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3Gv6qDq6sRWDq7JsBqojdEZLEm8Fxtxa0Hhm740d3LVt//0xs7L9202KvnGGzDWrIr9q1Yd9eOjrbt91ywbP+qVitv0DFHRJdssdUlvWu+9Mbnv3jmsc32UL3XonhkG+jyZCa56PbvHjzwrRv7E5mETgpgOYFp+W6gZRmsps8QSvYXwkjB9Klg+lRsAClFBjApLoCRchTTJ+VRIerRIOrR6NKj0aVHg6gH+xgCQNQ0blnlnUKJQ5xKixUIHq/Q3Zj3kMVFQsCWVRyuCTbpmrnBrlpS42sI6+51//76w+XXCFnFv3zy86smW/d89fbHDh386pV5+sEvv/fvoyoBrf+3kw9cMnnr8Bmp76bvEnsR5s4cgLk3UI8S7eNJapSS1OaV1OaV1OaV1OaVxOEpQVBCSgim5wFboWi+KYGeSqDnwO5J6Nw4xG1elYSbGiwh3De270qYeEauhkmIr+Q9lCAdGEtAcw4GWpvdBBDmVTrcQSVMQhgPW+ezMZK5rAdG+Lwic4A1mPUz92HQ0Dv1ZhzxNuvLPDoE/g7L4kj3CprSmw3sEhwAV8Gkl702GSzw8qWC6FNkj8iXW/SSl8AL7OvVAK8kdQuBF69o8FI0eCkavBQNXooGLwXgNWn2UwE/DzOaUBS3bgqlJiKr3MTeVY20zLSUr4GKgqtOlqBuBFc+XCK1sbU7a43Nm3PVZ9SgwqyG+fPlJPoOD3Mk5X5wGD2uiE0PEFlEnk4rPpjsIC967YpXEmb+hzfzHAcX9lEMDD/M+4Kzr7Ef4kJUgXpJ5RCfz+rCHOLCHOLCEtyF/WoX9qtdmDbM1HeSKJQsJi9MMkmrBiWrBiWrJn+smvyxalCyTtHZw5lW1OrCJkIkks/0HQUDgqMMqG48v9oG0uVQhpi1IIOkimWr8tHY2HRVnGPoRXAfj5dwJ1wfFCdKXN4wheoOl/KrM7in8VJGM26ncSAnUxtTrjFgO6RaR8IuqRZw1dxlP8TqTbypc8stmy776jWFRdd/ZWfPgbbycUliBdCinzU6ZIPctXnbjpb7//ff1o195dQ9wzfvXOQxsFsUv6JPNCWWf+zbew4+deuA34+ui8QAAXq96JPLiifhj7hMY19//b4H3/3GRZ5onSeixt6ABtmVYNdkqN8Ra6vQgqImDcAmDcAmjQxNGhmaNACbMGp8zpgR486IcWfEuDNi3BmxdDNiPeqkinbiheOLKKERqgjvKSf24eAFvj8O75z1ozHsUVufMqHnTMg01+IBZj9VwG7ccYwUjaxnmX7MO1E/alLblygT8L1pnqVDWL1Q4XU1ElJD4NXkV7XIrtTbwi5PyKafmYCSGxO53hZxucM2Pb2MkD2UPIAuoG6Tnu6b+c9Kmf1VpTTzLq2rlKvwRhsA3nbqIgzvIwXnCudjTobSQE5pIKc0kFMayCkN5BSOiBjOPnXEjvMjowQ8AJZZsT9BHsKc50y1Mim0oTIVwR52umsnMDtoMk7+7GvotzDOFHVAtXapf2CAfhighJb5LdFR4SjKgkPiAo3PaRofRFN1wN6J6KgiTKHsREnBsZOmSuxkmiDrvCGT2dn81jewZ9TX0RQx8iQ6ote7o03BSHNIVKepCGjxsps2tQhWyWSS3LLDL/Hg9ElNq/qZf+HVnDVfxQtzGuabo24iMklqwcKnGVNxBpfCBg1DBg0ABg0ABg0ABg0ABswUJntyNGwQvaPirM1eqChpoFccdigaa+to9ngN2lASnYdAK1E7m44XUAAxp3lbxBttcPDl2HwqRT/Uic6wxxNSeLNcXo2elXgfVlo60UB/ZOa6qlyepdbv0gXBxLMcPDB7nDNnZx70KJpeHwbYeFSa/SZlV0Fh10Bh10Bh10AxG5ahpcOUYB21T6G0prhR5tgs7q2jOvyqqpLnquI5CelhUK/CzPecddXZ/QQ7FEttXkUARftoZQ7vfVGQfCo+dWnQrT3U8wSf4oV9e/toc3OzM5MxNLlcnqm/0+TC6AzEWkwmA5ZyBpEkJjHesZQzYPowYJIHH6PoxvQfa19ldDnNGVdLky6YWhVcWxFiBRk8rRwAoOIpgL8lVktSvjeTy2E/bsxbtJ23D9dsJ3OYO6p550kUrVXZ3Qh7bCgHFEOKdl1abwu6nWFFT5dzjNHut9kDNiNdXoIqUd8G78Wh5phLQNdy6HajJ5hwX271KqZZGbH7vft4A8+wYBuzpfceqD5/uD5m8qS8Z9YzDwfq3UZB8ds13XIDJ1G91MPEd0harTYN7DYtYkfuZnJ/HYPdpoHdRsAeMDQ1ZTHYsy4rvkDFrGjCJaiSxVVEKtA5amiyJlk3tmcwjREYYTCfA+UMXhxRtMxr4NJaaDAlOZIkAvaLBpD9PAANMM5cE5qlT/YGs91j7vAko1F7+eJQv4+mab0SdLmCsr7BM+pPBv0S6vK3Z1tciEbwxu0IyfolNp+sN/qzSfqV/D91D94/fOYvVYb8aipicNYFZ37Quv3CscyKr62gvw0+NBiYRFjR1Pazp9iTJIefpD6vess1+XnsYNiwg2FzqYDMFQWcaL8JPO2ABv6ARvUBzXQKaKZTQAN/4Ci4bgbKDYaSdXUUc6+WbK86GmNVLj5kdRNDyLqaixJm/uCs+hy/jD05fO/L933y53cMDN/38n13H79r0WTygs/s3fuZrXWJTZ++ct+DW1L0/Z8/c2jr+off+sID7z62dd2//+UrV3zrjuVr7jy6+8qn7li25u4nKQITLL+/D/zuo+qoh9TYl06brE6brE5jcZ3G4jptsjpMSE7p/AkFsCHHKQkvF5jQ6UwwQeOEfZWpxsxWyazW/9Dh2pMlqG7H9Q+XSIN5lnZtSkY1r9kaJ4z5fvHa//jQvYISdmNZV+9B9vpll1w+UjfZvX6s4aHPLt+9OMbce9HnrugpN1WZEMiGdxY2X7d+xaWtlpl3Uku2q3BhjQCXdmqA+hahlYDYJHXgzGcHnmsHmWsHnnsHppcOoJcjdTi2UlcggX1RC/DPDfS/pQX6CQAlAOC4r0kEt+vxvUVULDp7Yd6T4VVOTfQRbw0HS86JleTx+qmmIm46WYKGYdzy8ZLWFLNmNT5SEXhJpok5B3oOZ4DR4iVOJYBQayLZhCoerVFniwU8YZuRvdbe2Leme38FruDhKi39nqX7lyejCzbnQ62NKdtVFn15ZmClu5D7xJcHti8IesjaNgHETkvr+kJ05oUqvMGf4Rhz57o9C/t3r+iyWdI9y1vK/zfmZ24bucTJ68oj4e6VxLZYcvYUsw34dQilVP3Zj1POIhrp1wDarwG6X5OC/Rpg+3EoP50tKjY0ki2CRRXLxrImrwu39WIl5BVJjhuaeDHyvE/QLVgTTXiJQfbUhFu729T741ZsfpuajqIk1QFuUKJolEIdqKOI0y9qPhuXOqQOydGD3cV+L1eHU9l11QxZvprHFk+JmPxn7XFZfTErGDqaplByvCSBo5Q4UiK91uFuj5RIvziHXVeTK9My2OkawcHOy5Xp3ifIo2O2Lbz2i5v796zvdhrxQkRLbuW+4Y6xhbHs6MVXXDya677kE6vT65f1KDqWZnRG3pgZGOtqW9nqya6+5IpLV+fQZRd8fHvWEYq44kGHX+YjqWigY2WuY3l3S65vzb4Vq25c12h1BxWj5FLwQgdf1O9vXhBvX96TzfWu3qfakFaQQc8Dr0VUG/KIq4g9WQlD/jA2lf9ugYQNCunsU5OY13Qydu39mszBqazK+hpxmqw+1Pll4s/7K1Im2/xBC/2wMfU8q67KA4PRCQYjlLRYBnMLiWQQH/69f6lS+ja95FMUv6xX/fevgv65DuzBNDWp+u8XNqIQliAhLFFCmDBD2DoKYZoMYR9QqvUBgY4phwYKhwYKhwYKhwYKhwYKxxO0iP0d7CkaMIEK0IUhMSqOemepsoCqZHc8na5xhiZxRRz+miWzQq1WmrUxbfN9C/a6RTdNXX3ZN24YUCMcir5h9dVDS69elSZmdhhci5ev+eZNC/que/xaJlqB1Jk/b7p9Y2PDhpvXM865fl8E5PBugFmMul2FWQyL4FQMefA94UEpJ16C1+BGDS7kntIEBClgAe2qPMEFNW3ndrldiXhw1MXJqh8o5wuza+Fg/loyLj2W9h6pViOLA4itQ4xGFls6aq5ZNRWhhHQ8/ThrcSf99rBLMvFMeaMeyamILywLLLoSoUsYPQjUYMzM6AM4lo9YvPKTHSfRfr3Z8N532AJ+jqP9eO69YIu/AnPvoT5G7MBED8riHPFCLGziQNJ6XEhlUFwkT+Io4sKFughyhXChsQU1NqPGGGqMoo7R+tFos5GpDQ+A9VYAfMMPToJo/7xF6/y6FVNvdv7YaGYqpXMgMQcm3C2s6KsLBNM+C1t+g36XsXjqQuEGn5Upf1WHpEQoGFN4GkURsjGCLR7whW0CWUfpZ3RK1B+IiohLWCRsx0kW5qdnMpUy+zWnBwPOYnxvmu0yWrFbajW+9zTbbYAyZ/E4AYbd4IPdC7KljioQ6yYigVCd8K4yJUHGqmHgLPzHAiHixe8mS/CSSxIJzFXW2GVrPKxeRFaB1EgGh19NeuP82L3E3+I8IcYgm+k1MxMGCx6txUD/xBtkDZJl5jH6WkkexKt/Q9G42eEO2pmH9ZJXxoZtMJQU3Z6A7cyWCNggm0H/FZgfgm9dpN4i1B+yLgguyCxgjIKz1QTs3oplRisWF60ipvLWKfR20UIlk1YKmSgsVaguTTd2aR5DlyYhuiqc0TVF64s2yfk9qlVspbufakVUK2ptbeqvn0JAC8/h9R6s/9Wm4d4XTctYKlOJIpPQ39i+LWMV43Y6vYWktYmpAgbKFiAls9GJWp3fK+H+IqRDB1714WChzyb/q6WmYVPviyXcrytTE1smkcAxFeg4qYZ60Wx+uxvNW4HFEsnDqzrNgaOFTEH0eT1BS/cnVi3Zv6qx76ovX3LQ0bI8Txbj6cEn4L0L1u1qveif1yS+dNfAjgXBjSv79/S6TCYwPk2bCovji3f1j+wdji9uXdnm9Uf9etFtdfs9Ub/SsPaGNdPOxkLd4tULBgBHDwCOjnP7qHrw1h4n+xpArBrC7Zo8btfkc7sGdfyZQL19Cp0ueu1p7HCkQzgLhLGYxtogLZLkEG0oCpTd0N4WZrnmKcQ9nhj2LhZH8lA8xC0j8hsQ4cxXPbZZyI95j6jtErhhUSipTTncFqh6mSrRC3gJXY1YT9rPle/aWmkN3rwUQMTMPp7bfs9YenDx4qRe9tqBcnW8EnK5wT9LLR1cktp2x/rUo/bWdcVQb3FRcuDggr4NHW70+6uP3rpYSnTVXQEinmVBxHOdlQ0QM/9T1xkVl9/yjasX3byjV65fkC0/sHp9z/YDWA5uAhiHmGeoNuoHhId9NQtbXtGCaSfJApfzJE5em5swUZdWJ6doY9GcsSCL+/fBosE8GIxNIfqwMsz8sQVbHYJ5sKVhCukOCctw7C19ilyqYe5pzWUpmoLu35fUDhTcw5GSMtzC/LGEO5nEnQi4l/GSsEyNzZEw9/mTbzrVLNPVpt6YEM3x7p6lGzIX3b+zrX/fAxvTqwbaXIKOls3WZM/armtvDBfHevLrCmkTji/8q+SWzO64Xy4emLj6tu9c3y16Ii6L4pKTwXAqfOTR9bdsSMfSUb3iJ77fhQDXz3KXUwkqTz1J5Euw0I2M3jyWKnlsieSxnZzH9JjH5Jk/it6BlhkV6hkN2BkN2BlN0mQ0YGcwCRuU8GJjPullLfWY+FzDIKLYCcsybgSbZYSAC/OycCoFFw2Vhi7c8nDJNWzBbQ+XSGNssBECro3p1EqJHPg2VTpmmlCt+9zBfJaXfDY7SNwlD2zafuf6VHbbJ7Yuv6XI24KYioWHF/7TwgLQLNBwf7inuDjprpDstcvWLbvl0Larjt66ZNFC2liJPcwsAmrddrA4cPNOoN6FLQS+YwDfB0B+p6lW6lUC3/pMe6F9TzujYI5X8KpbRQk3YD+kAcNXTcITSQ50887kQPpLaRqni/F6vHQrq5E7q1E1+Wwkd1WUsxji4XDD929i72Hpp1j0HItY1pd5MTHsevVCy14LbRFe9RGSHqvNBaqC46W0St4kE09QEGEbvl+6hvSRyLwIUsTierVEWUQLbWUsPuHVkk+la5IjwO3GqutHaqjYPpfWaXuyPUGkCfNA0j0zHli8d1Vxx1DGxBt1DM3wxvZ1+4p7Hrmyq2ffF7Zf+qkLGx9mrru2d3NfhKbpZHjph9Y12T123uKWzYrVZHS7lL7rp66/6psfXjSw/7MblJvvaxrZ2aHajvGz79K3cx8C++mfyb4Zh0hWc2FB4dXksrcij72awPZqxAvG7zvjzfVxvKlCxtmXuOFU+xJP4lTzYGhEHCTeeRbHddLT6sL96XQOZ+GLUrvhVAlqNidOlbS6xB3PFuantvxIi0jXeuVRNc3VjSqpLfp2sBJ1vD1Q5423hizP6I0CJ1uf0YO8dYUU/Y2iiOXnjdHBy4ejC2J4EakVL+kXjIIrt6prGy95lFjozB8ra04ZeyimeCR+bMtH1tWZrSaFrCVnqLbyvcxHmR9QfdRyaityqPvO5MYlmPeX6AEwS0KigkaW5Ap4HRx8LmhcD/dXHsevCvwKvGjXbJXRyAova21mcjyPKVQkUH2qaIZCY473evlcI4sxUWzFqNiAv2JDSIRmG+rjRSPc49Zmnukc/pVp9Um7/cJO5g89g/WhBS90Dl/wQmiFlsYuqKnH51UVmMZrfqfTZEl4Bi8Jd+bFY2kRLwTWLhg3SdKvafhXJZPdvvpkCXfew/yhhLvvXPBCqXM4dMELJfgKLc9dUA0R8emqpgRcBZCqJxNJC5QcQaRGUCoU3oH3XbR3NKGKEAKrELUmqsYJXo2SyCALo31iPqpYPxz1ZcduWt6x3Ss7+9v/uHDvaFPrZQ/vu/yBbQ1iuCXUksnGg7HWzR8eqVsSRKIklcs7x5qXZJw7L2gZzDhXb131h1CdS7j1mqU7+7zMVdFgbH1m+YdWN/gdclMg2kQb6HDvxu6+vWtb4sWNreG+zpzbPdLQe2EiPrZg2fVrGgV9uPzG5t2hzqHUxl3BjsGZLV0FWu9urEvZ+xf6m/swLz0APvpDYOdk1cjp4UIrqp9Nq2tMVJNv1/LvYOQ4A2pik6Q4SXaTCDgjfmdQc5qBercIevJI43BssXuEqAYS/KpmvFTTJq8mLN2NuDJYNdXqJMIP+JqbuyPqlD9PLkj1VuzMQ3pZNVpcTUPNvQcH4CMJ51dsmSX3DG46MBJ2V3iHti7bMhDbsHbmjsqTWgNm6VDvro9ehOX+bWffRau4DGWnwtQjarYyuiK6J8o4NBt8jreuaCvn53r1qhd/lN5H+Sj7+6WJNLDbAZSPG4J4TVdwCvUddotDBIbPn0prsv347LYu7yE3rjRZUmsB6J5OnzfnqdTuuuubDxulobsrjX+r0GFurWQGUXNXfV0efin67M/L96LtAIsY1Uw9RrzYFVm8fo+YYXD/M55RvKLA4toi5vgUvXc8baK0ejXJUnXG1awpSOmiwe2msk149k0wsYlUcMgGdsIhjkgKgIGUy1U8lOOVfSLew9Am1UQAAQ043AIsY5Xzn8ZNACbcnGCaY26gYw54VgYKO5aEGl3g5zO8wOuiznAmYAEZ7cQyGmCVr093dddbdxxYk9YbzJJsxgtaOFvj4BDztXPBpvHbQeC3VmqCyGJToR3VtaCWooy38Zx9joChRTMIWjCcTORODIKWo3SSilAmDVrvvw4BWNDjaGykimS9P4awI2LkUkO+xVKFDcm2KjBawbMjei77SoWSwEAw1tZ2adVrY85/Tyr2oF6JeLxRl1VXvnU+maE1etkdcbkjdsFsLT+BrjAbSWCZ4c0C+nPZfC4jnvkZusZgFhgwJASTSyw/UY5LdtUeAJiiPoCpnVpVXUOwh6whOH9Kfpba0OnDBnExgYhGSuqagcXqtM+/ZuAcnnGfO9rKuLjnwE5ciQIE114ZZ87JOrcEiewkSVhn7yhafO6KJjUCXrPy6dWq5A0E8J7TQCCr5lxJ9pUkXokANgDvHFmJo4or+85dWKZ2e84CtKPoNKgAEXyapcMxLIXN/cN9ixs7hxpH3DUUU5vyymtZC7w9RHsCwKNwwXtoKRblh0tLh/tJb5bS3O4qJKWlxT5IuL+PtPdXYlMa0XHPqUJf0dsaBpry+xdhQ8oZVnhHw8Km/FVVHaCTfU6HX+RH7h7q3DjQLDauWroktv6aoeCsNojm52mDc58wt4K5xjCCUX/t2hWeTH+qZaBeATUxQlV1KuA9S00RvFtVvOOLpl7n4/Z9VrXhUELAKIoVLUuWFNWsJkKnj2iKlmhOQ+NwvTs2VEEYtqVm15aIc3DkPaQqW2Oppo265uJvYmQuAt5f3VZB/emRv6Fu54ATwHihmsPE8YGXAI44r/sMgaSvUIfmbc9OVLZnnyeX+8p5c7nYmQpkDMhQkyQOzU0SP0EbcN7oiJVathcQ6p5CaNw6HJ1CtBaiwTEDDbCZaup3diMayQGjwyXrMM4B09XYzN+TA2Ze6tr/H/v2/PsV7fn9X78S7h2PevsuXTF4yUDYW7h0xZJLB0Lof6745u1LF9xw+Eq4D8P94NDN2/KtW29eNnzzRfnWLTer8HugfB9zHOCHY1iHKjGscPt5Vuqo8nB2yQ427+xq+IoEskiGTY1knTd+NSSueN/41QeHr6Dl3wpfnY/03jd89cktqYX9xVgNDdrsXpmvG1m2snHbx3D4KkfCV4uTA9cv6NvY4UF/uObJW5aIkdZoua8ivdk/ACkyeDPGdfV9dfaRWx+7etGHd/QodQtbyg+u3tCz42CFz+lHSByX5DAO721DCasG1NlFlxpwrRrUrRi4ck3qB0OZ8gDM40UhPZyw2kND9hFKE7dERadnreRDaVLRUJqt6dIk6Twv9Lwci8Gmox+hdYJe7/TH7O7mtq7ofH6N93fl/eZwzG9iGcRscwQkQRD0tqaRjplvnMuxt7QPJK2M3mAQLPhMi1VnT9HPAkyGkKjaN5mlhaUrlt649LGlXE169y0trUs4tR+H/ZR5aV+S7kUvFoNqjpdkd7Ho01K8xspe5ifQW2SxkQGbOqYiMX/gYwL6K5geM9Gmppc6DH+UVkoXSnslRk3l/hrnW4cdJ1VyrSZxtRTuGE6b1aRwa2zsYryj6aWSZPhjiZJEKSQxFkZL4/6a5HCHOcfJCiFXE7hky+P/Rw6Xfja35eblzesXNTsMLM7RpgvrOusHst5kceXaVcVk3eiB0dhgV52dZ8AqMuiESPtQpr5YZ08VR9euLiaRZVEJqMTptsWCeNO/N+SVo+3xRGsqGEn3retpu2iowSTbRZPVIUpukXe4HUq02ZdsS4Ui9T1rVNsqfPZP9OXsf1Bd1EcJjddRUrRRw1ujhs9GDZ+NmgRu1Gi/EZO6yWluPBUd9JtPOQdbsP3OqwL0GCZubW9v9tg0CbtC16dKUNdZdJpPlZyDfAsx33lNeHrEYxXlxJ4/qjI39uKoRKroy/ViqK7JuXhH0X+DVcaZ3X+qGG+/x2kD2fr7jiXOmM+m5wSOvcAfES2CLr50/3LaooZVnq8sOHpeDbyUDWNbBYPAWVwAo/twvJV5sqrvg6DljUlMsUlMsUmc0UwS2ywpEiMMvfO4yvtBDYJBDYJwP02kRVDblx+siI+gxhNB7BkJSuNQ0si5h8C44maDrrWLKqskrAZdBa2BJUZirrOh1rlrLGcjrfNSwe0dszHXz/Ky3+70S7pl9xPFztvUkJUzM9jce2ARbwuCOJGFqr6/du3ynt0f3UZHKiJj5s0VWxfGN6ylr648qeaEmQMAxwZkVteFRM+CHsImcpBkRONBFFALAeTQ4GHX7rZZw/mkdl6Rthbn7OvFDryQh2y+TYooxaFICh70RlAsgsK4WAijWBiFyNMQioVQ0oquCaMwOXlFsg+GQwrZgHuyKAB5h3F8N6xt7g3j/k14QWxqKGz0DBlV0V1Qt9imqfQYsQvS6n+yGVTFD87Jpr2TVBiJHPkiI3xRtQ81LZ2ePb2Ary5qnLUcnIoTH2BBMgoHEM3Q5WOs2YN36bktbPlZlsOr65z+qCKwZZZ5jzYoYa8zIPHMQ6xgMPFnvoKT0qzeYmDWm2SBAVeVhosw4zGZ6N8JJj1D640YL23gx9wKeFmEWlS8LAEB2wtA6MQBxLpO1IHv+NiBMEqEUCKIzwdJ+FHSh1Jkt25XN+ruQt2NqKcBiSE72eRMAiMiOQ4A73oO4XMDrNpjfMfHSyyz4sfW/iFSD4O9IK4Q94g3iqxYlB2DYm4oPtR1TwNqwO8asNwXFcfg7oZrG+hF8NQ5ImB0/BzDfGy6UDgGMFcxM7skYKzmJAGCkqK/f8gqBkX8VaxJ/Z4i+aKVDYghXyLDlyQa2htoGkiVVb8GMPZzQNdYeiv+Js+x9JYxdW2Froo6JsnX5NbPg8WaIncry5XfZszOVCBY7zYx36Lpxxizpy4QTMKn8jsci6MQvoisZ16g6e/TggxcF5T19C9o9DwtKGGPy48xzduss3im7xKEmf2zWLfaeMEISAene8YjCIB0M0+OjJpxVT7ReoPKm2BLHgQaiFH7VBrwAt23Yb7yojovchGn1oUSlnYLnRSQByviLg9yd8K9242CQ26DMmRYyq6glmrOZIGcRZRGGnfgpFttJc1FxDAMM6pQ6lDwIvBEa3VVgkIgiGw8nfuQriXrCUm07qAgMuXv6MVYIBCxCRxCzGmdFAn5YpKuPClKnMlmQXlWNjCb7S4Lx+it5pkm+nnFyIEsl1U5tBGM518wR6g0daE6VxHm6sBrTBJkdWAG6rQKAwItxCWw7ifcg9YkcQ2WaqsOwIY4NoZXtXvH425cZbIEdfDiA+wKLP2gxQezm2Gqiw9Af/1Cp7foZ563ezHe0F3lG0UFr0egWaNk4vGz8tXoYb1Z0C1WvBLvC0csDodbpC8Nx2X4rLM4pJDF5fSIM/fzopf4Bj76GH2c+wMVoeLUAImaxKajfrxLZIq+bULez+3XNprI+VNk26YpNl2aV8FVqUGsm8o+2QwK8+fsk2Vy9LMcMgZcLp+oYxeUf9dD6yWfyxU0Ig4ZaEHy2sHONNBrdj1Lv2URBRpxvG7iED77jdFLZvolXmBpmjXoHiz/hOQ1Pk4/Rz/E/VbbI/shEoH0UInct9F6ykgF0UcpO+iRjxUtlNGTmH4ui7JZfXzaiseem9ZfWd0zh1dhHj91/JQ4My3hxZdF2ZNNTJeoLHIw0MQany7hRpP63HQJmtVulKtsUk0jdaecuqpcXXTJkLWr9tlNqqRIP6REsz1LGn5mdXssU4NjvSGLJ+UOdaZcT5q9DdH1W0Mpj7lJjrWnLr4hkI4ozKFYXzbhMSsu+tsuxZtbmvHl0lGjLpRdiPL2iMv0YzlYX/6WL+23nrD46zBeP07/lH4D4IL3Wy7AUHmSUhA+z8KDNk4I7mkzhoBnWnel5sXC1PG5b2b3dAm/mtR5pku6K+c4q3PmV7Mol36jdde9O79s8Xoth3fdfWHLx71dGwYuuKB/fXeA3b3rgZ1ZGPa3XErbjrs2d2wfTM2ciCy6mPAXHuMGGGMDtauyLxJtLIpCSKEEz7S2xVEdabIyUoIrlHnp+DRgitiKCRjp7JbGyvCTs8Of3c94zv5OdUOfvXLCD6CHsNkGRidw5WutMCN0G1iCDMPxXPmFd+FKiu+iBiBLhjFaHRZenR1vdYpWh5V/Wm9yWUSXRfc7XsTrkzbR0/RL3OtUgSqp+4R9VtcU2jROpcAB/FjR1MpxBtd0JJIxTOen6NsnbNOZq6rbqOEXY2YaH72C52qFyhHXdAmq5w3TJdxgMmObLkGT6pZpufZMlTlb7NqiH7TFjn4JZsbqI/mVHV2bi5F4/wXtgR7P1w0GBpgPGXVWi84c6+zuDWy+Z3tbfvcnNjSu6KsXddwao2xinT5n/fDu7oW7B2MWy1QkYrUZdZxBNpefkVyyw6rPX/LJC7Z85rIe0eGOxTXcH6OPgdzJqHA5FDVhqDhjxim0YZxy1gMSi0J0WtvxNk8WjeH9MsdnNBL4JlUPlc2m6PTsFrf5sqmyy212ieMH73Kjj/FWj83msfLl/9KJXkUO4JMYArLiFXWosfKOfgVAxjAsz6GR8uFKmX6rUir/F2qslNU5IxfM2U7VqxxJoU2UgRLp2w6RqQGuyXS0B673WZSJXPNHNDuO2e+G7+PoH6Je+L6EdjqHKwH8NWkMT4v7OQAQ9hVQhoDwcTE8XdKeYncAvleZNfy1+AtJfOKMpxplaTusE/3k6+W6hS2OVNjJ6nmz2SjpDT6bxW7muecrY5l5tmVVPqg3mDiDzZPw6jnOpHcmgyod/Jie4l6lctQIyeE3hw1H0UYAURIwiLeBYUyKVdRjg/pUNkvAdE6Nmr1i6IP2iimzCQoG1BV8v9nj8cZkrvweJ3oBsyKvt3ptMDXubZ3J5nM6PSZwYGaQZODoExzeGW/Qoe3lz1fkAf12FeNH0BB+QHhJNJefLn/EaqrIun6Yp4dqVfc0IzxNkXLA4NG0+Up1D9ipY2Rm8HDSjECUXVnZ/oVq9h/XbAJDTmQnkgjLq49bvZVhc7+Y2Q/yR9Lk06+14ZFx/IT5DXeS6lZtmkONbsxw0WYD4btoGxaeTU4jE0jhUmC/pIG+snnoVFY8pYK/7Xw1K3ux5lJuxdploso5+4YUsN60jVjMb3jRbVe8Fv4PSABhKjosAnoRIV50wVMrH1AWO0NuUfcM81+8bHfLwwbFJND/FyYHPwD04syTDD4OitWxUP4/1efPe+zQhTTzZ9ose6w6ziSZiQy6C2TQSYBFL7WGwMKYm0LrxntTtqNoLRgUnYAaa5M7gunLPY8Cj2tAOKfOPBpUd00x77trSsG7phKts8RJnxQsspCQvS6X9adiTEEszVtA2rgsfEDqtHntNuMXrT6PWwLDyOqxi1gKncFn+fJS0IX+2T/Q0LoqVb6A02OE6zn6ly67zuJWyj/1Aes25hYG0dcrVKvG1ukfMF7uNcpKRSt2gqjZCXdM6O1Y+94+EZzmrppnJ9iJor19kgtOl7ir5gW1E1pG9ZyQtrdx00c2jT+Cr49+7W5b88runpVZu9K8oqdnVdbObt/6mUu7jv3n2P1w/V7PrqX1jct2dvTuxvddxKb5EX0D2At4L9MabS8T5iKJ8oMqNVBSbBrvRZq2AzYOmfbX7EU6pRkLJh1Yr2QD0nSpUusDNyBhLNVuQKJviC/ZtmiN3uKxYwXgkb7qbe5fknF/3J9udCwfSeQiMjvTt31RsvynKvn90m1jLYnO4bZ4zsWXz9jjrTCX9TCX62AueP8RWb000VSgOsAkmKjzFSRsB7l8TYVpSkJqhPEV6XWJkyRn33QI05pTo0d1jRc2XkEbHj+l2a7+JqkAynBOW4GB1qG+6dJs+8o2IlCO+9K1ofYMmr+VCOBQs5UoiNO62lYi1aC9jjU5ZNHvNeuGDU5/va8Tq0g7QMhr/VqgzpoZbHFJ8c6oLehzmRcL3NORpCngXjIabglZ6d+oBGnQP+Frjirlb1cB92uXzCB9pG2gLllojpn03lhz4D8cMh2NthgZ5riELV3MxyzAchRgGaG6KmcOg55zSTp52j9LCuCNTc9g+Tqp88vTJX8N+rPnwX3VNiIW4Sg+KvsYJ2HxKnE/Ac6CEetZOk5OpX7Y6rTyM1dXB34HWINWyQVyWMRxwfX09+hHQQ+nqUV4fP0GKgRUm6YccDVSCdC5oPEnvBqTFSpMdrTyapLzVpmMCBZVnH7QNg36Ubp++b4l/aWRBp3os8ugE5zp7kSyu87JSR7F5gPf/y+De1ck48N7BtGrFZFQ7mld1urxZEey6JkaMYH9fvpHbIb7PdVDLcNzOEp1wNjA7ppsjuJ9BHMMNHXbgfd969RuN6jGRKrbDZjqdgOiGuaUEGjsTYxR8TvsAcVI30PfTBtkv9MZhA/PscgacLv9YKA9yNxN6ywgK11WHf055n6Gswac+Gxxhv6dYNDRtM4goHKZrpTpX2JXk2YFfub7dCcvcDTNQfl7dA/oVXA8RQuRlRRzBD3G/RvIG5kiO9Yel/Smmzh5kCq87Dmmnpw9CQ+KMjnl7GX1qHg8rUSHos6JR6iXNso+W9DPrdClml1BkWXLa9lNPNCRVUQBmxVvJijnMcxnf8hZyORAeu/GjS0U2A27qE3sBexyigfJ7QQfLwmWdAd4GUuoFdR6aiu1m9pDXUvdiIhVVbxi5cWlNaXODx3sOZjae1XDVaELd8R26AdHTCNUcYAdEJtbba2lg1ftGBlobR0Y2XHVwRLv27DZ5Ru+8prl1yy4/obFN2QvvaL9Cs+mLYEt8ug6xzq6q0/XZ6hvsjRdc8MVW9b1NTX1rdtyxQ3X8Ild2yIJKnMsc0xSF+vBj5QTj2U/+IJwC/kfaYHlXOf/3/iKCXKu2z84RCIjopG21lw2qd0V7e7U7pX3/LzP8+/z3/OOuZ/j8/qvfB9zvLm1tfk+fHk715JrieFSuSMLP/+Ra2nJ0aP4OuPBD+hbqnVnHm1uzWZjqKW1tQV9H78sb8bXt3Ht+3CJuT+Lz0RtyZV/kcu1/AY+oE9DYR3u7QBc0LeymbaZQSh9qrm5lQ5plco8FE7iZi+0Nrc2QQFoFQRGeT/zM85C/sZEnlpGLVfPyHqSMqNRykF1oclJ+8CAvpH/NloIbBVCayg9hdDCopWlzUc8nkL0SJvuLkYawqdPFvi7aJoqzLw882xm5mVNob904uUT4hvPglucO3H8BCYFm8d8pARN26JHSm2M7q4SIxVw+6JQKhRp/q4SdALy0/Ns+tlM+tmqwgeXj/ySw/zUNfptyUS7dg5wYnYTSrv2FxaY+YcUMj87s4lZMaOjb4gW1uW4gMdqM4MR6nPJjT1xcfUF8Z4mP8+Ajc7p+VTHgsjS0qLIr3jJb3eo+wYddr/Ez/yas7z7Z87y3kK29N59jK57cyHGfMagp1mdbirgctd3h4fWWRWRNSqi5NDzsmRKDWyeuR2vcNfLPrtd7WtmmXomX/le9n7OBjZ+QYX8ZLqpYOtVjtINVBMgYaZobCtSTb3hQJ+910l2eQdCvT2J/r437XZvYjSrzyjetZ0/06/H+iiXk/PkrGZJziN3xuN66YSUz8t58fhxz4snRPUDRoELerD3vVmq6UPf+bMS9IIVV6UbvORWVbdcBY4FdJ4j9Ugc0YrIGlxsfSB8xN79nN6ajMWUzPKOoN4W9Q7unfndpaxw7kF7Zg59Sc/zTscyl5xo3mg1z4zjg/fKLwF2BAPLiLF8SozWNXkHUeHcI/gspveudgX8AfsyV1xxuxVu18wBkMc+0ABbAK7N1DUEqpZYjAqlAX4TlE1IHUV1YIHIqK4omCLwT+cZTc+e76GexkXyyrljJ7JAuer5SSmyCdMkw61oKGntdOna0z/k6u7f2UNAeF1ChdysDdDR7lCPK1cPBtlCzuT6P87UTZJM80bh9soxKP8tyQxvEE6i5/CJXNpBIeil1QZvg+Sxmbl1dH9lxWK5/uMGX73sUSzcJ8o8PkCEnNFKzlnQPSAnwA6nRJ6Oou+S52Q/N3neoD1X17/hs6nfImcpLVf3eNZlUF2Tdo5/0oFSFKobjRol/6hUcyxMS7OWkPEWjbWva0+EqZ7JKFRPpBVmtysK1T2KiPmtmZPrIqGY3ciWXym/xJnssUA4YeXM6KLyYyZeTEUDCQd49Q5k4wxKxB9MSqyp/I0+h8fK4QUgNDMzI5h4sCQ8Dno1XXB4rXiRor7sQ7/Vm3myp3Pme6qtFCBnLuCzuPf942cEmc4+NeHUFi/g1JcpPurVyaO6tbP5xOpO8iPVd9XtqzUW7CwglABy5vpQR9WIoofU42Ls+vInjZw1GQ7EHUZuwp310M4W92GwsCKeWJ3IGdHb5eomXvQS/Su8I5PlzYbynW1Xdef3daBrDBYe78V0gNwRYd6/ZRNUjEqpM590OZOmBPiJqCg4EyF4bkwYpujuokgl4v765GkcqtspX8xdrAX2NBnjOq5KFY/40qx4EaGFKXm6NNtGi+1pEiX+/okHlhzQyfyKZ8REOBy36Zn15eIoa1BiPn/UQuvRJazJlQy4oy7ZqGf+iX4M7e5x4L2nOpNw6o84A8pZfHbme0YLzyAQ5Cb9TWWDurZKLN/L/BXmjGXtJ4hNmG7AsrbtKHodTDMFnSoKVENvOASi1oEB4cCSNttv6DuN5eTOFsV7cefPDZeqkrYCAymPdZwmZqffgCI+irQiZaG1ve90qdre0PnzEvSgStkKRKSKQ8dr3kJrewElz03JnE/OwowA3yZ/JKG0DGXdrZnezeeDV6wBYIS2CDwniwvj/ljyQtE08y6GXvklUTbrGAZcCHuyM5ba2Jj/yzw4MrzVdGanI+T1SAsSacXrsbG3E6Ay1Bfh8m9sSMvpqLmBRO4ozeCMDu2YwAebTtG9QEVGT/K/W1r4+O/EHbm/8rtrzx89fgIKoJ6yqnXQkvxvctho/HclcQef+2sJav9dx4wy5z1mlPk3X27R2u395f9ji8VsKLX1hnUNSqw9ml6Wj/zJ3rio5yuT+f6UvdvbsXrg2y+3DeT8KNe6blE2IvrDzJfC/sjA9v7kQFejRV+/cAN6MNqVcpS/423sKS9NL2hylb/kSPepsuTys68zt7DNVBt1GYmPuqjkFN1XNJgc72X8BT/tj0whuWiUdtGnQy3NLTTe1th2iL9E2wOGL/hQYxLk9TveK/kl0sBQkna10KdLLTyuP16CBvPODp2THHi/s0OZW/Se1qGxjtL4jYuX3DRRyqwf7vYILG/gjYnCWHHx/lUNmXXXDvWu702ZwYFmPuMPe8I+ZclHn7n5wz/++LDoC3uiYdkj6YOxQMfu+8e23b8jF4gGdKBpQJ+QuXM/A33yS6JPImgF4TlMH2eAPnBuq0/LbdF5HLOibUVBcL1j2eF9h9tdOZhHNRBNFtc7JcsOzvtOidt93rzW/BM/mTNDH/vBXe8RBEsf++4tA99Irf1I6RP37Lp9YwMdvPPHt/eruFx063duGL1zd9eZ11p2fhrjDI/PAuNroDZU8lowMJsQUkhm622c1jpt3pE8rdtdc3i49mdNCL0qCc/bJZLPOl0y79CB1NPVkOs/cDKnBf8dl5nf4znQMv4rJfCZL1+IdvPqwka+/AB6RAfPBwALvDofXvTKstuqL/8Y/3kYvCKs/O+86Fbp8Ysg7+phboPUnSrkF4CcM1MS7Sha+8wNfcFgX4OZtVP5RA5P2m5PvJ3NyvHT7h0FfV/utLx70c/1RNidwvagNvUT2ZemNedPBJbFEPBlE2+XoKU7frpE2sq50yV5t37Rz0t6VdSlcQe1kTu+sjkUBN3fBo1qK1XFHkxKZza4V6Qyg1lPLN1VfpDAzIZP9GJ1Br68BcNMgx/ADP9RDzAUDTu9tmD6MtlU/o2ogBmgN9gT+Vh6UUP+A2BpdUlmWRaN270xuzNgU+F69l36dYBrlFpJaIaTMPhkn9HopXxe7h1JcrLvhXY4L557kGmFYKwS904JB/jY90qk1pyopu6Dzi910K9breXr0F6dugVWV75Hr+CjPGx6IPx3rFbm17FQ+bBedCuyB2ayRq+CQc/8MOwP47GXzr7GvMZmqSK1l0QyAwGra4pWSI6T7iwa2qJ/dXPwDycZxPGuXTaQQIeaL9Fon9jFREad0NKcRnf0ryXSoAu3OFzq2tWM24yXmi+pcAE2id/vKNGa0J3DLtl0VQ2oCjPmNY4XWGvLyOUj6z52UWvH9o+uaroo+b8V7KKtjpAohVeuWVd34zN3Dq2455kDC69c22EzMHcqXlHvj/t7Lv3Uxm33725z2FEAGAMjmPcHy9ttfh5sZePInU9ff+Oz96ywB4NKUMMt8wuwETLUpkquk7aRXCdtO0w563fGsEgWzjGGyGFtWRXDE/U7TTFVcp9rAP0j53cyv9DbAbshG18OkPPtwvhkxLDLHbLp0X/jNXzYLHRWofF0uatSZv5c5YDt6POVMlWhX7QU5minYprNC3MziDvJbAC7eArk0/tup1laGY2AxwCjqY6B+YtOLelU/0OC79rM3QZ64a+gF3T0WkkdA3X2dfQQjCGl5tjUMfgt0Z0urBO5S9QcmzqW6E58rCZoPu6Sao7tgw/VfMjTuXWJp7nOj/+cD6MTeL3NG/MEUk4DAA2fJqlHTeuuWN7AGy1Gk+i0OgISb7KapVh3kX6hZgIqPdwF4+yktmjrG+kLDzc2Ojpz36Z7wYc00jbKQRno7UUz5UjtjBgl306pShfqGX7iG9kTGWzhEIaprXTuiZl/Y5sWSE4BgaFzl16Jun0xp5kr33AOZezRWR0hlyei4L8uIZQfQdfq9DrGxYPMwAvFaGnmT/pz0FVuQz+Epwx+qjNaJGN5f1nQW8wGjWYAQS8AHFwVfCmYH3jzTmB2yyF2d+VcTIwv804WPx0vsbtnj8TUnedETPoF0VoO2mKzI8fe7KIYyCrmx5WBnfkwj4+ahjFkYQwnYQxN1MWENwN1RG3xEXDlTbw+JQdYIQj/WNfO+tlREflD9jZM547NCuE51dn62vFWWtSO+2868fRJ0VwOOqJbRRH/yaFdhDPCiv5R/FnQT6oym8wN7e0TPHWSSzax/eh4FQH3XSF4k7JbNnN7ytfoJU+F/ridoGs6qUvJWu4Ge2MSmOFsUYiYM4bGxkirAX+SqEjbjkaHkfEndvgvFjUCrJ4imZXzvfiQcRFHM4hrYp1fvTYbPOdcTvQ3z+V02LmdvBJyukMyT5fvYKMpu08WmPIDNC+H3O6gzCdcpWBD2CXgvwSTNbnDdb5d7tiszLj2zK0mE7Cpjjl45qPVp9+PhPCBnDOt9A8C9R5jKFLhx9eJD0ei5YfC8hT68biPbZ5CPwIW9LXvNNY7sVZldteyoCaZi8ba93O4T4dNS/XMTFvNSora9C845k3MLAkzr0c8+4MJsXwytSKJEI14yedw+fFsD0pem6Qvp9fW0Qh+8C4Nl1/SLYiEgmHauPTBkcjw0uHIzLdr56q3usRybNUXR1Nr165Lob/WbEsEOUrmje1rZNTs648T+3rX2dfYATZL9lsNYoh8h7LR3fAqAFd8+qV13LorOoWsmkytGtlku5P1cMm6C293slaF69915OVA/41PXn/9kQM9C2568vqrJw8Wx8PDH9qw4bql0dBSuF8/EqYDN//kE8sHPvLD2284ds/ygdufvnvDvaWe4p57V11w/+XdC/Z+CuZExk7mJGlzul71GWCulwLN+8GnXK56lLqjIGclmFQPIFlK/pXjTPG37DtMNSbW8YoDaeWSYJJwJnv8rRKp8reOrcTZUr72tEXm0tbtd++8ryJYEy5kjg6Eui4oRiYW9Nkzjk/+S/dQi5v+n9U3X5Apf6IWiTrelFu+c3hwm8Rx5cuDHUsr8/kczAefHbVDlZ4G2n64RUxLrVN0z3iimxiQVl9a+l13tzP/FqZPlYMrHvKJLPaR888TFSKnu6XflaBmKP9WSat73mMmz80N13rLamZ41oX6nN4e93nDdgOzzhpr7m/dXZk/mJaeC2+7oNnfNtLibYyHxY0G/n/tzUuLn/p43/KsW+GBcRnBYvxz/UDGU15RhcePwv7E4t392JcWjeHmYuoPHjf9crQn7S4/6s4UiXwbOvsafQbodyl1qwqZBbQ8mWhNtFr8U3T7OGUBxjYXhXzfO/6FXHoXCDvp8ZDSrNAKSEEzIWriPANwyF/hIGBS7YZDedLWXMqn+94pkeYKbq8d022ukPy0uu9nOv1+dsUH7fc5073r46tzW0faRJ6jabC0jY2LL+ppHOkIphdvGtu0pL5188HB+tGFLRbyXuCFut7RXLLY4GpYsmnLpiUNKDl81YoG2esTjaJdtPltgj/qd9R1J+p6M/H63KKL+ouXDNeJDrfVKLlEBfxvj99jj+f86b6mZCo7sEWVDwSOhJdiKi9RzxD4+oD2+oD2QpV8OwukNuGwsiJovAnvDsPFlXz7G9/DB6+xXvzicIm8mc23697/IMY+q6V8QpDDbk/Qpi+fqDir9ElMB8yv4+EzN1cp4gZ8uBpe3qyqdBjfQ8QfSQCnF1UfNUQr8MJB2yYNiZ3iTu+s6CpURNckfoGPRJyVWn/vkYjMa71X/Mu2rZ/b0wXE7fKAfo4u2prPbxkI473H/qDCowev+vQlnbmdn7qR3ltRzTOfu2jnQCQysH0DvadqHeJ9Vu8yL8LYI9RSEu+hnEBWf5qMOEMGpx2cqqLB6PTvdHCaZY0jwiReqgZLSaT0SPX9vEMNz3eUHw4GX8EanIlgpN5lYsuf1bHWWCgYtfEMytKgWwVbxO8Pm1k+UMmNMN9zeM3kzxed+SKz2WDWDjREVMfZd3U8jL2Huo7E+YWMwUT1NDebslPo9aKhx+R0/T/e3gS+rerKH3+Lnnbp6WnfrNXaLGuxbNmWN8mr5H2N7The4sTZX2I7CwESQlhC2Vq2AF3olE4ZpqULJHESF6ZT5teUDm3TT+kv8Ov0RxeGKWXaqi1tKS0lzu/e+55k2XFCgPn/EbGkq/fue++ec8/5nnPPPUfhcbvlrkVCn2KM8qotJVu40IBlsweGBeSeyBSBDlCjivusTqh5mLH6vLXSF5JrpC9cM55A8AbaK+MKGmXkL8gLArnRb3cEzWAofizC1V6HzakRkX8mfkuK1c4iq0stIv+Kv06KNXBUlISQHxWVnHj3IiWnV42Q9L2nyEGZArYqJO99mfssUFoMiE8rAa0fAuNVjh3g+LSYqMbMmJ/AUtKYqTxmBi9MuUioTxrlyG3OYHKH1ysPbfHKNfYtmkKTwBQpj5iNgAUQFyQiHDLjfCmywhPWXD7J70hZuYCS34aCllBuoUl1wG736qXUL2WyXwpkWrfZ7leTSrx06XU5pfa7i1w6KfUftPyCQKoBmNRLC2VLrzeYjQqKBKADv8lgWLoN1cFUGI34T/HvIR87gOdLj5vN+CT0DwuVZu1SAowNXEvYh9YS+Nq3BkJzUiE3LxL4yWIjBnWbRG7fYhSqtwhzEyHyVuJl+PxwDuR/ep+VkWVGIEwSjcsA4fXSglxEe102j04ieI/4M5gCbqvLo6Rk+MNLebmDHyF6uTUCYA5F8R+KZUKBgDbBedCCYaQHyMcAZ+/DgN7pMw4teGHeRWLrSakDCUrTjNSLJNG2/HaR13gnIJSaDpgzR3maBYdRXk4ubfuAO0b04DbArV7cZ7TDaFT8P5ecXDopgpVr5EJSTMuXnASmpFvVFpXYbnPSeoNFQ5x3wgopIhGtVQRonc6kuVjmgvoAPRfSB628Pvgpttx+LN++DnsJYa7xpYfI28jvYh3YCPZ9JM3UzpFF/J3TDWVllobWRfxnp6F7q6F/kRAvWJrWiytgAkkfVorrS0urk8x657exTlUnUft8J4514p2do75fV3cMvarvTr8o5vJE8QFwkxNZBi4wRyYn4FIJ8iYxwDiG6Z0AgoNiYwH0X4ou4GHhFQTcJTqd32ZBx9W+X7PVHfqhV1l9tzj9Iivmc0Rx+Ifrm09cWeht5O23uPt9s1cyWiHnbUTOxsJUlrcRYrnE3ODfsE2ksZsaiJr7B94vp6VcBaRielIlf3M5ueXST2kNmEAScVe72u0rMTXMNr5PmsuLT1mCTLXJq4priMV8yktAT5SPkbpR7cUqED2duATj8zQK/y91PXYAu4D8fNum+ncu4n9ZiFb1Y9ZF/G+nfL4pLUwhKAaIS5YyTwWzs+lkTW8NEe1KdRE1XTVd6eSbsZlMGmWpGOvGrKSrS9llgpkYyQ6kj7nkIuX8RuwJ3raAjo7Yzy5cgASFEs0xG8yys2m6xl5DYF2qLkJOot5nkm+yoP8xdAE5m78CaUJpGsE1kGLnMo6U57dlT3AWCp/I4ipJR/JpBgVrJ3RcmQpPb8jv7iN1guvT93WOHep0SeA2e7tWZIimyxoOwfwkBpiuROam60eqLcUhlP1R4Un0J/jsj+uSJSj7I8wVWds5gnJFpthP9OhKNQZt2dZP7wi0VroUZCWXoOriq1fOryH4EUHYKzOBZHdUyZgZn91WbOeyRrpR1kidyqSWmzxWlF/y9m9cnxCJrM2lTXuHyiiRTKnI8cBpwAMHsZ8gHhjuSa2HPGD3pvT7/5XwYVswOeAAPbaVYM/M6cGrR/oc0Q/4pwywhL1ni4za1W7OTqaTgd4AEa1N1RKB2kBtZfhN52CmElDpdHt3LjfRCj7gEhW9xmNxFXSA/UJVwBIe1POkOctOpumAPUBgtapawBeo98HwmyzoH9YLF55h+Ssg82YlF1wlvdFHIP3qjEjC0yKt02JxG5UwI9JK+rsiy/Q/cMsHoD++TsRnUpIqYSalWbl0zUxKOR6oXhf5MDzw3k/XSr+E+IL6JjWLHeGqgC5gB3f0kpAxMlW9sOLe31Ky8vryXvA6qPWOwfSs+oPJgd4BIjqTmiEGZgZmpkZ+1XE4M4VSv+3tLjdmlfUZIFUEp0PdzVlxGyfuy6GiXGYLJOi5cp3lQM6rXgAGOx8DbaYH7AMENqOaAUyA+j888isWXGEvuoSCBdeoN2ZZcJUQvAzMN9ctbs6y4FKc6C+HqraQP6CMCL9PigHdWjkJ8rbdtfEOUaXXhjfcOjh400DwDSj5GdUbVW2GYqtOTImFpEhp9cUs6c0p20FaLZAoRAdNoaaAvylsskUlFKGWKzzVeeGRSx1bmGgWME+vLkguWFqCTbMD4fDwLesm+XQGtnk+nYHa5lIoZCJP575N+Ltc7oOOupEqizXWVlLdH1OqTYWswyWd1RampwWsUy3kYiQmAA6AeVLbsF4uf8+JXsFzRBGwE6z4z1LK6roKoyascbs1YbIuDVnFgtWlv1OxIslpVcerjR2mqiBgpeKUks91+t9V3fYXg71cqTqUsDqX9DSBggS5NUU1tCJyjhy9IP0dtgLlPK1q7HiVRZ0qUa+6fOrTKsl/s1XdQfuLbJDHAed45c9lQU1cIQ1q4YKibhVGWFG/+ao5UnFKIrnTrHL5dysVYPZKnc3+ie1itc1Qaarx7Xxi9n0Tp2otWlpyl9mnsFoYC6NTiEiJpKtDU+zxG6qEooZDZy5Lp0pgHiDXa4Bc34Jdz1UvWCgp0RVHoFZPSMfnwPtCv06X2ApnrgxraUhI5+fGBdQumMBHO90x3GbLdqTDNdmWTEVXcUbVtb8wDRCCt7lsQOfKkT4vB7AMuY7hkt9Zrrdp1J2Zhf112LIs6LGlJsvm+qT2r0wQhLDw1dJcc2N+7blYc0nErpAWW1gT2/TARLC9rdUvhvmErIxIIBFKyqNlhoa+MPN1bqp+fXXq1pKROybM1eUBg5LERYzDDH8LdGTafTAP0Vf0KI12Y6uv+XBLw2j1Wmm0Bd8mSSC4TRUDVVfM97px4o51AYFIJJKKpXLp++XcRvQWH6BuwNTY49gfEL2PH599HNL59OGpqY71m+GnWc1sMihDmUY6HB2z4HUYWF7WlD1+x9HDj2cey97bNrf5cPaOzHVdO7rWZ1q7kjJpUBBVQjLVdFPg7WwUoM/BrCmNGIHPB81xRIxb3SnnNToS4An0l1vW5heDHY9n7n0sy8Ir3XE4y66+Vo0SJTKp6Y7Cy6VkLLygaTDLgksiLuGzSHPsEuNX+lYRdpkBViVG131gnnJekb24/TM58V+Ei/49R3pv8+HmhtEq898rIatYAKvolQK0zAE4xY845Z4Rfznivda0T6SBKdkR70kB7+kB76mfFcsA79HP5nhviV3NhcWZXenSJp0U2AhShVjn8Js76vALqziDcE1PHBvm+EhyGR9tynOmhDOCJYIXOM6M91dtvpwzL+fSdbB3WiKQaywaR5FEJtk6N5LP5Sx4HvDjNJ9DK512DRbDHM1huR4yoH3IpXapsUR5WJwdSw9merPJNrc+kk1kAl3WLnkGW2YqlC2r/BxkqnK0SMNzknVMnGXhucneLAvPTkSybP584zKHJHPiPUeqj0Rn53Kz4Hk49HYw9PUvcsLixQ9IsOMe0Bps1sGUHJTKYRXDIfzQQz+93MbTQCgEOmA39hiiQXl5FVyK/dvCmM3WDMXAyd2hKpi0qDvdvEWDUvqmdNs7ptp82cF0VXO2O1PfFcrk80TmpT4E7ufLueUGSBKuduwC6GI76sPMwk4GfVkWdAPAHlvQkTFZKOgT75MC+MMLfO5woZCjglakz1tniCgfVs4Dm2/91XMefmjhnstHjOgmToG58zBnly/ceefm4zNQfs8NDjZ0j0AdvvnhzRVIjjfIGzaD11wQ5uQqst+4f+545v7s0baZkbnsjZmdXRNd3RmDOdHl6YrCjM3mDqYtnaVy4hu60q4kvC8X3bbjmaP3Z1nY+Y1zWXZl9+Yol3cSXoFKZ1kqL6/5ixRI68uE8/sa6v9jUtpJLK0hlNP3daw/3OksTHjZcKgFMAQsI4lAQajqIwnm4wLjWoL4Gkx8IJGlko8qkSE+eJc8A3hKg63jorpOtGLPEXswKWYHcmBdvwNyk64yWtqf6c7WpR2l2Uqaqsx4u0xo8l84r8rmeOS12E/fuvDaDxD67s/UdWdZcHxlaZalU7kz4Cy/YD4fjCVXZmngKU5eA+EKa2wUQd+njjwj0ftsRT6DVGrwFdl8eon6KlRI72jRlxZbpEIBAUjBmD3W1hpCZDYJvm/1wh68VqvHJJGYPH8vu9p4cvpTLJHKVEbGYRWJRUA+W4wYP6bUW2hMD2Mn0Uzt6wtdD0dyoXSilAXQavaMtBS8EjC728nD4yGk+ZrrE9dnaIpq3p/dnB7PjGbb20KORLY5U96VG+685gOi9Xxu0HOekh+gmckJ3ZQbdJUCfW3en2Vhb+2jWRb215zIsvkeV+hCcKL5/DVT5SoEEqyhFS+nGvWWxFBINQOiGppXS7vebxbZc5MoYELKsg0QNeQGRKUIqUKkNnktrbWAqOZrJuqVJoziMjV6JZoD25ebR9uwR9A8GuHnURkQ0Ntcrm2bY5DKxkxTQ1S7YzMkdGYq25OONWQzmequIEyVaOrl5G+MJzDKeA5pDGOPwNx6AVLWwp0OiJvpmcqyoIdMQ5aFfZiCKH2iqZeXsLEcUbk06Fega259mkv28VFnnqlhe682UGyVUSQhEEqFElPAXhQqoj/KTHz3vfH9g2FwkkSmUqnUFpVIItWE2tvJug84L5ce4uflfdi30by89dbJT0zBObjLBag1C6jVD77EwgOQVI77JhsnG2MHZnf1lT/wiczd2UNtUwO7sgdo6kBmS9doVycY7bPVveFMybLdw0tEOEl54p3P4VNIvwKQivo8dHeWhb0e2IWkJNdvNewYaEzYtamk0MLhhSecr2uTlLoCoZg1Qx4/zHS+fNpeVMDpZywtNiFKKkSMCVASTT/IDHo/xwwoYyltcJqLQjb6A8xwXk2u5okfrk3n97oyOVah1TRkFaFICHglTvZ94Omes1eo1wBWnuVqOC+0tEQaMv+K/w0bwnSEFxNixQB1RXZFRIsEe4aJgNeQe5EYSFlNk6ND1dmZdGYoO5np6WrIlHQJi+W2Lnk71pZbzc0Xn8kDLASv3oq9VsAoM9VZFnQzOZRlL+/IuNxTrjLNWrn58/Yt/pEwNNkPCQU90EaXyejSQw/01/E5uVSsQX5uWrh0LEdOQiySReNR/fsj6biPR9LU/BUT/0vWdHF/cEido6nYCuTAI9h/cOu2xwj29H1TU7W76iCazgSDeg/yiNWytQ89B6h8OyaDmFp/g74WvDJSSGAPNtCVuV1G3d1+pM2e3ZveldmWHW2ri2SyA5mmrniXJ5MvvbCstvkyDIV4GhB7JaLmQn19fNd77VkWdj66LcvC7gcyWXbFBTjDKa/Fr1a54UOD5bVVegFQX8VuYutyKYhjOa0OGEIe4RjimtHyKinAIfS4T0+TOYSOD8HlEMCMOqlSCZhxVr52YYkP58FYIQ8AK61G6lcqUoF4jHwCyI0+Lt54wW53t8FKDSf7TG6oXLSJ8khnmyabTLs554Ypk6uXs4ynL+SlgK6zLanJsuDonDMDHW/MG80r7OUPax6TT3yE2YvsYNNHmJv5OhpQ5v4czM+DXCXzlGRwMBqx22Vo5E5vjETqdiMvxcGpKBzKorZU3V4wlFvTU5kN2a62qLsu25ap7CoY0+UJmB9YzkUBhpfhEbNjb9tWMMSwl64NWRb201aXZQt6Mq6caR9kyD/83KJ+nptAJDeBdB9xAgGS+QtMXNP/4AxZw6nI0fP3gq+gNYeHEDJOdaBE4VvcbqxiyxZ522g5rP9zSq+S90Dko5vqTmXKMzU1+lDWmu7A5Fl9RogyXsc4YJxMcjoT0PEcJKM6F5l/Ygp1YGbzPVhDWRb2oZdnWdSLkScg101wZbzQGqRZDtlcJs77LgniOy8r65be3eFps8lFJCkUU2ItrAJX7qDxR7hk/GrxG7AEtZr+VWVG77HqROAggURlC0T06ZlUERm+QuE3bvgL68RdOXG5ujDLOT/Pfi/8FZhn93NROwsNDeYeWC/vtG98XMEqob1q7jXfcBucZCWK3QozePluxsqCvhsybGbfvrKt2XXpnkwmW9V2m0Xpy5ZlnF3aro8tJ31HJMsbrEnOk1Swjnu5K6mY73nd1iwL+64C6g71XubLslz/oo8VJolH5MwbsLk9R4IPaK+uReUPRnzhryQqOyBX20zKdjV0C+v7+VpsYFquKAeIHy9Ow8J/bpiQWSgRirRF6AfAIbl063CFmFKr3kAcogUcIlyZuP7qs3VgTXYZmZz42EhAqeSbwQmoefNV0t/DeqPA1n2M/C5WD7Tbx1C8V8zWB7kFUyqxNlgwROEvwgaq22MNfTaBu3ERJ0+GOoBVQ552dxl/Q+VDugwJzkp67Vw+fCulKDgzBE9dYEMdbnhySsK6uyjjb3LlvfgVH84S8qxh4dTjKzYEEob8quxldUQfq2I/z5ZtHqzUiqHdCh177TtaUtNNjkBHOu3LlRYNpFvTgdya4JPNN7Xki4vCCiOe3Z/aWCpT6xS0SiuHKzcak8Zcv6VrSyBRTHff9vSmfc/elmY8tYHduXIjS++gcqPJ1ltn6mB2zYL6VuS/FOyxQ3Wr2nN1q9Aeu/YPV7JquZAHVy/yTkDLR6kI1o6tw6a5moBfxzqIuZN9/nFYvG3Y1gCrZkHKIseyDFB2c4PN3dI+NQhr1K3vDrcnVlP2lRgAMTCTQQFxL7ym4jZoy/IddMMezrCwC3diTQK/EAvmOno/Gl8WuL1cwQAvKPFGFXwm76nY/g/byyZ7ywwighBQwEANtM60JMfrba7Wtg7v+oNpW272aYNNEUuivsWXE9gX/720tqYkWFtbQrTAv/AbxwCMlqGVWiVjAQxgQAywyVNZzNRuvbObKM/XRHi9Zqq5mAkko8T+XFu+cFzuH4ajunv9KA87inE/IYeq8ozJhHlXlMfjRxru/kc/rSyEdw1l8PB+W2rt0nfo8a9e8Y7bK4D/gprHgtiNSCL4MRGsZmjVM2qhBi7ZLgT81oAFrt1KNQHwkrva5HzZG7gxmEkk0B+4pPfWuXK4bgRODMAzT7PgTA13Krt8qpE/F8btwH+8O4Qu0Odrb7zDfwHz5OzLOfV3q1DenL05wu5m1OSzDMyFk3nvr3kH/OOtUksQZcjJEKLc9qqladDK7aHg6mrCWMokH0s5ieViLH+K2lN8ex9qR3VzUHsz1469gOY+aKd2U7PYg9ifuB1Z1firADiN43/BGrE5/BcLxQHNoWNwJtbQJnp345ZGDU1rGrcIum/Bug9l7NkDbdXjO9s6fzPQN7BxYG6ADA+EB0bKX/Tu7Bh5s637GJ01Ze6CfCPhyrIUhlmpYGRNAoHkC7l9+mpuqV71M7hFigszrziUOQCsUu5CA52/YbEB1YBjgFRy19pZ/iILrtY28iYLrmeis6wpI7kLsaOEL+yyMt4qyHBxmoXltNeMqiJW76DRreDo1TtuCmLzrqC0qd2EQCS3+xHKsh3iKsXcaAo3BfzNUbO7SAxngsQV7ygss3P1Ij2hvl0NpqBab4iO3zY0cHioBAA7VG+mUG0zekYmo1dWnOGirsraAqkOq8O2Rn2emqtX96mZbvUKhcaMt2m2f0WoV4Hq5ur7CP4OsPgMdhxl7hlobIzNlEM8buqxemNYzAVeitGemczkpLDc25MdzVRBTC3NdJd2WTP6rDDNIzuI7SDkwiPcGjxKnqfKp7xK0XwXoz1ZdjTD9aJguW6E+iwrTOcAHIRwsCc4g1eBL/xqFtXVg/FyhCdrAOZqdzXDmsoIfAejCFm9yCHu7+ZU5VKwoCTQlesHkWeXSy4jKKWWXaFAcyH0djJXLDDEyQ9AF/L3VETtBdMdyoMh4h9y9CJfFXwVTH7kRzgZaVRBfRy02YI0lAJyMh5szKiC2dp4Bsr8U55uCVcd6DyY23gELQ9B/YtoogCHxoNZtjYVz3i0qAo7Oh6VBkLrcsiDqNd9mHH+ok2fC3JdilzjWFrM7z36IUaM4+OXBD8GovFJflyAvfLXk8GeUbSWpmhSWMELiweHsJ5MY6a21pGJZojMqDKYjWfUUBp5uscLylNBbj43wRkp56BJmY815YfOxHWDZVQZQkZm4qNKOJBgGNX8MIrGVxSvgkytguGEa1kl+ssiQtca0eVkDsxa0kvwkpjhLMSkbamxYMAJUkTb/GsPOf7NnEpHEadq5a8q03mLc0ORU6WU8qNeQAyAaBQKxZXIgeO5zGFLl64kc0Qbgcz5BPYDRKtN+5shrSZvgZWxFpoONKnMkGhe763e/qa4V6/3xpv6KWz75KE9h/Zsl2bvTN+S2Z9p9pkns9vhngLBydFuuNR1uq47X8Odo2CM2/YKaAelEp/1c9nUzNHSjDq+U5pl811vn8yy2zOjaUTM0e462P8Zlr8AF0Ee5EzNJJ+W5FqqwK89ea55ShUwQN4qFW0UUMA+1CH70E7n68irnZzFWVpATxHj9K3BH2KV8325A78ALVVPo0vx/pXorzBtr3E2F7IPEq3IHOVlonAQycQ3OZlIETl+EjaCub