _1b"> </span>się <span class="_ _1b"> </span>z <span class="_ _1b"> </span>konieczności<span class="_ _3"></span>ą </span></div><div class="t m0 x1 h2 y244 ff9 fs0 fc0 sc0 ls0 ws0">weryfikacji<span class="_ _3"></span> <span class="_ _11"> </span>posiadanych <span class="_ _11"> </span>zbiorów <span class="_ _22"> </span>d<span class="_ _3"></span>anych <span class="_ _11"> </span>osobowych, <span class="_ _11"> </span>usun<span class="_ _3"></span>ięcia <span class="_ _11"> </span>danych, <span class="_ _11"> </span>których </div><div class="t m0 x1 h2 y245 ff9 fs0 fc0 sc0 ls0 ws0">przetwarzani<span class="_ _3"></span>e <span class="_ _25"></span>mogł<span class="_ _3"></span>oby <span class="_ _2a"></span>być <span class="_ _25"></span>ni<span class="_ _3"></span>ezgodne <span class="_ _2a"></span>z <span class="_ _25"></span>RO<span class="_ _3"></span>DO, <span class="_ _25"></span>d<span class="_ _3"></span>okonani<span class="_ _3"></span>a <span class="_ _25"></span>d<span class="_ _3"></span>ostosowań <span class="_ _2a"> </span>l<span class="_ _3"></span>ub <span class="_ _25"></span>rezygnacji<span class="_ _3"></span> <span class="_ _25"></span>z </div><div class="t m0 x1 h2 y246 ff9 fs0 fc0 sc0 ls0 ws0">niektórych <span class="_ _2a"> </span>doty<span class="_ _3"></span>chczas <span class="_ _1f"> </span>reali<span class="_ _3"></span>zowanych <span class="_ _2a"> </span>techni<span class="_ _3"></span>k <span class="_ _2a"> </span>i <span class="_ _2a"> </span>kan<span class="_ _3"></span>ałów <span class="_ _2a"> </span>komuni<span class="_ _3"></span>kacyjnych <span class="_ _1f"> </span>lub <span class="_ _1f"> </span>prowadzić </div><div class="t m0 x1 h2 y247 ff9 fs0 fc0 sc0 ls0 ws0">do <span class="_ _26"></span>zawężeni<span class="_ _3"></span>a <span class="_ _26"></span>kręgu <span class="_ _25"></span>odbiorców <span class="_ _26"></span>ok<span class="_ _3"></span>reślonych <span class="_ _26"></span>ka<span class="_ _3"></span>nałów <span class="_ _26"></span>komun<span class="_ _3"></span>ikacji<span class="_ _3"></span> <span class="_ _26"></span>(w <span class="_ _25"></span>tym <span class="_ _e"></span>p<span class="_ _3"></span>rzykładowo <span class="_ _25"></span>w </div><div class="t m0 x1 h2 y206 ff9 fs0 fc0 sc0 ls0 ws0">zakresie <span class="_ _2c"> </span>komuni<span class="_ _3"></span>kacji <span class="_ _2c"> </span>marketingowej). <span class="_ _2c"> </span>Emi<span class="_ _3"></span>tent <span class="_ _2c"> </span>odnotowuje <span class="_ _2c"> </span>ryzyko <span class="_ _2c"> </span>zwi<span class="_ _3"></span>ązane <span class="_ _2c"> </span>z </div><div class="t m0 x1 h2 y248 ff9 fs0 fc0 sc0 ls0 ws0">podwyższeni<span class="_ _3"></span>em <span class="_ _29"> </span>wartości <span class="_ _29"> </span>potencjal<span class="_ _3"></span>nyc<span class="_ _3"></span>h <span class="_ _29"> </span>sankcji <span class="_ _29"> </span>z <span class="_ _29"> </span>tytuł<span class="_ _3"></span>u <span class="_ _b"> </span>n<span class="_ _3"></span>aruszenia <span class="_ _29"> </span>regulacji<span class="_ _3"></span> <span class="_ _29"> </span>prawnych </div><div class="t m0 x1 h2 y208 ff9 fs0 fc0 sc0 ls0 ws0">dotyczących <span class="_ _25"></span>zasad <span class="_ _2a"> </span>przetwarzan<span class="_ _3"></span>ia <span class="_ _2a"></span>danych <span class="_ _25"></span>osobowych <span class="_ _2a"></span>(kary <span class="_ _25"></span>przewi<span class="_ _3"></span>dziane <span class="_ _25"></span>w <span class="_ _25"></span>R<span class="_ _3"></span>ODO <span class="_ _25"></span>m<span class="_ _3"></span>ogą </div><div class="t m0 x1 h2 y249 ff9 fs0 fc0 sc0 ls0 ws0">sięgać <span class="_ _b"> </span>20<span class="_ _3"></span> <span class="_ _b"> </span>ml<span class="_ _3"></span>n <span class="_ _b"> </span>Euro <span class="_ _b"> </span>l<span class="_ _3"></span>ub <span class="_ _b"> </span>4% <span class="_ _29"> </span>rocznych <span class="_ _29"> </span>obrotów <span class="_ _29"> </span>jednostki <span class="_ _29"> </span>(w <span class="_ _29"> </span>zależności <span class="_ _29"> </span>od <span class="_ _b"> </span>tego, <span class="_ _b"> </span>kt<span class="_ _3"></span>óra </div><div class="t m0 x1 h2 y53 ff9 fs0 fc0 sc0 ls0 ws0">kwota będzi<span class="_ _3"></span>e wyższa). <span class="ff1"> </span></div><div class="t m0 x1 h2 y24a ff9 fs0 fc0 sc0 ls0 ws0">Emitent <span class="_ _1b"> </span>ocenia, <span class="_ _29"> </span>że <span class="_ _29"> </span>dz<span class="_ _3"></span>iał<span class="_ _3"></span>alność <span class="_ _29"> </span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _29"> </span></span>z<span class="_ _3"></span>ostała <span class="_ _29"> </span>w <span class="_ _1b"> </span>pełni <span class="_ _29"> </span>d<span class="_ _3"></span>ostosowana <span class="_ _29"> </span>do <span class="_ _29"> </span>R<span class="_ _3"></span>ODO <span class="_ _29"> </span>pop<span class="_ _3"></span>rzez </div><div class="t m0 x1 h2 y55 ff1 fs0 fc0 sc0 ls0 ws0">zmian<span class="_ _3"></span>y <span class="_ _12"> </span>w <span class="_ _1b"> </span>reali<span class="_ _3"></span>zowanych <span class="_ _12"> </span>procesach <span class="_ _12"> </span>biznesowo<span class="_ _3"></span>-technol<span class="_ _3"></span>ogiczn<span class="_ _3"></span>o-marketing<span class="_ _3"></span>owych <span class="_ _12"> </span>oraz <span class="_ _1b"> </span>w<span class="_ _3"></span> </div><div class="t m0 x1 h2 y24b ff9 fs0 fc0 sc0 ls0 ws0">infrastrukturze <span class="_ _1e"> </span>informat<span class="_ _3"></span>ycznej. <span class="_ _24"> </span>Równ<span class="_ _3"></span>ocześni<span class="_ _3"></span>e <span class="_ _24"> </span>Emi<span class="_ _3"></span>tent <span class="_ _24"> </span>wskaz<span class="_ _3"></span>uje, <span class="_ _24"> </span>że<span class="_ _3"></span> <span class="_ _24"> </span>powyższa<span class="_ _3"></span> <span class="_ _24"> </span>ocena<span class="_ _3"></span> </div><div class="t m0 x1 h2 y24c ff9 fs0 fc0 sc0 ls0 ws0">może <span class="_ _13"> </span>ni<span class="_ _3"></span>e <span class="_ _13"> </span>odpowi<span class="_ _3"></span>adać <span class="_ _2b"> </span>stanowi <span class="_ _2b"> </span>rzeczywi<span class="_ _3"></span>stemu. <span class="_ _2b"> </span>W <span class="_ _13"> </span>sz<span class="_ _3"></span>czególn<span class="_ _3"></span>ości <span class="_ _13"> </span>z<span class="_ _3"></span> <span class="_ _13"> </span>uwagi<span class="_ _3"></span> <span class="_ _2b"> </span>na <span class="_ _13"> </span>nowy </div><div class="t m0 x1 h2 y24d ff9 fs0 fc0 sc0 ls0 ws0">charakter n<span class="_ _3"></span>iektórych <span class="_ _3"></span>re<span class="_ _3"></span>gul<span class="_ _3"></span>acji <span class="_ _3"></span>ochrony danych <span class="_ _e"></span>osobowych <span class="_ _3"></span>oraz <span class="_ _3"></span>kształ<span class="_ _3"></span>towanie <span class="_ _3"></span>się <span class="_ _3"></span>praktyki </div><div class="t m0 x1 h2 y24e ff9 fs0 fc0 sc0 ls0 ws0">stosowania <span class="_ _1e"> </span>RODO, <span class="_ _1e"> </span>ni<span class="_ _3"></span>ektóre <span class="_ _1e"> </span>reali<span class="_ _3"></span>zowane <span class="_ _1e"> </span>przez <span class="_ _14"> </span>Spółkę<span class="ff1"> <span class="_ _1e"> </span></span>aspekty <span class="_ _1e"> </span>dz<span class="_ _3"></span>iałal<span class="_ _3"></span>ności <span class="_ _1e"> </span>mogą <span class="_ _1e"> </span>w </div><div class="t m0 x1 h2 y1e4 ff9 fs0 fc0 sc0 ls0 ws0">przyszłości <span class="_ _b"> </span>z<span class="_ _3"></span>ostać <span class="_ _b"> </span>uznan<span class="_ _3"></span>e <span class="_ _b"> </span>za <span class="_ _b"> </span>reali<span class="_ _3"></span>zowane <span class="_ _b"> </span>z <span class="_ _b"> </span>n<span class="_ _3"></span>arusz<span class="_ _3"></span>eni<span class="_ _3"></span>em <span class="_ _b"> </span>regulacj<span class="_ _3"></span>i <span class="_ _b"> </span>prawnych, <span class="_ _b"> </span>co <span class="_ _b"> </span>m<span class="_ _3"></span>oże </div><div class="t m0 x1 h2 y103 ff9 fs0 fc0 sc0 ls0 ws0">powodować <span class="_ _f"> </span>k<span class="_ _3"></span>onieczność <span class="_ _f"> </span>d<span class="_ _3"></span>okonywani<span class="_ _3"></span>a <span class="_ _f"> </span>doraźn<span class="_ _3"></span>ych <span class="_ _f"> </span>zmi<span class="_ _3"></span>an <span class="_ _f"> </span>wybranych <span class="_ _1c"> </span>procesów </div><div class="t m0 x1 h2 y24f ff9 fs0 fc0 sc0 ls0 ws0">biznesowych <span class="_ _1b"> </span>(n<span class="_ _3"></span>p. <span class="_ _1b"> </span>kont<span class="_ _3"></span>aktowania <span class="_ _1b"> </span>si<span class="_ _3"></span>ę <span class="_ _1b"> </span>z <span class="_ _1b"> </span>użytk<span class="_ _3"></span>ownikami<span class="_ _3"></span> <span class="_ _1b"> </span>serwisów, <span class="_ _12"> </span>gromadzenia <span class="_ _1b"> </span>dan<span class="_ _3"></span>ych </div><div class="t m0 x1 h2 y250 ff9 fs0 fc0 sc0 ls0 ws0">użytkowni<span class="_ _3"></span>ków <span class="_ _29"> </span>i<span class="_ _3"></span>tp.) <span class="_ _1b"> </span>lub <span class="_ _1b"> </span>infrastruktury <span class="_ _1b"> </span>informat<span class="_ _3"></span>ycznej. <span class="_ _29"> </span>W<span class="_ _3"></span>szelki<span class="_ _3"></span>e <span class="_ _1b"> </span>niezgodnoś<span class="_ _3"></span>ci<span class="_ _3"></span> <span class="_ _1b"> </span>procesów </div><div class="t m0 x1 h2 y211 ff9 fs0 fc0 sc0 ls0 ws0">przetwarzani<span class="_ _3"></span>a <span class="_ _26"></span>danych <span class="_ _26"></span>osobowych<span class="_ _3"></span> <span class="_ _26"></span>mogą <span class="_ _26"></span>prowa<span class="_ _3"></span>dzi<span class="_ _3"></span>ć <span class="_ _e"></span>d<span class="_ _3"></span>o <span class="_ _e"></span>ekspozy<span class="_ _3"></span>cj<span class="_ _3"></span>i<span class="_ _3"></span> <span class="_ _26"></span>na <span class="_ _26"></span>ryzyko <span class="_ _26"></span>nałożeni<span class="_ _3"></span>a <span class="_ _26"></span>na </div><div class="t m0 x1 h2 y251 ff9 fs0 fc0 sc0 ls0 ws0">Spółkę<span class="ff1"> <span class="_ _2a"> </span></span>sankcji<span class="_ _3"></span> <span class="_ _2a"> </span>nadz<span class="_ _3"></span>orczych <span class="_ _2a"> </span>i<span class="_ _3"></span>/lub <span class="_ _2a"> </span>na <span class="_ _2a"> </span>ryzyko <span class="_ _2a"> </span>r<span class="_ _3"></span>oszczeń <span class="_ _2a"> </span>mająt<span class="_ _3"></span>kowych <span class="_ _2a"> </span>po<span class="_ _3"></span>dnoszonych <span class="_ _1f"> </span>przez </div><div class="t m0 x1 h2 y213 ff9 fs0 fc0 sc0 ls0 ws0">osoby, <span class="_ _24"> </span>których  dan<span class="_ _3"></span>e <span class="_ _24"> </span>dotyczą.  W <span class="_ _24"> </span>konsekw<span class="_ _3"></span>encji<span class="_ _3"></span>  wystąp<span class="_ _3"></span>ienie <span class="_ _24"> </span>n<span class="_ _3"></span>iezgodności <span class="_ _24"> </span>działaln<span class="_ _3"></span>ości </div><div class="t m0 x1 h2 y252 ff9 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1"> <span class="_ _1e"> </span></span>z <span class="_ _1e"> </span>prawem <span class="_ _1e"> </span>w <span class="_ _1e"> </span>zakresi<span class="_ _3"></span>e <span class="_ _24"> </span>p<span class="_ _3"></span>rzetwarzani<span class="_ _3"></span>a <span class="_ _1e"> </span>danych <span class="_ _1e"> </span>osobowych <span class="_ _1e"> </span>może <span class="_ _1e"> </span>prowadzić <span class="_ _1e"> </span>do </div><div class="t m0 x1 h2 y215 ff9 fs0 fc0 sc0 ls0 ws0">pogorszenia warun<span class="_ _3"></span>ków dzi<span class="_ _3"></span>ałalności <span class="_ _3"></span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="ls1d">i <span class="_ _2"></span><span class="ls0">jej <span class="ff9">wyników fi<span class="_ _3"></span>nansowych.</span> </span></span></span></div><div class="t m0 x1 h14 y253 ff4 fs0 fc0 sc0 ls8 ws0">3.1.10.<span class="ff2 ls0"> <span class="_ _35"> </span><span class="ff3">Spółka<span class="ff4"> jest n<span class="_ _3"></span>ara</span>żona<span class="ff4"> </span>na ryzyko<span class="_ _3"></span> obniżeni<span class="_ _3"></span>a płynności <span class="_ _3"></span><span class="ff4"> </span></span></span></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">24<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Płynność <span class="_ _12"> </span>finan<span class="_ _3"></span>sowa <span class="_ _12"> </span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _12"> </span></span>jest <span class="_ _1b"> </span>uzal<span class="_ _3"></span>eżniona  od <span class="_ _1b"> </span>ut<span class="_ _3"></span>rzymania<span class="_ _3"></span><span class="ff1">  </span>zdolności <span class="_ _1b"> </span>do <span class="_ _12"> </span>gener<span class="_ _3"></span>owania </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">stabiln<span class="_ _3"></span>ych <span class="_ _11"> </span>strumieni <span class="_ _11"> </span>przychodów. <span class="_ _11"> </span>Zdol<span class="_ _3"></span>ność <span class="_ _11"> </span>ta <span class="_ _11"> </span>jest <span class="_ _11"> </span>uzależni<span class="_ _3"></span>ona <span class="_ _22"> </span>od <span class="_ _11"> </span>utrzyman<span class="_ _3"></span>ia </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">atrakcyjności <span class="_ _1e"> </span>serwisów <span class="_ _24"> </span>udostępni<span class="_ _3"></span>anych <span class="_ _24"> </span>p<span class="_ _3"></span>rzez <span class="_ _1e"> </span>Spółkę<span class="ff1"> <span class="_ _24"> </span></span>dla <span class="_ _24"> </span>uż<span class="_ _3"></span>ytkowników, <span class="_ _24"> </span>co <span class="_ _24"> </span>powi<span class="_ _3"></span>nno </div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">przekładać <span class="_ _26"></span>się <span class="_ _26"></span>na <span class="_ _26"></span>utrzymani<span class="_ _3"></span>e <span class="_ _26"></span>pozycji <span class="_ _26"></span>rynkowej <span class="_ _25"></span>Spółki. <span class="_ _26"></span>Powyższe <span class="_ _26"></span>założenia <span class="_ _26"></span>m<span class="_ _3"></span>ogą <span class="_ _26"></span>nie <span class="_ _26"></span>być </div><div class="t m0 x1 h2 y166 ff1 fs0 fc0 sc0 ls0 ws0">realiz<span class="_ _3"></span>owane <span class="_ _2a"> </span>przez <span class="_ _1f"> </span><span class="ff9">Spółkę, <span class="_ _1f"> </span>co <span class="_ _2a"> </span>może <span class="_ _1f"> </span>powodowa<span class="_ _3"></span>ć <span class="_ _2a"> </span>obni<span class="_ _3"></span>żeni<span class="_ _3"></span>a <span class="_ _2a"> </span>płynn<span class="_ _3"></span>ości <span class="_ _2a"> </span>finansowej. <span class="_ _2a"> </span>Z<span class="_ _3"></span>arząd </span></div><div class="t m0 x1 h2 y186 ff9 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1">  </span>na  bieżąco  moni<span class="_ _3"></span>toruje<span class="ff1">  </span>ryzyko  braku  fun<span class="_ _3"></span>duszy,  wspomagając  płyn<span class="_ _3"></span>ność  spółek </div><div class="t m0 x1 h2 y187 ff9 fs0 fc0 sc0 ls0 ws0">poprzez <span class="_ _17"> </span>korzystanie <span class="_ _1a"> </span>z<span class="_ _3"></span> <span class="_ _1a"> </span>odpo<span class="_ _3"></span>wiedni<span class="_ _3"></span>ch <span class="_ _1a"> </span>i<span class="_ _3"></span>nstrumentów. <span class="_ _1a"> </span>C<span class="_ _3"></span>elem <span class="_ _17"> </span>Sp<span class="_ _3"></span>ółki<span class="_ _3"></span><span class="ff1"> <span class="_ _1a"> </span>j<span class="_ _3"></span>est <span class="_ _1a"> </span>utrzymani<span class="_ _3"></span>e </span></div><div class="t m0 x1 h2 y188 ff9 fs0 fc0 sc0 ls1e ws0">rów<span class="ls0">nowagi<span class="_ _3"></span> <span class="_ _24"> </span>pomiędzy <span class="_ _24"> </span>ciągłością <span class="_ _24"> </span>a  elastyczn<span class="_ _3"></span>ością <span class="_ _24"> </span>finansowani<span class="_ _3"></span>a  poprzez <span class="_ _24"> </span>korzystani<span class="_ _3"></span>e  z </span></div><div class="t m0 x1 h2 y86 ff9 fs0 fc0 sc0 ls0 ws0">różnych <span class="_ _e"></span>źródeł <span class="_ _e"></span>fin<span class="_ _3"></span>ansowania. <span class="_ _e"></span>Dzi<span class="_ _3"></span>ałania <span class="_ _e"></span>w <span class="_ _e"></span>tym <span class="_ _e"></span>zakresie <span class="_ _e"></span>mogą <span class="_ _e"></span>ni<span class="_ _3"></span>e <span class="_ _e"></span>przynosić <span class="_ _e"></span>oczekiwanych </div><div class="t m0 x1 h2 y189 ff9 fs0 fc0 sc0 ls0 ws0">rezultatów, co m<span class="_ _3"></span>oże neg<span class="_ _3"></span>atywni<span class="_ _3"></span>e odbijać się na pł<span class="_ _3"></span>ynność<span class="ff1"> </span>Sp<span class="_ _3"></span>ółki<span class="ff1">. </span></div><div class="t m0 x1 h14 y68 ff4 fs0 fc0 sc0 ls8 ws0">3.2.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Czynniki ryzyka zw<span class="_ _3"></span>iązane z o<span class="_ _3"></span><span class="ff4">toczeni<span class="_ _3"></span>em </span>Sp<span class="_ _3"></span>ółki<span class="ff4">  </span></span></span></div><div class="t m0 x1 h14 y48 ff4 fs0 fc0 sc0 ls8 ws0">3.2.1.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Spółka<span class="ff4"> jest ek<span class="_ _3"></span>sponowan<span class="_ _3"></span>a </span>na ryzyko zw<span class="_ _3"></span>iązane z otoczen<span class="_ _3"></span>iem prawnym<span class="_ _e"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y1b3 ff9 fs0 fc0 sc0 ls0 ws0">Polski <span class="_ _24"> </span>system  prawny,  w <span class="_ _24"> </span>tym  prawo  p<span class="_ _3"></span>odatkowe  c<span class="_ _3"></span>echuje  się  w<span class="_ _3"></span>ysoką <span class="_ _24"> </span>częstotli<span class="_ _3"></span>wością </div><div class="t m0 x1 h2 y254 ff9 fs0 fc0 sc0 ls0 ws0">zmian<span class="_ _3"></span>, <span class="_ _2a"> </span>co <span class="_ _1f"> </span>może <span class="_ _1f"> </span>mi<span class="_ _3"></span>eć <span class="_ _1f"> </span>wpływ <span class="_ _1f"> </span>na <span class="_ _1f"> </span>prowadzoną <span class="_ _b"> </span>przez <span class="_ _1f"> </span>Spółk<span class="_ _3"></span>ę<span class="ff1"> <span class="_ _2a"> </span></span>d<span class="_ _3"></span>ział<span class="_ _3"></span>alność. <span class="_ _2a"> </span>Zmi<span class="_ _3"></span>any <span class="_ _1f"> </span>obecni<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y255 ff9 fs0 fc0 sc0 ls0 ws0">obowiązujących<span class="_ _3"></span><span class="ff1"> <span class="_ _1f"> </span></span>przepi<span class="_ _3"></span>sów <span class="_ _1f"> </span>l<span class="_ _3"></span>ub <span class="_ _1f"> </span>wprowadzan<span class="_ _3"></span>ie <span class="_ _1f"> </span>nowych <span class="_ _b"> </span>regulacji<span class="_ _3"></span> <span class="_ _1f"> </span>może <span class="_ _1f"> </span>skutkować <span class="_ _b"> </span>błędną </div><div class="t m0 x1 h2 y4c ff9 fs0 fc0 sc0 ls0 ws0">ich <span class="_ _13"> </span>interpretacją <span class="_ _13"> </span>l<span class="_ _3"></span>ub <span class="_ _13"> </span>powodować <span class="_ _13"> </span>problemy <span class="_ _2b"> </span>z <span class="_ _13"> </span>odpowiedni<span class="_ _3"></span>m <span class="_ _13"> </span>stosowani<span class="_ _3"></span>em <span class="_ _13"> </span>przepisów </div><div class="t m0 x1 h2 y4d ff9 fs0 fc0 sc0 ls0 ws0">krajowych <span class="_ _e"></span>jeż<span class="_ _3"></span>eli <span class="_ _26"></span>nie <span class="_ _e"></span>są <span class="_ _26"></span>spójne <span class="_ _e"></span>z <span class="_ _26"></span>regul<span class="_ _3"></span>acjami <span class="_ _26"></span>Unii <span class="_ _26"></span>Europejskiej. <span class="_ _26"></span>Istotne <span class="_ _e"></span>z<span class="_ _3"></span>mian<span class="_ _3"></span>y <span class="_ _e"></span>przepi<span class="_ _26"></span>sów </div><div class="t m0 x1 h2 y1f5 ff9 fs0 fc0 sc0 ls0 ws0">prawnych mogą z<span class="_ _3"></span>musić <span class="_ _3"></span>Spółkę<span class="ff1"> d<span class="_ _3"></span>o modyfi<span class="_ _3"></span>kacji <span class="_ _3"></span>oferty w cel<span class="_ _3"></span>u dopasowania <span class="_ _3"></span>jej do otocz<span class="_ _3"></span>enia </span></div><div class="t m0 x1 h2 y1f6 ff9 fs0 fc0 sc0 ls0 ws0">prawnego, <span class="_ _2a"> </span>co <span class="_ _2a"></span>może <span class="_ _25"></span>p<span class="_ _3"></span>rzełożyć<span class="_ _3"></span> <span class="_ _25"></span>si<span class="_ _3"></span>ę <span class="_ _25"></span>n<span class="_ _3"></span>a <span class="_ _25"></span>z<span class="_ _3"></span>większe<span class="_ _3"></span>nie <span class="_ _2a"> </span>wydatków <span class="_ _2a"> </span>Sp<span class="_ _3"></span>ółki. <span class="_ _2a"> </span>Jedną <span class="_ _2a"></span>z <span class="_ _25"></span>naj<span class="_ _3"></span>bardzi<span class="_ _3"></span>ej </div><div class="t m0 x1 h2 y1f7 ff9 fs0 fc0 sc0 ls0 ws0">niestabil<span class="_ _3"></span>nych <span class="_ _13"> </span>gał<span class="_ _3"></span>ęzi <span class="_ _13"> </span>prawa <span class="_ _13"> </span>j<span class="_ _3"></span>est <span class="_ _13"> </span>system <span class="_ _13"> </span>p<span class="_ _3"></span>odatkowy. <span class="_ _2b"> </span>Duży <span class="_ _13"> </span>kłopot <span class="_ _2b"> </span>przy <span class="_ _2b"> </span>interpretacji </div><div class="t m0 x1 h2 y72 ff9 fs0 fc0 sc0 ls0 ws0">przepisów <span class="_ _1f"> </span>stano<span class="_ _3"></span>wi <span class="_ _b"> </span>brak <span class="_ _2a"> </span>i<span class="_ _3"></span>ch <span class="_ _1f"> </span>s<span class="_ _3"></span>pójnej <span class="_ _1f"> </span>wykładn<span class="_ _3"></span>i. <span class="_ _1f"> </span>Mogą <span class="_ _1f"> </span>pojawi<span class="_ _3"></span>ć <span class="_ _1f"> </span>si<span class="_ _3"></span>ę <span class="_ _1f"> </span>regulacje <span class="_ _1f"> </span>z<span class="_ _3"></span>większając<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y73 ff9 fs0 fc0 sc0 ls0 ws0">obciążeni<span class="_ _3"></span>a <span class="_ _25"></span>podatkowe <span class="_ _26"></span>nałożone <span class="_ _25"></span>na <span class="_ _26"></span>Sp<span class="_ _3"></span>ółkę, <span class="_ _26"></span>a <span class="_ _25"></span>także <span class="_ _25"></span>kolizje <span class="_ _25"></span>między <span class="_ _26"></span>i<span class="_ _3"></span>nte<span class="_ _3"></span>rpretacją <span class="_ _25"></span>przyjętą<span class="_ _3"></span> </div><div class="t m0 x1 h2 y74 ff9 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _23"> </span>Spółk<span class="_ _3"></span>ę, <span class="_ _22"> </span>a <span class="_ _23"> </span>i<span class="_ _3"></span>nterpretacją <span class="_ _22"> </span>wskazaną <span class="_ _22"> </span>przez <span class="_ _22"> </span>organy <span class="_ _22"> </span>admi<span class="_ _3"></span>nistracji <span class="_ _22"> </span>skarbowej. </div><div class="t m0 x1 h2 y196 ff9 fs0 fc0 sc0 ls0 ws0">Ewentual<span class="_ _3"></span>ne <span class="_ _b"> </span>wystąpi<span class="_ _3"></span>enie <span class="_ _b"> </span>powyżej <span class="_ _b"> </span>wskazany<span class="_ _3"></span>ch <span class="_ _b"> </span>sytuacj<span class="_ _3"></span>i <span class="_ _b"> </span>może <span class="_ _29"> </span>spowodować<span class="_ _3"></span> <span class="_ _b"> </span>zmni<span class="_ _3"></span>ejszenie </div><div class="t m0 x1 h2 y1f8 ff9 fs0 fc0 sc0 ls0 ws0">dochodów <span class="_ _25"></span>Spółki <span class="_ _25"></span>lub <span class="_ _25"></span>np. <span class="_ _26"></span>konieczność <span class="_ _25"></span>zapłaty <span class="_ _25"></span>kar <span class="_ _25"></span>nałożonych <span class="_ _26"></span>p<span class="_ _3"></span>rzez <span class="_ _25"></span>organy <span class="_ _25"></span>admini<span class="_ _3"></span>stracji </div><div class="t m0 x1 h2 y1bc ff1 fs0 fc0 sc0 ls0 ws0">skarbowej. <span class="_ _b"> </span>W <span class="_ _29"> </span>cel<span class="_ _3"></span>u <span class="_ _b"> </span>mi<span class="_ _3"></span>nimal<span class="ff9">i<span class="_ _3"></span>zacji <span class="_ _29"> </span>przedmiotowego <span class="_ _29"> </span>ryzyka <span class="_ _b"> </span>Emi<span class="_ _3"></span>tent <span class="_ _29"> </span>na <span class="_ _b"> </span>b<span class="_ _3"></span>ieżąco <span class="_ _b"> </span>stara <span class="_ _29"> </span>się<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y1f9 ff9 fs0 fc0 sc0 ls0 ws0">monitorować <span class="_ _13"> </span>zmi<span class="_ _3"></span>any <span class="_ _13"> </span>przepi<span class="_ _3"></span>sów <span class="_ _13"> </span>prawny<span class="_ _3"></span>ch, <span class="_ _13"> </span>które <span class="_ _13"> </span>d<span class="_ _3"></span>otyczą <span class="_ _13"> </span>prowad<span class="_ _3"></span>zonej <span class="_ _13"> </span>prz<span class="_ _3"></span>ez <span class="_ _13"> </span>niego </div><div class="t m0 x1 h2 y256 ff9 fs0 fc0 sc0 ls0 ws0">działaln<span class="_ _3"></span>ości. <span class="ff1"> </span></div><div class="t m0 x1 h14 yfe ff4 fs0 fc0 sc0 ls8 ws0">3.2.2.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">Na <span class="_ _36"> </span>Spółkę<span class="ff4"> <span class="_ _36"> </span></span>o<span class="_ _3"></span>ddziałuje <span class="_ _36"> </span>r<span class="_ _3"></span>yzyko <span class="_ _36"> </span>związane <span class="_ _36"> </span>z<span class="_ _3"></span> <span class="_ _36"> </span>ogólną <span class="_ _36"> </span>sytuacj<span class="_ _3"></span>ą </span></span></div><div class="t m0 x26 h2 y1cf ff3 fs0 fc0 sc0 ls0 ws0">makroekonomiczn<span class="_ _3"></span>ą<span class="ff4"> </span></div><div class="t m0 x1 h2 y17c ff9 fs0 fc0 sc0 ls0 ws0">Spółka<span class="ff1"> </span>Comp<span class="_ _3"></span>eria.pl<span class="_ _3"></span> zajmuje si<span class="_ _3"></span>ę por<span class="_ _3"></span>ównywani<span class="_ _3"></span>em i <span class="_ _3"></span>pośrednictwem w <span class="_ _3"></span>sprzedaży <span class="_ _3"></span>produkt<span class="_ _3"></span>ów </div><div class="t m0 x1 h2 y17d ff9 fs0 fc0 sc0 ls0 ws0">finansowych <span class="_ _13"> </span>oraz <span class="_ _14"> </span>pozafi<span class="_ _3"></span>nansowych. <span class="_ _14"> </span>Dz<span class="_ _3"></span>iałal<span class="_ _3"></span>ność <span class="_ _14"> </span>ta <span class="_ _14"> </span>je<span class="_ _3"></span>st <span class="_ _14"> </span>bardzo <span class="_ _13"> </span>wrażliwa <span class="_ _13"> </span>na <span class="_ _14"> </span>ogóln<span class="_ _3"></span>ą </div><div class="t m0 x1 h2 y1d2 ff9 fs0 fc0 sc0 ls0 ws0">sytuację <span class="_ _25"></span>go<span class="_ _3"></span>spodarczą. <span class="_ _2a"> </span>Czynni<span class="_ _3"></span>ki <span class="_ _25"></span>taki<span class="_ _3"></span>e, <span class="_ _25"></span>j<span class="_ _3"></span>ak <span class="_ _25"></span>i<span class="_ _3"></span>nflacja, <span class="_ _25"></span>dynami<span class="_ _3"></span>ka <span class="_ _2a"> </span>PKB, <span class="_ _25"></span>wskaźn<span class="_ _3"></span>ik <span class="_ _2a"> </span>bezrobocia, </div><div class="t m0 x1 h2 y1d3 ff9 fs0 fc0 sc0 ls0 ws0">dynamika <span class="_ _e"></span>z<span class="_ _3"></span>mian <span class="_ _e"></span>wynagrodzeń <span class="_ _e"></span>czy <span class="_ _e"></span>p<span class="_ _3"></span>oziom <span class="_ _e"></span>st<span class="_ _3"></span>óp <span class="_ _e"></span>procentow<span class="_ _3"></span>ych <span class="_ _e"></span>wpływaj<span class="_ _3"></span>ą <span class="_ _e"></span>na <span class="_ _e"></span>kształt<span class="_ _3"></span>owanie </div><div class="t m0 x1 h2 y1d4 ff9 fs0 fc0 sc0 ls0 ws0">się <span class="_ _e"></span>popytu <span class="_ _3"></span>n<span class="_ _3"></span>a <span class="_ _3"></span>produkty <span class="_ _e"></span>i <span class="_ _e"></span>usługi <span class="_ _e"></span>prezentowane <span class="_ _e"></span>na <span class="_ _3"></span>portal<span class="_ _3"></span>ach <span class="_ _e"></span>należących <span class="_ _e"></span>do <span class="_ _e"></span>Sp<span class="_ _3"></span>ółki<span class="ff1">. <span class="_ _e"></span>Spadek </span></div><div class="t m0 x1 h2 y1d5 ff9 fs0 fc0 sc0 ls0 ws0">zainteresowani<span class="_ _3"></span>a <span class="_ _1f"> </span>powyższym<span class="_ _3"></span>i <span class="_ _b"> </span>ofertami <span class="_ _1f"> </span>może <span class="_ _b"> </span>przełożyć <span class="_ _1f"> </span>si<span class="_ _3"></span>ę <span class="_ _1f"> </span>na <span class="_ _b"> </span>obniżkę <span class="_ _1f"> </span>li<span class="_ _3"></span>czby <span class="_ _b"> </span>aktywnych </div><div class="t m0 x1 h2 y1d6 ff9 fs0 fc0 sc0 ls0 ws0">użytkowni<span class="_ _3"></span>ków <span class="_ _2a"> </span>odwi<span class="_ _3"></span>edzających <span class="_ _2a"> </span>w<span class="_ _3"></span>spomni<span class="_ _3"></span>ane <span class="_ _2a"> </span>por<span class="_ _3"></span>ta<span class="_ _3"></span>le, <span class="_ _2a"> </span>a <span class="_ _1f"> </span>tym <span class="_ _1f"> </span>samym <span class="_ _1f"> </span>negatywni<span class="_ _3"></span>e <span class="_ _2a"> </span>wpł<span class="_ _3"></span>ynąć </div><div class="t m0 x1 h2 y1d7 ff1 fs0 fc0 sc0 ls0 ws0">na przychody g<span class="_ _3"></span>enerowane przez <span class="_ _3"></span><span class="ff9">Spółkę</span>. </div><div class="t m0 x1 h2 y184 ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1a"> </span>ciągu<span class="_ _3"></span> <span class="_ _1a"> </span>najbli<span class="_ _3"></span>ższych <span class="_ _1a"> </span>mi<span class="_ _3"></span>esięcy <span class="_ _1a"> </span>zjawi<span class="_ _3"></span>ska <span class="_ _1a"> </span>ekonomi<span class="_ _3"></span>czne <span class="_ _1a"> </span>p<span class="_ _3"></span>owinny <span class="_ _17"> </span>jednak <span class="_ _2b"> </span>pozyt<span class="_ _3"></span>ywnie </div><div class="t m0 x1 h2 y185 ff9 fs0 fc0 sc0 ls0 ws0">wpływać <span class="_ _3"></span>n<span class="_ _3"></span>a <span class="_ _3"></span>wyn<span class="_ _3"></span>iki<span class="_ _3"></span> <span class="_ _e"></span>finansowe <span class="_ _e"></span>Spółki<span class="ff1">. <span class="_ _e"></span>Determin<span class="_ _3"></span>anty <span class="_ _e"></span>gospodarcze <span class="_ _e"></span>(wzrost <span class="_ _e"></span>PKB, <span class="_ _e"></span>bezroboci<span class="_ _3"></span>e </span></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">25<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">utrzymujące <span class="_ _15"> </span>się <span class="_ _15"> </span>poniż<span class="_ _3"></span>ej <span class="_ _15"> </span>10%) <span class="_ _15"> </span>świadczą <span class="_ _15"> </span>o <span class="_ _d"> </span>dobr<span class="_ _3"></span>ej <span class="_ _15"> </span>kondycji <span class="_ _15"> </span>polskiej <span class="_ _15"> </span>gospodarki. </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">Dodatkowo <span class="_ _d"> </span>wyjąt<span class="_ _3"></span>kowo <span class="_ _d"> </span>n<span class="_ _3"></span>iski<span class="_ _3"></span>e <span class="_ _d"> </span>stopy <span class="_ _d"> </span>procen<span class="_ _3"></span>towe <span class="_ _d"> </span>powi<span class="_ _3"></span>nny <span class="_ _d"> </span>dz<span class="_ _3"></span>iałać <span class="_ _d"> </span>zachęcają<span class="_ _3"></span>co <span class="_ _d"> </span>do<span class="_ _3"></span> </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">poszukiwan<span class="_ _3"></span>ia <span class="_ _14"> </span>przez <span class="_ _1e"> </span>klientów <span class="_ _14"> </span>ofert <span class="_ _1e"> </span>produktó<span class="_ _3"></span>w <span class="_ _1e"> </span>kredyt<span class="_ _3"></span>owych <span class="_ _14"> </span>oraz <span class="_ _14"> </span>oszczędnościowych,<span class="_ _3"></span> </div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">których porównywani<span class="_ _3"></span>em zaj<span class="_ _3"></span>muje się <span class="_ _3"></span>Spółka<span class="ff1">. </span></div><div class="t m0 x1 h14 y257 ff4 fs0 fc0 sc0 ls8 ws0">3.2.3.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">Na <span class="_ _14"> </span><span class="ff3">Spółkę</span> <span class="_ _14"> </span><span class="ff3">wpływ <span class="_ _14"> </span>wywiera <span class="_ _1e"> </span>r<span class="_ _3"></span>yzyko <span class="_ _14"> </span>związane <span class="_ _14"> </span>z <span class="_ _1e"> </span>ko<span class="_ _3"></span>niunkturą <span class="_ _14"> </span>na <span class="_ _14"> </span>rynku </span></span></span></div><div class="t m0 x26 h2 y42 ff4 fs0 fc0 sc0 ls0 ws0">bankowym </div><div class="t m0 x1 h2 y167 ff9 fs0 fc0 sc0 ls0 ws0">Biorąc <span class="_ _14"> </span>pod <span class="_ _13"> </span>uwagę <span class="_ _14"> </span>struktu<span class="_ _3"></span>rę <span class="_ _14"> </span>przychodów <span class="_ _13"> </span>szczególni<span class="_ _3"></span>e <span class="_ _14"> </span>waż<span class="_ _3"></span>ny <span class="_ _14"> </span>dla <span class="_ _13"> </span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _14"> </span>j<span class="_ _3"></span>est <span class="_ _14"> </span>sektor </span></div><div class="t m0 x1 h2 y168 ff9 fs0 fc0 sc0 ls0 ws0">finansowy. <span class="_ _2a"> </span>Wyniki<span class="_ _3"></span> <span class="_ _2a"></span>finansowe <span class="_ _25"></span>osiągan<span class="_ _3"></span>e <span class="_ _25"></span>przez <span class="_ _2a"> </span>banki<span class="_ _3"></span> <span class="_ _25"></span>i<span class="_ _3"></span> <span class="_ _25"></span>ubezpieczyci<span class="_ _3"></span>eli <span class="_ _2a"> </span>mają <span class="_ _25"></span>i<span class="_ _3"></span>stotny <span class="_ _2a"> </span>wpływ </div><div class="t m0 x1 h2 y169 ff9 fs0 fc0 sc0 ls0 ws0">na <span class="_ _12"> </span>działalność <span class="_ _12"> </span>Spółki<span class="ff1"> <span class="_ _12"> </span></span>bowiem <span class="_ _12"> </span>ich <span class="_ _12"> </span>pogorszenie <span class="_ _1b"> </span>b<span class="_ _3"></span>ezpośredni<span class="_ _3"></span>o <span class="_ _1b"> </span>oddzi<span class="_ _3"></span>ałuje <span class="_ _12"> </span>na <span class="_ _12"> </span>ponoszone </div><div class="t m0 x1 h2 y46 ff9 fs0 fc0 sc0 ls0 ws0">przez <span class="_ _29"> </span>te <span class="_ _b"> </span>i<span class="_ _3"></span>nstytucje <span class="_ _29"> </span>nak<span class="_ _3"></span>łady <span class="_ _29"> </span>na <span class="_ _29"> </span>dzi<span class="_ _3"></span>ałalność <span class="_ _29"> </span>marketi<span class="_ _3"></span>ngową <span class="_ _29"> </span>jako, <span class="_ _29"> </span>że <span class="_ _b"> </span>w<span class="_ _3"></span>ydatki<span class="_ _3"></span> <span class="_ _29"> </span>reklamowe </div><div class="t m0 x1 h2 y47 ff9 fs0 fc0 sc0 ls0 ws0">należą do koszt<span class="_ _3"></span>ów, które można n<span class="_ _3"></span>ajłatwi<span class="_ _3"></span>ej ograniczyć. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y111 ff9 fs0 fc0 sc0 ls0 ws0">Drugim <span class="_ _12"> </span>czynnikiem <span class="_ _12"> </span>mającym <span class="_ _1b"> </span>bezpośredn<span class="_ _3"></span>i <span class="_ _12"> </span>wpływ <span class="_ _1b"> </span>na <span class="_ _1b"> </span>d<span class="_ _3"></span>ział<span class="_ _3"></span>alność<span class="ff1"> <span class="_ _12"> </span></span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _1b"> </span>Comperi<span class="_ _3"></span>a <span class="_ _1b"> </span>jest<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y1c6 ff9 fs0 fc0 sc0 ls0 ws0">poziom <span class="_ _b"> </span>rynkowych <span class="_ _b"> </span>stóp <span class="_ _1f"> </span>procento<span class="_ _3"></span>wych. <span class="_ _b"> </span>Wysokość <span class="_ _b"> </span>tego <span class="_ _1f"> </span>param<span class="_ _3"></span>etru <span class="_ _1f"> </span>d<span class="_ _3"></span>etermin<span class="_ _3"></span>uje <span class="_ _1f"> </span>b<span class="_ _3"></span>owiem </div><div class="t m0 x1 h2 y4a ff1 fs0 fc0 sc0 ls0 ws0">popyt <span class="_ _1b"> </span>na <span class="_ _12"> </span>konkretn<span class="_ _3"></span>e <span class="_ _1b"> </span>produkty <span class="_ _12"> </span>bankowe. <span class="_ _12"> </span>Przy <span class="_ _1b"> </span>n<span class="_ _3"></span>iski<span class="_ _3"></span>ch <span class="_ _1b"> </span>stopach <span class="_ _12"> </span>procentowych <span class="_ _12"> </span>(tak <span class="_ _12"> </span>jest </div><div class="t m0 x1 h2 y4b ff9 fs0 fc0 sc0 ls0 ws0">obecnie) <span class="_ _1f"> </span>wzrasta <span class="_ _2a"> </span>zai<span class="_ _3"></span>nteresowanie <span class="_ _2a"> </span>i<span class="_ _3"></span>nstrumentami<span class="_ _3"></span> <span class="_ _2a"> </span>kredytowymi<span class="_ _3"></span>, <span class="_ _2a"> </span>które <span class="_ _1f"> </span>są <span class="_ _2a"> </span>wtedy<span class="_ _3"></span><span class="ff1"> <span class="_ _1f"> </span>bardz<span class="_ _3"></span>iej </span></div><div class="t m0 x1 h2 y1c7 ff9 fs0 fc0 sc0 ls0 ws0">dostępne <span class="_ _14"> </span>(t<span class="_ _3"></span>ańsze) <span class="_ _14"> </span>dl<span class="_ _3"></span>a <span class="_ _14"> </span>kli<span class="_ _3"></span>enta <span class="_ _14"> </span>a <span class="_ _14"> </span>spad<span class="_ _3"></span>a <span class="_ _14"> </span>li<span class="_ _3"></span>czba <span class="_ _14"> </span>zapytań <span class="_ _13"> </span>o <span class="_ _14"> </span>produkty <span class="_ _14"> </span>d<span class="_ _3"></span>epozytowe. <span class="_ _14"> </span>W<span class="_ _3"></span> </div><div class="t m0 x1 h2 y1c8 ff9 fs0 fc0 sc0 ls0 ws0">momenci<span class="_ _3"></span>e <span class="_ _29"> </span>wzrostu<span class="_ _3"></span> <span class="_ _29"> </span>st<span class="_ _3"></span>óp <span class="_ _1b"> </span>procentowych<span class="_ _3"></span> <span class="_ _1b"> </span>ta <span class="_ _29"> </span>z<span class="_ _3"></span>ależność <span class="_ _1b"> </span>ulega <span class="_ _1b"> </span>odwrócen<span class="_ _3"></span>iu, <span class="_ _1b"> </span>powodując, <span class="_ _1b"> </span>że </div><div class="t m0 x1 h2 y1c9 ff9 fs0 fc0 sc0 ls0 ws0">zmieni<span class="_ _3"></span>a <span class="_ _2b"> </span>się <span class="_ _1a"> </span>struktura <span class="_ _1a"> </span>przychodów <span class="_ _1a"> </span>generowan<span class="_ _3"></span>ych <span class="_ _2b"> </span>przez <span class="_ _17"> </span>Spółkę<span class="ff1"> <span class="_ _2b"> </span>-<span class="_ _3"></span> <span class="_ _2b"> </span></span>d<span class="_ _3"></span>ominującą <span class="_ _1a"> </span>rolę </div><div class="t m0 x1 h2 y70 ff9 fs0 fc0 sc0 ls0 ws0">odgrywają wówczas<span class="_ _3"></span> przychody<span class="_ _3"></span> ze sprzedaży p<span class="_ _3"></span>roduktów osz<span class="_ _3"></span>czędnościo<span class="_ _3"></span>wych.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y152 ff9 fs0 fc0 sc0 ls0 ws0">Czynni<span class="_ _3"></span>kiem <span class="_ _2b"> </span>łagodzącym <span class="_ _2b"> </span>wpływ <span class="_ _2b"> </span>powyższego<span class="_ _3"></span> <span class="_ _2b"> </span>zagrożenia <span class="_ _2b"> </span>może <span class="_ _2b"> </span>być <span class="_ _2b"> </span>fakt, <span class="_ _2b"> </span>że <span class="_ _1a"> </span>Spółka<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y1ca ff9 fs0 fc0 sc0 ls0 ws0">Comperia <span class="_ _15"> </span>skierowała <span class="_ _16"> </span>swoją <span class="_ _15"> </span>działaln<span class="_ _3"></span>ość <span class="_ _d"> </span>t<span class="_ _3"></span>akże <span class="_ _15"> </span>na <span class="_ _15"> </span>inn<span class="_ _3"></span>e <span class="_ _15"> </span>segmenty <span class="_ _15"> </span>gospodarki, <span class="_ _15"> </span>w </div><div class="t m0 x1 h2 y1cb ff9 fs0 fc0 sc0 ls0 ws0">szczególn<span class="_ _3"></span>ości ubezpi<span class="_ _3"></span>eczeniowy czy tel<span class="_ _3"></span>ekomunikac<span class="_ _3"></span><span class="ff1">yjny.<span class="_ _3"></span> </span></div><div class="t m0 x1 h14 y53 ff4 fs0 fc0 sc0 ls8 ws0">3.2.4.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">Nieprzewidziane <span class="_ _2e"> </span>cz<span class="_ _3"></span>ynniki <span class="_ _2e"> </span>otocze<span class="_ _3"></span>nia <span class="_ _37"> </span><span class="ff3">Spółki</span> <span class="_ _2e"> </span><span class="ff3">mogą <span class="_ _2e"> </span>mie<span class="_ _3"></span>ć <span class="_ _2e"> </span>istotny </span></span></span></div><div class="t m0 x26 h2 y1e0 ff3 fs0 fc0 sc0 ls0 ws0">niekorzystny wpł<span class="_ _3"></span>yw na jej dzi<span class="_ _3"></span>ałalność<span class="_ _3"></span><span class="ff4"> </span></div><div class="t m0 x1 h2 y55 ff9 fs0 fc0 sc0 ls0 ws0">Nieprzewidywal<span class="_ _3"></span>ne <span class="_ _2a"> </span>z<span class="_ _3"></span>darzenia, <span class="_ _1f"> </span>np. <span class="_ _2a"> </span>akty <span class="_ _1f"> </span>wojny <span class="_ _1f"> </span>lub <span class="_ _2a"> </span>terro<span class="_ _3"></span>ru <span class="_ _2a"> </span>mogą <span class="_ _1f"> </span>prowad<span class="_ _3"></span>zić <span class="_ _1f"> </span>do <span class="_ _2a"> </span>lokaln<span class="_ _3"></span>ych, </div><div class="t m0 x1 h2 y56 ff1 fs0 fc0 sc0 ls0 ws0">krajowych <span class="_ _e"></span>l<span class="_ _3"></span>ub <span class="_ _26"></span>ponad <span class="_ _e"></span>kr<span class="_ _3"></span>ajowych <span class="_ _e"></span>ni<span class="_ _3"></span>ekorzystnych <span class="_ _26"></span>zmi<span class="_ _3"></span>an <span class="_ _e"></span>w <span class="_ _26"></span>koniunktu<span class="_ _3"></span>rze <span class="_ _e"></span>go<span class="_ _3"></span>spoda<span class="_ _3"></span>rczej <span class="_ _e"></span>o<span class="_ _3"></span>raz </div><div class="t m0 x1 h2 y1e2 ff9 fs0 fc0 sc0 ls0 ws0">na  rynku  fi<span class="_ _3"></span>nansowym,  co  mi<span class="_ _3"></span>ałoby  negatywny <span class="_ _24"> </span>wpływ  na  uwarun<span class="_ _3"></span>kowania  dzi<span class="_ _3"></span>ałalności </div><div class="t m0 x1 h2 y1e3 ff9 fs0 fc0 sc0 ls0 ws0">Spółki. <span class="_ _25"></span>Emi<span class="_ _3"></span>tent <span class="_ _25"></span>wskazuj<span class="_ _3"></span>e <span class="_ _25"></span>na <span class="_ _25"></span>niestabil<span class="_ _3"></span>ną <span class="_ _25"></span>sytuację <span class="_ _25"></span>międz<span class="_ _3"></span>ynarodową, <span class="_ _25"></span>groźbę <span class="_ _25"></span>p<span class="_ _3"></span>owstawani<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y7a ff9 fs0 fc0 sc0 ls0 ws0">lub <span class="_ _22"> </span>eskalacji <span class="_ _23"> </span>konfli<span class="_ _3"></span>któw <span class="_ _23"> </span>zbrojnych <span class="_ _23"> </span>i<span class="_ _3"></span> <span class="_ _23"> </span>poli<span class="_ _3"></span>tycznych, <span class="_ _16"> </span>w<span class="_ _3"></span> <span class="_ _23"> </span>tym <span class="_ _22"> </span>restrykcji<span class="_ _3"></span> <span class="_ _23"> </span>w <span class="_ _23"> </span>h<span class="_ _e"></span><span class="ff1">andlu </span></div><div class="t m0 x1 h2 y1e4 ff9 fs0 fc0 sc0 ls0 ws0">międzynarodowym i<span class="_ _3"></span> sankcji<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h14 y5b ff4 fs0 fc0 sc0 ls8 ws0">4.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff3">OŚWIAD<span class="_ _3"></span>CZENIE O ST<span class="_ _3"></span>OSO<span class="ff4">W<span class="_ _3"></span>ANIU </span>ZASAD<span class="_ _3"></span> ŁADU KORPORAC<span class="_ _3"></span>Y<span class="ff4">JNE<span class="_ _3"></span>GO </span></span></span></div><div class="t m0 x1 h14 y1d4 ff4 fs0 fc0 sc0 ls8 ws0">4.1.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Wskazanie <span class="_ _1b"> </span><span class="ff3">zbioru <span class="_ _29"> </span>zasad <span class="_ _1b"> </span>ładu <span class="_ _29"> </span>korpor<span class="_ _3"></span>acyjnego, <span class="_ _29"> </span>któ<span class="_ _3"></span>remu <span class="_ _1b"> </span>podlega <span class="_ _29"> </span>emite<span class="_ _3"></span>nt, </span></span></span></div><div class="t m0 x26 h2 y258 ff4 fs0 fc0 sc0 ls0 ws0">oraz miejsca, gdz<span class="_ _3"></span>ie tekst zbi<span class="_ _3"></span>oru zas<span class="_ _3"></span><span class="ff3">ad jest publ<span class="_ _3"></span>icznie dostępny<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y182 ff1 fs0 fc0 sc0 ls0 ws0">Od <span class="_ _26"></span>01 <span class="_ _26"></span>styczni<span class="_ _3"></span>a <span class="_ _26"></span>20<span class="_ _3"></span>16 <span class="_ _26"></span>roku <span class="_ _26"></span>Grupa <span class="_ _26"></span>p<span class="_ _3"></span>odlega<span class="_ _3"></span> <span class="_ _26"></span><span class="ff9">zasa<span class="_ _3"></span>dom <span class="_ _26"></span>ładu<span class="_ _3"></span> <span class="_ _26"></span>korporacyjne<span class="_ _3"></span>go <span class="_ _26"></span>„Dobre <span class="_ _26"></span>Prakt<span class="_ _3"></span>yki </span></div><div class="t m0 x1 h2 y259 ff9 fs0 fc0 sc0 ls0 ws0">Spółek <span class="_ _3"></span>Notowan<span class="_ _3"></span>ych <span class="_ _3"></span>na <span class="_ _e"></span>GPW <span class="_ _3"></span>20<span class="_ _3"></span>16”przyjętym <span class="_ _e"></span>Uchwałą <span class="_ _e"></span>Nr <span class="_ _3"></span>26/1413<span class="_ _3"></span>/2015 <span class="_ _3"></span>Rad<span class="_ _3"></span>y <span class="_ _3"></span>Nadzorcz<span class="_ _3"></span>ej </div><div class="t m0 x1 h2 y184 ff9 fs0 fc0 sc0 ls0 ws0">Giełdy <span class="_ _1e"> </span>Papierów <span class="_ _1e"> </span>Wartościowych <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Warszawie <span class="_ _1e"> </span>S.A. <span class="_ _24"> </span>z <span class="_ _1e"> </span>dni<span class="_ _3"></span>a <span class="_ _1e"> </span>13 <span class="_ _24"> </span>paździ<span class="_ _3"></span>ernika <span class="_ _24"> </span>20<span class="_ _3"></span>15 <span class="_ _24"> </span>r.<span class="_ _3"></span> </div><div class="t m0 x1 h2 y25a ff9 fs0 fc0 sc0 ls0 ws0">Dokument ten dostępny<span class="_ _3"></span> jest na stroni<span class="_ _3"></span>e int<span class="_ _3"></span>ernetowej Gi<span class="_ _3"></span>ełdy Papi<span class="_ _3"></span>erów Wartości<span class="_ _3"></span>owych.<span class="ff1"> </span></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x28 y14 w24 h44" alt="" src="data:image/png;base64,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class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">26<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">Stan <span class="_ _e"></span>stosowani<span class="_ _3"></span>a <span class="_ _e"></span><span class="ff9">zasad <span class="_ _26"></span>ładu <span class="_ _e"></span>korp<span class="_ _3"></span>oracyjnego</span> <span class="_ _26"></span><span class="ff9">w <span class="_ _e"></span>Compe<span class="_ _3"></span>ria.pl<span class="_ _3"></span> <span class="_ _e"></span>S.A. <span class="_ _e"></span>dostęp<span class="_ _3"></span>ny <span class="_ _e"></span>jest <span class="_ _e"></span>na <span class="_ _e"></span>st<span class="_ _3"></span>ronie </span></div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">internetowej Jednost<span class="_ _3"></span>ki domi<span class="_ _3"></span>nującej www.c<span class="_ _3"></span>omperia.pl<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y241 ff4 fs0 fc0 sc0 ls8 ws0">4.2.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">W<span class="ff3">skazanie <span class="_ _1f"> </span>po<span class="_ _3"></span>stanow<span class="_ _3"></span>ień <span class="_ _1f"> </span>zbioru <span class="_ _1f"> </span>z<span class="_ _3"></span>asad <span class="_ _b"> </span>ładu <span class="_ _1f"> </span>k<span class="_ _3"></span>orporacyjne<span class="_ _3"></span>go <span class="_ _b"> </span></span>w <span class="_ _1f"> </span>zakresie, <span class="_ _1f"> </span>w </span></span></div><div class="t m0 x26 h2 y25b ff3 fs0 fc0 sc0 ls0 ws0">jakim  emitent  odstąpił  od  <span class="ff4">tych  </span>postano<span class="_ _3"></span>wień  oraz  wyjaśn<span class="ff4">ien<span class="_ _3"></span>ie  przyczyn </span></div><div class="t m0 x26 h2 y257 ff3 fs0 fc0 sc0 ls0 ws0">tego odstąpien<span class="_ _3"></span>ia<span class="ff4"> </span></div><div class="t m0 x1 h2 y205 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y189 ff4 fs0 fc0 sc0 ls0 ws0">Polityka informacy<span class="_ _3"></span>jna i komun<span class="_ _3"></span>ikacja z inwestor<span class="_ _3"></span>ami<span class="_ _3"></span> </div><div class="t m0 x1 h45 ycd ffe fs0 fc0 sc0 ls0 ws0">„(…) Spółka prowadzi k<span class="_ _3"></span>orporacyjną st<span class="_ _3"></span>ronę internetowa i za<span class="_ _3"></span>mieszcza na <span class="_ _3"></span>niej (…):<span class="_ _e"></span><span class="ffc"> </span></div><div class="t m0 x1 h45 y25c ffe fs0 fc0 sc0 ls0 ws0">I.Z.1.16. <span class="_ _25"></span>informację <span class="_ _25"> </span>na <span class="_ _25"> </span>temat <span class="_ _25"> </span>plan<span class="_ _3"></span>owanej <span class="_ _25"></span>transmisji <span class="_ _25"> </span>obrad <span class="_ _2a"> </span><span class="ffc">wal<span class="_ _3"></span>nego <span class="_ _25"></span>zgromadzenia <span class="_ _2a"> </span>- <span class="_ _25"></span>nie </span></div><div class="t m0 x1 h45 y25d ffe fs0 fc0 sc0 ls0 ws0">później niż w termini<span class="_ _3"></span>e 7 dni przed datą wal<span class="_ _3"></span>nego zgromadz<span class="_ _3"></span>enia,”<span class="_ _3"></span><span class="ffc"> </span></div><div class="t m0 x1 h2 y25e ff9 fs0 fc0 sc0 ls0 ws0">Spółka nie stosuj<span class="_ _3"></span>e powyższej zasady <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y25f ff9 fs0 fc0 sc0 ls0 ws0">Wyjaśnieni<span class="_ _3"></span>e<span class="ff1 ls16">: <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y260 ff9 fs0 fc0 sc0 ls0 ws0">Spółka n<span class="_ _3"></span>ie <span class="_ _3"></span>organizuje <span class="_ _3"></span>transmisji <span class="_ _3"></span>obrad <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zgromadzenia <span class="_ _3"></span>w <span class="_ _3"></span>czasi<span class="_ _3"></span>e rzeczywistym <span class="_ _3"></span>(c<span class="_ _3"></span>o </div><div class="t m0 x1 h2 y261 ff9 fs0 fc0 sc0 ls0 ws0">oznacza <span class="_ _29"> </span>ni<span class="_ _3"></span>estosowanie <span class="_ _29"> </span>odno<span class="_ _3"></span>śnej <span class="_ _29"> </span>za<span class="_ _3"></span>sady <span class="_ _29"> </span>IV.Z<span class="_ _3"></span>.2, <span class="_ _29"> </span>o <span class="_ _29"> </span>czym <span class="_ _29"> </span>n<span class="_ _3"></span>iżej), <span class="_ _29"> </span>a <span class="_ _29"> </span>w<span class="_ _3"></span> <span class="_ _29"> </span>konsekwen<span class="_ _3"></span>cji <span class="_ _29"> </span>ni<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y262 ff9 fs0 fc0 sc0 ls0 ws0">może <span class="_ _b"> </span>publikować <span class="_ _b"> </span>daty <span class="_ _b"> </span>tego <span class="_ _b"> </span>rodzaju <span class="_ _b"> </span>transmisji. <span class="_ _b"> </span>Spółka <span class="_ _b"> </span>ogłasza <span class="_ _b"> </span>ustaloną <span class="_ _b"> </span>datę <span class="_ _b"> </span>Walnego </div><div class="t m0 x1 h2 y263 ff9 fs0 fc0 sc0 ls0 ws0">Zgromadzeni<span class="_ _3"></span>a <span class="_ _d"> </span>z<span class="_ _3"></span>godnie <span class="_ _d"> </span>z <span class="_ _15"> </span>wymogami <span class="_ _15"> </span>Kodeksu <span class="_ _d"> </span>Spółek <span class="_ _15"> </span>Handlowych. <span class="_ _15"> </span>W <span class="_ _d"> </span>przypad<span class="_ _3"></span>ku </div><div class="t m0 x1 h2 y264 ff9 fs0 fc0 sc0 ls0 ws0">wdrożenia z<span class="_ _3"></span>asady IV.Z.2., Spółka będzi<span class="_ _3"></span>e równi<span class="_ _3"></span>eż w<span class="_ _3"></span>ówczas stos<span class="_ _3"></span>owała zasadę I.Z.1.16<span class="_ _3"></span>.