+Tq6l80t7Qi0ThzthO5c6JiZ1K0tID/YNNZbDi70mPZRDqHsNMd6arIVOWCQYd1dFqoroXs2Q9GQEUAjoeDPEiIMnVqovlIosR86A8jjOoKxu73BdWraoGAqHa04t5LFnWk9EJkBzQ5bDOshTI+5s+OPWvQSTjWwpJzNivIHOXSUw0FxmQbxHmiIkUsM2yWCHDV/AfXY2IV5bphQ4oQF9Udwlh4HYeA38dW26P5NsHsbNo/baF+DaRoixYCKvhslKdFOlqFvHhBQx6EmEu9SLa87DDYdE94Ajj0XAqTITDUsvD/vmqh6T7SZQdPJdJneESUhU4HjwOz8MsODmse4DFwqrwH8KknATn+y0Ps/55adVDLOrDmCyoNcMsZ16CO/TW3h3mzbsdRAX7wYiUxeY0eyZqSjsr7f5OtnlIYS/3eupCNrFCraydqW+ZSJjvGPDXetWx0tJkMfG6XC5TRD0BfWmyJNwa0rstJVaFWse4rRqtzVhU2R05Ktc79D5fsQ+MFQvG6rNCDebFqrBxNFZSe/Q5fAQme8DvTjGYxi5Vlj7jmjftVu4rP8GnJOeD+FA6BDQo8ChX6TMsdxxVfiKfnzwXpVcQji1cZYjzqbD5oC0dF2FAfBbuV7DGwiGjxaXSKymhChZZUVGx9eWpsWrzJxT2WLGnLeJPB9wxu4p8p22+LyjVu411cgV0zJBWWHeDgEnMXwx5In07WzwtcUeg8hvhkL2iGckHyCdGyoRFsQE+l54H1uChpbpHi1yfpOfJT5X6HxPth7v/4YaCfOK8lL5I9yhbRLs+ydLzpeSn2FKR/zFWtH9FyjyUPzBP04JN/UJEWO6ZCSMwLFxjtXfcHezc3qAN+r0GGazeIRWJpP6kM93V2RFs9MpEIqCrKxRqhdTofOTjvfs6i4UyhpEq1UqZVi0VOA0bpzduKHJLGC5+IQOe60YhgxVjcW7H6UmJKf4cPgp+DOF3pVSMfbdJQvqf0c/HPiMv4PcEt/s9R1F4kN7/DKufl8c+w8oLmZqvZ4EIWb9iK4PesLwPvtB5Bhj5RpOT0dPCyHRd04aE2dE4lSwb8HOlc1TCO/1pfzHQU3JbzFvcHib+i6NiY6Qs0rujrm1fb9DrxcO5MhZLg+Gwo6LZXdwWdwbj8JnT4Jn3gDnvwcLYYeQBCQP5+rEFC8NYvIv4SMqAWTTHlUpJ+AEH3OxhDDzomJc8bMwXV5rPp5LOLxOk7ErNcRacIwiDqS7ALSQ4zxF4kHXMGyUPs8blKktwjhdmV8tvA9HrVrDB8j4PYo9Zs/SAOtBU5k3GnFKpWOkKllU5Hn7Y17GrpQ2I1I8JWlvcFcUaQoCZTb76Er0MWBJmq0kpl1APPtw231Pib5usZNo6Df4KG+cPLCa+hz8rtGKV2DDy06vVmFK/iI+mmBKvS/xIdI/rUf2jJbPWfcpZhIWy3PLIW7FznFNdGxU/wkb3lLgeZUv04B93JAI1K6p55GCMfq31wsplfzn+LCEQksKgAWqOA3KlQnZQqLRodYDcPTIgpXoMZR0xQ5lOQhHU/1aqpYRCbikpqjZai4xLSUB8AeQA/N+MRVZjZdVA3CyWiBVajMRK8HeILWDe1mFd2AbsDc7/0Y+3YH5MjQ/Asgr44NmyIHh5LPWL+OBJEdYNRZoFG8KHU36P4Hhi1t9/PKXr0xG6zAN0WERWOmBhKUfqgcp5xwg+8kDKgTsWLz2/IJZlHNdhyeBEdp7jEqDos69MZBP8RtQLr6JUrFyeQrTTPFWWEBxnwQV0/cdZTKcCl5DLMw+w6Cq/QFepTD3AwusApnLgCrLgQkZU2pPjqQlwqaDqhYlgroYzGOtchIbXh/YV2XGuBAc3/SqrUEWmqpw3Q29AJVe8eWUCM5Z6I9yWJCRitygknWqls2E4bq9WSxVex0Phrgqru322M7O10VbqszrcZr3J1TBSbo3ozshk36ipsgQsipoKa9CiCMcjH3MbO1uCNW5a8H9Nek3QGM7EzAq51KBSGwkhofNWu/zNFUUApjv8jTZFxOyuNegTwUim3CKkjJ+LVjFFPm20QlVUvLTTBuwUi0/vdtBGB8ohCGu7AL3Ey+YTfjWkoBWTAXamMSvjNyhPBOddu3OFTwo1EpcA0W8IKk+w+WO4JfCVugjoIO+aRezzIcXEEZHKotUAtVNV7c4EKE4HCXO6KDwWremP6Yn/ynNrdSYdCS09nPteqIVK/MUNgwkgq6bBPCWov2M6zMl5a7+J6fGfwHTi4BFhQK15waSaQ8/1s+VcSib7Im4+w5pS6CfwOOYfoLpcl917VYHr+m2KhpVpuDvWmWlK4YqGna5w1Ll8z4RRKIZ1L8TCsyU2W6DEbsOISz/G38Hl4B5dQJ528lnp8J+cDMgxqEgMWCm4F2/RnPZT1HVQgqL7PMfdqLd0Edb5ZL2pojlK+ymWQnzN3+5ysetKzhNXufaN45g6lKnUh/Xg/mRioYTWMZ5iEW3RwIeRuyIRpzsccRIvRnsqbUKRSK5RWQ0kRYYSRMVlT5Pjp2nATxXYelRzRYaV4ffA3HpgyPXg0U4DtCjFF2GGPZeM8s9Zdy9XuuIYi8uxh1YmCo/g65GugDjkGgxVlQ99oXGNDSemRWqrXm9lJNSPVnPVgkCqNqPy9BLlE9+TiQvYK7T0v9dgLdd/CKVCEj6zWKt+Zuk3ajr3zNifwDMXrA+NLEhVu/nictz60O58ZbnLOelPq+9s+U6Wr47lrkX+GujfNmwPmq+VbqB0T4brGMguVqwNaGCtVHmicd5xIjFfVxmIzQX2GQpGmE8bFnktAf6Hg2xoBLO3cT7hOMGuPCE34KvziF0+l1d/h3xVhHb16/ORLL8Gj4Z4qiLuaPYLabNGZ6FFsbirKT/ZTW63ITZZ1r7OaCmPRIw1PWXaK0/41d8Joxz811QeropYvSZZcf1AdZ4fD4HxKuWzjxUzy/JNiVmVz/jmiw2OOUO+zliSTz+GBkfpUz7DFhzBhfe933gsPz+UbIcgUWEZtcpqd9qfGwaT22mKbSyvHShbIdXa4UMdv+yh+McBMq0V4K/Pg+fRAATG52DW4nfBHHEAcUqkpkfoefcn81XDcjmYadMjAEJT7k9eXjPsSpnhKonPB3r3Znrn2l2+rgM9HXvaPR+nPfXhknq/Fr73rCPfaZ4bCPm6dqebZ/tLA5272/3puM1akS4taasomuTul8X/SnwW3C+0ezZx3oGoFJJAh+weLaaDRo80GrELKMuc6kDe9IFLydlC00fP2T3LhxZaP/DowmfyrZIMeXpcbv0kJ+vNpSV+Q44NKaVe5TKXT9ctWz+ZkL/NX1wOrZ/0fG9QoinSLl2kJFz9PyILpykgU1k00rsLWT/Bim+EwtD6QfyHv4Rs5DaUt8FlxmgIk+Vm6TnfvIvW2eZ0+zB+auKRt85xWRUUPuk5dvl3Iz8TV/m41mA6lHYffwmYO5RYBoQ5DbCFvnCGGUu8bo3SqRcBdP4jxqgUUUJKZvQXLX1xJdel7X6DWCAWKrmcSU3Et/EseI4kVzXt61gCHzrtKHWUyk2L+LpUESYveeAXZX8oI8oqHzQlKM+89IHnmR8yBKN/kNpfmNdtYmVit5SnrOQBlkuh7ql8kEXnMlIA2RgVA+QGQ+kf5KmM9oJz6d0mVqq43GpTJTDyBatWLPg9/wI8W5xcH3fUhu1yIawSKS3yV3pCDSUN7cmAI9Efs5X7zDIKFt4S6osj9hiA4h3JEvJgsClklNG03KBTaOSUSk27fFanweBPxX11Qb1ErpCCXxg5pVApAmab26j3NMDxcoPxepr6PBbjbIRTmNvug3RXaWiZfdb3qEn2qGY2+CkRN1PPo0C4c299+2Vk9+rssxrfo6xJk9LIHmU1s6Lgp3izNxk0q87n9uogg2e1NbDCYoCeDdiGPy2U6m1OeuNQj0wmk3cLeWvwHvBNdo+jxOwVCmAFR5XeCECAYHwS90Jr4CZKTAkE4M9NyFb4XVmMFsjUvFz9NnGE0gLUwuXNlrg5w7cIylXGLSEDc4Y5xzN5szefRoRLJcYfIHc8U2Dw5tX7Snu3IJIAeWqWi60dMbnVBgUV3VJe21+mF8IaoiaVsCrhzARyQjdv4MaQEMW7hNy0FS79e7o9EsLZ3HfwTHbi+8De0WI+Pgec2gmg4J0LGqfYCbTsWEomcjidCvOcYh82xykLvi6POpHPAZf/nVMVfAA4rHi6XGYtF/7Cpfki7FoLLSYFz5JSrctqdeuk5HMUJVFZtXqrWkg+SJB3EmKVhdIC3CGnFUtKMYxaE8vE+B/ljFxMEehppjQa/PMisZAEz1FKfJ/8FniOZq4u91mHs0wfiWhD4GFSMqdWXasVi+rrtUnooWNE2sq5SL2WtPjnLPtyT8Ylm82ng0Mp4HL54HJ1QejV562oQbrqoX1Xfv6Cj+QRWAOWFDxBijVOs8WpkxB7cGILKdHCb1op+Y8CUsSYtQYrIyJuIIjrcFi4VGdSCsmjBLEXFzPcMMloZcEwbZHLlz6zPGhKlSw/aHI5/nmOAcTCpQkZ/w3ytx3YvlvBGDpzucQw/MwpsVhqWMTvOu3UOyR67SJ+T0ou1VvndBJ6TrKXvI4HECsTA3JSTlpwFA8iUI06xOFJvKD2XkHmtx4yWGIoonFB96siXGkzGwGKFRwn7iCETJHRaKNxiqAVMoFYIT1B6GmtXECI5LKlAwT+cZEUMJRMo8J42f0S/mdKCfi6j8+Lhv/4jE0LXphrEf+PlEziZD5lmqXdn6b2AlH9PPh/RUq0lNJpYj7FgiMo96dZChXHfR78X1DZm8uGplmudA10EaQ/Ej5/hlm7l+6mtTCZcvZ1mRJhnSkVI6V//TeUcFRMaxUivc4opWmVDO8yW5Tgu9pg0li1SwuUQovl6wD+iLoRQAc9VocikRXSlO5m6ucUQR1V6blygBN4xHweqVCamqUIFQl+SulzhQGBCkEZp7ghpvPVi0S4TagyuIxWt5IQnxYrGItWb5aRoo9T62RKsUCkYCT/LQUsJJSqZGfRvQgc+J+oH6F7QbZliubv5fcUvKR+ZuXd0PBubqZI/n5m3vd+KiUwjr7IrRRIvytRaS06vUVKie6jvioDwkKsUEt+Dveiw/v5GrofSkmohZ9C91OTHxvqaK9qSkWo9P1Y8pV5WCuRuxs5dZRW2VVEEQl/MiZfAffBVU1c4066ZTpzscnmUlKS16WMvkhnMEsFkvuF+xRKMSlRqqUXpDIRSclUsvuX6dRJRTAZJufqNcKM8LsXhBIS5gv42XnOJFqQkCk5R5fzeZ89b5TinaWJ6pJgojq4dFrww+qSQCX4t3SC77t/dd/zH6jv/tLamiD8t/S04Dwf2cX1DWjaSR1b2fdB1PfMqr5n3v++KU9VMFAF7/scRuDSS3/BX6UmAX0CmAdFelAeS7cKbj36Kdyie4bypNB36HD46Q8K4Tnp5fWdZhVgx78hgjXorGoRg4t1bqvFrRMrJSa/3R4wSiTGgN3uN0nwA7noKPJZuVpOCYHS+HvCGbTIZJag0xkyyWSmEEe37KUs/rRgCt1jNWdb6IkZzIHpiMQZmaoE3PEODNyu6lzOsjgDG1MWmLfVDNtXGOcVV7rth0U0ZGeVEGeEmmKrxaURSST64iKr1yCRGLzWomK9BI/D7Ekk+ENckqukFCWj5e85inxGmczoKyrym6RSkx8jsUcuvSP4A/YzQDMD5sZaOC+PkTiM2TA5cQgDYIU4fFYINImFJruwZHn5+VgM2b+IlmfBDyn0ixH8ZD4fi/F54tcKTyz8jO+I1NWE4T/8W2H4qbY2hJ/LtbFtkXDLGv/AGAfJg8RL1PWYBdhDbuQ9lvkM5WlwZ6i05mmZLwW/gtsxn8+Vx81NxooqTX5j4XIzsdxKvCRUGFR3ChRqo1qlk5G3Sw1uk8Gtly19uuAHvRQXoF+MLr2M8tnLwyHjeVhEgBTLJThzs9nBCIWMw3ylH9CaYJC8AJ7jZQBQ7sYm4HMt/Zx4Cfs5ei5P/rmqMdWFWMGDVWMARcS4J/P8f/xkn4D3b/q+WMpVSsDVKx5srR+Q3r9UQZwSvAzmgAHhWhWFcRUDwQcjCjIw8PfG77ESPU/KtEU6o4MRkPgfgNK16kxOhqSeggl6hdAy6EWpesHcg+PWSrQQYeK8WgQ4FsOgwMSBZMgKCOIIRmNeLvewSPZ13IoJMFSeCF5cIFvErSdYAbiF/NoHx4ow76iA0GjeS2rUag35bxIaWKSVXrfb63FLYGLmS5cu/YVYD/r/NaDVZzEWPOO/4W1kLfk8psFsnG0ipcFT8oV0T9IpCpVpXWuHcm3ZyP6mxgPD0bLhA43gvYy4Df6Ngm/N+0bKyob3wzG8/RKNvyBYAPMxys1HFf44JsTM4C+Q3wR5UmeXYTAk5K1XXkNZ0E+A79zg4kJCp1Ub9Fo+QW6YhNfmfXr4v3V1dLULFDaj2qSRkaVNIb0x3FQCzGCzDuAkgeATX1j64tMnlr78T1JGShFCETX0ladPjU8sPPPlIWDxkZSU22dxI7i/Z9H9xTgpb8dvOqmjsecINRAYFPhCm6XoBsHtqbg7BA3GfIxJvphbpTpeQfh4+WywkfizhtKmUkKmNqnNNgUu6GjPdAlIusgAcK2YKGkKG/HXxk89/RVwO0KCAnf5BD584ml89AsSpZQigc0+9OVnFtD8OnZJAPDFm2ohJsImwPcbwfdfoe9iMN8E4JjfUXaqAxvCtmOHsZswFul8afu+Ctv1pjERvQfGgPd0BwJ0AiZ3bOme+S3dlluDQ6H+yMOaP74HnnCWRWe0JFAyQLalm575LUu35Zffcim/NJAmHGn4mAeYg97QQNbjeSOUawP2GlpL4bA/ehPgWjBWDWRuQZ7MxYeHSXAAztpS29r9CY+qZOLB7aO3rAt6h26bcPWNbCjVOoxykcpu0tu1Eo2zzBZqjtilUrUMjKTcYdZGU+sSJRM79jUn5zd2xYtwH20P2ds311l04bayeHtEv9/dsrU50JNOWSq2bVzviTUH1Euv4euqNk+MlFaOdrW6G+ZHyr1tm+trN41viAXWj434La3dfYFiqUICoDWtMFWz2yb9xVGbnBAbTSYbLRUr3XVhV03AoA809G4iCUt1fVsw0JpKFRfFA0ZLqO6iv2I46WaKAobQ9KbpsCOZTJHHMI5+gkuCW7BObAqbx/ZiixyGbNq+mxJI6+v7TdawoLLrX4kqTIppCT02jJXg2ZTUIR12OIalZOXGRaImpcU8nvqm7WHrbhPVL05v+Au9d2YLzIaf3lEGS+/Uc2UikhcgvQH94NoBCqBRoeBhxpAoZ3hO0K/oid7wFxb0lYadLbDpHfVlqGZPPV9WInkuyHV4JV7ADQ14IS8IRdDdxrGCYJkViDVZoZLnhBsNVeubrEEbHdlw6+DAgY5iW9vedU2fHLcVU8D+Mdi14srQ4LRGxsiFOCGQFxs0gfr1Ld6pnXurpx/aFMPdEBO1jJSpaVeiJNBQottrr11f23V7ecXUul5PqNahWHoZD4YGeru8rqb6KlMT211S3DgaD/Z2dQfaj7X5dlS5geimCLFSbhu8N1lfhkuMRo1JJZHIJLaqiKPCoy1bt5+4ReEOVbuc1dGQ3hxxafX+yotnSzOVtpjf393Z7bfEysqIf+dpLloUXgLUvh17BHsUewvRXL716KERwdCOoc6D9L5FInJ2+kFK2iDovO85IojtAPgleOrY2DSYkn9PyenpHcdo+tiOaUGn5Tn811gIq8DFKaN2D7X1QXLPoQbpUcGID7zG7v7jnkf7D/4LLsHGsEZcDsREJBtBjMDXwwH/q7jFpFz9NybB8wT8yOQY44S2YhFcoojV7kmtvsieu//IgsuMHVzEJafYsaHGRVx+gh2CSiqCeGT5WmZVflWKkxRAbqKwBQEfRw65guSyNgv0ap6LVkZlwsXYnL+vajmUHF/BNHkfNlx6wClt3fShZOnW2QO1VRuSxRu++u7nbvz2p+fb3TqLXqE1GrVCmcbtNJVtvP9//fGBb+LRC/P+jq31o4+nLD6LRgx9obhAICkKxov6X9q/8zcHmw/tGKpzlrRNlqc6/Bse2DZ284Dn4lygd19H32fT9dfv2xkubgiZ8f/UlDSXxTMhbU15+UQ6+PdPC5zp2dEOd2xmer03fuc/fWv2n3D86Q3lo9d97BOtnVsb3RIRo2aUYm1i/YHW6ee+eN/2mtkfLl3415tffe6xhmi1UEgJ5Aa1xsxIxDIx1d3cntEH6ns3VTfuGGm3r/uHxoYDG6pD3TMXlVDYBEsDEzPb48ZYbQtxmyNRAuBOyhE71FaUaMjgfojzpy5lBXFB+co6M22ozkwbqjOjP0mPuxdx/Qlq6vI6M/oFlh6HdWb0J1nw+zXXmYnXHXruyK1nr6uC77csXld1srjr+sHufb3+4q6Dg937e/2EZvd3Pjk28NB3DrDw/cHv3Dzy6FyqbteDIyOPzIP3h6Bf9dK7hFDgx5ycB+CEQbZImE9hjBwgpKZT1g3AxEomL55HdYLgups8ZYW/LLDoJ+hmRMhmeY+WSMnnlq3y8GtVhFCqcxj0Dp3sXRhnCRPN4yUCOQNQh10tMsFqxKRIJiXXH5dBLMKYgAD6JkEROLRWIL7YBFDOXWB8G7D9HL7QEzvOlHvAC0ssErcvyByOhGURT6Qk1YyeFIbHVWB215wQTqB89DDygUGyetkDswDOCKNTZGzuHCE86SQLzkLJ6WEUA4MkMp+hniMFfKpVidGFOTlN46jox12UlJZcTCj0SrFAQitwXXqsXGMs6yxvmOmIyoQyMUBOYqZ2ZG/Tuts3RMwt+0Z/Q5SJaSmVUVvUgHNtRp3DpJH8um5jX6vTlwqbHT6HUGXVK/UqharYZfR1zbZVbNpxXds3JVy+u/6lJfIGMD5j2H3c+JQT7SlF3zp/X5O/r8/fRMJ6MTvOYkpNvabeWL2IG1PSznXhSy4X1TluXMRNJ6hprhpYJMvtUoJY7UIuOFSdQGN2Bp3diU5XsOtc4Uss6gDWizEB1p3m64NFgglu68sVdrTFUVmdfBwh37LWeIp0NpK8oXbvU7Ot+0aq5SKA6IAIkVUMzLY2bW5xlQ7e0HWjnJYIKDEtm2va0e4zx/vitZs6YlKhRCQgBGJd7brdybE7x0KOhg01yT2DkSP992yv09vtMoXOpteYaKHT63A1DJdXjiZdIpVZB5SR0J1cXxlor7S7A25KZdHTekap9bgN4aEDbfU7BqrlBBUb2IPse9clqSAm8GIlWBjbiCyNsFO1SAgXfAIBFlokqLP6oMq5IWzxLeKG06oJ6UbBBMZv1kfJ/c+jPfpwXp3lDlTBI8+w/KFGfje+OpGrwpVbg6nH8/yYS03BQCvajTsFMY36+7CAi9GpEV1clKkVQpguBv8rpXWG7O4ym/L7tH5pO7EUwl9OuzyvAIuNosRy0SuAxQxau9WqIhsl0MAS05L37nWTnveWuH1bGKo71cAh469jVfj/Oe2P+WNyyyKRPonJHYs4dqqmhqpcxGtPlo7pl9kqX4NqufpQDTz6NAsOL4XHL7ClY5S+kI1W1Ie9fAdUPvJ0uWwTrMLD+XzJna03fXVbYmt/XCul4BYmT9OWjuSu3pCr8/phe8RXrLEa7UWETaKUUVrNUp0zUzz7jzvKT+/6wmw1rTNqfU4VwCRGq8HRsqM9OdFgIymB2UOoHA6xxqop9i89LCArp+/kfDxHLmXJn1AOLIa1YduQBA3ULxItC3KzWV6+SLSexeThS9XVVDF44JOa9U2LuC6nBZaHJRe3J6kGkwocrIFHL7Ca9RQ8flktFBTq4gdFsHojt2hVyl9eW5A/ie/55/mBwxNJL6OJ9N7w5B5fV2OEEeNCuUTqTfSUT94xHCTNTT2j0Z0PbvA9Y6wea/J0pZNmZ2oq1bixwYY/vu6z17f7O9i7n5gcfOof7tlWJ1GqmSKzGhhiSpWy++gXx2mbkU5suWdj/VSTW2Gwq49+bWeorG8L5zOPX5KSRwD/2DmfEqwlsv2UUGhgFomOU5iBYhbxulPmMdlGvuRS3tV/kjLD3xZY9ONy1SVYGSRfA5ybDRwrkEdISiJcKhMqjW6L06vChfibFx+GdrxWTfxeqZMJyVfURWaz8u/nofAQKTUKQYdUY1X7PEK1Fe4Z3gxo+iPKCbR5HGvl6lX/CxYmTJgW8xOmlNRGu5G3X1r5HNECni5FtKTk0vJaKnjRtL75Yp68BXn+C6rY0OBAU/Aia1pPNV8sIG1ildK/3CAkUWSEDmF8HBbxBgCNi7Ymf1S/98mdmz83Xx/o3t1WN5Fylm351NZN902EnY2Ttem5Tv9P9u3ctc+SGKnfsifobt3WmtyYtH/s2M134F3rbhsLBfqv763fOtzpsrf2jVc2Hxwrj/TvbqicGsrY3R3rpojpoelN63zN9Qlb+dGLnw93phqcjvqm9tLpnTthfRQgGxaB/oliTdgWNAeKyuAcgJuqa8EcOONLLblcoko4BUqhwtGdEBVKBj5KHc0AV2oJqBURFAtgBpSOi4xoBoimV88AwWqxULVyM/yq6AtyUVs2eOipuUBfS5lGKhDKxRJ/w2B8+t6xEGFu7BqO7j4+5qtgn9x3w+Ob/E+7mqdTjZN1VlPNhqauj+PfH/zK5+7dWidVaTRFFhhno9KoOo88OU4X6RU1W+/tH37sYNvYP76+/+jTbCTau6WidrrZw/uAM4CXvrMaG7YibNiKsKGBw4aGNbGhIYcNDR8IG5LfKWO/euSWL80Eoru/euTol7YEnjHW7+jv2N5YZKxD7zZCzfLYcPcLEBv++5HRR2eTNTsfGuXfwZz9GpgMnxMEgHbr5+ZsgDCnaMbGyMALM2rU7g0BMDe1OaT1UwATc1slkTdYo06BQ4TwmGVgZf7p+dWgqty5BmxEe8LIzwmlCtHFcZFcJhQCtYQrV2BItVFtdKiFvxYrJVQL3DUKq1OrAa4nfoPApIExMjLh8zkw+d5hCSodCp5tL3i2xwBdargoGogpd52JuMELiy8SNyzI9BEhIEDiVMm4Kl6AJvlpXQAlwYEl8MjTLDhUGF8BIgsz/a5EkN7LKussA8jHKCCtLsaVOlpESmk5buwYK1NNb67f3BlTUDIJJdUnx/Yl1x9bX2pq2T+WJSoA/lkNHpPTfW3F3WMOv1PMWDVmp77YbfJ3sk1VW3bywBHHtgHc+CAYg9EcbiwjOlKKnkFvT8rb0+NNkUqg23cC3FjL1DL6SoQb2wdLLzkcVPu4/ppxIzq7vZLDjYOO0kss6mClwr8Sbqz8kLDxwYb9T+1qnB+tocVCUqmQxAdnW5pmWlzBwRu6D4HxgnV8JfMINFb0x2umu2JSVAqdEilrhvY1j925AYDGsdrm2b7Q7aP3b6vS2Wy0UlukK7bYvXZXw7ryyvXLkNGVWl8VyFTaXQAy0hY9Y1DLlcXFlmXIKKro38XJAwfQg//JY8bJZcxo4DEj/jbAjFLnBp8lDGe/ACJBoBHL14SM6DgVPPA0yx0J1GP5B0aM5H9q1Q+KNbDMsFpy8fvQ/wP3heNZgdYRsjujdvpBlX7pcXypDv/2KsRoM2htZqOC7BLBhC9ipfi9u3jECOfYFqAXHkGY8caVmBHaI5nTwB7RGCufw2uxUqwGwEFgTZSOrTJHVJzpVoAdF8BJCDSeZF01QEmcZdF5l1shhdbbGiYI0KRXBJCPtB09wdaxQ3EVDOIRy0TSkvSOTPNcf9jXf3i4ftSLAGQ9tNm06qUid3t09snZxMntn5+tUZuMCgVjZtQWRmyymexN2zsappJ2+UoASRHx6bsRP+wC+uEbAD9WYBnsBT47yaXnUwaa6N7YgQcPJPGtSbw5iVck8eIknlwkmlNaudUqvzGO74zjnXG8Jo4H4ziQWc1n5jDcAYZ98dIvTtF4N3h/8yzoBovKcfnipXdTUvBFXnMpGoVl2CAYbbkMjAYnLgSDExOvTcD/EC5FnwC7TQSBco7WXGLB6RpvDp62XAM8FV4LPP0GUL3z/YfH6z0qdbj34JN7PF2pUiUw4nCRTCLzVnaXw1xqpLmxe7hsx/3rvV8zVAKA2tEKAGpyMpmabCjCv7DuczesBKi0WqagNUoEURll19Ev8RD1ro01U03FEKLe8rUdoWj/FjBom8G8fBrV1V2BT3UAn247hekoNcSnxjXxqVGN8Knxqvg0v7hEPo3gaZiiDcVml5chhPivLz6k0QBw+scrgFN/sZeDpgCbDgB+eRZh0yosjT/B3WvlpT8s0AzeVbkIPsgVeFd8kW+J51oqci0VuZZy8OEUg3ejd8Av7YuXnj8D2a4dj+aOQR9oFf+Bb/nFKRneHV0ESNik9atgo18Fj+E/O8Cv/kXCmDJDnAwGHO/Woj8QMVejY6oXL/0wpSvCu6vRiXwjPLH6WaIZwy5dOAUZd5mRnz+l5d9V/LuCe18A52BN4OZSUthHUxR02pS76abcTTfxN90Epw8jTYGP0ng9FQJwvXUFXA++FoT/XUB/+S9cEpYgQvDwO/cXzggsyP8HS4bXU6YQAvWtHxTU50IqL0f1z9bNP7lr5h/21Pg797TWjQNUvxmh+lK4xTA92+n7cVH1YJydBbi+bgtb4mrd1pKcqrcfu/3obXjX0G1j4ZKB67t5XN8/XtlycBTg+j3J8smhdgfC9VMlLVETRPZ1CXvFkYv/GO5srHfaGxCy34Xk0wCQ4U8ibN/Ced9WYvvmBQ8U4kAepCQlKYAMRCWFAL9AhC+DfCjBS9ApctaRgmgAnLQS5xfI77WhfmERIsFl8PdJbbT/0JcA1m+KaMUAK4qlJcn+sul7RkuJ+PGN7EPrfbGdT+ztv2k85WOedjVtTDaO11pNwOT1djTX498f+jKH9rVapxaASbFKTXfc/E/j9mjttnsHhj9zXRswsu7+fBtA+9FI70xF3aZmj0xv4/T7NjA/X12N96sQ3q9CeF/J1RxXrllzXJmrOa78QDXHyVcTe5+a3f0FNl4z99QcfP+aP72ppmVLs8uX3lQL3wnjLT+4v6vx9u/de8sP7utK3f794/s/u9Ffs/ORcfAeqN35CJCBpkvv4q8KfJiTr4cMfcGaU07kC248ZeUq9V58AQo/SMeTcugKblxgrXyN3uALa3uCkznEgb8q1TqMBrtO/F8qnZwiBVLx32Qag0VttDMiIwophEBi4y1SQlFkYAyMXPAZkYQLLgT3Nw4EYFAQw+qw2Rxmn172A9+a8wNXnCnXC8NboRM4fkLIFSUFM/GKTuCKlITlzoAu4DhA73x9UnViTRcwfJyruYD14CbFCvHFO5U6hZCSqhU/ahkt1xpCzeHyoWRQIoRVzARiprJnOj5800DA3Lh/wz/jr6qZNsaslggBftTZTAbFSy2zY11OV22p0eIyixirVqFlFCpbka60cyZRMbPvrpF/9IExWQ/4zYMw/G05DF99GYZPpfQ5EP83AOBfh/h7q/5vHAdeHb2nTDx8/xuE7q8j6L6V0v8tx54rcTv+kXG7p4b99HTVZHsZDZS/XCYraZqor1lfZ3O07GjbC808gVQhZitGki5NSVOkfLQ1BFMOwQFVVYEB7TnYH7DFu0J1G5uK8ZLMdQMhlcEMU9loHSYAx8yRJn9Ja9gkVJq0apOSMkdbA46qgNHsMlNKk4bWqRS0zap1N29qiK1rDklJqqRpPZrX3kvvkccExQCqRnlfb9RJL+KXFnwUhUUW8S+laL3PEn1HEHKqVFLnFilXzDeiTkDsvgK4p1QAtUffYQsONeaODcZiuT2TV0fuNgJB92Nq+rMirV0PMx8slQJjkYJ2Ln6XUGsP2lxhm+KzYEIJlz5HLH0S34nXOl2v5cLAXqNURUa11WhQEv0ypRTNvIsHRSoT0XfxFxx+n770e9IIMFETVzkD7lF4Mo/fazj8Xr2Iq1Ly0oZfAsYonTEW8NQVoDs6QcU6Gn7JolMo4wpeWpb6a6B27+VuXzgv+SJXpLF136eHo8PNIYVQgGSG1JfoK2/amLLfe4fZ77arDFqzGf8tTFglkMglS/MKg7lIPX7/5jg+PHJsPCJjtFIZY9aoDEoRo2cc1b2hjWMkRRrt+NetFjFyLWgkS7/FSRwP9s4hvthz6XfkdiCTYkA/spz/F6hFbc7/q01pMHnlG+GwhrLbU8XvaLam/sILfj417yoXsCFc+QbLH64pfofVbKVSf8nrAv6ca3YCe1eA7O2xzfeNt88P1rhVTLBtx31TtsaaoEpMCKViqbOsqaRnNu0mdFXNHb7Rmwd8T01vK6qvrdDZqvorKnpiRnyo6/apKmdybO6OjvQnbp0bjIpktMpkhFsEpHJpzfSRFrmekUYG9veNb5MweuXmY/0uV20Px0uRS++SypX4upHH1/UQXzNA8p4yzsi2r4Gv4W8AX8Mf18LXFSvxtRImwVo6IFDq3Sanj6Hwf7r4DsOoVcT9ckZGkT9RW00G+XtflaEgMpWM3OEtLoYrPVy+yE5Azx2AnhBfd+bqmUcJAvl+iQLfb/VzBMyE3QRLwEurm+rjUb+QCr5s2pp+mScwqhK4hgNYmzvaFHyZNW2l0i/n6buyAuBVvMCc7i8EjDyNd1Ru/+SmTQ9uitpTU40AHJpC4/dMjd0+EjRWDNamwFT43saZWEfUoI321m4acZiqxpqa1pUBCDdc37w+rsNljTs7/J7WjXXhvkzKbkqkOkurN3cEPU3j1cGOplqrta6tF/9dslvnqbDbYqWlptCGJZW3uixqLqqqqLA6qv0Ga2kc47Hj78guMJYVWBuX3euEHdipmgVMpcKScG6oAzqduebtcNMbxcWi8FbzO6LV0qPANawHx4Zr3maLm95g0eEi8zusaC3JIVgtOVa6hgvwItpOTnYpfc07Hpop6WnwKYVCQiCSUhJvojvaubvDQ+irm9o9648O+qIb79/YNjtY52G+ZEv0xSq6K0ybttjq6yqIRPJjtx0YjctVKpmUVit0ZqVAwSiqNh5NK8CECA/sb8vcuilhrxuZv7Ny08cG3O7anuDEVimtB2PUB8aoF4wRjBFuyMUIV4LhcxC6lERueYfZ6vnrKqiYkjOWd1hmK+X56xooUXBFlNhbMn58Z+ueoXovE9hwfNf2B8YCXzVX9lcm+yJqS7y/KtkfZgj1oe/e3wuM6hseGj784v29Hfd89+59j28ON7APj4D3UD37MJrPHweTpRRgxTDWm/MNq8/aGAYzyjTAHk6dcW8JMG/z6AvGD5xDChCGEGhSbnhESsqCY4TM23m8VRBK4MwDhit6hkspiUx48VlKBlNJy6ifv87o5AIoy3AxBWx+tdGmFn5TBH5tVJtokYg2qdUmlYj4y60SnLYbGD0to75ACki45Vr03j6g+FCc4BbwXBWCmEpIvi2B3zcBfBUWlIPvf5FAnq4Bcoy9fM0Xz/nvnkA4IPyOIHhtOCAMcEDwI+AAzoPHauhbJBqnwWjXiJaSMhXMTCER4oeFalupHeY5vUWhW1oklv4Z34CXOJ0vibi6h6KXKNpq1BYZ9XJik4zh1OLFHQ6i8+LL0D8M9H+oUP/XAv1fUlFSAfV/Naf/a5D+Dze87nJR4Rnj2++n/8M1nP53NbzOolMo49vXrP/XWvflAADntwvV7v70dN1UW4kMJp6BdSVddRsaayaaim1NWzP2soAbQgAjAcsZoMSuS+PmFv/k/VNRfGj42IaIUquVyBmzltYrRFqg2Cr6qyNtUZNAQOod+CKAAAAcMBa1ZOl3BBHsm4P8MM3PX6j/UR6iE0Gg/8kF6KMD+h9L0Zi8+pfhMOV9G+j+N3Kq4TK9rwlX/xLofUrjfRvp/DeWdcK1eNVW7MXNz/fQ5H0bO+YGqp20yte8/f5pT2uVVy6kcMAcIpEjni7t2ZN2kCV3DG841OV4QhvqqGzdV2Kp7I9X9ZTp8aGOW6cT7uSG+dvam+++be+6crGclkkVGrnGTAtlClli09GMqSSybn9fuL3C6jNtumOg2FPXzen7STBPGleu96b49d4Gfr03fsq8pr43c/refFV9X7De2wgeh1raRymAwnf5VEL8iYtvwZKzjJJ4VMFI8yr/yzJgYHIqX6qxqHNKn8T6AQ27AQ3dWBnWmNP5JfglTI0VAwpKrQq7VQ1e4thzBAnOqCPIFCOO1VVFSoqFpO9lw9bkK+T76Pzc0Qbfy6xhK5l8hSVX6XzhmipfePV13+4Xvrn+3o0xe8NEQ2Vf3BIcuWN87OiAb+fuhsmk/TtjkxMbdOHOyuFhh6V6uDbeVWbcObtrJ667/1Fn00xztD9dbzEmGrtKazdnSrwt4/HhY1FrXUsP/mayuztlK48EDd5NSzp3IhY1GyKxWldnfx+vsxp4nh/mfEKA1dUnlVg95Hilr+mXLpeo+o3SrcY3RIUM/9qFBM/trqZfomXe6jfY0q0i4xs5RX7tC7yC1Qu8DapA667jmwLttV6VhBDKRCJnVWdZ/96MG9dWJDtKpm7udoYmPjHdMTdU5VJ+0QLGq7qnTKeJdFa3zRKJpntu3T8ckyhVClOR1kQDPlHUTB9thZA2PLSvrf0WNBdmby/bDDS4p67HH2ovt7qxfPwf5YQQEevguEdHRMBPdiJyEpOaF3HpSRpWgZWeoIZ5TX6O2zBzgoa/LrD0IIwQkZ5kwQFX8vroLg8BTB75xk2HT19XXX/kX26+CbyfLOnd3zF6fYcz0Levc+T6Tidxy8N//srU8Jfe+fwn33l6avipdx6X3//dW2q77/rGPP+eiwGkDJgTK+fmqpNgUhIDI5PLrAPUOril6jyqRwFX8+SyFGpE+6r+R0L/5BJB23EZKbcZ1Cj0D1hcOEw9jOVj/8DYNmCHcj6fDcs+n6NnZUx1gnP7hJHbZxC6ffwnhEOFbp/Va7ZnuZOg8yfMO38GkfPHf5IFZxY6f9ZawNVcQwggXMGtzoUAvju6o4qxAjuqZmMmIgVPTRFCCVMzvKdh8uMTYX369t3niQhcxO1QWzUSkcqm19oMBgUuHX/w+k3BYHeNy+VzipkindLAKFWeYnN8/MbWhsP3f23+FYnaksurTd4AxqlgLbfiMj/QWMFargyt5f4J+nMG9eArz5rXupYr49Zy/4QcQoNwLVeWZ97/aZ/QDYn5L883zo0kGDFFKpSyir49bbkAwBtya7mz+QDA6Y5yBe8T0sRHZhs33LUcAIjv7L97W63W5lAqtDa922JfHf9Hi1yp0SoY/+cKOOG2foVBTaudxZbI0P50/Y7+hIygYkO5+L93BQJKi7Dg1mUsqMhhwb+f0qN1XDDUPMYbkK67Ihw8xa3lylIytuDotRBhQabMK0YBCrTq74q1aE1XfPGNfBTgdymtM2xzl9mV39VoYBTgBvyf8Vv89qWf54q0406hqsigsVstDPG2WCHhAgH/w0m8crGT57OdlBJgwutyPqFzeUwYy/uESlOScMOfIMDrN65krivAQnSOHMDCPyFY2A/Xc1dy1AdGhsJlzxCKCEzu7I0o4bYlIFuk/uYt6avEBDJ2h8cIowLxL+z6wmxCZTDI5BqrVmVSiQ1Wo6t5Z0fDZL1dgAIDaadDokbruo8QBI7HN90J7AY+LlAtJH/Jx7+9Sx4B41aAh9bxeCgO8RCwiEKnzP2ydWvgIfgbwEPwx/+R+DfBOXWRxaT8+w/kKrilDi4xSjRWjdcLFxnBvfPxb+Def4X4fPzSb8lFIFtgfNc6tMcCrdz/uTT1R6jDBwGpJCdEKykMtbwaLdX/mXWl/oiU/SBc5JGcZEVrEfX/x3gu4tnBrzx+77Y6mUqnLjLrLCohiuf653GVFcZz3TOA4rm+8Pq+m5/h4rnqppuLQ1we8wxxjvgJ9Su1CGBbjPwManMT38MPUP8F2pz5tk7iJWIbOs6Vb2sE565Hbe58m4f4HnGa+jloK863tYLjhqifgDZPvm0DaPs0Otebb4uBczei43wF1z1HfBId58+3tYC221FbIN/WTypBf2nQVpJvGyGPEDcIfgzaSvNtG4kOfLNwDrSF8m2joG0ctYW5NhTnFiB+QnShda98HqVTKI/SSZhH6Vv0De5vUYcvy6P0LZa+gXJ/iwU/5XCP531Wu4if+AZuGl53qM/r74fvvb6H/l9lXwLmxnGd2Qca3ei7G41Go4HGfWNwDY7BYC5gMPdwhiMN70O8D4mQaEkUKcq2aEqUHNnR4STy+srnb2NKZnSQISnKlBTrsOlcDLOWLymfNxvn2PVu1oplr/PFVkRwq7uBuURRjkYS0N3VM1WvXr3316uq/6nZka7u0aTdnRtJdY+kxD/d8ge39Zb2Pblt05O3Vcv7ntwzf7ChxSb218GnJzqx35yjhK7l4HuQyc7ZB4B74NMvGLDnImw/77kX+3j77IMJfdpnH+wvNI1HC2cfsButeN1DiG6dGgZ/khVJfVaOv4xSnMxLLsZyEbdhKEACOHJoDkdIfaM5Q2IHYQsC62cXjTpOXysj+4BcyyayfAlI9VcX0oE0wGoXkeEaaXO+HT9KF7+N3ge1c22aOMeQLxN3vt0Ej9Hit5uggNLJoYkZ512XrmZ96HY0GdlHs60kpYdOCYb8YvdAkKz1RfrSfj2XPGoVk30T8aFtgz4ms37yNniW5h7XvBaAmnnZLlCfz83Wykq2X5IlK+fkZbfocrD+ymw6NLp2/8ieNv9nHejORtDG2c4aVhr+Xo0ZmwyPVcJjY+EKyrouwv+vpkLsVLImqxPJM9/1/sSLeL1Y7o36UflbbbXSuSffSfVeZw3LPeVNnmlCXt6LyCh4rZ57o1k/isnfWlC7NhfqksyS1iVMfyvgSnnJSsQCVtEpsFBkY2r13WPZVT1+HX+QtNXf3UisulnJT+Qm9PPRFpzER+c39A+Eh/IBAIYRMB/t6puIDm4d0GZn4qNFj6Oyod9PCwJOcU5R9oiS0N+jZf28lZV5VqKtw32Zst1pVzRGZGy0U2I9xfHUxG4eQbV8zcjNnUMuICMr4lPwsx1M8oAen1Iyb7Qhxr3kx28Un1L4zBvNJUVXoJHfbocZWkAu0MxhgjcGgrX1PEAVYCTgVlgDPRt2eeIu+jDFtv4X8t77TtXzxQ6D0BctoH2cyyGR8DesOLiHA7cW98Nfbj1k6s0o0Js1yBCYG2zp7C873lmfgt+scRAbfFU/kfBW+ojyxqKSrCDMsleDr+onEdLlt5rpI5jyxlKlSOX+czvIHG1+5DXp+bvHQvVSlLZYUJ1tEHclhrKxekaRUuOFaFEVObsM320FOsEyrR/bM8rY/tFgvrazESJYgSRZBwf8Ms6JLBcsx/05H0uIMjzjlAjWyWr+FxDY17dWt7ubgQy+BMZOBqqZGPRsrOci/CcvkIpCZi/CZ2pOiISKfBF5twgXTyeTWPB14Wj/a0uksfXOFZGoZPF0ExQUgq83haNY/2sfIo+OqbB8dCQK+VJ4qjmx5o6am/YWV39s2plN+mlCt3yEK5zTKqsLCuzf1De2rV99nPUXo+kZrz3cE4mVglymZ9t4vGfX78zl9uxYW49gBE3LDsHBYASBR+rr85IWrm0cCJZCdkUa3VR2ymBiqOtGNxgH24Fu+Ew2GZ2j55fmehP8q5oNcqDiW+oR6uMr0VbNhqriW03j0Y3WmgxOHtDP21GUsLR+gjJ2r8Pj51A403qUoVEraYV/TrJAzS2sQxSpq/+FsFmB8WcI5JDPA8w/gTHO9npTAvkC6D8f1AX1Q8dMzxmFn4d4yA8/XyNVSlN58EOkX4HPgjd64LM1D5HqRqEQH0LeDcGh5xxHuaqvilyrwtXnUL1ft96p//eh5w/Ay47Qc03HUbT6XBNd6NveDlVHm5N3eRAKXhKEKi+LQSFf+Opjwwem4xs3RHqiUnBk38jIriHvqsm1W58ZHKoNcoHuyCGXPTYQj5SC/OTMqkn4wO06gfL4roSQyFYCXdMlr5ofTQ7tCCd2wI1MVy4hh/xevtL6pisWCtrt/nDMWcxnzTWlESCvE0BeOhbd3dmPBPRdX1PqA19qcoyr+WrItRpcO60fOni966jyGr5c3ZesKtmDtdPmgYPXm11HceW1Jv4BbbesmL6uRKYZdCnN4wnaV5w7OO3tyQQA1EYo2upKVCJg8q+ifDRd0MZ29Lsjk3fow0F9ApEipXCkFOLYQDGaWvW3ub3b19bDYD5LkjRHBWWKJiO1dd02gSFC9fWFnu3jicqu36nWN1VccqzgCRRDdmd7/n838iX4OaBH5jlOj+Ui/GDNJtEeRTpDWGgoW7hy9UrBSPtgEmgptHSmSdTAIyVbUK+krhQWLbpJ97/IhGeSIYL/IV8SqMtaIOC9THEs9dfeQEC7TPNPaOqbJEWRb6qaqv2NTpH9Nxroq/XX/gk5Cg9ADOSGiiafAsTiDvK0RXxegbLv/EjPQmGwmdQoC3m6aVEU8fmmop935v/sA7wcsrDsCjkKDKed4hgGfodhl36HcU1VNZemtd7Tv6hufa/79tYZeBfyww5Hhc6hcb/BofEpfRjCz553+KgT0NClRRKNc/oNZeiSySumH4CW20w8y0k0tvdV+ysWmFIcnIOzIaFSSBDDxQBMME5BdNEo8o3D7z3w4H8c1VNGIGDGOHj/8QdHRk4cPzaE6GnjCcrovw2gfluM+hU7HBr3GxwawBToHBqfOs+ppFlBnUTDwM/n9DtmDSOLLBrFnkHQY9GlLBpbxFApiNo4mZUVCu3r7e1DEFqxCzJrhYOlsP1bIw8ev38Q1A3Rc1rc95sTD7x3WE9uAeAJMnTs+AnQl5Vrv0D2IJ9fxPc1UYK8JO+CXWe4Yz5gh85gD4BBBkwPGGBv/OCNNr4/0+SOYaEzTfDwt93NhuwJjh2YmNw/7AuMHJhcfaCm/i4fKEdCxQBvB+2IF3wMPD5z/8buzPpPzk1+YlOxvPm+ycr6quapzFdGNpcc3r55Q6b5a+/BDyK/B/B9pYPvz9RIA+C/7zmGHV+G7mukDu/fbxoPbnSueRHbP0gIbofdLRjY3gIDyPKKxcY4eIeLwwT9sDui87L9ehZHbZIA7pOWO2AEhoESmNi+Hxg0Fci0DK3pYPsfvKhj+7QO7i013sY7YeeZ+DHGB5z3GfRTuny7DQEvZZMDKP9MExRCi2eaoMwCyo/8Z1C+ypCtXTSn07xQ1EORbi9TzgRLMRW3EBiKsbFSPQSk6xYSkz3bYI1lSh4XQPl2ziFytvtCxUyXK9YNZtEApgqSxEsi7e4eSQSGGjPpOa/e1jTQHx609Sbocx2Mf77GTMyEJ6rhiYlwFdV5T39Y80N0qZTgc3DumYYvASdO+ThO8vmwxjGfBEvPtlXMwKBZ/p07wb+daNKKXWvgtzRyzzR9iVPNzm/ApGc7amj+ghVHBCw3iFCWlwtvMT4JMD8fn9g7GBwqRjirzUZ4kv3JUN7HibHBrmGcNClg6+NTxV6tmNCsFjAxgFGMDJcb0crNPW57qOCNDyTkl9JTRc3GCrxLdYucwPKugOAMqwxGSyxnpyyFdCjL2zkLbWcpjiZIu8C4UgMRrTuhERY1buSSkK69hwwgjxrYf/ci9n+4g/2P1UQ55vZl4MwzbUx/P3l8Ef7fed316WeaS8r+lvjfvgT/ozr+H6Cp6TYhPd76Rz3UCFtw689Q1hlSPDEXOU0yP0P+/C8vqp479citTh95pwVYKF4WeRK+zYKb1MCtQ054tPU9E9/9ArEjn4Yq5s6Sl6A8fOxCuCvcRbsvAs1SIFofM18Hkz0e6MfpxCd9Miw/s2CidCRw54p5gLf49SYon8iebiY+icnPLNisG55Fji6bBsjLZgH2xPSttWQ94wFmALNabc5oNe0rRuWJyUyvU+DsEryGYmi69Rt7lu/fWg++WZyv+mwMQzoVgP6tNEcz7qTWXSQ4CVbtgqJp7s/CsCs3YWKhHJBBGowpHTma+2siBX2qR8oyCbr7WSAFUh9KT8fjGO+H/V8HhroCV/74elJYwEPx3NNNUJ7zf1233JU//hApLCzDXRf9R5eC/3RweFv/yPYBzTt532YpFdVoPTRv5IZW842kHfbNpgduLjg/m+331T2cN+3RUm72h+n5oUhq7tDkzEM7ezGcogSel2gLjlu9xdGoKPlKU/lSr53rnso6RX9K14kg0H8O6MTiHjP4+23M/6MaDTkwXoTF08onKV3pgbovw/2YIp5uGs+W4X60w062ZIsZ+CMIgf07Stn1k3U8YoGx1p9TDEPBF3QOSWSekQSRbNG6C7DYaAK+pmpeBaUcAO9HQJ91gz7T15ob0N2dteYTkASF4RP6/rKAub+s+xX4WX2tGX6uJpLpHoyPwbGnXMd8dbj+9JIO/BCMD15wxZ5quo5h9aeX9GDvig78UJSvs70s21pWRrr9w7tHhnfU/I5oJeTNBUV33y2N+uaKOtE/Ov+VTH81X+qXIm5e4IOFoDPuE2ye7vhw6bn4aLdHTtWSnlwyynO+WEYLDuU0JVUNFWc1382wJZRMhHxpF+lwuVt/ZfeqKksrbp8oeJ1sytDzEJCZH8gsCfTcnOO6Uhfh516AaBoq6XruDPjA5OdpjwfT1f1U1HAWp1aq+VLU76k+3QTFo7lTzShwDKdWavkH0j2sPHTwAXZ3v2/i3g2eYtJDgzmqTQll/el60o74Z7oG5gvOYH37UGPbgOd3eV/KoyY1jnLFvd4GfMvUiT1VnKIZgfW7SIoEuh0TJa00kcyY6t/bM5WVBH9KdSc0RjBj0BXkXmQPpom4BUyKgL7r9/LIcfhBzAXu5Rbu9SOfRlSjXH7hXhq8yxv3uhfuSchxZACTwL3Cwr1uUM6OseBeceFeDtxLG++WFu4FwbucUa68cC8CynUb5XoW7oXAPb9xr2Leg+Br09f+O3oHVoIcHXxmv/a6cXDH3j7ZYyfAlws8PEMYtIGwzoOUWkYeuMAc1yFaxYMYK3kk2U2hBHoCYx1uh8NNowRhs+EooVOO2wjKiuKspONuDNpy7R+xoKVm7L8bAOhkD/SoOSYh+GsQCVHwUy86SPDjv7lOwk/poSZwfwKM2K9BMlSEv1YT/OtPzuw42bi196Q7e5KP7AU1Hbr0zg/AdNPMvPUPCwO0MzrVmfUnmzONxo6Tzcat7t6TTXckkj3ZNN5VwMspXs/GxRvpuLAPNBD7CPj8UfAa3mzVJeTUGCChOSvn0IC0GAS/+qeB4T2N6d19ir43ZHLXgPqYGOhS/RkPKwCbHEoDuz0eaOxurNrVr/jB5+TufvcTAigSSHtY3telhdIeGiFIHMVpgbQ49J3mVlqw/Xp430Q0Obm3f3j/RCw+tX+oPBpn5a5GV344ISiZWouv7V9aYF+tPBrjlhTQ9ceDXEF+gP0f0QpNGfr0GPJd5KvYP4PraQNLb0K+g7yIvQsV2nlkISWq50TjmdX5bfm/z6PuvDufCFwSLyIPn09cIg61t2DraaHh7DtmejQ7l/flv5pHGbO0GLjU1MtfIBKXmsShzg5sM6mzOTvFl0YCZKe3PXWOdTKIGftLe4zMHciLAPYkh+a6Zj+1uVDc+sBs/VCSt7GUTaXUNf3ZuWrgY3u0nmyE5h02ikbX+DUadzqFwu7f37bzy83eYIgNSn4vj/P+yMRto5992MbwOEnLpizeRH5hyGIV1LneYFzPGLJ5DMiujv0zmIWb3PIYozOV05INkrBLDCNYLikXkYfOCgazfDtAeom/asiEZrBLTVBGsVxqdkopQ0PLsoY5AgsE+UuhEFInhdYvoGs8w/DXvLEosOzwboHETmm+n8gBLdh6m7XbWeTbPkkz7dom5BLyd9i7oN6z7XZcQa4Yfb66cw0rxrWZYxxD/goeMK5vaj//a+Qi9i/g+uYFOdSN6/n29X9D/97gfFxjXD8Kfv//Nq7Xtv/+X6Bu7F/B9bp2+cvI/YYc15vrY+D6qHG9wZDrGNC5KvZzaNTMHfMScNYbLoTz4TyjXoQ/XWMghitwBWfv2X4VS+iK52wn4zC3pZg7LEwGuXdMhm29eKL3bLP9wgXMuZCSw9yPsnRLRdQIRBh6h7ZXKWKL/txQxo4umnE7MFepJif39PVv9bCiDXVSKk35Yjmtb8IZLbjDE33hyPCmsruUCVMkIdNOShpMl0vOWLcnPFWNoOd7Nw743Drdiyw0BBznObKvqMa8Ki1ES9Pl4lzZQ3B2kpSlERajtFJUjfpc4Fl5CsjOAmR3syG7jW1Zfgc5bfTdJkOWKnj+F9hPIZ959uycz6YCbTsnoayudKiZ0kPPXQwE9RIovfSRsoL/PbZI/+5eMJvwd/BAwukVKfTfCSsd9EsKZ0P/8tsozqlOt0ZhOPIvdlpf4kJekxQa1b9dfQGZJlkCRWnFYfq6y5Ys9lNQ581GnT2gzl8Edc6aub5eVDJKBpJBxz30IuXMhiyCBr6e7+RjMlIAmPwYRhsS1ymmLGH893ZaQy2s89uv1zAUOUHb6FDAqXKE5amnMRvncvgDJEl//zJNUmB0unjS+od/iBGs4vCFaBtzGbXJLtrI1gi7W/8TzFHBBF+R4LXwpORiMBSniNZvYBsO3KQFvNN62WzrFeQgaGvAzPtz3kEEIKDk58CEF9T+AkQ4QGG9PyxGVxltvXL1ipHa4CXw9ooiymI7O0ZjoW2+TohF77XP+KJR//dInPJ7HSpvs+zL5nZZbJxi9wfBLNiCtP6Js9k4WINPORRG55Ej/sc9d/0dwRAW0GuyuU40B+zAfmD/AtCMyeTOukTwA3kJjb0kgxq9wHgvWe4yF1C79ZikSWKi0yxrMnupqZd5kbF4LzUtd7XjK92L4UmTq39xgmBS9RtRlf2M2Ko6PYi+722u9aqDph3ws04Pw7fOwltFBmU1v0vz2DhBYuH3Q5pfdal+e0BpYR4d94pwDNlq+ZgRczPOhyKXzzc5LPQKchlqAuv3PWgopVvhjwyobfWP33nT3B2jPt/YnTfPHRz1fdzRVe8q1KPAyw6DzwiLXNn25YMDleZXdm3/8sH+yoGvHNhybC6UX3d4bPOxuXB+3RFdjj1wGalYmpAXcr7AON0oZVYENSrSnS3oNemEaPWN+1b9y5CZuMqIBSAVhmqNkRxLnf6GzJP0ZUJ1BeTPUwy8yyVJLtWBbN9PSz6nA78fw0jyatVh9F8E7kWmLUfAOPOd59Gg3ZBDEE0v/fPZlM55sfj3lwW89PWMThozM+CFTDNsyyXYWelkaSwhTE2HBvIhmwNnbfHqeByAdZ9U2DT2KPxJN9xU3A6fNyQ+VVo33ufunXa4HN12hcYdDi7YuyoVm910oPGIUc8oHEAmgYZMQv3n8v1dRjVHgsCOXa7Zm1zQF8wGtwUPBrFgEOvnMKnTjW8a0tNXr1O9ul4tML7r8caFJehoCm4LdsWGp3bb5M52OWQyPX94KjFeieAkJhLBwlj6lp233TMPJtDUXHK04OGDpWh0uBAmKBtob6I6kbj3PlfXUCS/uqwhSmVzLczYJZyQPGm7Yp+rj8/aVcUux3qCajooyS5ZVJ0y8A8Su29HrFEKE4glUBjV9dULp5F5y62QB/JD4fOqSPn1ptuaqCZTFC7jF/Weyi4JIMHS4mKD2W09i9qChtAAMu+a82qa2nqd4ggbzBDRZDox5/ox0oIhRE6f1CfdJ8WALyzAPxYYnr36Pvx6q6b3RRz2I+OWrQAPJs5m3aAeF5rZLBZJGZ0SwRxLhZ9to5llgl9c/F8e4QFOdSG+M55ec2QqM1HwWQkcJ22eTCN7yx17DkX6fSLvEOGHXK7WRaWqTd4xGUEKw3vHIhTLWTDFI8icwN20edVqm+iCZyVHPv8PCBIcWA9k6AJjfh0Y8ykwG0mcjeWNmsdimOAzai5gvctH//Kam3HdBSB6wzXZdaHx26fX3FFz0d7C3MGp/hmKwW2UVY6UwkMbKioavn14dFuv624h2pfq3RKSgcVID8VFpLd313Squv/xtYUDezYMR0WcEBwegSCJ3E0H+uRIpLZhMNKXlL3O1c1hjzc3ZNpgN5xE1lh2Qk7IcQ6VGNCYc02prRGm0gOTaTi8ZXwZMrLGRrYu4/6wU6UQCzzZ2snRLAO/ZxcsWTUoXd0v0BjJ2pBnPYrilswzfBIcRLYAGbqhOFSEkjWbyxaLdXWhHRmi3R3LsdD7BSM2spB7Ygkd7vVWP9tpTPVp/5bP/8EjT+7evXFdoLFvbHTnkLZu497dj03NzE4I0YGuR5UN29fPrt2yYQ2CHzy8b9/0benYnpGu6YpP6x6LN/YmM3vgzcWhwbKSjITttdbZykwiMtcz0BiGDF2IGLqQgPqg3DnF3Wsog9uNRbJ10mhBBPk+mMPal2iEicx7OyoRXarLH4xhLF+5XOe96Ym78qslkQbD1RXridY397mR0J7GxM6qKzjenF57R009DHORRjlTiwl8ZDDTuwn52ex/PbGGAwZBUe0kRebmbu2VAuHahlKPoSePNap7V6W9ucFAuC/l9OvtGoTOAIx2m+HX/MCvtRvDIW+DxoTajfkRZC4XfaRzi7n7tjWGN1dVtW/ryPDWqrpPDJcjybKPEcM9kVTZRyHM6uNburMbj8+vfkD/fGDjqtuGvfGJXdVVt+qfO/XzKtDLCI7uAb7NfZZ2XkTeOrfEv/1Qt9BDwL9FPsK/6dDpczaatj3xBZHBqVNWp6SJnyConzgEUQIW4TfrKFGRROt+i4Ugrp4TzbGxGvom4kRvhzJQ7AUOcQZE8+8GkLfP2ZAu8wJpVyJV0P1cRPot3ZxTbh1gOUp4pKs3yA4MegtxjRCsFB7M9QXKcyUXn5qqHoYH5J8meVX1cI+kx/vzcnZAcAgJQbJZRYF252rhQG1yQ+9d7bo+i8joAagBFc7V1CDQyBebqoplq8lXjXpWjU6U9OHNYRf1XiykjEovUcobuLby9T2bkV8QkSOjOweDfVmvlcA43JOqRmZv2rBjxMYxZH1sA+Pp8vt6UuAhARoYyvUHdu+dGbp5K3wkM13WKE7AcMEZ4e38cLmvzskS3+iVox5edIicLNoJq12g1q8e3sAixAagoxnoAtKD7jJ8WVT3Zbrt+EbHlb2MvAXheo8M3dib2Zd6swLSI69xqm5H68cUixO/JvyxeGCNfBn+15/Dh6OPECRJPMJ5XF4W/gxLAaA0D3+idcJY24eeQSR0C5SDsmczqmEEMhksnDAlHgZ1+aDEr+PRbuTQyt26+kqRsV0Dsb6kiuFWFleildjs5vkdvoLCsSIHNxyO1rtSTjl6H/x4z9o+r42hUczu9NMs3Vg1VMc5BwzUPJF8Gbm1vVcDjPMAGOcJqBfKnI2kjZpHIhinLRvxpWUj/gMODflwh7ZsmSGg9W0eHNtcdij1Q1tzDYLECRtm96a8pamME/Zu7umdzTm2901kV2lipByOlAIc/HvZ+YFwbt3h8drDt4/yVisnODnchsdHNuZFn7c8WRiYUMXhjT2KkiiaY3UcOof40FsgCVLOoQL1TaPuwoI6LHNlUd2RdfyYDyda16yqN8YSsNA6BdQIPsmzaFH2CFf/liUFFqmkJFnQ/VcNjLEokJsLCut9XrPZnKFQPI7yHbnxQG4olGlbpwW5rXRii9nbpWWh/eUeLHr/fXd9Yn7N59ygT3tvKimfWzt/ZKA2NNg/eY80uXqiPj49OQbfumXnurWD66P1ZmQooyrJavD2enQt7O8qFrsSff5i6/9mh0K+erZQ6en0/fMLfZ896+5ZdF2vtj3X26bnOtdkr6+1H+G6lp7hLiMBV+PeW5J1gSUJm9URyPjKq3JORFtX7r8p79D6Ng2ObSk7dtH+Sle0FGCr07lpJFZ/+PYxhsCBYeYBeokPr88Jbm9psiszPwh04kglt7YWccWLbqADZt9D145Yfgl6hYaEszTyCvJnoB008jqkuylHSR9JRkDQok9Jo+u37yk+8kcuQUU5v1sw4t2nsEctPPZLiILYs1YKSORs0woZDW6vGwJlKaC/YsE///Fdjwf7pcOjOfNF492X8ceRHP5voNsJPbWWPtlCA47AGHL46mfwf9sLQf8f2TV40XicY2BkYGBgs3oovfz8wXh+m68M8hwMIPAg/dQ2GP3f+18xRyn7VyCXg4EJJAoAqYQPBwB4nGNgZGBg//pvMgMDx9X/3r/5OEoZgCLIQIgFAKG/BlMAAAB4nO2Ye0idZRzHv+/zPOeciugqxGpoame51sVW6qglazvespoOmvPoTF1qkdZqGDEo1sXRMIWBNM6klhFj2EkqGEmNwD/8I4zqH3MRYTHm2FDqj7aCGafv++rx9h71eEmDfh/48tx+l/fG+7y/Vw0jAKI6Aes7QGeg2dONfKsXzaoBTdR+PYpcBdyh9iFHGRzRN8Ey1yCf6qJepOqodKqGepbaQ+2wpfz4kspnjArzAVJNEGETQJUZRlifo8IIe65GmRlFmLHDqgU+s57z5Qh7B7i2gXqU8VLpt8uxz9Nnca0nFZ3mEFJ8SXhIf4UHdT/KzX0I6WoE2VYy3271Avy6Fxn2vDWAJut8pF9/6PRD3qcQsudNlmMfUn30TUax6kIyx236PaTwOmTo95Gi16NUXcRadQ6tuhCt6gTbAIK6DK3WcaoPHvUL5zk2DVxrRAsVVKc5144SVQKjE1BicpCiDvE6hwDTg1penwVhOpC6MI+VR+/F2rnW7Xu56Ni894v1nQtzO9L1EBLnzP0Hrosn1lQ7Y9Ch+9Bgy5WzBh3T/A5MH8eMTRtdhA7zOupd8V6e9LeG547F9eujfZU9HvvrMR8+x9N81e/YaLdeL/MeHpMrdydqp7bznkfvZAw9MuM6bEeBLZdP6fTnyrTgWDy5HN+/kezNRpZr/htk6jfc91U/g4CtaD+uHHz/TPT5Dpq57nseQe/PlOVemzf2Zez2HoX/in74zUfwe9vH+5vhj8ff+1J8dtF4tr33SubY5s5hr5mRyTlfmju2uR+V8eSLhfUDQk6MRLxlXYj0z2p3eex5sN/ds9nY7/bFHoe9F8yc83S55yZyDXHfaETyfHFtG8+NSPYV8pn8cX77eGwWgr2XTW2jqDAC6izq1eNOm6+6kWf14DZ1hPv+edRbe1BlNUROc1xvVaDe7KTtkKMc28+OYV3iOB1brTNItX1UE5L0b7jTiX8QSSoLW2Mdk9pJNVJty3mmK4/1rfP8Oq0gCMJ/AdVuXTXrWiVGpo49B/FOLDt+f22I1