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h45 y265 ffc fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h45 y266 ffe fs0 fc0 sc0 ls0 ws0">„(…) Spółka prowadzi k<span class="_ _3"></span>orporacyjną st<span class="_ _3"></span>ronę internetowa i za<span class="_ _3"></span>mieszcza na <span class="_ _3"></span>niej (…):<span class="_ _e"></span><span class="ffc"> </span></div><div class="t m0 x1 h45 y267 ffe fs0 fc0 sc0 ls0 ws0">I.Z.1.20. zapis p<span class="_ _3"></span>rzebiegu obrad waln<span class="_ _3"></span>ego zgromadzenia, w f<span class="_ _3"></span>ormie audio<span class="_ _3"></span> lub wideo,”<span class="_ _e"></span><span class="ffc"> </span></div><div class="t m0 x1 h2 y268 ff9 fs0 fc0 sc0 ls0 ws0">Spółka nie stosuj<span class="_ _3"></span>e powyższej zasady <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y269 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y26a ff9 fs0 fc0 sc0 ls0 ws0">Wyjaśnieni<span class="_ _3"></span>e<span class="ff1 ls16">: <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y26b ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _3"></span>n<span class="_ _3"></span>ie <span class="_ _e"></span>będzi<span class="_ _3"></span>e <span class="_ _3"></span>stosować <span class="_ _e"></span>powyższ<span class="_ _3"></span>ej <span class="_ _e"></span>zasady, <span class="_ _e"></span>z <span class="_ _3"></span>u<span class="_ _3"></span>wagi <span class="_ _e"></span>na <span class="_ _e"></span>fakt, <span class="_ _3"></span>ż<span class="_ _3"></span>e <span class="_ _3"></span>zapi<span class="_ _3"></span>s <span class="_ _3"></span>prz<span class="_ _3"></span>ebiegu <span class="_ _e"></span>obrad </div><div class="t m0 x1 h2 y26c ff9 fs0 fc0 sc0 ls0 ws0">Walnego <span class="_ _6"> </span>Zgromadzeni<span class="_ _3"></span>a <span class="_ _38"> </span>jest <span class="_ _38"> </span>przedsięwzięci<span class="_ _3"></span>em <span class="_ _38"> </span>generującym <span class="_ _38"> </span>zn<span class="_ _3"></span>aczny <span class="_ _38"> </span>wysiłek </div><div class="t m0 x1 h2 y26d ff9 fs0 fc0 sc0 ls0 ws0">organizacyjny <span class="_ _b"> </span>i <span class="_ _b"> </span>finansowy, <span class="_ _b"> </span>co <span class="_ _1f"> </span>wydaje <span class="_ _b"> </span>się <span class="_ _b"> </span>niewspółmierne <span class="_ _b"> </span>do <span class="_ _b"> </span>możliwych <span class="_ _b"> </span>do <span class="_ _1f"> </span>osi<span class="_ _3"></span>ągnięci<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y26e ff9 fs0 fc0 sc0 ls0 ws0">rezultatów, <span class="_ _15"> </span>zważ<span class="_ _3"></span>ywszy <span class="_ _15"> </span>n<span class="_ _3"></span><span class="ff1">a <span class="_ _15"> </span>dotychczas<span class="_ _3"></span> <span class="_ _15"> </span>zaob<span class="_ _3"></span>serwowany <span class="_ _15"> </span>bra<span class="_ _3"></span>k <span class="_ _15"> </span>ze <span class="_ _15"> </span>strony <span class="_ _16"> </span>drobnych </span></div><div class="t m0 x1 h2 y26f ff9 fs0 fc0 sc0 ls0 ws0">akcjonariuszy <span class="_ _17"> </span>z<span class="_ _3"></span>aint<span class="_ _3"></span>eresowania <span class="_ _17"> </span>przebi<span class="_ _3"></span>egiem <span class="_ _d"> </span>obrad <span class="_ _17"> </span>walnych <span class="_ _d"> </span>zgromadzeń <span class="_ _17"> </span>w <span class="_ _17"> </span>Sp<span class="_ _3"></span>ółce. </div><div class="t m0 x1 h2 y270 ff9 fs0 fc0 sc0 ls0 ws0">Ponadto  spółka  n<span class="_ _3"></span>ie  posi<span class="_ _3"></span>ada  stosownej  i<span class="_ _3"></span>nfrastruktury  te<span class="_ _3"></span>chniczn<span class="_ _3"></span>ej,  która  umożli<span class="_ _3"></span>wiłaby </div><div class="t m0 x1 h2 y271 ff9 fs0 fc0 sc0 ls0 ws0">rejestrację <span class="_ _12"> </span>obrad. <span class="_ _1b"> </span>W  ocenie <span class="_ _1b"> </span>Zarządu <span class="_ _12"> </span>stosowa<span class="_ _3"></span>n<span class="_ _3"></span><span class="ff1">e <span class="_ _1b"> </span>dot<span class="_ _3"></span>ychczas <span class="_ _12"> </span>metody <span class="_ _1b"> </span>d<span class="_ _3"></span>okumentowani<span class="_ _3"></span>a </span></div><div class="t m0 x1 h2 y272 ff9 fs0 fc0 sc0 ls0 ws0">obrad <span class="_ _26"></span>wal<span class="_ _3"></span>nego <span class="_ _25"></span>zgromadzeni<span class="_ _3"></span>a <span class="_ _26"></span>i<span class="_ _3"></span> <span class="_ _25"></span>rozpowszechniani<span class="_ _3"></span>a <span class="_ _26"></span>informacji<span class="_ _3"></span> <span class="_ _26"></span>w <span class="_ _25"></span>tym <span class="_ _25"></span>zakresie <span class="_ _26"></span>zapewni<span class="_ _3"></span>ają </div><div class="t m0 x1 h2 y273 ff9 fs0 fc0 sc0 ls0 ws0">należytą <span class="_ _26"></span>transparentność <span class="_ _26"></span>działaln<span class="_ _3"></span>ości <span class="_ _e"></span>Spółki. <span class="_ _26"></span>Wszelki<span class="_ _3"></span>e <span class="_ _e"></span>istotne <span class="_ _26"></span>informacje <span class="_ _e"></span>są <span class="_ _26"></span>publi<span class="_ _3"></span>kowane </div><div class="t m0 x1 h2 y274 ff9 fs0 fc0 sc0 ls0 ws0">zgodni<span class="_ _3"></span>e <span class="_ _e"></span>z <span class="_ _26"></span>obowi<span class="_ _3"></span>ązującymi<span class="_ _3"></span> <span class="_ _26"></span>przepisami, <span class="_ _26"></span>co <span class="_ _26"></span>zapewn<span class="_ _3"></span>ia<span class="_ _3"></span><span class="ff1"> <span class="_ _26"></span></span>akcjonari<span class="_ _3"></span>uszom <span class="_ _26"></span>dostęp <span class="_ _26"></span>do <span class="_ _e"></span>i<span class="_ _3"></span>nformacji<span class="_ _3"></span> </div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x28 y14 w24 h46" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">27<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">przebiegu  walnych  zgromadzeń <span class="_ _1b"> </span>Sp<span class="_ _3"></span>ółki.  Jednocześnie  Spółka <span class="_ _1b"> </span>ni<span class="_ _3"></span>e  wyklucza  moż<span class="_ _2"></span>liwości </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">stosowania <span class="_ _24"> </span>powyższej  zasady  w <span class="_ _24"> </span>przyszłości<span class="_ _3"></span>,  po  stworz<span class="_ _3"></span>eniu <span class="_ _24"> </span>odpowiednich <span class="_ _24"> </span>możliwości </div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">techniczn<span class="_ _3"></span>ych i poczyni<span class="_ _3"></span>eniu w tym celu stosownych na<span class="_ _3"></span>kładów<span class="_ _3"></span><span class="ff1 ls5">. <span class="_ _3"></span><span class="ls0"> </span></span></div><div class="t m0 x1 h2 y40 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y148 ff3 fs0 fc0 sc0 ls0 ws0">Zarząd i Rada Nadz<span class="_ _3"></span>orcza<span class="_ _3"></span><span class="ff4"> </span></div><div class="t m0 x1 h45 y275 ffc fs0 fc0 sc0 ls0 ws0">II.R.2. <span class="_ _9"></span><span class="ffe">Osoby <span class="_ _2b"> </span>podejmujące <span class="_ _2b"> </span>decyzję <span class="_ _2b"> </span>w <span class="_ _2b"> </span>sprawi<span class="_ _3"></span>e <span class="_ _13"> </span>w<span class="_ _3"></span>yboru <span class="_ _2b"> </span>członk<span class="_ _3"></span>ów <span class="_ _13"> </span>z<span class="_ _3"></span>arządu <span class="_ _2b"> </span>lub <span class="_ _2b"> </span>rady </span></div><div class="t m0 x1 h45 y276 ffe fs0 fc0 sc0 ls0 ws0">nadzorczej <span class="_ _2a"> </span>spółki <span class="_ _25"> </span>p<span class="_ _3"></span>owinny <span class="_ _2a"> </span>dążyć <span class="_ _2a"> </span>do <span class="_ _25"> </span>zap<span class="_ _3"></span>ewnienia <span class="_ _2a"> </span>wszechstronn<span class="_ _3"></span>ości <span class="_ _2a"> </span>i <span class="_ _25"> </span>różnorodn<span class="_ _3"></span>ości <span class="_ _25"> </span>t<span class="_ _3"></span>ych </div><div class="t m0 x1 h45 y19c ffe fs0 fc0 sc0 ls0 ws0">organów, <span class="_ _23"> </span>między <span class="_ _22"> </span>inn<span class="_ _3"></span>ymi <span class="_ _22"> </span>pod <span class="_ _23"> </span>wzgl<span class="_ _3"></span>ędem <span class="_ _23"> </span>pł<span class="_ _3"></span>ci, <span class="_ _23"> </span>kierunku <span class="_ _22"> </span>wykszt<span class="_ _3"></span>ałcenia, <span class="_ _11"> </span><span class="ffc">wieku <span class="_ _22"> </span>i </span></div><div class="t m0 x1 h45 y82 ffe fs0 fc0 sc0 ls0 ws0">doświadczenia zawod<span class="_ _3"></span>owego.<span class="_ _3"></span><span class="ffc"> </span></div><div class="t m0 x1 h2 y277 ff9 fs0 fc0 sc0 ls0 ws0">Rekomendacja <span class="_ _29"> </span>nie <span class="_ _29"> </span>jest <span class="_ _b"> </span>stos<span class="_ _3"></span>owana <span class="_ _b"> </span>w <span class="_ _29"> </span>zakr<span class="_ _3"></span>esie <span class="_ _29"> </span>odnoszącym <span class="_ _29"> </span>się <span class="_ _29"> </span>do <span class="_ _b"> </span>kwesti<span class="_ _3"></span>i <span class="_ _29"> </span>zapewnieni<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y278 ff9 fs0 fc0 sc0 ls0 ws0">różnorodności organ<span class="_ _3"></span>ów pod wzgl<span class="_ _3"></span>ędem płci.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y279 ff9 fs0 fc0 sc0 ls0 ws0">Wyjaśnieni<span class="_ _3"></span>e<span class="ff1 ls16">: <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y6d ff9 fs0 fc0 sc0 ls0 ws0">Decyzja <span class="_ _e"></span>w <span class="_ _3"></span>kw<span class="_ _3"></span>estii<span class="_ _3"></span> <span class="_ _3"></span>wyboru <span class="_ _e"></span>członków <span class="_ _e"></span>Zarząd<span class="_ _3"></span>u <span class="_ _3"></span>i<span class="_ _3"></span> <span class="_ _e"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _e"></span>Spółki <span class="_ _e"></span>pod <span class="_ _e"></span>wzgl<span class="_ _3"></span>ędem <span class="_ _3"></span>płci </div><div class="t m0 x1 h2 y27a ff9 fs0 fc0 sc0 ls0 ws0">pozostawiona <span class="_ _1e"> </span>j<span class="_ _3"></span>est <span class="_ _1e"> </span>uznan<span class="_ _3"></span>iu <span class="_ _1e"> </span>uprawni<span class="_ _3"></span>onych <span class="_ _1e"> </span>organów <span class="_ _14"> </span>Spółki, <span class="_ _1e"> </span>które <span class="_ _14"> </span>kierują <span class="_ _14"> </span>się <span class="_ _1e"> </span>w <span class="_ _1e"> </span>tym </div><div class="t m0 x1 h2 y244 ff9 fs0 fc0 sc0 ls0 ws0">zakresie <span class="_ _24"> </span>kwalifi<span class="_ _3"></span>kacjami  posi<span class="_ _3"></span>adanymi<span class="_ _3"></span>  przez <span class="_ _24"> </span>osobę  mającą <span class="_ _24"> </span>pełni<span class="_ _3"></span>ć  powi<span class="_ _3"></span>erzoną  funkcj<span class="_ _3"></span>ę; </div><div class="t m0 x1 h2 y27b ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _b"> </span>nie<span class="ff1"> <span class="_ _b"> </span></span>wyklucza<span class="_ _3"></span>, <span class="_ _b"> </span>że <span class="_ _1f"> </span>w <span class="_ _b"> </span>przyszłości <span class="_ _b"> </span>proporcje <span class="_ _b"> </span>udzi<span class="_ _3"></span>ału <span class="_ _b"> </span>kobiet <span class="_ _b"> </span>i <span class="_ _b"> </span>mężczyzn <span class="_ _b"> </span>w <span class="_ _b"> </span>składzie </div><div class="t m0 x1 h2 y246 ff9 fs0 fc0 sc0 ls0 ws0">wyżej wskazanych <span class="_ _3"></span>organów mogą<span class="_ _3"></span> ulec zrównoważ<span class="_ _3"></span>eniu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y27c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h45 y1cb ffe fs0 fc0 sc0 ls0 ws0">„II.Z.7.<span class="ffc"> <span class="_ _39"> </span></span>W <span class="_ _13"> </span>zakresi<span class="_ _3"></span>e <span class="_ _13"> </span>zadań <span class="_ _2b"> </span>i <span class="_ _13"> </span>f<span class="_ _3"></span>unkcjonowania <span class="_ _2b"> </span>komitetów <span class="_ _2b"> </span>działających <span class="_ _2b"> </span>w <span class="_ _13"> </span>ra<span class="_ _3"></span>dzie </div><div class="t m0 x1 h45 y27d ffe fs0 fc0 sc0 ls0 ws0">nadzorczej <span class="_ _15"> </span>zastosowan<span class="_ _3"></span>ie <span class="_ _15"> </span>mają <span class="_ _15"> </span>postanowienia <span class="_ _15"> </span>Załącznika <span class="_ _15"> </span>I<span class="_ _e"></span><span class="ffc"> <span class="_ _15"> </span>do <span class="_ _d"> </span>Zalecenia <span class="_ _15"> </span>Komisji </span></div><div class="t m0 x1 h45 y75 ffe fs0 fc0 sc0 ls0 ws0">Europejskiej, <span class="_ _12"> </span>o <span class="_ _1b"> </span>którym <span class="_ _12"> </span>mowa <span class="_ _1b"> </span>w <span class="_ _1b"> </span>z<span class="_ _3"></span>asadzie <span class="_ _1b"> </span>II.<span class="_ _3"></span>Z.4. <span class="_ _1b"> </span>W <span class="_ _12"> </span>przypadku <span class="_ _1b"> </span>gd<span class="_ _3"></span>y <span class="_ _1b"> </span>fun<span class="_ _3"></span>kcję <span class="_ _1b"> </span>komitetu<span class="_ _3"></span> </div><div class="t m0 x1 h45 y27e ffe fs0 fc0 sc0 ls0 ws0">audytu pełni rada nadz<span class="_ _3"></span>orcza, powyż<span class="_ _3"></span>sze zasady stosuj<span class="_ _3"></span>e się odpowi<span class="_ _3"></span>ednio.”<span class="_ _e"></span><span class="ffc"> </span></div><div class="t m0 x1 h2 y77 ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>ni<span class="_ _3"></span>e <span class="_ _1e"> </span>stosuje <span class="_ _1e"> </span>p<span class="_ _3"></span>owyższej <span class="_ _1e"> </span>z<span class="_ _3"></span>asady <span class="_ _1e"> </span>w <span class="_ _14"> </span>zakresi<span class="_ _3"></span>e <span class="_ _1e"> </span>odnoszącym <span class="_ _1e"> </span>si<span class="_ _3"></span>ę <span class="_ _1e"> </span>bezp<span class="_ _3"></span>ośrednio <span class="_ _1e"> </span>do </div><div class="t m0 x1 h2 y1a7 ff1 fs0 fc0 sc0 ls0 ws0">komit<span class="ff9">etów w rama<span class="_ _3"></span>ch Rady Nadzo<span class="_ _3"></span>rczej, z w<span class="_ _3"></span>yjątki<span class="_ _3"></span>em utworzenia Komi<span class="_ _3"></span>tetu Audytu<span class="_ _3"></span>.</span> </div><div class="t m0 x1 h2 y79 ff9 fs0 fc0 sc0 ls0 ws0">Wyjaśnieni<span class="_ _3"></span>e: <span class="ff1"> </span></div><div class="t m0 x1 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">W strukturze <span class="_ _3"></span>organi<span class="_ _3"></span>zacyjnej<span class="_ _3"></span> Rady <span class="_ _3"></span>Nadzorczej <span class="ff9">Sp<span class="_ _3"></span>ółki ni<span class="_ _3"></span>e zostały dotychczas<span class="_ _3"></span></span> <span class="ff9">wy<span class="_ _3"></span>odrębni<span class="_ _3"></span>one</span> </div><div class="t m0 x1 h2 y280 ff9 fs0 fc0 sc0 ls0 ws0">żadne <span class="_ _23"> </span>komitety<span class="_ _3"></span><span class="ff1"> <span class="_ _16"> </span></span>za <span class="_ _22"> </span>wyjątkiem <span class="_ _23"> </span>Komi<span class="_ _3"></span>tetu <span class="_ _23"> </span>Audytu, <span class="_ _23"> </span>który <span class="_ _23"> </span>został<span class="_ _3"></span> <span class="_ _16"> </span>wy<span class="_ _3"></span>odrębni<span class="_ _3"></span>ony <span class="_ _16"> </span>w </div><div class="t m0 x1 h2 y281 ff9 fs0 fc0 sc0 ls0 ws0">październi<span class="_ _3"></span>k<span class="ff1">u <span class="_ _26"></span>2017 <span class="_ _26"></span>roku<span class="_ _3"></span>; <span class="_ _26"></span>kwestia<span class="_ _3"></span> <span class="_ _26"></span></span>powołania <span class="_ _26"></span>komi<span class="_ _3"></span>tetów <span class="_ _26"></span>leży <span class="_ _26"></span>w <span class="_ _26"></span>g<span class="_ _3"></span>estii<span class="_ _3"></span> <span class="_ _26"></span>Rady <span class="_ _e"></span>Nadzo<span class="_ _3"></span>rczej. <span class="_ _26"></span>W<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">przypadku <span class="_ _1b"> </span><span class="ff9">powołani<span class="_ _3"></span>a <span class="_ _1b"> </span>tego <span class="_ _1b"> </span>rodzaju <span class="_ _1b"> </span>komitetów<span class="_ _3"></span></span> <span class="_ _1b"> </span><span class="ff9">w <span class="_ _1b"> </span>przyszło<span class="_ _3"></span>ści, <span class="_ _1b"> </span>Spółka <span class="_ _1b"> </span>nie <span class="_ _1b"> </span>wyklu<span class="_ _3"></span>cza,</span> <span class="_ _1b"> </span><span class="ff9">że </span></div><div class="t m0 x1 h2 y17e ff9 fs0 fc0 sc0 ls0 ws0">powyższe<span class="ff1"> <span class="_ _26"></span>zal<span class="_ _3"></span>ecenia <span class="_ _25"></span>Komisji <span class="_ _25"></span></span>Europejskiej <span class="_ _26"></span>znajdą <span class="_ _26"></span>zastosowan<span class="_ _3"></span>ie.<span class="_ _3"></span><span class="ff1"> <span class="_ _26"></span>Zadani<span class="_ _3"></span>a <span class="_ _26"></span>Komi<span class="_ _3"></span>tetu <span class="_ _25"></span>Audytu </span></div><div class="t m0 x1 h2 y283 ff1 fs0 fc0 sc0 ls0 ws0">wykonuje <span class="_ _2a"> </span><span class="ff9">wyodrębni<span class="_ _3"></span>ony <span class="_ _2a"></span>z <span class="_ _2a"></span></span>Rady <span class="_ _2a"> </span>Nadzorczej <span class="_ _2a"> </span>Komi<span class="_ _3"></span>tet<span class="_ _3"></span>, <span class="_ _25"></span>a <span class="_ _2a"> </span><span class="ff9">in<span class="_ _3"></span>tencją <span class="_ _2a"></span>Spółki <span class="_ _2a"> </span>jest <span class="_ _2a"></span>zapewnieni<span class="_ _3"></span>e </span></div><div class="t m0 x1 h2 y180 ff9 fs0 fc0 sc0 ls0 ws0">aby <span class="_ _14"> </span>kierował <span class="_ _14"> </span>się <span class="_ _14"> </span>on <span class="_ _14"> </span>w <span class="_ _14"> </span>t<span class="_ _3"></span>ym <span class="_ _14"> </span>zakresie<span class="_ _3"></span><span class="ff1"> <span class="_ _14"> </span></span>powyższymi<span class="_ _3"></span> <span class="_ _14"> </span>regul<span class="_ _3"></span>acjami<span class="ff1"> <span class="_ _14"> </span>Komi<span class="_ _3"></span>sji <span class="_ _14"> </span>Europejskiej </span></div><div class="t m0 x1 h2 y1b0 ff9 fs0 fc0 sc0 ls0 ws0">odnoszącymi<span class="_ _3"></span> się do funkcjonowan<span class="_ _3"></span>ia komi<span class="_ _3"></span>tetów audytu<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h2 y198 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y80 ff4 fs0 fc0 sc0 ls0 ws0">Walne zgromadze<span class="_ _3"></span>nie i relac<span class="_ _3"></span>je z akcjonar<span class="_ _3"></span>iuszami <span class="_ _3"></span> </div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x28 y14 w24 h47" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">28<span class="ls0"> </span></div></div><div class="t m0 x1 h45 y284 ffe fs0 fc0 sc0 ls0 ws0">„IV.Z.2.  Jeżeli <span class="_ _12"> </span>jest  to  uzasadnione  z  uwagi  na <span class="_ _12"> </span>strukturę  akcjonariat<span class="_ _3"></span>u  spółki, <span class="_ _12"> </span>spółka </div><div class="t m0 x1 h45 y3e ffe fs0 fc0 sc0 ls0 ws0">zapewnia <span class="_ _14"> </span>p<span class="_ _3"></span>owszechni<span class="_ _3"></span>e <span class="_ _14"> </span>dost<span class="_ _3"></span>ępną <span class="_ _14"> </span>transmi<span class="_ _3"></span>sję <span class="_ _13"> </span>obrad <span class="_ _14"> </span>waln<span class="_ _3"></span>ego <span class="_ _14"> </span>zg<span class="_ _3"></span>romadzenia <span class="_ _13"> </span>w <span class="_ _14"> </span>cza<span class="_ _3"></span>sie </div><div class="t m0 x1 h45 y61 ffe fs0 fc0 sc0 ls0 ws0">rzeczywistym.”<span class="_ _3"></span><span class="ffc"> </span></div><div class="t m0 x1 h2 y40 ff9 fs0 fc0 sc0 ls0 ws0">Spółka nie stosuj<span class="_ _3"></span>e powyższej zasady <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y148 ff9 fs0 fc0 sc0 ls0 ws0">Wyjaśnieni<span class="_ _3"></span>e: <span class="ff1"> </span></div><div class="t m0 x1 h2 y275 ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _d"> </span>nie <span class="_ _d"> </span>będzie <span class="_ _d"> </span>zapewniała <span class="_ _d"> </span>transmi<span class="_ _3"></span>sji <span class="_ _d"> </span>obrad <span class="_ _d"> </span>walnego <span class="_ _d"> </span>zgromadzeni<span class="_ _3"></span>a <span class="_ _d"> </span>w <span class="_ _d"> </span>czasie </div><div class="t m0 x1 h2 y276 ff1 fs0 fc0 sc0 ls0 ws0">rzeczywistym. <span class="_ _25"></span><span class="ff9">Prz<span class="_ _3"></span>emawi<span class="_ _3"></span>a <span class="_ _25"></span>za <span class="_ _25"></span>tym <span class="_ _25"></span>fakt, <span class="_ _25"></span>iż <span class="_ _25"></span>zapewnieni<span class="_ _3"></span>e <span class="_ _25"></span>powszechnie <span class="_ _25"></span>dostępnej <span class="_ _25"></span>transmi<span class="_ _3"></span>sji </span></div><div class="t m0 x1 h2 y19c ff9 fs0 fc0 sc0 ls0 ws0">obrad <span class="_ _10"> </span>wal<span class="_ _3"></span>nego <span class="_ _2d"> </span>zgromad<span class="_ _3"></span>zenia, <span class="_ _2d"> </span>wiąz<span class="_ _3"></span>ało <span class="_ _10"> </span>by <span class="_ _2d"> </span>się <span class="_ _2d"> </span>z <span class="_ _10"> </span>p<span class="_ _3"></span>oniesi<span class="_ _3"></span>eniem <span class="_ _10"> </span>ni<span class="_ _3"></span>ebagatel<span class="_ _3"></span>nych, </div><div class="t m0 x1 h2 y82 ff9 fs0 fc0 sc0 ls0 ws0">dodatkowych koszt<span class="_ _3"></span>ów, jak równi<span class="_ _3"></span>eż ze wzg<span class="_ _3"></span>lędu na dotychcza<span class="_ _3"></span>sowe dośw<span class="_ _3"></span>i<span class="_ _3"></span>adczenia odnośni<span class="_ _3"></span>e </div><div class="t m0 x1 h2 y83 ff9 fs0 fc0 sc0 ls0 ws0">organizacji<span class="_ _3"></span> <span class="_ _16"> </span>i<span class="_ _3"></span> <span class="_ _23"> </span>przebiegu <span class="_ _23"> </span>waln<span class="_ _3"></span>ych <span class="_ _23"> </span>zgromadzeń, <span class="_ _23"> </span>które <span class="_ _23"> </span>ni<span class="_ _3"></span>e <span class="_ _23"> </span>wskazują <span class="_ _23"> </span>na <span class="_ _23"> </span>potrzebę </div><div class="t m0 x1 h2 yce ff9 fs0 fc0 sc0 ls0 ws0">dokonywani<span class="_ _3"></span>a  tego  rodzaju  tr<span class="_ _2"></span>ansmi<span class="_ _3"></span>sji,  zważywszy  na  <span class="ff1">zaobserwowa<span class="_ _3"></span>ny  brak  ze  strony </span></div><div class="t m0 x1 h2 y48 ff1 fs0 fc0 sc0 ls0 ws0">drobnych <span class="_ _14"> </span>akcjon<span class="_ _3"></span>ariuszy <span class="_ _13"> </span>zainteresowania <span class="_ _13"> </span><span class="ff9">przebi<span class="_ _3"></span>egiem <span class="_ _13"> </span>obrad <span class="_ _14"> </span>wal<span class="_ _3"></span>nych <span class="_ _14"> </span>zgromadzeń <span class="_ _13"> </span>w </span></div><div class="t m0 x1 h2 y49 ff9 fs0 fc0 sc0 ls0 ws0">Spółce. <span class="_ _13"> </span>Ponadt<span class="_ _3"></span>o, <span class="_ _13"> </span>Spółka <span class="_ _13"> </span>p<span class="_ _3"></span>ubli<span class="_ _3"></span>kuje <span class="_ _13"> </span>w <span class="_ _13"> </span>formie <span class="_ _13"> </span>raportów<span class="_ _3"></span> <span class="_ _13"> </span>bieżących<span class="_ _3"></span> <span class="_ _13"> </span>wszelki<span class="_ _3"></span>e <span class="_ _13"> </span>prawem </div><div class="t m0 x1 h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0">wymagane <span class="_ _3"></span>informacje<span class="_ _3"></span> <span class="_ _3"></span>w <span class="_ _3"></span> <span class="_ _3"></span><span class="ff9">tym <span class="_ _3"></span>zakresie, <span class="_ _3"></span>zap<span class="_ _3"></span>ewni<span class="_ _3"></span>ając akcjonari<span class="_ _3"></span>uszom <span class="_ _3"></span>dostęp <span class="_ _3"></span>do <span class="_ _3"></span>in<span class="_ _3"></span>formacji </span></div><div class="t m0 x1 h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">przebiegu <span class="_ _25"></span>wal<span class="_ _3"></span>nych <span class="_ _2a"></span><span class="ff9">zgromadzeń</span> <span class="_ _25"></span><span class="ff9">Spółki<span class="_ _3"></span>. <span class="_ _25"></span>Obowi<span class="_ _3"></span>ązujące</span> <span class="_ _25"></span>obecni<span class="_ _3"></span>e <span class="_ _25"></span>zasady <span class="_ _25"></span><span class="ff9">u<span class="_ _3"></span>działu <span class="_ _25"></span>w <span class="_ _2a"> </span>walnym</span> </div><div class="t m0 x1 h2 y1f3 ff9 fs0 fc0 sc0 ls0 ws0">zgromadzeniu<span class="_ _3"></span> <span class="_ _25"></span>w <span class="_ _25"></span>pełni <span class="_ _25"></span>zabezpi<span class="_ _3"></span>eczają <span class="_ _25"></span>interesy<span class="_ _3"></span><span class="ff1"> <span class="_ _25"></span>wszystki<span class="_ _3"></span>ch <span class="_ _25"></span></span>akcjonari<span class="_ _3"></span>uszy <span class="_ _25"></span>oraz <span class="_ _25"></span>umożli<span class="_ _3"></span>wiają </div><div class="t m0 x1 h2 y1f4 ff9 fs0 fc0 sc0 ls0 ws0">im <span class="_ _29"> </span>realizację <span class="_ _29"> </span>praw <span class="_ _b"> </span>wy<span class="_ _3"></span>nikaj<span class="_ _3"></span>ących<span class="ff1"> <span class="_ _29"> </span>z <span class="_ _b"> </span>p<span class="_ _3"></span>osiadanych<span class="_ _3"></span> <span class="_ _b"> </span></span>przez <span class="_ _29"> </span>nich <span class="_ _29"> </span>akcji<span class="_ _3"></span>. <span class="_ _b"> </span>Spółka <span class="_ _29"> </span>ni<span class="_ _3"></span>e <span class="_ _b"> </span>wyklu<span class="_ _3"></span>cza<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y6f ff1 fs0 fc0 sc0 ls0 ws0">jednak <span class="_ _11"> </span><span class="ff9">możli<span class="_ _3"></span>wości</span> <span class="_ _11"> </span>stosowani<span class="_ _3"></span>a <span class="_ _11"> </span><span class="ff9">powyższej</span> <span class="_ _11"> </span><span class="ff9">z<span class="_ _3"></span>asady <span class="_ _22"> </span>w <span class="_ _11"> </span>przy<span class="_ _3"></span>szłośc</span><span class="ls1f">i,</span> <span class="_ _11"> </span>po <span class="_ _11"> </span>stworzeni<span class="_ _3"></span>u </div><div class="t m0 x1 h2 y191 ff1 fs0 fc0 sc0 ls0 ws0">odpowiedni<span class="_ _3"></span>ch <span class="ff9">warunków<span class="_ _3"></span></span> techniczn<span class="_ _3"></span>ych i poczyni<span class="_ _3"></span>eniu<span class="_ _3"></span> w <span class="ff9">tym celu stosownych na<span class="_ _3"></span>kładów.<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y1f7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h45 y51 ffe fs0 fc0 sc0 ls0 ws0">„IV.Z.3. Przedstawi<span class="_ _3"></span>cielom mediów umożliwi<span class="_ _3"></span>a się obe<span class="_ _3"></span>cność na walny<span class="_ _3"></span>ch zgromadzeniach.<span class="_ _3"></span>”<span class="_ _e"></span><span class="ffc"> </span></div><div class="t m0 x1 h2 y209 ff9 fs0 fc0 sc0 ls0 ws0">Spółka nie stosuj<span class="_ _3"></span>e powyższej zasady <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y285 ff9 fs0 fc0 sc0 ls0 ws0">Wyjaśnieni<span class="_ _3"></span>e: <span class="ff1"> </span></div><div class="t m0 x1 h2 y286 ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2b"> </span>ocenie <span class="_ _2b"> </span>Sp<span class="_ _3"></span>ółki <span class="_ _2b"> </span>obowi<span class="_ _3"></span>ązujące <span class="_ _2b"> </span>przepisy <span class="_ _2b"> </span>pr<span class="_ _3"></span>awa, <span class="_ _2b"> </span>w <span class="_ _2b"> </span>wystarcza<span class="_ _3"></span>jący <span class="_ _2b"> </span>sposób, <span class="_ _1a"> </span>regulują </div><div class="t m0 x1 h2 y287 ff9 fs0 fc0 sc0 ls0 ws0">wykonanie <span class="_ _2b"> </span>nałożonych <span class="_ _2b"> </span>na <span class="_ _13"> </span>spółki<span class="_ _3"></span> <span class="_ _13"> </span>pu<span class="_ _3"></span>bliczne <span class="_ _13"> </span>obowiąz<span class="_ _3"></span>ków <span class="_ _13"> </span>i<span class="_ _3"></span>nformacyjn<span class="_ _3"></span>ych <span class="_ _13"> </span>w <span class="_ _2b"> </span>zakresie </div><div class="t m0 x1 h2 y288 ff9 fs0 fc0 sc0 ls0 ws0">jawności <span class="_ _e"></span>i <span class="_ _e"></span>transparentn<span class="_ _3"></span>ości <span class="_ _e"></span>spraw <span class="_ _e"></span>będących <span class="_ _e"></span>pr<span class="_ _3"></span>zedmiotem <span class="_ _e"></span>obrad <span class="_ _e"></span>waln<span class="_ _3"></span>ych <span class="_ _3"></span>zg<span class="_ _3"></span>romadzeń. <span class="_ _e"></span>W </div><div class="t m0 x1 h2 y289 ff9 fs0 fc0 sc0 ls0 ws0">związ<span class="_ _3"></span>ku <span class="_ _2b"> </span>z<span class="_ _3"></span> <span class="_ _2b"> </span>tym <span class="_ _1a"> </span>Spółka <span class="_ _1a"> </span>ni<span class="_ _3"></span>e <span class="_ _2b"> </span>wi<span class="_ _3"></span>dzi <span class="_ _1a"> </span>do<span class="_ _3"></span><span class="ff1">datkowej <span class="_ _1a"> </span>potrzeby<span class="_ _3"></span> <span class="_ _2b"> </span>ucze<span class="_ _3"></span>stni<span class="_ _3"></span>czenia <span class="_ _2b"> </span>n<span class="_ _3"></span>a <span class="_ _2b"> </span>wal<span class="_ _3"></span>nym </span></div><div class="t m0 x1 h2 y158 ff9 fs0 fc0 sc0 ls0 ws0">zgromadzeniu<span class="_ _3"></span> <span class="_ _16"> </span>przedstawici<span class="_ _3"></span>eli <span class="_ _16"> </span>medi<span class="_ _3"></span>ów. <span class="_ _16"> </span>W <span class="_ _23"> </span>przypadku <span class="_ _16"> </span>pytań<span class="_ _3"></span> <span class="_ _16"> </span>dotyczących <span class="_ _23"> </span>walnych </div><div class="t m0 x1 h2 y59 ff9 fs0 fc0 sc0 ls0 ws0">zgromadzeń, <span class="_ _26"></span>ki<span class="_ _3"></span>erowanych <span class="_ _25"></span>do <span class="_ _26"></span>Spółki<span class="_ _3"></span> <span class="_ _26"></span>przez <span class="_ _26"></span>p<span class="_ _3"></span>rzedstawi<span class="_ _3"></span>ci<span class="_ _3"></span>eli <span class="_ _26"></span>medi<span class="_ _3"></span>ów <span class="_ _25"></span>–<span class="ff1"> <span class="_ _26"></span></span>Sp<span class="_ _3"></span>ółka <span class="_ _26"></span>ni<span class="_ _3"></span>ezwłocznie </div><div class="t m0 x1 h2 y5a ff1 fs0 fc0 sc0 ls0 ws0">udziel<span class="_ _3"></span>a stosownych odpowi<span class="_ _3"></span>edzi. </div><div class="t m0 x1 h2 y28a ff4 fs0 fc0 sc0 ls0 ws0">Wynagrodzenia<span class="_ _3"></span> </div><div class="t m0 x1 h2 y28b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h45 y28c ffc fs0 fc0 sc0 ls0 ws0"> <span class="ffe">„VI.R.</span><span class="ls4">3.</span> <span class="_ _3a"> </span><span class="ffe">Jeżeli <span class="_ _2a"> </span>w <span class="_ _2a"> </span>radzie <span class="_ _2a"> </span>nadzorczej <span class="_ _2a"> </span>funk<span class="_ _3"></span>cjonuje <span class="_ _2a"> </span>komitet <span class="_ _2a"> </span>do <span class="_ _2a"> </span>spraw <span class="_ _2a"> </span>wynagrodzeń, <span class="_ _2a"> </span>w </span></div><div class="t m0 x1 h45 y28d ffe fs0 fc0 sc0 ls0 ws0">zakresie jego funk<span class="_ _3"></span>cjonowania ma zasto<span class="_ _3"></span>sowanie zasada II.Z.7<span class="_ _3"></span>.”<span class="_ _3"></span><span class="ffc"> </span></div><div class="t m0 x1 h2 y28e ff1 fs0 fc0 sc0 ls0 ws0">Rekomendacja ni<span class="_ _3"></span>e dotyczy Grupy.<span class="_ _3"></span> <span class="_ _3"></span> </div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x1 y14 w25 h48" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">29<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Wyjaśnieni<span class="_ _3"></span>e: <span class="ff1"> </span></div><div class="t m0 x1 h2 yec ff9 fs0 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>Radz<span class="_ _3"></span>ie <span class="_ _16"> </span>Nadzorczej <span class="_ _15"> </span>jedn<span class="_ _3"></span>ostki <span class="_ _16"> </span>dominującej <span class="_ _15"> </span>ni<span class="_ _3"></span>e <span class="_ _15"> </span>fun<span class="_ _3"></span>kcjonuje <span class="_ _15"> </span>komitet <span class="_ _16"> </span>do <span class="_ _15"> </span>spraw<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y84 ff9 fs0 fc0 sc0 ls0 ws0">wynagrodzeń.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 yca ff4 fs0 fc0 sc0 ls8 ws0">4.3.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Opis <span class="_ _d"> </span>głó<span class="_ _3"></span>wnych <span class="_ _15"> </span>cech <span class="_ _15"> </span>stosowanyc<span class="_ _3"></span>h <span class="_ _15"> </span>systemów <span class="_ _15"> </span>kontroli <span class="_ _15"> </span>wewnętrznej <span class="_ _15"> </span>i </span></span></div><div class="t m0 x26 h2 y85 ff3 fs0 fc0 sc0 ls0 ws0">zarzą<span class="ff4">dzania <span class="_ _25"></span></span>ryzyki<span class="_ _3"></span>em <span class="_ _25"></span>w <span class="_ _25"></span>odniesieniu <span class="_ _25"></span>do <span class="_ _25"></span>procesu <span class="_ _25"></span>sporządza<span class="_ _3"></span>nia <span class="_ _25"></span>sprawozdań </div><div class="t m0 x26 h2 y205 ff3 fs0 fc0 sc0 ls0 ws0">finansowych<span class="_ _3"></span> i skonsolidowanyc<span class="_ _3"></span>h sprawozd<span class="_ _3"></span>ań finansowyc<span class="_ _3"></span>h<span class="_ _3"></span><span class="ff4"> </span></div><div class="t m0 x1 h2 y149 ff9 fs0 fc0 sc0 ls0 ws0">System <span class="_ _22"> </span>k<span class="_ _3"></span>ontroli<span class="_ _3"></span> <span class="_ _11"> </span>wewnętrznej <span class="_ _22"> </span>i<span class="_ _3"></span> <span class="_ _11"> </span>zarządzania <span class="_ _11"> </span>ryzykiem <span class="_ _11"> </span>w <span class="_ _11"> </span>pr<span class="_ _3"></span>ocesie <span class="_ _11"> </span>sporządzani<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y18a ff9 fs0 fc0 sc0 ls0 ws0">sprawozdań fi<span class="_ _3"></span>nansowych w Comp<span class="_ _3"></span>eria.pl<span class="_ _3"></span> S.A. opiera się na:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y28f ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _30"> </span><span class="ff9">wewnęt<span class="_ _3"></span>rznych <span class="_ _3"></span>r<span class="_ _3"></span>egulaminach <span class="_ _e"></span>określaj<span class="_ _3"></span>ących <span class="_ _3"></span>ob<span class="_ _3"></span>owiąz<span class="_ _3"></span>ki, <span class="_ _3"></span>u<span class="_ _3"></span>prawnieni<span class="_ _3"></span>a i<span class="_ _3"></span> <span class="_ _e"></span>odpowiedzi<span class="_ _3"></span>alność </span></span></div><div class="t m0 x14 h2 y290 ff9 fs0 fc0 sc0 ls0 ws0">poszczególn<span class="_ _3"></span>ych <span class="_ _17"> </span>komórek <span class="_ _1a"> </span>organi<span class="_ _3"></span>zacyjnych, <span class="_ _17"> </span>w <span class="_ _17"> </span>tym <span class="_ _1a"> </span>bi<span class="_ _3"></span>orących <span class="_ _1a"> </span>u<span class="_ _3"></span>dział<span class="_ _3"></span> <span class="_ _17"> </span>w <span class="_ _1a"> </span>procesie </div><div class="t m0 x14 h2 y291 ff9 fs0 fc0 sc0 ls0 ws0">sporządzania<span class="_ _3"></span><span class="ff1"> </span>sprawozda<span class="_ _3"></span>ń<span class="ff1"> fin<span class="_ _3"></span>ansowych, </span></div><div class="t m0 x1 h18 y292 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _30"> </span><span class="ff9">wewnęt<span class="_ _3"></span>rznych <span class="_ _3"></span>procedur<span class="_ _3"></span>ach <span class="_ _3"></span>określ<span class="_ _3"></span>ających <span class="_ _3"></span>obi<span class="_ _3"></span>eg <span class="_ _3"></span>dokumentów <span class="_ _e"></span>finansowo <span class="_ _26"></span>–<span class="ff1"> <span class="_ _3"></span></span>księgowych<span class="_ _3"></span> </span></span></div><div class="t m0 x14 h2 y293 ff9 fs0 fc0 sc0 ls0 ws0">(w tym zasady k<span class="_ _3"></span>ontroli<span class="_ _3"></span> dokumentów),<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y294 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _30"> </span><span class="ff9">prowadz<span class="_ _3"></span>eniu <span class="_ _34"> </span>ksiąg<span class="_ _3"></span> <span class="_ _34"> </span>rachunkowych <span class="_ _34"> </span>w <span class="_ _4"> </span><span class="ff1">odpowiedni<span class="_ _3"></span>o <span class="_ _34"> </span>zabezpieczonym <span class="_ _4"> </span>systemie </span></span></span></div><div class="t m0 x14 h2 y295 ff1 fs0 fc0 sc0 ls0 ws0">informatycznym p<span class="_ _3"></span>rzez wykwal<span class="_ _3"></span>i<span class="_ _3"></span>fikowane biu<span class="_ _3"></span>ro rachunkowe.<span class="_ _3"></span> </div><div class="t m0 x1 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x27 y14 w26 h49" alt="" src="data:image/png;base64,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class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">30<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 yc8 ff4 fs0 fc0 sc0 ls8 ws0">4.4.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Akcjonariusze <span class="_ _1e"> </span><span class="ff3">posiadający <span class="_ _1e"> </span>bezpośrednio<span class="_ _3"></span> <span class="_ _24"> </span>lub <span class="_ _24"> </span>pośredn<span class="_ _3"></span>io <span class="_ _24"> </span>znaczne <span class="_ _24"> </span>pakiety<span class="_ _3"></span> </span></span></span></div><div class="t m0 x26 h2 y241 ff4 fs0 fc0 sc0 ls0 ws0">akcji </div><div class="t m0 x1 h2 yca ff9 fs0 fc0 sc0 ls0 ws0">Według <span class="_ _33"> </span>wi<span class="_ _3"></span>edzy <span class="_ _33"> </span>Spółki<span class="_ _3"></span>, <span class="_ _33"> </span>na <span class="_ _33"> </span>dzień <span class="_ _33"> </span>p<span class="_ _3"></span>rzekazania <span class="_ _33"> </span>ni<span class="_ _3"></span>niejszego <span class="_ _33"> </span>raportu <span class="_ _33"> </span>roczneg<span class="_ _3"></span>o, </div><div class="t m0 x1 h2 y85 ff9 fs0 fc0 sc0 ls0 ws0">akcjonariuszami<span class="_ _3"></span> <span class="_ _2b"> </span>posiadającymi<span class="_ _3"></span> <span class="_ _2b"> </span>co <span class="_ _13"> </span>naj<span class="_ _3"></span>mniej <span class="_ _13"> </span>5% <span class="_ _2b"> </span>og<span class="_ _3"></span>ólnej <span class="_ _2b"> </span>liczby <span class="_ _2b"> </span>głosów <span class="_ _2b"> </span>na <span class="_ _2b"> </span>waln<span class="_ _3"></span>ym </div><div class="t m0 x1 h2 y205 ff9 fs0 fc0 sc0 ls0 ws0">zgromadzeniu<span class="_ _3"></span> Spółki są podmi<span class="_ _3"></span>oty wskazan<span class="_ _3"></span>e w poni<span class="_ _3"></span>ższej tabeli<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h2 y149 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x17 y298 w27 h4a"><div class="t m0 x33 h22 yde ff4 fs8 fc5 sc0 ls0 ws0">Akcjonariusz<span class="fs9"> </span></div></div><div class="c x6e y298 w28 h4a"><div class="t m0 x6f h22 yde ff4 fs8 fc5 sc0 ls0 ws0">Liczba akcji<span class="fs9"> </span></div></div><div class="c x49 y298 w29 h4a"><div class="t m0 x34 h22 y299 ff4 fs8 fc5 sc0 ls20 ws0">% </div><div class="t m0 x70 h22 y29a ff4 fs8 fc5 sc0 ls0 ws0">akcji<span class="fs9"> </span></div></div><div class="c x71 y298 w2a h4a"><div class="t m0 x34 h22 y29b ff3 fs8 fc5 sc0 ls0 ws0">Wartość </div><div class="t m0 x19 h22 yde ff4 fs8 fc5 sc0 ls0 ws0">nominalna </div><div class="t m0 x34 h22 y29c ff4 fs8 fc5 sc0 ls0 ws0">(w PLN)<span class="fs9"> </span></div></div><div class="c x72 y298 w2b h4a"><div class="t m0 x39 h22 y29b ff3 fs8 fc5 sc0 ls0 ws0">Liczba głosów </div><div class="t m0 x5 h22 yde ff4 fs8 fc5 sc0 ls0 ws0">na walnym </div><div class="t m0 x39 h22 y29c ff4 fs8 fc5 sc0 ls0 ws0">zgromadzeniu<span class="fs9"> </span></div></div><div class="c x73 y298 w2c h4a"><div class="t m0 x6f h22 y29b ff3 fs8 fc5 sc0 ls0 ws0">% udział głosów </div><div class="t m0 x45 h22 yde ff4 fs8 fc5 sc0 ls0 ws0">na walnym </div><div class="t m0 x74 h22 y29c ff4 fs8 fc5 sc0 ls0 ws0">zgromadzeniu<span class="fs9"> </span></div></div><div class="c x17 y29d w27 h4b"><div class="t m0 x1f h10 y29e ff7 fs6 fc6 sc0 ls0 ws0">Talnet Holding </div><div class="t m0 x1f h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">Limited<span class="ff1 fs9"> </span></div></div><div class="c x6e y29d w28 h4b"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">744 890<span class="ff1 fs9"> </span></div></div><div class="c x49 y29d w2d h4b"><div class="t m0 x21 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">21,04%<span class="ff1 fs9"> </span></div></div><div class="c x75 y29d w2a h4b"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls21 ws0">74<span class="ls0"> 489,00<span class="ff1 fs9"> </span></span></div></div><div class="c x77 y29d w2b h4b"><div class="t m0 x78 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">1 089 890<span class="ff1 fs9"> </span></div></div><div class="c x79 y29d w2c h4b"><div class="t m0 x6c h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">25,79%<span class="ff1 fs9"> </span></div></div><div class="c x17 y29f w27 h4c"><div class="t m0 x1f h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">Marek Dojnow<span class="ff1 fs9"> </span></div></div><div class="c x6e y29f w28 h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">637 378<span class="ff1 fs9"> </span></div></div><div class="c x49 y29f w2d h4c"><div class="t m0 x21 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">18,01%<span class="ff1 fs9"> </span></div></div><div class="c x75 y29f w2a h4c"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls21 ws0">63<span class="ls0"> 737,80<span class="ff1 fs9"> </span></span></div></div><div class="c x77 y29f w2b h4c"><div class="t m0 x57 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">841 809<span class="ff1 fs9"> </span></div></div><div class="c x79 y29f w2c h4c"><div class="t m0 x6c h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">19,92%<span class="ff1 fs9"> </span></div></div><div class="c x17 y2a0 w27 h4c"><div class="t m0 x1f h10 y105 ff8 fs6 fc6 sc0 ls0 ws0">Adam Jabłoński<span class="_ _2"></span><span class="ff1 fs9"> </span></div></div><div class="c x6e y2a0 w28 h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">417 768<span class="ff1 fs9"> </span></div></div><div class="c x49 y2a0 w2d h4c"><div class="t m0 x21 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">11,80%<span class="ff1 fs9"> </span></div></div><div class="c x75 y2a0 w2a h4c"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls21 ws0">41<span class="ls0"> 776,80<span class="ff1 fs9"> </span></span></div></div><div class="c x77 y2a0 w2b h4c"><div class="t m0 x57 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">554 054<span class="ff1 fs9"> </span></div></div><div class="c x79 y2a0 w2c h4c"><div class="t m0 x6c h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">13,11%<span class="ff1 fs9"> </span></div></div><div class="c x17 y2a1 w27 h4c"><div class="t m0 x1f h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">Quercus TFI S.A.<span class="ff1 fs9"> </span></div></div><div class="c x6e y2a1 w28 h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">274 657<span class="ff1 fs9"> </span></div></div><div class="c x49 y2a1 w2d h4c"><div class="t m0 x1e h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">7,76%<span class="ff1 fs9"> </span></div></div><div class="c x75 y2a1 w2a h4c"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls21 ws0">27<span class="ls0"> 465,70<span class="ff1 fs9"> </span></span></div></div><div class="c x77 y2a1 w2b h4c"><div class="t m0 x57 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">274 657<span class="ff1 fs9"> </span></div></div><div class="c x79 y2a1 w2c h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">6,50%<span class="ff1 fs9"> </span></div></div><div class="c x17 y2a2 w27 h4c"><div class="t m0 x1f h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">TFI Investors<span class="ff1 fs9"> </span></div></div><div class="c x6e y2a2 w28 h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">270 403<span class="ff1 fs9"> </span></div></div><div class="c x49 y2a2 w2d h4c"><div class="t m0 x1e h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">7,64%<span class="ff1 fs9"> </span></div></div><div class="c x75 y2a2 w2a h4c"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls21 ws0">27<span class="ls0"> 040,30<span class="ff1 fs9"> </span></span></div></div><div class="c x77 y2a2 w2b h4c"><div class="t m0 x57 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">270 403<span class="ff1 fs9"> </span></div></div><div class="c x79 y2a2 w2c h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">6,40%<span class="ff1 fs9"> </span></div></div><div class="c x17 y2a3 w27 h4c"><div class="t m0 x1f h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">Maciej Wandzel<span class="_ _2"></span><span class="ff1 fs9"> </span></div></div><div class="c x6e y2a3 w28 h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">226 839<span class="ff1 fs9"> </span></div></div><div class="c x49 y2a3 w2d h4c"><div class="t m0 x1e h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">6,41%<span class="ff1 fs9"> </span></div></div><div class="c x75 y2a3 w2a h4c"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls21 ws0">22<span class="ls0"> 683,90<span class="ff1 fs9"> </span></span></div></div><div class="c x77 y2a3 w2b h4c"><div class="t m0 x57 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">226 839<span class="ff1 fs9"> </span></div></div><div class="c x79 y2a3 w2c h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">5,37%<span class="ff1 fs9"> </span></div></div><div class="c x17 y2a4 w27 h4c"><div class="t m0 x1f h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">Pozostali<span class="ff1 fs9"> </span></div></div><div class="c x6e y2a4 w28 h4c"><div class="t m0 x2d h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">967 612<span class="ff1 fs9"> </span></div></div><div class="c x49 y2a4 w2d h4c"><div class="t m0 x21 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">27,34%<span class="ff1 fs9"> </span></div></div><div class="c x75 y2a4 w2a h4c"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls21 ws0">96<span class="ls0"> 761,20<span class="ff1 fs9"> </span></span></div></div><div class="c x77 y2a4 w2b h4c"><div class="t m0 x57 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">967 612<span class="ff1 fs9"> </span></div></div><div class="c x79 y2a4 w2c h4c"><div class="t m0 x6c h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">22,90%<span class="ff1 fs9"> </span></div></div><div class="c x17 y2a5 w27 h4c"><div class="t m0 x1f h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">Suma<span class="ff4 fs9"> </span></div></div><div class="c x6e y2a5 w28 h4c"><div class="t m0 x76 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">3 539 547<span class="ff4 fs9"> </span></div></div><div class="c x49 y2a5 w2d h4c"><div class="t m0 x6c h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">100%<span class="ff4 fs9"> </span></div></div><div class="c x75 y2a5 w2a h4c"><div class="t m0 x45 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">353 954,70<span class="ff4 fs9"> </span></div></div><div class="c x77 y2a5 w2b h4c"><div class="t m0 x78 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">4 225 264<span class="ff4 fs9"> </span></div></div><div class="c x79 y2a5 w2c h4c"><div class="t m0 x46 h10 y105 ff7 fs6 fc6 sc0 ls0 ws0">100%<span class="ff4 fs9"> </span></div></div><div class="t m0 x14 h4d y2a6 ff9 fsa fc0 sc0 ls0 ws0">* Fundusze zar<span class="_ _3"></span>ządzane przez Quer<span class="_ _3"></span>cus TFI S.A.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x14 h4d y2a7 ff9 fsa fc0 sc0 ls0 ws0">** Fundusze zar<span class="_ _3"></span>ządzane przez TFI<span class="_ _3"></span> Investors S.A.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y2a8 ff4 fs0 fc0 sc0 ls8 ws0">4.5.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Wskazanie <span class="_ _1a"> </span>p<span class="_ _3"></span>osiadacz<span class="_ _3"></span>y <span class="_ _1a"> </span><span class="ff3">wszelkich <span class="_ _1a"> </span>p<span class="_ _3"></span>apier<span class="_ _3"></span>ów <span class="_ _1a"> </span>wartościo<span class="_ _3"></span>wych, <span class="_ _17"> </span>które <span class="_ _2b"> </span>dają<span class="_ _3"></span> </span></span></span></div><div class="t m0 x26 h2 y2a9 ff4 fs0 fc0 sc0 ls0 ws0">specjalne upr<span class="_ _3"></span>awnienia ko<span class="_ _3"></span>ntrolne </div><div class="t m0 x1 h2 y2aa ff9 fs0 fc0 sc0 ls0 ws0">Akcje <span class="_ _1b"> </span>i<span class="_ _3"></span>mi<span class="_ _3"></span>enne <span class="_ _12"> </span>serii <span class="_ _12"> </span>A <span class="_ _1b"> </span>pozostając<span class="_ _3"></span>e <span class="_ _1b"> </span>w  posiadaniu  Talnet <span class="_ _1b"> </span>Holdi<span class="_ _3"></span>ng <span class="_ _12"> </span>Limited, <span class="_ _12"> </span>Pana <span class="_ _12"> </span>Marka </div><div class="t m0 x1 h2 y2ab ff9 fs0 fc0 sc0 ls0 ws0">Dojnow oraz Pana Ada<span class="_ _3"></span>ma Jabłoński<span class="_ _3"></span>ego są uprzywil<span class="_ _3"></span>ejowane co do gło<span class="_ _3"></span>su w stosunku<span class="_ _3"></span> 2:1.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y2ac ff4 fs0 fc0 sc0 ls8 ws0">4.6.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Wskazanie <span class="_ _1f"> </span>w<span class="_ _3"></span>sz<span class="ff3">elkich<span class="_ _3"></span> <span class="_ _1f"> </span>ograniczeń <span class="_ _1f"> </span>od<span class="_ _3"></span>nośnie <span class="_ _b"> </span>do <span class="_ _1f"> </span>wykonywania <span class="_ _b"> </span>prawa <span class="_ _1f"> </span>głosu, </span></span></span></div><div class="t m0 x26 h2 y2ad ff3 fs0 fc0 sc0 ls0 ws0">takich <span class="_ _17"> </span>j<span class="_ _3"></span>ak <span class="_ _17"> </span>ogra<span class="_ _3"></span>niczenie <span class="_ _d"> </span>wykonywania <span class="_ _d"> </span>prawa <span class="_ _17"> </span>głosu <span class="_ _d"> </span>przez <span class="_ _17"> </span>pos<span class="_ _3"></span>iadaczy </div><div class="t m0 x26 h2 y2ae ff3 fs0 fc0 sc0 ls0 ws0">określonej <span class="_ _17"> </span>części <span class="_ _1a"> </span>lu<span class="_ _3"></span>b <span class="_ _1a"> </span>liczby <span class="_ _17"> </span>głosów, <span class="_ _17"> </span>ograniczenia <span class="_ _17"> </span>czasowe <span class="_ _17"> </span>dotyczące </div><div class="t m0 x26 h2 y2af ff3 fs0 fc0 sc0 ls0 ws0">wykonywania <span class="_ _25"></span>prawa <span class="_ _25"></span>głosu <span class="_ _25"></span>lub <span class="_ _26"></span>zapis<span class="_ _3"></span>y, <span class="_ _26"></span>zgo<span class="_ _3"></span>dnie <span class="_ _25"></span>z <span class="_ _26"></span>którym<span class="_ _3"></span>i, <span class="_ _26"></span>p<span class="_ _3"></span>rzy <span class="_ _25"></span>współpra<span class="_ _3"></span><span class="ff4">cy </span></div><div class="t m0 x26 h2 y2b0 ff3 fs0 fc0 sc0 ls0 ws0">spółki, <span class="_ _11"> </span>prawa <span class="_ _22"> </span>k<span class="_ _3"></span>apitałowe <span class="_ _11"> </span>związane <span class="_ _11"> </span>z <span class="_ _11"> </span>papierami <span class="_ _11"> </span>wartoś<span class="_ _3"></span>ciowymi <span class="_ _22"> </span>s<span class="_ _3"></span>ą </div><div class="t m0 x26 h2 y2b1 ff3 fs0 fc0 sc0 ls0 ws0">oddzielone od pos<span class="_ _3"></span>iadania p<span class="_ _3"></span>apierów warto<span class="_ _3"></span>ściowych<span class="_ _3"></span><span class="ff4"> </span></div><div class="t m0 x1 h2 y2b2 ff9 fs0 fc0 sc0 ls0 ws0">Zarząd  Spółki<span class="ff1"> <span class="_ _12"> </span>nie  posiada <span class="_ _12"> </span>informacji  o <span class="_ _12"> </span>jakichkolwi<span class="_ _3"></span>ek  o<span class="_ _2"></span>graniczeni<span class="_ _3"></span>ach <span class="_ _12"> </span>w <span class="_ _12"> </span>wykonywani<span class="_ _3"></span>u </span></div><div class="t m0 x1 h2 y2b3 ff9 fs0 fc0 sc0 ls0 ws0">prawa głosu z akcji<span class="_ _3"></span> Comperia.pl<span class="_ _3"></span> S.A. <span class="ff1"> </span></div><div class="t m0 x1 h14 y2b4 ff4 fs0 fc0 sc0 ls8 ws0">4.7.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Wskazanie <span class="_ _f"> </span>wszelkich <span class="_ _f"> </span><span class="ff3">ogranicz<span class="_ _3"></span>eń <span class="_ _30"> </span>d<span class="_ _3"></span>otyczących<span class="_ _3"></span> <span class="_ _30"> </span>prze<span class="_ _3"></span>noszenia <span class="_ _f"> </span>prawa </span></span></span></div><div class="t m0 x26 h2 y2b5 ff3 fs0 fc0 sc0 ls0 ws0">własności papie<span class="_ _3"></span>rów wartościo<span class="_ _3"></span>wych Emite<span class="_ _3"></span>nta<span class="_ _3"></span><span class="ff4"> </span></div><div class="t m0 x1 h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">Statut <span class="ff9">Spółki<span class="_ _3"></span></span> <span class="ff9">nie uzal<span class="_ _3"></span>eżnia rozporządzani<span class="_ _3"></span>a akcjami<span class="_ _3"></span> imiennymi od zgod<span class="_ _3"></span>y Spółki.<span class="_ _e"></span></span> </div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x7a y14 w2e h4e" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">31<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Papiery <span class="_ _2a"> </span>wartości<span class="_ _3"></span>owe <span class="_ _2a"> </span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _2a"> </span></span>podl<span class="_ _3"></span>egają <span class="_ _2a"> </span>ograniczeni<span class="_ _3"></span>om <span class="_ _2a"> </span>dotyczącej <span class="_ _2a"> </span>swobodnej <span class="_ _2a"> </span>zbywal<span class="_ _3"></span>ności </div><div class="t m0 x1 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">wynikających z<span class="_ _3"></span> następujących u<span class="_ _3"></span>staw:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y2b7 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _30"> </span><span class="ff9">ograni<span class="_ _3"></span>czenia wyni<span class="_ _3"></span>kające z Ustawy<span class="_ _3"></span> o Obrocie Ins<span class="_ _3"></span>trumentami<span class="_ _3"></span> Finansowymi<span class="_ _3"></span>;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y2b8 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _30"> </span><span class="ff9">ograni<span class="_ _3"></span>czenia wyni<span class="_ _3"></span>kające z Ustawy<span class="_ _3"></span> o Ofercie Publ<span class="_ _3"></span>iczn<span class="_ _3"></span>ej;<span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y2b9 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _30"> </span><span class="ff9">ograni<span class="_ _3"></span>czenia wyni<span class="_ _3"></span>kające z Ustawy<span class="_ _3"></span> o Ochronie K<span class="_ _3"></span>onkurencji<span class="_ _3"></span> i Konsumentów;<span class="_ _e"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y2ba ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _30"> </span><span class="ff9">Rozporządz<span class="_ _3"></span>enie <span class="_ _17"> </span>w <span class="_ _1a"> </span>sprawi<span class="_ _3"></span>e <span class="_ _1a"> </span>kont<span class="_ _3"></span>roli<span class="_ _3"></span> <span class="_ _17"> </span>(Rozporządzenie <span class="_ _17"> </span>Rady <span class="_ _1a"> </span>(WE) <span class="_ _17"> </span>Nr <span class="_ _1a"> </span>139/2004)<span class="_ _3"></span> </span></span></div><div class="t m0 x14 h2 y2bb ff9 fs0 fc0 sc0 ls0 ws0">koncentracji przedsi<span class="_ _3"></span>ębiorstw.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y2bc ff4 fs0 fc0 sc0 ls8 ws0">4.8.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Opis <span class="_ _2a"></span>zasad <span class="_ _2a"> </span>dotycząc<span class="_ _3"></span>ych <span class="_ _2a"> </span>powoływan<span class="_ _3"></span>ia <span class="_ _2a"> </span>i <span class="_ _2a"> </span>odwoływan<span class="_ _3"></span>ia <span class="_ _2a"> </span>osób <span class="_ _2a"> </span>zarządza<span class="_ _3"></span>jących </span></span></div><div class="t m0 x26 h2 y2bd ff3 fs0 fc0 sc0 ls0 ws0">oraz ich <span class="_ _3"></span>upr<span class="_ _3"></span>awnień, <span class="_ _3"></span>w <span class="_ _3"></span>szczególno<span class="_ _3"></span>ści pr<span class="_ _3"></span>awo <span class="_ _3"></span>do pod<span class="_ _3"></span>jęcia <span class="_ _3"></span>decyzji <span class="_ _3"></span>o <span class="_ _3"></span>emisji <span class="_ _3"></span>lub </div><div class="t m0 x26 h2 y2be ff4 fs0 fc0 sc0 ls0 ws0">wykupie akcji<span class="_ _3"></span> </div><div class="t m0 x1 h2 y2bf ff9 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _25"></span>z<span class="_ _3"></span> <span class="_ _25"></span>Kodeksem <span class="_ _25"></span>S<span class="_ _3"></span>półek <span class="_ _25"></span>Han<span class="_ _3"></span>dl<span class="_ _3"></span>owych <span class="_ _25"></span>w <span class="_ _25"></span>st<span class="_ _3"></span>rukturze <span class="_ _2a"></span>organów <span class="_ _25"></span>Sp<span class="_ _3"></span>ółki<span class="_ _3"></span><span class="ff1"> <span class="_ _25"></span></span>występuje <span class="_ _2a"></span>organ </div><div class="t m0 x1 h2 y2c0 ff9 fs0 fc0 sc0 ls0 ws0">zarządzający <span class="_ _b"> </span>oraz <span class="_ _b"> </span>orga<span class="_ _3"></span>n <span class="_ _b"> </span>nadzorczy, <span class="_ _b"> </span>którymi<span class="_ _3"></span> <span class="_ _b"> </span>są <span class="_ _b"> </span>odpowiedn<span class="_ _3"></span>io <span class="_ _b"> </span>Zarząd <span class="_ _b"> </span>i <span class="_ _b"> </span>Rada <span class="_ _b"> </span>Nadzorcza<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2c1 ff9 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h2 y294 ff9 fs0 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2a"> </span>ze <span class="_ _2a"> </span>Statut<span class="_ _3"></span>em <span class="_ _2a"> </span>w <span class="_ _2a"> </span>skład <span class="_ _2a"> </span>Zarządu <span class="_ _1f"> </span>Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _2a"> </span></span>wchodzi<span class="_ _3"></span> <span class="_ _2a"> </span>od <span class="_ _2a"> </span>dwóch <span class="_ _2a"> </span>do <span class="_ _2a"> </span>pi<span class="_ _3"></span>ęciu <span class="_ _2a"> </span>członków, <span class="_ _2a"> </span>w </div><div class="t m0 x1 h2 y295 ff9 fs0 fc0 sc0 ls0 ws0">tym Prezes i Wi<span class="_ _3"></span>ceprezes Zarządu<span class="_ _3"></span>. Li<span class="_ _3"></span>czbę członków Za<span class="_ _3"></span>rządu określ<span class="_ _3"></span>a Rada Nadzorcza. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2c2 ff9 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _b"> </span>Za<span class="_ _3"></span>rządu <span class="_ _b"> </span>powoływan<span class="_ _3"></span>i <span class="_ _b"> </span>są <span class="_ _b"> </span>n<span class="_ _3"></span>a <span class="_ _b"> </span>okres <span class="_ _29"> </span>trzyletni<span class="_ _3"></span>ej <span class="_ _b"> </span>wspólnej <span class="_ _b"> </span>ka<span class="_ _3"></span>dencji<span class="_ _3"></span> <span class="_ _b"> </span>przez <span class="_ _b"> </span>Radę </div><div class="t m0 x1 h2 y2c3 ff9 fs0 fc0 sc0 ls0 ws0">Nadzorczą. <span class="_ _24"> </span>Powołując <span class="_ _24"> </span>Zarząd,  Rada <span class="_ _24"> </span>Nadzorc<span class="_ _3"></span>za <span class="_ _24"> </span>określa <span class="_ _24"> </span>jednocześnie  l<span class="_ _3"></span>i<span class="_ _3"></span>czbę  członków<span class="_ _3"></span> </div><div class="t m0 x1 h2 y2c4 ff9 fs0 fc0 sc0 ls0 ws0">Zarządu <span class="_ _2a"></span>danej <span class="_ _25"></span>kadencji<span class="_ _3"></span>. <span class="_ _25"></span>Cz<span class="_ _3"></span>łonkowie <span class="_ _2a"></span>zarząd<span class="_ _3"></span>u <span class="_ _2a"></span>nie <span class="_ _2a"></span>mogą <span class="_ _25"></span>bez <span class="_ _2a"> </span>pisemnego <span class="_ _2a"> </span>zezwoleni<span class="_ _3"></span>a <span class="_ _25"></span>R<span class="_ _3"></span>ady </div><div class="t m0 x1 h2 y2c5 ff9 fs0 fc0 sc0 ls0 ws0">Nadzorczej prowadzi<span class="_ _3"></span>ć dzi<span class="_ _3"></span>ałalności konkur<span class="_ _3"></span>encyjnej.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2c6 ff9 fs0 fc0 sc0 ls0 ws0">Zarząd<span class="ff1"> <span class="_ _26"></span></span>ki<span class="_ _3"></span>eruje <span class="_ _26"></span>dzi<span class="_ _3"></span>ałalnością <span class="_ _26"></span>Sp<span class="_ _3"></span>ółki, <span class="_ _26"></span>zarząd<span class="_ _3"></span>za <span class="_ _26"></span>jej <span class="_ _25"></span>majątkiem <span class="_ _26"></span>oraz <span class="_ _26"></span>rep<span class="_ _3"></span>rezentuje <span class="_ _26"></span>Sp<span class="_ _3"></span>ółkę <span class="_ _26"></span>na </div><div class="t m0 x1 h2 y2c7 ff9 fs0 fc0 sc0 ls0 ws0">zewnątrz  przed  sądam<span class="_ _3"></span>i, <span class="_ _24"> </span>organami  władzy  i  wobec <span class="_ _24"> </span>osób  trzecich.  Za<span class="_ _3"></span>rząd  podejmuj<span class="_ _e"></span><span class="ff1 ls22">e </span></div><div class="t m0 x1 h2 y2c8 ff9 fs0 fc0 sc0 ls0 ws0">decyzje <span class="_ _1e"> </span>we <span class="_ _14"> </span>wszystkich <span class="_ _14"> </span>sprawach <span class="_ _1e"> </span>n<span class="_ _3"></span>iezastrzeż<span class="_ _3"></span>onych <span class="_ _1e"> </span>przez <span class="_ _14"> </span>postanowi<span class="_ _3"></span>enia <span class="_ _14"> </span>Statutu <span class="_ _1e"> </span>lub </div><div class="t m0 x1 h2 y2c9 ff9 fs0 fc0 sc0 ls0 ws0">przepisy <span class="_ _1f"> </span>prawa <span class="_ _1f"> </span>do <span class="_ _1f"> </span>wyłączn<span class="_ _3"></span>ej <span class="_ _2a"> </span>komp<span class="_ _3"></span>etencji<span class="_ _3"></span> <span class="_ _1f"> </span>Rady <span class="_ _2a"> </span>Nadz<span class="_ _3"></span>orczej <span class="_ _2a"> </span>l<span class="_ _3"></span>ub <span class="_ _1f"> </span>Waln<span class="_ _3"></span>ego <span class="_ _2a"> </span>Zg<span class="_ _3"></span>romadzeni<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y2ca ff9 fs0 fc0 sc0 ls0 ws0">Spółki<span class="ff1 ls5">. <span class="ls0"> </span></span></div><div class="t m0 x1 h14 y2cb ff4 fs0 fc0 sc0 ls8 ws0">4.9.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff4">Opis zasad zmiany<span class="_ _3"></span> statutu Emitent<span class="_ _3"></span>a<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h2 y2cc ff1 fs0 fc0 sc0 ls0 ws0">Zmian<span class="_ _3"></span>a <span class="_ _2a"> </span>Statutu <span class="_ _1f"> </span><span class="ff9">Spółki<span class="_ _3"></span></span> <span class="_ _2a"> </span>dokonywana <span class="_ _1f"> </span>jest <span class="_ _1f"> </span>na <span class="_ _2a"> </span>po<span class="_ _3"></span>dstawi<span class="_ _3"></span>e <span class="_ _2a"> </span>i<span class="_ _3"></span> <span class="_ _2a"> </span>na <span class="_ _1f"> </span>zasadach <span class="_ _1f"> </span>przewidzi<span class="_ _3"></span>anych <span class="_ _2a"> </span>w </div><div class="t m0 x1 h2 y2cd ff9 fs0 fc0 sc0 ls0 ws0">Kodeksie <span class="_ _25"></span>Spółek <span class="_ _25"></span>Hand<span class="_ _3"></span>lowych. <span class="_ _25"></span>Zmi<span class="_ _3"></span>ana <span class="_ _25"></span>Statutu <span class="_ _25"></span>wymaga <span class="_ _25"></span>uchwał<span class="_ _3"></span>y <span class="_ _25"></span>Waln<span class="_ _3"></span>ego <span class="_ _25"></span>Zgromadzeni<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y2ce ff9 fs0 fc0 sc0 ls0 ws0">Spółki. Uchwał<span class="_ _3"></span>a w sprawi<span class="_ _3"></span>e zmian<span class="_ _3"></span>y Statutu wymaga wi<span class="_ _3"></span>ększości ¾ głosów. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y2cf ff4 fs0 fc0 sc0 ls8 ws0">4.10.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Sposób <span class="_ _b"> </span>działania <span class="_ _b"> </span>Walnego <span class="_ _b"> </span>Zgroma<span class="_ _3"></span>dzenia <span class="_ _b"> </span>i <span class="_ _b"> </span>jego <span class="_ _1f"> </span>z<span class="_ _3"></span>asadnicze <span class="_ _b"> </span>up<span class="_ _3"></span>rawnienia<span class="_ _3"></span> </span></span></div><div class="t m0 x26 h2 y2d0 ff4 fs0 fc0 sc0 ls0 ws0">oraz opis praw <span class="_ _3"></span>akcjonariuszy i <span class="_ _3"></span>sposobu ich wykony<span class="_ _3"></span>wania<span class="_ _3"></span> </div><div class="t m0 x1 h2 y2d1 ff9 fs0 fc0 sc0 ls0 ws0">Sposób <span class="_ _17"> </span>dział<span class="_ _3"></span>ania <span class="_ _17"> </span>Walnego <span class="_ _17"> </span>Zgromadz<span class="_ _3"></span>enia <span class="_ _17"> </span>jednostki<span class="_ _3"></span> <span class="_ _17"> </span>dominuj<span class="_ _3"></span>ącej <span class="_ _17"> </span>określony <span class="_ _17"> </span>jest <span class="_ _17"> </span>w </div><div class="t m0 x1 h2 y2d2 ff9 fs0 fc0 sc0 ls0 ws0">regulamini<span class="_ _3"></span>e <span class="_ _29"> </span>Waln<span class="_ _3"></span>ego <span class="_ _29"> </span>Zgromadz<span class="_ _3"></span>enia <span class="_ _1b"> </span>opubli<span class="_ _3"></span>kowanego <span class="_ _29"> </span>na <span class="_ _1b"> </span>stronie <span class="_ _29"> </span>Jedn<span class="_ _3"></span>ostki<span class="_ _3"></span> <span class="_ _29"> </span>domi<span class="_ _3"></span>nującej </div><div class="t m0 x1 h2 y2d3 ff1 fs0 fc0 sc0 ls0 ws0">pod adresem: <span class="fc7">http<span class="_ _3"></span>://relacje.comp<span class="_ _3"></span>eria.pl<span class="_ _3"></span>/</span>. </div><div class="t m0 x1 h2 y2d4 ff9 fs0 fc0 sc0 ls0 ws0">Prawa <span class="_ _1f"> </span>akcjonari<span class="_ _3"></span>uszy <span class="_ _1f"> </span>i <span class="_ _1f"> </span>sposób <span class="_ _1f"> </span>i<span class="_ _3"></span>ch <span class="_ _1f"> </span>wykonywani<span class="_ _3"></span>a <span class="_ _1f"> </span>określone <span class="_ _1f"> </span>są <span class="_ _1f"> </span>p<span class="_ _3"></span>ostanowi<span class="_ _3"></span>eniami <span class="_ _1f"> </span>Kodeksu </div><div class="t m0 x1 h2 y2d5 ff9 fs0 fc0 sc0 ls0 ws0">Spółek <span class="_ _b"> </span>Handlowych <span class="_ _b"> </span>oraz <span class="_ _b"> </span>stosowanymi<span class="_ _3"></span> <span class="_ _b"> </span>przez <span class="_ _1f"> </span>Sp<span class="_ _3"></span>ółkę <span class="_ _1f"> </span>z<span class="_ _3"></span>asadami <span class="_ _b"> </span>Dobrych<span class="_ _3"></span> <span class="_ _b"> </span>Praktyk <span class="_ _1f"> </span>Spół<span class="_ _3"></span>ek </div><div class="t m0 x1 h2 y2d6 ff1 fs0 fc0 sc0 ls0 ws0">Notowanych na GPW<span class="_ _3"></span> w Warszawie.<span class="_ _3"></span> </div><a class="l" href="http://relacje.comperia.pl/"><span class="d m1" style="border-style:none;position:absolute;left:284.220000px;bottom:361.600000px;width:139.150000px;height:13.980000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">32<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff9 fs0 fc0 sc0 ls0 ws0">Zwoływanie Wal<span class="_ _3"></span>nego Zgromad<span class="ff1">z<span class="_ _3"></span>eni<span class="_ _3"></span>a Akcjonariuszy:<span class="_ _3"></span> </span></div><div class="t m0 x1 h18 yec ff1 fs0 fc0 sc0 ls4 ws0">1.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Waln<span class="_ _3"></span>e  Zgromadzeni<span class="_ _3"></span>e  Akcjonari<span class="_ _3"></span>uszy <span class="_ _24"> </span>może  być <span class="_ _24"> </span>zwołane  w <span class="_ _24"> </span>trybi<span class="_ _3"></span>e  zwyczaj<span class="_ _3"></span>nym <span class="_ _24"> </span>lub </span></span></div><div class="t m0 x14 h2 y84 ff1 fs0 fc0 sc0 ls0 ws0">nadzwyczajnym.<span class="_ _3"></span> </div><div class="t m0 x1 h18 y40 ff1 fs0 fc0 sc0 ls4 ws0">2.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Waln<span class="_ _3"></span>e Zgromadzenie Akcjonari<span class="_ _3"></span>uszy odbywa w <span class="_ _3"></span>siedzi<span class="_ _3"></span>bie Spółki. <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y41 ff1 fs0 fc0 sc0 ls4 ws0">3.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Zwyczajne <span class="_ _1f"> </span>Wal<span class="_ _3"></span>ne <span class="_ _1f"> </span>Zgromadz<span class="_ _3"></span>enie <span class="_ _1f"> </span>odbywa <span class="_ _b"> </span>się <span class="_ _1f"> </span>coroczni<span class="_ _3"></span>e <span class="_ _1f"> </span>w <span class="_ _1f"> </span>ciąg<span class="_ _3"></span>u <span class="_ _1f"> </span>sześciu <span class="_ _1f"> </span>mi<span class="_ _3"></span>esięcy <span class="_ _1f"> </span>po </span></span></div><div class="t m0 x14 h2 y63 ff9 fs0 fc0 sc0 ls0 ws0">upływi<span class="_ _3"></span>e<span class="ff1"> roku obrotowego.<span class="_ _3"></span> </span></div><div class="t m0 x1 h18 y10d ff1 fs0 fc0 sc0 ls4 ws0">4.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Nadzwyczajne <span class="_ _1a"> </span>Wal<span class="_ _3"></span>ne <span class="_ _1a"> </span>Zgromadzeni<span class="_ _3"></span>e <span class="_ _2b"> </span>zwoływ<span class="_ _3"></span>ane <span class="_ _1a"> </span>jest <span class="_ _2b"> </span>p<span class="_ _3"></span>rzez <span class="_ _2b"> </span>Za<span class="_ _3"></span>rząd <span class="_ _1a"> </span>z <span class="_ _1a"> </span>i<span class="_ _3"></span>nicjatywy </span></span></div><div class="t m0 x14 h2 y10e ff9 fs0 fc0 sc0 ls0 ws0">własnej, n<span class="_ _3"></span>a ż<span class="_ _3"></span>ądanie <span class="_ _3"></span>Rady <span class="_ _3"></span>Nadzorczej <span class="_ _3"></span>oraz <span class="_ _3"></span>na <span class="_ _3"></span>wni<span class="_ _3"></span>osek akcjonari<span class="_ _3"></span>uszy <span class="_ _3"></span>reprezentuj<span class="_ _3"></span>ących </div><div class="t m0 x14 h2 y10f ff9 fs0 fc0 sc0 ls0 ws0">jedną dwudzi<span class="_ _3"></span>estą część kapi<span class="_ _3"></span>tału zakładowego.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y110 ff1 fs0 fc0 sc0 ls4 ws0">5.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Fakt <span class="_ _b"> </span>zwołani<span class="_ _3"></span>a <span class="_ _b"> </span>Walnego <span class="_ _b"> </span>Zgromadzeni<span class="_ _3"></span>a <span class="_ _b"> </span>wr<span class="_ _3"></span>az <span class="_ _b"> </span>z <span class="_ _b"> </span>podan<span class="_ _3"></span>iem <span class="_ _b"> </span>termi<span class="_ _3"></span>nu <span class="_ _b"> </span>(dzień, <span class="_ _b"> </span>godzi<span class="_ _3"></span>na) <span class="_ _1f"> </span>i </span></span></div><div class="t m0 x14 h2 y14a ff9 fs0 fc0 sc0 ls0 ws0">miejsca <span class="_ _b"> </span>ogłaszany <span class="_ _b"> </span>jest <span class="_ _b"> </span>przez <span class="_ _b"> </span>Zarząd <span class="_ _b"> </span>na <span class="_ _b"> </span>stronie <span class="_ _1f"> </span>i<span class="_ _3"></span>nternetowej <span class="_ _b"> </span>Spółki <span class="_ _b"> </span>oraz <span class="_ _b"> </span>w <span class="_ _1f"> </span>sp<span class="_ _3"></span>osób </div><div class="t m0 x14 h2 y18b ff9 fs0 fc0 sc0 ls0 ws0">określony  dla  pr<span class="_ _2"></span>zekazywani<span class="_ _3"></span>a <span class="_ _12"> </span>informacji<span class="_ _3"></span>  bieżących <span class="_ _1b"> </span>zg<span class="_ _3"></span>odni<span class="_ _3"></span>e <span class="_ _12"> </span>z <span class="_ _12"> </span>przepisami<span class="_ _3"></span>  o<span class="_ _2"></span> <span class="_ _12"> </span>ofercie </div><div class="t m0 x14 h2 y18c ff9 fs0 fc0 sc0 ls0 ws0">publiczn<span class="_ _3"></span>ej i <span class="_ _3"></span>warunkach <span class="_ _3"></span>wprowad<span class="_ _3"></span>zani<span class="_ _3"></span>a i<span class="_ _3"></span>nstrumentów <span class="_ _3"></span>finan<span class="_ _e"></span><span class="ff1">sowych do <span class="_ _3"></span>z<span class="_ _3"></span>organi<span class="_ _3"></span>zowanego </span></div><div class="t m0 x14 h2 y18d ff9 fs0 fc0 sc0 ls0 ws0">systemu obrotu oraz<span class="_ _3"></span> o spółkach publ<span class="_ _3"></span>iczn<span class="_ _3"></span>ych. <span class="ff1"> </span></div><div class="t m0 x1 h2 y217 ff9 fs0 fc0 sc0 ls0 ws0">Do <span class="_ _26"></span>kompetencji<span class="_ _3"></span> <span class="_ _26"></span>Walnego <span class="_ _26"></span>Zg<span class="_ _3"></span>romadzeni<span class="_ _3"></span>a <span class="_ _26"></span>należy <span class="_ _26"></span>w <span class="_ _26"></span>szczegól<span class="_ _3"></span>ności <span class="_ _26"></span>podej<span class="_ _3"></span>mowanie <span class="_ _26"></span>uchwał<span class="_ _3"></span> <span class="_ _e"></span>w<span class="_ _3"></span> </div><div class="t m0 x1 h2 y18f ff1 fs0 fc0 sc0 ls0 ws0">sprawie:  </div><div class="t m0 x1 h18 y1f4 ff1 fs0 fc0 sc0 ls4 ws0">1.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff1">rozpatrywani<span class="_ _3"></span>a <span class="_ _13"> </span>i<span class="_ _3"></span> <span class="_ _13"> </span>zatwierdzani<span class="_ _3"></span>a <span class="_ _2b"> </span>sprawozdani<span class="_ _3"></span>a <span class="_ _2b"> </span><span class="ff9">Zarządu <span class="_ _13"> </span>z <span class="_ _2b"> </span>dział<span class="_ _3"></span>alności <span class="_ _13"> </span>Sp<span class="_ _3"></span>ółki <span class="_ _2b"> </span>oraz </span></span></span></div><div class="t m0 x14 h2 y6f ff1 fs0 fc0 sc0 ls0 ws0">sprawozdani<span class="_ _3"></span>a <span class="ff9">finansoweg<span class="_ _3"></span>o za ubiegły rok obr<span class="_ _3"></span>otowy, <span class="_ _3"></span></span> </div><div class="t m0 x1 h18 y191 ff1 fs0 fc0 sc0 ls4 ws0">2.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">podział<span class="_ _3"></span>u<span class="ff1"> <span class="_ _2a"> </span></span>zysków <span class="_ _2a"> </span>l<span class="_ _3"></span>ub <span class="_ _2a"> </span>p<span class="_ _3"></span>okrycia <span class="_ _2a"> </span>straty, <span class="_ _2a"> </span>wysok<span class="_ _3"></span>ości<span class="_ _3"></span> <span class="_ _2a"> </span>odpisów <span class="_ _2a"> </span>n<span class="_ _3"></span>a <span class="_ _2a"> </span>kapitał<span class="_ _3"></span> <span class="_ _2a"> </span>zapasowy <span class="_ _2a"> </span>i<span class="_ _3"></span> <span class="_ _2a"> </span>inne </span></span></div><div class="t m0 x14 h2 y192 ff9 fs0 fc0 sc0 ls0 ws0">fundusze, <span class="_ _25"></span>określeni<span class="_ _3"></span>a <span class="_ _26"></span>daty, <span class="_ _25"></span>według <span class="_ _25"></span>której <span class="_ _26"></span>u<span class="_ _3"></span>stala <span class="_ _25"></span>się <span class="_ _26"></span>l<span class="_ _3"></span>istę <span class="_ _25"></span>akcjonariuszy <span class="_ _25"></span>uprawnionych </div><div class="t m0 x14 h2 y193 ff9 fs0 fc0 sc0 ls0 ws0">do <span class="_ _1e"> </span>dywi<span class="_ _3"></span>dendy <span class="_ _14"> </span>za <span class="_ _14"> </span>dany <span class="_ _14"> </span>rok <span class="_ _14"> </span>obrotowy, <span class="_ _1e"> </span>w<span class="_ _3"></span>ysokości<span class="_ _3"></span> <span class="_ _14"> </span>dywid<span class="_ _3"></span><span class="ff1">end<span class="_ _3"></span>y <span class="_ _1e"> </span></span>i<span class="_ _3"></span> <span class="_ _14"> </span>terminie <span class="_ _14"> </span>wypłaty </div><div class="t m0 x14 h2 y194 ff1 fs0 fc0 sc0 ls0 ws0">dywidendy,  </div><div class="t m0 x1 h18 y195 ff1 fs0 fc0 sc0 ls4 ws0">3.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">udziel<span class="_ _3"></span>ania <span class="_ _11"> </span>absolu<span class="_ _3"></span>torium <span class="_ _11"> </span>członkom <span class="_ _11"> </span>o<span class="_ _3"></span>rganów <span class="_ _11"> </span>Sp<span class="_ _3"></span>ółki <span class="_ _11"> </span>z<span class="_ _3"></span> <span class="_ _11"> </span>wykonani<span class="_ _3"></span>a <span class="_ _11"> </span>przez <span class="_ _11"> </span>ni<span class="_ _3"></span>ch </span></span></div><div class="t m0 x14 h2 y1ba ff9 fs0 fc0 sc0 ls0 ws0">obowiązków,<span class="ff1"> </span></div><div class="t m0 x1 h18 y219 ff1 fs0 fc0 sc0 ls4 ws0">4.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">podejmowani<span class="_ _3"></span>a <span class="_ _26"></span>postanowień <span class="_ _26"></span>dotyczący<span class="_ _3"></span>ch <span class="_ _26"></span>roszczeń <span class="_ _26"></span>o <span class="_ _26"></span>naprawieni<span class="_ _3"></span>e <span class="_ _26"></span>szkody <span class="_ _26"></span>wyrządzonej<span class="_ _3"></span> </span></span></div><div class="t m0 x14 h2 yb ff9 fs0 fc0 sc0 ls0 ws0">przy zawiąz<span class="_ _3"></span>ywaniu<span class="_ _3"></span> Spółki lub sprawowani<span class="_ _3"></span>u zarządu al<span class="_ _3"></span>bo nadzoru, <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y21a ff1 fs0 fc0 sc0 ls4 ws0">5.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">podejmowani<span class="_ _3"></span>a  uchwał  o  połączeniu<span class="_ _3"></span>  Spółki  z  inną  spółką,  o  rozwiązani<span class="_ _3"></span>u  Spółki  i </span></span></div><div class="t m0 x14 h2 y177 ff1 fs0 fc0 sc0 ls0 ws0">wyznaczani<span class="_ _3"></span>u likwidat<span class="_ _3"></span>ora,  </div><div class="t m0 x1 h18 y21b ff1 fs0 fc0 sc0 ls4 ws0">6.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff1">podejmowa<span class="ff9">ni<span class="_ _3"></span>a <span class="_ _1b"> </span>uchwał <span class="_ _1b"> </span>o <span class="_ _29"> </span>emi<span class="_ _3"></span>sji <span class="_ _1b"> </span>obligacji<span class="_ _3"></span> <span class="_ _29"> </span>z<span class="_ _3"></span>amiennych <span class="_ _29"> </span>l<span class="_ _3"></span>ub <span class="_ _1b"> </span>z <span class="_ _1b"> </span>prawem <span class="_ _1b"> </span>pierwszeństwa </span></span></span></div><div class="t m0 x14 h2 y21c ff9 fs0 fc0 sc0 ls0 ws0">oraz <span class="_ _b"> </span>warrantów <span class="_ _1f"> </span>sub<span class="_ _3"></span>skrypcyjnych,<span class="_ _3"></span> <span class="_ _1f"> </span>o<span class="_ _3"></span> <span class="_ _1f"> </span>kt<span class="_ _3"></span>órych <span class="_ _b"> </span>mowa <span class="_ _b"> </span>w <span class="_ _1f"> </span>art. <span class="_ _b"> </span>453 <span class="_ _b"> </span>§ <span class="_ _1f"> </span>2<span class="_ _3"></span> <span class="_ _b"> </span>Kodeksu <span class="_ _1f"> </span>sp<span class="_ _3"></span>ółek </div><div class="t m0 x14 h2 y21d ff1 fs0 fc0 sc0 ls0 ws0">handlowych, <span class="_ _3"></span> </div><div class="t m0 x1 h18 y21e ff1 fs0 fc0 sc0 ls4 ws0">7.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">zmi<span class="_ _3"></span>any <span class="_ _12"> </span>Statutu <span class="_ _12"> </span>Spółki, <span class="_ _1b"> </span>w <span class="_ _12"> </span>tym <span class="_ _12"> </span>podejmowani<span class="_ _3"></span>e <span class="_ _1b"> </span>u<span class="_ _3"></span>chwał <span class="_ _12"> </span>o <span class="_ _1b"> </span>podwyższ<span class="_ _3"></span>eni<span class="_ _3"></span>u <span class="_ _1b"> </span>i  obn<span class="_ _2"></span>iżeni<span class="_ _3"></span>u </span></span></div><div class="t m0 x14 h2 y17b ff9 fs0 fc0 sc0 ls0 ws0">kapitału zakł<span class="_ _3"></span>adowego,<span class="ff1"> </span></div><div class="t m0 x1 h18 y21f ff1 fs0 fc0 sc0 ls4 ws0">8.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">zmi<span class="_ _3"></span>any przedmiotu przedsi<span class="_ _3"></span>ębiorstwa Spółki<span class="_ _3"></span>,<span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y17d ff1 fs0 fc0 sc0 ls4 ws0">9.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">powoływani<span class="_ _3"></span>a lub odwoły<span class="_ _3"></span>wania czł<span class="_ _3"></span>onków Rady Nadz<span class="_ _3"></span>orczej, <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y2d7 ff1 fs0 fc0 sc0 ls4 ws0">10.<span class="ff6 ls0"> <span class="_ _a"></span><span class="ff9">ustal<span class="_ _3"></span>ania li<span class="_ _3"></span>czby członków Rady Nadz<span class="_ _3"></span>orczej, <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y1d3 ff1 fs0 fc0 sc0 ls4 ws0">11.<span class="ff6 ls0"> <span class="_ _a"></span><span class="ff9">ustal<span class="_ _3"></span>ania <span class="_ _3"></span>i<span class="_ _3"></span> <span class="_ _3"></span>zmi<span class="_ _3"></span>any <span class="_ _3"></span>zasad <span class="_ _e"></span>wynagradzani<span class="_ _3"></span>a <span class="_ _3"></span>lub <span class="_ _e"></span>wysokości <span class="_ _3"></span>wyn<span class="_ _3"></span>agrodzeni<span class="_ _3"></span>a <span class="_ _3"></span>członków <span class="_ _e"></span>Rady </span></span></div><div class="t m0 x14 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0">Nadzorczej,  </div><div class="t m0 x1 h18 y1d5 ff1 fs0 fc0 sc0 ls4 ws0">12.<span class="ff6 ls0"> <span class="_ _a"></span><span class="ff1">uchwal<span class="_ _3"></span>ani<span class="_ _3"></span>a oraz zmia<span class="_ _3"></span>ny regulaminu<span class="_ _3"></span> Walnego Zgromadzeni<span class="_ _3"></span>a, </span></span></div><div class="t m0 x1 h18 y2d9 ff1 fs0 fc0 sc0 ls4 ws0">13.<span class="ff6 ls0"> <span class="_ _a"></span><span class="ff1">zatwi<span class="_ _3"></span>erdzania regul<span class="_ _3"></span>aminu Rady Nadzo<span class="_ _3"></span>rczej, <span class="_ _3"></span> </span></span></div><div class="t m0 x1 h18 y1d7 ff1 fs0 fc0 sc0 ls4 ws0">14.<span class="ff6 ls0"> <span class="_ _a"></span><span class="ff1">umorzeni<span class="_ _3"></span>a akcji,<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h18 y2da ff1 fs0 fc0 sc0 ls4 ws0">15.<span class="ff6 ls0"> <span class="_ _a"></span><span class="ff1">i<span class="_ _3"></span>nnych <span class="_ _1e"> </span>spraw <span class="_ _14"> </span>przewid<span class="_ _3"></span>zian<span class="_ _3"></span>ych <span class="_ _1e"> </span>przepi<span class="_ _3"></span>sami <span class="_ _14"> </span>prawa <span class="_ _1e"> </span>l<span class="_ _3"></span>ub <span class="_ _1e"> </span>postan<span class="_ _3"></span>owieni<span class="_ _3"></span>ami <span class="_ _1e"> </span>ni<span class="_ _3"></span>niejszego </span></span></div><div class="t m0 x14 h2 y1d9 ff1 fs0 fc0 sc0 ls0 ws0">Statutu <span class="_ _16"> </span>oraz <span class="_ _16"> </span>rozpatrywan<span class="_ _3"></span>ie <span class="_ _16"> </span>i<span class="_ _3"></span> <span class="_ _16"> </span>rozstrzyganie <span class="_ _16"> </span>innych <span class="_ _16"> </span>spraw <span class="_ _16"> </span>wnosz<span class="_ _3"></span>onych <span class="_ _16"> </span>przez </div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">33<span class="ls0"> </span></div></div><div class="t m0 x14 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0">akcjonariu<span class="ff9">sza <span class="_ _29"> </span>l<span class="_ _3"></span>ub <span class="_ _29"> </span>akcjonari<span class="_ _3"></span>uszy <span class="_ _29"> </span>reprezentuj<span class="_ _3"></span>ących <span class="_ _29"> </span>co <span class="_ _29"> </span>najmn<span class="_ _3"></span>iej <span class="_ _29"> </span>5 <span class="_ _29"> </span>(pi<span class="_ _3"></span>ęć) <span class="_ _29"> </span>% <span class="_ _29"> </span>kapi<span class="_ _3"></span>tału </span></div><div class="t m0 x14 h2 y3e ff9 fs0 fc0 sc0 ls0 ws0">zakładowego, Zarząd l<span class="_ _3"></span>ub Rad<span class="_ _3"></span>ę Nadzorczą. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y84 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y147 ff1 fs0 fc0 sc0 ls0 ws0">Przebieg obrad <span class="_ _3"></span>Walnego Zgromadz<span class="_ _3"></span>enia Akcjonar<span class="_ _3"></span>iuszy:<span class="_ _3"></span> </div><div class="t m0 x1 h18 y2db ff1 fs0 fc0 sc0 ls4 ws0">1.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Obrady <span class="_ _b"> </span>Walnego <span class="_ _b"> </span>Zgromad<span class="_ _3"></span>zenia <span class="_ _b"> </span>otwi<span class="_ _3"></span>era <span class="_ _1f"> </span>Prze<span class="_ _3"></span>wodniczący <span class="_ _b"> </span>Rady <span class="_ _b"> </span>Nadzorczej<span class="_ _3"></span> <span class="_ _b"> </span>albo <span class="_ _b"> </span>jego </span></span></div><div class="t m0 x14 h2 y275 ff9 fs0 fc0 sc0 ls0 ws0">zastępca, <span class="_ _13"> </span>a <span class="_ _2b"> </span>nast<span class="_ _3"></span>ępnie <span class="_ _2b"> </span>spośród <span class="_ _13"> </span>osób <span class="_ _2b"> </span>upraw<span class="_ _3"></span>nionych <span class="_ _2b"> </span>do <span class="_ _13"> </span>uczestni<span class="_ _3"></span>ctwa <span class="_ _2b"> </span>w <span class="_ _13"> </span>wal<span class="_ _3"></span>nym </div><div class="t m0 x14 h2 y276 ff9 fs0 fc0 sc0 ls0 ws0">zgromadzeniu<span class="_ _3"></span> <span class="_ _25"></span>wybi<span class="_ _3"></span>era <span class="_ _2a"> </span>się <span class="_ _2a"></span>przewodniczącego. <span class="_ _2a"> </span>W <span class="_ _2a"> </span>razie <span class="_ _2a"> </span>nieobecno<span class="_ _3"></span>ści <span class="_ _2a"> </span>tych <span class="_ _25"></span>o<span class="_ _3"></span>sób <span class="_ _2a"></span>walne </div><div class="t m0 x14 h2 y19c ff9 fs0 fc0 sc0 ls0 ws0">zgromadzenie otwi<span class="_ _3"></span>era Prezes Zarządu<span class="_ _3"></span> alb<span class="_ _3"></span>o osoba wyzn<span class="_ _3"></span>aczona przez Za<span class="_ _3"></span>rząd<span class="_ _3"></span><span class="ff1">. </span></div><div class="t m0 x1 h18 y82 ff1 fs0 fc0 sc0 ls4 ws0">2.