c6ZdxBJrjnWkHo0cslWzDyj6Jk13ha8Se2fGI/Xp/Mdx0w83Gs83HN8fy7Uc3kxbXiSdWeqHkY1VWyeYK05wDYTr+rPWLdmsu7NZF3rrrVvjVVrm22oY/28Rr+Gcr0PpayX1umnUaU/x3O6APfokyjUp7BDH0MR1ULVUNXUA1QdVUVVUMW2jev40mIfH7+V8q2/uOd/gkL1MR5WP8GvjvO7YBBl6jA2ql85P8jvigtj30/qe5RYp1BJ7VqKr3oXm6yLuFftwGZVgLvUI0hQufQpRrraxFq7hLEeY+x47T6NFC7HffW8MlkLCILw7zLxb86LYPT/nHo7/n90Tgz7P90B5Eb/1akzuNn5X3eSsZupbhSt9nkKgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIK4/aixuoLMpPraMSqTRqDXULlWD3l5SjFtlUBbV9XHdTxVSAyqO22P2pPpETSzsvQRAEQRAEQRAEQfh/EflitY9AEFaPfwB3GUJEAAAAeJztzt9PEwccAPCj67SwilgREbXWrmKtpSBjDLsOtetuqNV1lRlWoYNSawesYsWOsVoRsFdL6eB2V34TQwhZyEKWxpimIcQQ0ixmMaRZyD0YsyzEGLLswZiGEB52trahLRLN3MPiN59/4IMgiPg5G9KNzKRkpjSk3GMwGQWMSobrLRUzhzn/9l8bAhsHNo6yVKyK1NzUltQHacK0+XfG2DK2f5N60/10YrNy862M7IzxLciWGY6Js7S1IxPdJt02mVWWFdhu3B7I7ttxYkcoZ3ynYefKbvbuUa6QO7vHtMfPu7NXs3eZP/FukWCXYHKfOpe7n7ffI2QJjcKnB9ADPpFCNC0KHSw7OEUH7XmsPG3erKRO4s/flT+SP5+/cKjw0JO1FY68bu/xE0jWJX0F3iJJgp+Sva8Oo4rPFutivBEf8JL8ViIq8UcdFofpEpjCZg7PSFGaI+JDBs0p2yDjxDTSrGtYeOYjc0RpVik/xvzc3FqOSI4Eoo6WH/VGHeMeE9GKk8k5Ydyoj3kK8SfSF0HZnzLLlMfTjy+ezDw5nUzpS3bKecp5euwzt+ru59oINXqG80y5JObher7IpC2cLYnjo83GmVvXg6gKdhyqYiHRl40a9JzunClRpfolaWl1EVVIla1qUavXPvpKU62s9tewa5pq/tYJdFO1glpr7Urtir5av3TeeD5oKDZQBupC6YXRVR4bC4yW/9iYMfg1AsBroI7zc0QdcxUjrZH2e6J6Zkx6fWk9uoolTqAhO4zXIHyRb1gmxkX0Xxq7GGq0X5Jf8pkVZuqy5HKgqbzJe4V3ZdRSaQl+q28WNlu/u92ibJloWf6+w1pi9V5VXKVsYlvwmv7a3VZxa1GrrNV7XXF9ri23bbodbR9vf9rhuCG/MWVX2Svsk/Y7mAxDMRWmwfSYCWvG2jAX5sFuYRO029g09quD72hyPLrpcjKcHZ0ZnfrOFZfDFXQFu7K7jF0+N8etc1M/OLuR7raetJ7KnhBuwx04jg/h4/gvuB+fxe/jFP7nj4KXsAT+jwiEYBF2wk14iEXiCbFMMsg0kkPmkHxSRBaSUpqcpMg/yMceqUfu8fVm9ZoBAAAAAAAAAAAAAAAAAADeYP7eUN+Jvnv9Gf0N/dRA+oB54OH6BoWDhsGpoYIhy1BwWDZsGp4bkYZpwpoBAAAAAAAAAADwCpwAvLn+AYX7mEIAAAABAAAbLQChABAAeAAFAAIAEAAvAIcAABI2AaQAAwABeJy1Wb1zG8cVX4m0ZcqSJ+OJJy4SZ4vEIh0MKEsztkeqIBAkYYMA5wCSVuVZ3C2AlQ53N/dBGC7Spk+TMmmd/yBNJlX+gDiTIkXa/AcpUuX33u4dDiCpUTyJKBzevnv7vt/bDwghPrgViVuC/93auf1DB98Sd7aaDr4N+NDBW+LdrdzB28D/xsFviHtbf3Dwm8D/zcF3xNPtcwe/Jd7b/qODd8QPtv/l4Lu3Tu986+C3xS92PAffE+/t/N7B9+/c+9HfHfyO+PlPH0OTW9s7UO5d1orgW+KdrQ8cfBvwJw7eEj/b6jt4G/hfOfgN8f7Wbx38JvB/dvAdcbn1Dwe/JT7a/rWDd4Tc/quD797+3Rt3HPy2OH/r3w6+Jz7a+aWD77/z/s6fHPyO+PyDf4pvhRSPxEPxsfgM0IkwwhepiEWGz0TkwLUBpSLhpwLGAIpEE29aIsSfFB5wUzHDu4xHGt8a1Jd4BqC8L+6KY8Bj4LRYgGYAfhpcRmLJkBQ98F6Cc8EyQ0BT1kXiE4NmibmlFFlp/VA8BvRhNfpUNFgDBQ4JaCXkKsghHr546Wg/x2gGLL0toGFWWTQC3rAV4Y36TNgTUjzDeIw3hFXsh3UbLZ/YWSpZSoG3Pttb+neBuSljClAF7DcJ/IxxJ6ILncg7hudF7NmnPF8zhRZzyCQ/B/yUTqOSVjI+46ga6FLGb2UHvc+hhcHMDF4Q38pHDz/+TJ4YP42zeJLLdpwmcapyE0dN2QpD6ZnpLM+kpzOdXuqgef/usR6neiEHiY5Gy0TLnlrGRS7DeGp86cfJMqUpklg/fCw/pK9PG9JTYTKTxyryY/8lsJ/Hs0geF0FGgkYzk8mwzmcSp/KZGYfGV6F0EkETQ6jM4iL1tSR9FyrVsogCncp8puVJdyR7xtdRpp/KTGup52MdBDqQocXKQGd+ahKyj2UEOlcmzOCKNkfWcFQNhio04xQA5fgUEQs5esLT0yJUAK7WzxOuoDUulWOfyIrhTYLOOSGyKmifIECPkPTiXKcZ6ftJ89Hjm6ev48ucVJxhVM0B5w/Z8JJzdbKWe1d7wZTHBfKopKbKmmNMVWY405qVfAqOknmqAj1X6UsZT2xAqsSapnGRENqP54mKjCafv34PEtemqEC1FOCwC8pM7LkMl+KIecaYLXqFv6uyPQRaHqVxnL/KUXNMsWVpi1hxYUnX4gw7YQLsnAtoidECUM7NJ4MiY8AhK2BdR0Vu8Jy69mC55hwIKzPiMvbZ2MjFn5pTl10xAYZcUHDbyJivdg3IcCHbBpBxK8w4vLZNU5tKHL6UMuckzrk1WC0jYOYs1fLMuD2sNCCJCdtiw1EGw+oecquk9jdz7Zq0sgnis/6GLc6rZm59ZqXY5hU5u2yCjZlypXHdIvLa1zzPWv0S4+aVgnvA3ObMYcl+KNziVPd3mfaRa98pp0/uopxVjVlzrKUrAmuN1XHqaKhav3Hcc1hhI3RZRUlxjlDRzdfsKpPdhyaK5ftO/mZJzWM0N/Q8FWXoaKmZyImam3ApFyafyawY56GWqK0oMNEUDRKkuZ5jZhSg1NIIvaMpu7mcaJUXqc5kqtFRTQ4ZftaQ2VyhyfsqAUxT5kWYmwQso2KuU1BmOmcGmUzSGHVHZQfuYRgv5AyNXhqUs59LE8mc+j40wxT02wiyUO5jM2XGVlCuv84x2bzUzbIhPsjkXEVL6RdYX6ze1DkiNPxUwZbUZNTdtZpLNBCIAccpMJn5BuR5DIMuySQlsRjMrSxqE/5MpVBMp/AoJV/OBfFE7OMv4D0CJfr8Sgdquj63D3jJiT/lANEeYwmsQgrYvYKY5XmSPdnfD2I/a87LBtVEh9vPl0k8TVUyW+6rMZa1lQ5Wg5D7FqXdhEvKlp2VzHzBNix8lU3iCAEAy+u7ZcbJmXAJ2D1ByY+K4zlragtiyYls9wl5tfcpqcv09V2LoWRscD8lusTtkertJOFiiVwaWy7ajZVrHZoT37DlVrsx61EW4Ob+JXczbEtIr2AmlQ2N11rDbPMK2Ne5a5J2t2rlNio5mxbYYl+wn3xubdf5bOEsNbzvDHmHaffBV31Pc2wD3AX93tp+7nruVofv69v6btEuQtItIzlHzl9r55sWrJr3pl5PazlAllhb7KJWrtpptUAGvEREvFSoGy21uafWsso22Ng9rVUWLriO7G494HZr3E7b8iHKkFv2zTlqzzSRi8yKe1khprb4zXh5Mc7P9oxDn5HzNNlRLoalp9czu8HRUQwH1VZgc+e/WQ27Gz1D88llwYuf4QygyCrgyEtTUJTv9h3PrzZOE3uuglcdY7Vwldr8N+e11zwfyR9v8OiVPORPqox+AZyNVZk5diEN3blqleGvOvOVmXnzua+M3mlVQVlt023jbrNBO3m2/0cu/g22O3VnsnJnbJfxqYt1mc82vxK3sbMSYt4mKra1zBYlVmffzb72f4hH5SXFtpPvjOv5gatZ320NI9a1fpI0vHnMOD+djjfHF/Bw/fSLiO/VfBTUNrT1mnhtfmK1CS+pr+9yjY0uV/p+c3bIm1izYXep1+pmYlU5qxWpjGFDlIcJOjSUY13LkISPCyHn26y20lqtx6yLditWUcWy3k9sDPddxDOulLDSoazt9Vx6fa/WV3prZX3FWc/plScW7Mf594xjuSoUfBiyntE1DQJ+ksyVX16Awq+tIfkrerJdAQK2oFz5nlzp5nZ/d8nwdfdREa8X5YpTP1KUa8Z1fWV9Vsb9wsZr7Gy/fv1VN0Q1rTyQcaZGzN1W0tXD2vfNgvpadyw6TDEQhxhdYPX0GNMFTqKbenhzjtEBsAfAPADF0L1/wBG74DXpGHRnvN5ZHh6efYyfc687FJLHNPoC9H3workd8SXL6IDbkCk95n0CbA/fHUdHM9rAnGFM8BF3Qyuvj1n2hq3r1ker6Qh4WVm4rlWXJZaanWDkgf+xe9sC7y7zI/1J/iHD/UrPQ6dpi31EnIlnGxr1eETYM3yfgm7I8ltss9W2zzYc4r21pcMakOSms9XSkX/O3RuKEenXw9/Kqhb74Ji1Wfmvje9TaE78j/B2xCvFADMP2NIhe6/jfEbW9ni0sspGqs3WkFfJBweAT/A5qnzn8dPq4tW4rfvugt+vqKx9Lfdss+cGPLLRaPNoxLGitw0XS4/t2JR6wZnYYaoWWzysMuSQs9dqX2anlTGoaWLlUWzrupRZLV9RI5ZL+f7MRfqqX8jrLfYJ6TWsJN/E2dZn7W4sK5IkNDqQdGxsyudxgcP1UhaZxqHaZIymM7OfapXrhgxMloRqac/+SWrw1geJxrfCiV+nc5PnYDde8qG8vEXFqXqO031aAhOS0Lh66ZekcVD4eYNuLi4xt0FzSgE4yi9mxp/VNFtAqIn8sAh0sNI+jsKl3DV79ja3Rg4Or9LWXv6aaCpTneWp8e3dRSmAryxKXk/ZA7sGUnI9p/vFlC5ZgngRhbEK1r2nrKt0SubEEIVnkSdFLgNNZhLNTIfJukebshUtHTkFxPCVysyMTc736vfvjqD0JKarFVLaObshxyqDtnFUXXGXYdh1FwU6ai7MS5PowKhmnE73abQPyq/cZfgeAsyJwRcmxOb62/vrbt3/4ih6RPEdOfpFDKvIOfpSh3FiHb5+v0/OXLvhJ/NOKUAZX2XDdrhBY940VfBO0JCTVGu+H56pdAqryc/wF6IKBjIe58pE5BbFvzGUufb6dpBKKsti3yjKkSD2izmiouxPASaEb3aJ45q9cuh+ZPhujzUK+PLMRuJaOr6WI3Qt5Rou5Uj78nVokKtWNvFK7a8skMCFRBY26OrPTOhbs0OSAgZlMy5asB4XVMAZIV2ewMJ9GJ5putGLE2Mv4G5U1RY9RNrCcZ5mJRazeP4KG6kUijSCMpoZBLHMYtblhfbzMsVWmYwCCAwX35MyzdU4vtS1X4uiOKfCsbd/xhWzzRX3KpvRBeJYr9WvqpmakgJZjnQyCFJ1VfkqF9iqO+7I4eBwdNHyOrI7lKfe4Lx70DmQD1pDjB805EV3dDw4G0lQeK3+6LkcHMpW/7n8ots/aMjOl6deZziUA092T0573Q5w3X67d3bQ7R/JZ5jXH4xkr4t6BNPRQJJAx6rbGRKzk47XPsaw9azb646eN+Rhd9Qnnodg2pKnLW/UbZ/1Wp48PfNOB8MOxB+Abb/bP/QgpXPS6Y+akAqc7JxjIIfHrV6PRbXOoL3H+rUHp8+97tHxSB4PegcdIJ91oFnrWa9jRcGodq/VPWnIg9ZJ66jDswbg4jGZ0+7iuMMoyGvhf3vUHfTJjPagP/IwbMBKb1RNvegOOw3Z8rpDcsihNwB7cidmDJgJ5vU7lgu5Wq5FBCQ0Pht2VrocdFo98BrS5Dox4vm/vOx9vQte8R9MKEFxAAAAeJxs1lO4XWkat/s1bHuM2E7WmI5t27Zt27Zt27Zto1xBVZyqZH/729XjWQe7D3q+J/38V66r79+cSWjS//3Pdz5pdNL/z3+83P/nv5AkNAlLIpLoJDaJS+KTxCQpSU5SktQkLUlPMpLMJCvJTnKS3CQvKVVS6qQ0SemSMiVlTsqSlDUpW1L2pBxJOZNyJeVOypOUNylfUnKSnxRKiiRFk2JJ8aREUv6kQkklk0ollU4qk1Q2qVxS+aQKSRWTKiVVTqqSVDWpWlL1pBpJtZJqJ9VJqptUL6l+UsOkRgiKYAiOEAiJUAiNMAiLcAiPCIiISIiMKIiKaIiOGIiJWIiNOIiLeEgqJDWSBkmLpEPSIxmQjEgmJDOSBcmKZEOyIzmQnEguJDeSB8mL5EOSER8JIWEkgkSRGBJHEkh+pABSECmEFEaKIEWRYkhxpARSEimFlEbKIGWRckh5pAJSEamEVEaqIFWRakh1pAZSE6mF1EbqIHWRekh9pAHSEGmENEaaIE2RZkhzpAXSEmmFtEbaIG2Rdkh7pAPSEemEdEa6IF2Rbkh3pAfSE+mF9Eb6IH2Rfkh/ZAAyEBmEDEaGIEORYchwZAQyEhmFjEbGIGORcch4ZAIyEZmETEamIFORach0ZAYyE5mFzEbmIHORech8ZAGyEFmELEaWIEuRZchyZAWyElmFrEbWIGuRdch6ZAOyEdmEbEa2IFuRbch2ZAeyE9mF7Eb2IHuRfch+5AByEDmEHEaOIEeRY8hx5ARyEjmFnEbOIGeRc8h55AJyEbmEXEauIFeRa8h15AZyE7mF3EbuIHeRe8h95AHyEHmEPEaeIE+RZ8hz5AXyEnmF/IT8jPyC/Ir8hvyO/IH8ibxG3iBvkXfIX8jfyHvkA/IR+YR8Rr4gX5FvyD/Iv8h35AeahCIoimIojhIoiVIojTIoi3IojwqoiEqojCqoimqojhqoiVqojTqoi3poKjQ1mgZNi6ZD06MZ0IxoJjQzmgXNimZDs6M50JxoLjQ3mgfNi+ZDk1EfDaFhNIJG0RgaRxNofrQAWhAthBZGi6BF0WJocbQEWhIthZZGy6Bl0XJoebQCWhGthFZGq6BV0WpodbQGWhOthdZG66B10XpofbQB2hBthDZGm6BN0WZoc7QF2hJthbZG26Bt0XZoe7QD2hHthHZGu6Bd0W5od7QH2hPthfZG+6B90X5of3QAOhAdhA5Gh6BD0WHocHQEOhIdhY5Gx6Bj0XHoeHQCOhGdhE5Gp6BT0WnodHQGOhOdhc5G56Bz0XnofHQBuhBdhC5Gl6BL0WXocnQFuhJdha5G16Br0XXoenQDuhHdhG5Gt6Bb0W3odnQHuhPdhe5G96B70X3ofvQAehA9hB5Gj6BH0WPocfQEehI9hZ5Gz6Bn0XPoefQCehG9hF5Gr6BX0WvodfQGehO9hd5G76B30XvoffQB+hB9hD5Gn6BP0Wfoc/QF+hJ9hf6E/oz+gv6K/ob+jv6B/om+Rt+gb9F36F/o3+h79AP6Ef2Efka/oF/Rb+g/6L/od/QHloQhGIphGI4RGIlRGI0xGItxGI8JmIhJmIwpmIppmI4ZmIlZmI05mIt5WCosNZYGS4ulw9JjGbCMWCYsM5YFy4plw7JjObCcWC4sN5YHy4vlw5IxHwthYSyCRbEYFscSWH6sAFYQK4QVxopgRbFiWHGsBFYSK4WVxspgZbFyWHmsAlYRq4RVxqpgVbFqWHWsBlYTq4XVxupgdbF6WH2sAdYQa4Q1xppgTbFmWHOsBdYSa4W1xtpgbbF2WHusA9YR64R1xrpgXbFuWHesB9YT64X1xvpgfbF+WH9sADYQG4QNxoZgQ7Fh2HBsBDYSG4WNxsZgY7Fx2HhsAjYRm4RNxqZgU7Fp2HRsBjYTm4XNxuZgc7F52HxsAbYQW4QtxpZgS7Fl2HJsBbYSW4WtxtZga7F12HpsA7YR24RtxrZgW7Ft2HZsB7YT24XtxvZge7F92H7sAHYQO4Qdxo5gR7Fj2HHsBHYSO4Wdxs5gZ7Fz2HnsAnYRu4Rdxq5gV7Fr2HXsBnYTu4Xdxu5gd7F72H3sAfYQe4Q9xp5gT7Fn2HPsBfYSe4X9hP2M/YL9iv2G/Y79gf2JvcbeYG+xd9hf2N/Ye+wD9hH7hH3GvmBfsW/YP9i/2HfsB56EIziKYziOEziJUziNMziLcziPC7iIS7iMK7iKa7iOG7iJW7iNO7iLe3gqPDWeBk+Lp8PT4xnwjHgmPDOeBc+KZ8Oz4znwnHguPDeeB8+L58OTcR8P4WE8gkfxGB7HE3h+vABeEC+EF8aL4EXxYnhxvAReEi+Fl8bL4GXxcnh5vAJeEa+EV8ar4FXxanh1vAZeE6+F18br4HXxenh9vAHeEG+EN8ab4E3xZnhzvAXeEm+Ft8bb4G3xdnh7vAPeEe+Ed8a74F3xbnh3vAfeE++F98b74H3xfnh/fAA+EB+ED8aH4EPxYfhwfAQ+Eh+Fj8bH4GPxcfh4fAI+EZ+ET8an4FPxafh0fAY+E5+Fz8bn4HPxefh8fAG+EF+EL8aX4EvxZfhyfAW+El+Fr8bX4Gvxdfh6fAO+Ed+Eb8a34Fvxbfh2fAe+E9+F78b34Hvxffh+/AB+ED+EH8aP4EfxY/hx/AR+Ej+Fn8bP4Gfxc/h5/AJ+Eb+EX8av4Ffxa/h1/AZ+E7+F38bv4Hfxe/h9/AH+EH+EP8af4E/xZ/hz/AX+En+F/4T/jP+C/4r/hv+O/4H/ib/G3+Bv8Xf4X/jf+Hv8A/4R/4R/xr/gX/Fv+D/4v/h3/AeRRCAESmAEThAESVAETTAES3AETwiESEiETCiESmiEThiESViETTiES3hEKiI1kYZIS6Qj0hMZiIxEJiIzkYXISmQjshM5iJxELiI3kYfIS+QjkgmfCBFhIkJEiRgRJxJEfqIAUZAoRBQmihBFiWJEcaIEUZIoRZQmyhBliXJEeaICUZGoRFQmqhBViWpEdaIGUZOoRdQm6hB1iXpEfaIB0ZBoRDQmmhBNiWZEc6IF0ZJoRbQm2hBtiXZEe6ID0ZHoRHQmuhBdiW5Ed6IH0ZPoRfQm+hB9iX5Ef2IAMZAYRAwmhhBDiWHEcGIEMZIYRYwmxhBjiXHEeGICMZGYREwmphBTiWnEdGIGMZOYRcwm5hBziXnEfGIBsZBYRCwmlhBLiWXEcmIFsZJYRawm1hBriXXEemIDsZHYRGwmthBbiW3EdmIHsZPYRewm9hB7iX3EfuIAcZA4RBwmjhBHiWPEceIEcZI4RZwmzhBniXPEeeICcZG4RFwmrhBXiWvEdeIGcZO4Rdwm7hB3iXvEfeIB8ZB4RDwmnhBPiWfEc+IF8ZJ4RfxE/Ez8QvxK/Eb8TvxB/Em8Jt4Qb4l3xF/E38R74gPxkfhEfCa+EF+Jb8Q/xL/Ed+IHmUQiJEpiJE4SJElSJE0yJEtyJE8KpEhKpEwqpEpqpE4apElapE06pEt6ZCoyNZmGTEumI9OTGciMZCYyM5mFzEpmI7OTOcicZC4yN5mHzEvmI5NJnwyRYTJCRskYGScTZH6yAFmQLEQWJouQRcliZHGyBFmSLEWWJsuQZclyZHmyAlmRrERWJquQVclqZHWyBlmTrEXWJuuQdcl6ZH2yAdmQbEQ2JpuQTclmZHOyBdmSbEW2JtuQbcl2ZHuyA9mR7ER2JruQXcluZHeyB9mT7EX2JvuQfcl+ZH9yADmQHEQOJoeQQ8lh5HByBDmSHEWOJseQY8lx5HhyAjmRnEROJqeQU8lp5HRyBjmTnEXOJueQc8l55HxyAbmQXEQuJpeQS8ll5HJyBbmSXEWuJteQa8l15HpyA7mR3ERuJreQW8lt5HZyB7mT3EXuJveQe8l95H7yAHmQPEQeJo+QR8lj5HHyBHmSPEWeJs+QZ8lz5HnyAnmRvEReJq+QV8lr5HXyBnmTvEXeJu+Qd8l75H3yAfmQfEQ+Jp+QT8ln5HPyBfmSfEX+RP5M/kL+Sv5G/k7+Qf5JvibfkG/Jd+Rf5N/ke/ID+ZH8RH4mv5BfyW/kP+S/5HfyB5VEIRRKYRROERRJURRNMRRLcRRPCZRISZRMKZRKaZROGZRJWZRNOZRLeVQqKjWVhkpLpaPSUxmojFQmKjOVhcpKZaOyUzmonFQuKjeVh8pL5aOSKZ8KUWEqQkWpGBWnElR+qgBVkCpEFaaKUEWpYlRxqgRVkipFlabKUGWpclR5qgJVkapEVaaqUFWpalR1qgZVk6pF1abqUHWpelR9qgHVkGpENaaaUE2pZlRzqgXVkmpFtabaUG2pdlR7qgPVkepEdaa6UF2pblR3qgfVk+pF9ab6UH2pflR/agA1kBpEDaaGUEOpYdRwagQ1khpFjabGUGOpcdR4agI1kZpETaamUFOpadR0agY1k5pFzabmUHOpedR8agG1kFpELaaWUEupZdRyagW1klpFrabWUGupddR6agO1kdpEbaa2UFupbdR2age1k9pF7ab2UHupfdR+6gB1kDpEHaaOUEepY9Rx6gR1kjpFnabOUGepc9R56gJ1kbpEXaauUFepa9R16gZ1k7pF3abuUHepe9R96gH1kHpEPaaeUE+pZ9Rz6gX1knpF/UT9TP1C/Ur9Rv1O/UH9Sb2m3lBvqXfUX9Tf1HvqA/WR+kR9pr5QX6lv1D/Uv9R36gedRCM0SmM0ThM0SVM0TTM0S3M0Twu0SEu0TCu0Smu0Thu0SVu0TTu0S3t0Kjo1nYZOS6ej09MZ6Ix0JjoznYXOSmejs9M56Jx0Ljo3nYfOS+ejk2mfDtFhOkJH6RgdpxN0froAXZAuRBemi9BF6WJ0cboEXZIuRZemy9Bl6XJ0eboCXZGuRFemq9BV6Wp0dboGXZOuRdem69B16Xp0fboB3ZBuRDemm9BN6WZ0c7oF3ZJuRbem29Bt6XZ0e7oD3ZHuRHemu9Bd6W50d7oH3ZPuRfem+9B96X50f3oAPZAeRA+mh9BD6WH0cHoEPZIeRY+mx9Bj6XH0eHoCPZGeRE+mp9BT6Wn0dHoGPZOeRc+m59Bz6Xn0fHoBvZBeRC+ml9BL6WX0cnoFvZJeRa+m19Br6XX0enoDvZHeRG+mt9Bb6W30dnoHvZPeRe+m99B76X30fvoAfZA+RB+mj9BH6WP0cfoEfZI+RZ+mz9Bn6XP0efoCfZG+RF+mr9BX6Wv0dfoGfZO+Rd+m79B36Xv0ffoB/ZB+RD+mn9BP6Wf0c/oF/ZJ+Rf9E/0z/Qv9K/0b/Tv9B/0m/pt/Qb+l39F/03/R7+gP9kf5Ef6a/0F/pb/Q/9L/0d/oHk8QgDMpgDM4QDMlQDM0wDMtwDM8IjMhIjMwojMpojM4YjMlYjM04jMt4TComNZOGScukY9IzGZiMTCYmM5OFycpkY7IzOZicTC4mN5OHycvkY5IZnwkxYSbCRJkYE2cSTH6mAFOQKcQUZoowRZliTHGmBFOSKcWUZsowZZlyTHmmAlORqcRUZqowVZlqTHWmBlOTqcXUZuowdZl6TH2mAdOQacQ0ZpowTZlmTHOmBdOSacW0ZtowbZl2THumA9OR6cR0ZrowXZluTHemB9OT6cX0ZvowfZl+TH9mADOQGcQMZoYwQ5lhzHBmBDOSGcWMZsYwY5lxzHhmAjORmcRMZqYwU5lpzHRmBjOTmcXMZuYwc5l5zHxmAbOQWcQsZpYwS5llzHJmBbOSWcWsZtYwa5l1zHpmA7OR2cRsZrYwW5ltzHZmB7OT2cXsZvYwe5l9zH7mAHOQOcQcZo4wR5ljzHHmBHOSOcWcZs4wZ5lzzHnmAnORucRcZq4wV5lrzHXmBnOTucXcZu4wd5l7zH3mAfOQecQ8Zp4wT5lnzHPmBfOSecX8xPzM/ML8yvzG/M78wfzJvGbeMG+Zd8xfzN/Me+YD85H5xHxmvjBfmW/MP8y/zHfmB5vEIizKYizOEizJUizNMizLcizPCqzISqzMKqzKaqzOGqzJWqzNOqzLemwqNjWbhk3LpmPTsxnYjGwmNjObhc3KZmOzsznYnGwuNjebh83L5mOTWZ8NsWE2wkbZGBtnE2x+tgBbkC3EFmaLsEXZYmxxtgRbki3FlmbLsGXZcmx5tgJbka3EVmarsFXZamx1tgZbk63F1mbrsHXZemx9tgHbkG3ENmabsE3ZZmxztgXbkm3FtmbbsG3Zdmx7tgPbke3Edma7sF3Zbmx3tgfbk+3F9mb7sH3Zfmx/dgA7kB3EDmaHsEPZYexwdgQ7kh3FjmbHsGPZcex4dgI7kZ3ETmansFPZaex0dgY7k53FzmbnsHPZeex8dgG7kF3ELmaXsEvZZexydgW7kl3FrmbXsGvZdex6dgO7kd3Ebma3sFvZbex2dge7k93F7mb3sHvZfex+9gB7kD3EHmaPsEfZY+xx9gR7kj3FnmbPsGfZc+x59gJ7kb3EXmavsFfZa+x19gZ7k73F3mbvsHfZe+x99gH7kH3EPmafsE/ZZ+xz9gX7kn3F/sT+zP7C/sr+xv7O/sH+yb5m37Bv2XfsX+zf7Hv2A/uR/cR+Zr+wX9lv7D/sv+x39geXxCEcymEczhEcyVEczTEcy3EczwmcyEmczCmcymmczhmcyVmczTmcy3lcKi41l4ZLy6Xj0nMZuIxcJi4zl4XLymXjsnM5uJxcLi43l4fLy+XjkjmfC3FhLsJFuRgX5xJcfq4AV5ArxBXminBFuWJcca4EV5IrxZXmynBluXJcea4CV5GrxFXmqnBVuWpcda4GV5OrxdXm6nB1uXpcfa4B15BrxDXmmnBNuWZcc64F15JrxbXm2nBtuXZce64D15HrxHXmunBduW5cd64H15PrxfXm+nB9uX5cf24AN5AbxA3mhnBDuWHccG4EN5IbxY3mxnBjuXHceG4CN5GbxE3mpnBTuWncdG4GN5Obxc3m5nBzuXncfG4Bt5BbxC3mlnBLuWXccm4Ft5Jbxa3m1nBruXXcem4Dt5HbxG3mtnBbuW3cdm4Ht5Pbxe3m9nB7uX3cfu4Ad5A7xB3mjnBHuWPcce4Ed5I7xZ3mznBnuXPcee4Cd5G7xF3mrnBXuWvcde4Gd5O7xd3m7nB3uXvcfe4B95B7xD3mnnBPuWfcc+4F95J7xf3E/cz9wv3K/cb9zv3B/cm95t5wb7l33F/c39x77gP3kfvEfea+cF+5b9w/3L/cd+4Hn8QjPMpjPM4TPMlTPM0zPMtzPM8LvMhLvMwrvMprvM4bvMlbvM07vMt7fCo+NZ+GT8un49PzGfiMfCY+M5+Fz8pn47PzOficfC4+N5+Hz8vn45N5nw/xYT7CR/kYH+cTfH6+AF+QL8QX5ovwRflifHG+BF+SL8WX5svwZflyfHm+Al+Rr8RX5qvwVflqfHW+Bl+Tr8XX5uvwdfl6fH2+Ad+Qb8Q35pvwTflmfHO+Bd+Sb8W35tvwbfl2fHu+A9+R78R35rvwXflufHe+B9+T78X35vvwffl+fH9+AD+QH8QP5ofwQ/lh/HB+BD+SH8WP5sfwY/lx/Hh+Aj+Rn8RP5qfwU/lp/HR+Bj+Tn8XP5ufwc/l5/Hx+Ab+QX8Qv5pfwS/ll/HJ+Bb+SX8Wv5tfwa/l1/Hp+A7+R38Rv5rfwW/lt/HZ+B7+T38Xv5vfwe/l9/H7+AH+QP8Qf5o/wR/lj/HH+BH+SP8Wf5s/wZ/lz/Hn+An+Rv8Rf5q/wV/lr/HX+Bn+Tv8Xf5u/wd/l7/H3+Af+Qf8Q/5p/wT/ln/HP+Bf+Sf8X/xP/M/8L/yv/G/87/wf/Jv+bf8G/5d/xf/N/8e/4D/5H/xH/mv/Bf+W/8P/y//Hf+h5AkIAIqYAIuEAIpUAItMAIrcAIvCIIoSIIsKIIqaIIuGIIpWIItOIIreEIqIbWQRkgrpBPSCxmEjEImIbOQRcgqZBOyCzmEnEIuIbeQR8gr5BOSBV8ICWEhIkSFmBAXEkJ+oYBQUCgkFBaKCEWFYkJxoYRQUigllBbKCGWFckJ5oYJQUagkVBaqCFWFakJ1oYZQU6gl1BbqCHWFekJ9oYHQUGgkNBaaCE2FZkJzoYXQUmgltBbaCG2FdkJ7oYPQUegkdBa6CF2FbkJ3oYfQU+gl9Bb6CH2FfkJ/YYAwUBgkDBaGCEOFYcJwYYQwUhgljBbGCGOFccJ4YYIwUZgkTBamCFOFacJ0YYYwU5glzBbmCHOFecJ8YYGwUFgkLBaWCEuFZcJyYYWwUlglrBbWCGuFdcJ6YYOwUdgkbBa2CFuFbcJ2YYewU9gl7Bb2CHuFfcJ+4YBwUDgkHBaOCEeFY8Jx4YRwUjglnBbOCGeFc8J54YJwUbgkXBauCFeFa8J14YZwU7gl3BbuCHeFe8J94YHwUHgkPBaeCE+FZ8Jz4YXwUngl/CT8LPwi/Cr8Jvwu/CH8KbwW3ghvhXfCX8Lfwnvhg/BR+CR8Fr4IX4Vvwj/Cv8J34YeYJCIiKmIiLhIiKVIiLTIiK3IiLwqiKEqiLCqiKmqiLhqiKVqiLTqiK3piKjG1mEZMK6YT04sZxIxiJjGzmEXMKmYTs4s5xJxiLjG3mEfMK+YTk0VfDIlhMSJGxZgYFxNifrGAWFAsJBYWi4hFxWJicbGEWFIsJZYWy4hlxXJiebGCWFGsJFYWq4hVxWpidbGGWFOsJdYW64h1xXpifbGB2FBsJDYWm4hNxWZic7GF2FJsJbYW24htxXZie7GD2FHsJHYWu4hdxW5id7GH2FPsJfYW+4h9xX5if3GAOFAcJA4Wh4hDxWHicHGEOFIcJY4Wx4hjxXHieHGCOFGcJE4Wp4hTxWnidHGGOFOcJc4W54hzxXnifHGBuFBcJC4Wl4hLxWXicnGFuFJcJa4W14hrxXXienGDuFHcJG4Wt4hbxW3idnGHuFPcJe4W94h7xX3ifvGAeFA8JB4Wj4hHxWPicfGEeFI8JZ4Wz4hnxXPiefGCeFG8JF4Wr4hXxWvidfGGeFO8Jd4W74h3xXviffGB+FB8JD4Wn4hPxWfic/GF+FJ8Jf4k/iz+Iv4q/ib+Lv4h/im+Ft+Ib8V34l/i3+J78YP4Ufwkfha/iF/Fb+I/4r/id/GHlCQhEiphEi4REilREi0xEitxEi8JkihJkiwpkippki4ZkilZki05kit5UioptZRGSiulk9JLGaSMUiYps5RFyiplk7JLOaScUi4pt5RHyivlk5IlXwpJYSkiRaWYFJcSUn6pgFRQKiQVlopIRaViUnGphFRSKiWVlspIZaVyUnmpglRRqiRVlqpIVaVqUnWphlRTqiXVlupIdaV6Un2pgdRQaiQ1lppITaVmUnOphdRSaiW1ltpIbaV2Unupg9RR6iR1lrpIXaVuUneph9RT6iX1lvpIfaV+Un9pgDRQGiQNloZIQ6Vh0nBphDRSGiWNlsZIY6Vx0nhpgjRRmiRNlqZIU6Vp0nRphjRTmiXNluZIc6V50nxpgbRQWiQtlpZIS6Vl0nJphbRSWiWtltZIa6V10nppg7RR2iRtlrZIW6Vt0nZph7RT2iXtlvZIe6V90n7pgHRQOiQdlo5IR6Vj0nHphHRSOiWdls5IZ6Vz0nnpgnRRuiRdlq5IV6Vr0nXphnRTuiXdlu5Id6V70n3pgfRQeiQ9lp5IT6Vn0nPphfRSeiX9JP0s/SL9Kv0m/S79If0pvZbeSG+ld9Jf0t/Se+mD9FH6JH2WvkhfpW/SP9K/0nfph5wkIzIqYzIuEzIpUzItMzIrczIvC7IoS7IsK7Iqa7IuG7IpW7ItO7Ire3IqObWcRk4rp5PTyxnkjHImObOcRc4qZ5OzyznknHIuObecR84r55OTZV8OyWE5IkflmByXE3J+uYBcUC4kF5aLyEXlYnJxuYRcUi4ll5bLyGXlcnJ5uYJcUa4kV5aryFXlanJ1uYZcU64l15bryHXlenJ9uYHcUG4kN5abyE3lZnJzuYXcUm4lt5bbyG3ldnJ7uYPcUe4kd5a7yF3lbnJ3uYfcU+4l95b7yH3lfnJ/eYA8UB4kD5aHyEPlYfJweYQ8Uh4lj5bHyGPlcfJ4eYI8UZ4kT5anyFPlafJ0eYY8U54lz5bnyHPlefJ8eYG8UF4kL5aXyEvlZfJyeYW8Ul4lr5bXyGvldfJ6eYO8Ud4kb5a3yFvlbfJ2eYe8U94l75b3yHvlffJ++YB8UD4kH5aPyEflY/Jx+YR8Uj4ln5bPyGflc/J5+YJ8Ub4kX5avyFfla/J1+YZ8U74l35bvyHfle/J9+YH8UH4kP5afyE/lZ/Jz+YX8Un4l/yT/LP8i/yr/Jv8u/yH/Kb+W38hv5XfyX/Lf8nv5g/xR/iR/lr/IX+Vv8j/yv/J3+YeSpCAKqmAKrhAKqVAKrTAKq3AKrwiKqEiKrCiKqmiKrhiKqViKrTiKq3hKKiW1kkZJq6RT0isZlIxKJiWzkkXJqmRTsis5lJxKLiW3kkfJq+RTkhVfCSlhJaJElZgSVxJKfqWAUlAppBRWiihFlWJKcaWEUlIppZRWyihllXJKeaWCUlGppFRWqihVlWpKdaWGUlOppdRW6ih1lXpKfaWB0lBppDRWmihNlWZKc6WF0lJppbRW2ihtlXZKe6WD0lHppHRWuihdlW5Kd6WH0lPppfRW+ih9lX5Kf2WAMlAZpAxWhihDlWHKcGWEMlIZpYxWxihjlXHKeGWCMlGZpExWpihTlWnKdGWGMlOZpcxW5ihzlXnKfGWBslBZpCxWlihLlWXKcmWFslJZpaxW1ihrlXXKemWDslHZpGxWtihblW3KdmWHslPZpexW9ih7lX3KfuWAclA5pBxWjihHlWPKceWEclI5pZxWzihnlXPKeeWCclG5pFxWrihXlWvKdeWGclO5pdxW7ih3lXvKfeWB8lB5pDxWnihPlWfKc+WF8lJ5pfyk/Kz8ovyq/Kb8rvyh/Km8Vt4ob5V3yl/K38p75YPyUfmkfFa+KF+Vb8o/yr/Kd+WHmqQiKqpiKq4SKqlSKq0yKqtyKq8KqqhKqqwqqqpqqq4aqqlaqq06qqt6aio1tZpGTaumU9OrGdSMaiY1s5pFzapmU7OrOdScai41t5pHzavmU5NVXw2pYTWiRtWYGlcTan61gFpQLaQWVouoRdVianG1hFpSLaWWVsuoZdVyanm1glpRraRWVquoVdVqanW1hlpTraXWVuuoddV6an21gdpQbaQ2VpuoTdVmanO1hdpSbaW2VtuobdV2anu1g9pR7aR2VruoXdVuane1h9pT7aX2VvuofdV+an91gDpQHaQOVoeoQ9Vh6nB1hDpSHaWOVseoY9Vx6nh1gjpRnaROVqeoU9Vp6nR1hjpTnaXOVueoc9V56nx1gbpQXaQuVpeoS9Vl6nJ1hbpSXaWuVteoa9V16np1g7pR3aRuVreoW9Vt6nZ1h7pT3aXuVveoe9V96n71gHpQPaQeVo+oR9Vj6nH1hHpSPaWeVs+oZ9Vz6nn1gnpRvaReVq+oV9Vr6nX1hnpTvaXeVu+od9V76n31gfpQfaQ+Vp+oT9Vn6nP1hfpSfaX+pP6s/qL+qv6m/q7+of6pvlbfqG/Vd+pf6t/qe/WD+lH9pH5Wv6hf1W/qP+q/6nf1h5akIRqqYRquERqpURqtMRqrcRqvCZqoSZqsKZqqaZquGZqpWZqtOZqreVoqLbWWRkurpdPSaxm0jFomLbOWRcuqZdOyazm0nFouLbeWR8ur5dOSNV8LaWEtokW1mBbXElp+rYBWUCukFdaKaEW1YlpxrYRWUiulldbKaGW1clp5rYJWUaukVdaqaFW1alp1rYZWU6ul1dbqaHW1elp9rYHWUGukNdaaaE21ZlpzrYXWUmultdbaaG21dlp7rYPWUeukdda6aF21blp3rYfWU+ul9db6aH21flp/bYA2UBukDdaGaEO1YdpwbYQ2UhuljdbGaGO1cdp4bYI2UZukTdamaFO1adp0bYY2U5ulzdbmaHO1edp8bYG2UFukLdaWaEu1ZdpybYW2UlulrdbWaGu1ddp6bYO2Udukbda2aFu1bdp2bYe2U9ul7db2aHu1fdp+7YB2UDukHdaOaEe1Y9px7YR2UjulndbOaGe1c9p57YJ2UbukXdauaFe1a9p17YZ2U7ul3dbuaHe1e9p97YH2UHukPdaeaE+1Z9pz7YX2Unul/aT9rP2i/ar9pv2u/aH9qb3W3mhvtXfaX9rf2nvtg/ZR+6R91r5oX7Vv2j/av9p37YeepCM6qmM6rhM6qVM6rTM6q3M6rwu6qEu6rCu6qmu6rhu6qVu6rTu6q3t6Kj21nkZPq6fT0+sZ9Ix6Jj2znkXPqmfTs+s59Jx6Lj23nkfPq+fTk3VfD+lhPaJH9Zge1xN6fr2AXlAvpBfWi+hF9WJ6cb2EXlIvpZfWy+hl9XJ6eb2CXlGvpFfWq+hV9Wp6db2GXlOvpdfW6+h19Xp6fb2B3lBvpDfWm+hN9WZ6c72F3lJvpbfW2+ht9XZ6e72D3lHvpHfWu+hd9W56d72H3lPvpffW++h99X56f32APlAfpA/Wh+hD9WH6cH2EPlIfpY/Wx+hj9XH6eH2CPlGfpE/Wp+hT9Wn6dH2GPlOfpc/W5+hz9Xn6fH2BvlBfpC/Wl+hL9WX6cn2FvlJfpa/W1+hr9XX6en2DvlHfpG/Wt+hb9W36dn2HvlPfpe/W9+h79X36fv2AflA/pB/Wj+hH9WP6cf2EflI/pZ/Wz+hn9XP6ef2CflG/pF/Wr+hX9Wv6df2GflO/pd/W7+h39Xv6ff2B/lB/pD/Wn+hP9Wf6c/2F/lJ/pf+k/6z/ov+q/6b/rv+h/6m/1t/ob/V3+l/63/p7/YP+Uf+kf9a/6F/1b/o/+r/6d/2HkWQgBmpgBm4QBmlQBm0wBmtwBm8IhmhIhmwohmpohm4YhmlYhm04hmt4RiojtZHGSGukM9IbGYyMRiYjs5HFyGpkM7IbOYycRi4jt5HHyGvkM5IN3wgZYSNiRI2YETcSRn6jgFHQKGQUNooYRY1iRnGjhFHSKGWUNsoYZY1yRnmjglHRqGRUNqoYVY1qRnWjhlHTqGXUNuoYdY16Rn2jgdHQaGQ0NpoYTY1mRnOjhdHSaGW0NtoYbY12Rnujg9HR6GR0NroYXY1uRnejh9HT6GX0NvoYfY1+Rn9jgDHQGGQMNoYYQ41hxnBjhDHSGGWMNsYYY41xxnhjgjHRmGRMNqYYU41pxnRjhjHTmGXMNuYYc415xnxjgbHQWGQsNpYYS41lxnJjhbHSWGWsNtYYa411xnpjg7HR2GRsNrYYW41txnZjh7HT2GXsNvYYe419xn7jgHHQOGQcNo4YR41jxnHjhHHSOGWcNs4YZ41zxnnjgnHRuGRcNq4YV41rxnXjhnHTuGXcNu4Yd417xn3jgfHQeGQ8Np4YT41nxnPjhfHSeGX8ZPxs/GL8avxm/G78YfxpvDbeGG+Nd8Zfxt/Ge+OD8dH4ZHw2vhhfjW/GP8a/xnfjh5lkIiZqYiZuEiZpUiZtMiZrciZvCqZoSqZsKqZqaqZuGqZpWqZtOqZremYqM7WZxkxrpjPTmxnMjGYmM7OZxcxqZjOzmznMnGYuM7eZx8xr5jOTTd8MmWEzYkbNmBk3E2Z+s4BZ0CxkFjaLmEXNYmZxs4RZ0ixlljbLmGXNcmZ5s4JZ0axkVjarmFXNamZ1s4ZZ06xl1jbrmHXNemZ9s4HZ0GxkNjabmE3NZmZzs4XZ0mxltjbbmG3NdmZ7s4PZ0exkdja7mF3NbmZ3s4fZ0+xl9jb7mH3NfmZ/c4A50BxkDjaHmEPNYeZwc4Q50hxljjbHmGPNceZ4c4I50ZxkTjanmFPNaeZ0c4Y505xlzjbnmHPNeeZ8c4G50FxkLjaXmEvNZeZyc4W50lxlrjbXmGvNdeZ6c4O50dxkbja3mFvNbeZ2c4e509xl7jb3mHvNfeZ+84B50DxkHjaPmEfNY+Zx84R50jxlnjbPmGfNc+Z584J50bxkXjavmFfNa+Z184Z507xl3jbvmHfNe+Z984H50HxkPjafmE/NZ+Zz84X50nxl/mT+bP5i/mr+Zv5u/mH+ab4235hvzXfmX+bf5nvzg/nR/GR+Nr+YX81v5j/mv+Z384eVZCEWamEWbhEWaVEWbTEWa3EWbwmWaEmWbCmWammWbhmWaVmWbTmWa3lWKiu1lcZKa6Wz0lsZrIxWJiuzlcXKamWzsls5rJxWLiu3lcfKa+Wzki3fCllhK2JFrZgVtxJWfquAVdAqZBW2ilhFrWJWcauEVdIqZZW2ylhlrXJWeauCVdGqZFW2qlhVrWpWdauGVdOqZdW26lh1rXpWfauB1dBqZDW2mlhNrWZWc6uF1dJqZbW22lhtrXZWe6uD1dHqZHW2ulhdrW5Wd6uH1dPqZfW2+lh9rX5Wf2uANdAaZA22hlhDrWHWcGuENdIaZY22xlhjrXHWeGuCNdGaZE22plhTrWnWdGuGNdOaZc225lhzrXnWfGuBtdBaZC22llhLrWXWcmuFtdJaZa221lhrrXXWemuDtdHaZG22tlhbrW3WdmuHtdPaZe229lh7rX3WfuuAddA6ZB22jlhHrWPWceuEddI6ZZ22zlhnrXPWeeuCddG6ZF22rlhXrWvWdeuGddO6Zd227lh3rXvWfeuB9dB6ZD22nlhPrWfWc+uF9dJ6Zf1k/Wz9Yv1q/Wb9bv1h/Wm9tt5Yb6131l/W39Z764P10fpkfba+WF+tb9Y/1r/Wd+uHnWQjNmpjNm4TNmlTNm0zNmtzNm8LtmhLtmwrtmprtm4btmlbtm07tmt7dio7tZ3GTmuns9PbGeyMdiY7s53Fzmpns7PbOeycdi47t53Hzmvns5Nt3w7ZYTtiR+2YHbcTdn67gF3QLmQXtovYRe1idnG7hF3SLmWXtsvYZe1ydnm7gl3RrmRXtqvYVe1qdnW7hl3TrmXXtuvYde16dn27gd3QbmQ3tpvYTe1mdnO7hd3SbmW3ttvYbe12dnu7g93R7mR3trvYXe1udne7h93T7mX3tvvYfe1+dn97gD3QHmQPtofYQ+1h9nB7hD3SHmWPtsfYY+1x9nh7gj3RnmRPtqfYU+1p9nR7hj3TnmXPtufYc+159nx7gb3QXmQvtpfYS+1l9nJ7hb3SXmWvttfYa+119np7g73R3mRvtrfYW+1t9nZ7h73T3mXvtvfYe+199n77gH3QPmQfto/YR+1j9nH7hH3SPmWfts/YZ+1z9nn7gn3RvmRftq/YV+1r9nX7hn3TvmXftu/Yd+179n37gf3QfmQ/tp/YT+1n9nP7hf3SfmX/ZP9s/2L/av9m/27/Yf9pv7bf2G/td/Zf9t/2e/uD/dH+ZH+2v9hf7W/2P/a/9nf7h5PkIA7qYA7uEA7pUA7tMA7rcA7vCI7oSI7sKI7qaI7uGI7pWI7tOI7reE4qJ7WTxknrpHPSOxmcjE4mJ7OTxcnqZHOyOzmcnE4uJ7eTx8nr5HOSHd8JOWEn4kSdmBN3Ek5+p4BT0CnkFHaKOEWdYk5xp4RT0inllHbKOGWdck55p4JT0ankVHaqOFWdak51p4ZT06nl1HbqOHWdek59p4HT0GnkNHaaOE2dZk5zp4XT0mnltHbaOG2ddk57p4PT0enkdHa6OF2dbk53p4fT0+nl9Hb6OH2dfk5/Z4Az0BnkDHaGOEOdYc5wZ4Qz0hnljHbGOGOdcc54Z4Iz0ZnkTHamOFOdac50Z4Yz05nlzHbmOHOdec58Z4Gz0FnkLHaWOEudZc5yZ4Wz0lnlrHbWOGuddc56Z4Oz0dnkbHa2OFudbc52Z4ez09nl7Hb2OHudfc5+54Bz0DnkHHaOOEedY85x54Rz0jnlnHbOOGedc85554Jz0bnkXHauOFeda85154Zz07nl3HbuOHede85954Hz0HnkPHaeOE+dZ85z54Xz0nnl/OT87Pzi/Or85vzu/OH86bx23jhvnXfOX87fznvng/PR+eR8dr44X51vzj/Ov85354eb5CIu6mIu7hIu6VIu7TIu63Iu7wqu6Equ7Cqu6mqu7hqu6Vqu7Tqu63puKje1m8ZN66Zz07sZ3IxuJjezm8XN6mZzs7s53JxuLje3m8fN6+Zzk13fDblhN+JG3ZgbdxNufreAW9At5BZ2i7hF3WJucbeEW9It5ZZ2y7hl3XJuebeCW9Gt5FZ2q7hV3WpudbeGW9Ot5dZ267h13XpufbeB29Bt5DZ2m7hN3WZuc7eF29Jt5bZ227ht3XZue7eD29Ht5HZ2u7hd3W5ud7eH29Pt5fZ2+7h93X5uf3eAO9Ad5A52h7hD3WHucHeEO9Id5Y52x7hj3XHueHeCO9Gd5E52p7hT3WnudHeGO9Od5c5257hz3XnufHeBu9Bd5C52l7hL3WXucneFu9Jd5a5217hr3XXueneDu9Hd5G52t7hb3W3udneHu9Pd5e5297h73X3ufveAe9A95B52j7hH3WPucfeEe9I95Z52z7hn3XPuefeCe9G95F52r7hX3WvudfeGe9O95d5277h33XvuffeB+9B95D52n7hP3Wfuc/eF+9J95f7k/uz+4v7q/ub+7v7h/um+dt+4b9137l/u3+5794P70f3kfna/uF/db+4/7r/ud/eHl+QhHuphHu4RHulRHu0xHutxHu8JnuhJnuwpnuppnu4ZnulZnu05nut5XiovtZfGS+ul89J7GbyMXiYvs5fFy+pl87J7ObycXi4vt5fHy+vl85I93wt5YS/iRb2YF/cSXn6vgFfQK+QV9op4Rb1iXnGvhFfSK+WV9sp4Zb1yXnmvglfRq+RV9qp4Vb1qXnWvhlfTq+XV9up4db16Xn2vgdfQa+Q19pp4Tb1mXnOvhdfSa+W19tp4bb12Xnuvg9fR6+R19rp4Xb1uXnevh9fT6+X19vp4fb1+Xn9vgDfQG+QN9oZ4Q71h3nBvhDfSG+WN9sZ4Y71x3nhvgjfRm+RN9qZ4U71p3nRvhjfTm+XN9uZ4c7153nxvgbfQW+Qt9pZ4S71l3nJvhbfSW+Wt9tZ4a7113npvg7fR2+Rt9rZ4W71t3nZvh7fT2+Xt9vZ4e7193n7vgHfQO+Qd9o54R71j3nHvhHfSO+Wd9s54Z71z3nnvgnfRu+Rd9q54V71r3nXvhnfTu+Xd9u54d7173n3vgffQe+Q99p54T71n3nPvhfeS6tW5XXJJv8R/n6X+v89Qvv8+k//7DP33Gf7vM/LfZ/S/z9h/n/H/PhP/fRb77/O/+6H/3S/9/32G/9sJ/7cT9v/vZ+nSJf/fTz9fvv97x4+UKEFXbtapVaVWefL975H8v4f/v0fkf4/o/x6x/z3i/3skmP/9z/MFr+Tg5QevUPAKB69I8IoGr+CeH9zzg3t+cM8P7vnBFT+44seCV3AvFNwLBfdCwb1QcC8U/H2h4HIouBwKLoeDe+HgXji4Fw7uhYMr4eBKOB68gr8vEtyLBPciwb1IcC8S/H2R4HIkuBwJ/r5IcDka3IsGV6LBlWhwJRpciQZXYsFfFQuuxIK/KhbciwX3YsGVGFwJ/r2x4K+KB5fjweV4cDkeXI4Hl+PBXxoPNuLB5XhwORHcSwT3EsG9RHAlEVxJBH9pIriXSLDB/7OT4enDMwTPCDyj8IzBMw5PuJucD54wkQwTyTCRHIYn3E2Gu8lw14e7Ptz14a4Pd32468O/wod/hQ8TPkyEYCIEEyGYCMFECCZCMBGCiRD8g0KwFoK1MKyFYS0Ma2FYC8NaGNbCsBaGtTCshWEtAmsRWIvAWgTWIrAWgbUIrEVgLQJrEViLwloU1qKwFoW1KKxFYS0Ka1FYi8JaFNZisBaDtRisxWAtBmsxWIvBWgzWYrAWg7U4rMVhLQ5rcViLw1oc1uKwFoe1OKzFYS0BawlYS8BaAtYSsJaAtQSsJWAtAWuAwv/5KoVnMjx9eIbgGYZnBJ5ReMbgGYcnrAEVPlDhAxU+UOEDFX4yrCXDGgDiAyA+AOIDID4A4gMgPgDiAyA+AOIDIL4Pa2CJD5b4YIkPlvhgiQ+W+GCJD5b4YIkPlvhgiQ+W+GCJD5b4YIkPlvhgiQ+W+GCJD5b4YIkPlvhgiQ+W+GCJD5b4YIkPlvhgiQ+W+ACID4D4AIgPgPgAiA+A+ACID4D4AIgPgPgAiA+A+ECFD1T4QIUPVPhAhQ9U+ECFD1T4QIUPPvjggw8++ICCDyj4gIIPKPiAgg8o+ICCDyj4gIIPEvgggQ8ShECCEEgQAglCIEEIJAiBBCGQIAQShECCEEgQAglCIEEIJAiBBCGQIAQShECCEEgQAglCIEEIJAiBBCGQIAQShECCEEgQAglCIEEIJAiBBCGQIAQShECCEEgQAglCIEEI8g9B/iHIPwT5hyD/EOQfgvxDkH8I8g9B8yFoPgShhyD0EIQegtBDEHoIQg9B6CEIPRRJMQH/Cmg+BKGHIPQQ1B2CukOQdAiSDkHSIfhNEILfBCFIOgRJhyDpECQdgqRDkHQIvvJDkHQIkg5B0iH4yg9B3SGoOwR1h6DuENQdgrpDkHQIkg5B0iFIOgRJh6HjMHQcho7D0HEYOg5Dx2HoOAwdh6HjMMQbhnjDEG8Y4g1DvGGINwzxhiHeMMQbhnjDEG8Y4g1DvGGINwzxhiHeMMQbhnjDEG8Y4g1DvGGINwzxhiHeMMQbhq/xMMQbhnjDEG8Y4g1DvGGINwzxhiHeMHx3h6HjMMQbhnjDEG8Y4g1DvGEoNhxJcQz+dCg2DF/NYSg2DMWG4as5DPGGId4wfDWHoeMwdByGjsPQcRg6DsMXdhi+sMNQdxjqDkPdYag7DHWHoe4wfGGHIfQwhB6G0MMQehhCD0PoYQg9DKGHIfQwhB6G0MPwNR6G5sPQfBh+24ch/zDkH4b8I/CNHgEJIiBBBCSIgAQRkCACEkRAgghIEAEJIvCNHgEUIoBCBFCIAAoRQCECKEQAhQigEAEUIoBCBFCIAAoRQCECKEQAhQigEAEUIoBCBFCIAAoRQCECKEQAhQigEAEUIoBCBL7cI+BDBHyIgA8R8CECPkTAhwj4EAEfIuBDBHyIwPd8BH7bR0CNCKgRATUioEYE1IjAV34EAIkAIBEAJAKAROArPwKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJTGwJAaWxMCSGFgSA0tiYEkMLImBJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0viYEkcLImDJXGwJA6WxMGSOFgSB0vi4EMcfIiDD3HwIQ4+xMGHOPgQBx/i4EMcfIiDD3HwIQ4+xMGHOPgQBx/i4EMcfIiDD3FAIQ4oxAGFOKAQBxTiIEEcJIiDBHGQIA4SxEGCOEgQBwniIEEcJIiDBHFoPg7Nx6H5ODSfgOYT0HwCmk9A8wloPgHNJ6D5BDSfgOYT0HwCmk9A8wloPgHNJ6D5BDSfgOYT0HwC6k5A3QmoOwF1J6DuBNSdgLoTfoq78K+AuhNQdwLqTkDdCag7AXUnoO4E1J2AuhNQdwLqTkDdCag7AXUnoO4E1J2AuhNQdwLqTkDdCag7AXUnoO4E1J2AXwoJ+KWQgF8KCfilkAAJEiBBAiRIgAQJkCABEiRAggRIkAAJEiBBAiRIgAQJkCABEiRAggRIkAAJEiBBAiRIwC+FBKCQABQSgEICUEgACgn4pZAAHxLgQwJ8SIAPCfAhAT4kwIcE+JAAHxLgQwJ8SMAvhQT8UkiAGglQIwFqJBIJ7r9ncr58+VK8k1O8/RTvELyTwynekRTvaIp3LMU7nuKdYtdPseun2PVT7Popdv0Uu36KXT/Frp9i10+x66fYDaXYDaXYDaXYDaXYDaXYDaXYDaXYDaXYDaXYDaXYDafYDafYDafYDafYDafYDafYDafYDafYDafYDafYjaTYjaTYjaTYjaTYjaTYjaTYjaTYjaTYjaTYjaTYjabYjabYjabYjabYjabYjabYjabYjabYjabYjabYjaXYjaXYjaXYjaXYjaXYjaXYjaXYjaXYjaXYjaXYjafYjafYiqfYiqfYiqe4H09xPx5n2nTs17Vtcr5EvuCVHLz84BUKXuHgFQle0eAVC15wOfHf6/+kHbySg5cfvELBKxy8IsErGrxiwSsevIKN5GAjOdhIDjaSg43kYCM52EgONpKDjeRgIznY8IMNP9jwgw0/2PCDDT/Y8IMNP9jwgw0/2AgFG6FgIxRshIKNULARCjZCwUYo2AgFG6FgIxxshIONcLARDjbCwUY42AgHG+FgIxxshIONSLARCTYiwUYk2IgEG5FgIxJsRIKNSLARCTaiwUY02IgGG9FgIxpsRIONaLARDTaiwUY02IgFG7FgIxZsxIKNWLARCzZiwUYs2IgFG7FgIx5sxIONeLARDzbiwUY82IgHG/FgI6g7OR5sBJ0nB50nB50nB50nB50nB50nB50nB50nB50nB537Qed+0LkfdO4HnftB537QuR907ged+0HnftC5H3TuB537Qed+0LkfdO4HnftB537QuR907ged+0HnftC5H3TuB537Qed+0LkfdO4HnftB537QuR907ged+0HnftC5H3TuB537Qed+0LkfdO4HnftB537QuR907ged+0HnftC5H3TuB537Qed+0LkfdO4HnftB537QuR907ged+0HnftC5H3TuB537Qed+0LkfdO4HnftB5/7/U8QdI7GNxUAUvNIKmAHJ+1/MTtyb/UjD5JWSLuh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+ah71D3qHnWPukfdo+5R93z///K/r191r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r7pX3avuVfeqe9W96l51r3/x1fnqfHW+Ol+dr85X56vz1fnqPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Lw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+r8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzk/np/PT+en8dH46P52fzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/v3rfP771/nf189rvNYrXvU6r8fr9bLxs/Gz8bPxs/Gz8bPxs/Gz8bPxszE2xsbYGBtjY2yMjbExNsbG2lgba2NtrI21sTbWxtpYG7ERG7ERG7ERG7ERG7ERG7VRG7VRG7VRG7VRG7VRG2fjbJyNs3E2zsbZOBtn42w8Nh4bj43HxmPjsfHYeGw8Nh4br43XxmvjtfHaeG28Nl4br43Xxmfjs/HZ+Gx8Nj4bn43PxmdD5xTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ0FNxTcUHBDwQ37NsTb0G1Dow2DNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlA1RNkTZEGVDlP192dAMWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7ZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJl667asmXrrtpSZuuu2rqrtuTZuqu27qqtu2rrrtq6q7buqq27auuu2pJs667aMm3rrtq6q7buqq27auuu2lJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8Et+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27JvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvcVctFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRe34MLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8MdD3c83PFwx8P9fe0fPq9vngB4nNWWd3RU9bqG9zcDCGmTQCoJ7CiCYgDBAqO0oYUSOtlAKKFFek2RGjqIBWzYGyqKOpawQUWkiQp2LChNBXsXVOwl5x1e37vuWnet86/XHJ88z66Zcfn7nW9jnWCnQYEXAnucsOMG9v7t95xw4LDjBQ7BB+CDf/sd+G14P/wW/Cb8BrwT3gFvh7c5nlMjcMS5ABSC4P9UCVgP9oOazhS8yZx4PG9OamC30xWUgHKwFtTEvTtwbT3eaE5uYPnmOpnWK3dLYJliqWKJYrFikWKholKxQDFfMU8xVzFHMVtxqaJCUa4oU8xSzFTMUExXTFNMVUxRTFZMUkxUTFCMV1yiKFGMU4xVjFGMVoxSFCtGKkYohiuGKYoUQxVDFIMVnqJQMUgxUDFA0V/RT9FX0UfRW1Gg6KXoqeih6K7IV3RTdFV0UXRWdFJEFB0VHRTtFe0UbRUXKy5ShBVtFK0VFyouUJyvOE/RStFSca6ihaK5opkiT3GOoqnibMVZiiaKxoozFY0UZyhOV+QqXEVDRQNFjiJbUV+RpchUZCjSFWmKVEU9RV1FiiJZEVIkKRIVCYp4RZyijqK24jRFLUVNRQ1FUBFQmML5O6xa8ZfiT8Ufit8Vvyl+Vfyi+Fnxk+JHxUnFD4rvFd8pTiiOK75VfKP4WvGV4kvFF4rPFZ8pPlV8ovhY8ZHiQ8UHimOKo4r3Fe8p3lUcURxWHFIcVBxQvKN4W7Ff8ZbiTcUbitcV+xSvKV5VvKJ4WfGS4kXFC4q9ij2K5xXPKZ5V7FY8o9il2KnYodiu2KZ4WrFV8ZRii+JJxROKxxWbFZsUvmKjokrxmOJRxSOKhxVRxUOKBxUPKDYo7lfcp1ivuFdxj+JuxTrFXYo7FXcoblfcprhVcYviZsVNihsVNyjWKq5XXKe4VnGN4mrFGsVqxVWKKxVXKC5XrFJcplipWKHQ2GMae0xjj2