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Osoba <span class="_ _2b"> </span>otwi<span class="_ _3"></span>erająca <span class="_ _2b"> </span>Wal<span class="_ _3"></span>ne <span class="_ _2b"> </span>Zgromadzeni<span class="_ _3"></span>e <span class="_ _2b"> </span>doprowadz<span class="_ _e"></span>a <span class="_ _2b"> </span>do <span class="_ _2b"> </span>ni<span class="_ _3"></span>ezwłoczn<span class="_ _3"></span>ego <span class="_ _2b"> </span>wyboru </span></span></div><div class="t m0 x14 h2 y83 ff9 fs0 fc0 sc0 ls0 ws0">Przewodniczą<span class="_ _3"></span>cego <span class="_ _15"> </span>Walnego <span class="_ _15"> </span>Zgromadz<span class="_ _3"></span>enia, <span class="_ _15"> </span>który <span class="_ _16"> </span>to <span class="_ _15"> </span>kieruje <span class="_ _15"> </span>pracami<span class="_ _3"></span> <span class="_ _15"> </span>Walnego </div><div class="t m0 x14 h2 yce ff9 fs0 fc0 sc0 ls0 ws0">Zgromadzeni<span class="_ _3"></span>a oraz zapewni<span class="_ _3"></span>a sprawny i prawi<span class="_ _3"></span>dłowy przebi<span class="_ _3"></span>eg obrad.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y48 ff1 fs0 fc0 sc0 ls4 ws0">3.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Waln<span class="_ _3"></span>e <span class="_ _1f"> </span>Zg<span class="_ _3"></span>romadzenie <span class="_ _b"> </span>podejmuje <span class="_ _b"> </span>uchwały <span class="_ _b"> </span>jedyn<span class="_ _3"></span>ie <span class="_ _b"> </span>w <span class="_ _b"> </span>sprawach <span class="_ _1f"> </span>obj<span class="_ _3"></span>ętych <span class="_ _b"> </span>porządki<span class="_ _3"></span>em </span></span></div><div class="t m0 x14 h2 y49 ff1 fs0 fc0 sc0 ls0 ws0">obrad. </div><div class="t m0 x1 h18 y1f1 ff1 fs0 fc0 sc0 ls4 ws0">4.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff1">Projekty  uc<span class="ff9">hwał  proponowane  do <span class="_ _12"> </span>przyjęci<span class="_ _3"></span>a  przez  Walne <span class="_ _12"> </span>Zgromadzeni<span class="_ _3"></span>e  oraz <span class="_ _12"> </span>inne </span></span></span></div><div class="t m0 x14 h2 y1f2 ff9 fs0 fc0 sc0 ls0 ws0">istotne <span class="_ _29"> </span>ma<span class="_ _3"></span>teriały <span class="_ _29"> </span>są <span class="_ _1b"> </span>przedstawi<span class="_ _3"></span>ane <span class="_ _29"> </span>akcjonari<span class="_ _3"></span>uszom <span class="_ _29"> </span>w<span class="_ _3"></span>raz <span class="_ _29"> </span>z <span class="_ _1b"> </span>uzasadnieni<span class="_ _3"></span>em <span class="_ _29"> </span>i <span class="_ _1b"> </span>opinia </div><div class="t m0 x14 h2 y1f3 ff1 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej.<span class="_ _3"></span> </div><div class="t m0 x1 h18 y1f4 ff1 fs0 fc0 sc0 ls4 ws0">5.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Przebieg Wal<span class="_ _3"></span>nego Zgromad<span class="_ _3"></span>zenia jest protok<span class="_ _3"></span>ołowany przez notari<span class="_ _3"></span>usza.<span class="_ _e"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y1f5 ff1 fs0 fc0 sc0 ls0 ws0">Przebieg g<span class="ff9">łosowani<span class="_ _3"></span></span>a: </div><div class="t m0 x1 h18 y1b9 ff1 fs0 fc0 sc0 ls4 ws0">1.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Głosowani<span class="_ _3"></span>e <span class="_ _3"></span>na <span class="_ _3"></span>Walnym <span class="_ _3"></span>Zgromadz<span class="_ _3"></span>eni<span class="_ _3"></span>u j<span class="_ _3"></span>est <span class="_ _3"></span>jawne. <span class="_ _3"></span>Tajne <span class="_ _3"></span>głosowani<span class="_ _3"></span>e <span class="_ _3"></span>zarządz<span class="_ _3"></span>a <span class="_ _3"></span>się <span class="_ _3"></span>przy </span></span></div><div class="t m0 x14 h2 y50 ff9 fs0 fc0 sc0 ls0 ws0">wyborach <span class="_ _b"> </span>wład<span class="_ _3"></span>z <span class="_ _29"> </span>oraz <span class="_ _b"> </span>n<span class="_ _3"></span>ad <span class="_ _b"> </span>wn<span class="_ _3"></span>ioskami<span class="_ _3"></span> <span class="_ _b"> </span>o <span class="_ _29"> </span>odwołani<span class="_ _3"></span>e <span class="_ _b"> </span>organów <span class="_ _29"> </span>władz <span class="_ _29"> </span>lub <span class="_ _29"> </span>likwi<span class="_ _3"></span>datorów </div><div class="t m0 x14 h2 y51 ff9 fs0 fc0 sc0 ls0 ws0">Spółki, <span class="_ _14"> </span>bądź<span class="_ _3"></span> <span class="_ _14"> </span>o <span class="_ _14"> </span>pociągnieci<span class="_ _3"></span>e <span class="_ _1e"> </span>i<span class="_ _3"></span>ch <span class="_ _14"> </span>do <span class="_ _14"> </span>odpowiedzi<span class="_ _3"></span>alności, <span class="_ _14"> </span>jak <span class="_ _14"> </span>również <span class="_ _14"> </span>w <span class="_ _13"> </span>sprawach </div><div class="t m0 x14 h2 y2dc ff1 fs0 fc0 sc0 ls0 ws0">osobowych. <span class="_ _29"> </span>D<span class="_ _3"></span>odatkowo <span class="_ _1b"> </span>tajne <span class="_ _1b"> </span><span class="ff9">głosowanie <span class="_ _29"> </span>zarząd<span class="_ _3"></span>za <span class="_ _29"> </span>si<span class="_ _3"></span>ę <span class="_ _29"> </span>na <span class="_ _29"> </span>ż<span class="_ _3"></span>ądanie <span class="_ _29"> </span>choćby <span class="_ _29"> </span>jedneg<span class="_ _3"></span>o </span></div><div class="t m0 x14 h2 y2dd ff1 fs0 fc0 sc0 ls0 ws0">akcjonariusza l<span class="_ _3"></span>ub jego reprezentant<span class="_ _3"></span>a.<span class="_ _3"></span> </div><div class="t m0 x1 h18 y2de ff1 fs0 fc0 sc0 ls4 ws0">2.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Waln<span class="_ _3"></span>e  Zgromadzenie  może  dokonać  wyboru  3<span class="ff1">-<span class="_ _3"></span>osobowej  komisji  skrutacyjnej,  do </span></span></span></div><div class="t m0 x14 h2 y76 ff9 fs0 fc0 sc0 ls0 ws0">której <span class="_ _22"> </span>obowi<span class="_ _3"></span>ązków <span class="_ _22"> </span>n<span class="_ _3"></span>al<span class="_ _3"></span>eży <span class="_ _22"> </span>czuwan<span class="_ _3"></span>ie <span class="_ _22"> </span>n<span class="_ _3"></span>ad <span class="_ _22"> </span>prawid<span class="_ _3"></span>łowym <span class="_ _22"> </span>przebi<span class="_ _3"></span>egiem <span class="_ _22"> </span>każ<span class="_ _3"></span>dego </div><div class="t m0 x14 h2 y2df ff9 fs0 fc0 sc0 ls0 ws0">głosowania, <span class="_ _10"> </span>nadzorowan<span class="_ _3"></span>ie <span class="_ _11"> </span>obsługi<span class="_ _3"></span> <span class="_ _11"> </span>komputerow<span class="_ _3"></span>ej <span class="_ _11"> </span>(w <span class="_ _11"> </span>wypadku<span class="_ _3"></span> <span class="_ _11"> </span>głosowani<span class="_ _3"></span>a <span class="_ _11"> </span>z </div><div class="t m0 x14 h2 y2e0 ff9 fs0 fc0 sc0 ls0 ws0">wykorzystani<span class="_ _3"></span>em techniki<span class="_ _3"></span> elektroni<span class="_ _3"></span>cznej) oraz sprawdzani<span class="_ _3"></span>e i ogłaszani<span class="_ _3"></span>e wyników.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y1fa ff1 fs0 fc0 sc0 ls4 ws0">3.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Jedna <span class="_ _e"></span>akcja <span class="_ _26"></span>daje <span class="_ _26"></span>na <span class="_ _26"></span>Waln<span class="_ _3"></span>ym <span class="_ _e"></span>Zgromadzeni<span class="_ _3"></span>u <span class="_ _26"></span>prawo <span class="_ _e"></span>jedn<span class="_ _3"></span>ego <span class="_ _e"></span>głosu. <span class="_ _26"></span>W <span class="_ _26"></span>przypadku <span class="_ _26"></span>akcji </span></span></div><div class="t m0 x14 h2 y1fb ff1 fs0 fc0 sc0 ls0 ws0">uprzywil<span class="_ _3"></span>ejowanej <span class="_ _b"> </span>serii <span class="_ _b"> </span>A <span class="_ _b"> </span>jedna <span class="_ _b"> </span>akcja <span class="_ _b"> </span>daj<span class="_ _3"></span><span class="ff9">e <span class="_ _b"> </span>na <span class="_ _b"> </span>Waln<span class="_ _3"></span>ym <span class="_ _b"> </span>Zgromadzeniu <span class="_ _b"> </span>prawo <span class="_ _b"> </span>dwóch </span></div><div class="t m0 x14 h2 y1fc ff9 fs0 fc0 sc0 ls0 ws0">głosów.<span class="ff1"> </span></div><div class="t m0 x1 h18 y1fd ff1 fs0 fc0 sc0 ls4 ws0">4.<span class="ff6 ls0"> <span class="_ _2b"> </span><span class="ff9">Przewodni<span class="_ _3"></span>czący ogłasza <span class="_ _3"></span>wyni<span class="_ _3"></span>ki głosowani<span class="_ _3"></span>a, które następni<span class="_ _3"></span>e wno<span class="_ _3"></span>szone są <span class="_ _3"></span>do proto<span class="_ _3"></span>kołu </span></span></div><div class="t m0 x14 h2 y1fe ff1 fs0 fc0 sc0 ls0 ws0">obrad. </div><div class="t m0 x1 h14 y1d2 ff4 fs0 fc0 sc0 ls8 ws0">4.11.<span class="ff2 ls0"> <span class="_ _1e"> </span><span class="ff3">Skład <span class="_ _1b"> </span>osobo<span class="_ _3"></span>wy <span class="_ _1b"> </span>i <span class="_ _1b"> </span>zm<span class="_ _3"></span>iany, <span class="_ _1b"> </span>które  w <span class="_ _29"> </span>nim <span class="_ _12"> </span>zaszły <span class="_ _12"> </span>w <span class="_ _1b"> </span>ciągu <span class="_ _1b"> </span>ostat<span class="_ _3"></span>niego <span class="_ _1b"> </span>roku<span class="_ _3"></span> </span></span></div><div class="t m0 x26 h2 y1d3 ff3 fs0 fc0 sc0 ls0 ws0">obrotowego, <span class="_ _29"> </span>oraz <span class="_ _29"> </span>opis <span class="_ _29"> </span>dział<span class="_ _3"></span>ania <span class="_ _29"> </span>organów <span class="_ _29"> </span>zarządz<span class="_ _3"></span>ających<span class="_ _3"></span>, <span class="_ _29"> </span>nad<span class="_ _3"></span>zorujących<span class="_ _3"></span> </div><div class="t m0 x26 h2 y1d4 ff3 fs0 fc0 sc0 ls0 ws0">lub administruj<span class="_ _3"></span>ących Emitent<span class="_ _3"></span>a oraz ich komitetó<span class="_ _3"></span>w<span class="_ _3"></span><span class="ff4"> </span></div><div class="t m0 x1 h2 y181 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y2e1 ff4 fs0 fc0 sc0 ls8 ws0">4.11.1.<span class="ff2 ls0"> <span class="_ _35"> </span><span class="ff3">Zarząd<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y2e2 ff9 fs0 fc0 sc0 ls0 ws0">W skład Zarządu<span class="ff1"> </span>Sp<span class="_ _3"></span>ółki n<span class="_ _3"></span>a dzień 31 grud<span class="_ _3"></span>nia 20<span class="_ _3"></span><span class="ff1">21 roku wch<span class="_ _3"></span>odzili<span class="_ _3"></span>: </span></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">34<span class="ls0"> </span></div></div><div class="t m0 x14 h18 y3d ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Wojciech Małek –<span class="_ _3"></span><span class="ff1"> </span>Członek Za<span class="_ _3"></span>rządu<span class="ff1"> </span></span></span></div><div class="t m0 x14 h18 y2e3 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Szymon Fiecek <span class="ff9">–</span> <span class="ff9">Czł<span class="_ _3"></span>onek Zarządu<span class="_ _3"></span></span> </span></span></div><div class="t m0 x14 h18 y2e4 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Paweł Szukalski<span class="_ _3"></span> –<span class="ff1"> </span>Członek Zarząd<span class="_ _3"></span>u<span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y2e5 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _b"> </span>okresi<span class="_ _3"></span>e <span class="_ _b"> </span>od <span class="_ _b"> </span>01<span class="_ _3"></span> <span class="_ _29"> </span>stycz<span class="_ _3"></span>nia <span class="_ _29"> </span>do <span class="_ _b"> </span>31<span class="_ _3"></span> <span class="_ _b"> </span>grud<span class="_ _3"></span>nia <span class="_ _29"> </span><span class="ls4">20</span>21 <span class="_ _b"> </span> <span class="_ _29"> </span>nie <span class="_ _29"> </span><span class="ff9">miały <span class="_ _29"> </span>miejsc</span>a <span class="_ _29"> </span><span class="ff9">zmi<span class="_ _3"></span>any <span class="_ _b"> </span>w <span class="_ _29"> </span>składzi<span class="_ _3"></span>e </span></div><div class="t m0 x1 h2 y2e6 ff9 fs0 fc0 sc0 ls0 ws0">Zarządu.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2e7 ff9 fs0 fc0 sc0 ls0 ws0">Pomiędzy <span class="_ _e"></span>dni<span class="_ _3"></span>em <span class="_ _e"></span>bilansowym <span class="_ _e"></span>a <span class="_ _e"></span>datą <span class="_ _e"></span>ni<span class="_ _3"></span>niejszego <span class="_ _e"></span>sprawozdani<span class="_ _3"></span>a, <span class="_ _e"></span>nie <span class="_ _e"></span>było <span class="_ _e"></span>zmian<span class="_ _3"></span> <span class="_ _e"></span>w <span class="_ _3"></span>skład<span class="_ _3"></span>zie </div><div class="t m0 x1 h2 y2e8 ff9 fs0 fc0 sc0 ls0 ws0">Zarządu.<span class="ff1"> </span></div><div class="t m0 x1 h2 y2e9 ff9 fs0 fc0 sc0 ls0 ws0">Wszyscy członkowi<span class="_ _3"></span>e Zarządu powołan<span class="_ _3"></span>i są na wspól<span class="_ _3"></span>ną kadencję.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2ea ff1 fs0 fc0 sc0 ls0 ws0">Kompetencje i<span class="_ _3"></span> zasady <span class="_ _3"></span>pracy <span class="_ _3"></span><span class="ff9">Zarządu<span class="_ _3"></span> Compe<span class="_ _3"></span>ria.pl<span class="_ _3"></span> S.A. określ<span class="_ _3"></span>one został<span class="_ _3"></span>y w <span class="_ _3"></span>następujących </span></div><div class="t m0 x1 h2 y2eb ff1 fs0 fc0 sc0 ls0 ws0">dokumentach:<span class="_ _3"></span> </div><div class="t m0 x25 h18 y2ec fff fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _f"> </span><span class="ff9">Statut Spółki<span class="_ _3"></span> (dostępny na stroni<span class="_ _3"></span>e internetowej <span class="_ _3"></span>Spółki), <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x25 h18 y2ed fff fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _f"> </span><span class="ff9">Regulami<span class="_ _3"></span>n Zarządu (dostępny na <span class="_ _3"></span>stronie i<span class="_ _3"></span>nternetowej Spółki<span class="_ _3"></span>), <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x25 h18 y2ee fff fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _f"> </span><span class="ff9">Kodeks Spółek Handl<span class="_ _3"></span>owych. <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h14 y2ef ff4 fs0 fc0 sc0 ls8 ws0">4.11.2.<span class="ff2 ls0"> <span class="_ _35"> </span><span class="ff4">Rada Nadzorcz<span class="_ _3"></span>a </span></span></div><div class="t m0 x1 h2 y2f0 ff1 fs0 fc0 sc0 ls0 ws0">W dn<span class="_ _3"></span>iu <span class="_ _3"></span>26 <span class="_ _3"></span>czerwca 202<span class="_ _3"></span>0 <span class="_ _3"></span><span class="ff9">roku <span class="_ _3"></span>Waln<span class="_ _3"></span>e Zgromad<span class="_ _3"></span>zeni<span class="_ _3"></span>e Akcjonari<span class="_ _3"></span>uszy <span class="_ _3"></span>Spółki<span class="_ _3"></span> podj<span class="_ _3"></span>ęło uchwał<span class="_ _3"></span>y </span></div><div class="t m0 x1 h2 y2f1 ff9 fs0 fc0 sc0 ls0 ws0">w sprawie wyb<span class="_ _3"></span>oru Rady Nadzorczej na n<span class="_ _3"></span>ową 3 l<span class="_ _3"></span>etnią kadencję.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y2f2 ff9 fs0 fc0 sc0 ls0 ws0">Skład  Rady  Nadzorczej <span class="_ _12"> </span>na  dzień  3<span class="ff1">1  grudnia <span class="_ _12"> </span><span class="ls4">202</span>1  </span>ro<span class="_ _2"></span>ku  oraz  na <span class="_ _12"> </span>dzień  sporządzenia </div><div class="t m0 x1 h2 y2f3 ff1 fs0 fc0 sc0 ls0 ws0">jednostkowego <span class="_ _3"></span><span class="ff9">sprawozdan<span class="_ _3"></span>ia finan<span class="_ _3"></span>sowego przedstawi<span class="_ _3"></span>ał się następująco:<span class="_ _3"></span></span> </div><div class="t m0 x14 h18 y2f4 ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff1">Mar<span class="_ _3"></span>ek Dojnow -<span class="_ _3"></span> <span class="ff9">Przewodn<span class="_ _3"></span>iczący Rady Nadz<span class="_ _3"></span>orczej;<span class="_ _3"></span></span> </span></span></div><div class="t m0 x14 h18 y2f5 ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff9">Paweł Ban<span class="_ _3"></span>durowski<span class="_ _3"></span> <span class="ff1">- </span>Wicep<span class="_ _3"></span>rzewodniczą<span class="_ _3"></span>cy Rady Nadzorczej;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x14 h18 y2f6 ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff9">Ad<span class="_ _3"></span>am Jabłoński <span class="_ _3"></span><span class="ff1">- </span>Członek Rad<span class="_ _3"></span>y Nadzorczej;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x14 h18 y2f7 ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff9">K<span class="_ _3"></span>rzysztof Mędral<span class="_ _3"></span>a <span class="ff1">- </span>Czło<span class="_ _3"></span>nek Rady Nadzorcz<span class="_ _3"></span>ej;<span class="ff1"> </span></span></span></div><div class="t m0 x14 h18 y2f8 ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff9">Przem<span class="_ _3"></span>ysław Czuk <span class="_ _3"></span><span class="ff1">- </span>Członek Rady<span class="_ _3"></span> Nadzorczej.<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y2f9 ff9 fs0 fc0 sc0 ls0 ws0">Pomiędzy <span class="_ _e"></span>dni<span class="_ _3"></span>em <span class="_ _e"></span>bilansowym <span class="_ _e"></span>a <span class="_ _e"></span>datą <span class="_ _e"></span>ni<span class="_ _3"></span>niejszego <span class="_ _e"></span>sprawozdani<span class="_ _3"></span>a, <span class="_ _e"></span>nie <span class="_ _e"></span>było <span class="_ _e"></span>zmian<span class="_ _3"></span> <span class="_ _e"></span>w <span class="_ _3"></span>skład<span class="_ _3"></span>zie </div><div class="t m0 x1 h2 y2fa ff1 fs0 fc0 sc0 ls0 ws0">Rady Nadzorczej.<span class="_ _3"></span> </div><div class="t m0 x1 h2 y2fb ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _b"> </span>okresie <span class="_ _b"> </span>od <span class="_ _1f"> </span>01 <span class="_ _b"> </span>styczni<span class="_ _3"></span>a <span class="_ _b"> </span>do <span class="_ _1f"> </span>31<span class="_ _3"></span> <span class="_ _b"> </span>grudnia<span class="_ _3"></span> <span class="_ _b"> </span><span class="ls4">20<span class="ls23">21</span></span> <span class="_ _b"> </span><span class="ff9">miały <span class="_ _b"> </span></span>miejsce <span class="_ _b"> </span><span class="ff9">zmiany <span class="_ _b"> </span>w <span class="_ _b"> </span>składzie <span class="_ _b"> </span></span>Rady </div><div class="t m0 x1 h2 y2fc ff1 fs0 fc0 sc0 ls0 ws0">Nadzorczej. <span class="_ _25"></span>Pan <span class="_ _2a"> </span>Derek <span class="_ _2a"></span>Alexander <span class="_ _25"></span>Chri<span class="_ _3"></span>stopher <span class="_ _25"></span><span class="ff9">z<span class="_ _3"></span>łożył <span class="_ _25"></span>rezygnację <span class="_ _25"></span>z <span class="_ _2a"> </span>członkostwa <span class="_ _25"></span>w <span class="_ _2a"></span>Radzie </span></div><div class="t m0 x1 h2 y2fd ff9 fs0 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _2a"></span>Spółki<span class="_ _3"></span> <span class="_ _25"></span>ze <span class="_ _2a"> </span>skutki<span class="_ _3"></span>em <span class="_ _25"></span>n<span class="_ _3"></span>a <span class="_ _25"></span>d<span class="_ _3"></span>zień <span class="_ _2a"> </span>31 <span class="_ _2a"></span>październi<span class="_ _3"></span>ka <span class="_ _25"></span>2021<span class="_ _3"></span> <span class="_ _25"></span>roku<span class="_ _3"></span>. <span class="_ _2a"></span>Rada <span class="_ _25"></span>Nad<span class="_ _3"></span>zorcza <span class="_ _2a"> </span>w </div><div class="t m0 x1 h2 y2fe ff9 fs0 fc0 sc0 ls0 ws0">drodze <span class="_ _b"> </span>k<span class="_ _3"></span>ooptacji<span class="_ _3"></span> <span class="_ _b"> </span>powoł<span class="_ _3"></span>ała <span class="_ _b"> </span>d<span class="_ _3"></span>o <span class="_ _b"> </span>swoj<span class="_ _3"></span>ego <span class="_ _b"> </span>skład<span class="_ _3"></span>u <span class="_ _29"> </span>Pana <span class="_ _b"> </span>Pawł<span class="_ _3"></span>a <span class="_ _29"> </span>Bandurow<span class="_ _3"></span>skiego <span class="_ _b"> </span>w<span class="_ _3"></span> <span class="_ _b"> </span>dn<span class="_ _3"></span>iu <span class="_ _29"> </span>14 </div><div class="t m0 x1 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">grudni<span class="_ _3"></span>a 2021 roku. </div><div class="t m0 x1 h2 y300 ff1 fs0 fc0 sc0 ls0 ws0">Kompetencj<span class="ff9">e  i  zasady  pracy  Rady  Nadzorczej  Comperia.pl<span class="_ _3"></span>  S.A. <span class="_ _12"> </span>określone  zostały  w </span></div><div class="t m0 x1 h2 y301 ff9 fs0 fc0 sc0 ls0 ws0">następujących dokum<span class="_ _3"></span>entach:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x25 h18 y302 fff fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _f"> </span><span class="ff9">Statut Spółki<span class="_ _3"></span> (dostępny na stroni<span class="_ _3"></span>e internetowej <span class="_ _3"></span>Spółki), <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x25 h18 y303 fff fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _f"> </span><span class="ff9">Regulami<span class="_ _3"></span>n Rady Nadzorczej (do<span class="_ _3"></span>stępny na stronie i<span class="_ _3"></span>nternetowej Sp<span class="_ _3"></span>ółki), <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x25 h18 y304 fff fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _f"> </span><span class="ff9">Kodeks Spółek Handl<span class="_ _3"></span>owych. <span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x7b h2 y305 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">35<span class="ls0"> </span></div></div><div class="t m0 x7b h2 y3d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y306 ff4 fs0 fc0 sc0 ls8 ws0">5.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff3">ZNACZ<span class="_ _3"></span>ĄCE UMOWY<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y307 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _25"></span>2021 <span class="_ _2a"> </span><span class="ff9">roku <span class="_ _25"></span>zawa<span class="_ _3"></span>rto <span class="_ _25"></span>i<span class="_ _3"></span>stotną <span class="_ _25"></span>umow<span class="_ _3"></span>ę, <span class="_ _25"></span>o <span class="_ _2a"></span>której <span class="_ _2a"></span>mowa <span class="_ _25"></span>w <span class="_ _2a"> </span>raporcie <span class="_ _2a"></span>bieżącym <span class="_ _25"></span>n<span class="_ _3"></span>r <span class="_ _2a"> </span></span>3/20<span class="_ _3"></span>21 <span class="_ _25"></span><span class="ls24">z </span></div><div class="t m0 x1 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0">dnia <span class="_ _24"> </span>15  lutego  <span class="ls4">202</span>1 <span class="_ _24"> </span><span class="ff9">roku.  Przedmi<span class="_ _3"></span>otowa  u<span class="_ _3"></span>mowa  pol<span class="_ _3"></span>egała  na <span class="_ _24"> </span>prowadzeniu<span class="_ _3"></span>  do  dnia </span></div><div class="t m0 x1 h2 y309 ff1 fs0 fc0 sc0 ls4 ws0">31<span class="ls0"> marca </span>202<span class="ls0">2 <span class="ff9">r. <span class="_ _3"></span>na rz<span class="_ _3"></span>ecz Spółki<span class="_ _3"></span> internetowej <span class="_ _3"></span>kampanii<span class="_ _3"></span> rekl<span class="_ _3"></span>amowej. Wartość p<span class="_ _3"></span>rzedmio<span class="_ _e"></span></span>tu </span></div><div class="t m0 x1 h2 y30a ff1 fs0 fc0 sc0 ls0 ws0">zleceni<span class="_ _3"></span>a wynosi <span class="ff9">około 9</span>.<span class="_ _3"></span><span class="ls4">800</span>.0<span class="ff9">00 zł </span>netto.<span class="_ _3"></span> </div><div class="t m0 x1 h14 y30b ff4 fs0 fc0 sc0 ls8 ws0">6.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff3">POST<span class="_ _3"></span>ĘPOWANIA SĄD<span class="_ _3"></span>OWE<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y30c ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2a"> </span>2021 <span class="_ _1f"> </span>roku <span class="_ _2a"> </span><span class="ff9">Spółka</span> <span class="_ _1f"> </span><span class="ff9">nie <span class="_ _2a"> </span>była <span class="_ _1f"> </span>stroną <span class="_ _2a"> </span>postępow<span class="_ _3"></span>ań <span class="_ _2a"> </span>t<span class="_ _3"></span>oczących <span class="_ _2a"> </span>się <span class="_ _2a"> </span>p<span class="_ _3"></span>rzed <span class="_ _2a"> </span>sądem, <span class="_ _2a"> </span>o<span class="_ _3"></span>rganem </span></div><div class="t m0 x1 h2 y30d ff9 fs0 fc0 sc0 ls0 ws0">właściwym <span class="_ _17"> </span>dl<span class="_ _3"></span>a <span class="_ _17"> </span>postępowania <span class="_ _17"> </span>arbi<span class="_ _3"></span>trażowego <span class="_ _17"> </span>lu<span class="_ _3"></span>b <span class="_ _17"> </span>organem <span class="_ _17"> </span>administracji <span class="_ _17"> </span>publ<span class="_ _3"></span>icznej, </div><div class="t m0 x1 h2 y30e ff9 fs0 fc0 sc0 ls0 ws0">których wartość stan<span class="_ _3"></span>owiła co na<span class="_ _3"></span>jmni<span class="_ _3"></span>ej 10 % kapi<span class="_ _3"></span>tałów własnych <span class="ff1">S</span>p<span class="_ _3"></span>ółki<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h14 y25e ff4 fs0 fc0 sc0 ls8 ws0">7.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff4">TRANSAK<span class="_ _3"></span>CJE Z JED<span class="_ _3"></span>NOST<span class="_ _3"></span><span class="ff3">KAMI POWIĄ<span class="_ _3"></span>ZANYMI<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h2 y25f ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _1f"> </span>jest <span class="_ _2a"> </span>jedn<span class="_ _3"></span>ostką <span class="_ _1f"> </span>domi<span class="_ _3"></span>nującą <span class="_ _1f"> </span>w <span class="_ _1f"> </span>stosunku <span class="_ _1f"> </span>do <span class="_ _1f"> </span>spółki <span class="_ _1f"> </span>Comperi<span class="_ _3"></span>a <span class="_ _1f"> </span>Ubezpieczeni<span class="_ _3"></span>a <span class="_ _1f"> </span>Sp. <span class="_ _2a"> </span>z </div><div class="t m0 x1 h2 y30f ff9 fs0 fc0 sc0 ls0 ws0">o.o. <span class="_ _3"></span>(„CU<span class="_ _3"></span>”). <span class="_ _3"></span>T<span class="_ _3"></span>ransakcje <span class="_ _e"></span>p<span class="_ _3"></span>omiędzy <span class="_ _e"></span>Spółką <span class="_ _e"></span>a <span class="_ _e"></span>CU <span class="_ _e"></span>są <span class="_ _3"></span>prz<span class="_ _3"></span>edstawione <span class="_ _e"></span>szczeg<span class="_ _3"></span>ółowo <span class="_ _3"></span>w <span class="_ _e"></span>n<span class="_ _3"></span>ocie <span class="_ _26"></span><span class="ff1 ls4">47<span class="ls0"> </span></span></div><div class="t m0 x1 h2 y310 ff1 fs0 fc0 sc0 ls0 ws0">sprawozdani<span class="_ _3"></span>u <span class="_ _25"></span><span class="ff9">finansowym <span class="_ _25"></span>Spółki. <span class="_ _25"></span>W <span class="_ _25"></span></span><span class="ls4">20</span>21 <span class="_ _25"></span><span class="ff9">roku <span class="_ _25"></span>Spółka</span> <span class="_ _26"></span><span class="ff9">n<span class="_ _3"></span>ie <span class="_ _25"></span>zawierała</span> <span class="_ _25"></span>transakcji<span class="_ _3"></span> <span class="_ _25"></span>z <span class="_ _25"></span><span class="ls19">CU</span> <span class="_ _26"></span>na<span class="_ _3"></span> </div><div class="t m0 x1 h2 y311 ff9 fs0 fc0 sc0 ls0 ws0">innych warunkach ni<span class="_ _3"></span>ż rynkowe<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h2 y312 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">36<span class="ls0"> </span></div></div><div class="t m0 x1 h14 y3d ff4 fs0 fc0 sc0 ls8 ws0">8.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff3">ZACIĄGN<span class="_ _3"></span>IĘTE <span class="_ _23"> </span>I <span class="_ _22"> </span>WYPOW<span class="_ _3"></span>I<span class="ff4">ED<span class="_ _3"></span>ZIANE <span class="_ _23"> </span>UM<span class="_ _3"></span>OWY <span class="_ _23"> </span>DO<span class="_ _3"></span>TYCZ<span class="_ _3"></span></span>ĄCE <span class="_ _23"> </span>KREDYT<span class="_ _3"></span>ÓW <span class="_ _23"> </span>I<span class="_ _3"></span> </span></span></div><div class="t m0 x11 h2 y3e ff3 fs0 fc0 sc0 ls0 ws0">POŻYCZEK<span class="ff4"> </span></div><div class="t m0 x1 h2 y84 ff9 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _29"> </span>dzi<span class="_ _3"></span>eń <span class="_ _29"> </span>31 <span class="_ _29"> </span>grud<span class="_ _3"></span>nia <span class="_ _29"> </span>20<span class="_ _3"></span><span class="ff1">21 <span class="_ _29"> </span></span>roku <span class="_ _29"> </span>Sp<span class="_ _3"></span>ółka <span class="_ _29"> </span>ni<span class="_ _3"></span>e <span class="_ _29"> </span>mi<span class="_ _3"></span>ała <span class="_ _29"> </span>umów <span class="_ _29"> </span>kredytowy<span class="_ _3"></span>ch <span class="_ _29"> </span>i <span class="_ _1b"> </span>nie <span class="_ _29"> </span>posiad<span class="_ _3"></span>ała </div><div class="t m0 x1 h2 y40 ff9 fs0 fc0 sc0 ls0 ws0">zobowiązań<span class="_ _3"></span> z tego tytułu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h14 y85 ff4 fs0 fc0 sc0 ls8 ws0">9.<span class="ff2 ls0"> <span class="_ _22"> </span><span class="ff3">UDZIELONE<span class="_ _3"></span> POŻYCZK<span class="_ _3"></span>I<span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y86 ff9 fs0 fc0 sc0 ls0 ws0">Nie wystąpi<span class="_ _3"></span>ły na dzi<span class="_ _3"></span>eń 31.12.202<span class="ff1">1 </span></div><div class="t m0 x1 h14 y313 ff4 fs0 fc0 sc0 ls8 ws0">10.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">UDZIELONE<span class="_ _3"></span> I OTRZY<span class="_ _3"></span>MANE<span class="_ _3"></span> <span class="ff3">PORĘCZENIA I<span class="_ _3"></span> GWARANC<span class="_ _3"></span></span>JE </span></span></div><div class="t m0 x1 h2 y47 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _1b"> </span>2021 <span class="_ _1b"> </span><span class="ff9">roku <span class="_ _1b"> </span>żad<span class="_ _3"></span>na <span class="_ _1b"> </span>ze <span class="_ _1b"> </span>spółek <span class="_ _12"> </span>Grupy <span class="_ _29"> </span>C<span class="_ _3"></span>omperi<span class="_ _3"></span>a.pl<span class="_ _3"></span> <span class="_ _1b"> </span>nie <span class="_ _1b"> </span>udzieliła <span class="_ _1b"> </span>p<span class="_ _3"></span>oręczeń <span class="_ _29"> </span>k<span class="_ _3"></span>redytu<span class="_ _e"></span></span> <span class="_ _1b"> </span>lub </div><div class="t m0 x1 h2 y14b ff9 fs0 fc0 sc0 ls0 ws0">pożyczki <span class="_ _26"></span>ani <span class="_ _e"></span>ni<span class="_ _3"></span>e <span class="_ _e"></span>udzi<span class="_ _3"></span>eliła <span class="_ _e"></span>gwarancji<span class="_ _3"></span> <span class="_ _26"></span><span class="ff1">- <span class="_ _26"></span></span>łącznie <span class="_ _26"></span>jednemu <span class="_ _e"></span>p<span class="_ _3"></span>odmiotowi<span class="_ _3"></span> <span class="_ _e"></span>lub<span class="_ _3"></span> <span class="_ _e"></span>jednostce <span class="_ _e"></span>zal<span class="_ _3"></span>eżnej </div><div class="t m0 x1 h2 y314 ff1 fs0 fc0 sc0 ls0 ws0">od <span class="_ _2a"></span>tego <span class="_ _25"></span>p<span class="_ _3"></span>odmi<span class="_ _3"></span>otu <span class="_ _2a"> </span>- <span class="_ _2a"> </span><span class="ff9">jeżeli <span class="_ _2a"> </span>łącz<span class="_ _3"></span>na <span class="_ _2a"> </span>wartość <span class="_ _2a"></span>istniejących <span class="_ _2a"> </span>poręczeń <span class="_ _2a"> </span>l<span class="_ _3"></span>ub <span class="_ _2a"> </span>gwarancji <span class="_ _2a"> </span>stanowi<span class="_ _3"></span>ła </span></div><div class="t m0 x1 h2 y315 ff9 fs0 fc0 sc0 ls0 ws0">równowartość co najmn<span class="_ _3"></span>iej 10%<span class="_ _3"></span> kapitał<span class="_ _3"></span>ów własnych <span class="_ _3"></span>Spółki<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h14 y316 ff4 fs0 fc0 sc0 ls8 ws0">11.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">WYKORZ<span class="_ _3"></span>YSTANIE WP<span class="_ _3"></span>ŁYWÓW <span class="_ _3"></span>Z EMISJI<span class="_ _3"></span><span class="ff4"> </span></span></span></div><div class="t m0 x1 h2 y1b6 ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _25"></span>2018 <span class="_ _2a"> </span>roku <span class="_ _25"></span><span class="ff9">Spółka<span class="_ _3"></span></span> <span class="_ _25"></span><span class="ff9">pr<span class="_ _3"></span>zeprowadzi<span class="_ _3"></span>ła <span class="_ _25"></span>emi<span class="_ _3"></span>sję <span class="_ _25"></span>papi<span class="_ _3"></span>erów <span class="_ _25"></span>wartości<span class="_ _3"></span>owych. <span class="_ _2a"></span>Odbyła <span class="_ _25"></span>się <span class="_ _2a"> </span>emisja </span></div><div class="t m0 x1 h2 y317 ff9 fs0 fc0 sc0 ls0 ws0">akcji <span class="_ _1f"> </span>serii<span class="_ _3"></span> <span class="_ _1f"> </span>G <span class="_ _2a"> </span>spółki<span class="_ _3"></span> <span class="_ _1f"> </span>Comperia.pl<span class="_ _3"></span> <span class="_ _2a"> </span>S.A. <span class="_ _b"> </span>Spółka<span class="ff1"> <span class="_ _1f"> </span></span>pozyskała <span class="_ _2a"> </span>z<span class="_ _3"></span> <span class="_ _2a"> </span>e<span class="_ _3"></span>misji<span class="_ _3"></span> <span class="_ _2a"> </span>8 <span class="_ _1f"> </span>mili<span class="_ _3"></span>onów <span class="_ _1f"> </span>złotych. <span class="_ _1f"> </span>Do </div><div class="t m0 x1 h2 y1b8 ff9 fs0 fc0 sc0 ls0 ws0">dnia <span class="_ _29"> </span>sporządzenia <span class="_ _b"> </span>nini<span class="_ _3"></span>ejszego <span class="_ _b"> </span>sprawozdan<span class="_ _3"></span>ia <span class="_ _b"> </span>wyko<span class="_ _3"></span>rzystano <span class="_ _b"> </span>kwotę <span class="_ _b"> </span>7<span class="_ _e"></span><span class="ff1">,5 <span class="_ _29"> </span></span>mili<span class="_ _3"></span>onów <span class="_ _b"> </span>złotych </div><div class="t m0 x1 h2 y318 ff1 fs0 fc0 sc0 ls0 ws0">zgodni<span class="_ _3"></span>e z celami emi<span class="_ _3"></span>sji. </div><div class="t m0 x1 h14 y1a4 ff4 fs0 fc0 sc0 ls8 ws0">12.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">BIEŻĄCE <span class="_ _e"></span>PROJEKT<span class="_ _3"></span>Y<span class="ff4">/<span class="_ _3"></span>ZMIANY <span class="_ _3"></span>W<span class="_ _3"></span> <span class="_ _3"></span>PO<span class="_ _3"></span>DSTAWOWYC<span class="_ _3"></span></span>H <span class="_ _e"></span>ZASADACH <span class="_ _e"></span>ZARZĄDZ<span class="_ _3"></span>AN<span class="ff4">I<span class="_ _3"></span>A </span></span></span></div><div class="t m0 x11 h2 y319 ff3 fs0 fc0 sc0 ls0 ws0">PRZEDSIĘBIORST<span class="_ _3"></span>WEM EM<span class="_ _3"></span><span class="ff4">ITENT<span class="_ _3"></span>A </span></div><div class="t m0 x1 h2 y1bb ff1 fs0 fc0 sc0 ls0 ws0">W <span class="_ _2d"> </span>20<span class="_ _3"></span>21 <span class="_ _2c"> </span><span class="ff9">roku <span class="_ _2d"> </span>ni<span class="_ _3"></span>e <span class="_ _2d"> </span>wystąp<span class="_ _3"></span>iły <span class="_ _2c"> </span>zmiany <span class="_ _2c"> </span>w <span class="_ _2c"> </span>podstawowych <span class="_ _2c"> </span>zasadach <span class="_ _2c"> </span>zarządzania </span></div><div class="t m0 x1 h2 y31a ff9 fs0 fc0 sc0 ls0 ws0">przedsiębiorstw<span class="_ _3"></span>em Spółki<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x1 h14 y1a7 ff4 fs0 fc0 sc0 ls8 ws0">13.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">UMOWY <span class="_ _2a"></span>Z <span class="_ _26"></span>OSO<span class="_ _3"></span>BAMI <span class="_ _25"></span><span class="ff3">ZARZ<span class="_ _3"></span>ĄDZAJĄCYM<span class="_ _3"></span>I, <span class="_ _25"></span>PRZEWID<span class="_ _3"></span>UJĄCE <span class="_ _25"></span>REKO<span class="_ _3"></span>MPENSATĘ <span class="_ _25"></span>W </span></span></span></div><div class="t m0 x11 h2 y1a8 ff4 fs0 fc0 sc0 ls0 ws0">PRZYPADKU <span class="_ _4"> </span>ICH <span class="_ _33"> </span>REZYGNACJI <span class="_ _33"> </span>LUB <span class="_ _4"> </span>ZWOLNIEN<span class="_ _3"></span>IA <span class="_ _4"> </span>Z <span class="_ _4"> </span>ZAJMOW<span class="_ _3"></span>ANEGO<span class="_ _3"></span> </div><div class="t m0 x11 h2 y1a9 ff3 fs0 fc0 sc0 ls0 ws0">STANOWISKA <span class="_ _24"> </span>BE<span class="_ _3"></span>Z <span class="_ _24"> </span>WAŻNE<span class="_ _3"></span><span class="ff4">J <span class="_ _24"> </span>P<span class="_ _3"></span>RZYCZYNY <span class="_ _1e"> </span>LUB <span class="_ _24"> </span>GDY <span class="_ _1e"> </span></span>ICH <span class="_ _24"> </span>ODW<span class="_ _3"></span>OŁANIE <span class="_ _24"> </span>LUB </div><div class="t m0 x11 h2 y31b ff3 fs0 fc0 sc0 ls0 ws0">ZWOLNIENIE <span class="_ _11"> </span>NASTĘPUJE<span class="_ _3"></span><span class="ff4"> <span class="_ _11"> </span></span>Z <span class="_ _22"> </span>POWODU <span class="_ _11"> </span>POŁĄCZE<span class="_ _3"></span>NIA <span class="_ _22"> </span><span class="ff4">EMITE<span class="_ _3"></span>NTA <span class="_ _22"> </span>PR<span class="_ _3"></span>ZEZ </span></div><div class="t m0 x11 h2 y31c ff3 fs0 fc0 sc0 ls0 ws0">PRZEJĘCIE<span class="_ _3"></span><span class="ff4"> </span></div><div class="t m0 x1 h2 y31d ff1 fs0 fc0 sc0 ls0 ws0">S<span class="ff9">półka nie zawi<span class="_ _3"></span>erała</span> <span class="ff9">umów w<span class="_ _3"></span>skazane</span>go <span class="_ _3"></span>rodzaju. </div><div class="t m0 x1 h14 y31e ff4 fs0 fc0 sc0 ls8 ws0">14.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff3">WYNAGRO<span class="_ _3"></span>DZENIA Z<span class="_ _3"></span>ARZĄD<span class="ff4">U<span class="_ _3"></span> I RADY NAD<span class="_ _3"></span>ZORCZEJ <span class="_ _3"></span> </span></span></span></div><div class="t m0 x1 h2 y31f ff9 fs0 fc0 sc0 ls0 ws0">Łączna <span class="_ _25"></span>wartość <span class="_ _25"></span>wynagrodzeń <span class="_ _25"></span>(ze <span class="_ _25"></span>wszystkich <span class="_ _25"></span>tytułów) <span class="_ _25"></span>członków <span class="_ _25"></span>Zarządu<span class="_ _3"></span> <span class="_ _26"></span>Sp<span class="_ _3"></span>ółki <span class="_ _25"></span>za <span class="_ _26"></span>okres </div><div class="t m0 x1 h2 y320 ff9 fs0 fc0 sc0 ls0 ws0">sprawowani<span class="_ _3"></span>a funkcji w Zarządz<span class="_ _3"></span>ie jednostki<span class="_ _3"></span> domi<span class="_ _3"></span>nującej w 202<span class="_ _3"></span><span class="ff1">1 </span>roku wyni<span class="_ _3"></span>osła:<span class="ff1"> </span></div><div class="t m0 x1 h18 y321 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Paweł Szukalski<span class="_ _3"></span> –<span class="ff1"> <span class="ls4">180</span> </span>tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y322 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Wojciech Mał<span class="ff1">ek </span>–<span class="_ _3"></span><span class="ff1"> <span class="ls4">279</span> </span>tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x28 y14 w2f h4f" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">37<span class="ls0"> </span></div></div><div class="t m0 x1 h18 y3d ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Szymon Fiecek <span class="ff9">–</span> 18<span class="ff9">0 t<span class="_ _3"></span>ys. zł.<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h2 y61 ff9 fs0 fc0 sc0 ls0 ws0">Wartość <span class="_ _14"> </span>wyn<span class="_ _3"></span>agrodzeń <span class="_ _14"> </span>z<span class="_ _3"></span> <span class="_ _14"> </span>tytu<span class="_ _3"></span>łu <span class="_ _14"> </span>pełnieni<span class="_ _3"></span>a <span class="_ _14"> </span>funkcji<span class="_ _3"></span> <span class="_ _14"> </span>w <span class="_ _13"> </span>Zarządzie <span class="_ _14"> </span>Spółki <span class="_ _13"> </span>w <span class="_ _14"> </span>roku <span class="_ _14"> </span>202<span class="_ _e"></span><span class="ff1">1 </span></div><div class="t m0 x1 h2 ya7 ff9 fs0 fc0 sc0 ls0 ws0">wyniosła:<span class="ff1"> </span></div><div class="t m0 x1 h18 y323 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Paweł Szukalski<span class="_ _3"></span> –<span class="ff1"> <span class="ls4">180</span></span>,0 tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y187 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Wojciech Małek –<span class="_ _3"></span><span class="ff1"> 2<span class="ls4">79</span></span>,0 tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y324 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Szymon Fiecek <span class="ff9">–</span> <span class="ff9">180,0<span class="_ _3"></span> tys. zł.<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h2 y149 ff9 fs0 fc0 sc0 ls0 ws0">Łączna <span class="_ _29"> </span>wartość <span class="_ _b"> </span>wynagr<span class="_ _3"></span>odzeń <span class="_ _29"> </span>członków <span class="_ _29"> </span>Rady <span class="_ _29"> </span>Nadzorczej <span class="_ _29"> </span>Spółki <span class="_ _29"> </span>za <span class="_ _b"> </span>okres <span class="_ _29"> </span>sprawowani<span class="_ _3"></span>a </div><div class="t m0 x1 h2 y18a ff1 fs0 fc0 sc0 ls0 ws0">funkcji w Rad<span class="_ _3"></span>zie Nadzorczej w 202<span class="_ _3"></span>1<span class="_ _3"></span> <span class="ff9">roku wyni<span class="_ _3"></span>osła:</span> </div><div class="t m0 x1 h18 y16a ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Marek Dojnow <span class="ff9">–</span> <span class="ff9">14,4 ty<span class="_ _3"></span>s. zł;</span> </span></span></div><div class="t m0 x1 h18 y16b ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Derek Christopher <span class="ff9">–</span> 8<span class="_ _3"></span>,8 <span class="ff9">tys. zł;<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h18 y111 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Adam Jabłoński <span class="_ _3"></span>–<span class="ff1"> </span>12,0 tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y14c ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Krzysztof Mędrala <span class="_ _3"></span>–<span class="ff1"> 14,4 </span>tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y4a ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Przemysław Czuk –<span class="_ _3"></span><span class="ff1"> <span class="ls4">12</span>,0 t</span>ys. zł<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y325 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Paweł Bandurowski<span class="_ _3"></span> –<span class="ff1"> </span>0,4 t<span class="_ _3"></span>ys. zł<span class="ff1"> </span></span></span></div><div class="t m0 x14 h2 y1c7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y326 ff9 fs0 fc0 sc0 ls0 ws0">Łączna <span class="_ _16"> </span>wartość <span class="_ _16"> </span>wynagrodzeń <span class="_ _16"> </span>(z<span class="_ _3"></span>e <span class="_ _16"> </span>wszystkich <span class="_ _16"> </span>tytu<span class="_ _3"></span>łów) <span class="_ _16"> </span>członków <span class="_ _16"> </span>Zarządu<span class="_ _3"></span> <span class="_ _16"> </span>Spółki </div><div class="t m0 x1 h2 y327 ff9 fs0 fc0 sc0 ls0 ws0">otrzymanych <span class="_ _b"> </span>z <span class="_ _b"> </span>Jednostki<span class="_ _3"></span> <span class="_ _b"> </span>zależnej <span class="_ _b"> </span>za <span class="_ _b"> </span>okres <span class="_ _b"> </span>sprawowani<span class="_ _3"></span>a <span class="_ _b"> </span>funkcji <span class="_ _b"> </span>w <span class="_ _b"> </span>Zarządzie <span class="_ _b"> </span>Spółki<span class="_ _3"></span> <span class="_ _b"> </span>w </div><div class="t m0 x1 h2 y71 ff1 fs0 fc0 sc0 ls4 ws0">202<span class="ls0">1 <span class="ff9">roku wyniosła:<span class="_ _3"></span></span> </span></div><div class="t m0 x1 h18 y328 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Wojciech Małek –<span class="_ _3"></span><span class="ff1"> <span class="ls4">15</span>7,7 </span>tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y329 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Szymon Fiecek <span class="ff9">–</span> 206,4<span class="_ _3"></span> <span class="ff9">tys. zł;<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h18 y32a ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Paweł Szukalski<span class="_ _3"></span> –<span class="ff1"> 206,7 </span>tys. zł.<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y27e ff9 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _1f"> </span>Zarząd<span class="_ _3"></span>u <span class="_ _1f"> </span>Spółki<span class="_ _3"></span> <span class="_ _1f"> </span>otrzymywali<span class="_ _3"></span> <span class="_ _1f"> </span>w <span class="_ _2a"> </span>20<span class="_ _3"></span>2<span class="_ _3"></span><span class="ff1">1 <span class="_ _1f"> </span></span>roku <span class="_ _1f"> </span>w<span class="_ _3"></span>ynagrodzeni<span class="_ _3"></span>a <span class="_ _1f"> </span>z <span class="_ _1f"> </span>tytułu <span class="_ _1f"> </span>pełni<span class="_ _3"></span>enia </div><div class="t m0 x1 h2 y32b ff9 fs0 fc0 sc0 ls0 ws0">funkcji w organach J<span class="_ _3"></span>ednostki zal<span class="_ _3"></span>eżnej w następu<span class="_ _3"></span>jących kwotach:<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y32c ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Wojciech Małek –<span class="_ _3"></span><span class="ff1"> </span>12,0 tys. zł;<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h18 y32d ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">Szymon Fiecek <span class="ff9">–</span> <span class="ff9">12,0<span class="_ _3"></span> tys. zł;<span class="_ _3"></span></span> </span></span></div><div class="t m0 x1 h18 y2cc ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">Paweł Szukalski<span class="_ _3"></span> –<span class="ff1"> <span class="ls4">12</span></span>,0 tys. zł.<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 h2 y32e ff9 fs0 fc0 sc0 ls0 ws0">Członkowie <span class="_ _13"> </span>Rady <span class="_ _13"> </span>Nadzorczej <span class="_ _13"> </span>Spółki <span class="_ _13"> </span>nie <span class="_ _13"> </span>otrzymywali <span class="_ _13"> </span>w <span class="_ _13"> </span>20<span class="_ _3"></span><span class="ff1">21 <span class="_ _13"> </span></span>roku <span class="_ _14"> </span>wynag<span class="_ _3"></span>rodzeń <span class="_ _14"> </span>z </div><div class="t m0 x1 h2 y32f ff9 fs0 fc0 sc0 ls0 ws0">Jednostki zal<span class="_ _3"></span>eżnej.<span class="ff1"> </span></div><div class="t m0 x1 h14 y330 ff4 fs0 fc0 sc0 ls8 ws0">15.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">LICZB<span class="_ _3"></span>A <span class="_ _3b"> </span>AKCJI <span class="_ _3b"> </span>COMPERIA.P<span class="_ _3"></span>L <span class="_ _3b"> </span>S.A. <span class="_ _3b"> </span>POSIADANY<span class="_ _3"></span>CH <span class="_ _3b"> </span>PR<span class="_ _3"></span>ZEZ <span class="_ _3b"> </span>OSOBY </span></span></div><div class="t m0 x11 h2 y331 ff3 fs0 fc0 sc0 ls0 ws0">ZARZĄDZAJĄCE L<span class="_ _3"></span>UB NAD<span class="_ _3"></span>ZORUJĄCE<span class="_ _3"></span> COMPERIA.PL<span class="_ _3"></span><span class="ff4"> S.A.<span class="_ _3"></span> </span></div><div class="t m0 x1 h2 y332 ff9 fs0 fc0 sc0 ls0 ws0">Na dzień sporządz<span class="_ _3"></span>enia sprawozdan<span class="_ _3"></span>ia fi<span class="_ _3"></span>nansowego osoby zarząd<span class="_ _3"></span>zające l<span class="_ _3"></span>ub nadzorujące </div><div class="t m0 x1 h2 y333 ff9 fs0 fc0 sc0 ls0 ws0">posiadały akcje Sp<span class="_ _3"></span>ółki zgodni<span class="_ _3"></span>e z poniż<span class="_ _3"></span>szą tabelą:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y334 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x1 y335 w30 h4a"><div class="t m0 x39 h22 y336 ff4 fs8 fc5 sc0 ls0 ws0">Akcjonariusz<span class="fs9"> </span></div></div><div class="c x7c y335 w31 h4a"><div class="t m0 x6f h22 y337 ff4 fs8 fc5 sc0 ls0 ws0">Liczba </div><div class="t m0 x7d h22 y338 ff4 fs8 fc5 sc0 ls0 ws0">akcji<span class="fs9"> </span></div></div><div class="c x7e y335 w32 h4a"><div class="t m0 x34 h22 y337 ff4 fs8 fc5 sc0 ls20 ws0">% </div><div class="t m0 x7f h22 y338 ff4 fs8 fc5 sc0 ls0 ws0">akcji<span class="fs9"> </span></div></div><div class="c x69 y335 w33 h4a"><div class="t m0 x33 h22 y339 ff3 fs8 fc5 sc0 ls0 ws0">Wartość </div><div class="t m0 x1f h22 y336 ff4 fs8 fc5 sc0 ls0 ws0">nominalna (w </div><div class="t m0 x22 h22 y33a ff4 fs8 fc5 sc0 ls0 ws0">PLN)<span class="fs9"> </span></div></div><div class="c x80 y335 w34 h4a"><div class="t m0 xe h22 y339 ff3 fs8 fc5 sc0 ls0 ws0">Liczba głosów na </div><div class="t m0 x81 h22 y336 ff4 fs8 fc5 sc0 ls0 ws0">walnym </div><div class="t m0 x34 h22 y33a ff4 fs8 fc5 sc0 ls0 ws0">zgromadzeniu<span class="fs9"> </span></div></div><div class="c x82 y335 w35 h4a"><div class="t m0 x1f h22 y339 ff3 fs8 fc5 sc0 ls0 ws0">% udział głosów na </div><div class="t m0 x6c h22 y336 ff4 fs8 fc5 sc0 ls0 ws0">walnym </div><div class="t m0 x83 h22 y33a ff4 fs8 fc5 sc0 ls0 ws0">zgromadzeniu<span class="fs9"> </span></div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x28 y14 w2f h50" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">38<span class="ls0"> </span></div></div><div class="c x1 y33b w30 h51"><div class="t m0 x1f h22 y33c ff1 fs8 fc5 sc0 ls0 ws0">Marek Dojnow<span class="fs9"> </span></div></div><div class="c x7c y33b w31 h51"><div class="t m0 x6f h22 y33c ff1 fs8 fc5 sc0 ls0 ws0">637 378<span class="fs9"> </span></div></div><div class="c x7e y33b w32 h51"><div class="t m0 x1f h22 y33c ff1 fs8 fc5 sc0 ls0 ws0">18,01%<span class="fs9"> </span></div></div><div class="c x69 y33b w33 h51"><div class="t m0 x6d h22 y33c ff1 fs8 fc5 sc0 ls0 ws0">63 737,80<span class="fs9"> </span></div></div><div class="c x80 y33b w34 h51"><div class="t m0 x2e h22 y33c ff1 fs8 fc5 sc0 ls0 ws0">841 809<span class="fs9"> </span></div></div><div class="c x82 y33b w35 h51"><div class="t m0 x27 h22 y33c ff1 fs8 fc5 sc0 ls0 ws0">19,92%<span class="fs9"> </span></div></div><div class="c x1 y81 w30 h52"><div class="t m0 x1f h22 y33d ff9 fs8 fc5 sc0 ls0 ws0">Adam Jabłoński<span class="ff1 fs9"> </span></div></div><div class="c x7c y81 w31 h52"><div class="t m0 x6f h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">417 768<span class="fs9"> </span></div></div><div class="c x7e y81 w32 h52"><div class="t m0 x1f h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">11,80%<span class="fs9"> </span></div></div><div class="c x69 y81 w33 h52"><div class="t m0 x6d h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">41 776,80<span class="fs9"> </span></div></div><div class="c x80 y81 w34 h52"><div class="t m0 x2e h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">554 054<span class="fs9"> </span></div></div><div class="c x82 y81 w35 h52"><div class="t m0 x27 h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">13,11%<span class="fs9"> </span></div></div><div class="c x1 y33e w30 h52"><div class="t m0 x1f h22 y33d ff9 fs8 fc5 sc0 ls0 ws0">Wojciech Małek<span class="ff1 fs9"> </span></div></div><div class="c x7c y33e w31 h52"><div class="t m0 x84 h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">38 078<span class="fs9"> </span></div></div><div class="c x7e y33e w32 h52"><div class="t m0 x7f h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">1,<span class="ls25">08</span>%<span class="fs9"> </span></div></div><div class="c x69 y33e w33 h52"><div class="t m0 x6c h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">3 807,80<span class="fs9"> </span></div></div><div class="c x80 y33e w34 h52"><div class="t m0 x85 h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">38 078<span class="fs9"> </span></div></div><div class="c x82 y33e w35 h52"><div class="t m0 x37 h22 y33d ff1 fs8 fc5 sc0 ls25 ws0">0,90<span class="ls0">%<span class="fs9"> </span></span></div></div><div class="c x1 y33f w30 h52"><div class="t m0 x1f h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">Szymon Fiecek </div></div><div class="c x7c y33f w31 h52"><div class="t m0 x84 h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">32 407 </div></div><div class="c x7e y33f w32 h52"><div class="t m0 x7f h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">0,92% </div></div><div class="c x69 y33f w33 h52"><div class="t m0 x6c h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">3 240,70 </div></div><div class="c x80 y33f w34 h52"><div class="t m0 x85 h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">32 407 </div></div><div class="c x82 y33f w35 h52"><div class="t m0 x37 h22 y33d ff1 fs8 fc5 sc0 ls0 ws0">0,77% </div></div><div class="t m0 x1 h2 y340 ff9 fs0 fc0 sc0 ls0 ws0">Osoby zarządzaj<span class="_ _3"></span>ące i nadzorujące <span class="_ _3"></span>Compe<span class="_ _3"></span>ria.pl<span class="_ _3"></span> S.A. nie posiadały udz<span class="_ _3"></span>iałów w jednostka<span class="_ _3"></span>ch </div><div class="t m0 x1 h2 y341 ff9 fs0 fc0 sc0 ls0 ws0">powiązan<span class="_ _3"></span>ych Spółki.<span class="ff1">  </span></div><div class="t m0 x1 h14 y342 ff4 fs0 fc0 sc0 ls8 ws0">16.