nsMY09prHHNPaYxh7T2GMae0xjj2nsMY09prHHNPaYxh7T2GMae6xUofnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/prHHNPaYxh7TtGOadkzTjmnaMU07pmnHNO2Yph3TtGNdNsViS2C537CDi5nZb5gGLeXREr/hxdBiHi2iFvoNE6BKHi2g5lPzqLl+g07QHL9BF2g2dSlVwWvlPCqjSnlylt+gMzSTmkFN5y3TqKnUFD+nGzSZmkRNpCZQ4/2crtAlPCqhxlFjqTHUaGoUVcznRvJoBDWcGkYVUUOpIdRgyqMKqUHUQGoA1Z/qR/Wl+lC9qQKql5/dE+pJ9fCze0HdqXw/uwDq5mf3hrpSXajOvNaJz0WojnyuA9Weasc721IX8/GLqDDVhmpNXciXXUCdz7ecR7WiWvJl51It+FxzqhmVR51DNaXOps7iq5tQjfnOM6lG1Bl89elULp9zqYZUAyqHyqbq+/X7QllUpl+/H5RBpfNkGpXKk/WoulQKryVTIZ5MohKpBF6Lp+KoOrxWmzqNquVn9Ydq+lkDoBpUkCcDPDLKOSWrpv46dYv9yaM/qN+p33jtVx79Qv1M/UT96GcWQif9zEHQDzz6nvqOOsFrx3n0LfUN9TWvfUV9yZNfUJ9Tn1Gf8pZPePQxjz7i0YfUB9QxXjtKvc+T71HvUkeow7zlEI8OUgf8jCHQO37GYOhtaj9PvkW9Sb1Bvc5b9lGv8eSr1CvUy9RLvOVF6gWe3EvtoZ6nnqOe5Z27efQMtYvayWs7qO08uY16mtpKPUVt4Z1P8ugJ6nFqM7XJT+8I+X76cGgjVUU9Rj1KPUI9TEWph/x07Nf2IN/yALWB1+6n7qPWU/dS91B3U+uou/iyO/mWO6jbee026lbqFupmPnATj26kbqDW8tr1fMt11LW8dg11NbWGWk1dxTuv5NEV1OXUKuoyaqWfNgZa4aeNhZZTy/y08dBSaomf5kGL/TRsxrbIT2sNLaQq+fgCPjefmuenlUBz+fgcajZ1KVVBlVNlfHUpH59FzfTTxkEz+LLpvHMaNZWaQk2mJvG5idQEfrLxfPwSqoR3jqPGUmOo0dQoqphfeiQ/2QhqOL/0ML66iH9oKDWEH3cw/5DHtxRSg6iB1AA/NQL191Njf6Gfnxr7z7uvn7oM6uOnNod685YCqpefirnAevKoB9WdJ/P91IVQNz/1Mqirn7oI6uKnLoY6+3XzoU5UhOpIdfDr4v/frT2P2vkpRVBb6mI/JfafxkVU2E/pDrXxU4ZCrf2UYdCFvHYBdb6f0gw6j3e28lNiX6ylnxJbm+dSLfh4c/6FZlQeX3YO1ZQvO5s6i2pCNfZTYv+WzqQa8Z1n8J2n82W5fItLNeRzDagcKpuqT2X5ySOhTD+5GMrwk0dB6VQalUrVo+rygRQ+kMyTISqJSqQSeGc874zjyTpUbeo0qhbvrMk7a/BkkApQRjmR6tBYN8ZfoXHun6ES9w/07+A38CvO/YJzP4OfwI/gJM7/AL7Hte9wfAIcB9+Cb3D+a/AVrn2J4y/A5+Az8GnSBPeTpInux+Aj8CH4AOeOwUfB++A9HL8LHwGHwSFwMHGKeyCxlfsO/HbiVHd/YhP3LfAm+o3EPPd1sA+8huuv4twridPcl9EvoV9Ev5A42d2bOMndkzjRfT5xgvscnn0W79sNngGR6l34vRPsANsTZrnbEkrdpxPK3K0J5e5TYAt4EuefAI/j2m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oO86DnUAJfYHXMSylFUe6Y32Bwr1bPvqbVMzPUM8sDeH+IM0N9obXDWuFe/NlC3xbp12dAr8eb9P54PTNMvjHl/tUrT2XTMI9YKfLZpHlJdUzfDx8d+51JtWmi2MVJNWui2O9KqmUTxS5JqnH62KxXG9fx6N26p8k6ZXTs0vFig/YYHfs948b+2Rix548b++djxH7vuLFPjSEJ6yYtCX93X29vva+3v6K9PX3MtyeqKUwKpmlSMBPe++w9v/a1e2jUKVNUTjxwiv/nHhRFqnHzgBobJxQA1Y+PKRkjZMT+mxF1YiwqlZOgcvWeVD4xCSrX7kll5b2pON44qpYzKoyGQKWJU/nYpLhxLyrLJ8WNe1F5blLcuBeVFZPixkhdGQEaItUlQ1Q+Oilu3ItKxaS4cS8qz06KG/eismxS3NBTIZrUFQItrnmev8dbo7k2NpWqKVG5Og6VT06JyrVxqKyaChXKNSZ1YegveTXdhdAHJmgvR8rr6DcXTVIbJb/5wUlqoOQ3yyepdZLf/NAkNY0Ib85Aib7d4nvzFvoWyW9+eJJylvzmkknKVvKbH5mkPCW/uXSSMoTpm7zvHdN4u2ACyRlZt0e/+b5Jau7kN8smqa2T33z/JDV08psLJ6WHhmY69t1jRuYtLC7+PoPCGxO4Bv8A4RBHm51ZnMD500nMyNhGzbOyOVb9DKsNsVlINu5l/WxWkqxeM/lDMHtaCVqGzRWzuXnWe0NoPXWbqNuKRs6bPFCIveg8hRHg4EzaDhTRMcZ8WgKLacu0gmrhGlRLx0ONlNdb0Da0E7WgvaiN8uMQOopOoFNsHkimPTPhreSnFB4w7KJwI8D/gPB/Bsjj9LJwMRXwJgbFo4CfBvwXAHMh5CmgNhfguwB+CsI/lQgXnwfcB3gY8DUAZ0PMGIM0T19CvcJvhdtCvzAoCqIoGkWr6BF9ol9MEQNiuhgRM8W4+LT4RvEZcZb4JvHNYjF9j+Cb+H/xbQGBRRGbk2BtQYg6OlYadMkqwgP/ySDtT/+E8ZIcGKMH/zk02R78V+/r7W339faL9/X29vt6++v39fZ3qeSuwHQUi6uo/EboyLuU6qtyqmGX075vNVqD6lED2oA2oya0AzWjPVRXtKOD6Ag6jjrRaXQGnUMX0RV0Hd1E/WyyCytMGlk6RNDWfI4Tgw2hcAkgn/mugnCYVxbfBCH/AXBjAhfDunA+Uw7rJMJcgOVs7o/WO4a/FahxvBzgpyCE66Mg4H+feIrfoXtanoDot7ovAqQ8YXaIBmTSLB7fbrlpuWX5g+W25Y+WlxWDYlIsilWxKQ7FqbgVj+JXUpSAkqo8o7xJeZvyduXLylcVZtOChVSUmFd8G4VXURcSsAy6d7y50Dqqx9ZTHbYVbUe70G7UivajA+gwrTswp3wXuDsGfluH9wJ+FGAxwBaAYR0+A+ASHR0ePzeJTk8i5iDM+A7AjPYrnD1k6zTTqZuFxtLueAzt/qD0dmJN0A8hn0L62bjEvGQAFY94LiADfpmtLAk+wUdDPkW+DDPt30AZ5Ds0RxHzD80/RJnQZkVHUPNSP0hzV3sf9F751/1UD4do7a5Dex/Z919JajFtE5nt0HUqG84J1wmG6gYemANyWA0QVv54yN29iZC7oHXuTtPVgnASnDMa8rf0lB/wurETvZLeDKLaAFEuIaoRENUJiGoFPNgFdXI/wGsAuzQpTuBc/hsSIYPHdXhyyCGIHwd8Z4IC3o/XUt11mJaR737aCuzEfhzCUZyLp+GZuAAX4WI8Hy/Ei3EFbZeqhrTL3TUJrXN3WaIM75YnNNBdaBU0XbVXh+/SvauXiDW6OBtH09F0m/dR43wF7y60oAP7EmnWx0G+MfXpFs1+pGnY9uPrTMeCBQhhKyo0/EVdb4zPXkcn0JMJu5H3UkyFN52wR8CNLFSfeWn5++nPSrVkgD4P0p8N9gPYUQb9OVEm/blQFv25UTb9eVAO/XnRU/TnQ0/Tnx+9jv5S0OvpL4DeQH+p6I30F0TP0F8aehP9hdCb6S8dvYX+wuit9JdBe9lFtG2eS3+ZtNcyD9JZTL9TQn8xqudK6dfm01+cjtzeR7/5fvrLRR+gv6foqP6DVK98iP6epiPfD6N8Ohb9CE3FR+lvGnqW/l6PPkZ/09Fz9PcG9HH6m4E+QX9vRM/T30z0Sfp7Bv0F/c2imvRTNI0v0N9s9Gn6ezP6S/orQJ+hv7egv6K/OegP9PdW9Ef6K0Qv09/bDH9t+GtUZPgbw9+gtxu+aPgimmv4tuHb6B2GPxj+gOZZfk9F9J1KlkLTqrxfWYiWKn+h1KAK5bPKZ9Fy5YvKi+g55dvKt9Fq5TvKd9Cnle8q30VrlFalFf2lsk/Zh2qVNqUNfUb5kfIjVKf8k3IY/ZVyRDmCPqscVY6itbbv2qPoc/Yz9rPoLi3nXjoeYeuqbGU1l3JgMqMYjPoGme1lP+1BUDg4axhHtKdA4SCTrB8NljJ8QAEIuwcGwHL4zjd14WAbPQDtLJX5BCwehv3wVv9d1j64yUXJLfmkoJQmZUox6e+l/dIPZYecKofkDDlXzpdfL0+3fda2FmrKRHGz5JicPeINH9Kve7PVSLZex+y0EGjNDdRtpq6Juh3UNVO3hzpWU9upYzY9bO2Z6VBWk1k9PkPdOeoushzAzHsf1fcMfpTCn8KaA0Lc7pmOvtDXGT54Eb1bVxs7EJ9f10IGf8/q7uC/Qw0eq/Y+DXD0U/4tgPgq7kJEMNIyV+85Qu1GZ+kY9xLtsfahW+gOFrARq9iNAziMYzgPT8ez8Bw8F5fgBXgRXoKX4Uq8Cq/GdXgdXo834a14O96Fd+NW2m4coK0GHlwN2uxGQuPR76KxwnmPf4zw2eOEzx07XE9f06UQjneMHX/c8C33DtfTF+ZPGH+lLj70xLmtiBYe0IXPmCBcAP0+an1K7VNvUC2NkRVaizraXuhbiy9B/9uK+IpQAe0lFlGf1bX5iFmZYZhNrKA+s4iuos9r6JdqEV/bHa/F4NLZlRRyVoffGv1U2EG5hIVmKovFSSOdY+gkHSf1UB11AV1G19ANdBsNYILN2I69OIgjOI7z8Qw8GxfiebgUl+FyvBQvxytxNV6D63ED3oA34ya8AzfjPXgfbscH8RF8HHfi0/gMPocv4iv4Or6J+wUkyIIiOAW/EBKiQq4wTZgpFNB0fVuitY8EpFUUrgb8WwziNAalFxgUr8DTRQyKRwEPQMyfwNMWEqB4KTxdwSzuR+BdEOfTEIfH/wrDKc0EZU5tP7ylaPhwGnh6OE0NwlPyIoPy77T0M/gcwByg/Dz7+gj4lUQ4HtClhIe8g+EcigqD6NfAgZ/Cu3U6Oo0csjjCx8kbKG4ACi7po0M55VB6BvA3AVwBsJjjQEEPgYd6To6APxnmiUCliPdVPkE1uNnwb4YepBh+Y7iG7NCquumYPYyiSoHyFjRHKVSKUKHyKeVT6O3KVmUrmqs0KV9F71BepC3sO2HUbhsatQ/uFA+w2QthM4XH6FcWPGw9iY/hk7gL9+BefAFfxtfwDXwbDwhEMAt2wSsEhYgQF/KFGcJsoVCYJ5QKZUK5sFRYLqwUqoU1Qv3wbMcZgGDJp82j8NkXD8B/S4Tw2RctvC2hB7V5l/KE5tXiVELIOoAwthLA+oi2K+zpTYADurd4Grj1217dW3q4TIeD9tTmgWAsJgq6XPD5pNuJ+FrM6+PAiblRD/CWjg/14/BhdlLe9bmeML/o7zTONA/ZpApBgP+s+1ab7lvLNDrNkNpmyAWDayicmpXOGBauT5Y003QwDu4BjvDROJQKVgFyuzewqsYw58Gt1rXwTQDBLnBwcyIOzW8iDvCd9ogZvAwQZAXxFmubDt7U0TwHsDlBRw8pFxMhREdZl3ItVd/QpWpTgianP/ibJHxibnwGQn6p48NnkvjwjQQHRuQ9Odfj5BfmJTD6G4BvA/gjHeVNCchDtPAPJFKrcYNRm7o0j7Rz/7M0/1ma/yzNr5I009E++jN8zcI/MWnWVsWOPlHw4aX5SeTGRHDq0tw0pjQffzKkWYQ1IQ3CXJPIV+hhVobtLqUQ5qZEmLkRr+nCYfVIOA/hexJxCPCBn90jdCaoiRsgBNbaRZj1QvxpKbwFa0sijNjIdIDuxFsj4E90+FqIGQJ4B+CqxFPyrwDZjC2WQGORIzr6SfAe3IA+hujS8eGXY/OBc0Cfd32uJ84v5y1Pg0aTv3VR9y23jud7xk4tUJuqNA/tCxtzT9kTJtlQpzUIa2PaXjuwbhOeAxxmDETO5TuJcG1ED2NzcYUuDtSEwS9zbiSoidsh5A2Jr/C9uCKsLEofS4STIoBy4q0R8Bc6HPruJB/gFwCCrIugcUkOQJAMArJCunT0k+A9uPFzwDN1fPj5OHy4MTrv+lxPnF+N50d1NBsTNPm3ONS+tWLs1AK1qUs22zf2mpBsAexsNAhWOOJnAYeSwy8Czi2suOa2J8IxjKgEPlPWqYsD2pHrbHw9QU2AdWZhewJynS2A3YMIaw6aBloEcJbuLT38f3U4X53gkvEPgG9NPBV/D5DrbxhTcs2n0U+C9+AGjPOEZ3R8uDs2HzgHRuRdl+uJ86vxvEdHk9dhOfEt7YudOshTuzbxRaD2p6yz3wdcACh8F/B/Bwgjeq3t+wqE/AXAL+nCOfwchL9TF+dbCckWnk9QE0GDau2yRyfZ/z2sY7D4si4NLyXeGgErdDjsSef9EwnmIogt8ZT3TAikRMoG/KM6+slwYm7UAezQ8aFuHD58a3Te9bmeOL9aT+N9OprwlviF0ZzXvvXOsVML1P6EJfvPqy2P3WrLRzXOdCBtD4IQBHiv1ZYOSG0H5ILBNajjFUj2+GdMDJ0VxCzs+Ql3Ddo4U0DmUTaTX6OUvk6+gZ4i3yTfRPlkN60vr4M1/tebv2v+LpoOVpRvAHvCGUDlpeGd8WxPyBK084F+4cGlkNmnsP1zS9EutofiMUrjg8tjGEqaoArUjC7g8Gsqlw+GS0Na/uyToeW5JQ6HXHOJ0CbzcRH+I4SDbal24kt1Ihx/Uadr4DQVEexYNaufOp0WBmoirIQIoYTmRbDTge+wILDyoI33DgDcnnhrBCzU4Xw8zEeYvJfLRwd8DHYlAQnMf2hjywPjwAm5IVQAfDHBBx4yBh8aR+ddn+uJ88t5q6VhWeIt8dnEt7QvntDBpNQCtalq+Ve6t2EsW+8HtidNq1HnnowapZW6TvoF3pfhLXOZTg74zhxeuz4PcXjPKAyQnwb2rC4OpwlzOWJNUnw4z0qE0SnvffDer7a/6NsAq3R0wJJc62l/WxfzrwDCLiPRqZPX0olwjWYskV8BVkvJ2wGH3o0I9LU6DzMl+HeA814kjDZFWCHVdlv9b9IX2+Fpn+5bv50IH8ETHa7nCddTGHpYvF+m7Q3VfzdRplOtUeqwvWLDGBaLLLf3PrFqLMvdB1a7dFCEPT0RsOcd2p1ci4YsbaZ+UuFUz90hcFJiGexw9T+Q799vj2Bq6ZcQ23O8EDWhHugnPQ45eLQckKn0xGl7sA2dwV7otb8WePAoeTjU2l16Mlo7sQT0Ix9Ngw7l42iRa1I+lwnjU95/ERfqwlsB8l7bVYAfTLQlWhygo82r8/21fDYHZqm0+Uv4ugh73LTZJb7uxeeP0pNgmQ7nrRe0WCJQE2EMLoZ0OMw38ZySDwMOI3qiJOETckOAVQbhcoIPWkgyH+qS8q7P9YT5pXzrhzgdQLMD3mLw5uCN4W+16r51VUttB6T2CKQWLKdfwSzBI98nOMUW7r4gPohXUE6Zac186v52lY+3UxAldhFNCd51vpK37gXvtD2YOJOBd29rUEBWqn2sVNvaBTciVOcGkElIE7Jp+NPCNOQX3iS8CQWFNwtvQWnC24QiFBbeKZSgiPAe2kuLyf1yP4obBIOAcgzEQFDuQ6D4FJUG1ptndY/tKT1KHRuFnaKOrf+w1Wy2+srqKatdrL/K5gbvsIpGHe0NM0tA7KaO9hIw1RGY9lrZ+QGYjrEwHWNhWrsx7aViWk8wrSeY1hNM6wmm9YT1UjGtJ5jWE0zrCab1BNN6gmk9wbSeYFpPMK0nmNYT3Mr4OrhhHNgFEGbUYP/bEL6VydQg7I0Z/AjAX+rgS8O4NAjnqQ5+RQe/rIMrdXiGDu7UfR3u4tC+tVYXZ38SPD5RDdXowA0mg3tGxhf3UX2OxXZac5c9ju2o0CBsEDYLTcIOoVnYI+wT2oWDwhHhuNApnBbOCOeEi8IV4bpwU+inXXRZVJimlg6y9XXSBbtGDsJ+EQpxHoNSq/Z0HwsH+AbynwyycLGR3W+i7Wu5SmJshgRCntfCy1gvRLzCZp91O2CusBCcx+6Q4ZC/Jf0D4N0MEggXqgDfDN99kUHxCqTnZZYGcT7gkGb8nkTKJTeLySH5Hk8/g/IZwAOJt0g65KJMS1UjpPAAhf8htUMuaIjwVqmT4pdIJoX/CPt18lhO8esgvzMBj7H4shPo/EL83jAfOPwpiyN8jqQxbkPe/5e8keI/BgpfYVB6AfAwwJ06nKdtYgjpTIact+jXwGdXAo5IWzLshDhJUFYTceRv8vLVSjCm4QLyaXuMeunPjN+D34ss+H34fUjFH8AfQDZcjj+E7PjDmLbc+Fn8LHLh5/BzyI0/jj+OPLgGv4C8tFb8DfLjL+IvogDsTEqFnUlPKXnK69E7lDcos9G7lQJlLnq/8jFlOVqivKC8gJYq9Uo9+qiyXdmOKpTvK99Hz7IRAu6Gest2KX1BNCTdDPBplFiNmPq5+fx03pJkSlM7CWLK3/XC6bWlqO5+v/yQ0zkWn9morfkB8k9P79Xgi/774+TX+IcHm99heq9Sfoe/P15+bz/g/N5+lfPL+pNR+mWB9s9ZDxNOlBc+Jc1hs+rQL2H3f9C+ITlLLiIkOaUYskjPSM+gsLRTakEZ0nekVhSXvi+1oXy2zx5NkxU5Bc2QU+VnUJHl/ZZyqrm6lW70nPVH1h+hFbZa21r0cTZ+wbRPiGmfkJ0wj2mfkOozhGmfENM+IaZ9Qkz7hLiPrxdj2icUBD5DKlAdLLCzymifUKB9QjaTKdA+oTCdhs2ijvYJ2cwl7ZsigfYJBdonFJbwVQI2VhRWUZz2CZlVBVtbFmifUKB9QoH2CZl1D5vxFWifkI3+hP3UHaDuMGJ27Eg4SV0XdT30fy/1L1B3meLXqH+DutvU0dGwSKgzI7BMYrO0YpC6CHVx6vKpm0HdbOoKaZx51Kfja2h1yqm/lLrlCGyS2PqJuIY6NofQgJj1FNgPik3U7aB4M/XpiFjcRx1r1Q9S/wh1x1nLhsBuVDxD3TnqaPmxNR7xOnV0JC/282PamIUIG5cTOt4kfuromJ5Eqculbhp1M6krgDUhTOB0BrgnDMlwhpIEJxaQlwFvpqWVxnbrDjbD3XkvE3Zaaj+71w0Tia1798P5B4MMxyq81YcyIc4mFgJx+BkJg4TdfvdTwnqq3RJbPf21xO7P+6l2agJAiIPgLQ2Si0Nw8PdwsoIWB8LhlAUUIs9RWEBmDcO4DnfrINJgvg7ykOcSpzWMCJ+V6GlzXLwDIR0T9ckfLhy8OImYoREhcJIE5R/D333faWDU3g10eJn2QUlxnMP/1ckDD+mWs4dLfDzIJQGgsIJqBSwcodqr8EGfR0R7brV4LW7EG/EWvA3vxC14L27DHfgQPopP4FO4G5/F5/ElfBX34VtUU+GBFsNpyvf3MUjrSQ0dJR43wF2NcPYhMsCNRPJCHdxC3/pvLf5BgN+cCBreOPLdkVB7egbwIEBOuXAoPcPwx7q3qnRp2w3wbyHEmMB5uL6+yZHRIfrwMZ72jxMzOW36fPGnb58E/DxtrVR8k7cUVCo8wuuFNyCvMJO2DSl0ZDkbBYU5QiFKE+YK81BYeLfwbpQpvFd4L4oKHxQ+hrLET1KtO12+Lf8RzZRfNmA0yyAaRPTWh0a38FWZ70CYtm2Ytm34MHW0bcO0bcO0bcM91NG2DV+g7jJ1tG3DtG3DtG1jllcCbTQEM5snoo62bWwNVKBtm0DbNoG2bQJt25htFuUFopxAAm3b2Housw0TaNsmLKeOtm3M8pat2MLeq9/JFlYDGKSak45t7/4zryvk51CqYElFYH6D/AwNaXhZGgCc9poGXyLfB5zDVcPwE6RV9+5LNOZ1kZ0yiPjtpBySQ6PeGvrijyDOhwCHM/Q0arW6EIhDPqeDL+lwmNuh/H2AkNPUcqSHe3Swa9KQUpMKJBUJ0jy2mnK/+k8QBCOtIW4hIISFmJAnTBdm0ZoxVygRFgiLhCXCMqFSWCWsFuqEdcJ6YZOwVdgu7BJ2C63CfuGAcFg4JpwUuoQeoVe4IFwWrgk3hNvCgEhEs2gXvWJQjIhxMV+cIc4WC8V5YqlYJpaLS8Xl4kqxWlwj1osN4gZxs9gk7hCbxT3iPrFdPCgeEY+LneJp8Yx4TrxIx/nXxZtiP6F9H6IQJ/GTEImSXDKNzCQFpIgUk/lkIVlMKsgKUkX74bVkLWmE09a2kZ2khY4W20gHOUSOkhPkFOmmfePz5BK5SvrILcLa+z7ayrCVdNofoi0Qw82A9wJeDfjnAbcCfhLwEsA/wXDaT2J4PYQ/BfiPAX8X4AcBn5sUvxbC1dH4YD7DB/ltaD/U0WnQxU/+rhPwDl3aNgEeAfxvAYfTKdB+wAsALwU6lwFfrMPbdGlervsWp+lPoq9Pz3h4N8TfkhTeCuGFgF8GvHJCnk+GV7VJaY6MTv9gnYZ3TBB+P7JxGvBnAf8W4KVJ8qCPMxl50MvAeOU+XlnfT/l+UBdHzwd9mnXfGpHm8fPVD3E6RuKT4m0ibVNdzRu6pZKN5Nn8ID9BO7kvLA6fLDt0ZvNfIr7e/3DtRZi1yhLE7kL2Jn33Ua7ZvxI7F2YlfAol7FweXMof55w/KDm5vzw+TpJzvzl5LcnS/fLiwUjX0Ozw4yIjQ+l57ZT0UI4eWHnB7PaDo3YbYbFIaKOQ2RwvfFxObxSKhGJhvrBQWCxUCCuEKqFGqBXWCo3CRmGLsE2ANXU+H6LBXToIsx9szmRwk4Hd4f1r+SqF52Q2098n76DwDouDCZstwYTN1VB8F0D27kmAfYYMgGwWqItT5rM6EswDavOncCubYSMant/gMy3ajA2fLyrRhUOI1AfhMG8j1SagfmZJm1fZraMDT6UXGBQ+BZCdAopEgw7C2oMA4212Nuco+O0EpL1XBgt18GACCuW68AsQ0g54pQ6emhCyt1YJ7M7MPuN2xltjKnD4NOArhnDK7esQpzgRYlQAbgfYMgw7jHVUwv10pPZrWMVwIbPkkbxIkfxSKlKlkBRBTikqZSEfrG6kwOpGQPqOtBdlSK1SK8qCNY6Y9AOpHcVlRbajXNkpp6DXyUE5DT0jp8th9CY5LuegN8tPyU+jt8ivk6ehQvkNw+sg74R1kPfAOsh8W62tHm5VTHnoaYrIUZomlrI5kLJCSNnbIWXvgJSVQMoWQMreBykro/1zVs4IL6duJXXV1K2hrp66Buo2ULeZuibqdlDXTN0e6vZR1w6ygPAR6o5T10ndaerOUHeOuovUXaHuOnU3qetHsGVOkKlTqHNSR3U32w0iRKnLpW4adTOpK6CuiLpikEwkLKRuMXUV1K2groq6GupqqVtLXSN1G6nbQt026nZS10LdXuraqOug7hB1R6k7Qd0p6rqpO0vdeeouUXeVuj7qblF3h9YUmljRSB3t7YtUj4oB6sLUxajLo246dbOom0PdXOpKqFtA3SLqllC3DOoknxvl86Ewyy7NA/h3DDK7g3FXUQZp2bPVkk0Q3gD4NghnIT+V2O7CbqD/a22VhmsKmNmSzCgx9/OfCb0AISHCdHsBsQ/De62NRHVweG1kVIgO8vWQQd06ycODgxd18NpQ+ODvETvf9WntTo7J02Q7F2EdA5tgtYqwUtB4PqiFcLx2OFxbx4BSGAcaDhvo2NHQDXNv99m2CS3CXqFN6BAOCUeFE8IpoVs4K5wXLglXhT7hlnBHFESjqIpuMSCGxZiYJ04XZ4lzxLliibhAXCQuEZeJleIqcbVYJ64T14ubxK3idnGXuFtsFfeLB8TD4jHxpNgl9oi94gXxsnhNvCHeFgcIIWZiJ14SJBESJ/lkBplNCsk8UkrKSDlZSpaTlaSarCH1pIFsIJtJE9lBmskeso+0k4PkCDlOOslpcoacIxfJFXKd3CT9EpJkSaFa0U/1YFTKlaZJM6UCqUgqluZLC6XFUoW0QqqSaqRaaa3UKG2UtkjbmH6U9kptUod0SDoqnZBOSd3SWem8dEm6KvVJt6Q7siAbZVV2ywE5LMfkPHm6PEueI8+VS+QF8iJ5ibxMrpRXyavlOnmdvF7eJG+Vt8u75N1yq7xfPiAflo/JJ+UuuUfulS/Il+Vr8g35tjxgIAazwW7wGoKGiCFuyDfMMMw2FBrmGUoNZYZyw1LDcsNKQ7VhjaGerxpTCBbc2i1qySGw01q7ae09DGo3yPPzFbkVM9+lzfcugY025k/5jexgJa3dgfQ1gPy+Jb6j6tMAua0030MEZy/wE1+S6WDYAwV2xdqp3to+bE45C0IgjnYixqfH+Raci8HPEODf4ifuDMA+vbs/g3f5LjC4yYmf5ZicU76/SXgdxPyFLuVPw1ufTKRHSIXwf4JwsCUfhD1KA3AGD98vhvm99fz0iW8B/JIO8j2KfD8ht3DnOxX5CVH8DARuYw5fET48TgonE8JPEgFLdkEeJw7f0w88x/8CX4fdpALg/CQefqqQdq6XGSDfI8rPheDnP/Abud6kkyhODc5SEeDMFH5SkWiBkO8BZX6CFj8xg58qxPeO8hOApHH484pCHl5N4XvuMD+TgO+25bcdws03GG4yTK4XyW+9snqRXAsmJfOTkPCHJ89j6Jbkshgn7/oUanub+b7cnLF5OAZXk3VLcsgrkoSknE51LmasO8JZfcmnz9h4fzZ1hYjtWsQwai6jjo2P2G2my6m/8kH0dORimXUX2F0KWfQrm9FpdAO78Uw6rq7DO+nY+QLtR8wQFtG+wg7hsHBeRGKEtvkrxA20XT8lXqdt93TaRq+nOe8k1ySVtrU1dKRKkBP5Ya/h0P0wWDrHepXSOXY3PCllOFnLcOE6szagfWBmk9sv9iB2y198LAqmfGYjbKhit8YYgqy3KdUOypTORXk9KzOG46USK7O8QXYTtxnZkZedayGG2YhZPAD3mVxm38M3B/9rRIxGNl6m9N89HKMepehjCIeBRhnQaGbjarxlFI0w0GgEGs1sLI5LxqTRCDROMh4IzsHouDQusxg0L9Fx0wE0JkwHp8HSISIVuYdvbR0qgxcnKIPxcz/tnrmfNpnc01KQ75XypBhL75H7Rmb3kZT7ETQMa+5BYw7EmJjG/HvSmD8xDeEwm3OZiIbQCzEmpAE8DcMNSEADXR6zXK4MHL0HjfuXqD1SfEiixFxyfGKJGlUnd9MYF0Z9dQV89aj21d1jlIIygkbbGDTKRtBoGyP319mcGm1ZOY08VvNH0VAgRrVGg8UopDTupeP03JgzJjfGoGCYyzSLYS+LKbmB2gKgEJYHoIzYzgKVjYenTgFugxlNQUAWS4WlAiHLcgttVSwnLP+KBKvP6kNmtVB9D7LYKm2fQCn2X9p/iVIdKY4gCjoWOj6Awo7nHc+jiGO742sok9k3vQIr3wxUJMflZ9C7YCbpQzCT9FGYSaoAW99n2X5F3EId7bmy0x1wBxrP9hfrbH8x7qM+t/2Fs/d0tr9IYLfMhBHW2f4iYRZ13PYX62x/sUD7NzrbXzQJ2188ge0v7KbV2f4izfYXj7L9RWPY/mKd7S+cz6LZ/kJfRbP9xeJy6idsf7FYT/0G6rjtL9Zsf9Eo21+ks/1FYid197b9ZafDsT259zcbxe83089J8bvO9DNTmk3vOPNTI+5Dm3iuitv06mashmx6H8i81bBNb9LsFe9tJdv03mMm6+MTPp0k5De/jQjR3QKnzWdxO9uxZrXGuy9uPPiQ5rn0N9GZC8wqIuZyNuc11V19olP0iyExKuaK08SZYoFYJBaL88WF4mKxgvZpq8QasVZcKzaKG8Ut4jZxp9gi7hXbxA7xkHhUPEH7u93iWfG8eEm8KvaJt8Q7RCBGohI3CZAwiZE82heeReaQuaSELCCLyBKyjFSSVWQ1qSPraB95E9lKtpNdZDdpJfvJAXKYHCMnSRfpIb3kArlMrpEb5DYZkIhkluySVwpKESku5UszpNlSoTRPKpXKpHJpqbRcWilVS2ukeqlB2iBtlpqkHVKztEfaJ7VLB6Uj0nGpUzotnZHOSRelK9J16abULyNZpnrXKfvlkByVc+Vp8ky5QC6i/f/58kJ5sVwhr5Cr5Bq5Vl4rN8ob5S3yNnmn3CLvldvkDvmQfFQ+IZ+Su+Wz8nn5knxV7pNvyXcMgsFoUA1uQ8AQNsQMeYbphlmGObQFKjEsMCwyLDEsM1QaVhlWG+oM6wzrDZsMWw3bDbsMuw2thv2GA4bDhmOGk4YuQ4+h13DBcNlwzXDDcNswYCRGs9Fu9BqDxogxbsw3zjDONhYa5xlLjWXGcuNS43LjSmO1cY2x3thg3GDcbGwy7jA2G/cY9xnbjQeNR4zHjZ3G08YzxnPGi8YrxuvGm8Z+EzLJJsXkNPlNIVPUlGuaZpppKjAVmYpN800LTYtNFaYVpipTjanWtNbUaNpo2mLaZtppajHtNbWZOkyHTEdNJ0ynTN2ms6bzpkumq6Y+0y0Trcv8PEEMJ/pgGK3CnY/jh8NMEoLzeBCM2gfhFOkRczPPwlOYUeBn7WA4RwfDST8I5lHQPwOck6AwCOfZ0p4JC/8xwI9AOD/BNGk+TxuL85MQ/xEgjMjhLsrx6cNJ53BmgDbCHrgA4XByBIIzRNG74Cmc9TBifgJG2PzUlnHTA3NsmJ80DactwF5vPAic1M/23QEeYr5ODyc5oTdCzJaJ+KadL/l+CIHZDlQBIXAWJH4KQmCOZPDTSeG/AgjnWcDIfMSM4F24K0Y7sdoHcYCrCObDhCaADnj6q4Rs8DOQBEgh/m4infzkSu1cYj4PAbNx2omTnALMRqBrE+ZriuFsFz8N5ydswmwTenFCOqcAQokjfjMPP4GZz3XxWRYoNX6jjnaOBo8DJzxjfl5U0pwinqf77lt1/OfnLUOd4icqYy5pb4OQpFlPXADx+VnKcPqvAGfQYrjJZ4xZpW0T8v8Bhb9aegPDGcNwvgeGE+aGbl7i7wJNBKdPD/KzvsbRD+PSeVD6YRw9MOX6PsV6/WrV33H17XjyMB4/x8lX8hwnl5Nxy2u88HHKa9zwByS34/BtqnOu4997y8+JYzOuAppHHT8nbmjGFWszrgKqpv4aJKJ66hqoe1jnxDHMDRZXYQhj+5r4LUmY7NVmj7+m5cQMObHc8y0Kzf9Xt2t46CS6ZOpT3As8THXib3c+lG8PUWX7rv2jKZr/ZcQ3S0Z9c+q72ifmvR9sCNle7HX38Z0HnaoAnJs3n8psq3ai06NI14POxYMrQb3EDpVY2X2V2P3Wm1dPbvSpSMhJwyOUk/vl3ZMj3fpUB+EkxwW0r8V2GV94rNP9ysvmwdbZzseizo5OxatTZzufyDqbnOonoc52/knU2c4Rfbji+6tZSf2u2kcpm8NfT9TRvY9vadHUYke/4wQyOPOQgt73Z3tHZu9oaDBsMGw2NBl2GJoNewz7DO2Gg4YjhuOGTsNpwxnDOcNFwxXDdcNNQ78RGWWjYnQa/caQMWrMNU4zzjQWGIuMxcb5xoXGxcYK4wpjlbHGWGtca2w0bjRuMW4z7jS2GPca24wdxkPGo8YTxlPGbuNZ43njJeNVY5/xlvGOSTAZTarJbQqYwqaYKc803TTLNMc011RiWmBaZFpiWmaqNK0yrTbVmdaZ1ps2mbaatpt2mXabWk37TQdMh03HTCdNXaYeU6/pgumy6Zrphum2acBMzGaz3ew1B80Rc9ycb55hnm0uNM8zl5rLzOXmpebl5pXmavMac725wbzBvNncZN5hbjbvMe8zt5sPmo+Yj5s7zafNZ8znzBfNV8zXzTfN/RZkkS2KxWnxW0KWqCXXMs0y01JgKbIUW+ZbFloWWyosKyxVlhpLrWWtpdGy0bLFss2y09Ji2Wtps3RYDlmOWk5YTlm6LWct5y2XLFctfZZbljuKoBgVVXErASWsxJQ8ZboyS5mjzFVKlAXKImWJskypVFYpq5U6ZZ2yXtmkbFW2K7uU3Uqrsl85oBxWjiknlS6lR+lVLiiXlWvKDeW2MmAlVrPVbvVag9aINW7Nt86wzrYWWudZS61l1nLrUuty60prtXWNtd7aYN1g3Wxtsu6wNlv3WPdZ260HrUesx62d1tPWM9Zz1ovWK9br1pvWfhWpsqqoTtWvhtSomqtOU2eqBWqRWqzOVxeqi9UKdYVapdaotepatVHdqG5Rt6k71RZ1r9qmdqiH1KPqCfWU2q2eVc+rl9Srap96S71jE2xGm2pz2wK2sC1my7NNt82yzbHNtZXYFtgW2ZbYltkqbatsq211tnW29bZNtq227bZdtt22Vtt+2wHbYdsx20lbl63H1mu7YLtsu2a7YbttG7ATu9lut3vtQXvEHrfn22fYZ9sL7fPspfYye7l9qX25faW92r7GXm9vsG+wb7Y32XfYm+177Pvs7faD9iP24/ZO+2n7Gfs5+0X7Fft1+017vwM5ZIficDr8jpAj6sh1THPMdBQ4ihzFjvmOhVTPVDhWOKocNY5ax1pHo2OjY4tjm2Ono8Wx19HmYCuRzTCrAjO52i1MfFYXzi3Grwf4CdCnfYk4JJrAtTOn4fx/fsK/Zv0Ls7f8fGWO87s0tDlQmFtEYA2o3cV0WodzO0l+GwrcxYA+j4ZniMTOBM5vecB85hosS9FJCIc5aGJP4NodEHCGNIYToBHki9/yoFlp6m58QP2Aw5nQiN839W+6L3Ic5qb5jBvmd7v/WPf1gO7r/NRtmK3DcKMrOghP+c0iV3Q4v3sC5lXxqimmsxZwuAtDu2OG34vxU8BV3Vs8Jr9dM5zAuZWjFpPPSMKNo3wOjts98pPCuS3lIJQXgvl39EOdhAR0EpKc9wZ4OluXd45/S/f1172iMuJnga9J4Nq8J9y1geMQE0715rO0miSv06WzRMf5TfCU32B2XofDXX44ApDPcv4tPIWvaHei8pjc0pXPbC6AmHxO06ijyW8D4SUOKxYYao02K81PTz+QwAXAEZx0DlcLsxMV0NB8sXg0gfMaNyJmm47bvB7x2zcKdVIHsgG3Y2j1UZOlgwlZ0jgf1nEJ7lKT4gmcgFUwn7XnKzpaTJj/JVsTOL9zROPnjES5cx7y25C1e+d+q/v6Cw8tJtwzqsn8FR0OVtB4C8CZU6TZquP2HR3O7xnl/F+dKC9eKyWQGb5SRbj1cmUCaloR1s8Ivx8P1sAIhjhJWpFbMksgY3yfBeG1Q68VofS5dtXuZ+FaFyz5tboJMTXNAOflE74yNzMhV2NoBviiNE/3dd5S6DVDrY6fG3Rf/93YUqdx6YgODybJkk4+5RAyUxy0NL8BXC+f2q1aOkkWDSMkmbWYLQ+N5muvheVf5PclrUzgGNaW+NoPBl2NuObnMtyvwysAL9XFnHy7Ofmvv7rt5uRbw4fRxj2Mluu11x7x9e+/gzhwdzXth7CTf36j+zrvh3D6cI8ov7+d41refwAh0GMcvKzlqGO4ZeG3iUKJ8J0sCO6rQyUatzuGJYTj/M4vfrP1R3RSByvKZFFC6sT1SVI3VZmfREx+etIEMt8BX++fUsypcimm4xK/l/V3Oi5xDcZ1AtzXOtxT7RjWYMBDTYNxCVkDMbcm8CQJEZCR7GHtGaxJY1iTToc16TCsSefCmnQ+rEm/C9ak30Op+0iN7k6Xz5B68tmke102ky+Tb2p3uzDbhMSKNNZWpFl+ZLgpdAMiaDP1m5CIdtA0NUNbgRG7Sb0ddCdGR5CE2N0NnaAhMWLnfbIztWC/M+T51Yf62cgCCGOWu3xd1zbqFhzGKf39NwIyk78ftgtIM7eb25OsA7rQ0+bT5l70jPkcLZUiKJV5UColo+Yuq0Z8farze48mrYmZzp33kdrHM2+8HOaguVOUgsmv16/SbtN8WGU8lTX6XWj3Y1SCk7U3mWoNHWuN4OHWs7HXBR6n2pLMk1cq82PZFjwaGR97Zf5xlOnkder74fboVeFHx+3kNdXHldudo7hdNUVuTzUfD7JdXXVfmuLxzJteYk49RhLz6pVzYVK9fdCpnXxPoPo+6/GjT3nCPqIZTvF7UiVqsraID1uDjdVjebz0kD6Frw1tkpyjIu0G0oevFTDMxfMvjKxRNdp9JI9VyY+Z4hAywA3j61CLdmfKEywJY+bw0bYUY/WnH8+WYWzr1tdCS5A8mnqUpT+6f//4ln6yneRrpfRZzvjuEqc2P5kod0y+iXBgWcouCiuRIk7/807qqe+kNgtmo1k1u80Bc9gcM+eZp5tnmeeY55pLzAvMi8xLzMvMleZV5tXmOvM683rzJvNW83bzLvNuc6t5v/mA+bD5mPmkucvcY+41XzBfNl8z3zDfNg9YiMVssVu8lqAlYolb8i0zLLMthZZ5llJLmaXcstSy3LLSUm1ZY6m3NFg2WDZbmiw7LM2WPZZ9lnbLQcsRy3FLp+W05YzlnOWi5YrluuWmpV9BiqwoilPxKyElquQq05SZSoFSpBQr85WFymKlQlmhVCk1Sq2yVmlUNipblG3KTqVF2au0KR3KIeUoHX2cUrqVs8p55ZJyVelTbil3rILVaFWtbmvAGrbGrHnW6dZZ1jnWudYS6wLrIusS6zJrpXWVdbW1zrrOut66ybrVut26y7rb2mrdbz1gPWw9Zj1p7bL2WHutF6yXrdesN6y3rQMqUc2qXfWqQTWixtV8dYY6Wy1U56mlaplari5Vl6sr1Wp1jVqvNqgb1M1qk7pDbVb3qPvUdvWgekQ9rnaqp9Uz6jn1onpFva7eVPttyCbbFJvT5reFbFFbrm2abaatwFZkK7bNty20LbZV2FbYqmw17AQXW6Nto22LbZttp63FttfWZuuwHbIdtZ2wnbJ1287aztsu2a7a+my3bHfsgt1oV+1ue8Aetsfsefbp9ln2Ofa59hL7Avsi+xL7MnulfZV9tb3Ovs6+3r7JvtW+3b7Lvtveat9vP2A/bD9mP2nvsvfYe+0X7Jft1+w37LftAw7iMDvsDq8j6Ig44o58xwzHbEehY56j1FHmKHcsdSx3rHRUO9Y46h0Njg2OzY4mxw5Hs2OPY5+j3XHQccRx3NHpOO044zjnuOi44rjuuOnodyKn7FScTqffGXJGnbnOac6ZzgJnkbPYOd+50LnYWeFc4axy1jhrnWudjc6Nzi3Obc6dzhbnXmebs8N5yHnUecJ5ytntPOs877zkvOrsc95y3nEJLqNLdbldAVfYFXPluaa7ZrnmuOa6SlwLXItcS1zLXJWuVa7VrjrXOtd61ybXVtd21y7Xblera7/rgOuw65jrpKvL1ePqdV1wXXZdc91w3XYNuInb7La7ve6gO+KOu/PdM9yz3YXuee5Sd5m73L3Uvdy90l3tXuOudze4N7g3u5vcO9zN7j3ufe5290H3Efdxd6f7tPuM+5z7ovuK+7r7prvfgzyyR/E4PX5PyBP15HqmeWZ6CjxFnmLPfM9Cz2JPhWeFp8pT46n1rPU0ejZ6tni2eXZ6Wjx7PW2eDs8hz1HPCc8pT7fnrOe855LnqqfPc8tzxyt4jV7V6/YGvGFvzJvnne6d5Z3jnest8S7wLvIu8S7zVnpXeVd767zrvOu9m7xbvdu9u7y7va3e/d4D3sPeY96T3i5vj7fXe8F72XvNe8N72zvgIz6zz+7z+oK+iC/uy/fN8M32Ffrm+Up9Zb5y31Lfct9KX7Vvja/e1+Db4Nvsa/Lt8DX79vj2+dp9B31HfMd9nb7TvjO+c76Lviu+676bvn4/8st+xe/0+/0hf9Sf65/mn+kv8Bf5i/3z/Qv9i/0V/hX+Kn+Nv9a/1t/o3+jf4t/m3+lv8e/1t/k7/If8R/0n/Kf83f6z/vP+S/6r/j7/Lf+dFCHFmKKmuFMCKeGUWEpeyvSUWSlzUuamlKQsSFmUsiRlWUplyqqU1Sl1KetS1qdsoq0O3M3IbcK45Q2Bfdt8HVripxHA+jqBHdsi2HkIsFqsvVs3GpdqBxppiMwgp8xtdPS4FnI0gfOvc8uScfGXgKYA9PXhcC6kGB6oHomLZQObh8PX6nKqw7UVdzIRjusZHbyeQVKh0a8bshdB/QyXYG2brwGLYIXDrSX4qrZwGCgsBQpRHVf1eIUuhbCfm8xKCl+dCBdXDCwZtnUAu4TxcF52PEccxzsgJTz8pK5k20fjQvndXpb3u7eHyp1brelxvprOS3PK+D5ISRGD3EaNWxtw3tJ0srKDdXR+zqwe5zniq/6kOsElzQ5Aj68YWwJ5eWnSy8+f/Wv2Rc1WsjHxLjrJuK1Jl8LiSM2JNGi85afTbk+UKTsbC2H5oL4cE6WmLyPpCNDfzyC7+RDkioWUDvQMpUQr2SuaRC1h1jbsHEutLLhFSyPQ13O4U8eH4rG5ynNE4ZKhOqXZQilaSuhTE+zgN4L1gxFO9TCA1YXUDe9CLTMCTXk38OckfEWnGfR1aoSs6lLLrVsMYBuk1alxaree2+IV0AwzAOpxgcWkvKoeqqfJudDTlGu0/K4YVe/G0XXjaarxNMnENVSvaTXZHqfWCBsH2J0TBxkUytmZpUKMyckILVcBXDoLfJiTkAH+RW5xpc+LcB14VQ6lqUubviYKQdC9xxkUYvwkQtB+/VpdTpQ4r2vcppPbjc3V5LZ6+Fv8fI7f6XIHkB3jPJKfek0r+5mUSghqh45XI9LJOfxzneTz03jBwpVbr5K1upyeSIKHEzS1ugAnMuOZCWnXIOfqLqg7vVwmIZzrn2qo0SRRvhosBLib11yNGo0pQ3sh9UENOpego6X2QKJWSnD2jGaXdimhtTTb7iGZZ1/fzfHEU7EnQQffhDiQLw65tagwG0LWMxshvAW+fjTBB84lnh5pk67EY1p9HK6tWonvAmjklAHy0ztO6/Rho66M5iRqN08hrdHVw08PjKZmWAcpAU1lBEs7zer3NHASLKqlbZCqlYlaxjnA2zvyJYjZmihTzeLQz0skkUeuD/Wan7eVWmvINSrIhlCFe4fbi5OJ+EMQ4lyA+Nwa8nlIoR04X6+TsU4IWQo6aiHECWjly8IhhEoawwt1b/UABL5p2uA4wA0ASxN0aC2bPlzXYkBHBfpch3cBne06jaErL03+D2v6gevbHtAkPZCSzaCvNo/q9c0HmkNt2XB8CjcPh5/mPEyUWrKm1b5bpWmVFsBbRn5Xq3FQjiNakKQ+odYfGKevyPWS0Mu0Hy2LliGo1/D6VonjnCZvy3geOU1MEmnguHBiAE51BT5shFLIA8lp0NX3cfARrdWexHcpTzi1nuHWsGm0hp8MPtSWQap0+Bh9y/pE+LAM90D8HjSyb7kO0uPk0psIHy/OyP4npKQSwiF3VEf1QHyu8ZYM92dAM9M0tEDMllHh47WwyxLaTJ8GfR91Cvj+RAjvT+rxcfu6axOyxPPIW3leXzgfOB3+rr6Xpa+n4/ZeJo/fD53ORJ2lHK6d5Fhv0jinObLHxaUUeMJlfu4rkfkR+P3Q0b3L9ZV2ktx9jJv0dEb0fLje0HB9uE5O4IQ8Arbj445GjyfKUd+v4KffaS31bV18OZESTdqBmqaXeHvRo3t32eiaor2bn/iu1rLoWw2+EwM0udbGHRhR7nVoxPiL60atZ3I9IRu8/zBG282/EkukStsVw/lWnJBqTbahldF6FPqcNupyMSHUWsbTidzpoXZCG+xK4rt6UN/oHI0HNZlJhnDSpMGZSK3WNnE9f4xpyBF5hDgGGC/wXpAmUet03FiZhK/k3NalH/bCabutOpNg42iYLJP6dkGvJ/Ujem03yw59D003cg/ryv00jGJ4f2OceSqtB8i+LqAwkuCENyd6CZnRj9Bh1Ib+Gf0bake99PdT9Ct0Cx1Hd7EbncM+HEM38VM4DxP8OrwPy/JuuRs3GiRDM/6h4TuGAeG9pnea3in8PbM3ElrZuobwPdNh02Gh3fQT00+EH1p+ryChQzEoYeG4kqXMFc4rpUqpMKC8X1koDCofU5aLWPmE8glRVP5CeUEkSr3yWdGkfFHZLlqUbyt7xVSlVfkHMUP5kXJMzFZ/o/5GfD1bZxLgdkdER4woPngL7uOcheYgZo2CNUuUz0xiDWx4HW5qN8fep42ViGajQjhVhK2irZliajESyE7yzUeeagFSzdIsDFvePDweP1qrN1YilWiVViKTz9vU11AfvbQRVIBWou1oF+L3qZ96SLl7EnghAi+qgRPCsG3W41LSj1bmCdjs7YA9UUFKrwvdeYIl41HriwJUhEo0OaqFPWWPQoc/agnhtaVW0xyTz+UrKfFXq12ThuvBXqgJfAfg41IPXi2ucO1Qg+o07bD3oXHlSaoREli77UQtiN3lEaIUz2L5NSAtj5aLI3uSqx9qT3Ji+/XRenztI9HjE6dJgDSxFIk6+8bHo6d9b27qe1eTT/nD7yFMnPLkvlDPY1SrH6zEc73O8inqbFIfj1J6kNJIhnU109QiOo0GMHliS/XB1lO2u7NUkwF2HmjbY9h/nUyN1fdPJp+HR9eyTpyHMXoT6PxjJKEPI89E2y9Qr9XK1oeY58dFViXYN8XaQ7ZrKUxDerERq098ST9IHj36PuHQTpZX58udr3Lvcyj3r3YaOp+IHq+eW493D3copa+9Hm2iDF5rPdhEmf2p91gTOvlJ0AidT4xG6HzNaoTO16xG6PyzRhhVxk/KmHVkG/xkjFGf7DS/dseU+hZxpdYibkcnHpNV/PvrS/+5Rj+K2vFanmX609IAj8rCDWvn/rwadmpD3358rc303Hk8bcaGUvjasfxK8Py1Yr+VKKM/VSssfZk+7rZUI2vU420RNZTW16Jd08ha89qyTkqU259tjDgv8NPHns5HQn4AKUK3pcSywLLIssSyzFJpWWVZbamzrLOst2yybLVst+yy7La0WvZbDlgOW45ZTlq6LD2WXssFy2XLNcsNy23LgEIUs2JXvEpQiShxJV+ZocxWCpV5SqlSppQrS5XlykqlWlmj1CsNygZls9Kk7FCalT3KPqVdOagcUY4rncpp5YxyTrmoXFGuKzeVfiuyylbF6rT6rSFr1JprnWadaS2wFlmLrfOtC62LrRXWFdYqa4211rrW2mjdaN1i3WbdaW2x7rW2WTush6xHrSesp6zd1rPW89ZL1qvWPust6x1VUI2qqrrVgBpWY2qeOl2dpc5R56ol6gJ1kbpEXaZWqqvU1Wqduk5dr25St6rb1V3qbrVV3a8eUA+rx9STapfao/aqF9TL6jX1hnpbHbARm9lmt3ltQVvEFrfl22bYZtsKbfNspbYyW7ltqW25baWt2rbGVm9rsG2wbbY12XbYmm17bPts7baDtiO247ZO22nbGds520XbFdt1201bvx3ZZbtid9r99pA9as+1T7PPtBfYi+zF9vn2hfbF9gr7CnuVvcZea19rb7RvtG+xb7PvtLfY99rb7B32Q/aj9hP2U/Zu+1n7efsl+1V7n/2W/Y5DcBgdqsPtCDjCjpgjzzHdMcsxxzHXUeJYQGVpiWOZo9KxyrHaUedY51jv2OTY6tju2OXY7Wh17HcccBx2HHOcdHQ5ehy9jguOy45rjhuO244BJ3GanXan1xl0RpxxZ75zhnO2s9A5z1nqLHOWO5c6lztXOquda5z1zgbnBudmZ5Nzh7PZuce5z9nuPOg84jzu7HSedp5xnnNedF5xXnfedPa7kEt2KS6ny+8KuaKuXNc010xXgavIVeya71roWuyqcK1wVblqXLWuta5G10bXFtc2105Xi2uvq83V4TrkOuo64Trl6naddZ13XXJddfW5brnuuAW30a263e6AO+yOufPc092z3HPcc90l7gXuRe4l7mXuSvcq92p3nXude717k3ure7t7l3u3u9W9333Afdh9zH3S3eXucfe6L7gvu6+5b7hvuwc8xGP22D1eT9AT8cQ9+Z4ZntmeQs88T6mnzFPuWepZ7lnpqfas8dR7GjwbPJs9TZ4dnmbPHs8+T7vnoOeI57in03Pac8ZzznPRc8Vz3XPT0+9FXtmreJ1evzfkjXpzvdO8M70F3iJvsXe+d6F3sbfCu8Jb5a3x1nrXehu9G71bvNu8O70t3r3eNm+H95D3qPeE95S323vWe957yXvV2+e95b1D1YPRp/rcvoAv7Iv58nzTfbN8c3xzfSW+Bb5FviW+Zb5K3yrfal+db51vvW+Tb6tvu2+Xb7ev1bffd8B32HfMd9LX5evx9fou+C77rvlu+G77BvzEb/bb/V5/0B/xx/35/hn+2f5C/zx/qb/MX+5f6l/uX+mv9q/x1/sb/Bv8m/1N/h3+Zv8e/z5/u/+g/4j/uL/Tf9p/xn/Of9F/xX/df9Pfn4JS5BQlxZniTwmlRFNyU6alzEwpSClKKU6Zn7IwZXFKRcqKlKqUmpTalLUpjSkbU7akbEvZmdKSsjelLaUj5VDK0ZQTKadSulPOppxPuZRyNaUv5VbKnYAQMAbUgDsQCIQDsUBeYHpgVmBOYG6gJLAgsCiwJLAsUBlYFVgdqAusC6wPbApsDWwP7ArsDrQG9gcOBA4HjgVOBroCPYHewIXA5cC1wI3A7cBAKkk1p9pTvanB1EhqPDU/dUbq7NTC1HmppallqeWpS1OXp65MrU5dk1qf2pC6IXVzalPqjtTm1D2p+1LbUw+mHkk9ntqZejr1TOq51IupV1Kvp95M7Q+ioBxUgs6gPxgKRoO5wWnBmcGCYFGwODg/uDC4OFgRXBGsCtYEa4Nrg43BjcEtwW3BncGW4N5gW7AjeCh4NHgieCrYHTwbPB+8FLwa7AveCt5JE9KMaWqaOy2QFk6LpeWlTU+blTYnbW5aSdqCtEVpS9KWpVWmrUpbnVaXti5tfdqmtK1p29N2pe1Oa03bn3Yg7XDasbSTaV1pPWm9aRfSLqddS7uRdjttIERC5pA95A0FQ5FQPJQfmhGaHSoMzQuVhspC5aGloeWhlaHq0JpQfaghtCG0OdQU2hFqDu0J7Qu1hw6GjoSOhzpDp0NnQudCF0NXQtdDN0P96ShdTlfSnen+9FB6ND03fVr6zPSC9KL04vT56QvTF6dXpK9Ir0qvSa9NX5vemL4xfUv6tvSd6S3pe9Pb0jvSD6UfTT+Rfiq9O/1s+vn0S+lX0/vSb6XfCQthY1gNu8OBcDgcC+eFp4dnheeE54ZLwgvCi8JLwsvCleFV4dXhuvC68PrwpvDW8PbwrvDucGt4f/hA+HD4WPhkuCvcE+4NXwhfDl8L3wjfDg9kkAxzhj3DmxHMiGTEM/IzZmTMzijMmJdRmlGWUZ6xNGN5xsqM6ow1GfUZDRkbMjZnNGXsyGjO2JOxL6M942DGkYzjGZ0ZpzPOZJzLuJhxJeN6xs2M/giKyBEl4oz4I6FINJIbmRaZGSmIFEWKI/MjCyOLIxWRFZGqSE2kNrI20hjZGNkS2RbZGWmJ7I20RToihyJHIycipyLdkbOR85FLkauRvsityJ1MIdOYqWa6MwOZ4cxYZl7m9MxZmXMy52aWZC7IXJS5JHNZZmXmqszVmXWZ6zLXZ27K3Jq5PXNX5u7M1sz9mQcyD2ceyzyZ2ZXZk9mbeSHzcua1zBuZtzMHoiRqjtqj3mgwGonGo/nRGdHZ0cLovGhptCxaHl0aXR5dGa2OronWRxuiG6Kbo03RHdHm6J7ovmh79GD0SPR4tDN6Onomei56MXolej16M9qfhbLkLCXLmeXPCmVFs3KzpmXNzCrIKsoqzpqftTBrcVZF1oqsqqyarNqstVmNWRuztmRty9qZ1ZK1N6stqyPrUNbRrBNZp7K6s85mnc+6lHU1qy/rVtadmBAzxtSYOxaIhWOxWF5semxWbE5sbqwktiC2KLYktixWGVsVWx2ri62LrY9tim2NbY/tiu2Otcb2xw7EDseOxU7GumI9sd7Yhdjl2LXYjdjt2EA2yTZn27O92cHsSHY8Oz97Rvbs7MLsedml2WXZ5dlLs5dnr8yuzl6TXZ/dkL0he3N2U/aO7ObsPdn7stuzD2YfyT6e3Zl9OvtM9rnsi9lXsq9n38zuj6O4HFfizrg/HopH47nxafGZ8YJ4Ubw4Pj++ML44XhFfEa+K18Rr42vjjfGN8S3xbfGd8Zb43nhbvCN+KH40fiJ+Kt4dPxs/H78Uvxrvi9+K38kRcow5ao47J5ATzonl5OVMz5mVMydnbk5JzoKcRTlLcpblVOasylmdU5ezLmd9zqacrTnbc3bl7M5pzdmfcyDncM6xnJM5XTk9Ob05F3Iu51zLuZFzO2cgl+Sac+253txgbiQ3npufOyN3dm5h7rzc0tyy3PLcpbnLc1fmVueuya3PbcjdkLs5tyl3R25z7p7cfbntuf9/e98D3lR23Ht19c8YWZZlWZZl2ZZlWZYlWZZtWZZlWZZlLSGEEkIIdSghhPBYQillWUJdQohDKKUOJSylPEIpS1nCIw4hhBDK8lzKeimPsizrZVlCiZewrEsdlrAO8aOsA/Y7d86V7sjyBTlA871+fPudo9nhd8+fOXPmzMz942OOE45TjrOOHsclR6/juqPfcdsx6BhyMk6FU+XUOg3OQqfV6XB6nD5n0BlxTnZOc850znbOcy50LnEud7Y51zjXOTucm53bnDude5z7nQedR5zHnSedp53nnBecl51XnX3Om84B513nfRfrSnOpXTqX0WV22VwuV7XL7wq5oq4prumuWa45rvmuRa6lrhWuVa5213rXRtcW13bXLtdeV6frkOuoq8vV7TrjOu+66Lriuua64brluuO65xqukFWkV2gq9BUkDpSMSH9MPOyBkQxCL5XL4n+17YjifY7PLOJopTlGSzrl3Rxy+C5giuDaT3HtyLMZCdvAtRPjc3g2T8Z9a618hLsje1PxN4S2jVzi+PLVhP4HppZ7f1fxBfhukI/UO+ULCLJ/2DqaVtTE6efkHaT+W+5aZkQxEqMlN2W7uW+BjEzjaIU0RrPbZTtIlBEcOT6alnvHoiUuRRf3xbKRj0fRVjmX9+x/cIOjFW/F6ZfkPyctfBMwL8nWkPpzQI/I3o/JhNB3BFp+XZCVLIerR54jnL+U9ZI6c+Qywbwhj5L6s8OkNXaCnBvhBGjz0/Iwqb89wpL6D2TzCZ/7K5oSyXX5u1zNfTdLopLrST2Z0ZJ/tch6YutF1zo2Blj3thFbfI1gLSRvyPbF+iXrHkI6EBRoft1nAu2Or7VFvinWF2tR/AHq92asXzZP8XZ83fNg3Xma15Mtgm6MnAFMcRJmAfC/lMRXgJ4YBZ1RasbWJUyDbj8cI1V+Ia5jvO6NbES0UsAAbVW8MQr/9vAHpLX3lX8Y19v/VObH6UGBlhxUfCTosHydQFPdHh6K063D34nRkmvD/zGaL7+E9sI/Ifq1R++L8e0Rpp+bO90LWIcfhyb6/5OYHkq+I/8oTsP+onuNnSb/X2Q8bmHf8fwJ3Hj4/fKm0hSj6T5i3hs+BHu2RdizCfTXE/lkL7+D6POjMHg/PpzOHt4f26fMKuBf5+TM79nripcFmsdkAX9RnG+RDzKxv3WL7aFKwf3rZM6uStJllaSeNPIzrpaHEP3tGI1tQiItfxPt368i+l8Q5iVEvxPf4zeUzFh2hrUAPZe3gd8T+IoWhP8V2BMfolWE7pdxYzgw/A8cDXOhdJNie3y/3JRPHlufka5iW83bzGFuV1oUF2PyjNuQb8XPIzizEm0O2KUY/bdA/0+E+R7wPx23pTsV+Q+xJ/8IX7WJ2YdfC3t8JJA4FzL+vbHxk71WhehH7rvEs0k+Pemc4qxHlvzt+DkSO1NCcT0MjWg4WtmOdPW1OI31/KbiH5HtWjbWuojZ2ATMTdiztJ2dyhdiGHLW7EJn0Mtxn2REZkfnbDk640CXhr2g571I59+L616/7IigY7KfxmmRsSXQE5SVcduC/BxeB4BO0AFkM8c463PBvmF5ZnFnHL8uf8edoeS8VoyiY+fCpVFn/TX5OejrW3EdGxx2oH2xItFmMneRHTApNsflj3we3n7+emQnzPFDNN8P0b4oYQS/bnm8nREOw+/9hLkL/ga2h2yGfDcT+6unbZwfInExLyT6CcyA3ATr60ik8Z6N8R/cT6SxzxC/Vp9IY/+E6NvPwS59nEhjP4Twf4Ewv0CYtxHmI4SJ01gmhH9MwICtcCVh2hQ345g2ZXEMI9kOets3THaEZK/cDf7AwlH0WJgPRtFjYfyj6LEw+lE08n+wX4R9Id4efo3ac+SrYF/oTU43eNvlkndyvfB0R5x+Sf5FAaP4gYBRfDtOv8lh+HOcx4BMKMYF9JvC+U7kXxy7FtNiZzfzG8ViQv8xXRfQpSPD3CnmkhFvWbJo2AwYRQwjmcvJSrJjmLMnX2J/SegfPniFo6XrYzT2YZgBTjf48SA68bxOOMfjZzc+o0ed+/EzXbJc2gn6f1rYCzBO4EsOgh2O8WeNotu4mJHuU6KT5hidEDO2cbED0VUuZvxzGXci/3T4JCclDhPTeUTz+IS9vxz16x9F/0a5IiZbHGOSNgdR+3Eax55ie3wsPR+JjKLHwnw8it4OPhuPUUQEDKIfI7YlOjYk6DylwQ4nYDjdju+drwsY5C8t4mjp5JFvJtKjMO8gjECLxc7jpQ/KuDUaenAHxrlW0Hk0x4OKzwgYxR60LybH9wW2mQPKtPj6Dija4jYTxdqEfx9hVsVtL47BE+2PQKOzm1w7O3YtphNi9h2yo6S+BHxMo1ieXhsfT5xOOOvR3pT8uRR2Gd2/iqhwLfgDLv68CAr7FMXybVwsz+81sVh+uXQ41heO0+N7amMijeP3mM/G7684TfaFEe2dq2jvCPR2iOVje+cDtHc+QBizgFFmCRhEPzx+/xpHi8bmTy4eHzMGJ7pE/Ea2Z/iNRDp5j7M9nA+D6eQ9HsMIdPIel2mGRxLpRIzCIOxxROPYf0hZGtuDZH99QdiDyoyx9yCvk8qYTlJ6zH0KGMXasTFcO+S89sd1exH4JCJ5g4RcwV75B9wXc5NocR/jdHwuKLdAxlmK5lsqYFCegW9neN4o+s1x+CrvIExRHOMCOtFXaYqPB9GJdknwJzH9hDGQ64jZPbpGAo1zIHGb5k+kcQ4kzt+YSCfkRsY4W6m/KtCjfB4hd/Gq9O9J