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">INFORM<span class="_ _3"></span>ACJE <span class="_ _1b"> </span>O <span class="_ _29"> </span>UMO<span class="_ _3"></span>WACH<span class="_ _3"></span><span class="ff3">, <span class="_ _29"> </span>W<span class="_ _3"></span> <span class="_ _29"> </span>WY<span class="_ _3"></span>NIKU <span class="_ _1b"> </span>KTÓRYCH <span class="_ _1b"> </span>MO<span class="_ _3"></span>GĄ <span class="_ _29"> </span>W<span class="_ _3"></span> <span class="_ _1b"> </span>PRZYSZŁOŚCI </span></span></span></div><div class="t m0 x11 h2 y343 ff3 fs0 fc0 sc0 ls0 ws0">NASTĄPIĆ <span class="_ _31"> </span>ZMI<span class="_ _3"></span>ANY <span class="_ _31"> </span>W <span class="_ _31"> </span>PR<span class="_ _3"></span><span class="ff4">OPORC<span class="_ _3"></span>JACH <span class="_ _31"> </span>POSIAD<span class="_ _3"></span>ANYCH <span class="_ _30"> </span>AKCJI <span class="_ _31"> </span>PRZEZ </span></div><div class="t m0 x11 h2 y344 ff4 fs0 fc0 sc0 ls0 ws0">DOTYCHCZASOW<span class="_ _3"></span>YCH AKCJ<span class="_ _3"></span>ONARIUS<span class="_ _3"></span>ZY I OBLIGAT<span class="_ _3"></span>ARIUS<span class="_ _3"></span>ZY </div><div class="t m0 x1 h2 y345 ff9 fs0 fc0 sc0 ls0 ws0">Na <span class="_ _e"></span>dzi<span class="_ _3"></span>eń <span class="_ _e"></span>publi<span class="_ _3"></span>kacji <span class="_ _26"></span><span class="ff1">niniejszego <span class="_ _e"></span>Rap<span class="_ _3"></span>ortu <span class="_ _e"></span>roczneg<span class="_ _3"></span>o <span class="_ _e"></span>za <span class="_ _26"></span>2021<span class="_ _3"></span> <span class="_ _e"></span></span>rok <span class="_ _e"></span>Spółka <span class="_ _26"></span>nie <span class="_ _26"></span>posiada <span class="_ _e"></span>wiedz<span class="_ _3"></span>y </div><div class="t m0 x1 h2 y346 ff1 fs0 fc0 sc0 ls26 ws0">o <span class="_ _24"> </span><span class="ff9 ls0">umowach,  w <span class="_ _24"> </span>wyni<span class="_ _3"></span>ku  których <span class="_ _24"> </span>mogą <span class="_ _24"> </span>w  prz<span class="_ _3"></span>yszłości<span class="_ _3"></span>  nastą<span class="_ _3"></span>pić  z<span class="_ _3"></span>miany  w <span class="_ _24"> </span>proporcjach </span></div><div class="t m0 x1 h2 y347 ff1 fs0 fc0 sc0 ls0 ws0">posiadanych akcji<span class="_ _3"></span> przez dotych<span class="_ _3"></span>czasowych akcjo<span class="_ _3"></span>nariuszy i<span class="_ _3"></span> obligatariu<span class="_ _3"></span>szy<span class="_ _3"></span>. </div><div class="t m0 x1 h14 y348 ff4 fs0 fc0 sc0 ls8 ws0">17.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">INFORM<span class="_ _3"></span>ACJE O SYST<span class="_ _3"></span>EMIE KONTRO<span class="_ _3"></span>LI <span class="ff3">PRO<span class="_ _3"></span>GRAMÓW<span class="_ _3"></span></span> AKCJI P<span class="_ _3"></span>RACOWNICZYCH<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h2 y349 ff9 fs0 fc0 sc0 ls0 ws0">W dni<span class="_ _3"></span>u 6 <span class="_ _3"></span>kwietnia 20<span class="_ _3"></span>18 roku NWZA <span class="_ _3"></span>Spółki<span class="_ _3"></span> podjęło uchw<span class="_ _3"></span>ałę o p<span class="_ _3"></span>odniesi<span class="_ _3"></span>eniu <span class="_ _3"></span>kapitału <span class="_ _3"></span>Spółki </div><div class="t m0 x1 h2 y34a ff9 fs0 fc0 sc0 ls0 ws0">w  ramach <span class="_ _12"> </span>kapitału  docelowego  z <span class="_ _12"> </span>przeznaczeni<span class="_ _3"></span>em  na <span class="_ _12"> </span>realizację<span class="_ _3"></span><span class="ff1">  3 <span class="_ _12"> </span>letniego<span class="_ _3"></span>  progr<span class="_ _2"></span>amu </span></div><div class="t m0 x1 h2 y34b ff1 fs0 fc0 sc0 ls0 ws0">opcyjnego. W wyni<span class="_ _3"></span>ku reali<span class="_ _3"></span>zacji <span class="_ _3"></span><span class="ff9">programu motywacyjn<span class="_ _3"></span>ego w całym j<span class="_ _3"></span>ego o</span>kresi<span class="_ _3"></span>e trwania: </div><div class="t m0 x14 h18 y34c ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff9">Pan<span class="_ _3"></span> <span class="_ _29"> </span>Szymon <span class="_ _29"> </span>Fi<span class="_ _3"></span>ecek <span class="_ _b"> </span>ob<span class="_ _3"></span>jął <span class="_ _1b"> </span><span class="ff1 ls4">20<span class="ls0"> <span class="_ _b"> </span></span></span>04<span class="_ _3"></span>7 <span class="_ _29"> </span>sztuk <span class="_ _29"> </span>akcji <span class="_ _29"> </span>zwykłych <span class="_ _29"> </span>na <span class="_ _29"> </span>okazi<span class="_ _3"></span>ciela <span class="_ _29"> </span>serii<span class="_ _3"></span> <span class="_ _29"> </span>H <span class="_ _29"> </span>w </span></span></div><div class="t m0 x86 h2 y34d ff9 fs0 fc0 sc0 ls0 ws0">ramach <span class="_ _16"> </span>wyk<span class="_ _3"></span>onania <span class="_ _23"> </span>opcji<span class="_ _3"></span> <span class="_ _16"> </span>na <span class="_ _23"> </span>akcję <span class="_ _23"> </span>z <span class="_ _16"> </span>prowad<span class="_ _3"></span>zonego <span class="_ _16"> </span>w <span class="_ _23"> </span>spółc<span class="_ _3"></span>e <span class="_ _23"> </span>programu </div><div class="t m0 x86 h2 y34e ff1 fs0 fc0 sc0 ls0 ws0">motywacyjnego.<span class="_ _3"></span> </div><div class="t m0 x14 h18 y34f ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff9">Pan<span class="_ _3"></span> <span class="_ _b"> </span>Wojci<span class="_ _3"></span>ech <span class="_ _b"> </span>Małek <span class="_ _b"> </span>ob<span class="_ _3"></span>jął <span class="_ _29"> </span><span class="ff1 ls4">24<span class="ls0"> <span class="_ _b"> </span></span>05<span class="ls0">6 <span class="_ _b"> </span></span></span>sztu<span class="_ _3"></span>k <span class="_ _b"> </span>akcji<span class="_ _3"></span> <span class="_ _b"> </span>zwykłych <span class="_ _29"> </span>na <span class="_ _b"> </span>okazi<span class="_ _3"></span>ciela <span class="_ _b"> </span>seri<span class="_ _3"></span>i <span class="_ _b"> </span>H <span class="_ _b"> </span>w </span></span></div><div class="t m0 x86 h2 y350 ff1 fs0 fc0 sc0 ls0 ws0">ramach <span class="_ _16"> </span><span class="ff9">wyk<span class="_ _3"></span>onani<span class="_ _3"></span>a <span class="_ _16"> </span>opcji<span class="_ _3"></span> <span class="_ _16"> </span>n<span class="_ _3"></span>a <span class="_ _16"> </span>akcję <span class="_ _23"> </span>z <span class="_ _23"> </span>prowadzonego <span class="_ _16"> </span>w <span class="_ _22"> </span>spółce <span class="_ _23"> </span>programu </span></div><div class="t m0 x86 h2 y2a9 ff1 fs0 fc0 sc0 ls0 ws0">motywacyjnego<span class="_ _3"></span> </div><div class="t m0 x14 h18 y351 ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff9">Up<span class="_ _3"></span>rawniony <span class="_ _e"></span>współpracown<span class="_ _3"></span>ik <span class="_ _e"></span>objął <span class="_ _e"></span>2 <span class="_ _3"></span>13<span class="_ _3"></span>6 <span class="_ _3"></span>szt<span class="_ _3"></span>uk <span class="_ _3"></span>akcji<span class="_ _3"></span> <span class="_ _3"></span>z<span class="_ _3"></span>wykłych <span class="_ _3"></span>n<span class="_ _3"></span>a <span class="_ _3"></span>okazi<span class="_ _3"></span>ciel<span class="_ _3"></span>a <span class="_ _e"></span>serii <span class="_ _3"></span>H </span></span></div><div class="t m0 x86 h2 y352 ff9 fs0 fc0 sc0 ls0 ws0">w <span class="_ _2b"> </span>ramach <span class="_ _1a"> </span>wykonan<span class="_ _3"></span>ia <span class="_ _1a"> </span>opcji<span class="_ _3"></span> <span class="_ _2b"> </span>na <span class="_ _1a"> </span>akcję <span class="_ _1a"> </span>z <span class="_ _1a"> </span>prowadzonego <span class="_ _2b"> </span>w <span class="_ _17"> </span>spółce <span class="_ _2b"> </span>programu </div><div class="t m0 x86 h2 y353 ff1 fs0 fc0 sc0 ls0 ws0">motywacyjnego<span class="_ _3"></span> </div><div class="t m0 x14 h18 y354 ff10 fs0 fc0 sc0 ls0 ws0">•<span class="ff6"> <span class="_ _38"> </span><span class="ff1">Pan<span class="_ _3"></span> <span class="_ _29"> </span><span class="ff9">Paweł <span class="_ _1b"> </span>Szukalski<span class="_ _3"></span> <span class="_ _1b"> </span></span><span class="ls27">ob</span><span class="ff9">jął <span class="_ _29"> </span></span>2 <span class="_ _1b"> </span>083 <span class="_ _29"> </span><span class="ff9">sztuk <span class="_ _1b"> </span>akcji <span class="_ _1b"> </span>zwykłych <span class="_ _29"> </span>na <span class="_ _1b"> </span>okazici<span class="_ _3"></span>ela <span class="_ _29"> </span>seri<span class="_ _3"></span>i <span class="_ _1b"> </span>H <span class="_ _29"> </span>w </span></span></span></div><div class="t m0 x86 h2 y355 ff9 fs0 fc0 sc0 ls0 ws0">ramach <span class="_ _16"> </span>wyk<span class="_ _3"></span>onania <span class="_ _23"> </span>opcji<span class="_ _3"></span> <span class="_ _16"> </span>na <span class="_ _23"> </span>akcję <span class="_ _23"> </span>z <span class="_ _16"> </span>prowad<span class="_ _3"></span>zonego <span class="_ _16"> </span>w <span class="_ _23"> </span>spółc<span class="_ _3"></span>e <span class="_ _23"> </span>programu </div><div class="t m0 x86 h2 y356 ff1 fs0 fc0 sc0 ls0 ws0">motywacyjnego<span class="_ _3"></span>. </div><div class="t m0 x86 h2 y357 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h14 y358 ff4 fs0 fc0 sc0 ls8 ws0">18.<span class="ff2 ls0"> <span class="_ _e"></span><span class="ff4">INFORM<span class="_ _3"></span>ACJE O FIRM<span class="_ _3"></span>IE AUDYTORSK<span class="_ _3"></span>IEJ<span class="_ _3"></span> </span></span></div><div class="t m0 x1 h2 y104 ff9 fs0 fc0 sc0 ls0 ws0">15 <span class="_ _26"></span>czerwca <span class="_ _26"></span>2020 <span class="_ _26"></span>roku <span class="_ _26"></span>Rada <span class="_ _26"></span>Nadzorcza <span class="_ _26"></span>Spółki <span class="_ _26"></span>podj<span class="_ _3"></span>ęła, <span class="_ _e"></span>n<span class="_ _3"></span>a <span class="_ _26"></span>podstawie <span class="_ _26"></span>§ <span class="_ _26"></span>28 <span class="_ _26"></span>ust. <span class="_ _26"></span>7 <span class="_ _26"></span>Statutu </div><div class="t m0 x1 h2 y359 ff9 fs0 fc0 sc0 ls0 ws0">Spółki, <span class="_ _25"></span>uchwałę <span class="_ _25"></span>w <span class="_ _26"></span>sp<span class="_ _3"></span>rawie <span class="_ _25"></span>wyboru <span class="_ _25"></span>Mazars <span class="_ _26"></span>Au<span class="_ _3"></span>dyt <span class="_ _25"></span>Sp. <span class="_ _26"></span>z <span class="_ _25"></span>o.o. <span class="_ _25"></span>z <span class="_ _26"></span>si<span class="_ _3"></span>edzib<span class="_ _3"></span>ą <span class="_ _26"></span>w <span class="_ _25"></span>Warszawie <span class="_ _25"></span>(ul. </div><div class="t m0 x1 h2 y35a ff9 fs0 fc0 sc0 ls0 ws0">Piękna <span class="_ _3"></span>18, <span class="_ _3"></span>00<span class="ff1">-</span>549 <span class="_ _3"></span>Warsz<span class="_ _3"></span>awie) <span class="_ _3"></span>(„Audytor”), <span class="_ _3"></span>wpi<span class="_ _3"></span>saną <span class="_ _3"></span>na <span class="_ _3"></span>listę <span class="_ _3"></span>podmi<span class="_ _3"></span>otów u<span class="_ _3"></span>prawnionych <span class="_ _3"></span>do </div><div class="t m0 x1 h2 y35b ff9 fs0 fc0 sc0 ls0 ws0">badani<span class="_ _3"></span>a <span class="_ _3"></span>sprawozdań<span class="_ _3"></span> <span class="_ _e"></span>finansowych, <span class="_ _e"></span>pro<span class="_ _3"></span>wadzoną <span class="_ _e"></span>przez <span class="_ _e"></span>Krajową <span class="_ _26"></span>Izbę <span class="_ _3"></span>Bi<span class="_ _3"></span>egłych <span class="_ _e"></span>Rewi<span class="_ _3"></span>dentów, </div><div class="t m0 x1 h2 y35c ff1 fs0 fc0 sc0 ls0 ws0">pod numerem 186 do:<span class="_ _3"></span> </div><div class="t m0 x1 h18 y35d ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">przeglądu <span class="_ _29"> </span>jednostkowe<span class="_ _3"></span>go <span class="_ _29"> </span>sprawozdani<span class="_ _3"></span>a <span class="_ _29"> </span>finansowego <span class="_ _29"> </span>Spółki<span class="_ _3"></span> <span class="_ _29"> </span>za <span class="_ _29"> </span>I <span class="_ _b"> </span>p<span class="_ _3"></span>ółrocze <span class="_ _29"> </span>2020r, <span class="_ _29"> </span>I </span></span></div><div class="t m0 x14 h2 y35e ff9 fs0 fc0 sc0 ls0 ws0">półrocze 2021r oraz<span class="_ _3"></span> za I półrocze 202<span class="_ _3"></span>2r;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y35f ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">przeglądu <span class="_ _2b"> </span>skonsoli<span class="_ _3"></span>dowanego <span class="_ _2b"> </span>sprawozdani<span class="_ _3"></span>a <span class="_ _2b"> </span>finansowego <span class="_ _2b"> </span>Grupy <span class="_ _2b"> </span>kapi<span class="_ _3"></span>tałowej <span class="_ _13"> </span>z<span class="_ _3"></span>a <span class="_ _2b"> </span>I </span></span></div><div class="t m0 x14 h2 y360 ff9 fs0 fc0 sc0 ls0 ws0">półrocze 2020r, <span class="_ _3"></span>I półrocze 2021r o<span class="_ _3"></span>raz za I p<span class="_ _3"></span>ółrocze 2022<span class="_ _3"></span>r;<span class="ff1"> </span></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi xa y14 w4 hf" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">39<span class="ls0"> </span></div></div><div class="t m0 x1 h18 y3d ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">badania <span class="_ _1f"> </span>jednostkowego <span class="_ _1f"> </span>rocznego <span class="_ _1f"> </span>sprawozdan<span class="_ _3"></span>ia <span class="_ _1f"> </span>Spółki <span class="_ _1f"> </span>za <span class="_ _1f"> </span>rok <span class="_ _2a"> </span>obrotowy <span class="_ _1f"> </span>20<span class="_ _e"></span><span class="ff1 ls4">20<span class="ls0">, <span class="_ _1f"> </span>2021 </span></span></span></span></div><div class="t m0 x14 h2 y3e ff1 fs0 fc0 sc0 ls0 ws0">oraz za rok obrotowy 20<span class="_ _3"></span>22; <span class="_ _3"></span> </div><div class="t m0 x1 h18 y61 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">badania skonsoli<span class="_ _3"></span>dowanego roczn<span class="_ _3"></span>ego sprawozda<span class="_ _3"></span>ni<span class="_ _3"></span>a Grupy kapi<span class="_ _3"></span>tałowej za <span class="_ _3"></span>rok obrotowy </span></span></div><div class="t m0 x14 h2 ya7 ff1 fs0 fc0 sc0 ls0 ws0">2019, 2021 oraz za <span class="_ _3"></span>rok obrotowy 2022.<span class="_ _3"></span> </div><div class="t m0 x14 h2 y41 ff1 fs0 fc0 sc0 ls0 ws0">Stosowne umowy <span class="ff9">z<span class="_ _3"></span> Audytorem z<span class="_ _3"></span>ostały zawarte <span class="_ _3"></span>w dni<span class="_ _3"></span>u 22 lipca 2020 r.<span class="_ _3"></span></span> </div><div class="t m0 x1 h2 y19b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y276 ff9 fs0 fc0 sc0 ls0 ws0">23 <span class="_ _3"></span>li<span class="_ _3"></span>pca <span class="_ _3"></span>2018 <span class="_ _e"></span>r. R<span class="_ _3"></span>ada <span class="_ _3"></span>Nadzorcza <span class="_ _3"></span>Sp<span class="_ _3"></span>ółki <span class="_ _e"></span>podjęła, <span class="_ _3"></span>na <span class="_ _3"></span>podstawi<span class="_ _3"></span>e <span class="_ _3"></span>§ <span class="_ _3"></span>28<span class="_ _3"></span> <span class="_ _3"></span>ust. <span class="_ _3"></span>7 <span class="_ _e"></span>Statutu <span class="_ _e"></span>Spółki, </div><div class="t m0 x1 h2 y19c ff9 fs0 fc0 sc0 ls0 ws0">uchwałę <span class="_ _25"></span>w <span class="_ _25"></span>sprawi<span class="_ _3"></span>e <span class="_ _25"></span>wyboru <span class="_ _25"></span>Mazars <span class="_ _25"></span>Audyt <span class="_ _25"></span>Sp. <span class="_ _25"></span>z <span class="_ _25"></span>o.o. <span class="_ _25"></span>z <span class="_ _25"></span>siedz<span class="_ _3"></span>ibą <span class="_ _25"></span>w <span class="_ _25"></span>Warszawi<span class="_ _3"></span>e <span class="_ _25"></span>(ul. <span class="_ _25"></span>Piękna </div><div class="t m0 x1 h2 y82 ff1 fs0 fc0 sc0 ls0 ws0">18, <span class="_ _1e"> </span>00-<span class="ff9">549 <span class="_ _14"> </span>Warszawie)<span class="_ _3"></span> <span class="_ _1e"> </span>(„Audyt<span class="_ _3"></span>or”), <span class="_ _1e"> </span>wpi<span class="_ _3"></span>saną <span class="_ _1e"> </span>na <span class="_ _14"> </span>listę <span class="_ _1e"> </span>podmi<span class="_ _3"></span>otów <span class="_ _1e"> </span>up<span class="_ _3"></span>rawnionych <span class="_ _14"> </span>do </span></div><div class="t m0 x1 h2 y83 ff9 fs0 fc0 sc0 ls0 ws0">badani<span class="_ _3"></span>a <span class="_ _3"></span>sprawozdań<span class="_ _3"></span> <span class="_ _e"></span>finansowych, <span class="_ _e"></span>pro<span class="_ _3"></span>wadzoną <span class="_ _e"></span>przez <span class="_ _e"></span>Krajową <span class="_ _26"></span>Izbę <span class="_ _3"></span>Bi<span class="_ _3"></span>egłych <span class="_ _e"></span>Rewi<span class="_ _3"></span>dentów, </div><div class="t m0 x1 h2 yce ff1 fs0 fc0 sc0 ls0 ws0">pod numerem 186 do: <span class="_ _3"></span> </div><div class="t m0 x1 h18 y361 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">przeglądu <span class="_ _25"></span>jednostkowego <span class="_ _26"></span>sprawozdan<span class="_ _3"></span>ia <span class="_ _25"></span>finansowego <span class="_ _26"></span>Sp<span class="_ _3"></span>ółki <span class="_ _26"></span>z<span class="_ _3"></span>a <span class="_ _26"></span>I <span class="_ _26"></span>półrocze <span class="_ _25"></span>2018r <span class="_ _26"></span>oraz<span class="_ _3"></span> </span></span></div><div class="t m0 x14 h2 y362 ff9 fs0 fc0 sc0 ls0 ws0">za I półrocze 2019r;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y363 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">p<span class="ff9">rzeglądu <span class="_ _2b"> </span>skonsoli<span class="_ _3"></span>dowanego <span class="_ _2b"> </span>sprawozdani<span class="_ _3"></span>a <span class="_ _2b"> </span>finansowego <span class="_ _2b"> </span>Grupy <span class="_ _2b"> </span>kapi<span class="_ _3"></span>tałowej <span class="_ _13"> </span>z<span class="_ _3"></span>a <span class="_ _2b"> </span>I </span></span></span></div><div class="t m0 x14 h2 y364 ff9 fs0 fc0 sc0 ls0 ws0">półrocze 2018 r. oraz za<span class="_ _3"></span> I półrocze 2019<span class="_ _3"></span>r;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h18 y365 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff9">badania <span class="_ _26"></span>jednostkoweg<span class="_ _3"></span>o <span class="_ _26"></span>rocznego <span class="_ _26"></span>sprawozdan<span class="_ _3"></span>ia <span class="_ _26"></span>Spółki <span class="_ _26"></span>za <span class="_ _26"></span>rok <span class="_ _26"></span>obrotowy <span class="_ _26"></span>20<span class="_ _3"></span>18 <span class="_ _26"></span>oraz <span class="_ _e"></span>za<span class="_ _3"></span> </span></span></div><div class="t m0 x14 h2 y366 ff1 fs0 fc0 sc0 ls0 ws0">rok obrotowy 2019;<span class="_ _3"></span>  </div><div class="t m0 x1 h18 y367 ffa fs0 fc0 sc0 ls0 ws0"><span class="ff6"> <span class="_ _f"> </span><span class="ff1">badania skonsoli<span class="_ _3"></span>dowanego roczn<span class="_ _3"></span>ego spraw<span class="_ _3"></span><span class="ff9">ozda<span class="_ _3"></span>ni<span class="_ _3"></span>a Grupy kapit<span class="_ _3"></span>ałowej za rok <span class="_ _3"></span>obrotowy </span></span></span></div><div class="t m0 x14 h2 y368 ff1 fs0 fc0 sc0 ls0 ws0">2018 oraz za rok obr<span class="_ _3"></span>otowy 2019.<span class="_ _3"></span> </div><div class="t m0 x1 h2 y369 ff9 fs0 fc0 sc0 ls0 ws0">Stosowne umowy z<span class="_ _3"></span> Audytorem zostały zawa<span class="_ _3"></span>rte w dn<span class="_ _3"></span>iu<span class="_ _3"></span> 3 września 2018 r.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y36a ff9 fs0 fc0 sc0 ls0 ws0">Informacje o wynagr<span class="_ _3"></span>odzeniu Au<span class="_ _3"></span>dytora przedstawi<span class="_ _3"></span>a tabel<span class="_ _3"></span>a poniżej.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y36b ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x28 y14 w24 h53" alt="" src="data:image/png;base64,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"/><div class="t m0 xb h10 y15 ff7 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 xc h11 y16 ff8 fs0 fc3 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _3"></span>ARZĄDU Z DZIAŁALNOŚCI <span class="_ _3"></span>COMPERIA.PL <span class="_ _3"></span>ZA 20<span class="ff7 ls3">21<span class="ls0"> RO<span class="_ _3"></span>K </span></span></div><div class="t m0 x1 h2 y17 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c xd y18 w5 h12"><div class="t m0 x3a h13 y19 ff4 fs7 fc1 sc0 lsd ws0">40<span class="ls0"> </span></div></div><div class="t m0 x1 h2 y3d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="c x28 y36c w36 h54"><div class="t m0 x1f h1c y36d ff3 fs9 fc5 sc0 ls0 ws0">Wynagrodze<span class="_ _2"></span>nie audytora (<span class="_ _2"></span>w tys. zł)<span class="ff4"> </span></div></div><div class="c x87 y36c w37 h54"><div class="t m0 x5 h1c y36d ff4 fs9 fc0 sc0 ls0 ws0">2021<span class="fc5"> </span></div></div><div class="c x88 y36c w38 h54"><div class="t m0 x33 h1c y36d ff4 fs9 fc0 sc0 ls0 ws0">2020 </div></div><div class="c x28 y36e w36 h42"><div class="t m0 x1f h1c y127 ff1 fs9 fc5 sc0 ls0 ws0">Badanie roczne<span class="_ _2"></span>go jednost<span class="_ _2"></span>kowego spra<span class="_ _2"></span>wozdania </div><div class="t m0 x1f h1c y15b ff1 fs9 fc5 sc0 ls0 ws0">finansowego </div></div><div class="c x87 y36e w37 h42"><div class="t m0 x24 h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">20<span class="ls0"> </span></div></div><div class="c x88 y36e w38 h42"><div class="t m0 x21 h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">20<span class="fc0 ls0"> </span></div></div><div class="c x28 y36f w36 h42"><div class="t m0 x1f h1c y127 ff1 fs9 fc5 sc0 ls0 ws0">Badanie roczne<span class="_ _2"></span>go skonsolido<span class="_ _2"></span>wanego </div><div class="t m0 x1f h1c y15b ff1 fs9 fc5 sc0 ls0 ws0">sprawozdania<span class="_ _2"></span> finansowego </div></div><div class="c x87 y36f w37 h42"><div class="t m0 x24 h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">18<span class="ls0"> </span></div></div><div class="c x88 y36f w38 h42"><div class="t m0 x21 h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">18<span class="fc0 ls0"> </span></div></div><div class="c x28 y370 w36 h42"><div class="t m0 x1f h1c y127 ff9 fs9 fc5 sc0 ls0 ws0">Przegląd pół<span class="_ _2"></span>rocznego jednostk<span class="_ _2"></span>owego </div><div class="t m0 x1f h1c y15b ff1 fs9 fc5 sc0 ls0 ws0">sprawozdania<span class="_ _2"></span> finansowego </div></div><div class="c x87 y370 w37 h42"><div class="t m0 x89 h1c y15c ff1 fs9 fc5 sc0 ls0 ws0">9 </div></div><div class="c x88 y370 w38 h42"><div class="t m0 x76 h1c y15c ff1 fs9 fc5 sc0 ls0 ws0">9<span class="fc0"> </span></div></div><div class="c x28 y371 w36 h42"><div class="t m0 x1f h1c y127 ff9 fs9 fc5 sc0 ls0 ws0">Przegląd pół<span class="_ _2"></span>rocznego skons<span class="_ _2"></span>olidowanego </div><div class="t m0 x1f h1c y15b ff1 fs9 fc5 sc0 ls0 ws0">sprawozdania<span class="_ _2"></span> finansowego </div></div><div class="c x87 y371 w37 h42"><div class="t m0 x24 h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">15<span class="ls0"> </span></div></div><div class="c x88 y371 w38 h42"><div class="t m0 x21 h1c y15c ff1 fs9 fc5 sc0 ls9 ws0">15<span class="fc0 ls0"> </span></div></div><div class="t m0 x1 h2 y372 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y373 ff9 fs0 fc0 sc0 ls0 ws0">Firma <span class="_ _25"></span>audytorska <span class="_ _25"></span>oraz <span class="_ _25"></span>członkowie <span class="_ _25"></span>zespołu <span class="_ _25"></span>wykonującego <span class="_ _25"></span>badanie <span class="_ _25"></span>spełnili<span class="_ _3"></span> <span class="_ _26"></span>warun<span class="_ _3"></span>ki <span class="_ _25"></span>co <span class="_ _26"></span>do </div><div class="t m0 x1 h2 y374 ff9 fs0 fc0 sc0 ls0 ws0">sporządzeni<span class="_ _3"></span>a <span class="_ _23"> </span>bezstron<span class="_ _3"></span>nego <span class="_ _23"> </span>i<span class="_ _3"></span> <span class="_ _23"> </span>ni<span class="_ _3"></span>ezależnego <span class="_ _22"> </span>sprawozdani<span class="_ _3"></span>a <span class="_ _23"> </span>fin<span class="_ _3"></span>ansowego <span class="_ _23"> </span>zgodni<span class="_ _3"></span>e <span class="_ _23"> </span>z </div><div class="t m0 x1 h2 y375 ff9 fs0 fc0 sc0 ls0 ws0">obowiązującymi<span class="_ _3"></span> <span class="_ _16"> </span>przepisami, <span class="_ _16"> </span>standardami<span class="_ _3"></span> <span class="_ _15"> </span>wykonywani<span class="_ _3"></span>a <span class="_ _16"> </span>zawodu <span class="_ _15"> </span>i <span class="_ _16"> </span>zasadami <span class="_ _16"> </span>etyki </div><div class="t m0 x1 h2 y376 ff1 fs0 fc0 sc0 ls0 ws0">zawodowej.  </div><div class="t m0 x1 h2 y377 ff9 fs0 fc0 sc0 ls0 ws0">Spółka  prze<span class="_ _3"></span>strzega  p<span class="_ _3"></span>rzepisów <span class="_ _24"> </span>związan<span class="_ _3"></span>ych  z <span class="_ _24"> </span>rotacja  firmy <span class="_ _24"> </span>audytorski<span class="_ _3"></span>ej  i<span class="_ _3"></span>  klu<span class="_ _3"></span>czowego </div><div class="t m0 x1 h2 y378 ff9 fs0 fc0 sc0 ls0 ws0">biegłego rewi<span class="_ _3"></span>denta oraz obowi<span class="_ _3"></span>ązkowymi okresa<span class="_ _3"></span>mi<span class="_ _3"></span> karencji.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y379 ff9 fs0 fc0 sc0 ls0 ws0">Spółka <span class="_ _2a"> </span>posiad<span class="_ _3"></span>a <span class="_ _2a"> </span>poli<span class="_ _3"></span>tykę <span class="_ _2a"> </span>w <span class="_ _2a"> </span>zakresi<span class="_ _3"></span>e <span class="_ _2a"> </span>wyboru <span class="_ _2a"> </span>fi<span class="_ _3"></span>rmy <span class="_ _2a"> </span>audytorski<span class="_ _3"></span>ej <span class="_ _2a"> </span>oraz <span class="_ _1f"> </span>politykę <span class="_ _2a"> </span>w <span class="_ _1f"> </span>zakresie </div><div class="t m0 x1 h2 y37a ff9 fs0 fc0 sc0 ls0 ws0">świadczeni<span class="_ _3"></span>a <span class="_ _12"> </span>na <span class="_ _12"> </span>rzecz <span class="_ _1b"> </span>emi<span class="_ _3"></span>tenta  przez <span class="_ _1b"> </span>firmę  audytorską <span class="_ _1b"> </span>, <span class="_ _12"> </span>podmi<span class="_ _3"></span>ot <span class="_ _12"> </span>powiązany  z <span class="_ _1b"> </span>firmą </div><div class="t m0 x1 h2 y37b ff9 fs0 fc0 sc0 ls0 ws0">audytorską <span class="_ _1b"> </span>l<span class="_ _3"></span>ub <span class="_ _12"> </span>członka <span class="_ _12"> </span>jego <span class="_ _1b"> </span>sieci<span class="_ _3"></span> <span class="_ _1b"> </span>dodatk<span class="_ _3"></span>owych <span class="_ _12"> </span>usług <span class="_ _1b"> </span>n<span class="_ _3"></span>iebędących  badaniem, <span class="_ _1b"> </span>w <span class="_ _12"> </span>tym </div><div class="t m0 x1 h2 y37c ff9 fs0 fc0 sc0 ls0 ws0">usług warunkow<span class="_ _3"></span>o zwolnionych z zakaz<span class="_ _3"></span>u świ<span class="_ _3"></span>adczeni<span class="_ _3"></span>a przez firmę audyto<span class="_ _3"></span>rską.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x1 h2 y37d ff1 fs0 fc0 sc0 ls0 ws0">Warszawa, 14 mar<span class="_ _3"></span>ca 202<span class="_ _3"></span>2 roku. </div><div class="t m0 x1 h2 y37e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y37f ff9 fs0 fc0 sc0 ls0 ws0">Zarząd Comperi<span class="_ _3"></span>a.pl <span class="_ _3"></span><span class="ff1">S.A.: </span></div><div class="c x2 y380 w39 h55"><div class="t m0 x12 h2 y381 ff9 fs0 fc0 sc0 ls0 ws0">Wojciech Małek<span class="ff1"> - <span class="_ _3"></span></span>Członek Zarządu<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x8a y380 w3a h55"><div class="t m0 x12 h2 y382 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y383 w39 h56"><div class="t m0 x12 h2 y33d ff1 fs0 fc0 sc0 ls0 ws0">Szymon Fi<span class="_ _3"></span>ecek <span class="ff9">–</span> <span class="ff9">Członek Zarządu<span class="_ _3"></span></span> </div></div><div class="c x8a y383 w3a h56"><div class="t m0 x12 h2 y384 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x2 y385 w39 h56"><div class="t m0 x12 h2 y33d ff9 fs0 fc0 sc0 ls0 ws0">Paweł Szukalski<span class="_ _3"></span><span class="ff1"> </span>–<span class="ff1"> </span>Członek Za<span class="_ _3"></span>rządu<span class="ff1"> </span></div></div><div class="c x8a y385 w3a h56"><div class="t m0 x12 h2 y384 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h2 y386 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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