/X/Bfi6XvscIfs6byMeI0wm5C+QvjbUH+b38dWEvjz5D43tQoJPONdbEXRs716BNHMu/iWiR3IhkruJ5hvczcd4D83EORMy/wrmRuI/kT6RTi7+EXErsvAAMonGORUxPcO4lPs6KRBrnZAj/bXQmxmmiP/lIf55H54tApxITjTe34+LyM3E7AzSfB56LdOCzgp0Bm7aXt71KZHsDAkZxCWHqhXaUUYS5Jm6fJYtGipDPUDQ2Btleuq/fFHJNYrYR6yqNc2P2SqCpHeZzU2Azif77BTsMNM5Z7QCZ8H4UonEuK+ZfKUfRKMclbouE3Bexq/MFH0agcU6MzPdLgo4JdEr+YSo5NJf8ZaQzL8d1ZqwYpGYUPZYOqxLpxL4ULqEvROMc3XbI0cX8ru8gvytOE9+S5u6oz/lyjCb281Tc3h6RzxXsiUATzL8gzFcQ5isIA3b4QZ+w94fZRFosB0hibS5mjMXdX43RY8rqZCI9al3y0brE6VGYKoSJ0ziXSHRGifZOnI6fNTgGn5RIj9qDY7fzJuR+XxT8HDaN9xUhlwJ04jn4d+gs+DtB5rJctC6DaF0GEeY3Akbxt+i8iNNjxvWKRHqUfXaC/AdG0SnElWPm2ZQMn2ejNM7HxuNB6ouuimMS9/JGtJfjdEL+dofivGCjEH2Ti6f4eC2W91Ak0gmYmF1SJNIp5YFRrhXnqON9+RNp0bwxxAtsuxA78PSbQj5ZLEcnmmdOivfZ+dy3zPl4/xh8nR3ln+Pt2xNpnJcmc/kQzStO43x1jM/7HnEa57EJ/3XB5gt0Qn77puy6sF8UnwbMrEQ6lTgo4f67WL4C5R5F8gMsY5D9hzyLYeS1ch/jlPvl32Uq5EfkP2W+I39V/r+Zl+T/JP8ts1X+QDGReUdhJPH39fRrE/OYDybmTzRLCiZWTQxISiY2TmyUVEycPnGGxD1x1cR/kVRl/GPGMcnXM/5JXSf5hrpRHZIMqT9UfyS5r76X+QlWovl1loH9TFZhViX751m+rM+y3856Put59vtZf5K1le0kY1LLLnPf05dr5TZmorxOXseY5Tvle5hi+ffICtrlP5QfZNzyQySC8yhUijzGq8hXFDMRhV1Rx3xy4mcntjKfV11QXWC+mPFqxqvMPO4vqTJfYhYRN3YPKftJOUjKEVKOk3KSlNOknCPlAinc3Yar5LePlJuEHiC/d0nhVptlGO4vL7FqUnSkGAnPzMBfTWBdpFST4iclRApZN3YK+Z1OCreqc8jvfFLIONilpKwgZRUp7aSsJ2UjKVtI2U7KLlL2kms6ye8hUo6SQmwT201+z5BC7AJ7kfxeIeUaKTdIuUUK9+zIPfI7zDBSGSnppGhI0ZNiIsVCCtF+qZv8ekkhvqA0TH4nkTKVgb8UJm0lhZyp0gXkdzEpy0hZSf5/NfldS8oG+DsKEulWQu8gZTcp+0g5QMphUo6RcoKUU6ScJaWHlEuk9JJCVpX7+0bS26QMkjLEMDLuLxoQDZURj4JhFBaulg9B/SmoJ0H9ElfLbIxkZLeMe5LktzIOOSTntF0m13E0Q6InZgT2uFoOMSAzHTBrgbMNOF8EDPevr8u5XXABenyfy1owr3N/CYpEO9ugxzaol0KdDr2fh/o9wLwO/Bfj/L+Dqwpl3PsmQZkmXttlfqC5Wodqhq+tqKac/0HmeJ35VBIfarjPxdNS+tbXEa4eQf86Rv38Q/81xXrk10zhKM47Aof8aybQXFRVAW87JbZQOM4eOfynODlIJnDrRVa5M752IzyH0m1x/gVFWXw1xWq6ylB702pCDOvVMippjeq86qLqiuqa6obqluqO6p5qOEOWkZ6hydBnmDIsGfYMd4Y3I5ARzpiUMTVjRkZrxtyMBRmLM5ZlrMxYnbE2Y0PGpoytGTsydmfsyziQcTjjWMaJjFMZZzN6Mi5l9GZcz+jPuJ0xmDGkZtQKtUqtVRvUhWqr2qH2qH3qoDqinqyepp6pnq2ep16oXqJerm5Tr1GvU3eoN6u3qXeq96j3qw+qj6iPq0+qT6vPqS+oL6uvqvvUN9UD6rvq+5lsZlqmOlOXacw0Z9oyXZnVmf7MUGY0c0rm9MxZmXMy52cuylyauSJzVWZ75vrMjZlbMrdn7srcm9mZeSjzaGZXZnfmmczzmRczr2Rey7yReSvzTua9zGGNTJOu0Wj0GpPGorFr3BqvJqAJayZppmpmaFo1czULNIs1yzQrNas1azUbNJs0WzU7NLs1+zQHNIc1xzQnNKc0ZzU9mkuaXs11Tb/mtmZQM5TFZCmyVFnaLAOx/9YsR5aHnADBrEjW5KxpWTOzZmfNy1qYtSRreVZb1pqsdVkdWZuztmXtzNqTtT/rYNaRrONZJ7NOZ53LupB1OetqVl/WzayBrLtZ97WsNk2r1uq0Rq1Za9O6tNVavzakjWqnaKdrZ2nnaOdrF2mXaldoV2nbteu1G7VbtNu1u7R7tZ3aQ9qj2i5tt/aM9rz2ovaK9pr2hvaW9o72nnY4W5adnq3J1mebsi3Z9mx3tjc7kB3OnpQ9NXtGdmv23OwF2Yuzl2WvzF6dvTZ7Q/am7K3ZO7J3Z+/LPpB9OPtY9onsU9lns3uyL2X3Zl/P7s++nT2YPaRjdAqdSqfVGXSFOqvOofPofLqgLqKbrJumm6mbrZunW6hboluua9Ot0a3Tdeg267bpdur26PbrDuqO6I7rTupO687pLugu667q+nQ3dQO6u7r7OWxOWo46R5djzDHn2HJcOdU5/pxQTjRnSs70nFk5c3Lm5yzKWZqzImdVTnvO+pyNOVtytufsytmb05lzKOdoTldOd86ZnPM5F3Ou5FzLuZFzK+dOzr2cYb1Mn67X6PV6k96it+vdeq8+oA/rJ+mn6mfoW/Vz9Qv0i/XL9Cv1q/Vr9Rv0m/Rb9Tv0u/X79Af0h/XH9Cf0p/Rn9T36S/pe/XV9v/62flA/lMvkKnJVudpcQ25hrjXXkevJ9eUGcyO5k3On5c7MnZ07L3dh7pLc5bltuWty1+V25G7O3Za7M3dP7v7cg7lHco/nnsw9nXsu90Lu5dyruX25N3MHcu/m3jewhjSD2qAzGA1mg83gMlQb/IaQIWqYYphumGWYY5hvWGRYalhhWGVoN6w3bDRsMWw37DLsNXQaDhmOGroM3YYzhvOGi4YrhmuGG4ZbhjuGe4bhPFleep4mT59nyrPk2fPced68QF44b1Le1LwZea15c/MW5C3OW5a3Mm913tq8DXmb8rbm7cjbnbcv70De4bxjeSfyTuWdzevJu5TXm3c9rz/vdt5g3pCRIU6Uyqg1GoyFRqvRYfQYfcagMWKcbJxmnGmcbZxnXGhcYlxubDOuMa4zdhg3G7cZdxr3GPcbDxqPGI8bTxpPG88ZLxgvG68a+4w3jQPGu8b7+Wx+Wr46X5dvzDfn2/Jd+dX5/vxQfjR/Sv70/Fn5c/Ln5y/KX5q/In9Vfnv++vyN+Vvyt+fvyt+b35l/KP9ofld+d/6Z/PP5F/Ov5F/Lv5F/K/9O/r38YZPMlG7SmPQmk8lispvcJq8pYAqbJpmmmmaYWk1zTQtMi03LTCtNq01rTRtMm0xbTTtMu037TAdMh03HTCdMp0xnTT2mS6Ze03VTv+m2adA0VMAUKApUBdoCQ0FhgbXAUeAp8BUECyIFkwumFcwsmF0wr2BhwZKC5QVtBWsK1hV0FGwu2Faws2BPwf6CgwVHCo4XnCw4XXCu4ELB5YKrBX0FNwsGCu4W3C9kC9MK1YW6QmOhudBW6CqsLvQXhgqjhVMKpxfOKpxTOL9wUeHSwhWFqwrbC9cXbizcUri9cFfh3sLOwkOFRwu7CrsLzxSeL7xYeKXwWuGNwluFdwrvFQ4XyYrSizRF+iJTkaXIXuQu8hYFisJFk4qmFs0oai2aW7SgaHHRsqKVRauL1hZtKNpUtLVoR9Huon1FB4oOFx0rOlF0quhsUU/RpaLeoutF/UW3iwaLhsyMWWFWmbVmg7nQbDU7zB6zzxw0R8yTzdPMM82zzfPMC81LzMvNbeY15nXmDvNm8zbzTvMe837zQfMR83HzSfNp8znzBfNl81Vzn/mmecB813y/mC1OK1YX64qNxeZiW7GruLrYXxwqjhZPKZ5ePKt4TvH84kXFS4tXFK8qbi9eX7yxeEvx9uJdxXuLO4sPFR8t7iruLj5TfL74YvGV4mvFN4pvFd8pvlc8bJFZ0i0ai95islgsdovb4rUELGHLJMtUywxLq2WuZYFlsWWZZaVltWWtZYNlk2WrZYdlt2Wf5YDlsOWY5YTllOWspcdyydJruW7pt9y2DFqGSpgSRYmqRFtiKCkssZY4SjwlvpJgSaRkcsm0kpkls0vmlSwsWVKyvKStZE3JupKOks0l20p2luwp2V9ysORIyfGSkyWnS86VXCi5XHK1pK/kZslAyd2S+1bWmmZVW3VWo9VstVld1mqr3xqyRq1TrNOts6xzrPOti6xLrSusq6zt1vXWjdYt1u3WXda91k7rIetRa5e123rGet560XrFes16w3rLesd6zzpcKitNL9WU6ktNpZZSe6m71FsaKA2XTiqdWjqjtLV0bumC0sWly0pXlq4uXVu6oXRT6dbSHaW7S/eVHig9XHqs9ETpqdKzpT2ll0p7S6+X9pfeLh0sHbIxNoVNZdPaDLZCm9XmsHlsPlvQFrFNtk2zzbTNts2zLbQtsS23tdnW2NbZOmybbdtsO217bPttB21HbMdtJ22nbedsF2yXbVdtfbabtgHbXdv9MrYsrUxdpiszlpnLbGWusuoyf1moLFo2pWx62ayyOWXzyxaVLS1bUbaqrL1sfdnGsi1l28t2le0t6yw7VHa0rKusu+xM2fmyi2VXyq6V3Si7VXan7F7ZsF1mT7dr7Hq7yW6x2+1uu9cesIftk+xT7TPsrfa59gX2xfZl9pX21fa19g32Tfat9h323fZ99gP2w/Zj9hP2U/az9h77JXuv/bq9337bPmgfKmfKFeWqcm25obyw3FruKPeU+8qD5ZHyyeXTymeWzy6fV76wfEn58vK28jXl68o7yjeXbyvfWb6nfH/5wfIj5cfLT5afLj9XfqH8cvnV8r7ym+UD5XfL7ztYR5pD7dA5jA6zw+ZwOaodfkfIEXVMcUx3zHLMccx3LHIsdaxwrHK0O9Y7Njq2OLY7djn2OjodhxxHHV2ObscZx3nHRccVxzXHDcctxx3HPcewU+ZMd2qceqfJaXHanW6n1xlwhp2TnFOdM5ytzrnOBc7FzmXOlc7VzrXODc5Nzq3OHc7dzn3OA87DzmPOE85TzrPOHuclZ6/zurPfeds56BxyMS6FS+XSugyuQpfV5XB5XD5X0BVxTXZNc810zXbNcy10LXEtd7W51rjWuTpcm13bXDtde1z7XQddR1zHXSddp13nXBdcl11XXX2um64B113X/Qq2Iq1CXaGrMFaYK2wVrorqCn9FqCJaMaViesWsijkV8ysWVSytWFGxqqK9Yn3FxootFdsrdlXsreisOFRxtKKrorviTMX5iosVVyquVdyouFVxp+JexbBb5k53a9x6t8ltcdvdbrfXHXCH3ZPcU90z3K3uue4F7sXuZe6V7tXute4N7k3ure4d7t3ufe4D7sPuY+4T7lPus+4e9yV3r/u6u9992z3oHqpkKhWVqkptpaGysNJa6aj0VPoqg5WRysmV0ypnVs6unFe5sHJJ5fLKtso1lesqOyo3V26r3Fm5p3J/5cHKI5XHK09Wnq48V3mh8nLl1cq+ypuVA5V3K+97WE+aR+3ReYwes8fmcXmqPX5PyBP1TPFM98zyzPHM9yzyLPWs8KzytHvWezZ6tni2e3Z59no6PYc8Rz1dnm7PGc95z0XPFc81zw3PLc8dzz3PcJWsKr1KU6WvMlVZquxV7ipvVaAqXDWpamrVjKrWqrlVC6oWVy2rWlm1umpt1YaqTVVbq3ZU7a7aV3Wg6nDVsaoTVaeqzlb1VF2q6q26XtVfdbtqsGqomqlWVKuqtdWG6sJqa7Wj2lPtqw5WR6onV0+rnlk9u3pe9cLqJdXLq9uq11Svq+6o3ly9rXpn9Z7q/dUHq49UH68+WX26+lz1herL1Ver+6pvVg9U362+X8PWpNWoa3Q1xhpzja3GxUjk/yfNy0VRXJ1Azxqbz9YLtKLz0XjMl30wNkb24u+HLz+Zwphf/K/jK5BssazGy0+Yewp8vKZPg1Z8Yuz5YhrjxdYugRYZfyp8aY4I/93fXYai/B8g+l+fzPqmsu7Sgsfgj1NvE2TeOTYfy1YM/8Rk/oT4yr8eW+apyEHGPJovpp+KH6O+ToqMWYwvYs/FbKDiJ49uU3Zl7LnL30K09NG6Kjcg2S4fWw6p2IEEuSG+8qNHrykej+IdhD+E2kHjlP8G4ZtFZD5rbDpBN95E439/bP1PZR8pXkF9vYH4i0XWt/wxdPWDsa+VDiH+nrHx6Wj8E9B40hBmApKV0oTaQbqRHkDXMmPjU9GThPNonOcmbjNhDAWPbjOlvh7DB0igfWPPN5W1EGs/rQWNecajZTVuf2ycZ824fY//wjM0JV0S2+O7EF2eQvsvo7lgG64amxbb7+NdF1G5ieClw+ha5AvJ0Njwein/YWw6lXMtFduVMHckZ+kvHt1XSnZeRFcVNePUtxTaF52v2NzHKyu87ujsw/Yf0/K/RNd2iOi5WL+HRMZwfnzzTck+7Ef0v42NkV1EeljwaFp0bB+Ozcd7QdGNZDgytj48KVr2AxEa623no2nZZ1LAYDncQ/T+sftViPh1spcQjffvMsT3idBi+i+m53gMeO2QPifoKoprpCLylGLbnsJeS2tCOvZXAj3hR2ica9G1kxB/O6IHEV2L5Ibn8hyiUZvyS2PTqZxlqewLUf0U0UMxH5UdQPxeNN/fIoyIHUgYG9bJe48ePx6bolRk/PhcG6dMEvTneAo6zIjwx+nPJ9jzkIjcxNZIxBdNySd8UvH7024/Ff7vKX8oqp9PKE/4pPjj9eGfVO73cXKGqfAVIjZwvPynLf8nlW9MKRZIhf+k8pZPKJ/5tPfjk+L//2LfxPKoT5v/NNYxlbxuKnxR+/wY90ee8X+/+/1J8Z92juv3xhfJtz9t/rjPR7Ec+1PmP/XzSILo18aeu5ifI3Z/XzQWwON5dexrU/JPxunPK0T2hVgeD58dovk9sZh9nPxU8mCisepjxJXjjTdFx5lKrkYs1yqWU03hmROxdRxvbudp0OO11eNdo6dB43tYilR0SWQPiq1Rwj2yvxZpJ4XnhVLJvT/OWZmSrRChU4kHx+tPPpa/ncL5i8eG66cRUyOaZYoZOaNmGEbL/JRJZ15lupiDzGvM28xh5gr573XmF8xd5hTzQKJjeiW5EhszKHFKXOS4qpQckCgUexUXJOuUcuVuyU+U31MOs5+e8IkJn2C/z/1lGLZzwv4JB9kfTOia0MUenvDPE/6Z/cnEX6sY9ohKqTKzp1Slqih7VTVVNZUdVn1WNZMdUX1ZtUAqUX1F9RWpVPWnqhelMtVq1delE1R/pdounah6RbVfmq/qVP1IWqx6VdUtLVP/Uv1LaVWWJ8sjrSYzkUxcOPErDLyMxn0NmTHw7x9xXy9q5b4wOPJHcvhGj/w1oF979u7Qs3eHnr079OzdoWfvDj17d+jZu0PP3h169u7Qs3eHnr079Ozdof8e7w4pl5BY54PhPxhFzwL6B6P5bD1HS0wcrejkaOnnHobHfNkHQL8wGiN7Eej6342ftv135ctPAv/aQ8eMr50F146DP752SMxP+FLTaFmJ80H+SfyEuX8AdLLMER6vaWo012bqeMUnYJwlo+eLaYwXW+sEGs0LXys2L8yX5gC/I4n/LvBvJstQRG9FZY74PwD6XaD/Fei+VNdRnD+2PuAxSAtgLptGjzmRL4Ifp54nyBxsguRzo9cIy1YM/8RkPm7+2O0r/xrkf3r0WojLQZivjAE+8zC+mH4qfgx9tY62UQljFuOL2HMxW6r4CfT1+Ye1KbsC9J8k2fm3gP4PoKVAf/NhOiw3AH8jyHY58F99mN0QG3+C3BBf+RG0+Z8PW1M8HsU7QH8F8IcAcxnagXFKYZzy3wD/Y8A3A9+cJHMsExGbL3sT6IUw/vdh/MuS94vYPkLjfwXG8Bno6w3g/zvwFwO/Nml9y4Gve9ieTdRVxMc0ulY6BGN7APw9wP/MaHx6J6fzchj/BBiPDMaTBhgZYCaArGQgK6UJxgn2R7Zc6Cs9wNHyArgWxiljRuPFznqxcyoV+yk29zSGw/BjKBDG8Di2WvYi0PW/SzsJtsUH/PzR800HXXr4Woi1n9YCmGIY8wzgfz9lG5uKPzbOs0bc9xjfWo//DH00PyVdEtvju4D/aaBhz7K65HaQL/cyYN5KsuEq4K8fTYvtd/F1GduOicpNZL2kwzDHEbgWfCEaL8jo2BSj10v5D4DpGU2ncq6lYrsS5k7lvBXG+QsYw0cP6yslOy9yTilqYC55yXoitJ/ogz26fdH5is19vLLC647OPmz/MS3/S8C/Dtd2AP1ckp6L9UvP39akMZwH+vlU55tS/LIf6JlA/xvQS0ZjZBehzcWj7bwYLTq2D4H+apL9QXtB0Q30l0CGI4AZGa0PT4qW0Xjkc0k01lu0XmK07DOAtz8Ug+VwD+jVQIP82ZnJtgWdfVgHXgJ6ctL+XQb0MeCjsy+BFtN/MT3HY8Brh/Q5QVffFfRECvKUvJtkA8G2S95Kda+lNXG0rAh07K9gPKc4esKPgP8zGOda4DfDtZPgWoivFduBPxXoQaBXAV0LtBHkRufyL3Dtc0BbgIY2WWhTfgnoD0fTqZxlqewLUf0U0UMxH5UdAEwb8HuBvxTm+1sYw9cfZgcSxoZ1EutqCvNVlEJf2ofZ//HKJEF/jgP/vYfqMJbPOO28qD0PAeblJLmJrRFuH+3BlHJ3KcX7YvwUfM7Han+c/CeWJxTjPzr/wEL8xevnOOOd1PItj84rjj/fiH14gRaLlcabKxbPDeJcotBvKrnExHw4yDnJBorzgU7iP229TS0mEmQy7hgK62cq/CeVtxT1pR8nP4/0LSW+2H4c204+Dv/J2bFUYli038cpT+Vfg54k5VGfHB/olPO0489vi+V10Xk3Tn6C/yDm94rkPZ7GvbDx87Ed/q9sP4V+n9C6Px3+o+3GuO+vjTNn+HT4KZwX7wA/Kd/+5PgghyT+eO2e4hVoPznH/pT5T+o+sqgdkyBb9BrQ85LskoifI3Z/XzQWwON5Feje0demco9G1K8TOdcS7u/gs0Akj4fPDtH8nljMPk5+Knkw0Vj1MeLK8cabouNMJVcjlmvFz10k0GOvC8ZgeyJm839f9HifnRjvGj0NGt9HS/CjxHRJ7PkZkTVKuE+H9peYTUtoE9kuUT6ixWJGMRqPU4wW11WBTiUeHK8/Of58wtg2Suz8xWNjoF8mKV80Xt8yBdv13+rdIXY6O4vMhPsLbYXk10qKg9Ae8usjJUjoCCMZmcr9XSP2S/LDRAb/S5FJOJ8b4f6+N7xTxK6mbxmNXGckzw1ErzLSST5GxV599obLszdcnr3h8uwNl2dvuDx7w+XZGy7P3nB59obLszdcnr3h8nhvuNRU1/hrQjXRmik102tm1cypmV+zqGZpzYqaVTXtNetrNtZsqdles6tmb01nzaGaozVdNd01Z2rO11ysuVJzreZGza2aOzX3aoa9Mm+6V+PVe01ei9fudXu93oA37J3kneqd4W31zvUu8C72LvOu9K72rvVu8G7ybvXu8O727vMe8B72HvOe8J7ynvX2eC95e73Xvf3e295B71AtU6uoVdVqaw21hbXWWketp9ZXG6yN1E6unVY7s3Z27bzahbVLapfXttWuqV1X21G7uXZb7c7aPbX7aw/WHqk9Xnuy9nTtudoLtZdrr9b21d6sHai9W3vfx/rSfGqfzmf0mX02n8tX7fP7Qr6ob4pvum+Wb45vvm+Rb6lvhW+Vr9233rfRt8W33bfLt9fX6TvkO+rr8nX7zvjO+y76rviu+W74bvnu+O75hutkdel1mjp9nanOUmevc9d56wJ14bpJdVPrZtS11s2tW1C3uG5Z3cq61XVr6zbUbarbWrejbnfdvroDdYfrjtWdqDtVd7aup+5SXW/d9br+utt1g3VDfsav8Kv8Wr/BX+i3+h1+j9/nD/oj/sn+af6Z/tn+ef6F/iX+5f42/xr/On+Hf7N/m3+nf49/v/+g/4j/uP+k/7T/nP+C/7L/qr/Pf9M/4L/rv19Pgv16db2u3lhvrrfVu+qr6/31ofpo/ZT66fWz6ufUz69fVL+0fkX9qvr2+vX1G+u31G+v31W/t76z/lD90fqu+u76M/Xn6y/WX6m/Vn+j/lb9nfp79cMBWSA9oAnoA6aAJWAPuAPeQCAQDkwKTA3MCLQG5gYWBBYHlgVWBlYH1gY2BDYFtgZ2BHYH9gUOBA4HjgVOBE4FzgZ6ApcCvYHrgf7A7cBgYKiBaVA0qBq0DYaGwgZrg6PB0+BrCDZEGiY3TGuY2TC7YV7DwoYlDcsb2hrWNKxr6GjY3LCtYWfDnob9DQcbjjQcbzjZcLrhXMOFhssNVxv6Gm42DDTcbbgfZINpQXVQFzQGzUFb0BWsDvqDoWA0OCU4PTgrOCc4P7gouDS4Irgq2B5cH9wY3BLcHtwV3BvsDB4KHg12BbuDZ4LngxeDV4LXgjeCt4J3gveCw42yxvRGTaO+0dRoabQ3uhu9jYHGcOOkxqmNMxpbG+c2Lmhc3LiscWXj6sa1jRsaNzVubdzRuLtxX+OBxsONxxpPNJ5qPNvY03ipsbfxemN/4+3GwcahEBNShFQhbcgQKgxZQ46QJ+QLBUOR0OTQtNDM0OzQvNDC0JLQ8lBbaE1oXagjtDm0LbQztCe0P3QwdCR0PHQydDp0LnQhdDl0NdQXuhkaCN0N3W9im9Ka1E26JmOTucnW5GqqbvI3hZqiTVOapjfNaprTNL9pUdPSphVNq5ram9Y3bWza0rS9aVfT3qbOpkNNR5u6mrqbzjSdb7rYdKXpWtONpltNd5ruNQ2HZeH0sCasD5vClrA97A57w4FwODwpPDU8I9wanhteEF4cXhZeGV4dXhveEN4U3hreEd4d3hc+ED4cPhY+ET4VPhvuCV8K94avh/vDt8OD4aFmplnRrGrWNhuaC5utzY5mT7OvOdgcaZ7cPK15ZvPs5nnNC5uXNC9vbmte07yuuaN5c/O25p3Ne5r3Nx9sPtJ8vPlk8+nmc80Xmi83X23ua77ZPNB8t/l+hI2kRdQRXcQYMUdsEVekOuKPhCLRyJTI9MisyJzI/MiiyNLIisiqSHtkfWRjZEtke2RXZG+kM3IocjTSFemOnImcj1yMXIlci9yI3IrcidyLDLfIWtJbNC36FlOLpcXe4m7xtgRawi2TWqa2zGhpbZnbsqBlccuylpUtq1vWtmxo2dSytWVHy+6WfS0HWg63HGs50XKq5WxLT8ullt6W6y39LbdbBluGokxUEVVFtVFDtDBqjTqinqgvGoxGopOj06Izo7Oj86ILo0uiy6Nt0TXRddGO6ObotujO6J7o/ujB6JHo8ejJ6OnoOUbCvqvQMRJpP1ezW0c2kPo2R8uuA+cKcAAjOwScdoEj1wHnuxxHYuFoyZ9xNXOD40hncLRCDe3r4apXUDutwOlCnMMIMxVhXkCYAO0dMqRTFW2x3lknYCZyf92clfKYHtLvxwgTpTMFjF6YBcHALB5cIXWd7HUOw9WsnuNIWa4d+eegnSuonfvQTi3MNIYJi2PYVwCjg3amCfPiZVgrzJ3nUDnDc3VkLdriHA+aRZrQ8hPA0LV4m66FIA0ZK0iDSlX2Q2iHrldgtOSlZpjpSxyGX/dWhDGBVM2CVBMwRowBaXwOxtMHvbcq9hKMX8Cwv0GrQ1f5azDCTwCHSvUN1A7WhPuC5CVl3FVE88lVzM+AY6D9cn0xF6iGA6YHMBcQ5nYSpisJ04UwZbBTBqGewM2C53QLHLoH5bvhWqottTDmhYB5GeRTDzP9FteX5BjqKwB9bYR2+tDc24FD5/4WtHMTOFrQ+bdglene6YC9cxZk+Dy0/BzMywTzGgHMSmjnLLQMuiHJFmbBnICWQcOlR4VZSFzUzgBmgPaF2qGYAkE+dC2o1iWsMm35LbS/3kiaaQfM6z7Mi2rLbZF28F6eATo/Fa56INhDeQWyUS9Ay78SWpbquX3Kt9wn0jLS+QTMrxCmXNg7GCMrT7IktJ03QGKbYWw9go6xh5Elgb0s2QxjVnI1MwDS6BJph+pzJ7SzFXTsEGBWAmYYxvw3ctAfwOxCGGxb9iDMEnSmmB7s5zSKWnj5b7h3CTgO+wJqx0m1DtrJpxhB67DN5DXKCRgLYK6IrDKSMz1BkjG8jap9aDtXH4r5mmJm3EY9tB3ZLIzBNoruHdDDiVTHQDfe4tpRfgds5irgZMFVvdBOH39eCH0tQXYD5i45Bi1vHS1nVgWYixRD5Zy0FoOjMby2/AXs015kV68Cv0nwAei8pH+PTpnfAqYDtfzjJK9gp4AhejLC7QKhZYqR11HNh76Uim8Tf+Mc8jds3GjldpDhC0lXwV6WrgPOEFw1g28HrqJ7Ae9B4LwgWAB+dVqpVAHzHhoztRsnUDvUt/kWwoD1k20Bi2ehVh1m8bEwHrYd2lkLV4FVpxZV8TJg1oEMqe3dTNsR9oXkI4HD3oN2JkE77+IzV5A83w74ABIDlSHtBTA2kA/4igof9R+QN0hXWUlPapCPUZAPf5pvBIyZ2kNo55LA4aX6LWG9pH8PmIP0DKV9cf8qf5G2jNZrAZJYB54XjIfaw3Qq+eFl3E4BDPUq4Yxjm8BCfhWdg62K5+IY0DpJGHw8kBsrBbtK7Y+Nu0rigr5WIg1/Ae0UkJJktWDHeAw9ragMX0enzCvoJKLSqBR0lT+bXkNn018AZhVI7PMgDa+wyrRlSTf01Y6scZRadcHvlfwfpBsUo6XnKZLYNODYBDlTOy/phna+Ae3sQLMATWB+xl2VFuJsS/psTpLKexxGCbOYsIXDKL/GcahWpHk5jgLaScsHDks1HzDg7SiWw+x28/6hLmZzqMeYBj7eBDdX8y3DjlCC16r4JodRyKgVhfovkZfrh7WmFruJajtY2gzqpYBH1MFheL8O9g67RDiF+RO/Ddqh9vl5kJg16XSYBJjDyNpgTBRkKAFNAF9druPOL+Ur3FWyfdDXMpjRXu4qaUjYX9SHjNlDtCup3zIZep/OtcNjtHRNkY/dhUbYTi02yMcIHCnqq1OQPO8jXYW+orzPvwQwYQGDZhqlK8ifOxwmFzhwfskk1JeAHUe93FbBy02bw3HSX4SVpRrVxfXLa1Q7XXeOxhol9Qqrw889kDT3HmgTauoj4YiVuSFoCy+frchP6E/wN7h5/Y+xNUrycQqYYdo7H8cJfdmQDNNSxfDa2wXa+yFwDEh7Bx6KeQUw74toOF1TRZLf+1AMr2N1wi6gcQTx/XSx3h+BeR9hPoV2Uyuau4mey0mYF5IwK3nrx2FsD1YKdh7WIsxx6E7hMyf0LBgEnTeD9aO+Vg/KDOyia8HHp0JfoF2xqB+uCqDzqx3ZXpoVmSaccXzvtYKfwFtsz/DF0Vad46Ri2XgNp+1spTEjihDTUPyetKYJvvEPYb9XA+Z55EtQfT6HYkYa6w0k2Q04ZSRzkeSpb5MNM5oLZwpYfinIUAHelxR0XtoDO/09aG3rg3/j5g6ecz/4tFtHuO8VQ7wv/zKf26FfMCbel7xBfg5WxxqTBh+fmviZtsV94wBgbILnQGwU11cGcH4NnLeBs1VRR676kvwdbnVgFh/JFQTzNVmI0D9H/uFUwXPgvQIGOHS9foDW/U8RBmeNogoP95yZvIxbr+EQeJXxk1HSTXc30CBb5kfcCKV53Ajlb3E1+x53Fe+PfUO2h1tT4CTl6/gTPx/W4oIwC94n+YJw7vB6uBek0Yp8G6p1lDMLOFrkDRoxh+4LeqYktXwNOE6UwdMiC0ClGhV2E+8JR9EJWyOcsLzO94/myK4jDl3lv4feu0e+FbcAlPMy4vQLHN7P7OfnzmGeoycyyBBlTvg4pRZ51OWARBy+nWmCB8vLR0p9UeC8J0SRCVKtRacwz0mSM2BiORnqxVH9obN+KIfuXGhNki1YbJ6zHMUpNBtmQLbuE4IFkK6DvRyG+X6JRm2Yk4xJikFqRTgvIM+qNlk+0NcfQ8tqaHkycCBHJO8Fjl6IQXjP8zRIDOTAPg8ymYnmDrOLcQDzCsXAVXtp3knwljGHyicRw7XDDACnCXvvSDfwvKai6IbunZOCtvBxCuxfZghxwMIwHz/4gNTbYPw00kSxDI3UJJu5q5gbQP+cWhgUV1KOJVmf0QgPIQ6ehRTFaPSEHQTJZ8FVdwHTh04ZGrFKk/dFUryzF2Y6jPuCs9ImSExyicY7SZwMoS/e/mQg+6xFHPCQJW9TPxNJHue626j/LEhDuh3t3FbhKj6r9oJ8LWfHkAWgUqV5CZuwl2kugujY24nrznvU1wAP+VLJ91HMSC2kSYj1pCehnZtIzjSLTqMS8P+Vf0F3B41T4Fz+GDjpXDvylwCzhMco4hmYScIKEmtg4Kyx4FlReco7YXZ/BOtOOS8BRyPIUHZL2Kd8BkYn7NPkiJX4PzPjvhbVFogdYuOhEVAS5y+QV+BJOmVA8vze6aK+jWC15ENohDRHfRXpfAdeQe6sTD5hJYCX/rvASfRAAPMcPeshLzoXnVa8T8Lrj4J7Bp3zQIg95Ppqk6sIPSDbT+ggYJbKbhNMr6yD0NUcht5FUkyG+ULsKTFxGLaewzDX+LNA4Lw/9rzYmdByFFqmuabVwLkHnDBwEuRMPQcsZxhzgpyRdxGLc+NX8e3Qq+i5sxqu6gX/J2F14KqE1RE44qsDmCRvMNmu8hi4gyD5WLiKtiwZFPEhqfXbgzDUZvqp/RdmGt+5HCfRexda5v0WGGGC35J81bBjlMf4PmDqAQNykzwQmWlippS7Kh9W2cetsuQXvGcu2MwlcNUn0Uy/Tz0ZiFzoutO7wEvQmiJvmcd8l3qwAkbyMXAwJpqEGQbOLv5eLYeZjzIDU5Gdx153AK5CGHKChEZhWlPANKHob6pg/RIwzydhMoCD85lfAI4HrWAypl0EA/f+ZGuEuUve5vMAulgkzmdyQMekLLar0A7NFl5BMuQjcf6uoi5u63Dku3/0WvARR59yV+KTBmwTx0lo5zZq53BSO9OAg/t6Bd2d5NtB92H/jLckAofq/M/QPcSEaAvNS5o0nnboPYr6kgqRVGw8IpiO0bPgn7KgVut9ioE3xDCmDN4p2oox2IpSDGrnTciHJ2DQ3FcLc5f+ITdTPvNfSU80ON8ngBbRrCPFlCVhZiIM5OsU9O6eGeLTOeBjGygGxnybz6oJ+sPf80VnZQ+ydd8VItYYBq176pitKAvBY4QsqOw83cvCic+fDqYUMPydiNH7QvJ9oKk//yZc1Yd0Yxes1/dRFDCT7guE6UnCPAcYeqfvn5Gu0pzVOuRD0vtWFPM8XKVFVn2Qb2dXHANZdDYX9iD1e/l2xomhfeWi8XwEnOdhzLcEOy9xcVexn4R2XCg7dwvpM83OfRLNHWMCSZiZyRh0N4diPg3r9QuQM43EdyHd+BXSDYx55TEwh8HWUT2kd2/pnfSTKAJ6BenqfJhFLfLnYb3id4q5a/9GiE/lHwo+No9pT8KcSMKk0s4ShIE7NfLdgLlCMRwnhoERgr/EY34Bs6BPKNE7YjRrTe9cH6XzonNHmJVJGJohp/urQji/EjDn0BmHnkPj70FTDI2g8d0uJ+gP9ZEopluwq7En05Iw54QTn49Ga6kewnl6GvTZR89TxWpOGpCv6+OjktWcbnAcfsyfBM5JwNA7UJuhneepfRZ8Et6PorYO+1E3qb8B50U/Ok9py3ugL3ongp5N6agd5A3yNqELfIB01E4U2nmLZh1pO7AWiRjBhsfuRHCnVbvis7FIQZLNtcMGuHZ4DvU8u4UTLfasEdhM4PARNLWHV5CdvyrYeeK3CL5E38hLcKZwY74KY475El8WMq6oHZoZMPFn0644JnY2ce30QzsmpId0n9LsdxrMnfr8x9BdafrUx0poORYXbImvO7UJFcgm2IS+HoLRxcbMYxjwuiVcLTkFmHmyPsJZKZtGaKuw7jjXnRgljY151FOdMK8mLiMtfQ/GDPpD4lPCYSfR+BQwEE3IXkRnUy/EpxABsbtRXzhDjp+ZnIZ6Rx4szX7zmAcCB+fDecuG/brkmdInY38r6HOC1vUlcXpQpIBz+DhDTp9hOIktJGD2o3aeT7rqCzyngIznf1LbgvJje5DNHCNTIZzvscwSkirNGiVEf2NnM8aIsjtGSywxZkzi/Cg5Nh9b61LKnLyQxEnOOSTFy2Pcv0gll5IQ1aKr+IienoPCmGOZSRzjo6vwnZHkLM27fOQr3M99VxkFGy5w8DPb36UxddJTee/yp2f83h+xh78EHRPu4tF72UzS/UF4lo/Xn9Q5/Y/gzBx11SeRZtI7NU56XtAnBADzO3Eki6jfBfcQp3Ac5n3gNAn3jmlsRZ9+5O9WUA48uyuZgLwCeqcYPZ3O3/d84clz+CcSH4cTRWMGaVA9UdIe/xNZLZR/5u+n0OdJ5kA7kLPl24FThtpP2QrYHX8mPAsRv8eKtTfO4e8d64RnXKnlUf4jtKYBDHhQylzQhwOC/tDeyenJaTh+fnUJ6suIeu8aexckjBBjRK7ifbYOeP4ZrB8zhDid1G9Bz0scAcyPgGMDzItjzz0VTnxXCk+QUs6CJA7CSFxgQ+C5X/7sbkX+4fPI0m5G5/srfAwbf/ab9yW+ip7m7UDy8SD/+S30BCn2CqYl6aFH6IucaEJfeJX3CmeKXId23NdQO5DPlIb4pxHE3ibg7Dw8mU/GGX8yn498E55nQ5Hv25DxcPBeXPwZaRqHSo8mPU/ycAx+h4U+t4yfYaB3S8sQ533SO8tUjPryy3HmINNF/jsE33/5MXz/pRu+//I6fP/l5/D9l9/A91+k8P0XOXz/5VtKuVIlOazMVBokx5UFSrPklLJEWS05o6xVTpdcVn5eOU8yqPyycrXkvvKbyt2sXvk95X7Wp/wnZTcbUL6pvMiGlb9U3mInK/9TOcxOhS/IzIQvyHwOviAzC74g8wX4gsxc+ILMF+ELMn8KX5D5K/iCzPfhCzKd3Bdk2APcF2TYg9wXZNgfcV+QYY9wX5Bhj3JfkGFPc1+QYc9xX5BhL3BfkGF7uS/IsO8RiUyUDLJEIqyG1TH5bC5rZMxsAVvGWNkKtoapZH1shPGxUfZTTAv7B+ynmU+xf8h+mZkm/RPpMuaPFPeUMuaLzBKGkRwm5RgpJ0g5RcpZUnpIuURKLynXSekn5TYpg6QMkT7JQrAKUlSkaEkxkFJIipUUB6fTDMv6SAmSEiFlMuFPI78zSZlNyjxSFpKyhJTlpLSRsoaUdaR0kLKZlG2k7CRlDyn7STlIyhFSjpNykpTTpJwj5QIpl0m5SvroI+UmKQOk3CXlPsNIWYaVppFfNfnVkWIkxUz+30aKi5Rq8v9+UkKEjpIyhZTp5P9nkTKHlPmkLCK8peR3BSmrCN1OynpSNpKyhZTtpOwiZS8pnaQcIuUoKV2kdJNyhpTzpFwk5Qop10i5QcotUu6QNu+R32GGkclISSdFQ4qeFBMpFoaV2cmvm/x6GcnwR4qJpP4VVxPuAUby4DWFGug3uFqhAfoQ1P8K9XVGMqKQDwO9itA/lf0QaFovjddfkXWia39KkLeJFAhN5s/XI8el60h9auSbUJO9OvIO1ECTq44D56fASa4XM5L7b/N4H9T/jGqK+Veov4V6ofUSVC+GeifU7nj9U2jh+MjFxHYS5hiTz6swo88DvT/WC6E7UZvxkRN+WwxJryX8Lehfv4FquIr7ahP5197EmmJi/8rVhLOYqyXdT7KmbfLriOt9sTre+/nUajxajv5/1RyLdgAAeJzlXQd4FcX2n9mdSdnduzNLCaHFgIhIiRAQEBURkYeIdAMExFCliRCK9N6lht4sCIJIMyAgHaSGakRKCODjKc/CU+QhICD8z56dXLIIggLK+/7f/fKb2f1NOXPOmXr3bgglhBh0kZ5EeJPEJk1JdLPuie3IvlcTW7QlZ1u1aJpIc7Vr0rk9LUzyEFb5mdrRpOyL1RpEk7g61StFk84v1QZMIuTqVWISSnTCSRgxIG6RbCSS5CRRyFnXcfJ3Wft32Sy/yzpBlkHL3BQBCEJJOITZSQTJQXJDS/KSB0g0yRdMY0PAbplKJxoJIblAeq1a3SrRJLZu7RdAE7dRgptCZEqR9TbSiBukyd8stlMzsqdZk3adyaFmzV7rQI65SG3EXM3btX6VFkAs2rz966/R2Jat2zehZVsmNmlGy7du37ozrdy60+vtaDVI0oTWbte+y2s0od3rzdrRlojtEBMRuyH2QRz0WovmrekISJ5Ix77u5prUwcW3Epu160xnJ7o1zkdc0glko8s7vdasA13TqVPxEnQr4i7AWJoKWJIe6tK+dTN6DNqqgzbd9hGwYg7ACFKMxJBHSXFSgsSSkqQUeYyUJmVIWfI4KUeeIE+Sp0h58jSpQJ4hFVFXDCwfDrZ3y3JL0QA11Jx7VQQxP6KFDGoarmxEE5CDz2QBi2RTeQojhiDmRAxF5IgC0asrgJgPy32YFMKrR4JtoeAnLhZFLIAS5gW/fCB4TcFTXSyI+JCK1yfJZBXZRFJIKkkjJ8h35AwNoZLmovlpYRpLy9GKtCqtTeNpU9qGDqNJdAadTRfQZXQN3Ux30f00nX5FT9Gz9LLGNEvLpuXRCmhFtVLak1olrbaWpE3TZmnztWRtlbZJS9FStTTthPaddka7qBfXy+oV9PZ6V72PPk2fpc/Xk/VV+iY9RU/V0/QT+nf6Gf0i05jBsrBcLD8rzGJZORICgwjVx2I/ofpFLwxvSdyxhRruNYXwiouEmm4YTqhleddWBOg6nIRaBay61ljrUMAO1Ay8BffAloGv7CxezK5oD/Py2ZtVmOqFMs0Ls8z2wmztoT43nOLVm/1L7zqCedcRhdR1PyzZivguR/scMyIrRiblLJ6zW676uU7kPpXnnbwzvHqjCkSVR/m0qKpRI7waonZ5LYs6o8JzXvhAKxWu88J8m70w/5MqHO15VYEp3nWBJSpU5RXYr8LTXvhQRRVe8MKHv1Ohqvfhi15YSPNaVshQYS6UnRUqWqhroeRCh/Aqb6HTj/QrXLvwqSLbixYqmlIstlh6TJaYETEbHi376JTipHjp4u1K2CVWxhaPnRd7pWSjkqtK1X6s6GO7Si8qU92rpcxpr/QyZ72wbJgKS6mwJdZDy0V51+Xaq3CIFz4/yAurxnjhC/NUeMDzgxdOYv7IF76rVq3asRffqZ5UPbVGxRonaibXTKsVW2tV7cTas2qn1omtk1Q3f93klxLjYuPi4zbHnfJqrRftlVavMl5nq9e43sn6levvaRDTYHl8RPxb8VcaDml4slH7Rntejnt5eePyjd96peArQxJsL3dCBS93wj68NpsYTUnTc81GNs/ffGWL6i2+atnjVfnq+4S6ft4q2vOCVjHQ6yFPqwQVnvLKaN1NhSNVuEaF33hhG8W3ZV6+tqW98tpW8fTcNt7TR9umKmypwjYqn9Jr25Eq/wwvbBehwtlqdMoCf7mwzGdxXCxHWwDa9KwWBgOWrdkku1ZCK0kitNJaWZJTK6eVI3m08loFkhfGicokWntBe4E8qNXQapACWj2tGXlIf03vQGJDLoT8QkqHXAqlpGyoHqrDeEx5GxgfJc2vldIrs/owopeD8bkqqU3iSVPShiSSHmQAGQErhWlkFpn/2xGOXATRQ6hltyc6PUqP2q9hmG63w/CI3RbDNLsNhoftVhCmQ7pXMUy3W2J4xG6BYZrdHMPDdlMIj0C6Jhim2wkYHrFfwTDNbozhYbsRhGmQriGG6XY8hkfsBhim2fUxPGzXg/AwpIvDMN1+CcMjdl0M0+zWRIO7rwMetV8GTLObAR65A42MUBoZrjQyTGlkqNLIEKWRQUojA5VGBiiN9Fca6ac00kdppLfSSC+lkZ5KIz2URrorjXRTGnlDaaSr0kRnpYlOShOJShMdlSY6YHjYfhN10dfVgt0F8LA92NXRHWjkfaWROUojs5VG3lMamaU08o7SyNtKI28pjcxUGpmhNDJdaWSa0shUpYkpShOTlCYmKk1MUJoYr3wjSWlkrNLIGKWR0Uojo5RGRiqNvIs+Mhf1Mg41Mtn1lDvQyCalkY1KIxuURtYrjaxTGlmrNLJGaWK10sQqpYmVShMrlCaWK9/4WGlkmdJIstLIR0ojS5RGFiuNLFIaWaA08qHSyHylkQ+URuYpjXyC3vEpamQhamTpHWrkuNLEMaWJo0oT6UoTaUoTh5VvHFIaOag0ckBpZL/SyOdKI6lKI58pjexTGtmjNLJbaWSX0shOpZEUpZHtSiPblEa2Ko1sURrZrDTyBWrkCHrKDtTIXtQIjPFufneEp+B3sKptD0N8GIz2eWDtWBz0VYlUJ/VFDcLoRS2M/iyqq9hZ8SLGQuFeNRU7K16A2AVMV1XFzornMeamq6JiZ6GeXLBmjYGVeEVSDfY8CWCNzqQPGSaaQZrL9CKkbqpiZ0UTjF2AewkqdlbUC0oUF5TopWBNdYMS1QlKWTsoUa2glDVvQ6JXgxK1DErUIihR86BErwQlahyU6OVg7Y2CEjUM1h4flKhBUPL6QYlgX6BN197TFrv7B70krm7LAJ6BfUYekLQCeHIj0p50A99dQA6Qb3A/aYnuROO5rVTASHWnp3vHrIN3YCUn+kAsj+K6IfdSptQ98E5cMHVvTM1xrxwJO44CWHYWsz5gGUwXgfmzYw1ZMU8vt4zMefBOTpQkK9YQgXJmwfqzq5pdubJhfTncUrAGVyqdZ+Gwd+K5QY4wXoaXgR2aBmXrdg27Oi/maorH8OV8JdwFxmnkvOyuUdh+9i8vndPKae20cdOxL3gsLwmeTmGH5a5qCK5pKmEtD/PiUItbjmFXt2vAjgxK4e+F5MK9emHYP8Ja8BY5NHcPIb/xdo8qrw67ttJgL6r2hLeT+0bl3K7MnG1nO9hOtkt+9ycl95dwp/L7S2PBXpaxY/1j5d28ZL9+nrupfihLuYFebpY+c31Ufq9yVsiUs/JNc96s/t13oxSnnefd3OZD2GnsBUP5MD4cRvbN5LgTZfYwe7Lvzd5mH7M/+9EczH5iZ8yR5hgziZ1j59kF9gu7yC6xy+xXdoVdNT80Fzn5nALOw05hpxgPM5dxg5vc4gEzLxfmZnMLf8x51fgysDawLrCeP8mfCmziT/MK/BlekT/LK/HneOXAjsAu47LxS2CvcdXUeHVeg9fktXhtXofX5S/xOF6P1+cNeDxvyBvxl3lj/gpP4E14U96MN+ctAj/wV3kr3pq34W15u8DFwCXTDFwOXOWJvBPvbNp2mJnNNk3HtnlP3ov35n14X96P9+cD+EAzyi5g5vTaz0fwN/lIPoqP5mP4WD7OrGk/YhfmE81ydoz5gBlt5rW/t0/xT/gq+zH7P3w938A38k38U76ZbxEBIfl2voOn8J0ip8gjHuB7+T5RSBQRMXw//4If4Af5IX6Yp8uf5Fl5Xl6Ul+QVedUhju6EOOGO4ZiO5QQc6WR1IpzSzmvO486TztNORec5p4rzglPdqeXUduo4HZyOTmfnDaeb093p5fR1BjiDnWHOcGekM8ZJssu7lmX/Zv8mhH3LYRfJw7hDHuCP8dLkEV6WTyVF+HQ+nYziy/jHZDS0ZTUZy9fxw2Q8T+eXyGL+a4hJ9tpP2U+RY+APZclUJ9rsaw40h5ojzFHmWHO8Oc2cab5jvoe2X2gucR50CjqPOEWdR82l5nJzpbnGXGduNKPMp8xa5lOBlWZf4yfje+NEYHNgm/G18YPxTSAlsNv41bgY2GcSUw8cD5wIfB34JvA9WPJ0YGXgv4Fzxs+BX4wL5lLjZzMQuGJTWzdj7RBT2oYZYQfMrLa0s9oRdk47jx1lbjR+svMZJ8GSD5l5zFp2EeOEcdIubpe0y9g/2r/Yl+2rQhNchAlT2MIROURuESXyiQLiYVFYFBPFRax4TJQVT4jy4hlRWf5XnpO/yF8dzeFOmCOcLE52J9Ip67zuPOGUd55xKjn/cKo6Lzo1nU5OV6en08fp7wxyhjpvOqOdcc4EMxZskFPZ4D/sP9Brf2Q/wqzyE/sZ5pGLYJUwsArse7kE2+RB20Tx8vxFEg1ePZgUB28cSuJ4Ek8i9fgEPoHU55P4ZNIArdUQrLWNNOY7wWatwGbHyRv8n/yfpCf/ip8kvfj3/ALpy6/wq2RUiBYSQsaEhIFFJ6BFpyiLPvA7Fl1gLnbyOw85hZwiToyZbH4MFl3tWpQPUhZd8Ycs+mNgReBM4GfjbOCCcd5MNs6aVuBXmyiLCjvczG5bZhZb2Fns7HaknTto0a/5ILBobmXRr9Gipe0fbmjRXCKviBYPioLiEVFUPHqdRc/In+UFedmhDnNCHdtxnGxODqeM094p5zzlVHCedSo7zzvVnBpOotPF6eH0dvo5A50hzghnlDPWGX9/WxTWn4a7cnEa2zVghIJ1jdOcD3VegXHdcFcyMBLHQP0wB/C1Zl5zLazYY2EeiIZdzGayhxyCHcspcs49GqXZaBQtBCuhCFgn5oc5MQbmuXIw11Qm1eyaRDO+tGG+Day3KwKusysArnVyEw1GsZyAV8xdRDP7mymAvc3tgD3NrYA9blyikwdz5nJz2rWw9Oew9Gex9Gfc0s3dWOJOLHEHlrgNS4RVnl3Z5TD2j2CsSjD2fDBWNRh7IRirFoy9mBETrTJiTt1g7CUVC0AfWAMemhV8NAK8NCf4aR7xDPjNP4h7Wk5h7+OuRbOYCbC2+MFNDboOxsH67uz9gz+t0/Za2mvxTGnjcGdVEPTlppdQHguWzFRaZJwpcL0Gy1ExxdiBHER373shlq1DPcnmaojBvoTYYJXSpKYqp21GDRkxzMFM2K1A3+/PTZVuarC+qf765GGvHi8087q52Q/sAtao43cl2cBjo1EP3ncS1FyHOPZanJ1zzwjZIXYCVi9ZeEFi4uo9ms/gs0g+PofPJ4X4Qr6IxPAlfCkpHmKF5CSlQnKH5CMVQwqFlCHPm3VgF9DASoU9xyuBTwKfkATRDfYJTZQMGf7oraD+cVMp3NRhv/FdCntbT/JRLnITz0b1a3dQuxQ9x4trfCjo4l62KczdLcHKsDhY80lYJVdRbavyJ+TU8btKz0pFSSysussDV/kWbd79F7Y29DqbeG19/g/J55YjlMbKw06iKvSCONgZuyc8HUhX0osMgLTDVKvfQVzj5jZrmpszlZ6QKb4gmIqatYI1BXkukJl2LRW37qmehLIfjrikNqlPGpPmpB2M/d1IHzJI6a3qPW6hK0k2Zakq0HfqkniSAKNPO9KZ9CD9yBAykkwg08g75H3ilp9893XOvr3O+n+fTbKpHnrN31qR9srfhpHRZBKZQWaReWSRss4Lf7MuXJmzqlGg0nVSX7NfEqxF3oIcs5XtBl4riVs3lhbnODUGsQvkutGXB24jZa2/wF5Zr61Zgj3o2gjhWszzXc9a1f6G1uvqWYKMMwFqtnDRKaEYqWR7UXHe3QgI8+MJjcu536+yjFORW5yf6OqpARY8+fyjJWSORZJwp7HT3ElwmjotnFecJk4zx/22MRxWrmtx73zOXCtKiFKOO5eF6JPdVlgCcjYnj8rK8h+yinxeVpUvyGryRVld1pA1ZS1ZW9aRdeVLMk7Wk/VlAxkvG8pG8mXZWL4iE2QT2VQ2k81lC9lSvipbydayjWwr28nXZHv5uuwgO8pE2Ul2ds9QtO+1cyDmBT0nsfQeeg/ifuNaheSTT8ny8mlZQT4jK8pn5UOyoHxYFpKPyMKyiCwqi8kY+agsLkvIWFlSlpKPydKyjCwrH5fl5BPySVlJ4rmR1knrBKV30WBNq/XSJsLMptEw0l/MFR+ID8UisVgsFcvFSvGJWCVOiH+Jr+RB8ZP4RnwrvhPfi1PiP+IHeUj8W5wWZ8R/xVnxszgnzotfxEVxSVwWv4or4qokkkpN6pJJLkNkqAyT4dKQsJ2WUjoyi8wqs8nsMkLmkJEyj3xARsv88kFZQB6QOWUumVtsk1HyCzFPzBcLxEKxRHwkksUy8bFYIVaLNWKtWCfWiw1il9gt9oh94qBIF1+KjWKz2C52iiNik8wrUsRnYodIFXvFfvGFOCA+F4dFmjgkjonj4qj4VAZkPrFV/FNsET+KC9ISX4uTYOX+hMOaMlQ9W+M+VxUAL8+Cz8hEwvokDz7Hko88SB4iD5NHSBFSjDxKSpCS5DFShjxOniBPkafBOytB360CI1c18NFapA55idQjDUhD8jJ5Bfp4M9KCvEpak7bkNfI66Ug6kS7kDdKd9CTnyS/kEs0eOjh0aOjw0PdCz5sHzZ/MM+Z/zbPmz+Y587x5wfzFvGheMi+bv5pXzKsWsR6yCloPW4WsR6zCVhGrjlXXet3qYHW0Eq3e1nBrhPWmNdIaZY22xlhjrXFWkjXemmBNtCZZk633rDnWXGu+tcBaZH1irbbWWOusDcrL79STf6+XuF7O9Fz649Cxn9Ark2i9iv48Kar31Huir1cl+YO+fjte/hs/93oIlKRpk7Sp4O3TtZUwdmjUIAN8Pv2XeTT681zw6A/Apz9Er3Z7mufZS9G3l4N3e70us4/vAJ9OAU/fqXx9L/h1Kvj05+jVB8GrD4Ffp4PXHwO/Pg79YBv2BLcPLPb7uefl0I/dEX0APouXg+QkuUleWHfnh5G1IKxvC8P4HAMr1FiYg0rDSFsOVg7lYS56ljwHu5bnYW3wIqkBs1JdmJPrw6qqEcxOCTA3N4fVVSuYpdrBHN0BVnudYbbqBnN1L3KBXCSXaUTokNBhoSNCL5gHrVArzAq3DMu0LCtg2ZawpOVYWaysVjYruxVh5bAirZxWLiu3lcfKa0VZD1jRVlGrmBVjPWoVt0pYsVZJq5T1mFXaKmOVtR63yllPWE9aT1nlraetCtYzVkXrWauSVc1qZjW3Olm9rCnWbOt9a571obXQWmytstZa662N1ibxPs52EeTaSXwNRHeu6CL7YCwbCQ3PHh4RniM8MjxneK7w3K5XmV+aXxJifmXiuoaEsIluHrj77W3m0UDH2cRs+b6cK+fJxXKJ/Egmyw/lfLlALpSLxBz5npwt58hZcqn8AGfZcBhj3BFG2UF7QxukTdBOaz+B3jL69mxrNZScQIqJKfJTuVlukSvlJ3KV3CrXyG1yu9whU+ROuVvulftkqtwj94tZ4j0xVUwT08UMMVO8Jd4W74h35Tq5Vq6XG+UGuUl+Lj+Wy+UKuUzukp9Jd0VQDGTxfMeTyHsuMcM/PD/oRiPB0ifNb2HMugj29uybA2z6gM+SvTLJvhClv0J6ifFigpgkB8NnCHyGyqHe2CtHw2cMfMbCZxx8kmTSrcZgOQk+k+EzRU652UgsZ8BnJnzegs/b8HkHPu/KdzNGZTlMDvONy+fFRDFZjCchYoI7U4hJYmLGXCEmy4FykHxTTpTTZT/ZV/aH6wF4Z4QcKUfB/WlyKnB94W5/uNMP7o1w78HMQqG3cJh9DPVcpvccrNdD1XOwMPMUgLmnID53eau+WhV6azXor9V/p8e2hj7bFnrta9BvX4ee2xH6bqdMvff8b/rvBfMSWDQceq/bc90+GxHsr+5c5M5ERXxWzuitT2DfrITz07WZaSLMRJtwnfV2pl4E11fdMxkqhosk71r/wM/jd6tU9BXDgs99hbkrQuM40dgyXLvOw75z7b4edinIXHtaLBJ7fU28vwowB+vIurKebAAbyAaxwWwIG8pGsLFsHEti49kENpFNYpPZFDadzWRz2FxVUjY8GY2+rizKpgJaNywRct9GXspG3VaqHvhNXR6wrzemNcV0uGJn3d3vm+klegmGpxxaDrjTEXJpbgtIEfY2e5vEsNkgzaNsLrSnhDHXmEtijaXGUlLSiXca4rePFDSnkVA2j20hJHxy+GQSZSwz1pIHjPXGJvKIsQX0W8zaau0gVZw4pwF4nvt9bBR421tKx7PvqkR/Z4taqha1u8s61tgMSPfnJGPgGQmwK3R93n3+cdF9pu07aZvXIrcnR/ta5Xk/yMY+CJaW10g2kn9T5h5SzNhnpJEyRjqUXxHLr4zlV73n/eZuSEhBQlc+DU8hf6sDb0y7U2ldTbj+7Xq3hqcOd18Xd0tSijNmJMS8U+ib6cTFhYgzsH1uL3H9ScfzwMR71kJ/vX9c2ql/k7RTb9Hfpt1zb572l/nItJu0/o/mmnHPx5C7ofV73bfvnt3uvd/f2PJ/R70ZvpNf+c5v+8MsxI1/aq3ierC3VvmtH89S9d+b0mfcsezuubdX+t331T8rV8Yq6301Ri64q5L9/S1riWtat2V33/fvzN849JCm6nsqb/5Ydp/q/s+28N5b4M765P+CBe6khe6ZQhjmHKDGYu/cYBlhYZfYRwy/B2IfEfe3su5zMhG4OmL2aZByJsZ+CsbOqJjunRrgCOnmiYQx08vjnkVk5LoWPxOMB3PSVShJ6Rt8+zmbzCdLyHKyhmwi28kesp+kkS/JSXKKnCEXyBXKqEEljaB5aH5aiMbQUrQcrUAr02q0Nq1PG9PmtA3tQLvSXnQAHUZH0wl0Gn2Hvk8XgD41p6ETDxgPGtZAz3MBXc1roP85gHPYbMDZYBcNrDPTbS9o393lTUerubabyqYATgHNaWwymwQ4yT0rZRPZBMAJ0DqNjWdJgElsHOA4NhZwLBsDOIaNBhzNRgGOYiMBR7I3Ad9kIwBHsOGAw9kwwGFsKOBQNgRwCBsMOJgNAhzEBgIOBGtqbADrD9if9QPsx/oC9mV9APuw3oC9WS/AXqwnYE/WA7CH68+sO+sG2I29AfgG6wrYlXUB7MI6A3ZmnQA7sUTARNYRsCP4rablAB/W4A+8Bbzu+nOm2sT7nvXOvT0XyXiyy2LvQ73PuhiG9bKVhNqLyBCahRYFeyfQHmDbRXQ7PUEvaxFaca2q1lzro03RkrVd2kmYbnPppfTqeit9gD5DX67v079jjEWxsqw2awc6fYetYvvZDzyM5+dP8jjegY/gs/k6foifCbFCCoZUCIkP6RwyOmReyKaQ9JBzoTK0cGil0Mah3UKTQheEbg39MvRiWLawmLAqYU3DeoVNClsSlhL2VdiV8Mjw2PBq4S3D+4VPC18Wvif8G0Mz8hiljZpGG2OQ8Zax0kg1TpkhZrRZzqxrtjeHmbPMNeYB87RlWAWs8lZ9K9Eaab1vbbDSrLMBO1AoUDHQKNA1MDYwP7A5cCxwwc5iF7Ur2wl2D/fXa6Atm2RzraM962LYJcSLGQxa71kXwy4hBhnXuqDfji6DeI1JRCYRmUQf0wmZTsh08jGdkemMTGcf0wWZLsh08TFdkemKTFcf8wYybyDzho/phkw3ZLr5mO7IdEemu4/pgUwPZHr4mJ7I9ESmp4/phUwvZHr5mN7I9Eamt4/pg0wfZPr4mL7I9EWmr4/ph0w/ZPr5mP7I9Eemv48ZgMwAZAb4mIHIDERmoI8ZhMwgZAb5mMHIDEZmsI8ZgswQZIb4mKHIDEVmqI8ZhswwZIb5mOHIDEdmuI8ZgcwIZEb4mDeReROZN33MSGRGIjPSx4xCZhQyo3zMaGRGIzPax4xBZgwyY3zMWGTGIjPWx4xDZhwy43xMEjJJyCT5mPHIjEdmvI+ZgMwEZCb4mInITERmoo+ZhMwkZCb5mMnITEZmso+ZgswUZKb4mKnITEVmqo+Zjsx0ZKb7mBnIzEBmho+ZicxMZGb6mLeReRuZt33MbGRmIzPbx8xBZg4yc3zMXGTmIjPXx8xDZh4y83zMB8h8gMwHPmY+MvORme9jPkTmQ2Q+9DELkFmAzAIfsxCZhcgs9DGLkFmEzCIfsxiZxcgs9jFLkFmCzBIf8xEyHyHzkY9JRiYZmWQfsxSZpcgs9THLkFmGzDIf8zEyHyPzsY9ZjsxyZJb7mBXIrEBmhY9ZicxKZFb6mE+Q+QSZT3zMKmRWIbPKx6xGZjUyq33MGmTWILPGx6xFZi0ya33MOmTWIbPOx6xHZj0y633MBmQ2ILPBx2xEZiMyG33MJmQ2IbPJx3yKzKfIfOpjNiOzGZnNPmYLMluQ2ZKZCcfxIBzHg3DfeGBg/zGw/xi+/mOghxjoIYbPQwz0EAM9xPB5iIEeYqCHGD4PMdBDDPQQw+chBnqIgR5i+DzEQA8x0EMMn4cY6CEGeojh8xADPcRADzF8HmKghxjoIYbPQwz0EAM9xPB5iIEeYqCHGD4PMdAPDPQDw+cHBvqBgX5g+PzAQD8w0A8Mnx8Y6AcG+oHh8wMDbWqgTQ2fTY2tyGxFZquP2YbMNmS2+ZjtyGxHZruP2YHMDmR2+JgUZFKQSfExO5HZicxOH7MLmV3I7PIxu5HZjcxuH7MHmT3I7PExe5HZi8xeH7MPmX3I7PMxnyHzGTKf+ZhUZFKRSfUxnyPzOTKf+5j9yOxHZr+P+QKZL5D5wsccQOYAMgd8zEFkDiJz0MccQuYQMod8zGFkDiNz2MekIZOGTJqPOYLMEWSO+Jh0ZNKRSfcxR5E5isxRH3MMmWPIHPMxx5E5jszxzIyFPmqhj1o+H7XQRy30Ucvnoxb6qIU+avl81EIftdBHLZ+POnEu42LYJcRrTD1k6iFTz8fUR6Y+MvV9TANkGiDTwMfEIxOPTLyPaYhMQ2QaIuO+oef2dsNbSAk8zamJe+JasCdeS2rjmc7LeKbTBM90ejlxUHI/2AvPwt+eub+gLk+qwO67EWlJOpAeZBAZTdw3UjHvzAFjeAaBMTyTwBieUWAMzywwhmcYGMMzDYzhGQfG8MwDY3gGgrFpEJuGMTwdwRiepbjPhrGxcIfgTt8ilMaTCBJLniTVSQJJVHK6b05YTraTVJJOTpLT5CK1aASNpoVpFTyj2uKevHhnAa6PsrfdUS7jjmtluLMt0516eGd7pjv18c4OvOOWmBKM7QzGdgVju4OxPZlqPopl7A1y+4Kxz4Kx1GDs82Bsf6YyjmEZXwS5A8HYwWDsEMZcb5IkEiyvs1lsBswSOnsXwsOZWtUAS0vLuMPmwQqSsCWwVgtly2H1ZbGVsGoKsNWw2hFsHawrHKjBfQrVIOrNE+68xGa58xZ7V93ZhHc24h33yYaNUGfmJ5COKLt73/GEXL1KvO9+dPV8oHt2mh9Pg+pg/mWgqbv1pIBbQwSJAiyAZ003qiP0ur42Bk/vZpJ8bA70svx4zvQgnjMVuEsSRUIf1ElBUhd/43TnMv31LcgFFmOkEImDHpn8N7Thr29xhhcVvmFrM77r1WH0mgp9ajqMYQaOYeZvbB5/F/R16/oyW2jEX26hW8uXB1Jx0GZ9MoQsI6vucx+6dXt+bxwDhDnp7o9Gmcv9O8eUzHL8L40MN7LL7/VvN/2RP5g+5R72/8zy3KvyU+6j8SRze+8XeVL+h8ezzPr8X5U/5fbGX9b9un7b/GYrzjv+1r37bUo0+i+TyK3Je7pQw3cveL/vqUu872TdFBMQ8XetzP0FbKZvU909Npvi7sEVn4yllcLfrbtPz9VUz2a8RH7v2X5KwtVvBq79YmAuljcfULD57EO2kC1iH7G1bD3bYGwzthspxk5jt3HQ3eHgzDtFzbzh2FoD5YjFdyy4zydUv2MpQlkyW8FWG3uM/bAC3HZ32wk7zvugnSjFPW0n7vL+9naiFPfWnin3QztRintrz4/uh3aiFPfWnrvvh3aiFPfWnivvh3aiFPfWnqn3QztRintrz0X3QztRintrz533QztRihu30/0dXMZbQeMA7Zv8cnKyquGP/rLyz+Qoje8Yi4J9YYw6A27oPo3neP9fgMEVhiiPe63uw4rzspaDZfwXAfddIx3ISLKOeP+Voh65d99QWGBhz74r2EqwrmfbVCfuL9LYtV+Y/v9qdQ9y7b007WFHPfZvbTO1z/hscX9Jdb/p6vR9qavT96WufrovdfXT/agrfPKesqT7Uqpx96VU44n35vri9rfUPXvR3f+4Y0k83xEyTR6R6fKoPCaPyy/lP+UJ+S/5lfxanpT/lu7/AbjxG8P7EHHduyUzv8PPfZegJr+XaYhHENMRjyIeQzyO+CXiPxFPIP4L8SvErxFPIv4b8Y5kctrxhxELIT6CWBixCGJRxGKIMYiPIhZHXI64AnGli3Z1xBo3lSn4GxWzCfyNNdcx939yeW90iyUZ51mRZjMSxk2im6PM1WZ/+Mt7/R3vHbD43sqYYL4ISBWqUu1WuTJdZ8qThHkYrDsLw9q3jdmUCHONuRlSJsDfAojXct9/yYU5zVzDLcXXvAXvyw+1/W7+zDzK5b6/cDTK5T4nEEsaOXlJthtLxb51W3ctv0p5A/luJ6UniZvyhjKVCtqsBclqTnPfpufmdd/Fyy64NuSBTFe1VM6BJONNJtxs4ZRwYp2SDp50mvjfrQiT38rv5CnnMZL5nXjXv5sIrrn3+xD3tDuEeG9ndH+vGRKO56HE+/Wz+/SDWxtznynynmBxnyHCWMZJbfBph+BzMd7JaksYDa5/M2xGT9FYx7ALgF0ReyIOQByIOAhxMOIQxKGIIxBnIs4Ju3CLfUxX0Md17372vUfRleI8SnEepTiPUpxHKc6jFOdRivMoxXmU4jxK4eJYxMmIMxHnAN5y78NK469xImkULUAL0+K0NH2SVqRVaHVal8bTBNqStqOJtBvtQwfREXQsnURn0Fl0Hl1El9FVdAPdSnfRVHqIHqNf0e/oaXoO9iuaFqbZWjYtlxatFdSKarFaWa28VkmrqtXU4rRGWlOtldZe66z10PppQ7SRWpI2RXtLm63N15Zoy7U12iZtu7ZH26+laV9qJ7VT2hntgnZFZ7qhSz1Cz6Pn1wvpMXopvZxeQa+sV9Nr6/X1xnpzvY3eQe+q99IH6MP00foEfZr+jv6+vkBP1lfq6/TNeoq+Tz+gp+sn9G/0H/Sz+kVGWAizWBYWyaJYAVaYFXf3ZK72tByoQ88iiYidEDsjdslkqTcQuyF2R+yRyYK9EHsj9kHsi9gPsf9tW3kY4vBMFn8TcSTiKMTRiGMy+cM4xCTE8YgTECciTsrkM1MQpyJOR5yRyZfeRpwd9CuNzUWch/gB4nzEDxEXIC5EXIS4GHEJ4keIyYhLEZchfoy4HHEF4krETxBXIa5GXIO4FnEd4nrEDYgbETchfoq4GXGLi+HYXgPlN7B2A2s3sHYDazewdgNrN7B2A2s3sHYDazewdgPrNbBeA+s1sF4D6zK2Im5D3I64AzEFcSfiLsTdiHsQ9yLuQ/wMMRXxc8T9iF8gHkA8iHgI8TBiGuIRxHTEo4jHEI+7aKFsFspmoWwWyubEIdZDrI/YADEesaGL92Zl938IIiRRAAEAAAABYXJhYgAMAAYAAAAAAAUFBwzbDYINgw2EAAB4nGNgZrnOtIeBlYGDdRarMQMDozSEZr7IkMYkxMHKxM3OwgQCLA8Y9P4fYKiIZmBg4ARihhBfZwUgpfD/D0fRn78MDBxFzMwODIz///9nYGBRY90FkmMsBAAt9xNpAAB4nO3We1AVVRgA8LP3spdrHDikGc4k7V5p70xlWI5TlIxCZpkzKAZKioDgmKUZmhqhEqj4QkAQLbMsNAUSH+iQNqb5iNTQyRch4pu9cA/4AJFH8N37bQveoZgmx2b6p6Zv5uzZb+ecs9/M75udJYQYyb3Rlwj6lbgX65nQmbu5ryNEqNITd1JFZOJPgskwMpy8TkJIKAknm8lOslcQBQ/BW/AVBghBwhghSkgQFgjZhh8Nxw3njQnGJGOyMc2Ybtzodl4cII4TY8RlYpq4Sjwm1olNpr6m2aZ6U4tJc082F5sPmDXfUqm35CsNl0KkCGm8FClFSUlSsVQinZMuSvVSk4Qyk3vKvWUf+TFZkv3lQfIQOVqeKSfKyfIaeZNcKB+UGyyipZfFx+JvGWUJt0RbUi1rLQX9pH5P9ov1M/h5+1kUohgUqngrjyh9lL7KE0p/ZZASqLyrpCipynIlXclRNirblN3KPmW/UqKcVE4pF5Qaa6A1yPqydZJ1svUt63RrfP9kf5/8zPwd+XvztcIpdwUgYAIfeB4CYQgEwyswGsbAWBgPURALU+AdmAGzYC4kQhIshMWwBJbBClgJGZANa+FT2ABfwkbIg6+hELbDTjgM5VABlXAJrsJ1UIEDgOaY7GhyDnU2OpucTvTDOZiCizAVl+JyTMdMXI1rcB1+jrm4GQtwK27DHViExfgt7sdDWILH8SSexjKswEt4DW3I8TY2YCM6NIem6ea/G4/oNH7DZUwEs+Al9BRkYaAwTAgX4oREIVnI0Y1LDVeM83TjVN040/iVW6X4nDhejBVXiBlitnhabDAR0+OmuaYmU7t7qDnXvMdc5kt8UeojydIIKdRlHCOlSHuko1K5dFlqlFpk8gfjp+SBcqBuPE2eoxtnybnyZnm7y/hR3TjEEmaJ1I2zuhnLf2Ec2mWcpeQqW7uMT+jGFbrxS13GU6zTdONJurFPflZ+UX5r4bOdxkboBb4QoBsHwTB4VTcOgwiIhBiYDFNhOsTDbEiA+ZDczXgV5MAn8Fmn8RYocBnvgrJuxtVQB05HtKPRGdhp3I4yzsQPuozTdOMs3fhjXI9f4CbM6zLejXtwH36PR/AoluLPeBbLsRKvYBXWuIybO4w1VSvXSrQftCPaIe2A9p22T5uuxWoTtJ6at+aleWoeWg/NXRM1QSOI6ETAdmzSd9/BW3gTb2Cd3jN2rNZ7R8Xreg9V4Dm9q47pbz2CBzHeOdo5yhlQG1Ar1hprBa5xJ3dw4O28jbfyFt7M7/JG3sDr+W1+k9fxWl7DVX6Bl/NTvIhv4Zv4Bp7BF/GFPIWH8kA+gD/Dfext9mZ7vb3UftC+3f6C3b+mtSaiZmTNYFuUbaItzBZqC7GNtL1mC7K9aBtoe9rWxybaDKqmOtQ29ZZarV5TL6gV6hn1hPqTelj9Ro1TY9RoNVgdqg5RB6sBl0dc3BW3O25XXFHcrJhgnzxWwPLYeraWrWE5bDXLZllsFctkGSydrWRpbAVbzpaxpWwJS2WL2SK2kKWwZPYRS2IL2Hw2jyWyD1kCm8Nms/fZLDaTxbMoNpFFsgnsTRbBxrGxLJyFeTV7TfWSPd/znOH5tuertJ220V9pK22hzbSJ3qWN9A5toPX0Nr1Fb9IbtI7WUk7ttIZWUxtVaRW9Tq/Rq/QKvUwv0Yu0kv5Cy+g5esbj7L1v+P/xnw6T4aGOSSB/0haIwXVnIPePezuN91nh9kC1iB31kI4/hI4wkx6u550VEg99UOJJvB7orH9BGLa65px/6MCH/9Zq7+7pb5Zx8kl4nH1VfXSPZRi+7vt5nvc3kiQfTeMwWY7pY06+MsU4acnsWJSvSuYcQyhSqeyYSaEYEvmI+R5qZUU0po4OolkkSbWjliY7Z5EIe5+un+qc/qn3Oe/5/d6P576v+7rv63rddsS56LkOcTYBcYD/8Z8zzPI/Rp9Ff/U0IE3/Ov8+3sMmfCWtpTm2yCU0xkWJlSSkwuICDN5BDV5HAzyIhVIfN6MR+iNVLN9JxGxZ4if5SnTFPOT7rZLjC/h8Dj7FRSL4zgo6Io3v98cIVJoKDPRvIgYzcA26oJ80wjAc5TpPDPOxADvlBX+RWRsgh/GS0R3d/W5/BW0w2851x2q9jzzskMAP91lohnjM1ER/1H+PBAzEKmwipkQpsfehBUZjOhZJrPmU/17HaoRSR4eaHm4XM6ViAMbiGcxEAfZLfUl3x1y1f96fQoAb0JqYslAp7aWPrrF1/N3+OAbjQ+xlvdFVYgfbdW5weI9f5j9GQ2yV2vKR7Hbt3Gs1U/1K/zbqEE8SGUljnscxDbuxD7/irGb7bNyHDGbeI02luSSQ8aMaq1N0ijmM21jtUKJ9Gm+hkB3Zjh0oJjffoBwV0kBukvvlccmTs1pHM7XULDFF5ogVu4F8t0QrcjQRa/ABDuAgSsUx/h2SLqNknLwhy6RcC/WMXrAxdpq9bGtcQlgeXvZp/jxuRBM8gMnIJrersAVF+Bxf4izO4XepJ51kpKyUQimXM1pL47WvjteFukY3mzSTZ3bb9jbFjrYH7XH3kpsVGRYJr6wN54ebwzK/1ZdxduoyfgLuJaNTORVrsAuHGf1rfIuT0flh/C4ySB5hlgnysiyQzbJHyuQ0q8TVFa9dtCezjtOnyFOOztcFzF7KdUiP67f6i543zsSbDuZJs9IUmm3mkPnJ1rMJ9jabZPvaQdazM+1cL5fh1ruN7mNXHSQHmcH44OdITiQ35kBNm5rvQoQjw8JwC2c3hpM0mUwsRz7nvog92E9GPyficvzGLjSRFnILcXeWe6W39JGHZIiMkByZIfNkkSyRfHmbFbAGjRB7onbXDB2mIzRXZ+irWsS1XffpUT2mVUTe2LQ0iSbJpJpBZrAZyxommikml8zmmQJTag6bU+ZnU8WuNbbN7NN2sl1s19kiW+YecE9w5btdrsSVuSvuSqBBkyAuuD0YFawPTkaCSIdIeuSVyJHIuZjxEidtiLw5/nVoLDXYTAu0gc2WKt5oKhbXsfJE9iGDqjiHe0zIvtSNPie2hhprb4juDLrZQu6fKDvQXvYgO1AjgC3He3JCy+0n2hVfymMSa9eZsW6/tsBGutFc/Uh3SAqKNFkH6FIDqZD1qOC8P4sFMlomYKNUyV3yonSUbBzRRiZDcpHs89VKLUmVahABptpMPIL/PaQzTqAyXG6vtS/Qn7ZhITu6Cd/LBlwS58/Q3QzdaBhdZjbnfTqirjeUOsumHmPpIGOCUhRJAEQ6BnfbyajGH6h02zlRKXTSU2GWXW5/8B39rVQYVYb11N1I9KJiKjglxbyOXg2h0mvTS9pR1ekYhEy8SNfL84V+qZ/mn/Pj8Bn3XpK2cklWUBHbuCMZe7nm4GuZRR32+v86/+sIM1GC03KjtJJ21EOVm+TmugJX5Ha6g0ES2c7FEk70SU5zbVYwHGU4jQsSw97Eoi3uJN5OxP4wxuhAU4we0gTjqdnW9PGUvyuZwCg5ZG8p9VxMbVTTJ4ZgJ46JSmNWNJz5YxinN3l+lG+vZQenyRbeyaRrt8EvrLuudNKJzNeNkRbStUqI6QR+Itv+Kq629IWeMoCxLuAhZDJDB6TLu+zAB+hMZ+1pDpDvm6UeUiReVnPfY1RoXTRFZ/eDKNqGab6TZplifmM876/g1+smdJUnieI61lGDhtIX7cN+xHBYjC2UL66iWKwj/AzzTDgGn2EDe9LNTor0tE/Z6fayu/5PQxboFQAAAHicfVRNb9tGEN2lFFuW5ZiOY8uW0mbZjdTUkup+pVUV1yFEkXAhFIhsBSCNHEh9FHJOPgVIT7oEMdYu0H+R69DtgcrJf6D/oYceG6CXnN3ZpaRIBVqBIN+894YzuzuiWX/SNh/tf7f3sPZt9ZsHX335xeef7X5aKZd2Prn/cbFwj39ksLsffnAnn9veym5u3F6/taav3lzJLKeXUosLN5IJjZKyzR2fQdGHZJEfHFRkzAMkghnCB4aUM+8B5isbm3ea6PzxX04zdppTJ9XZHtmrlJnNGfze4Cyixy0X8c8N7jF4q/APCv+i8Apiw8AEZm8NGgyoz2xwng+E7TfwdeFy2uJWP10pkzC9jHAZEWT5aUiz+1QBLWvXQo2kVrApyPGGDdu8ITuARMEOevC45dqNvGF4lTJQq8s7QHgdVkvKQixVBhYsWFRl2IlcDTlnYflKXEQ66filTI/3gqcuJAJP1lgrYd0GZH/6c+t9iC+/ZbmvZtV8QthbJ0yGQrxicNVyZ1VD3j0P34G5WsHxhYOlL3ATm0cMq2kvPRfoSyzJ5ErkquL19bktGf8ZgyVe5wPxzMejyQkghy+My1zOHF3/QXI2E22XG/Aoz72gcSe8TcThi1+3TbY9r1TKob4Wb2x4c3UMMiuzoD/VFFJ2iZqH052lsiP+PQ4EsC7DTlyOa6rKW79KRLeKNvx5FLOghydyAkuWL/Sa5GU+3CjonIl3BCeAv/1rngnGzEJBf0cklHMyHTXUJxhKJdjZkSOyaOGZYo/7Kn5QKT+PtK/5qc7wgdtHHuPeBl5tF7ffMOQBn0cm6WAAw5Ybx4x08pfE3C15oPlSuZooG0+kMpwo03Sf4yT/RighZANSxem1qm+u24Ma0M3/kfux3jzizdaxy2zhj/e22Z6LYr061cYI1i03kdfGSMsnlIpD+XRqloGbgWQBrwU11D1I4FAqgjIHdP8gvntpw/jPnGgxNZMUXf8ts9Tjfdq4S6iV5uOHc/FcdxmRwH6TRa3ZPhYiPac5+AESwuHMEb4IouthhzOdi5H2WnstTm1/cqDR9ZvzPDgXHi5iQGs4rBqph5yetUKTnh0duyOdEHbWdi81qll+3QvvoeaOGCGmYjXJSlIGTAakSXHOL7WU8udHJiFDpSYVoeJuRIniUhOOkm6kxZweFyqqQibRUEnGijlxJ5FLxdwwdt8fu1Oo6FJ5Q/CbTpQY/+RHw2q7s+Og/mNe5R+GX7hgAAAAAAAAAwAIAAIACgAB//8AA3iclLwJfBTl/Qf8/J65dmavmb13k+yV7G7CEjYkGyASySiHHHIpIKALqFwCCkkVwYuACngC1rPCH7Si1aogIIRYS6yI1VahVVFrVVqp0iOF9kWkhZ28v2d2k4Dt//9+3hwzu7PPPjPP7/z+jhlCyTBC6GxhMuGIRPq9AiTTuEPi+3TWviIKv2/cwVF8SV7h2GGBHd4hidvPNu4AdrxOi2mJmBYbRqNGBTxuzBcm//unw/j3CCFAfoibFyGI81boXjqIKDTpJBESJTWEJ0F+3tJAepx6Mjc2T5rGdvavYXP9EIIQNL7BrxPKNsI+oR2vSoGL9hKp6xNdHtiQFStxI7V1dehyZX1W1HGD7z7RJ8RS+Bluqkgfvo9QqWRsg8hAocm2gCygc7i5wnzLPOUY5xwtArXIwCmyzEsyQJRIHkIkUeb5qCB6BEG0KHqobIjCTmENlWWVBOU4kZfb4Ge6Q5SowPNALDa/P0Ta6NW6NYJzQA20AgdttEKXIzLUyK0yldtpBeFxhBwVQAhaZ1zbveDgqVzzyVxzID9u+JxhX5Omxka1salxbKfmasg05tPpxjVCv/Sa2/ev6RdgO0ltbFyzf/8rIh06aeouOSvbsyQ9rX8NjNluvXzM9vDE6VP3Eq7L2GHhlfYuAyl19hWRH8R+pkFzLm3+VAEX42IQc1tB2Gf8vDW/e7lxgA6Ghj7vHoCxxk6h/ey9NJo/QkzeXd31jTBD+ICEyGF93Gr5Hs89vs3kcfFt+UPuQ+u3nJyQK22V9ipPle8m4SZ5tWCR3JLf7/b7q2gfLiFIlcITwmPyO9xbVqEJxgOFy1QCR8gJZCuSdacWyJp7BVfSBtN1f6Catzh0hyvrGDPTCeOd4NS9gayzDSr1uKta4ZzHHVPIcWJOFaophVJvaosETiki1Uic1Ebv31lyx+UF8jaP7Ryn5k7lxnae7CRN+ZPpXPPRNNuzF7n+NSQHuVwOBJEvjxJNJbGo3+cX+kF5XNRUX13tAL4JIhcb7/3N+L2xFm6BLNh/MrvW+Cy0demPf/XLLUtfoCVXnvgzrIPpcAM8snnG9hEtd/3F+Lfxl789WqDdI4TwJ1BurWS9fqFF4CVLQnRFBKgRtglUEGSOT1CgipywEoskjuHoSIVYwRqK2mvsup2z83IUmJIgqeh9O239i+tqHJtvNBfWOPZk48lGlJp8I/vXGjK55qFXoQgIXR07yhqEtq7WHSFz94q7ATk/DQdxAsqQqWPeWPH/Eb7p7J/pkXyUqxPaTxuvfWc0f2dePy5D6GNe/4/1hMwLCkdlJcG7tnHAcUQUBLx6yWLBqxcsUfGgBEj/+/S4bp9gn2Xnlthb7ZQtZYu9w87bqbWwmA40A4Xl3NS7nLFqrrnllPmyWwlwg0qQM9fDmevhUFBwPWz3vfV0L6nn91GopMOg0vgk/zOhPb+PXvTvEXRlfgWu6X5c2C5cE0cWm3TaWZvNCkwCyxPmXm/y+LNE0IUJQqtwRBAiwixhiXBC4FsFlDjKEQvlPgVCtpMjhOtgcswWdQjf8eQGvv/moui1FJfShBcG+Bavll3f/VAptP97BF7HBkLEIF6HjQZ0q5VLWpJWjke6IrN0ufSCrBK9YHBWbus6srO4158p7YdHcSPKFuUr+W8Kz8uK4qalvCpHlHLal4/KGWUenc/PkRcoN9Nl/DPyC8qrcrtySv634tvMr5c3Kwfkd5SP6Sf8YflT5Rt6jP+T/BfFfrO8TLmT3s/fKd+vrKfSVOscuoCfJ89XltLlvDSMjuGHyWOUKyxXyFMVKaBkHFl6AZ+VBytNDomjNl6UZcVLQ7xflgqmSY9QHs2qYJOkWtFhqyWEUzlqmWCxZ61sY67SYbVnLbojlbWyDR7aqKvshdXCAeFRshRiYcLQ1Ki5/A0F25WDTKf6YSc7UNLWNVivxrNEeYss13K8h+N4alWUWo7iS4rTcDaeUpuC9l2yRBzgaAP7TkkU+Hb0QYz1V+YKLPdfPikr1Eq6tMICltdXIBdet0atNtpGB+ku5LWOA4mOg0htxAY2No2dSa96srkznVYb/642hoJqvjnf3BgKqGi28YB6tBkvXjVFGa/2fDtetNnuy1G2LV1HXrFGmYHOmT+mrKRJujmHAiMDk2aIgbYBXgMFJPiZ0Wl8bnxlfIFmOsAd+/cIftWZO9g/Wglmb06jTDlJCblZT4jCXs/eAHeJAPOEwwJ1aQm7w0FKVGZ0nMTiS21jGot0kK1ZZjl1X6SspmxW2ZKy1jKhTHWea3xKzzU+Y9XmU2m0rqZ85xtNX9XI7GkzsIuO+sPg9ThAEtMQpHW1Q6A+m0wlyx+Bz8Bx2R0vXPPYuAXvvPH0tqVDZ4ys3yK0+2Kfb1vTdp3mzX/M/8KY1e+aiybMtyt4YmZ/UH+Jl8TIaX1Vg3OU8wppgXWB7QX5OceW8t2OT2RFtIiK3+JTBjhGOEY4JYsqax6Hx+lRBzgGOC9x3uRYrn6gWJfJy4JLy9bKa4Ory0TZ55FtTsfljpscdzkedvzYITiidpvHbrc5bV6735dwqx6Y5dnioR4PicYYuZBwXmJxMMefInbVTu0flqS2iNvFDvGQyItrlpRDtLymnJbHvOdSLd7/2l6qoYk7les8mevstnAm5XLNuAf09w1r+qVzjtvV/aA1EHxv+qfmHCNoLaOnKIXB745x/ShSFXqomoZH6eK/ftT6izdm3b5gp/E/h1smzZjb+NlHCxrHj6zY9Y3QPv7dVVs/Lh20+qfGH6Hpp9Ni+Y3cuIqpF4++0iYwGz+662v+n+jf+8Ih/cK9WlvZ7soDfXl04l504t5Aeo4wp/JGcZn9xspPbYfLbdOUyY7J8Wnl821zXfNi11XO63tz2eqyR2M2VzmzVeFIlu31OcFQdmJ8Yvkb8TfK+eZ4c/nK+MryP8T/UC6mlT72inhFeYM9Wz5GGWMfFh9avsA+p3y5/Zb4PfZ7488qz9l/EnfLimwX42J5UAnafXEpXq7YefBPCejBaHZxABYHNgdooJ3OISWov7ZQQ6QESqo9HBkJTKFHhaLZGtBhAsyC9bAFtkMHWODvvB5qUHngq/vIgeNdfvDrbn/WP0ZKJUP9Iqkt6naVqmPguFZgYLD6t0WZH3P51FeIPmjaWMa9ceop3KdbGKRoTp/MpY8W9i3po6jnBf01nVYc6VFSNgTpcai4/2qHuyGO5MEdvntnh4u9O6Q7XQ32qKtBMf+d7Ngx3WHDY/YGJcD+3UXrV/yZVjSy3guUC+z18Xqk4yj70PiI8meV5+MKyU0rqqI7EUY5GWCKCfutzw6BuihfgDiS6PX4fbwpWQz/jIZoaPOadRsuvDS79++z1qw4/jx4wC8Zn7hvv33lqEzfQbD94E33d5F9xl+Mw/B56Ya1yydmR5W4+g2esvzlJW/O/ee79uZr6+MN2URm7vWv33fH7xcCMPnqizZpr4ndW/TyjFzD1wgT5CWIitfLkggCTfAclYhFRhDNr0B03AbVuiJKiKPJCqZF+FbjHBPoEtpK11OeBi35F4tcmTj1FYpcQRSUQx3CDWLoo0Wb1Gj6XTSe9QzjwJfGWP4BYxz/i9OnzwwxY4pq8j7fxP+RlJMM+VAf9qT9Ee2RyJPlz9uf1Z6NPF9ueZR/wvKE79HQVv6nlp/6toYspe0lR8Peo552l9IuH7VxR2k7cddb64/0gT6XuIbYhiBG/YNee7wCKi4pqyeonuEhsWCNp760PhA+WtZeAu3kKGc7am2X3e2uo94hJUOOpyB1SaANVugupZ7Wy0O4IUeqofoSUdz6m0CaNHXmjuJPHncnOzvVnr+jRwHXP5Z91pnLs83Ro+o5A9jKSc6dGuhHftf6/AP9UsGA+KWUA1mfTEmpgf3QfAzwe3wFAUHI+8pdz66tv35Qww3Z1c/dVYo/q59bW3v94EGLsqteWFVaVnL45ssnLV06adJS7qU7d6wtKy0tW/383XXXX9Bwffbun64txQN3/uSu7PUNDQufKYxbyjBkV6eo8reLbyPeKtMVeI3QkIAh34y9MJowNh5VvyYZFvRxyCg3v15U9+wxsecv6YXwB24Kfs/5Kk0S9Ngk04nev3+NGz3iL9GxXFgIELu6CvGh+J0rSdCkaZLtSVgF1xGfrlBidQhEp2DdS7OkiqQhXY/jR3Ud4/sJD7qSNqkwnhzFKczxdQN4HsfX7aX1vePN+aW+PfNvhAdhGqnVA3SJG9x6ojLr1oMluLE5slvwCMK1KbtGpik4e07bjHrb0nvuD3rOvZF8jdNX6ipdMrh1MK0ZDB2Djw+mg/m2rsXmHAN7LiXX3FxfWK8xncXDPdfzFM/jHNbdlMSsQHS8aGKOG2VM5xv4IT3neoo+UBw3qs5u6x1nxnjSHJxPNMc9AT+Fh0hIt0O0BEhJWFF0gFjPWnJsHZNxHU3mOuTCd7ppCCRU5vfjF6Ln0bBwjpE959gEz8FNhfElYcmB40vO49H359907vweXCSEzpv/YeTR1dJgV9L6T3P80+CE+aREd9CauB6ncSDzkZjJcxbB2MqRiV3HhA4zxikhlWSv3v9fXrguvCA+p2JOJT/NNcU3LXxlfHJiSuV1rjk+S4NzQOCCWDYx2jk8ODo2LIHgQ2qHcUSEXbpdsa5Ek2ezKyUhkmyjN+7wS1Hc6R7NqvyKwkqrVEGeKSmvCgWTJfY2qNLtxAa6bZat1XbExtvaaP9XS2OeYNXUvRAylePk2M58rrkTzdnXqnEUd+hzOvG3sWDjTuYRKjBbj0FsDupMyJUaAgPLuVg903OMaV11tX4tBmjpe/ScfzNfuejS2ksvhlvmGGcuemX6HuOM8YsdqyCYd2WG3XL12rvmzV4jtL+6pHV2yXXB6WPODN145TRIof90QPBhqp5d8sKlN2x9Zs9Tm5nsdOWR7tcI7ZpoewHpKe5IlQHkkB9m7GvqZFHHYEpBJ4HYnECRf7bz+H0R8jtl6qS1qJN/7NbJsqjFgTpZdh6/zfmlqT3zb8T57y7M77ab86v/Zf4PeubfSD7pnr8ibM4f+y/zj+yZfxPOf9P/5/X3zr+J/OH/vn7UzROmDhd1k7vY1E0ggYDV2qubF+G4lKnDhXmfgvVFHa6Jo6nqGVe43sE98z0N41H+K1CHnY4mx3gHF8UAiG+DwK75aQCtVw+KNuX71/80+Qwn9uL1Q8TqmZ+iUN5z/Wz8NajPrzObYT1ZtBmfo80w6ROrUOh5BoOtd5IxkZ9lzm8vji/rpk9NnSuI9Kk5jz6F+Uf2zL8J57/p/8f8m6D0/54//67wOhtfnP9N+EuR/rG4KBbpivbBnFe8Du1DHzIALPpFaythWum06imZKXXT6q8rva56bmZu3XX1p0us8oCbw2v93GBvfXhwpq5ujHd4eHRmWN23nn9HFEkSRbLCClYrBgb1uiZCFIOvCgxXIWm1xkN2hK2vog+x19lYRFbZJ2srJiXMff+suddlb0l2FoagM51oWHYlnR5vP3yx26dExUg4y2xOGdocNC22eP8qdzLeOGjdIGBz78RgG21O225bXToWmjpQPdV5sjPdrJ7MI3RAq9LQ0GRu8ifN8PNomoUkmc6GDAItjEea6jI5rS5TlylCy2aIMTQ50I8mpw4EHwtHLgSxPI6wwjQ69TEMw6A8iqDTfQ7IoAeNj6uWzU2OHiTelX8BLhKfnn119I43Vx2aZby5vxWkqV+1G8Y/zt7YfM2GW5YtWcpvnX7jrTNL7/Y0DP73jNTC+ityT774+Jm1IELZS4+cveT9L5a89IST3r5+++ZnHty5w5RjM2dl+jJLUc4e7JZL1FvxP/T2IdSbaVI9yo2jWy7hmsJ4f8gn43h/73jEjehxhXb0F27iJ5v0jCIqIrV7KPXYOQBeS2zzgheBjMXCU6fTbVFsis1h8Vl8zuhBloGg9+lVQT04ITgryC0JtgZpNFgT3BLsCLLcD7gFr+B1RaPuGneHm3PvpfeRgHoql6+tzWS0uroMRost571njME/xqtcJ278eKzwCeKk8vo6hn7xv85bXkiMAb59dMMGSNHhkNqwwfg0/5rxKXvHN7bvx5/2M/tZnoxvfPNNxGBBpM10XGspeV331AtZ13B+mIuXLH7LVPd8Nw9BJpIlmi8bPBYIzMQwWZdtWUpLRJfbw/l4QWPeLyBKJcTmU2xJqx6tyG6zQheqQWM4wL7si1dk14e3hOmS8IkwPR6GwKO+Ui9to3e+ynHeZMjHBtnwa1t8cMIHvqYy9RQGWOj8EDk2qn9j0ZZ5xMxFMAnW/A2MGulco5pPNxagMCAVvAPqWBiNRMiaGV72yiQQYp2E8dmaX9z+4oXG1/5Jw5YsNb5ZvhyCwmWvnd7c/PL2/Abaf/38IQ/vy/+Nf+y1+czntWMAcYNpawvY5Eddb8OagswILtM3COfKWNdrOH6xsAtl7HEcL9p+9Evy/dHdlsn0qb/D8TNM31mY/0mcv+g7ecn8Bn/e/OZ403cW5n/ybfL90efNj56JTjR9Z2H+jTh/0XdaBfMblvPmR09MLzNta2H+jd3X3zv63PnJSGM6vGb6Ntkc/5SzYFlDPOFMy4pjLsEx7WyMzVkY4yh4tbCFl7rH3I8+4AWhXS1ep/Vb+BxtcnIPjHesc1AHBoc36urINNlMthFagwLrv39kwaWlm5lu/9CYyP2Wfd88h2RTKUaj5CI9VBMBjjpL1VK9dEXpttJ9pR2lh0pPlMqlfBvtq3txEjKTR/JF+Rr+IM/z4fXmvC319Ygb63Ps2sq7vuHvM/3ft0W78RXamcgr4DZF1qplidtHAKnj7qFlwafQrqeNiSgPHyAS9pF1e/HAST0ItscQEVOfklSigYEK3xoAaBHW8iJzFxmnw+YTZ2qgPWhzcn/lVwvkr+JqQfAmVQtYQoF1ARgfAGediiYm6PcH2ulCEqMLXmkMpM1QOTj2aK45MA5Nx9h8sCFzMtAZVHHDIswmraG2qfEkCxqbc82DBnHumLs8JflN8x1PDTRNe7024LfAH/zDjYtO931k1WWL+yejmQus/IuQMj595JHVZ87sffm68Am577CF3LdImyfQt77JeGs9VfStPyr6VpvdaunFLPfk3+VnmjKgFcc5/nMcshWjFv5aPkmsYNPrRvLL+Hv43/N8H2kqP0mcIi/g54jz5LfQ4uoDL8jyeqYWN+hAeW4J18p9yPGsYKBfXpHKihwV/VxKTMlTuMvF2dzV4lZuF/c2Z5NFReAsoswT4Hg+KSgeQVBEUZAtlqQketB5c6Ks8BaBB1GyEEW2KBLPsdzxq4HSrCAUsqi2rNQGoV12TkmymtarsXiWNNnUU2m0VqfStZm0i5mmhkJOuycpbLl9P+4Daf52dT9hiW0zGVhI8bwqR619WGr8yA65T5ak02ZqJ90MLBXeXGemhmWIgaQ9AEEYBdONR+Bu4zfGt3fySeNeWGrclp8Bn99jvFig9yak41apAfnynUnvCeT/gbkM4wGIlIxMAcg9ssrGL0dhHSLVIH9chfFdP0dzWrEbJN3lLVRerbh+CVaheoDUK+dFO7AJ+btVeLnnfG8iIi3wV5SI0CsHrfl34SVTDlymLXhzf2EULxTtBfpd89qFl9H/auSWV50OzaYingnrg2wbVW0QoivguYRALCxZWyGqLZImJi3SGIyMBVWICjXCBEEQQm7KnZufdfXfG0D/wdJHTDkax6onmWvpVLvTSCx/Xwy0iNbQUCwyedGh9ARbm6CSHjGehmCfm6YPnDSKrhVePjPqO+Hld2+5vzl6U+k1kws17EdYDcSMM53kBzvOCRuTZtTocNiJ06Yov2Kg0EpW0vEwk1U4NYczaT/Big4oYaEyEwXujiIqDKpNPWFiOt1cqAkWKmiqCekaC9WH/MlOM0rsjQ/rywEXQd2FMHDoLQaGfufFe2aFqkdeevlHNBOzB3eiuHBtMPxVJjHs1ZFXRqa6ZeaHuM5Rps11Fb/DeF6mqyznR9EXcXexr6FS0vuLXzPtKXoWodyUzdMFWYMlKJtx3QZOe9S+z36QlRDbQN/FRM1+fi5iA8Nwpn/yFL8bxXNWvAIhpNYeRL7REFKyravd/HJv3qC5KKePo70qN+3V6aKcthTlVLHKUq+cbkB5nmbGYp7iuHhxnD9ghd5xhbUM7pnvabgZqZDVQ2i/KvplZ9oW26jTptroCts6G8Ul2ixsZSww6w1ac7nm7uv7/vqehgieyI98CIptXad2zUeC9kaX5jV0IQRAMNmupqyfd13GP4Xf8pCf4UeX6D5wBsYHZgY4Etgc2BbgAjqCsIC1DRbrHnSmxKpao9b11i3W7dYOq2Qtb+v6YjceRyEtUjxdCBqBbOz6WpiPfqyM3Khr/iA0+Eb6JgvXKTc7VztFBzMPCaeWdThsTqdWbZPLLP5qhLnU6XCUelLbLEAsqiVq4Sys9mSLQGk0WlZT1lHGlTHgG1bzOWY4c82dWkOmjiC6a2rK1yK6zaSLGU4EdbFan0tTqVh0VQM0FcMMB8N5GyF5CKw/fn/6lF2bfnLLtKuGTRr5+J3N2wcYvxPaf/OXPcY7RqfxqvGPh4Z/ltoLPFx/4K4n15390vQ3DxqX8lP4ISRKNujO52UQA0KZP+AtS5UJVgZpK3ySSyQkAsBxEU3Br6BfSJaY8LYEukqgpDEeZ8vXGLyNb4nTJfETcXo8juAAqnaoSa0H1mpwAr16U6wAYjt78CyD+HUI7zMs6MIl4+qLWNZcZr3bRLHmQrUebGu6bHpZXTY+IA3+Ky4ecVuF8Q0I93106/NNqR/fNcFY/J064Wrqf/AHo67YsNmI8MmNuxY+82T+qfdfvp7J2TTEW98w3Gn9VzFn83Z3HrU0QhSMoUvPi50u6zrG/8jEnd7i+J6YO1RGJBx/fo7OnJ/hzuL8G6GIOykpLzPnj/6X+T/omX9jb84gVmLOH/4v8w/qmX8LtMLVxK/bOEqjUuPIFOVo7woKulo4x8c959hCXscP4rqbw5ikNUz1MIT5CSPT+NVeFcshCizGmj9jNovYinYnZNosK52VgJqEnqAJ2tb1NzONmzhHsdl316CdHGiuLWD6vAnTCCnXPeB0wZeu4y66zgUuLszsleec0zabuPhRtFc/M/G1rWiHninmhOLlXkevHbo1/y430LRXhXO8ua9grTRXMUvcs4bBPXM9DSm0VWwN+yoOVtBtFVCBa9ixi2VPK7+3hgnfW8PTY9E7MIvtBrdaycyZv9fWFq/JrDeaNLMXabaoG4P08yjMNdSch0FqkD+qeY5gcbzVzEvJ0NetMPL0Oyf46Jl/Ts/8T8CU7vi/ukZleenq82Ts+/M/Qf7UnWdO91N9OD59noz1NXKsnoXzF/IFm2FAtw/wk3N8RcTI0ceETThvyKTN5gmFUVVVNls37c3amEl7R5H2DqR9ue6FiJJRuhRO0dF5KfAoI6WjF141F+IIEu46xn1sYooE6dLVPqGG0KgQ5wt43fI5iendhbx0RRuA7iTlW8q3l3OzcNdRzpW3Ab87Znc4IhEzUy3HbIlEPB4T3exdacCKeGQlApLFBLrQLj5j82Z8GZttph0Qe/G6y1mRSDgQoYTL4/FIJDw5FmWGLTxwcLYpujm6LcrNirZG10cPRU9EhWi0JkqjweSyHtjCjF3j2LMmTFELWIuVytWTwaMs69HceDRvJry/N6D5aE/ym2C8X8dK5efmv+vLJW+55mG1z4F+MyWVStabsX5Co7/rRj1Xd1hTpanRgWtuu/SWBqu8ciWEzgFBjx0xJq1Kl5b8rk/dxOH9H4GDRz54xrjn3Hqmk9z9ihUByVm9ygbgtAgJkTotGMs7rVZHRmvSJmhLtFZtvSZqfn+oxrLCQi1mbVN2YFTpXOGkTvZWdUwQlgitwnqBF4LquaVNgRWci5VNszsw52owEz3oCcf2Nl1ArL67ymn+w5fGAbigUO7E/QHjE1r5Gnx5+rQRey3/SSGekrqO0TuFTSRC2l51qihiJQXZCG0JbQ9xs3DXEeJCjMP2AHUfg3Ue8HgsYT8Kxc6ygGhhwqHarZSG3W6/krFmZqKRZMNLuNJIMujyTW7yb/Zv83Oz/K3+9f5D/hN+wW+mLzFG8gejy7YUYGtzy5jtAy8fs32w2bfo7+pgK25k1duTuZNHNdPxmQJQ6G1jeJyxHxedRnaXe8/l8YXAOFzgMn4GL27fLqTiJoMXrUzcf/8qRLkdHXTGy4Eb6pLI1ylrX2l4+ZjJ1iMmbkXfUWFitjOFnA6s687plFQS+3/Upx5Au3G5mdMpKY4v67YbgYTsxfGB8+yGOb/pW88UfeWD3Tkd9JX2Qj3rP+Z/sGf+Ht/K8pLm/P7/nN/0rWeKvnJdd04HfSWbP/xf5v+gZ/6NvdcfDpjzl/yX+a/smf9/YA1MI330UgqZMiiTCHNy5XrZoGy57vLgRnFky0mGxYL1DDT2nFOkPef8H8A9CesqBWcoE6IhZyVadEp7UUPhe4VzD+o59xYYgX4dvwd0X/hgmIYlxfxe2TlhQff5rjF9e0nRtzN8V6o7KKgI0pyN3ztbc30Bb//QmC5UmPHAmWLdtNvGV0fc7l4b/4AxnV/AJ3vmf4r+vHucH0nZM04iRCrkivIFH0Obu32SXeWF83JE7LplQsRBJm/Kij7sl9286R3fyxuzBjfVnL+rOH5m9/yyjVhwvPO8+R3GRL6Qz4t8v3br8RNePxdzsPE+tHmvM5+NEKGQNziNPrse44/eSKyQsGjr+uMuux0vMV2iW1mjVKt9GwZufBu94JWRGDdMM/0eRk3cYfP80eJ8dxZq4FDjgW2efR6qeyZ4qAcN5i92/RcIRHquKdJzTZugL1xK+upu2KKcUOhmZbtCVygwXgGFb4PV5jTKOVWv7lr6969lE3kSJxyISKxGO6HR41qXRtehGacrEKejDdsVjWc1vLCUOaPWc2HpXOHSivkqug/jIgeZ/+qfrf+yUivriaqRrVlC7CxosIMFaU1UXZ2g0lZ1u9qhHlKPq0JEnaWuUFkjkiAlLabFjFVkLUFnU2PBYo7tbM61sEIMOgEWGaAX6F+Dp8+BlCwmtVmTTy3dlxyqD6k1vmncvOAWYdt+tXHcmXX80tX3jmW4oQT14mH0YQGSJB/plQmunqMJX72PHghAMjQgRK2lJaVUiYVi1MaRhJqgDubW2PUENF/WekxXNKcGDk5jCX9N89pJWVvXCd1mc2Y5t9tNuTJ3CXMSNq/kFCMitfExsZwd8PJWi6Jp7mCMVEYkpzup6DYLW+huiy17wgKWTHMa1I5Q4P2x+Y79+9UvOgsOr7O2duaMnLnLpUmgiWX4CR5RD4UCYzvTRO1Ap4Dv8c/8AY/EQkJvMcfvLRYA/D5B7W59Qs8xgH94/rLf/2qlcWbRIghCrfH+qh1fLFtgHPnrrUNqs6OWLxtcTcPfPLlr10aW+Z//WufDz/7wW7hi7uV3bR2/ZPEVZn0wjLp6KdIyStJkAJmt61WuBtcoF+dHo9g/EUnBthSkUm7JaUkm3LQ2IVnKYqlQ3xQZ1D8ZXWFZZ6HjLfssBy1fWnjLTBvYtMznucO55nwHrv3Dzlrm/vKH9psFnubOhmYT6uDiJLEKtMJKpGS9WgW4Nr+PNfngDrKsL1BjK3QXXsbwpXjpSxOXXmmcMuwjwkl1fwVcQ0c/OXj5uE2LZ64cdanx+CN9PnjhFy/1+fGA2y589zi4NmYegeePLG+wK/wBT3D4kKHJHyyDuOSsX/jadS+kk9NnwD/XuwTjJcFt9F2b9hrL5DKmT6g9wmy0nSI9Y2LUNUVZcyGFtujheg7qVTjgggEesPpKfFQpCZUwKYuAk2GEE7qVCZHdbad+u5fVNqNO4JySzRQnmRTFqUQsYwdcTJysVps7RuJi0Ja06N+XpVBAHZvf/9Z/CFLTzBy+zKX/N7FhWOr/EhjaafT934RFaP/K+OA/RAVpoRR6JYiGUnOrrjj5Ffw6nnOKTHl2OrWsm62/HF88zIGsgKRIVn9iHYJtu2SlARQdV0pFMrLc5f26FrUHovJ4CVZIxyXKqsksaxJB4Jxrfh/F51TOBM+47GZ2O8mMHBOdtKk1BQEqj2mpemDtpbhKFBN8z8Rk4ADhGn34jdfuyV+6AVYNhPv/ct//GO8vHLHO+ACiN6WuqOkDO1cu+kF1kju6NQZqfve8mz5fXl1m3CY6B2SK6yzy3E1iZKve7xquhaPXaC0a5d0w23ujl473z/TTsaW5Ujo7emOUUqvLGrdyFt7K2wI9hsThdlAu4PAxRjtUydbN+1IxbAJQxntPjJSLIXtS+a+cf7/I+l6+d1sQJMjMAkWY2T6X8an6RN3/yfnbYebA/9VMDHky1pE/8Z+8B3IdYpi56BMCZLEelwWUaQsERdW8uUUF9JTVupcjkspuY/FzUvHeGDPHHlLsWUmu5mVrioSk46J6PKrVaBQtsJbJ5ToPd5pLzB8oMDfQFBqbPzCjR7RzoEpiLMolXHVRTY3FRSmBPGb3ughzf7rbeMuIrYLIJQbMNx666dmQ8Vnt7J+AHcbueYEeMn7+68/g0yuNdyiFE3e1jNg2c/OXBwv3BIk/EH+KvnOz7vtag6MeWB4CZzQSzUQ5Kx+Ry2Jm/KhznGwuUAa7bKvWyzjiUl01aBw5V3GBbK+ncIEutdoru467I0kiHy8mBiVLhSPFCuTUGYwEaZCtVj08I9f5a1z0f1kxYa86zd5pKKi06RaRiRrreWXLr3ULNBZNJTUVaVDrxwPiD5JDhwwPesz7eoyHkA6XQGSVETP2737hhT0w9sV7Yegycc1+NRkeYXw+4gd3GmregIFXGqnPfg0Xw6SDR4aZ0BzpMrnrmDBa8JFy8v5e4uo6pl8YiGQviV4RnRflbi25r4Te4r3Xy5TgqPukm7apv1TpHhVSjksc9HHbT2y0Pjw8PDn8SHhrWAjLpXEzIuckpJ7EySzxuFMvlczUoT0UyRIEJVs0TtJYK4he5bEWTEM4ZtmsbdP2aZwWc22Wt8n7ZE6OWRL22PYA1AQgwPwICkzucGdO7fx1MyNjN+nyB0zbiAQ0/Uyz+ZsjuXSRjGUg4F5TUR+QinHWUTyQqYq5FUYX6fjX0me+/svWJHiuMBZ+u3blqntOrxo+cepjy/h/mjT8Ze1zKHTPvZsxWjc9/K+zD2/sv2T0eHJuL5mr0EtGTd86Fu1IkFSSy/SBlRT6uC5wjXZxlX5At+C0xNClxtEuhlJmCZj0iUXXWeC/OlRcc3Nn0ZsWFZ8phmkGz/ejvBtVP5XscaHoOce+O27V1VvzH1xSmio4zrK2mcDPqTHebxlwedOuuz+/ddAV/WbQg8Y9+8f0ifC/0ALd/rL0UuOTB96A1KI6l+NsvcOXXYiXeRWuM2H6xDC5Ur9geeCeAF1aAstL7imhHmbwNzObD2pCo+EEWFRVcrij6wjsQxmLBlPrJdY8FEGLjwrBFsbggtZghsqd5k1gnQX2VUG80PfNFlFnpgkQCpirRZRQJyTylz477ebLxg4fuWzRM3D/2SP8SOMT44N1IxaOHXLB2nBV84JH7rzhxr6VMOnUmUa4q6zvLfpsp6Ng4yehjb+66Ncf30siKO0htNqKAPMRcltB9oNcAk7OGWFmzhRejXjY7ZnMwdc5hjqox8EcvG6fgFySBtMxlNKI6daDvBUUVbVQtyN5BNccD8bQqtcww15YL5r1Hneeayp48oLyn+fP01VQz8x6t5yaBDjfql9tnFn5q8O3Lpx/8x92rDL6ols/9tflCK2H3bJ8SO3GXTs3HvnrD59/GKq/OjsZps6btOqFS2+4YRpb/zhjEf8APwRls4r8Vh8tAlwsXCZQWYO9HpjngUe8W73ferlN/pf8lLMHygLXBzoD+YBgE0t9pc+WcoejYI2WRKlcEaygn6VArPRVUofdl3yN3kh4EkaC+STJLDdEdNnhtEfsGTs3wDrCSp3WiDVj5bw8b7Vzbsn0EYGSWFZFiQjFugjMRJqllXjshBvc6P33Mwnp3J9jPV3+BpM2BWI1NHVmOk1rWcQ/zF2YDrHZhAi+COsXivXcPkDqou4CVDiXhA/MX7xzXs36syvg28t/vSQ7siIGqVNw0WOjjX8MHbVq1aXDLx7dumbMUKq+tu7x8KjEkgN/HnvPmPrRc3Kzv4O+xr9Wrl49KXfNtNV3Tb92zpUFOzoXY7s3zLxmf71ESIgiyAmFUlQFiYuuxwF2QXZSoJncgQOo1vkOU/JZv1r/GmS5Kejsn3/jzFauLh+lR87+mW/6DtZ9B8NPI+9YneB29MVBlN2r9IZABOQIIGBHA2exB+w0hI42rqVcJSnFaYlYqKUk4dI2K7BZA0VTtLCz2seF0R8XFa4hg3qo1XVCJleHmB2Na23/mgKeVAUmfxVadiCjIpKN+d469L0QM+/NEG433n7o/W9+aBy3ckdck2dt/sco47P+z238I4zc87zxdn5csH3FA230I6PurauWHYFHqyc9O6flH0M/WnLdlweNwfvbXzXptbjrG/5jXE+adOnVCVpP6VYKc0WYi2pkv9dOLYI/4a/3cxxJ1iSpShRVoUlRiYQjzAv7AtlIG52jj3GGIRJuCo8PrwtvC+8Lfxk+HrY4wyvwzfEwbwmHVZ64VXfUzbm91SrnxKC3EongRXW3kTBGg+Fw0B11paNEZ+0PugdjQydpItTPkepgylaRKoA03Vkazx6xQNRSY2EpUwuzYgWkzqjHfFDx3WHGU3zrasgxN5Vj/ywSmpFrbuk8B8Sh2DabEtwMolRQeDVRUPqoW+iR1sHg7RXcAQP5jy9+8LZvjj+8AypOvLTuPdiVM45k22cOGT5l9LL40JvHXH3FqEXL7kjAZQcvHzVjyR/AOrv1tx3zJhs/GtqWqbuqZXDt55XZRXPr+864kd3n8KIxkb/LvFetSvcKCUp9kPBQZ7Xi5IifilGbO/NrFtQdOEdWoRBnFLDnQFOb6rUYf1d+MJ2d3zhgzMHLl/SvDk71Slwn/wtj6+n8jqOz14ZPyKNDNwv3IN+vQRz2JuKwPuQ9vf/ddgjZ+9jpvRp4NfQc8yqeq6D1lcMrJ1dyU7zg9btvCd0bopwzBBYxFAin2G1Gdoc/m5IT/kQgkAhXmUi7F7QtlqnM7ruutVYnOHd1WCappJyyBAMBpy9KgmqQsg1rZuSlYF9nKhqviVNnPBKn8W6kZtZu1cOdnb82Xe/X52C0DNt0M3Em42uuqDXnoLZkrNfS1DOtZvw14Rsporc3i6jjd0ONfx2+4doZN3zS/pTxEr1jYftLTxlb330T7oOxv73nHAj32cA/P7Di91+t3Xx7+3f5tvn64I8OwhX4+yMG4yihxkTBZ+b30YHpA5IwAJYCxzkBJBGo3U0c1K44rYrTprncxKa5NYXyNp8uOonTbqOaGqpkcdwxfQO+8LmT7hHuKe6l7tXuR9273ZYpbhjhnovvn3UfdgsJNwS1Ko1O02CUdp22XHte4/to8KjyrEJXKzBA2a0cULh5ys0KTShwD4UGupe+QzkfTVI6ny6jtA8FxY1xlc2ZJKPIdWQ5eYLwNQTirHvTnrQlbSNsc21LbY/aBFtAq0PEh5sc7gq3qjF4h7rU/Z9m3Ono6GgKvaf5G5z40x1DyOD2edVYFA2ZG2IyzaaQK4j5fIZnSbXxS+Pd6hZDgVEwAkYYx/rV1PQT2s9caXy3YLTxL5DGXAcyv/Xs77mKf71UP31G/wyzWQ91HRPPIp1jZJmuzYc2oLs5EL0+L7WoRGbdzR4pKppZpAi1OhVfkgjgFEARBEck6SRQwpFylyPp1J1mMV3CyM8JHc5DTurMdNsTpnB4/UwImSwWegg6m4oOD9iC6rvdmdkgiwZD63ZsqIriWSNphLWK5fcOTBrfQHDt63BduPqWW6rD7MbW/Kt04ODlmTk3jH08/zehPf+nzca0rXfq18wd/iCN9jz3wrzXfKAuUwIKSYJu3qDo8fizHQAEVPMuRV4CEPiiaSsaP7xY5s20GLzITo3TFGo3CD4aTN84aJfSym7ghbO6H3ies1DOQhQaFaQoV8NRjrPbzLRRx/v5jvdxNnzdkc+xRFl5ofcVt3W04W7jk7vvhsq7aWu+lba2sx07zxOIUd9En+KHrO4kFrDiK1VELOPjPMxrhFNZD7t5scapZVm2dpaH4z0eD2WbCs8wz0mPYOEmcOu5Lag8HDgEzkP9vFcwo5XrdYVDThMQLF49nsp6Aw4tu9i72Uud3oh3pnexdwWOxJcZfMPjmM0+OOrDmNk33jfTx7lFH6EAenkyC1H2TYAILIYVsA54J77MAFICwMUB0f3EdEZBiy0bYEph83DRWQKwjrDtQofAC5lcS75jv3qAwaM6pPx7KDAzTGXA9wH1sCn/zaH3ZvQqSFNHwYYVwNTMwifq7Wsc+/f3ryHm96vQXrBkrIk7u80ZxEB401hpXH/C+GTUuH3LWOQ5IuimU+DB/Cd0+7fGcH7pnglTKvarqbJLjH30vvxbJs/vQTw0k+EVCOlWDAetQpByAU4zUbUNzCbppeF4tsan+2b5ONV3wkdbfet9dI0PeJ/HV+Gb7bvRt8u33/ehz9LAjeLon7l/cdRHgxwvBPwi8kFZR6GELqS3Us5KS2gaZWk1PUAPU24vhWuDPwi+GfwgyOMXdvlhsX8FyoHTDwrvb6PX79SRsGjxdpZFs2yvl3pDWWg4zjqGWKvdBMJLHClx+LikoAvFLM1BAYSe/Nyh/SaZ0aenASmOtDWJjn6/wQSlzRilMqozo2UGpS1FN9JNc2akein+fZrzM82WSOMbb9mkS28yqT4s6C22S7LuSH7pTY2T+1Uh3SvCI40m1jdp0r0Eda3c1LWpO6yiaDasa76seAwEASWMU9iTbARd4rgenUaR41ROR8nHRRc10NTp7qR2tyZ2J63P1cXym41vli2D4M0FXXyNrsivZNfhRP7PwOvwwET9XR7VK+vhHKvdQGWXTJ08r+OZM/xMnt7HwzAeeIfF7bI6iepE/6RYXQ6wOzAO9qCH4nlJli0OcNhcVtcxzebRNJsTHJAkTg/BjyUpaZE9Fgt6/rhcK3MeGe2Kw6W67YpNjFprzJ4w3qqxKBAki2K1WewKj+qtuj2aSyDOJO8Y5pjkmO1gPHcg0nA4LNCAiJBp+FomEqBwxCc1mFiQARAt+5wFRMsAhNkWJFU39jNxYPebAgw0LTlr7/c3mG20HYdQJg69lyscyq0R1PTt6v41AdV80gJf2KtrLPstuHXsZ/6MwQ2GNgtqCqaicsmUKHEYtAipRCrG7pb18zOML/Yk06nK3cYReNxjfH4RxIaBN9x28Z4h8Mc597UuNIJ8ov6OV27ZOW7c8+M3sWeldB2Tppl1gHv16HTPAg9qiC1iQ+wdCWCsopS63XoolnXrLn/W7K7IYpAcjqIjIyEtiqRycY5Q1K+LqsublcWgWCVyFjHqBzzmX+/f7uf9/nisUAeo60HIHzKaqB9iQIz4Ks1EKtDUVFfX7baL8W83KEYhU4uejb0IQkyaZhy/74tTEy5YPG/h23OugtTOu5tqcHsSUhuef/mymr43XtfODz5rN06vmHkf99DZpPElXMs9jnj3JcRJ5SbePaxX3ErPUIQm4KQRmqHcjSy9tdsNLFygVg5qQmUs0XeINbACK4UlY6msK8oe04RYKylwViuAnbpd7lqgHgDqpuBxUTPnP1hyggWc7nXuze5tbv5yzl2L0qT3zWTZI6Qy5EtynAhu4ncR8wbxLZS/nNbKUbVDpWobuO/O5H6dn5F7S32/m2Z5pMxbJhLoYA9dMIXEBAQzzOcjke5aANqT7yNzdMZCufFx/pV+w98bV4TmEKVTwc397Oy1f8mt6cbmZ6u5D8w+wkVmH2GIjNIVn/9Z/24/p7jM9om4R1JFp8JUb5vZXPMlji9FPKM6o84aRDE8opj8WyxyZ08aaDJTHWbxB01cqhBLntP9ZxZ/+CnGN7y1Nn3x2AsuLDT+fbho8qyKiLGI27GibGafinTfhzYVuv6qa3MTN5n1qykYCx9F3+IkPqTnTfplfcJwQfiF8LthrjIMiRDUh7aG3gpxqRAkPQM8z3q4CzTwJfYFDgbo+MDiAA0EeFe1jSvFUFD1pxhTqERivkCqBtlmRs8sGKhVv0BJre0OfoopqkLyvbmYocaorZiYpgz2S0LMV0BiwtFtrxntRt3uK195DabBpJ/vMd6uNba+dN01fq7k7J/8Vyz96Qs3TaGfGbve+wymvvhnmPGrwx/96ndw+8Jrt51+5qrbb7uykLPCuF/8wFxrFTmtX5QMzqmYm7iZLhNvdtzkudvzaFDmg4hgJU6komhx+KhPDCkhx+rg6rJ7ovdUPBF6vPTRmOMuepd4r3Kvg/ex/vOyTLIpSZPJqkEqtVXHOb66RLakkskBeNBXuMepqT4aqAnQmoAe2BLoCPA6bqj5Ua2sZAMBUqljDF7ZkqlqqqJVrHuiKsky/Kx/iNe0NEltCYMzHAnXhLnwXno/6VPoiq3L5DrT+Gfe7oQ+sa4uV7xBOF+LHxWfEmbOWnwoBLt1D7rhbRH4FnvZEd6TGHsMVoEF/gEDy+HeH1y/Z8+i5hsW/OxnC5fwNRBMt0yRjFbjNaPNWPHrNrgIhr15U+Ymfi394p9rW1tXnz616rY77oQ/vXPb/ddHhww1thiLYANcBUt+8/N3btlZv47x4LKuY8J21Akn6UtO6oODAbc3+0Tq8+BH4Y/KP039OXwsfiZoWe15LP5W+K3yX6aE+XSeOE+Z75iXEqbSK8QrlKmOKyoFRxD8jPpKpgqqqvoOUkVmLHYkJB53r5ZYLbEqs+FonCRnCy1I3AT/LP9m/wk/j0DW7ydpRvN0y7q+m/vSvux2hr661ZHtm6zRZrG0ekTLaDO1g9pxTdC0fhilRGdFKetue3VIUzY6tVo9lW5hHGhG+qebTR60NOfSdf/JgB2ZvmCSnz3MhXm0/0J/UTJ/0dawxzIMZBX8IgtaxlzS0jJizJgRLS2XjOESyIILht4YvG3j3x5bsWbt8JH/3viPH93nWIUccD8xbdKkaU8+PhW3cAtyYOBFiZ13bL54xJk961fcvXbjg7+pf8TUAWORuAp1wIWKeofely8FTymIpcAHbgxQTwA4EgBZUDkNkX61gwtXizLz7ile5xlBY05XdgI/i6c8RCMEWDUoFkptUaBGAacSUajSm5M+0B3KFJq38/ub1Pe6PZOp9oh8tGI4b1ZjEnWgnZNbFFcZnzzz7N+Nl3++d/drMOmNj+HhQXlb/8bfLrhyxqL3BuNCZpy5Z9HBd2AyXPOr36667sxA7lPb43f9/uM1Gwv6PtlYJFyLsuZCJPekbktZ4HAQcGkix4qKOxxSiJnioaIVV+h0g9WdrGF3fdXgWk/wvMZDMkLWkX2Ey5AmMp4cRGcjFLzOeDIT/Y7o40hZIKbo5hMCtYqqbA2+nqCsV7Yo2xURSdENZr4wg4S8mRGZkTufHrlckRC9ieoiIZiTFq41vrn/2bdO3rNy1dp/vfljmH9h/uJY5dd/SaJv+cvZ3+qbHjmd/+HGeePPvkJXWFlhpVA3Eb5C31yCdu4a/aJPKuHR8LPhA+Gvw/ypIIzyTPNc5+HKE5LklXUNNCWe8FLZUtptvNPllug++aD8pczJMxErus0KCoulZzADY1ZQtGIGq7tqzp71pJ1fSWFWxCdkzy2kCF+9NO7Sue+9YXzSXUmBz8B++frxo4yD0y8dsHnd06tq5vWLcd+dWTZANR8H1VtJ8SVvad4ydoFDMWbJ7qE1jL/3IQ0eQ1kuJX3Idr26vs/wPvRw6lSKlqTSKRqMV8XpgMiICK0PDQ9RWQErMp6jhc6VYuxkPq3IbDnwuX203GcWLm1ByS6WidTGpcSq7lqzoyxG+jp8CanYZaArhWLzoUJZorvVoGP/eQXnc0oTxYJzEV50l5xZyNIbr5RBQffPT7Lzjy245dMDS4xvHtu+rFitrH5x5sfLFxp/7H/hrbc21dfpK4/S4FcbdzyZ/7Oo7H6uwkx1fTNh9kuP//HuK66fPXnVA1fdVLwPyXhDmGnmt0LkG/3HIpp+K8jehMUiiCOd4PQlMFq3cZwgUsECaspeqjvpNrqPcg0FdMdeH6RiCYVb6V8p5RbTdXQzHuMJVSmVBTMwT/3vgfkSABjghKVOmO68xfmu899O3uKsdLY5OQxZSi0+PkoEGLKlEKJ3CBwG6M0MOtSqh2sZ7Zrf6w3PzfAb38zIIfG/GNtJMmZwhcPreiR0BtMvM8yKeVnmXVMFd29/jDAT4/EFDxifQOVOuHDtm8bDg1c1dKx7evvFS403aLtxt9D+0ojZxtfGfcNh78OVmjEz2NeMDWd3fS3YUPaqQdUDlTxGMHMtNFkGnDMGdrNnyi2Ws6gYXYvCyl4z4qnsZco1SovCPaPAbAVGKuBVEiy1V698pPxJ4UVlhEKlt8pBZH++8q/LuYpyKFfSroyvyTfexzl9Ed+XvuM+3kZ8qo+6fU4XhDhXtV7CVbOcTFksW23CCsWZ3V4NpLq1mrqqCYoml66mcrmScqQi1cdJxnfcn0qJuqhLSjYq1iDc6TFVZv3iMKtqoCdD+u5n0WuvBO83kyOaGZk3M1luNsPxdHfeg9WPwKywMzDHfrv9XE/pw+speDtTtqNuwTY4/4Vx970jPr/k1Of1fTOjVi4fcrHH+MTy3EP/gCmrmtbM+vtrtfdcM34xOGrhc0P+9IY7wHpjQm+oTmQb4vX9am+0f90y++2rm19ePmVwP1fN/HkDqiFo8ujarmP8ULT/CRihr3yMBwsPD1nAb4FHovBYGYhBX5AO9o7xLvRygyJQGYFUBIQITI7MiXwb4cwyyRKlVWENhXyFMluhFyuXKbReAUHpZpogD1QeU55TuIhSrmZcm13bXPtcvNN10EUV10wViIrGRh2h+6UE40x9sDQ7K9Ga2J7oSPBMSiYkZplvDiUkOeEsB0f5CGo9mIBEDBdQiiF0rEQvMXlbnmV7vVqyZseXQEnqhAtcsRq37p7gbnXz7lhsltgqrhe3iDzjqC5yM0UQEZ80d37Y3NnM8lvdVRUWM+aQu0Xm9vC2eX83a1nKpbm5xWRuAbiQgs3qqfoXONtd0KotcFUwk8ID+aGTjCveuOt/Vl6270iydN/WcuO7fncueK1t6YY7phkvtLzz8wRkjL3jZ7268fJsuq7UG57a2v+pofXDJ7/4xJQLLw1e9IPnurrIdEL4O80+sgcKvQDGRK5JpOjTUhhhX+0IKFrWGlBcWaq5tLjGKWkHVCMG4SJchuOsvJzQEzqiv0REhWA1dWZKm0ppqZQkE9ywhP21mo9YqIovsW2x0fW2DtsJG0bsGVuTjeuygQ2tTnPLe2b8tT/fwcjV9PmBNGEJwgKGaW5mASMUI2vcFQtOQfB4C3ELmI+88JqPv+Callz+90EliexlLRdfOA1miJWlfYLVRnU2kciyf2NxeMfkd/jFvpbLpg3MGsvO7JkvDSlxy8KXhc+zTJ4jxkS6QdhEouSg7laipV3ZJHeAo3ZbmQ0jMCvLmu/gnaw7aqfVGtRYJdlFvKy1f5ZniYdGPbM8rZ4OD+9hvfpen0vUAxAIRINOEeycaE1GdfP+DTs6tmjcrfqCSVVX2REvHiGqqkbVQ+oRVfBwqhqPmZ0oMn7C7nKgGsvmofAEMj31O0QMHeqBbseIh83sBWnqYNGLmu9gSLlgoNOJcyLtZO/tGuy5FQW4TDf0H/GuWQ67ER6qDrHbNTo6RHWQPsr1h9ydGHc/ot18yevF+zSOGJNmRsaUmDYgULxfQyPz9VGKM+RsR5/zO6dgswGfUCln4aPMM9GB49FNdQHHnFQTWnE4CF8CJ81CbwUuExgVbht2z5RBdmTey6FGNbPmuhmm/zFxUUchkWA+s7P8XCjE7zXGGZ/M6QY9XBP/izNDzgU3hdx+pOsYZfFpimzRvawxoKGCswfLgtVB9I0cGhKOsTYJ1gjby1HRhfs9ut+qKF6rt5t13ipisSb1WDjcw7qwGo6GD4WPhJF14XBVZaSHdZH1ERo5n3UsU2nmZA8UjxJmH5o6GMO66625no4gk0VFgfebytDNPhPK0g9YtjXk6ejgSj0l5u0YT11UapNXrhx+6Z5lrDM5UTZiLDJsunOIx1Hyuz5XVQ6v34B8nLBj4nRGk2pjosk/N7lErx5nBwG0hIuK1VaBmPxQZafWhOIH0UI7NeukFiRV9XoKqdf8/twBdb+pv3mzSZixx3PO5dabnQLIIIv3imB1/yWX/2F4H2Mcfz+yaNFNJSPlE+F1U/7KP3Wa1XO6vhF/jNeSIp07vxNBYO5ddWV5c+9m92af1iOWeloKl9mmhyaVziv9oXWD/UfOH2nPWZ+zKyUJhyyxqNXbFYe4bnVm4/HUIEKiXhqNWmIF627Jbo+diFESWxI7FOMmxCAW86WSLFhNtmRSTSmaYgmCVHILBWrebGVlj1yp8kWJJ+qpYdod9UxANV/v4YmHNc7fRyrVUxibsmg1XUgYaMVotbHwKFIMVvFoU0/CgJ2lELEy1582n59ihqhes2GKOfdCMrG3UKYxh1Au3IvxacNV+wL+ix403jaeebDJUwaV1qpv/xaxQ+WGhjhdK7Sz0HRq2d1GvmXh2Ge2jZ18+3ec4+zX+wa8vWPMy1w6/23JuH5Xsh76rmPCr/gkSZCP2XOakcCaSWg9gC+et7fZf2nn7AHJls3YYZT10hJqUta5OArRaAKJGtZEWQma4N1mleVw0kIiEyJUjwAT/j3Z+mxEH1NvKkIcXWok4k6wBECCpQLWoTumiWQFo3pFSzelNfPhNil3cpa6RaUnVGCm8dVoRVZtSqqn0s1mPiDd0pnOI9W0BnbrS0tzY77Ql1Wkc66TpWFa0qwTt5uqKH896VmP39Qk9sSNIk35HSzmn9ZunLn9q79OSEJQtVZXNV3ygz4QvG8QEpRPMoJOCRtTNu/ZOflRusUI/FaviYbHLT0KHflTpZf2u9K0LaxXwIKyW05O67cJJd6SRMndJbzg9/oT/rv9vBj1RZNRTnYFXVUuzmKH5cpehS7ld/OUIwAWMaZh2JSIO2mwGt0qcLGYnq7NxvRQJOuMRWJNscUxfrAzti1G2dtMbGZsBb75MibFSFkKjZeF4xK6XbMyr7ETv2l6j75mH6OqsaQLP5hoWzTK3kbNm+e2aIc0yaI5vClWeKBWJN4BhlBMt4sizCA/2qOxeLT3YAHMMGNVp/WkwdkPYWEATl6QX01l9815xd42JgZTU/Ux0WJ8BcK7vzB+Y/zmzXdBMI7SzT+ZPmnWwn37Fs6aNO15upl/0/i7sd/46NWXX94FfaERXN/9rWn92vYDqzZsWHWgfe36pr+Rgq0QKszn5i/S/RznZo9OV0er09UF6gtqu/quKtnMMkB1gJOps5qXnT50wj6Ndc/obl/WSUAipUp0hQybZYjKNXIHhuPsAVCd5+SymVc1xauzmMIGlTPRd7Bo5aIaA2kptMQ+oWLOD411xt7b5kBlLPs0jG4xnc+mvXyzIRv/NG59/Um4nuniV5Pv4mbvRE/F+g3ZQ/3SwkcIJJ7aS2zIszmVXdkUDASEHbaoKHhEm1UUbFZrVJE9iiILnCza7LxlBPpNrhqDOoVaLHOFpcJu4YDATxKeEWiV0CCMEji7QGxytEuEzeJBlnBVVDydx9qdRXoPHWyhmbGhUAdED7sf4+mcy9+gNXQXeywBNS3gC/O5KOiUUkkJCk/Mdg9guiSm75ur988aLxmf5v8Ek+Gyf89/+dpZs/lT6xdSuCz/Tf4xOo+7PP8zeHEnhSEXFfyww5gotCHvwuQP+kUsXULvK/1pKT0GrLFxeRBoABQu4PYFAn5vEH8RKEkWjyRZAn5/EpGwz+cNlrklzuIIeH0ml8fpDideDMceEZDhYDw3k9vHHeR4rgyqvE94n/dyL0mvS3SeBNOkf0lUlAZIX0ucJAUtAa8m+hj00AlHov4G0QcWH4twGXn8DYUIjDS9VwDyhcJ0A1JMY8+aOackZjGptb/YbwPNZjoYehy5BMUMZAZM6BpzgwnshbbW4X0uKBcTxhWR1EU36xMmjgteXL+lwVgEaQNK9Pjo1vuFab/p06TMO3P95IaZUU37vf3XfFXewTW0D1haoKd5r5aJwQ7plTanalVFjkpDKXxAYZwVvrDCGitIeDhKJQ+lkk3H0IX1NVTqTgbotyGxvuQEO8dxMrGqGLQWWyBRvKSELlPKbhroh8dnmc8J5qiaIBackDpUK3RYT6D1WGc+JYorgjjeQjP7O9TDGPPgX+GpPPm3utug32I4iHQjog48kutgpFxz+35ids2sEfbvV9ewynMVaMySmNaEPWYMYvzrZ6ZBP+O38BZcmJ/M9zd2wlij1HiDuxiscFM7rD39tTG33biZ9bWye8/Qx3ngaj01ywGqQ3ccchxxnHAIizkzlBnPreD4gODQXHYXoxkteKJMbdbOnnNEKDjtMOT/pe1NAKOosr3xuvdWV3V3dXdV9b53dXe6O3sn6U5CQEihyCIgYVXEACouKEKCC4sLUUFwDSruIBFXnAUEFdyGzIjoqAjjMOqMIjydGRgZxsx7jk9HUvnfe6u6kyDjvPf9v0+T7upQXVX33HvPPefcc34/kk1/WK0NVuZ5Bb+4nfOccJ7zaid8mQcWHvjsPLDzETzAUITl8ZXSupip1CY7vPk8HAWnQTQN7oZQhM0Q+pATMm67WfLkx9tfJSwOoMcO0DD7FXaIb2g22XnBKiOkyt48OupgOIlTOKzjOM7NW4kXInBuMuytKmN18tAu6UkYDt6fZ7ysFULVHsnDLNnt301dBPy+m4YciPLufVPf79X3yEnnGHGedtop9FN7xWoTVoCkS6gzNpt0i7F7R3Mxij1E/7m1vQzUNybr441cknQVn/PE+cY4+vDEhLfeAgu2T6rTbkML33tPW/viPWD7J5+/+i73l7eOvLqXp+N3KLZBb8fjN8Z8pFZc4wS/c/7JCf3OUifko8A8zgHesoJzw5dh/9KrMh7VAx3I4wmwIWKuBOLpPBeaEYIhXyoAGQtwIlIKwYph8q9n1g7JN4bBpWHAhsHK8B/DX4fR2DAY55vpm+972MdafGC+Dwg+cMz3vQ/6wjEv8HrNISmzjwF0hYj7LRlz9jiNzbYf300UZlMT8dwXE/998aC8/qYBgzp4sFvPgp9NVsZ2w/9KZyhkuL4aVoB6fVhjNcrefv/6f/zmng0VwC0/cOGa8c2jpz/6Fni8twqP7ymPLHjriW83Pz/7ktey5y5eeeXa2y+69iB4Fw/zpH/6BiK/mVh+m6n8vsTy84Lfef/khX5vqRearcA8OgjejoJzbZfZoM2pMi7VheXncomsnUiojcjPPsMO7XJKhEwMyy8WJvKz+bHsSm34i+A62ye2Y7bvbWyjDTTIo+UZ8q0yO0P+RoYH5D/KX8tItjFO4HQydn9G1Xcls2aE/5diGbLc8nJ+C2PAQsWl94spWN1EUq1FqbZimf7PRWoqpqJiMw6QGsST0k83V2y45zf/WH//Wwse0aawtb1V4PG3Hp0+unn8mgsfkLOvXTL7+c3fgrM2TPeDg3/+Vqs/eO1Ft6+9cuXic3WdWo5l6sa6I8zsVhXe4rPAFQSL2slY9T0IlsFv0I+sVmgTSPzRksjkXxKAoNeLWG0cE5bCkA8H9RQ78VUrkK0CCWAdciKnUxAdMQcUkCOcNvJ5w9jY3sLsYvaRqkdRAD4k+NMkiGj35bmsITJikNBcKvqJCAkLr50s4HqhCYFoHCCz9v3BvVRo/fUkuqwSGUNaJGGBJaUk36y+6YbzOrS30ULtgrpJIHXRqrEjv3wqndU67r3zbx8vmeECZ731F0774KmJo6/S3nuHyKgJyyiKZZQGDWo4gMpQE0JhU6XpNBNCJf68H8KQEzsOLM3sKa2ozrPcKO5J7gVuN2daxwGi1Go4xHBtXAenkz1w5GQsLzWiRkiiBht5MgL5iKvkK3sfHqKqN+sARHCdjo2OLQ6TAzkcTojb0Jj3KIls/nrPnZ71HiR6qOPu4vCT8ekSWisFRd7b6IV2swgCXlF0AIV812NNB1WCYrU9XZ4P6v68mA+m0yT9hild6+xyQqcSZ7PHd7fSyqg9hSjfHpnq0KYmYhX2y57oyKLwc8G97bQ0kMa19BggTY4BusIlvYINyBSN9WF1kNKVJ6CVpqZ+45mNTtOmaSEAr71m3W8vAjzWptfgbvr0+onjtBfnzmmrbZj5WuYy7WUw9b2zQsHSxsueOorVq3bCOa3l0qNnezzxXHU08Yw+rnPYVrCZupkk8KlWzuv1wkCXGZiJNZBQw50mYDK5gCgBHkkOh+rEhjIZp0HkeBrrDQq6JOE/MgkpAaUEyUhGiZ3wcbVOBdZXTe+a4CwTWGQCyGICVrPJBp4MvBCAMOAMJALIzoQPh3vCyMEGwj4C4HRYJZY4uZaSQMPUREsCKglwIAHYhDvxxwRyJ/KJUYmrEysT6xIcwj49CNo+9jEp6WNeXrIRbAEQZFu/6T4ufbb/eDdNPFpMYkXUUWmaU4ykk/T11nbdcxkYj8VHNAtKz+KkVggJxpYRy6wRd0QxBOuM6wHYnCep7yTHWduJjNRyZrf2GuTG+Ib+4mVRO5oFO9+86Y7zz/82Vj9fGqfA6vtXXrXzlbGJGTPe+FMYbLu07ZcP3/NKrGauNK4R98OsviNsPc3PXatOekv4SIBrIGj2gl14BUqpkZ4IjETYsB+vaTUWwFg6LFuxe2LHfkxEUQ+TBESyWQF55PUy5pBqd+ZDcoZJ+i2KsXtmSZTma/AxSQ8pqFvps+O7+yNRrcGJtMivtb25t5sC3NJgdHHnDC9W3gFb6SSNjpR5k2A0W39n5ye7b1oVBH6hoWn6lY3VtU1t2ovr0J1azZxf37gU/PWTdQ9cumBX5JymEbMnXn3t2KngnW+/PX7vHfoYJLg6z2O9EWJuUN2bIUhD0CECkVat+nys10lVpour4efybTxi+C5+K0+LNxW+m9/Pm8yIJ8FY1csK3rQqy4zTo0quvMeOnWGec2b37x3QVKOZdIdYb+liXSfqDVVQymjkoCai5x9avlVbOR2AEZ3YitiuvXMfatHOP/+Zi1eA+p/NHAPKsutLysY+AS794ovto2cW4ovsTNMGJsn8VZXpdp0oxkRoxpPNZVIIf0tEyStksVDcvvwSO1irgCXKauVB/AxKvQJZxa1As2J3WnwEMEZWvS1eyNCk0y4vKyLvTsBu84SIeF5Q/di7pgqrIpvfisUCGSqbwzzLG9IRWEGIMyk+jhcRHQw4k+dcQX8o7VnkXEEgsA5h7UZ2n9uxP7+3EEoulLvOMTYvyMzolkhaFy10bqKbhK0VhhqbPUiMeKSUZNI6VgwNL3toxAWPmJmPrfylds40EEz94teLtedm3qiHmK/yrfzFlJvAhBfnTgJjKp65amRgwvAZj0zUw8zlDWlztKJ+SnEvmh2BfZwwc77qsgaDQWhDIhtj57BI4rwCMYhfcPAWjgalHJzZ4YwzUSHAD6ha1/eSC9FzvXT54HEj94u4bcXibZ7WqBubxXpJm1zS2MA+eNO8N596UjsCuOpXL/zkmiu0z/+y+PQhgG2+F07/w+abl89u3WJ6Zf3ESztv/gOwXz7r2t5PfjpyHRkbW/FLJ/Z5kY7HAqzMOJKdDgdkpusp6fGknAOdhw7hc0m78ffQRPo9nhmpVkIOn28F4yYxXzGwhWnDZ1jYcarpsAnONQEdi1M1sfwckv9LN3JJrghJcetu7jYujn/RxEOHtNPJTf5ZRW4EmBl4XTgHH7qYO1SfwwnGCTzDSiwUEcuaJAIIpifoVtoluqXZQddrE4esBJ7JFDNBU6OT+7ksWmIW3DGWRtVhpWkbNjzqFGo0ISvHNLcSn4MEwIkD8g1JmG9uBgVUCumzbt01yeUm6vl4JHPDqDeTdWzQOHuOtuiQtgjcQ34P6W/gau1OcDVAL+Ml4XFtjqa9TLASduKGHSV7XMIHFIsEd4R1Jd8oUQ4LKWNjTG/puGDcf4F5zAhCKdSjlvD1iKnJlqRUqJSuLe0uRUxpW2lnaVcpWwqYbglIqB9Crbq1vr6a4CHXV+jXt2ww/bZ4faV4/ZW4L4eqKcTUAqa2vrQMXzvbkcUvc7Nt2a7s4awpW7h2kY+keG2KBTet76j5ZXJtm1W/NvuFfm3Tw/jaQ0hxezVgqutSaRWqlW2VXZXdlWwlzaPgzflKgIcRyBcvja9MgCZbDRzZviPmrQRTVMchFf5Brs1EVNdMcbOIVyUzaDF3mQ9hgx4LtJo+FMUU3aBN5m7r/55Not8r2QYBxTJx8pY8wbpsE1Cz0CJAofDtiiIO0GR0qB/L1CbBJvz9Gvx9i24QW0hp+1zLPgtstqiWFZYtlh6LycL04PEKqtvJpRYXrvVQ3xHLOvos3+ptILJn4qofNNtabLDGNsnWZuu0ddl22fpsvK3YEPpdbTJ/Zf93bRL9LmmHWGyHqIgtIuoUd4lQPLkd9xTkYOCH6nIg7QjTLQTy/bASbgv3hdnmcEu4M7wrvC98CNtCfPjkazGUC+e0IvfMpgFcOyJHMBnlQVhDJ/PdbBrAtdNIuXaaBmEZvUOw0un1dWzyTQOwz80Ubdw6CJucnj8Am3xTEfu8ePYgbHIdI/K0IkbkpgEYlwrFoEz8KAblpgEYl1GKQamcAifrtCJ21KYBOF9RisOl/CgO16YBOF8hisMVOcX1c4Xr27fDPxBMXtWOIGCS5A74IMlk6wnsFn5hCvfg8/o98NycDIqYYuBpZrgqopYYtg4SvqgKIIyKO8ES1To2g5QY6DD2S+yOfIz8m/EsJOG0noAe1fdjp+WLz/TC/49nagEZcAEzknB+/ka1xmKBQP8zBfEzxdRoLB/r8Afyc/CjYT/25OeqqKinSOuneK4XBz5XOqg/V/p/9ly4X/BzjVAJIFKJPzL4oVIqfp6U6sUPlQIp8lCpUz7UKZ7ppUGyCv6vZMUBET/T6bj/umKgJhYLh/+PZNVKeC0m4HvUYvvFw0SZJ9UIdDvdcIXcKcMnHWAUBwQuxEEInRCSvGeybDrkPMlCUrwo5N0J78LeGWPptsAyZLGwTlH1h/MiSS/aKG4R4RxxEVZLdhIZdPK0ps+NLWNLnFHEuOSL7zcfNvdg7Z1tp2AmvW/S3do9rQOdVWwlFzFN+iFblEzaVaisdsZpXbXhE7C1y1Z+qf39poUm2I0aRyxcXakdXQjmAu/K+don2vmodsjFFw+th6G/P7x51xMguHjMpIeyYNiLa7Vd88+YOOHMAbouV9B1xlxrVNMsgoybaDsWuVW8fLlVq4xfqs/MuztG9+Wh/kcmi5ddAwCP9KTOyUX0IfeVrg9JXzKfGXxHn+G+HKpm2JZhgBk2It+EBwKfGwrMKisOU4ZBdVjfMDgMQXEoUIeCoUwWz8D6LJ2G9cYafNLzOqZAomvtO/DTSuRpyZmneoYNg55hojoEtTUCpnForkGF1hxhvUHZRiA2tjVuacRHzY1zGjfiw75GrhFmG1Y0wJaGuQ19DahhJx5ZI9oXk8daTJ5L1w99zzEMv4FgH9qm6vdBPzV0Lja/sZaGZJ96gE48t+8o9zrFPrxIPx8Oxe3wE53wzY5xEyLlKgLjBup1Y3+TmIopkFWXh9RgMh9Sra58LJQNNYe+CrEXh64JrQo9FWKvcQOrO+iGy/3A5Pf4oQUxNtUGHVxJTAXhcDwIG9yBvB3eAO8i2SEwwcXVYCQfi8+JL4qjeAqP8wRoScxNdCTWJnoSJiZxGL8hu5gAIqIBiFhNPp9I2HVwn2ZphdQpIVFaRA92SSaJ1FTnnVV2FKziLFJGTEYTCW9YUZK4GUkpCcmLmmxJsnwy480Q2xQWU6uPSwdI1GyvRB3FbunD40ZhdbsxVSoYo36RukpFqCPjX7uDB7upJzHHqJfHUwwkPQOqqknB/ICi63g9/V/OcVVtxZLq28HZ0Dn7pJJrMJWUXbeBCx4cUFOtTS5WW9+25L+1e/Uc1BJtMvsa1jVxpoLZpEZNfqc3P9S13AU/cR1zwWU+Ah7yie+YD4a5EImObQvwpURpJOdQZJt9MisrDiAK+OcroU9AZqGN7+Ah32MB1LFUWPFtAQihhJgGTFsURKuwj2lLxw97ejywxgM8ZFdxN8l0bH8v17v7zRwJkLXuaSXp2d0Huz8kyRB1zdQFJ/EwU5IwGcnxgjwGZmoTniM+R0BF9NIq9rUrlM+PaBI43fbgLuXEUZS8sft3115++ZJDb3YAnp2rre05+sWNauP5L20AwTOuP/+znz5y+0d/vHsjoTNqbIANoFb7UPv4nPHMqTi2NlGOEUV1gq4MaMl0ZCCTSYsithEyP+DzOpkPaxPzqWG3RBvqPR485xoG2RW03pfe6xvjXrPxvWqfBxShSTLXM07V2eZEinOtc78T7ezbusMpA4JF6Rxwb33dpfWq5FoGr8cm5jl8LTx/Qd/BHU68hgz6lmGXaeeZjlA+ru8MLM1rDUzrbNxu78fSnKKdxz5CMa09Bh/az43zqmKEp7BwHr0er+jXwzqOXo/aPO8RnhZVRkyugdh7+vURoXwsPNCgexXwzck1yL3oNUjCFr1GbZ7YgPq9EajtF2nhGnTviOJRv2DI4p8FbM50KhDEkkgP0n0JfL6NyAF0Guf3FOzBZMJL8KuTg+xlwiVzJT0/r9u/bzJM5fPAT/kionlaZiQKcr7NDxi/T5IHAdO2VxS4E60rqX+hcydSv5Op0P3NIF//rxzNfheQKfiv2L/svw71L5mk6v9X3mTxAvr3dR/yFd2HJN+nfoqiCoM9xpcMh7HgJp5yrrSAD425IpUAtaStBFpKSuhcif/budLC/NOYK1NzOTpXBnDHGbWee2l9RasqzwfAnNpCAJusogCDHMU0SkHBanZwSosM9stAli0BErEnfmHEblGISu+2IqzPSVGFDpJBqtB1fAI91klr/SSaq1Lfz2vfn3HF79XS2m8WTe19jeSuE7J7f9nKIjDBT1cA5ezeFaZXenfBkSfOfui0S3VQApL/v4D9mmKTBplz1CZLoCmwLIAsEPDTLMBjcVUJiIf+KpZziBRUaxeDRAaYmbDFb1I2coDEVro5xGUJ6NSb+rZjMUhVSA6UADR5iqWJoAix0MCwX2v/+UftJe0gkFb+6Xer7tTebT59yZqzhh8E5WiHtkLbpH38swf5s9e/eNd92h/vmT5z0azrTiy6F1oG8Gr0c4RwYCG4hClVA0BQI0o+JuwSYLPQKcCMYKWqSRismk7FpcEBtuhv+WT5B7jN1KYyW/D5aWNcdcIGgufAMiVpYgEm6c5202n5mmRXEorJ5iRMEuOsQk+ne6kGr+UdSdQ6s76fl5XYX/z8ov31GOGApePuj+AB5qfqcJaZcDb2jbHddtpp+J0dr46pH68Oxb81tfnxHSX1K8aDSePnjN83/qvxbPN4crhi/C788dB4fvxOuFkdjWBD9+L6hu6Fi/INHbPwwYyZ+QZ1Un0DobFv6BiKDxrwb7Y2n20AYkO2YVJDZ8PGhl0NnNTQgd8OYXvOhO2555hmg5G+QjdlCx91s1PnE6P2HW2Pbt+1wJ/gdlAf2e11sv/Cvvtt0b5roXEVfD5izprgGTbYusPnN/f9nGPo9acZffC2fn3EpEtdLnx+atD1z+nbwW6k159nnB8uXD9T5nbj89On4PedX7CbIYILsO4IEN4Ip2gjQQ0EB7AG9tvQFFua178DsN5hEtsQbNSDWkKeGMwdjXip/PSFxkbK1dlaUd9/v4uL9zPBP+hrArbT6e1O4i49KYaCzx9ViEEMydMYypBTcJfOL3CB4qc/V1/zIJgkH5JhVLaR2AiE8kDAbGYAD+hHBR5Qo10R3C6SoPoiVr1SHOzs+/ML8TilKW015KHf8+LiPU3wNWOd4530bgNX/B/yjeLziY0fVO2wJQGYRBRfnIZiikDgeJw1YuPxPNoui/5szNt6P2Ev3mzSm2Qe3E99Vfg7LbQ9Dxnf+QX1iSAI618xzsOthPPo8+vXNoHKIoa2znJnGRR3wjMWzijGncj50YIeMc63DuoTPe40v2Df4D55rTDGwkqEp2NMOWmMncRNgs8wMwQvnRSxRUGWYnWtiHZGTXI0pI+v9vr+e11cvJcJKYXxlQiTW53EnXpSjAv3xYLC+FKCdHzFBrVF5wyZX+AMMcZXCo+RNB4j2/AY2dn3G9WSTmJLD/9jv3FqyHov5Q35yOANIWNsNvHvKA68BxD4F5j0OCXJaFGR1/M12j+2AeMr/jwsJbc0W/Et399RmgCcOpCnRLdHOwbxlJC+2qn7k8Qe9cmQsHx6T4oT6nGa+YU4DW7GOtJG1Qux4MGc6NZodxQloyFgI6MuNtCmoPe8lMb1itjzuI3fUlvGB0FIDYSxdyrY8ytCnSFoCvmtbjqTinFneu+Li/c2wU8LY1EhHFIAxH4shtjff9jc8J0ihnhW7zvsf5LzDY6UN8A0xsCtry4v77eha/B5ErW1dW6UN5gPjPMqKktL+8+rxOcN5ETp58UyWwZxovS+Q+pXipwob4xmGJ/O0qUPmiMvBEOUHqWC8ktVY7tsBLZVEszj6uXPInCpaYkJcmbgNafNDeZrzQ+YXzJznAXgH36ldZ0VNljBAy5wmx144qk4jNsjUtVGEYgi5/dWeQPpAESBCOKrONGdYeIkqTlmFzJMicpLAX8goNo9+VgABLKtBvRPd5AUFdbtJ3WG1M/OEdRog2u1qZXilS2ercNoAVr/ZKovaSypz2c4k0wPaO4tqQrCXqKXHfGzW7UTknYRKFkFuObNWhMYchkQv3li3c8n3njzWphbswbkj2y8fjZ3Q++5o+987Zqxl94M2Nn5NXu+fPZ3rUOGaYG3Hr6GyGWcNhkdxv5zCXObGvHG0jH4UQkwO4GFBdiQsyaDyfIkMidx80maSUECpGYkgDUNsU8zWARxJgl6kmBd8snkC0mUjNuFOJPmpal+wPt9fuifREWRa239kGzMYynoUBRYCv0yIOUguPXYUU7RbUnS/gbafv2g0H49P8GLDm+6sWek9ioQbzgy81ntbuC56PsXb13yq7OX3rxm67LHNmx4dP8tl4yUm/9UXjvrqYuyZzQfq1amdD72RNe85jMnzPv17osmn5LjdxO4ozA/sE/K/WCt0Tl+Ly5y/G6i6wad//+5IxJhGH2G9PujhNtMW2BK4LEnMxdivSR9IH0uITNr5qpUEdHEtEq3L28XIHBYzUAhqcuMRIqnXdi+b7HOtcIOKyB2/lZs6bNWEhDDtv6HBgpZc87I8qjTA5o6qAcWloHnocimhPZxzYiNT9xKrPufbYEQP455++RLJ3+/2PTKkMla1OCm5kheXYIpZ4aAEsIkeni72ZaP79TfG8lz1tvE/AN4VMhBGS7zbvZCqy/ogw/EgSUbyEJLLpCDDiQ2ggCXKUtFBA6xsRBTWQBqnRq8KAgrg1U0Z8zPz3Jc4YCOxnoSlJFoGZJqXZQCTArwKEVLpe0qKwqSM57nBMZBMQaT+ElWZUAmGXFUBNNMpCPSFUFiJOIWk7Ek9KKkkV/m4G15ZmhtvMdNaCDcFOpV3/LfSzEgs7NbSX01QfDRM2iMTLwPaZKeDgVbKLcmgEBFHOgCogvBdzHpuSMcGZbp4WAwOqyO+82TUYvdrMFIsdzmGRduf2J1sOKNypG1y3YVIGNB4IbVj547uWdW7qKRpy/sXdsPHnvVrTPmXpBovqd54qVPBJ8zgGSh9M8Hb75g5p1T24bC3w8AlCW4GEfYVyiGZw6ILzNJLLhXeGueK/eWw5dkvfv4obSCAC2z3mZ92Ios3DhuJnbF4Gg4A6JSG2E5rFKZ6q7q/dVIQtXVcdZNylncVWrW1eya5EK7XPtch1xIdMXIJztyxRVyglIVR3VVKmtR1FAknyUlNBLpBNXd5u5yb3WbugkBUNhfahPDCqlaVVKoKwVSlQXEgHq/0il+JUKxJlOAfDl+oPU4BQw4gPsRd5aOXLS4KVtIcGo+TvKbPqRpL8GJxwdF+lubmgxsAZrqS3QrLSkm6YH1en95aN/QjI50sl7XLx4KOBBXPO64wr7y5No+po9Z++TZYxf9YdPKbaOzud9/mq85+7vrrzy4aOzZ2j6tV+sFhHX7ta+XXH75kq/XXnS+R2w58PDUM77HzuTNz51Vnv5+3sxHj10ges6/6PZPP/2MYQb0U4bJMh+r53Jp8E0a8DFgloHFGrDC76zgNu7X3O85ZOCnldi6/MBfpZS3lMPy8gjrfia8IwzDrgiqrmItJba4GAuT4tQ5YZYJAzMKB5W4SovB6r2BfFccxEsLYq6VaI1Xi5sV3fhMt1cRVZHsOnViFV/ZL/rdhRQSiqFFe2Hwn/SE9+PN3QdbyXzKtvdLnCJCnkLgjb6CuBu9Py7sg1dOXn754k8/XXz58sk/JuoLjl118YT8I1M7PvigY+oj+QkXXzVI1KRuQDtG6wZczJPqsOkuwNsytkYb4qcKbwhwtvS+hK15CXg4G6kZEmxuQbBJtDpAiklZCYlIsqVUB2Ff6VGrSHWA0CZ0CEiQU9BitsmCJIFuqQdrd9Og6gCPXcjuIbUBe3e3ttOs9N0n1QYUc88Zvb5ID3tg3ZIp5KIZBQEK+7qO5nfiNQRJNcCJg+BzMLdch3Hwy0BAO77984mk3t6EdgSv62kCUEPosI5uxwpYKCT8O2nCv0AIAkcgVyHh30YT/l3zXHCe62oXfNkGLDbgs9sAKQp+3YYirM3ldKV14VBBDCUJ/8IoYZqApgm7CZp0swB9yCVY3E6a8O981QkVJ+hxAjTMeYUT4huaTU6bZBOp1tcz+wVosbpsgtNkKG8n7yclSwpiAiJ23eyRvEDT+/f04/nu1TP8dxsZ/v/rpH5C+zVAxPWA46mQG3N12LAgkBeRMb1Pwlh6Fsnl7/3knjkvbq4uYCx+Ai+D7F/e6r2Hv50ZsLdX9MFtG8DKgo8kOKgPLvxoHsOGQlwWMrkG6iPlBvvgWivbQ21i3uAJvJP40S8zEazZZcGVB5Ktxka2k21RhjrS9ZTvcCT+Xoba3ILxPRKfir7MVPcdfQF/DdKcGYvNnmcqK6nTp+f26D5fruDz2bfjwVzcq0wpPNmrTJFtyRTZq0yRvcoU3avU/3jKvUrqF9J9Qo+x71xixL9LCnuVxFdPhRSyVxmJklCVmFASUE30JWACe6lxoGIFdqq9ypOe1zEVlRf2KkvJ0w7ygQc8wyODnmGC2oSYnJQjnRAqVWFPiNC1kdCZ2KA0wFhDtqG5YU7Dloa+Bq4BVhC6IrECzKnYUgEraJDOeKr+XKOTfGc8Lt4rjItwjPrOp+JA7c8P2VCIAxAOVDouTsWB2t/uKbSfaLvjP9buDYPaPUkdilqic6OE7yEYUaGV3gtlCU5YW3RLFJHgwJzoRnzYF+WiMBtZEYEtkbmRvgiKnGqXtsi/cC7dM+kz7nVZP48Y5E6OgRg8YncXecQepXtMYVU0eMTgKDy0+tm7DNsaMudg/+Vrih0YYTYSq/XodrOdwMnimYEP6oPTgzAY9kvEGHXqNibZvcA2pj+sA+KzooMR/NjKtHDAji1Ne1Ci+cZe5DUUkpVYkzEpbVftZCsEf7Jni9CSRauSVsk16fwX/bakXDAeW08yGOtPthHR1wOswsG24ED7z3R60ewj7Sf5WI9j/62MpNsZ7bflS0n7U/ggHW+I74l/GGenV4MSIoN0dWXNVO9FXjg9cnEEeiNEA78U40Nc0JrWxVMJmEosnsoa8rGRmOB+3QS3V5fb04tKgFgSK8mWrCjZUmKySGQ3pKakqwSWlATF8lg5Flu5ITaBiC0XCRhlB6oHfxaDoHltsCsItwZ7gnA/tjKzrXoeO7Uo3hxspRO1vZhAdv7QRNf3CIj1Qexzam/8QMAGuOEgbEPPYKFzjw8QusnRVNY09upKinf42zfPG/2v+gA83ZGYlwmfvWarDoG45PyPel8vdAqkudHQtAGPyBTzV71PcNNpkZYTH3CQgKT5SW8EEyW0ZsaySAGMAniFbFFvZwWfSAA3JMYFgOpUVWeLE5I907nOLicrIifB3Ai7Ja7QMw5PAiR8BNYPiz9qiD9LxJ9xr/B24rHsS8trHV2OrQ7EOCTHfgfiOx3A0SGuFWGnuE88JCKCdE2zaLt797Z2DxrXrQXxd0/8hqylQYq4QRDIWo8X5d9Otv8Hy78feGOQzFnYL/M6PTV6oKBBya3TL9AlPX8jaDJQODYVxzwg+5TgaWzbyMxsVZU4UQAOJNzNiWaGQHirp43Ki2ptHr9gt3oRoUftFDfSRn4lmrZghSJK+LQWkeVF0eXU85H1nQh9Tr+noxU119bogYhBsJ1P2wKzxl9L0UOmey0gEH92xC1DstEeS3PwZvQPYgogsvfIT8c6yc6EmCZmqzp7CVgN4FInuDq6MgqPDAFXD1k5BC4vu70MHq0C11XdUQUdcSY8N9wR3hpmwwl3Pl3LxcWKRRWdFbsqWL4ixUi1NbVra1FNbUttV213LVtbO2wocOZrnbUSpK5yQ5avw8un12ZL+UnZ5AtKRiixMs20fD0n4/8HHALdg9r95gFS/NuL38kmYWsBTWyQs5oa/Mkgt0rWn8rdReP6fVb4135KK6BQwqu/99OjgADlvYJiv+N6Sz/N1b2UAatImQIlyoNFZTtLW8BPp5iPEWYYlS1cDeFSL7hWuVWBR4aCq4euHAqXVdxWAY9mwfLs7VkoxRm8vHVEt0bZaIM/lc6Y42LVoqrOql1VLF+VwytiTWZtBtVkWjJdme4Mm8kMP80LG3Iw52apbIfU8nmuJBN0ODJhgg35QqJMSDuobHf3y3b3YNnuPrVsT2I8SQ363I/jRqVrQH7X53TVhabUnnZ9x4ja6mHXX396PfxTP14biF6+/PdPr9WOLHnjhWtvX3jdH95Z0nPVxx8tuwIqq6ZftujcO9ZMv/KaOTcQ+LZpt9zZeg2Y8sWj2x/t/Qv0PrKmC4ifP/DMixvWv/CzhxhsH/a9Y9pleg9rMRNjwd7DZLWcEz28wAq8w+uzuhxet8sqepBN4AUzgDw02R1eh4WBokfEnsTbale8Ke8cgl/SLjDD9Y0LljnBr52/d37nREudDzmfdaLznMCDv7NM9LhF0ePCF1KsLrfV6nJKvKTITrcsOwk9i41jeUFyutw+1irjb4iCMso7zQtXegEt5jrq/ZaUBlEYd95Lc5usASjiS7Ac/o4TmSzmlM1O0Nslr6eUH8LDYRTk/jXV4nJChyhAybwTeFcxzTk8MZq7j7e2f0h92O5uPFW6CUY4yFK0uNY9s2n+Di0K0QNCPgPvt4ARrb/pbm+7AeFuFA4Xfg0WhCQCGd6VQTkQR3GUbMRWbQjkEPj7iEXwvPwk6Zw9C9EZ2i86tPs+2RjT3oXDQNP8xzZ+DyZq78OyO+8E9cd6D/e+hj/e0GB6Rfsn8Gtn6LlQF+C+m236LcMxKXCWOpuQv0HL02aAml2AuPtz3Uj0AJEpAQEupMQFW9DmZziHPRDAR8vsAbfdHnAIFn/IG+XiMKmQXDVFdfrzFibAQA+jwACJ2NSk8IVTBukahSK7xGrPp5JVFtVmt1iiJFVtURREYZU3GPBimzTOsWz0uuAdQTgvCEYF52GLzGtP2xvsiLED3m63BYIOwR8yR5ypr/joV5MigIkAC4rgqYgXPQos56xxQifpq34cTBruIfByuCuIBicoW+SYaT7QjecdtcMOdAdJnEL3+wzzTPcR6W9TU9FJJODvuym29+5CpTcJ9c0hOBhpQvfmS5GyUj5JMKUMjNHGHO/1mdIZAnPgQq9OWqDdOxNddbMWf2plfuNsJfEa4XzbuiqxcVJbXvvE4tSGjW3VxrCPDdEk7Z9Lz9UyauszwZK3wUwwfd+hUcPvuGjn6NLUic8yoFHvT7d2JTsHz0WOSYLpLzMubD+c44/lr4vdEYOBGGDd4I/ur91wp/y2DHfI4CH0LIJmu8Pn5/0JhgsGkkl8tCyQdAeSCbMQ9CmeRg5wDomxQ8EfcPBJSv8EeSRACmGp8DRBSyRIKk7JSSpCWd5JAv/qEI/AORg7K7BBX8LMWsOic4Wz07nRyQrOuAuvwCMmCXOERQIShRVCp7AR6wskxK0qLdvKeAP5Gl7lW/i1PMvwIIx4a4qNh9WAKnnyga1hUBNWwzCs9297f22WXpcFCgWl2E788DjpR33+DaKbI8XCpO7H6NfWYv+eqnMNuhLsexBkVLcPoGI/6mx0KOkqaF8XvN3r/3MA7j96S6N2zOzWemqbDUa6q2bv2/hf225e89200e+jVlZ785oJ7KVa1eTX6rLJ3oNhQkuX0uaCo/eD0t771kvgMQZgm4VhnzL9HNsGk1S3SIg5rTZGNNsUZALmDhMwkepUvxCDYA5cATvhV7APmiC2GKEtBcwGCycx0lq7QZbQcUjvU0YSCh+hg/9T7nb2qe+/xbqiFMzUnoGHCRnH1b13EqgIPK4q+8geWw8Br2D2q2eKktWB7SCLw8VaZDInkWQ1ccAiQ8kKOMHGWyWzhZR6WGTLMquENbUkSw6LlTcjYE+5HNBCUWsPq6OwSxyzgmbrJOsc6z4ra7VLggzelT+Rj8lIbiZ8BoRMxFZjB6K92Q7tHFB4kjHbYuu27beZeJvN494J/Kt0mwzr4N2t7dKB1vb9re17pT3YRKM2KYPtUKyemz/tlj4rYGmIxn9EvXpSSURwW5KAFFPhSZpDM6eAbb/8u/ax9teNYLt2NnonuTGZZH/V0aGtPrEDLNda4GY46duGBj12Rmq9JWxj1DPPqpf4S4AnD+ryWaYiXh5VEuE442SBE/cUK8msx2K10t0apjEb987zAE9iZR5cmwfz6kC+LpiOKmzV6PJYRbYCVqR5SfZabRYTy4+2icHRHpLzPhe7mRZWYJrf39vaRCnAiEvT1NT8XmsdQV/R4TFbQXYP/izhl2yO8u1I5B8P0PWI7JtRy2EAElkWEJ61RprArhcqGqYaGejJBC1VjAJWun/1/tm5oec0Tj73vnPUBvXRynFjRt8zdNZlUw7SwsV7rt356uW3VGv/nXxqV7ji84M/BxN+csG5y08/91ft5SXT9g5tyGbfasrWL6SljA//dPqZ9Wc8XttxbtSj1NXda8QhJ7MMttWDYIKaDLAAD6yZ5l+bf29GH3q/8cJxZBeJrEpMUAriAfF/OUR5WB3ncA8KUQ4jmb7Ah1wWgYYoz3cucF7vRDRS+YkTsE73j0csCYveNh0NbIcKRRK31JVmvAw/MxM+KWK5P/i+vsFU2KgYHK8shCz1QoR/E7LUaSZ0CCpQ6GWCrFEopY9RBcYyl66coeZGLZ3T0QljF8ZoBHPXecuuH1bTPEz7cFVFYvoDSz6Bl3F/eav3Wvm+B8acS/rpdKyX3sa2Q4hpVr3uuIe3x3G3KXwNqUrmPW4/rbPdzrIchTv2A444FyTb8Hid9F4dyLb2HiTVtHgCuikQmTwAmZw4hCUEr5V9e9l1f9CONEzunHb+7HPun/NU6MTpoOwVUNK1Ad335wcfTWBlpUrTWrf9bPa5bS0XrX3u4Qfxs9Vgw/8BPB/9zGS1gveBs8zABzMQG/aEt9ZkjTMozdBiUGzyIYBkicP/mxzkQT28yXjQpmxWzu1tLTypYZUDN33YfhD1wh4zeuC2S7QjU6e0VleOfbjxb8nbl23YcnUH3NX+Vqn2OPjlmWdfMTNfe3vu9gmnz57PoALfKDaUSpgc06YqXhnwMqiqqkhlGG8w42Lqq5UKRbCahbUVXVgbED2vVJu98VQ5iZtkyyeVzynvLOfM5ebybCxlg9kUbx7ACigdb5J0rb+XGKfShwfwH4j8dfSlAo83XQJ+lMCbEpgTdmbThQUS74cf/jH67iHa2wMpvMHsV9Cmf8ndfekrl1oiWB16+46Y1mN5BJkUc7YauSQOwl4lGNgCdgEIMhGP4pQJOQUUA04vEYVNBJFIwueGiSozJUOkNQmkpbjDSIuxEd69l8AutmIN7+4HD6QF2EZKa86E54HhWZnWL7V6W+7S9mhP3q26IjfcAErhSFC6VJvbu0uHEYSv+bsn/az1yS1nT7vhv6VX4Kje18jvkaowRRDsj+1Pp9ixt1L/8/6++9kezoRXTh+eK/eqZ7Mhv8+Nl0IzcMoOu9Vihha4DJndCJktFpvkigS9AcVUhoclUvCi4ZcDKZ/D63W57Z4UZ8arKAdDTlfKBBFWjmZCTvQZNl8JRVH3p/RggBxyeBjQvt+zpy6rux/S7t26baO/EzMA26hJma57niTCXY3iBEWUT8o5tufE3/Mb8lvQDakNqdRjGwGn3bQbPqBt1krA8GW7zVdcYXpl/PhvtVf/W2tH79I3rBaYkdgOTWI7NMwoTClTybyhTjDLwFsJLHGrFYXipWWVshSWHCZWiQGsAhlxmRR2S1KYJDgzkXgUgccIUBnlM4KoOlMe9wyVgCR5YvGkUkoqvqxWS5mpkmdZPkmjkIEwEwIBXpRIisl22WHDK2Qud/zTbvyKxULGPVaj3e/XkdoV7KURyRwnjhphDMAfTikckomTpaiJoBWbfFgmgwy+4hrpQukMb/jlOT7p9bHJD/ZrI6/MVKyuBP6FWtesiT/buGdE9fxlK7+cddaO5TA6oiGizBta/8xZF0LF9J4WXqct/E58KKu96dbawa/LRqz9rOfRZ73gyRObpjfd3WM5a9QVP51xGl0fk31H2Ok0/3uoKpnNAA9fJRQEEeErqy9IJoYA3G4/tApiFYfnRe/7dc2Eew2PBuwBkQmxtzAjKOpNEceiMC1y7PQ1ymztocNXLwLAZ1JqLlya9v3kJyCzBr62aedc7U8d132h3JifdH7j2hfpFGAgrQNIUq65CDNGLW2wgIwFmztMOO0QA36geGu80BsIHzV5vUFOlO922ESmFTJGPk/h+fB0pf2zl8xZCmTrSsonB9SMhwRPE166G24YFFxbvBj/iX0JsCd8WsuAMBvoehU8ol2i+0gztcncfLpulTJnqWVcCnBx4HR5uLDChDzlyYxoA7ZIrMrtlFA4U4VnXChQxUCRoY9Kf7uPk+ULi9MYTfRx9fDWQEaJxpyRMj+YWGI+RXm9/37tp796/dU3wKxjz940hMK/atHOe3+3eN7Fi/dt0hZFO8/5dWDfO2AamPX+h8OH/3MWgYMFT6Ensg+t/v2B29fTtszSJpsm4nUujOfYWaqbCXsjvNvNp73VqTi2me0ejlAKbHfJPEmPeYG3CBRxaduA5pAfvTHH67LSbul9khVE22IkqMj9tUYGsPTggJRpIgWX7g8kAWTxTsetaRgYfCIQ0zPeuKQ/enTCdkuw2QJ/OSDcpPcP0Z/76fhOMxerQ0GQCSoIYO0IsPfQ4Jvhg8iXYBk3OTWc8ZTyCcVus9oTqSACPuwcmeMpBwSMmWpGam901+EFsddYB6UDZLZTG7lAv0RZuNKUQmLAYiiZCDYHGoDWv1977MNr0+NWu7WPe3pg2fH5bdg8umHRxKrZ/3hQ2fn4/b+rbwfNW8om9q6H876ECzJlV1x0g9Y1ZOT5DQ/Avz3sN2l3OtO6vxAiOaG437zYPgk1ugB+XFnmTOa0TVAcwGEWjjpMJitAO+ES1TFKBnXYamE8vMhZrTSBK0dIjeT+aYPnTC6LjSqqqQimIiIxdKM5HmqfoMZzxgx/xvPgg9qRBQuAqbFi+NS5rOUf1VrPq9ptYMmr4OsHzynJ47lM9+EoXqKbeVgd5bQ73A5stLrdgtshKFaTm7NYTVaex0cOEbqhQ8GvQKKV/yJUyJLlEK0JEyiBwARZJwdcRCtZJLvFJlghayZh0IOFgBnpB2k/aUXve3j83YAVr79CYn65muBqYoO4/48UQ7IfWC9JkTZxAzNxX7wxzudMcZ/p3C+1fdrvtd98uXw5mLUI7F8Apl93Xe9B7Ztb2ZwGe9+FjeDEK3vxf698R8ca3UPEvoYf98gv1XlrJOAKhpyhkDPg9tg8EOBhgLwojZ1M7Gj6/V6vLeSUbSGbMy3b3HZJtsmiGJdrZSjLvNnmk9yuowE7yAbBoiCYHcQHzcFJQRQMyjaP1ylzNquZRNq388gk0tWprpnwyNH4L16GiEz2k2X7/bocWbpPlgZZjHL9q7gDiwLLw3yAvNKKnSRwgAKIJsKiQXEX/h/lTEkXO2WL9o+mF7sMBM1DLy5cCCouBPVzQPLyyzV1Zysc15t+9BaCnwknvAoS2mfk91XtGJXTmX1H2XI8XpPYUn1NHXImuBhcA1DQXe5+xf2O+w9ukyeRStQn0Jiac2rgQyzorAbzq5dVw+r9HOA4p5iJZbIZlKFYYwof4ObZr7ZDaHfaE3ZktjMCAcJAfkQJx71OIVoVtN/tKIkz9VxV2hdMqwEfJVRymG15yXfY1+NDPT7go8QnOmWjRGqZjlPvFi952O0h4VdsxBOQ9Na9JEemvR0U2WJ4Q3eZjNLTRldDhpRu+xp0+hMdlJSLUKyrBrb8iZa1e8bnyy+4Pcv0ZZfNf1V7fUYpRPB04LWJZrj25YcuuEw7cr46cVSdLLgeWhpvROzrkzKhdCx8XiK4qnrzmBGPjd0Oxn64Olof4u5smb6teUpdakhq3hAuGfalC3z2WL4SE2UuUEPncZdz8DzhcuEdAc30zPfAmYH5ASgRNhzCMGXDigCGilz1UHak+xhAuOoV30lc9e29uyndXB35XWyktZ1ETP/jtPQgcEpS+ut7/zKQkh634Wbchk6jDUvVGBfxRiDn8rrgEqIHPBCaHB7HNQ7kKBGAQOrUXrTzFo4rFOSbrXJcZEApYhTOZz2J5uarwTQ3b+rEusWGtRZJ5I39kP7yL53LplC6xnZesfyjd2/Svie7Sf+x5DLtP3Ijlh+rG7Fs+ags9P3H+m0vrGfT16/bfN/Ht0y7RHv25pkLF04gbVuN27bO4PrZpCbOxGsRbkR9EOwJg4YoEJSQAq2pYAraEFMGRFOc5DpRYh+fywfjPpKr+lKAzzoBoikFNjsQuRgHbWyKyxQ4fqyE44dLit4BmEw9pOHFdu9+czC9zxwj53RQpunsgVIYSAGLh/MAwKaCRNbRjTbt+4j6ZYGclG60aYf7d+NglG6vsUtvOeN+naf0rXVP3/eP/u03sqblsYyiFMPhWbX2GrgKQsEEjpm+N8HV5h3mt8xopxnsdABBBsfk72V4rftWN9xKssMBjyg6w3bVydPor52Ek/m1fBcBIaY11WkC1pXFN/GRrVhFRGJc0hHPkBNRCC/V7urHgZxDwr6t0mftxwdFfGn2oRHMpfHcAdhcslTEsmOjN635h3bFOcCdfurLPz8Z1o5dBK79bs3N0Pndug2gI/sOmAmGPVMHpqy/j8bc+55mG3C7o0yG+a1ax0FgsXJgmDReguf6LvNBTyQVgUjkgIB/bZzAyWwwnEzF3TW8Ne92e2lSib853knAy7fEIan0h0wcSyUeT1GqMJlPkXNqVSwFxeWjmRXp5J+TkE26kzAZjPk3ure4d7mRO+6KMWUWf3yrHRDzjyiBPdJnew8cb9Wjgv1ZETRKQIHuCHR8U5YGlfSEFEqzQOC+9NE0eIu+n9YezykC7F3Yo29gG25Z+s4vVw8ftmFYc9PNt30Lrr1IOxZ+8s/o+eee2PXPZRfdMnLuqOVgwrbW6RdMOKd7+llL7z+xbr3287pntDcT4Zsf6RrTNvQ0Is9p2KadgO2PMLbPN77MZEi2O0lFRCH0LkKC1Rq0wqUisEpBCVrigTgkXBUkizwDApybiRaSx3OuM1ww6tLTxGV+GD+eh3wmRaNxAs2h8ECRj7jSzGEv8JYn4z39QsOac3fv7m4aTBmY2X3SRKsYZCj3b20bhrJUxBBtME2gRvJNOz5afsVlSw8TtaobydVEtx7HmlXnYLnuhW3r/+PLdTRXeyk1kLdSNautX3iuvk6Ylht6aMPLTBmWTTluqiUQCEDBag/aSc6A1RV0GZJJBVJEMmVYMhZrv2S8Z3hh1KtLxs0Ps463QmsZ0UPbbAKikgkBa8SLJYPVTyWWjARqsPdtSGYPXVP+nWQKFMgnIRbQt8HrjWm5rnYGrjpEG2mn9687hKsDq53vO4sL0K/XnHH/idNOWoMG4sg8qMYIqSu0yAG5CB6jOuQ8ydXKFoBjBNG+zw7LkN3OBgfooO3+cJ7qIhFPUqKJYAs/F48fSwE+xh5nFKx4onEdMhs5BsDHGOAxdJrpiG0D0WP09GYDV7ExDqmr6DU1GERVbO38ldqXWtdC4K9cvaB5COpVTYs6gPjlymXaJ6C+6ZKLh9QiKHy29kUwLPtQy9g2EHriF88+etf8URMmjJp/kgymqHI/0I15jm+RD/pIC5yS2GcGBH+xT0Rm0SyGBsDjPE82F4pRxFY5d7wVZGnjaMXIv0W+WfUX7T9vWkSQb4aMuPIHyDdN8y5pqoehrx7d/IsnQbB9bBH55rJREyeM0p+fG0n1aYr5XM0hxSLnl3rWeOA15lVm2BkGYRUS4jhSR5B1TXLNce1ycWbk8uOBzkIFxSitBqF2ZmJSTIlhvYFH+l3bRJXglW1vGpmnuGXRbH2eLCawQ9wqdhPO2xp8RpfYI7KimCAh621ePkEBPayCGIs3+cf5oZ9hAcs6mIwr7lZO6vpuUkefa9Xxg2hRPaVsLyxIWMH6cviHbhP7swbysKFCKIEVlWqqIFNXIxWoHVD9wY3sWHOwEhRRhZ7KP1iQ7GXtO32eK2e0nfiHNv03N+bKwDb1Y1fYQBa68XYiXu2j+K3Xnd4yQfvj5VOp/zmp7yj6HMu4ApSogXRJQ8noEuwCN2RGZ9Ci8hXlUCwHftZGjJh1ZiH/DAssbIAtY5HZbANmCTjNMVEBwzcqW5RdWODKJHxwSPlK6VO4ScoKpVNBiuKA+12gxwVIJzW7kN5XyCX5FF+ND7X5OvBQdPBSBWAqpAqlYn/F4QoTX0H4YveVHSr7qsxUBrFJFIsFGVeHa60L2VyiE/iRs8JIViOFPW1MB7OW6WFYpioY3289jNVYKs5wCgcPcz2EVw6vbQcoWYG+D0gSAPbSPEHiJhwkTkI7fmvfQ6wBo0YEn9FElr9WSgBOQYn7mcf698R4OvoJvxbupgHQ2o3o8+nayueuX3/s9ZsWPvnwoutK/hYpKR83YlpDOjmmZlzN0Ka6MzpHAFn7aOSU9W+os9Y9OnXM6WfdmRsXTZ41vPRswbojmhw1rDS5nvaTH/fTT3A/lYKIGihzNDnGOVCZ0CSME9Bcc5sZMmbcT0nST9tJP2HTAwZgGcT9lATmGHBmZFHC/SRtkXZJKCZNwgeHpK+kPombpCMDSVKc3R8GPWGg14Eg8jYpjMKSn9AGozZ/Bx71cWxqAd3eIhiqJp7PWpopR+dXFpOFFTIpWfaI4c7wxjCyhTsiIMIT8zbLdXKsxHniYiqWgl6UwkpTZdRMhc4vUt5PJaJTiWex7D/8P+ugwVi1FaCevusadVAN4E/WX/+cAVw7qm7I9prrqyJTm8eVl0T+VnLdooefXHjT68eAb/2UkaAsvz6ZOW3VjiEl2RHjktFxuTvPOn3MlPXrZql6v5hW436pBUvUP6NSQc4/Uw12VIGGclDqG+Ib60OlriGusS40T7pagqwE1pgeMsFnrLRKp8yKzEMyQMziH1jBQmQr40JiEPdTcEtwVxDFgpPwwaHgV8G+IDcpuCLYSUIIZbb9JaCnBJBM2uYSRN4mlaASSVGUGgW1KR0KVMp4SU9WVLA+OyyaeDErN8v75EOUSdgmcGwoFBFLOks2liBbCZPC8yklOlQHQUgWHQA5InFW1ecjMpsqK1iWJESynrjhjbnwIGPMBER5rpmV8Siry5G5uAP/uYOgZ0vdrSfTsFGg4RzRevRTdk77/24q0lydvbTSky6ehFqgtaA2Od5QnMWep8QBdYN6XvHpmtS0umPNH6oDjx1bf91P+kfA0NqxNXumjSiOAGCat42qUzhC/e0VE9Q3+sfCqGR0xx3DzzLGwnoFq1SDU5odRnl+y5gdLzN2bJPdiAXigSlYD9E51h1W+Kbjd44/OdCaEmAuBXIskA00B9CKQGdgYwAFJvm3+Pv8aBJhw2MJVVpNFLVFO6IwKvCxNCH4RivSnWmIfSBZZPyEyHuun+X9/kQoThGUvUh0FSYWU5GIm7PHpfcHziua7kHEvBfLeC8ljiNEpu1NA2ihDQyuPFOYKabBsiz6i8Meu+EnWu99d4Ehx55atPL1Y9pfDBHePqo+f/pdo+qa6PzpegQwfwPVY6Y+imfMT6johk5cfkHn2jnXJTNEt/Xt1qbCe9k0E2DGq8HRphkmaHV60nhudfkhbp2bCbm9nJ8C2liB08pQFhBipjxvFvESi5tCSOFAVtoj67kf+3fjQRI3tvqKOwbFbQ1473p3ePrEawpe7gcfgMD6liVDp1WX6z7t+INo3IkdTMEHWYbt7GpmBPPiy0ytXg01nCjaMD5oahrXBJvqx9VDSzkQypNDk7A8MhR7efRhqwBMO9MQpXO0VqmEF4OxIHb1g8OogRm2OmgRjSeUZ7AZQ0M6aswqBrPpNNPGA17Vtznjjsb4YaVHgTUKUIjpfYC6tLpf0ru74NUeN5h+SSzAIIAgm//U/sbmt8QREP1Gk2GeEXmcbI9Ti/zkoP4yLKTh9ce1f2gSACPNkbLpCxtTLvuN3b9devnlSz9771JPZNqEa5Zqo3PNN153Wm31sOXXn95IrPSm6ScY7c3/AGMc7swQTzTurU3MefSnm+//5Mj9m5/45JrTpleXnZi0esZll05duWr6gktm9GMgsSOcHMFAwpqEzKlL8ZyKMZeqlr+4v3PDZzkQpeFDJgImReYQAPiAqNMdZB2LHCscJrPDSclf+IARUIlEPGFH3B5OM3EPnRSfHd9PAoRZHeBxtjERdKmljFAgNgqpf2us7lQa9cn6OHvpmKWr1ml/f2QdqD8BrlimfSlVnHbOjfedOfbmxbNeBx/eNbqq7tH7v/sW1GvvDsmm6p5b9+C5syoWfqHvaYi4ffPwWBcZH7hE/fZBAHjgA9DsB6UAPgTeBjBlAuU8GCuQwJL9UgF85QT7nIAwokGJJODD0xjHXAfJyN+PbU5OcdTQ5Pweh2k/Vtx4INnuFcC9ADhdjE0GjMsOHXZoFQXZZhUdAv6zVYZmLyPabZyXE7+GYBqcB6Edgu+tYJb1CiuEVnCFfJ0Mr5PvkF+V35W/l02CHJLH4w9slTxRbpXRDfJd8gYZ0USaq10rXS+4dru+dplYl9s1Cn9gHcTfSri2uT5wfe7iPKzgBNDqknnG5rCLTYVaPYstT/kjAvYmzua1QbNtJ7Cs0kmliquGTBW/ASZIloTFetAG67BmPc9Wz91qpay/ZKkgkQzCb01LSPGbhQTvJTL4mwGIWwDKZ2gNKTtPu/6CKm2v9k7VBdr1oJzpA/BAdUVFNZs+sffIFeO07wA/7oojKNe7F+a+b6g+e1wur/chHpO76JjMgFvVszgOSBeCxeBmgLqxfWwleUXOubjFHqcn4UF+NqF4fPmEGo3nJQ6w+GwJkIJR2+8TwJ64IQHt2DRKoLSLEuvmfPF8TagjBNmQOwRtIV5Egh/r9Y2uLdhojvp5Jr023ZVGPpRWBSHud1+Tp/zO7miekojfEr8mPz0JpicvTsJRSeBLZpKwLN4UnxmfH2et8WAcDg2DP4S/DENLOBAuC48LLwvfFn44zAueIHgx+GYQIiXYEpwbbAuy2BSxN8sb5S0y2igDtwhY0S3CjSJYywOBBxLBUYeMqcsEAyY5GDaJyThvZrz9ZfRlhM48SVKss4SPhZgEtC/bddhH+j6HvrbrFM4Vure8l2Zk0qpgyi1GYlL0i606SUUhpUlnMSdcp0TJiaSj3XGlHne0kY+Tq4sBQ6vpfb5rxMXDp5YsWFCH+31v3YIFJVOHXzxi5x2bxpWXj9t0h3Y36X904Fdjhm07cOGUEyemXHhg27Axv7r8+jFjrj/xi7Kzx1Vn9X2727UF7GRSI8tcoNotXIAr45DZa+Eg8RfVKCsAhwekKT1SjOQ/MwoDSVWqcFI8+/DAeLaemDybQJrpEe3uApHrycyMtKCEnawdWfP6O+edCQLI3lR22qO5AAhoC2BoY8eFx+Gi3n03+89PhW47YzV002e+V8ccY5JM+8tMHK9gVmydmGUgWCNmul7FeOCwin7g8NPQgAuAtB6IT3ki9jQ2D2mGHe7YLgfowhoHdmMdBB3Uv9UD0/t3FwLyx2lOrY5OjydzGSiUVNFQ0KnC0R52pnaEtTeWjngkF9SODAhDr3n93fNGwdoVodklwTWjV/X+lb1qTSH+/MHGjrlf6X1yL9atpH055maC0dqzXbDla/FKTaxSswIEsqn0Aif6q7y0birLh61iKXBQTE8XdpNEo7X1qapQOqyGi60Ng65wTxh2h/eHYfiHre3drTeXtNZgQKyo+EH9z8nNP6UAbMHz+pMY+mXhjkyfcM0gaQyoHboF9A2UzJLTZlSXnSQbwlfNGHkZIrN4m6hzDpTK3rz1qMli4W3cPgAYsBZ0AWRHoBUyvJVlHFzaouKZTuNfbuwAdOvOH0nHZnmelyU925bSEnQH/e+T3Nr3ydAlc5NkG+vcaZSggKRwxItJGz8lSRtLlmhHli7F70amRhb8Rk/PAMwVfUdhE10nk6pdNKd1engzp6M3M1DQsxbIbvH7tTXxgfOD0DQ3TZi+R82Q0OqZ8Rr/PTO/gO29T9wSbObIOBmFZfFPfG2Byap2s2BJI2iqQQBZSMnOdo5DZGv2eWAlxhX+wff4bLfU+xnND8CPT8hPktiK/GfvWe+/D1/at+8LOPeLL3q76Bgkwn4Wy9nHrCG4LthKFJx5h4RfsEfmAwLyeaxQ9Xg4F8NZqaIMVubzjE/1EdpXn9uU5lSriv9ktagU3d+O/2zBJwOe4wJ+I7vZqLArMHTsNj6S6lF8QvDgbqpIDhCKcIMbHIsmwScNYy9Hsxbhs/BJh1s7Mgp2gIqaWRYzCAwT0OLvYe9quPc8n3320NPhuN4LztHrCfDLG7hdEuNhHlU9dm44N5Fr5Vi7dbh1orXVylpJlKhbPQsPKdtRdZcTkDIAxYl45BRlgP1H/A/sUVlGdgZZRTkmQ8Ems2TGSQD6ESBuS3UzlsRWN3AzZsCbSRCg1SgmPEhoMAjXBSGRIm2kqB1vSt0fGgw9haAqIIOsYNWSkRavx4ofvoFH2qrxkyaNX4VHm9Z2NTioJcFnZ4y+ZeXo08HuE589CSZPof13nzYZPojbKTIzVCuhPoSCiWfIoNsBRcaSNjhiYngyEF4uSFAo93OHOZaQD6pcC8fifirOi4KiIArCCIyDk4fqg3Q/oLALQGL/e0zr9ZC//jzscwRbB3Bq2U4RmBW/Arm4Nw7NK5zAqbqYWE1MjbXEWAa/YUHGYmxEj+8nMnkmCpymqJtiLqkRDg+owzsscn6mBVgEfTdNDFiDzB9jwB1b4epzQRJK7XMhs8vlw9/1oai9QLvm1pEVHIgpsaTNgbAvHVADJIxam8vTd0+Yvqt2ojEDWwPdgZ4AG8i2F2oje7ul/cf7YRh0jjbqsLVTWrZmEi03PJmmAVjRA+jZiE3XTxFI9uoMfkAuaSCT6iyBz916x3+/3Xb3OBDI/OrrkWNXXQRSk+q0HqJy4CHt7Y7zbmg9fte99Wf8PNsG8leNnvgUqOZO4NGtLXhLe8k1g3Biruo7ym0knG3MbWrcouAVRPSAsCnlt3PAyilme95Y9D0cVKjj1sCaBTHN2AD+8ds4XzoIS7D+CoLmGmxPQQa/bA3uD7IMtq068MHhoCkYLM0UIxwHet+UeusO6NBM2KElY53O6JxBIFxh7NafNIAaTjYLuI1a7x3de+fc8fLfJkdAIJKeckfWBwKskFXq7632gsA9mzdvfvWMh+EzvY9vrDrt7tH3A633lfborLh3zchHIEvnwSptwb9sv+P/Ufu7/037DTvof9D+I7ds+5H2UxPp34kAy+BGbTL3ELbz68juYxbb1jYsBrcbQAQE1kKz+Fl/yprmKonhLWKZcJXeynQl8lSWOumeWkN1OV9akk4F0l7OQXQd/vEzlaIXNMe8zd5FXkTeNnp3edkWL2C8HV7o9eZzukyIUHJEHr149TlAdhNoEW5BKoSwy6AVrTAmxQBTo2hoDLQ69EwI3dbgHgoO+apgaegywtaXUK003FONjwAqDqHor6ds0w0NWIWFddfoBzQIR7dFWxXvmjMe6j3Bpo0BRWI5TxMbjOYHtauxlFQvnSkhoq6ejr8UZy3I6rJCU8QTgTbd5nyBwAdQc8wti8BatDexuam6gkGKsmzL67X+lJ6VQN/053xQk2t2Afim38YkZfuDRVIo4Sc2ZqFWf4AAjKJ9GC0W5w8vthp9Tav09TFxjzbZNIq2b6kaIUyOkAt6g08HXwri1okuEZq8Hi+0iV6yZKhBP+/mcJNFhkszkcMRWIIiKa8z7VJdBeNyravLBbe6elxkl8Q1wLg0mrmbaMZBzSysIKeGKDDymUbRVeUHqAQDFhnI/BCI4DG66pB23ol9hdksQSFdpJ4hwBC8A6IQrIDj4SzIPkBomkfzM3hkRvxF/FU8QryL/y8eWXgIzNgfZq3YIcNdmUOMwME0q7JkhcAeD5sd1Dri53STdP2mQs0KsbFIPl/8/2PuTeCjqs6/8fOcc5e5c2dfMjOZTGYmyyQkkQnJhB1yZXdlFQSNQYsixQKJG4pKcAG0rWKrYpUKtr+qtbZsYdMq6dto1YrwqqWtFeFHxa1Nobb6s2pu/uc5904WQG3f9/N+Pn9NJjMhM2d/zrN8n+/DH6RLzI/Ms82PIARbwMPP6lwp0305fRix9IKXRGCMYqSEfN8482x6I72LsonqteodKhvkhMk6XOu6w0XP9t7ovcvLMj54KQgvRGBhAq5MQ2xvHLzxZPwwFmXwxOMSuhe3edSkbb4V+tN8GgaRslg8jbW6shobfUA7op3A6ue8q111gs+qToT4rMt+n2AysKmr+soDUq6KYIE0ItsnUZV7Q6QPPfjwiQdvXn3XxCmfP/xPGGL+IdA4YeGSc3I++MyUfcbERYsmNtKCvz+y8cyJpGfH92+59U7zlQ2Lxk6YNbLpqcXjpkweZ3OBva9cxuciQirIz42yH6iwSPuB9kftA026QrtOo1pxrJgyb0myhHoU6guGc260ioKRnJt6QMCQPEZ4Wnh+mG0OQzgMIubpUYosL5oofSDp4pQWgzMK7kygrWAdltxrKziAxn2BI+Qjg1KWa62z05oOLqysAKg9Q4guQdBJHqPUiz/r9TaLooLi/5OdkMpl3aULnjS777sbnc2L6UvmBPi++S040B0ZM6lt1aQxYyatunXi6OmLbGdz08Q/P/bn30Pd6rmXXzF3zZq5VyxEbrvz+Txdx+cpyG+15Ub4G3yvhqNhqvC7g2ojY5BMFuIg232qUi5gIYP5labUpmBaqiN1IHUkJZGUL7UstS4luVIZrAGcTEZDaVIZTXtdMMYlPFdvW072LtT+Rlgiu9FKtYGmS/pwab01eUXMHL1TPstHbSehKNctW/GHj5rnf/SHG5f96jVYBate+5V5xHSZrucvL49CrKB84Qtw9M27Hjh8+IG73gTnj7Zs+ZH5CVxv3mm+c/Go5bfddgPXqfCcmFfJP+f6YwFJkkpyydY4wsDbgz61KGWNUNX9RPFE0iRYxG2P8rTuS3mVlQod7VOgluuz85VNQsXl/1UN8tvEKvX1b3Txy7ruDcEiid73DkyvAZ+sWPp3mV9sev48FbSQd5gmJfvtNZV/bn50+z3me9+9w/z7xCmfPQQxOP/uieaR0ZNWrpw0uvtd/jB6Ei0x7149zrwdbhq3BlruXXnbnXCTebv5j9seXj13Yfc1C+d20O8snLuav+D3zrvcXnxA8HqMNooeYI8xepYLwOlTEFJK27D2eq1u6JSrvdfvUnTgmkrQkfW9LVRzrHjZKEIguCH73RsxSNMHzM+HVY+eNX/unMljbhrEFYn1F5bVN3w8+IGZ4IcpJN+2wEkPbJv8P22bviXaNqezVXzcCXKu4aliIxl9wPGYg57lBwtOSb1hhfh8PtqGDHO1PiQRRSy5putqKEMiSTfvSCfKYasnXVYkqBfONLBD9u3CVonbZXBl3ey+rvW7Wi6/IFnRO0MWvB/vlDXmVQLr7ue6QQ1Eo4W5Re4b3D9w/9QtTZJgkXSDRKMAn4IoOU/vYT2MNrKpjArwe8SnOhXNgwmztYRpjARdjoxlI+PFovVdLGhi4LbEASEtLGAZThuFhGPoD4NfMSiKd+PQGhsD/8Ac8x/dZfLTAgFv9Xm66HOCrDSGWH2O3RD7QeynMWlQYESAfm3H24vUAsVlazh9vU96o45M2Ajb3Q/3dr/T7n/XwAH0G0GoX65uw8mjEaswxDIpBw7L/BDX4QSuj+ToG5+df6CTiYaTaNO0+VyNUTB8tcNAaH8fiZVbyagiJx/7q/YjsbI4q2xdVPQSZ9mXtvr0Sz6/+9tEfsEfut+l3Cgg1r69ij4g2i3ddaVzt/NFJxOEKZqmggcyxK1mbYSrwLOnBSqzAilp+aF475djJs+5tA328w31C6gc/HFD91tcvt/FdZYt/CyESAK8hsvtT/jP8Hf7JZcEGK+7KBDONfjgJz4Y6nrX9YmLSa6Qq8zFHO8CVNF59JuUPU1fpm9S9jmFRRQo8H6EQoR/UxgemBK4UHCQ7A4oDwY+DdAPAuAM3Bi4K8D0gLKb/sTQvHGIsnjcUYivYppCwOH0hpIhWqKg0aCScNrgG1g4fZCYgqwjm7iITsax9qrPAcTBLW6HPcOOrAVpsE3n55vyAHfbE04aD3Q05kFldSIHWHAW+KoxQQBf2oHyVpEFPAjYYBCJLXaRZkzw7E1pkbaYe17ONl1YaH5AB/26adWks26cNLt9bE3zS7vfhLFn1ZmTpUzdpJ03zZythm6HHbOKC0zbr5if8zC6C4xQnQTjpBnSZRJzawntDI05uGLF534un3tZhmtlULSd2gsa+zAA74ahKjQv9M0Qs1IH2J9C8HkIFoUgFA5nCPCZB/50GJvM5rD17HG2iynr2f8w+i4DmV3L7mBMZ14x8yTGZz4Wc1sz73KSsFvxQhL4zEM4xDykIG2op858KubJuAyfMFkjzGXPvGvgzL/wn8680GKbemeen18msmkFQEGkmtYNHaYEWc7OJpK2vDR70o1nTVrV9Ovu30Ok8MKmLH1l6Ju7X2quGStlzFduD6mzZ960c1IdfzG57iwNJndH7jSPFxTj+a21+QZyMN8Ysp5rNBTW1cOF9VfW00g9vDAE7i+CqsDIwNkB9mAStNJYKc1VTKhYUMHeqQAhli73e4cnoDIBFQmQE4Dcbh8nGKnz1dFldW11m+pO1ElldQvq6Li6GXW0oQ7kuvK6hrrf1R2rk7VhdevrHq9jibpYTbZqY9Xmqr1VkrdqfxV1VjULMjgPq5lklKsiaWNkrCg3P9IW2RLpiEgk4otMi8wXLw5EVC3ijYEnNknS91ZBVdo7CBJsUFyAGZKlObFyJUipSsBNhnoVEuFmYiRdMDidNtJGojRXy3/SdC/Dy0HM/Phdp4gj9gdANAlPfecl/eubt3TaBdAx8sL/axWRKEvwoC5P8vxLluZWYLsa8gK4r57z6WkSHrn9V6u+AdRRWlTVK5l7qzufhiRhx/ypqfP0bDRoyWrw58s9n44jAbETzCu/TorJNwy/XgjE6XNSXfYWZAxi+e2jkaLcMhWmWUXCVTWV9DLoYSAgCloCiGAsQCtgq9uGU/Bvm4pKMBEgRYqo1taUxxKcEtuwwhnMK7ACA8AVVuhC4AFmfG70A1lIe68fNXvwoH5jyJD5RtGUEpjkme2hwXhxhjixpjlVVTXhqEyoIuzvdMad/QdQDqQAThQAau5b/X0DaBQZcXlICNdwOkVupj0AUXL7NOiQgQPZcDJOpP9gvvjWoZMwI+utAYl1edicTt/l57KQfM/wu6WEdIbEUA9L+Zguie3cGCzIzReVqblSkELsos6VGn7Hug3+L43uze69bjbV3exe6mZuomLtcr56alHc64QeJzjF6L0qicKJKGDAbivtG70/ADjuzr5MGeEnyjvJ8x6EfJC0z3FA3716+V+MooYxY8dnrl7+oZEIxyaMHW9eW3b/mWvYGTNG+DrL7h+/5os3phSX+VD+F3P5s1PURjiDPGkMCfg0Vy7oC0VyBQ7+bE/4pTB1FoOueZivMFpaQ6LropuizB2tSNVAjc8r1rAsDWQQhNkgIzS41BFL50qj/L2l8YxiFHiAeT3gR9f1+4YnUJ7zaCku9pYpoGR9B/kA6+urLXNSHPK6aktY7xNy+ryuxkNNBwW4zEposBwo1X2gmJAqAJwDUPt5IIww18MhZB3cKbbDkDNrfh0asubnO745/6L5P7z3Zms3dL+Zc9dmL59Ud669Lxw/Xnhe473F4y+df+Htd1586a1SqdgX//rhKL1qZkWt5UeKcZvh2/IPSZxcs2tSeHb4ijDzCMuMn9pCC7aSgg44AKyN/zgCDJ4GiXCVxChhiqISP/glNQMIE6SkEAoLi7BGFhV4ioSvF9LCDwGmuGZJtrtbvOqwFarSsCxicbmGTEXfLsB9UE+/vcp8t6MDucErzo5edtOPjbhLWwXNr/8XXH8EnprjmhDyxN+suigzpeFecwgfS5Lv9XvFWLZy/c3CB+uIvdlOvQEnslHqxMN77jcM9zQ3JW7DPd+9yS153UhG6fbqCg6H+f0kIE6Gm1/CJOHSvAFbwTfC+BvNp6U09MHIIaZpiSIRwtT4v7Q512FVypaTEYf88u6wQAfWb5H855NeDkorUGsdhYoBjJOhsCXh6b2X3fTomUV88IJokhWF4hVnmyuqLq6c2HAvu8Jil/zi2fNDE/mEYIy1533pt1wXKuDHebMRO1udp1KnWqg+qT6tSlznL4RqOex3u4Xrz1+Qc78PUZdLCXJ92ymJ5J/Bii4FIlybQuUlC8zoAViHgVlQoSTq52oxFDK3oXs8xugzcyIc70IcgQcQgS4i8dVWiXg8AGgMYakHfq917Ot+Hr0xdVZdt/p6JLrPO9ZRNGDcrME2+vqTYliuKsx9/O1y8/Ob//yXaRnMrYf7ILbcvMpcxlwlt0y4tsAN/9vMbty1/YIHzhERXPx+5paKJeeOLbP2+zl8bn4ulZMassRouKQCGiumVtCKNGNKTU1ZeogCGD9LKcyhKIPPjEEqVhujsbTfX5T2hMO1HvAQ3EfVJEiv2RZW0Hex1WklJ7zRJdgtfF312S7MUUA+N/7cL15iejCe4bDtjGvIWaDg+jrkOMm7lxpy4vCPAunnU8at+MkD77/3wH+tGDfl6Xkrvzl+yi23TB73zTPHznuajc/qx5a9fXNLy81vLzumZ49e02QcmHHz9Dlzpt0y44DRNGoE+of5OM8TORd3GGE3JICex6AuLMBA/yvMXBJyAbWHVFnRLAphqgeMUDTnDWwMbA7sDUh+Fggo7jSJKBnZkPPct/PldfImmW2RT8j0gHxEpnKfp9j2OTX34gAto8nGQ/vSKWG4W+O0jSjpvO7PzLMh9sOHGxKtQtLDZPpWt4sSOrb7/r+9+K0/fpsLely3ANfvLxWx8ieMIV4KRAWXohhlFTkllUjnsgqMVr6jbFCeUiRGlYBCVUnRdCfaPprTYrwPRnNOXziam+Nc41zvfNwpKU5YqF+vU00HB3MqOtP4BncrMKI/+a97igMcIzS+iL4X+pL5bBQQynDklO0QzmMh/lvyjsUmK4m/QmVpqJcuNQ+/7PPogZEvmn+Ep7ppcVVtpmFH91HJzr/XCFGGSxi2ajJ8XLt0KtSIjczJ+CAETLZwZG4x16tlWCyDKsMCq54KZUjApsjUyVSXrjn4gJmkqE6G95Tm8eekKH/gr940tNDInJThDxq+Ws+f6PhqsmuOi17nWu2iuivuooP0s/S5+g26NFf/gU4dOryvw406ePRinWa0Sdpsjc3WrtMe0NhwDagW0OgUx4UO+gcH3OC400EVR4GDfqrAcAUKFJDkkEwdEjwowXoGwylU0rX0QcrQkU+5gQ/glBWHJjv5ouku0ImKE78DpaxH3Q2eO7L9wFrNNjwrX5XBIsCzHlusenzWWgjimQ77TRbAqzq/KoNAhzT/Qr7KtDLc/Mtvt5p/3/Ub8zhMA3/7LvDQ3d1T8FvKdF9AfybWxosxCPlpvveOGUbEAVM0iGk/0PZoL2lcmdJB90rgUSTcjJJRmMrh1UObpaXSSolNlZolqutEkkB1qhLAbvZDbifq3KjUnVwx5q9GOLSQw6Gt1x/XaZkOkq460U2lOpz8qTai3QlsnXOTk+acIOoeq7LT6chv0l1ij6oj0OWd35+WSYiIti5R2MLensgvYRmHSPTJf/jWODodnaSpFYW1nWPZ3GRvXAX3bZpJl5hHdlZWVGd2mW/TMRB+GN5b3Pbty81i+WlzsT03t0pYeeiJbSBxRf+A0RKI5DAoc1B9V/1ElR9TYab6DZUaKlRJ86S7pIck/gUqnzqHIvMrRwVppQO8Dsg6Gh09DuYwCEwj88kWbhlDRlqGMlnU2TyhMGWqDM3yUnmvzGQiTZP4MZecmoVyOCQg5K2+bvuJyLxvtCkdxE7Bu2ZIrSZ4Gvj6S7eaM8z3zZkw68P/5sv9A/NM2EsXoqM3X39iuvQrxINDfJcFwZAceW43r+B2w4w1GMt8eW43TXC7+Rb4qEiz2KOBpkHErQF6IZ7VWELSfF5fxlrwiEBDUK8DpdNwLEPhmOCY5WCz+Krw3zY6aIT5HErAK8pQeJ/x0pQXTniBjfIu9lLesEP2amg6b3MrInjiVpw+zYExPsMbDFoYiGguGHc5HMjn5shXoLADmF2d+bonXaevPmFJcZud8PQVKHqBJBXpXg63YXn+KulXaGXGaPflNDm1zq5CAdt7HbRTf2FTuN2rPm/5Zikp6UnLyH9RSNLQhrzjJ4wgV8LdqcKqnBvn3G0MG4Xc+Ee289+E0FXCfyl+8t/HUOp9g/+9EoMCR0G0YHjBlAJpWagtRNUQRLzupJuOdYeCoYzLHXK53Le77nPRdhcMc6EUZF4XfODiir4r66KqEnLp4WAlt4G+E9wQpEuDsDcIajASpEG34BP1+pVlEYhwNTdB1URS5AVMUmXdOUW+kF+MQ5OTktclVyclXxKSmbAznAzDyjCMDoMWvpNbI+F4KOSeFtyCYJfNohARN7yCQVfcOthIty4OeCiVI6U+F3qFdhaX5VIucGVb8ytpAa6sA98imBZF/rS/Houdt9ShqlnXfYArX/tacJVb8KznV9gi7+vl6xNq6CVNrZgra/8nPA1pkbUi6ovIYnlJLxF6fZ08Y/Zl28xnxubecGTM9X3FRlaD68OHL5z+2fTzb/rZMjj/zou+2bKkLXgulh2hVKw4/BDJ0J/MnzMXX/Mi0m6kHIXRQrrSBz7DT7jyZcSmxSTCf1B0rEmRKEKKtJKK3E5ubAZE7RVnREEwILUz8wdL3vYYBGLRdf5N/gOozkdJ2BemeljNbFK2iGq93FiNsKhuY4ra+Skhxb3iE03UbFPXCwIV1BIQoCAE5+MEngYMZCGB7Jz9PhxQg40Bcq1a80k+db8XAnQpW2LBf/72ne+J/P08+ucDG/gjfJo4L4g9LCU1UGYEVJ/mzjmj/MGbSCZoVPEIscNfKx74hKumLgcDvYQVyWWZ6pVBCCL9ErLSTsNSSkYRn8GiIrkw3juDcYiHUQhtKxSBgZ0kAyrLVAtAiewt81T6SvA8jQsU5NQSuJxdy2gBQ5AiA1aipdqLIFwUXxfaFDoQYqFQnER9UapHKzdpW7QOjStTcT7JcV8mZaTsSU4NPmmS93X2TbLNEtrSj2tSFEroOt28+wN2pYrAiF53grCm8ya0AJg05NKl/RcDs4jKe43pEc+E6tb86vXlt+196smtzPyo39LcNufmETnz5tu+cettE+abHzzIjegLmrbd/tCtkeDHvct0fsvvVy8fayybXDHaui+Qf7JYfp3r3BO27wmB2I1aI+bnBiy8qBEMgOJUMyJn16dz5dqb9ok0EFFAkCD0zN9X7rqPhHIAF0TTZTvM90ZP6iWC+PTOW9njb3znvkrzWnpjtJcK4j7Rpwt4n4aIPs3evjMAqtUnLkNcId3yXJWEQHe6MkkNstpUbSNfOM0H6WaylO/AiJy20uwF2aSVnHJyLwXzAgaNeVfz/HMpaYhgWvhw0mjzvR2XNQnyBWkVMiuYj0e7V8O3K+/7zhtf3GfllI7reY/PG9Y/adxD3HiiawMQCEg+Yp1oLhj9mZRvnY/6fArOmppW+s9a9wuN+e6cRJ+Bs4dTxts37/oG366iSxDjXaJB3jzMqHscRsHcKL3RvJZ3yVrHC/i5axQ4hnON6BxpoUTnaAs1uty/1k+Xedo86zzMgzfAdl2NCKnPb2NP2h1Jk1ggU6uCKuar66DVte4XrLzqJtnK2fX3EVbERCq11DjHXPzx2lV9DBV/++gnmazZ9sP7/gXreykpzEXm4y8L/kZRM0fUYkyTcnK7cUlVamTqodSTKam8qKHo/qKfFElDo49F6YjQT0P0CR88psPjCjxBoSxburGU3lO6t7SnlJWWSgVneFjxGZJeUlpaGKg4QI4gC5sorVZRWFGLOplVQc0qXSfqsu/LA00snElfvQWLy9J2WqX6VTnPVwngdrz83s7nzM3m5r17xi/+013bYNZzu8xX51352uuLLrrkqn37v3mR+bHARv7J/Nlv3zjwEsz67/V/v3jkG6+Ym9+69YEHbzt0cO2GH66ZBDGr5qX0sJQJKKxIyMqp3N4dbuc8/slI9lDw+pf6e/zMtSXdkT6QZlvKOsoOlDFSCV4UnCeMNsxPViCfM+HwQMBZ5E3AmI2JzYm9CZZMTOVPDieOJ3oSytTEysQ9CZZISP3SxddFWMTXPyNyY4ZlJH6YvEWNRVOLlhZJalFRYTBNqgvTB1xHXNRVksZkVXrEcQLn1c4Ff/v06ZC9acX5rGKLSAcnekDqN7EIhTCtJDwgL3L4d79vdv/s5kf+8uztS3/yFxhuHmmYcNfYWS/UThkyckTdhO+Or6clPeShTX1p3+Zr3d+/9Mbzxn4bU77PrChd0ZzPfZPb5AJyBlljFH3g/ZeXPpGGkeVnl9Nvlj9Z/nQ5G1F1VtXcKlaDdwmzst1iU6PNURqNhrwaWLilpdpKTXZoAjefUcXNHUzq0agvQiozWtoRycSzvnSpnRXX9copeXFddjphi+0+x3yFU9Pi/P3S5vgVgDMkt2F1uVjo5Ay5fvlzN8xTp124brn0UacvUzzpZ/3z5cxxvYl0yW9OOIvvvbV8750n9l6FOI/F5nTWLnIaglyHucGYofn43npR+4NG57oWuT5w/cslBdB3JJMwqOFUDFlBiQ8cPoVbwAYcEH7VJkog5M0QuTawLkB9gbYADQSLI+v0TTrVsy37fM9zu+Z5dJ1a3nWukBxq5Zpdx6HWDpu4QSQ32MwAQ0eBcJzhbYfbgSHAILbhkUJzffsVF3VsWsVfmOfcevmSc4oCmPbwWcZsmT/njtVPskVfrD900ZyhIj5OQuZV7EPhd3nfuJUvn6RxE9koLsk10ql0KWVJ2kPpPXQj5YY9oFlfTRfTFfQZ+lv6J+oYqk3S6LvaJxqlDlmTFCY5FdWptDkg5FjguMbBJEfIUeZgP3V84PiXgx10wHfkDfJf5S9kSZXB4ZDpMwzms2WMMsLAKfEL61tY7kpRo4lUTo2GC3PqiEkKKBrNINsYep3dwteI/uau6nzE1HIECIVB+ANaBBMjuggsN0Ir2jqi3EWnyBHB9Lw08BuNfWi+Z+4yH4PF5grIgn4bonaZ07wLbqc/MkvvhFm8Vb4f2AUSVs4ztlFFJG8YYCMWHO4cUaUMX+XeZCuA/QCQbWkZAF1Af5kgwOeLyC7orocYtEuZL54VnJpXySsEP+gg8ugeUsl1sizyD0XjXN86wzXGRX/ghzMCYwK0umRUCT2jfEw5fanyj5WUJgNJ6pIcnmLUFJFoZ0j4zDAtDgvMlTOojtbO1ahWmREAO5topxC0onCGHOH3WHVZmtubtV7w9hHtnI6CSJB6D+DZETDf09Ds5C8Fi4JohQhnYMmX319/xZIVb750mWDZOXvImBVtY4ccu2lcgwhlzPxXNy14aNcP/3z0gcfXv4IsO+fdfsGipRd+29x5bXM/vStBvmV4/1gE+mbHXi5fkbBSZMGFmiXwSs1Sj8QkqdDpjYB9b0cKwenUvRlNKGTRYFohSX6NR7NdHb63O8Ut1yFS4FAGWYFI/CUmBPYqaBZQsIH/fzpFDaaZW/gO2gpTT6ewnfXMmjXPwPAv09kSZJXhPRgA2CztlahUpKosZo0Hr+Zm4Stx+JgXzVIxngofMKfkAEcmGYdsfGp8Y5zF465EMN0cWMrFSTKSVmrRfmzqFApdhzWkDt+Xj7HcHlxDr2oX7KfwcTVvKx/eFpiWV/K+kdf7YOoaPrizbD3PVmEej5ov9taXcoQFHpDvarjUKHfKhTJ9QgOnXqhb0GwmSOywUhsllb5K6pHjee9LUHhf4sCHPpahM8CYWliTiwjvS2hBiC4IXROieyKgcfvcHQF3JBF5NsISUgRN/3gkFI9HguhViQe/HaQrgg8HaQcin/lUNgaprgQjgnnJr3iKBQDJxcV1HHWGqKcgF4qXxXNxlov/V5zyaT4eh1AcZ78dnFScJKNe0nlDcX+GFk31LPVQTAnv4TqjxxH0kiw/0NUlaa9jKl9BdpwvIrXYEW2SL7uqVXeHqA4qMvnQfWWJKJFdb7trmv+NAqG2G/BUhkUrR2VYWmSsDCS/coQ/n9yfbJHdL7w25mJuHF12WuZF6jOvQpOenqt0PwK5AXWcZ5nT1Wa+zlkyBmYZk584Y/cZ9MYQOBOFCdQisDj7jaVMHhIeQh25aI5qw2PDqTK6YDT12HlFNbU1Rs20GonwH9yEramRqqrRhHVjXlG1Uc33RbWdWVSlCBiex48ubsFWqGkxTDDaLnkzdcL0KVMrSMxZOHokvsoW6f+sgVBNtVUPuicoeYPZYHNwKT7htnAwOKhayzgy0UEZo7A2k8HtV1NZnVuXgS0ZIBkjQ9WpmaWZ/ZnjGWllBjKZ1JFqqHZnSOPQtEWSgNpMZ74OYIvw23Q+X2glIfltv02r5WPAtRbZtoL97usykKz/vioP6TQLzo2hgbXQ1OYvSVEawLdpJyt9/mHf4p8ucWnghhCOjDcH0KERiZ/7tHYv3w9lpJrUkrE02Ofjq0EfXw2e7Br08RXbPr5i28dXbPv4MMvcuA99fKUFpbQAE9GGp6akJMFQohZDxFuTrKFjEWxPo0G4MXxX+MMwu7bujjq6vGFtA71hxJ0j6HVjVo+hNcWJ4kxtTai2tub22vtqaXstCLpYby1sqIUxtXBD7Qe1XCjUZmupqhTX6smEcAcmNiTo0gTsTcCiBKiJSIJGEpCoyQpTMK4swxKvFb4KqlYMQhj/DvQJRpF6Y2eBGiOuMci6YSz36FfKy2Uqzx50xaAHBj02SPpkEPD7f1Am6Uw2JmFjEi5PwsVJGJT8aZImy4uLa+YnoC3RkTiC5eLBm2jkVsp+bqBw88SRSBA+mtp4xjUkFYVNUTCi66J0f/Q4Erl4o/ujVGPRaKB8oG/R0NG5aAxLo72Ne/UkhyLfmp3PnydEkZUg19IqfIxNto+xq8nyMYqdi2ni/X2N6F0c6G08xd9ob+GvdDueRmr1d0CeRoBp9/b5JLu/d7IoG+CZ7P7gZKHW56s8RbzZHstTpRzan0lClKT8Q76vh8PdxoZENFXaj/3KKIVNpcAWld5QSseV8j5nSrm4SwPNQEBSfbo39+AgyEUmROg7EVgbeTBCHRXwRAVUVIBcARdUXF7xcQUjJb4SuqykrWRTyYkSqaxkQsmskgUlklxSXvK7kmMlkjasZH3J4yWsoiRXlC20qJskb+H+QuosbC4CUgSeoklhNYfyUHYOdmMg20P8AhDhm+ajxGf45vs2+SQv8yEgYmjAoxSnuYQ1ilK5aqyr7q1url5avbJacnLxNHhvIRSmvbFkjCZYrHwARC6oOnNkpNcVGJzxCkijVXbW0PjGa3Ovc1O3TSF7SMADLHzEAHycFdLJ/46r66JqpwWYQOjcQLCcgMq12tZhdS8jQ7MFWBbbaQC6In0KPk7OI+dK/QJ1gcVFlOQjt/ym+/pe6AX86IJrBqLkzHcFes65E4pDcdowPzUFzt0+e7wAZsAuAcyI9ofK/dwC0FVUmOfPO6eA6wPW3jFnSj/j+l6WjCDHjHgc94NWHaseUc20QlCcBU6qb2SbBY77ml2DAYuaUUEt4/YOw9WM6XVpXM0SUs5X02eUTeMqU5lRNr9sU5nkLcPFrMyUKN6K2kiGLFUspt+AotSNKk1l6jLedDKdTbNKlrZctdtTZTnxMxQRP40ClBcpH//X+Snk9TqSUk/g7dZbcHRffhntfOPO7rq6Tly0fmvGDYZ87mz16fF7Y04BwfSSAfntZamTfnYqtO/CJb1LtNfCQpln7hUomdPA/WamrNXZL1bnfAGJ+jxG55mzLpsY8ljr0fO+chE/y4PJMLjLmOnE9YhpIzSq0AJKRyrwRHx3nOrxeLw6flF8cXxFXFmcWpGiayserKATz7jgDG6t1oOjl2A3rqSlqpr6hiFlSLBbVpapEcZH45B7hlDvkM1DaPOQpUMoGQLqkCENwhZLqw1WspNALzn0Ag8ur5cErFq6/ml+SvyGf75/k5+fVj8u8OygV4kLLt44SZTVv4M1wH31VJPqq7KV6YSRMNz+XBJ5iu6x/Fv8yiiYWtZctrSMlaVL+d7zub3hZJh6wsGCDPHwU+uxi0Xz7SB+hgpy/YpHD1j5fZc08TOc5/XtIxLxW7HE0xbf7bJZKb+K8dcKSItstuoBGUv9YVJ873wVDbBy0W3LX37v+9ufenpMxkJQTRjSWnEqH/BVNzdebvMBf/e7N57/G3uLHDFrHr30yuUnUQMvbrRqn0TNc5WF/Ow2ko+MEXOiC6O0Pjo+SjNsKDvI2O7gi8E/BNmgyhGVcyvZY6N2jhK6bWb0Y6N3jpa1bO3+2sO1jIky1a5qIMN8w6hLjg4T6uwINYFsn9sbSkXFLmOG4i1KOYcVZnAxB9XkuBKAdcw3cgVA2swVkESxYA6ZyhUq3rEzz2gozpRtSsOB9JE0TdeWGCXT+N0h4S2SEi9ktYTPfeshxOMhgwgm+Fqex3wOCCZFdom0qj5+b1v5bEE48pdxi1ipoDbNRsPJHCN2iijm/i50FMybcfu0K+pzJWeGXZJeXz3+7OVl5nuvme9t2GDxedlnHH7/7d99a1ZzWbLhudq1o4eV/o9vTOl0GmlLNFeVXbhuo5lEpjR21qFpgs/LhsJuaK+pa56+QfAp9Lwvv8b1zkq4zDiiRN2+3HV0NX2AMgeFiAfWVcCFFVdW0EgFvFAO9/vgwSA3HmMROiG+IE7ficOwShjuh0o/VPhB9sMF/sv9H/sZyfgydFmmLbMpcyIjlWUWZOi4zIwMbciAnCnPNGQmZn6XOZZRtPWZxzPUn3GnsqII/d5iyVu8v5gWb0yBwSXppJiqT3WDe5Ii6RpxOLl9GN4YptlwY7g5vDS8kr/YHD4eduDLleKpTMJbMIi8txiK03wn8PPsHXAFF+EVXKUgzw9xGA7qc6QcJxzM64CQlduh9uZ29KUYDLyD7ZMp6nt0NdWh17HzNAh1kanVksent/SR9yHnvb+gPvXlqHT5tc6Hus2PO9A1+enrcOaXYdF/PW/yrNHy05/fdNuXQtC53P4+IfJ8vsYal17xPcRjOwsU4Szw8FsPxjIVnQWzC2tyTuEsUBeodIF6jUr3IBMmRNxOcDsTzmedLCE5+ebOeJwhj8epCAiG8oxCf6b8VqEpBU4owBqVpQolAp7iUBSnW/gKJP4rEV+Io6/AU+bJeVjO818emvTAcQ9UIsGeYDkKg9OpehThEdAY8UmevJcQKas2wRY4AewAegp7wdMdIlm50/IMYLS0n1tAyMwWS83+GreA5WTsNf/l+Z/Xn2TmCwqKvEUv5raYG28VfG5dJAbMONcVA48epV5nhPm0AsnvCMsBNbQ2+mCUIuhieQEbVDCigFZEhkXohV446IFQIOz3FUS8nmhM52qP2+emOnPHlSDb3fOpkdU9uSkOiDuqHaMcbIoOcb1aH6UzB9OZQr1yo7xU3ihLDiYbLk0hPnxPNb4nDPFwdXhUmE2JQjxaHR0VZeGoj8UKSLA2OD+4Lig5gt6Acze47uDSjF9TdXVYerJJeC7r6wsFoUvA/hVEs/Ui7a3OHxkhLp0Wf/3p/udbnpXqUMrq41Afp/2eg1RxeMv11219a/uq5VuuvmNH/xfy093nwrPmeNpujoLn8fuLz07+Dc41+pM/43Ot8ht/slEFtRpo5LBVc8IvYfBWPuCGlLvWfcTN3CCzcoXq5R7NTbIdh/idegiL17SgBw+Fuu3Js9iC0jZrUJp99ql5y6es1Xpkr//3f8N7n03CR5LPixP8AknSbHgdSlShir/Af51/tV/Cy2inTy1W4lS4I8uQZCyQMbQtGrXA0dO0TVqHpmiaJwGZdVz6pj1Z39st3R29EWTLYhQKe55VbAz0ptaF+9NoyBNsdrF8st2pHGPfsHLvDlf2JxoTOanKn5BTmlyzh0h8xwQ8/pxDj+oUa29fV7C6QMIw7s6wWqqkRFbHNk0fJPhoqDeSMTxbPBSZDlOeaZ5Nng6P4vEE1ZIM0u2uK4fyM4I4qM6mvmF19R+XTcXvb/jK0dnpDsqfLm3rXLzpS8ZZWXPlmMnm6oYZK2D4kC8Z8BcVt44aP1joJHXwJt0ruJ+uMLyIfakNG2HJLXuJ37GX/YgEGVbx9bCNBNij22ywa2E4lptKIEVqCYLv2oiMT/n4/e497FHiyXLp09mH9RWqQV2eS6i0P79HKT8hVi4H3fscN2SLKheV+J977uKVd44ZDG/CTRe5xxQGLh58kfkgO2J+/6o5Zz7a2+eXuP18ixEeETgrQJWSgpKhJZNKJLe3EAKscDf70fYwKRYjSJ1uBMVfNoKVEYgU50dxoLPpNOPoEgonWMRNA8bSX3vpJUgTA8sUVuPA3MGRddNnnFdYdUZVaX6MK+Z6G2N+HOMPGJ1eOTIZj97uLB9+txgsytOeo2QnjJX3EEbC5LI9ROUXhssXzHmBDxUoCf2Sj9DLR+pkm7a5ILibPbrdIJKgr2gYk5MEuK+kPOeVwPAimDKC1NXCYEbUPXJxidTdfda4qgWW/mRtrR7GPvecwz+mflrD+eli/wiv8pysbfli2LLquZlU+EdKlX8u/bm9NrxpLo1yzxGNTzrjU/8I79ojhhun2CAMK6G4HNjLDi6ssk3dz3ciNWbjPtwhecWPbwxU/ag0qrZqZpHvua1nzx0n3feT5BUjd75NX73iOsFbBi/Da9ITvK2zt2rSL8UKb8TmDJdF4M3iTAHP7r5l1wePydmoBX8ff3d3Z6edfr1PCL/+VmY9vIZNj7a7AW9ecV2Z1Qtic6ftost4H1J5ueFKl+ecUqFUJTF/Me4/xjYRP3HxnhWIngnOV94zjyOMPYuKnu0IDcuRaLS3j9Ek0giX+F65xKKQ6WVNszq6L0/ZV66eJumd97ovH2SZPGXoo5lAMl4y6szRI2urZvFRSPFgkb/4txBcPmLNhJHhQntE3bPO1GoCbgXvFb6OjPBxhUicvG9ENklQyzXDafyODcaD1UEMJLlkhgqSyHPBQpc+iXk8RiSe80SNqOXZ0flIjkdpgYWhi8ZCrt3skV0xIxLLxQz9adwemCIVL859zACzYymLhfistGOoDqfHiBClVpmvMKIgHg9Zy2Rd0d0x/De/V4cRSb1Rn6ov1aW9OuhZrJmOVfLQl3AQUUiW0lMoeOY6LFcl+sht6jnf8829tS0EVEBRi8HOea23cl6HYc5ruL6OkbWjBs+cP6fxdvOuZ/2jjCTcVf79m9aukZ44MM8tt85akS2hr5oHS4Yoh0xH0x5rf74pZfkcumAY7o0jRntxOufy1dTmNF80nnO4PnVRr+ICnyDO/VSnfskJEyVnyPlPJ+t0vuGkinO28wonC+taXKMTqrVR2mJthSZp2lwLUb5I+5dGH3S876DD1d0qjamgqhCTB8lnyX+UpT0ylEk5iZ9HqKajKNVpNT58Tql3Cn2RUheFFD8gDwB1MyiV9KFcSXLgA2HgUhw6YzJXoJ7hx5cSmW00vKrsQD4knYJLJ4rlvdNDOUwGNLgclchUpZlf/gKM39TZZKHxceK59mRB7PvVdRZ+N24WtOaR+a0WX654tORTNQzQlrLv7bzpxt3v7FmzYtfyO6UnuuvgVbOOT/og+D1+957Ho0Im7DMSzbCUy0fq46NGNHyWzyRis7OMVctc737ZGDJsZO52D1zj6fTQdahtL/Rc72G/98A9no2ezR6me+Keas85Hq5MxjGvwaU9y0+0xE+0l5/oR4ziUfo5+kU626vv1w9jxW2wq8H5ZP7H3j7Js8sZyi3l3RM3iyvb1dnUi7+3i2GLy4Vr61YVGnRR5qdKoHq0fsXxcDLoUfN3lcu/NaLOP7jkqgrz+MtPPS498cWBb83S79fuogdMCqbgpr6YbYW7sZ6v/gfxehnbyi4Xr18X8/UguxJelF8kTlK/SxruZcA+JLuh2Ag6iVMmZVKGtqbkWpnKsku3gHzd7/qxSt0nAkOnqPX+tLDa4cWHpbXme5ePnCfPym0033vp0GXDU5aMvJbNhZ8IeyC7h9s/xUbUyzfqh87hOtFaXRm1LKXX6lTXPW7RwrvdXb2fbxW8qxiKFX7hJ94CY9TcYRvoGohJJ5aOuWDMiNS1uY0Q423cx9vo5G04sQ0QbfDffqgN59KsTM1orRYZp9I3it42VFFVmWu7BdA5bAeSra2h7NVrz3xgyvKXzfc2WmP4h3Qj7OLmmptcjFGoT7drAXRwfWpE+RPnUd3QDQTbchkkHRX4f7abNhghPSXVSobEpAZylODpVL0ey+/Z9UlTB2ls6nqhya6yYvFehpTShjpR/KGhrgB2tc4oz+XKZ7TKY2e0Ls6Vl+cWt57cn3lcFDl4J2R8UI9iNTHsiQKK+6i46wj2JKpk3Y3uqdwGaHAeJSzFahlTGcv3pvv0vSkR6NiwqBRSD7tmtFr9kW5snWH3J69Dvsr1sTC5WUTodjr0nIKYVq6FIZ71GS7nvcTNfrQtQFS89xHQigJcJ1wjmE+43UbEWfEZPkHbyJUzwf8ycZMPUr5pvjYf82VRMvR3OSChZh7PKbToagsEW+oXye29+aH01cZxK56tzG7csDT4zPjuJy6+UJpxT/OCuPkxPOX74HctJe8sWkDIwHHMNDQP4rIGIQqW/WiHjYDlIwgRcW1pfBQulw9wFFqKy742rujIeLh9WQTqWZ2zwa9279SMja/iXewtvkxffSa4dMPGbOWzK8Y1XnjxE93SsZKW333gM2eBHl/QfM+TCxaJc9tMHpfOlYGf27/arx+TzpN6+Ou/ib5Xkbek26SXuVRu4WeMa4jl3H6RffwBuSh2sd8w6fcyaFaUiWqEgofBMH7U72pnwyyuM8ObLsvNlw5IJ/h+pbem5N1w+1aQuKHYXRjr4vZu3lH7zy5LMmEKJnoJygUCql66zXzPPG7+1TwGO0+8RZ/rHsdO7tvVFr8s9o2KvkmTpV3SbyTp9xQUmX8VyFTzyrxvitU3aRgzmFBgsW/sADvBGFMY71m7Id+aoiTLu1YYxbT5L+udBqUI0eK9O++EeTbEIQR+6eUvAuxv3ePoc8jXkZaWwFqByavZRdsEBwc8TRu4GtRpuAgYMA2YCiBL9snlB6VQaIpcK167cCF/97linM9IT9A2+XX+OTONMEsFwjmWKi7LrWSAd04j7/lumLvTS5OUqpQfyu0+/qbd9FLDy5bQY9NgPiwDlm+nqftjZH5A31qLOIx8HEHaZnZtu0t+3fwdVFt7tkp6Ao6LNi9A/ugj27FVVMs8p7S8wxoZNtxIgWLDLraEHBOZur2js5rtbRUnD45vNf8Ko3hL2CifL3MRrO3ZwdusNwK0zZohpGE+AVzd5iP6t6aNf8i51hiC5kG6vuce/nkx3iMZ4GpxZ6t8dfnbkBABgXYNabq++yZ6u3lwD47bvAqO96z/d8ZtuO3OgOf/aNy8pWprfc2raJto8yvW1/AQatBplKnU8x+tr9y7vovE8lLyMm/0PSnD21PJJKOGDmeKMlx2qqDwYTCJZORafjqmsQ5+Lo4whbAt/ClKdc3h7+Wz4woGqrLC4SBcUQzSwXp4b96ieZAw/zxvkZThBzb++ZsQxzG+zHS7zTojjS1yBSrzJc3kp66lSzgZ7U/HT7Y+U9xTZAHsgr/ye+qygfdm7Un3psr4zcnbMVRnjn3NtZm1LylBzPtv3J5Q2e/27N+n+cao09+dKuO3J7rI0TP+b1ydX9aj8i+5QRf0XaBAHiPbKOP6mkouNmoko2pwTjLi6dxeab90WGJZqVGaKrGUBETySRQfUEBDh8K3cuc2brOIAwdELNJ8JqkMWai795Fsd0eh7xWuUmPsdUhtebqhvqE+XE+Z+eMVC1dsW3jsmHX++tq/dCvI+GmDcSZ4PxTRD2W/clhhWaVRmaqwlJX2TvEBkyw7GAHRAYXwFZsmzZckVcp3oDDfOrHMVzz94VKEXlPGuwBNsP7YsYX9+6CT1m3EiSMzfLLab0zMqeIvhxggSZj3yXvnEL1z7HccdjDMB53qYClkpPJhaTEfRjBUB+9etnDfJfluCGxUB2KqAE3Bjle7O17t7ZQ9O7xj2Lfyq69e2Cr2SxDcdD28wM+EbwcXT/RqINlTxBK40ebr+W9opbPZUK7rjjTKWSXfVlMYqEud4Hxf+lSiCyWQptH5lFKHhM4QblhlO5v48cHie037mrDyQIvlDVQrrMpPdHbb2jezE5P/EIWdYJvxR8/LWVG9Cdv7nCl0s8g3vtmoV5wOXaYScajAWFthUY6hpa2xGBvE2AXcyEsA0p0yVaYOXVMlJ9JLtW3nfyhsuQj/Y4UUEH76LxjHpSNRcOdRKdvS0dncYjuM/JZF12kZ0siUzy071KKxw7zLwyIq3Tz/s8/mf/65eGRX5J/xRyv2gjZal7DRImQ373WgIEA1T8xDdcYFQUj5+iowu9kj2woMZTfbtMOfSlyeC6Lkr+BPCihcQWGREwqCmeDQIHsheDD4bpANqOWCOpsH6WtqCZbgk0ksb5X5DjTZtVvsPHHhOhhQsgU9BSI4Iiq0hEpLsHAHGmT5Ci20y/xsXPH+14rHmZ+99NTme1KJRIrbqgc3TK7btq1u8gZahUnDX/y6eOiQ0tJevZMcF/pH3R50YW3jU4TqsBXi2R6O5vDnzngyJ0I8LX1Il8YhtUF+nR5/9ll4kx2xPuu39IC0h5TAJUbN+BJ4r+B/CqgrWBSkXwTB9t2MkOETChIN0TLKXMxLoVBBdtXthQnEcJzY7vbjz/eNUn7FtWH04ICbLnavcP/Mze5JAaI7OlLMKbtTWqGK8MpEUUkup05QZ6nMrmusMVXTjJLynMZVS7bRKBQerdE9UbgnujlK8VU2ylxSVPAlt/M/LAw/zR4hUfbozv2RwxEaEQZC5jjpwTwjKLNZCIfjT8E+1EEwB0l2MOJXn+HLp5AiPmV+wy8IRjzBHPGn/PS4H/zZXgfuwS4BIhLehRZU00mj8AK90Gw5Hiw/kXjZ1AtGsxkD+krEimI+LXbccpjFpNWLeI6ofRFLemDx3FvN/x7xXGzV2vM+GHXBZdNuAnXY9ujSVYHiHzxwDX3mxjMbDiVazq/x5ypHXnnNiOxz6Tmjw+6CkpLLiO0/on/j50Tnp2R4pQ5nOaBChkkU2CYNfCqgoryRgRfAqzgkTeV/qDIn16T52ijAf6E5GT8jj7QzfjmIZfBpKefInOYkgD/BYpfTnSFR04gRzMk/spP/i6pIqEy186f8jVjgqF5kEdcJZ6Qgq/Hnf8PPSKSef/WdD4GnIgJKDKUVaimw+siwekb/9uH3vn8Y2Kfvr1x9+B/w5ttvQytc/Pzz5lPcnrFtr4ACz4mxP8AFxY38TMgkajgp3gTAqMwFb3YfZJt8b3NFMo30L2l64wZzN7wjF28Y8D6VpAwPf5+Gb5Qo5aoefy+/sK23H+rIv99fb33ClA3s4AbBjfp/8xn0Hv71f/kZoiunzAHjc8DVPomvZXZfNj8Hg8B6p1nE37VBLhZzwHcPPYst4+8L7pRVibdrv2ef71UR0a33p+lZZuwSuJMt++JvA96jkiJulmsKMHQDy7S3s4c68M3oJrHffv0l/P1wp3k9W2ZeLz6Dcf34iZ7v86NYaxQpbK3caqnCJ6jElWHyF0NZLa9OSX9hWW5QdncXRrtQ/+1GtUBmadwk9In95hev/fmqa75l/hEq7r/fui8S0pP0u0qR0INLDR+RNJBpFhphKlenFa6wNJDGQwebeCc7fAc7rEtZbI3vdq+jy/BbXnufefd9+FmL2FzWInxRETJnp9cRiOT8Cjq8agJZdEqFncML8m6pLTrokUBZQSbUakSmRSjS/1GV35LRvN7b/a7voOWv4pr2J00WoXD1AK+VHOp9ylr6ObDMygWj5g17WFp7ki/r5UOX8mf1myAm5vR2cyMt6dnN53S8UUiQ00Xm558vDtdNsRYZMySZUSqYUJw5qnB1p2OfkF3cYC88ZFdZsZyvOM2lYppLduR2cDE2BbEUTz45sJ3Gdn7OmDC6C/lHMpm/dEiyQnEb2a1yrXTgR/P9JVQB1ATwyAfraQlvoHVHztz45JP2WF4yL4ajPZ/xNs4y3DJIimLwBhQbyYAklyBDGMqBOaxBWjE5iY8JK6uKslqQzZeRsVsrbygPqxE4ag3FvNga2UntNRpltmLj4PYLH5Ko4KIzkAyZYS4W7wff7Th1mFFOsMKxqPEp2hxS64aGYRUNMraCozm+Q4wN99O95nQa6/kjF72ieg5aOHogp3MLZxf/GT5quy9C3kCuvzLrPWrTAK+8VeQfbB98vvhpFIW4wuYSpgfXHS0dhYmCs8rRQBYLJ+adYARhdaQ3Qb6/1SFzO8gyPBDaZlf6ra8bSmOtM6Zf3TpjZoswPfD7LzNar54+o7VlpvUyZ/lrtsFxOMTP2zlfZ1u3w9eZ1Nm8fVveZ1FvQ4Oa9jzPdf734S1xrh/Blt7HltTd1k9kJdrOG8TXhp8/oUv5lacm1ayg8EdXCkhwjCzh/Wg3fFzSGJ5wjiszKqP3SfxMt+9Ul8jHbN9WgO8uNE6WSVukDkmWJMtGzk/mx12+d/s42D7uQqcX3v3iPFdbnednJ03f32L2QKar/X+geBtUmQehyorR/pqP5V17LN8zSvq8Ayo+U8WzpQzs8IPDcgXxo3VMWcKH0r7N7qaLD4FIfAjSfZTguArZEjiGY+P9b6ZL6Uq6l+7ncpn+Z/3nlnmwFB0M7/5P+3dnmT1bvg1vYeftAUDPP7jsfrxnMd/F04z49coaZb3ClgfXBh8MssjELGnkW905UY84dgMYTqzLO9XP/A1hfKnzfzKc05xMdXpQoB/s/mdT1wsg/KDIXynbSN3SvmJOlmHzON1SXhxdML1mvFXNqXHZ9OpJ+v2fq3Jlco6o5VRXNoc3/BLcB0eFfqySYUYZDKdUGS5LLCPXivulgx6gR6hC6Bb+lKn5ubH8H3wDCteEXWzHEhT4LT0Ksc/fFKKJ7/mfSkuoIu7a67gdh85QrnZbLJesgpE2xo3PdkpVBY1dvlp4qrdzG1Sc7rJkOiccF+vYJraFMQyHpvghZ3CYHWc9/Kh0cMOda5dNwgq1j6qgK+0ufMUOQZYi1IYqnyyEJnnmsbxvrK9fVxt+ZvBO2Vuoglt4cr5TzOoU2J2CfKdAdAoQIMZQ5KUAebQO89Pdw69Oq1OvnK5T+/KdEra6svATaJKWoKUu+mQuokrPDt6nm087V2i9tzOmYnprZ96KyXdr0Nd3K0mhmUsVbhO3fvWUcdWHG+yK+eOFn6A38diAvt1o+EHMl0VLWMHAmi9JUm3PyX/eMQmaJfSI846ddtp6O4a+BOzYJwvNRQuxX8XmxczX8wbfwWcaYSkLsJJ/rHUNqQwMRVzh2wdPzOHPXXpBjspEotl9b+xDOU8QqHFIwC/32ePmTTBft+cheO4hfs0tf9vGI+TbkckYI3RKO/y49GtmJzYjWukUjdg5Fv3aEC3QC0UD1uePNC+mLWQT0fidWsKtDgdFryYFzFCkKUetgzrA4VAkirWANW47BO/I7jvUYrkh+cQ1HWrZFxjh4y3I6UgpawjWq2naYp712CUvvnjJY7Br6z8g7oH4P3hb3VsUredatRQzQK17iAtRcQ+5uEgltJnSJF4+MNfQ0AbCgfLTmduetK8kHcOZ1q2ENfe6BZUy19rsC4lxmf5tcR8pGhQSMOcqGgmL9mYYQUC5DSi3T2oJCyIdFlG13Haf3ZIXm+AtoW9wIz/up2kNgmnewioYZX6CzZnvivk0N0tPwSz5da6jZI0IV5FhNV2dYn+R5Fa6FrxSElnLhIKLNaK7oFdzzutZaZh19Jqr/vwaSNJT998PFfwzv1im6D0e5SMSIDN26A6PLyc4DSOaxpYkfeDzEXWJy9V/HIZXmyjo4pxOMnEq5ne1dNUJupSmlvpsl7+eP6/DaiDDuXKbycvveiHXS0siX7RAy0VjF48qHeO6VXmuceH45PlU0a+4ZWjxnHeGlwleCHOv9DsYL9/N57bQ4HoXvVoEI1Swx8ZHts9S3GE8etOk3+0R89O9Q/HRicpv+PuGGKUE6DMbcaWnArWO9VTAGP89sBH28+V3onGFpnzfx9GJny+T1im+XbwPL0pbYDifa500GN4KCYNPTJ9IlImqru6m5xuu4xrwicDorcrsjnU3fdLBZ/0NvMlECD5TUS9i8MNdP1mz+jHXnZ5HH/XIr6/Z8MPV69bxe3S59BL5jojHlBsh8kfYzI8Gv7Ip/dtJA25qAQwMBvmd9B2+B0PSS+Ak1NwqHYXp4v0qKeNXq7Kfm/lJmapo5uwg+0HeL2UFXcwltrlR2lAv82+Y/tFH5vS//106+ve//93aWxn5RM+f1EYSJte3B8IhA5nPjAzX39tCYISmhei60IkQDaleF2Rdja6prjZXh+uwq8elujAOu+OMbM73jrjgvKqWY0zTgquXhTbyt6AQcbpyoWw10pbWZau7qslN2aaW6L6bBV5O4Gv4ChAExNlcvRFBQq6GSxvMD30NAImqi5KNesWiFefPptLTy5QFsjvNDSzpCgdARdU5V0bqlnC9aox0I3leoUK/bu6NIKB+bRTyJ0KPRk3Zy5cufNReOxF79/dq0QPU517fGcaQOweozcEvUZufP0VrxnD8SWozX7ul0s/he/LvxdqtMFKn1QFPChZpshUOZBgPbD9ZG9RtbdBWBtuFLpgVyl5/XQ+H0tF9qrIH38sre/Lv+5Q9MH/BZc5MIXNqDZew0/tiktz4/yo7HSw7HWbadrr8eq+hDj2vSktIg9DTig3NDqSq8IwVSSWQFR+DIUD0WTbkA6e05wr+vo22fldl6Cptk+z3PsffK/P3SvlPeNva+IXoN8FPYfx748KFr1kfZrbzDxy4Drd/tV3hRbtipQpoVTSqwqowNFvuYnGPhvZeC8Pbz8KwDYx2YWD8GwtiWw/wvT7rgffRWhBqySXlkKhzu8xwYuwi5WCaBbDKBsO5e8hGQZNdxP8CuLaV2wIdWOpD906UuFZ+D4UssqrQv4FX54Jsx343uCeqQtKg/DoghA2XYUifJrx2wsFpOetQAAX7CTYhjJ4aINzAaX5iCzghV/rkaOmO/Sgy2TP0fK4byCihJoIyUbYWquMTkcVXKjR/LCdWAMPFR97JP37tf0lb1q1bs+FhK45xJbuSPChwSBUDcEh6Hw6Jf2p/7FGwD3v04OmgR/iZc/lnoq+n1MId+U7CHenZflijYH+vzYNfCjXq97lO/FwQnzsQa6Rk++GLgn34ogeH7Rwc7oUXTbhJwIuAEDYXav/tfg7ERNV+OSaqJ2leRd4R8eqzvzZG7ukN2Hts9akdVSe+bU4KU3PJkn5nQFy8XzsT/qO4eDuGxU9tIcJF1zvmX7facXDomWAuIo9ynV4lbfzz+9lAAnbKxT1CDrbJInS5w+DGIQxU7ONfr9gr0KyAMtDiELHCQq7bc1saPSwIyAvaccJHF36Cqv3VC1t5/5p5/34p+nebZQ8F++whC23Me2p1URFdBJAtfZ93kea7KEz8dXQTt2IZ4h9SFCMzh+lx2kMZ7UgimS3I/04XsdJzuP6XnyzkZtFbV8O5vI/mGulpuEFZy+2ChOFiSPw8UB95A128nQKdgUrYDfd3/5h+xN8z4n7rfP6VjYHFfI96SLW1R4Pqh67hbqLqrZ6M23Bj5935glBdWdysfXu1gWsBYrcu9hY0Xrz33hElFN2ef182evaYCxOt8fMHX2Tb4T0bzOlkfs8fiZssMbzg0IIYmw/mRDBeMLro7tx+i72Ji/ejVmlj9KIpthdNlDr2e2M5RUEK1yyG7dlRZ9YGDlT3C9QPvPwHROrn5wP15vR+UDfev+l8rX8h1rp1qxV599L+jj31tKblv7EDv8y0tCPV+7rx3rQj+L8QAXy0LI+d3CciQudeuX+fCB6MbcpAn8Wgr/dZ9D8Vp+vTq1jGPGIH9H8h4vnbRDi/X590cstXxfN3WuH8gT2Lf33PHNDM7czTHIZTYvvBfrH9X1ihfX4orNA+2iX8Dh4vsEcRtEtOhh4NMEoQeYRjC5vT+XZdQPxcW4lMYrMZ1VIOf8bnW6mDfrcoe+61BFoWvWCFMf4pJ+e/8gsBYq7YRedc11vONZZ+Yuxtw7OigOut9bjHzelUyrdzFpvLqD9FHBlVXekF790E9ZC+drrtdvJV8NLh3hQAya7WrVRiOR9R7u6l8fULNCMe1EhPzxe3mku7H+5ZG1Dd3+s+SoQ/09zKpfv0niahQ5UbYbRDlsorZUqQUN4z0A45vSFiXmUZIlyH52f6+f+/+cgj/7ayf6qLnO+Bxeb55EE+JheZbsSdqk5EIfU2ZZ2ySWQpnFA0lSlcHbP6r9v914Vaz6WT3v9mz1p09M1I7DiCH6n8DY/nSmgiV5avuR2qbhg69LxcbVFz+bRdYu9+ZDZBsOefmBVknBNyJFK5DB1KJ1FWDg1ApaMprpvd4z4acFqUxw3Ea3jbvOu8UorvH2/S2+id6l3pvcfLd+ulWOxxvr5Mb9NlPdvU/UZTU8u7yNbyzyarumK1bGXUN+TBtZYbF4JTLmtfNW7h7J+sNMYXnj/vikkzX7pw2Dm+6/RLZoW+Ea+qx7mabM4jT/MeF5D01oLgbnjC0F1ELnDojrUuD9/B9V11jZCtf6WrbkhtvYdZ6zAszJsbTPkCDVsaTBa4SgcFzgjNGj98xrD4pFGe8qrqUPoMt/J4ZXFuYsXIW2qF/cFlToPAJZYZwZNwiVyvIXtOa4X04hDNNebFcIPw0U0ywpCVYKV02AJcoTHA7Ltm8ETrjtH1gpzCld7jXGxnmw7Zjjo0fC0nWr9ESrjhIXPcQ/Qj8+K334bloq1nzJ0wqec2PieXihNhaKo/53TwBw8/F9vTNYhp+dRI8ydKwF9gkECb23C1BfyKI+Q1JEdbgd/rSrqoi8vAjo7Ct9AkCozgAqvwrcJ9hT7+4BfhMTQ/5P5kCPUhvoDiASYNHjJnXkPDRXOGDD7vm1fyr5vnDh89YcLo4XOv4f9Zc/ILLgdmfm1Ml/2FC4Mvien22or9Yronfa5wdlnwsRMIH/PkHWFog/b/3I7ufo6vmbbjy7xKOL64XcI/cziX5Tr6Pvv7dzBqRG0nj184eSw5cwLljKfPzdNk+XnkL/PztOStoP5tNRh+EI2gm0YWn86wITffG4Y8TT6B/JSiEbSH8o18qVVkXmVbRWA+xtuYJ2Iys4zi08dk9IleJzj/o7AMHu6vjMvAvH8rLvN/dHd27zIX08k9acxlNDT054mQ4cB30MnoszMX7+T30HNfdMM48fcqqTQiXMSL92xC1VV5plGeKjdjeQc+qrfFR3QKJdYGAMA4bFo0v3hn91voA3yMHIF5cJjP6dlG8ivmVM1Pqtef9Gfzk7qVOkk2P5GX9M4k/GczCYdPmkqcS3DDeIEx9LSzXojhgCkUCEPhE4UInQivir/FKRzwt5bDEyK7rHOW7Hkf/sR+zP/2ceNqJI89AcwBUaiEK0HK61OWhsVvXb/CgMAzlIUoGiHcCjfGTRHWFh3jZVNZM1vK9rLDTHEx/m/AJ8sY1pjbS/bzlcds2nVkCzlAThAZk2qxWiXdDYk7slhhozXP1Z7N5+Dhy/4MXwivam1q1aAC4E9fvHArG8lKvnhhFRuJ4zja8x6khF90lJHGTp5ld5Ir09TJf5FEJ0gj3Ug3U8lqtalln6ho0thhl6XAch6lACnz3v3clnn9s5D815NsjqttD2NQYJR38Z9SXjsRhgcCqQB1VwQun+5qR8MDK7j4pJSFXla/1vCIDAAtz89jlv/SP+HnpLvp6+JH4m6iMqED76bTBpHghpOCSJTb29O5PfuSOHOzDLfqhWagIQZKPnw0zGoljgob9Yn7YD6VVeqQeFe3ECy4JEBj+7C6CrEKWvbejPsspzdrKA3/0lwLy+d1cnV6uXm0sxPH+bT5I5gs7sUr95CCnhPiXvT5+IOM/rpsrCTnjPIHMJZhO20ertIEHYYadK1U71E3qkz1t4GHucJ4bqkfb8dDHW93FPr2teD1WHhoROHbeEG+3SJyESzvnJXAXWoRzpaKcgD1dTD5PP/UXLr4/OJ0/TTfefF7rysru/5e8/1x1Vwxq6gZ9/CFF/K9UyotIYeUSn4PjDcivfhbpk1VuVjrCyUYvj7QLeY/K1K2440mAabFi+GNJgtFG+yHoj108apV+S/p5X4vxJ59iLd7mbKEeMlIK98nFgjnPD4MjMlOlbpV4nVY1566hzbw44Dt7EMr/419vjcOvWDZvIpVZqzBriZ22ZVXvMC/lJDS4L677l73PGlY8O4z7tMI7d6j+OhZ6rliT9QaSQnlMCgrZcjiF8phNA82y3vl47ID5XFL66GDiMg61B+QdRbKJhGQeaXN7FzF13uU9AQh4lx/rY9qZ5/HYnufjwqOEXTADvAg+Ush3T9lBW0p/vR50c5X+KhOk5vT53M/JRkHnkcnVW8yDpiPSzvgIrmd3y0z//P7ehe1CjY5bYfMKdf1l14yF532kpHbT76v/x/5Q5kZ4XP7nh2z0sl6IzLo/yPuO+CjqrZ+996nzpneZ5KpSWYmIYQJySQhEMhBuqg0gYAMoNJBIYgINiJKEVBiByygiIpXBKliIypiuSLcT0QsCNcConKRKx8WmJO39j6TAF69X3nv93uEzJkzmZlz9tqr77X/S6qW7pSWS2slge5eWMqv5NfzAs/24hBlDzYwUDmIj6hkKIY9dBeIzaFrUI9iAQ0qoj003Q7PCSgWXmTLIRY4ncbv5clhCsEsJssh/NetSpmvpbe3vTxZfP4ST3n512UsC52m8WmMy3dyNEY9CvHpr19unvTcyZP8Myc70inUPjoJNJoBMcSS5ttgLAMoP4L+cURSxAYPLJNTXJRMgcdSHcGlEF1weojRwIIM3bgaIM6ggTmK00gDfIRaWm5crItb1Fm+RPu2bDOEHD6Wk3sWzxbzgGoVqpdurJgGoSNhtBHPW/vdekGQQdXFwawK/114wT+bDS/Ab0JnMwT9b/0mgs4inv1m/SbSPA7ospLFVlT+3XSN5vfxlfDKf2+lhgZcbKUGnZfbFdBcsL00R6o3EHTRFKpgEyICp69/cgL3R1Uu/3dVG8ndLGmKs9aYZXejj9NqF20i25cCMj0LZPo0CqJxaiLhq/IRWfL6eHOQCfRU1AwjtvSwmrHZ43flGkQjCRp14XbVuvq5OFdFri7ctJ2UZG7JtlLhZi216G9WyMEYUEbVxRzMwAWSDgbhnLDb+nYc3j7mycp7pxGdhqeCHl3k+cCEsjpFl/rCyWWj5KGUHzgYxzP4Cqk3zF8uCqNv1V6bPG96yCuG9w3kBtbjkJvlpWCiHBodmBZoCHAB3BTCe0M4FLLk9tjLYyrIJ/hmnuetPdTDFmy1gCNkYX6As7BNivoApIHQ/DVHcK6JRSAUIzDp5gzuCj89N6kiRb8gMc4Sogi9agQ+iEK2UCTUFNobEuyh0UGMgrh2FT00BUmQkYuBUu1mnSJttChzf86lmVPAtLv272bNnlkDO3htXzrNVrimNx2kwXc6jerrnTQp9SeKkyqC4Vu2YPyH+nPOli3ifVv+40IlqpVtAdliel58G/R8Et2tll6o6W8ILQg9FOJmFS8sXlbMJb09fLrmzzf2yPsz3b+JKMmI/nJRbVG/Iq6oooQRMCeSj6354Xwi5Wc5R2edXftbzUNThnoPmSa9ffufGQnn/8x4zP3DV8W3f0eN4/8SxzRz2iSUaX4bGVAX1Sob8C8GLIv4FxFj2pBhp+qQVMNocZrYQDtrEVlo4KRkU87u/U27qauWczBD9QXdrOWVwEFMVLnLKzJzT8+de/rb52+66fn1N90E1xiojUDrwRcW0WBajxNGpFDUN6F5BJXXdxCKTWAi+sMzHi51Xtpmk9WTElszNbpPTKuJacXvpTTHDsykp7Sr1t80/qbnnz99ei5CvkwY9Nph4XXQUwaIE9ygD2KoBFWgzqgH6osGoGHoSjQR1aPZ6DZ0J7oHLUePosfR07hOXSetEh9bBT+X9nxixZN9HlnTe8XMG28tmzt/0rX3Pjhk0d2VHTuWDRxyLfzMLBs53DLuqhyPp53DclGXvJAFfuLtysqmtxmAFNOlXH9sireZPlN52PTow/DTu/+aVRPGNC7pri68444Zy+4fPeL+JfBz84xIwZRp02ZdXmdz1fkCHWrq4Cc1a0bbwhkzGkpxb6kvb+jJ6TnBVKQUlzagm7F089OXrXri0sdQsglctiYwCge/oP/Zme0LBta6d7dtt726Opm07Yan+lkSnlIdBi+ee4H9/Ysm/eUmWxNOHvzi4BfwrU02+Db6Ved9D/sMdUpbvqflS7Lfw76K3cXn576xpTRRoNExWJYY24lVXpbIHp3Zozd7xNmj9LtzvepSr9fD/8V7f38e+921Wq4doxuco/TeWHni4TGHIH5/XXsVdyO1Y8Zo95emUqXs4efy9uXtC+gzraoM/q0rb9++nAykj2cXHxqDu/G3aq8eGnPWTv9I5tHHB9qXl7fPrCtNlZXl0XO8iz5qI+jjz/SD97Pze8eM4UL0ivS6Yw7xtx4aM2bM2VtxtwfhLUn41T6G7zlEv+AheDIEXsncBA8cgXv9rXbMIfJR+3aVmV7w0gOlpSkSyb5bk+DJt/Tzn6RKU+3gyY2429lbx8C9HtLX767j56AlYhBks7vqgRdkgRbcYx7MOt05IBAVsyqTP6y6r83ZvUsXzJYNC06BFd4v0evuhVS28B43P8rfiK5k+BeXqJF/j38hMQAM8x8sB1KHfte/WQW88o8AL87Vaxgh+qo/r16Dtl1UC2m9hmmliSATDnAmbGH1GpYmC7FYBJYoFPacyxEiYakFJy0r4a//MGcLNuqb9EThnxRsnJ855GhFc0v28Kn5C9asotUbwkuNjfMffUSbihU2J/laT3QQnhlRpRo9b49ohKPbQf80ME3+l2Gp9sSFYSlcazro5sVsz0W1Gj1vj8d/Y2NH654Op76nY/G/bOm44Pv/b/d0eHXWWvy7LR0wv0e1Efgxdg0zmnVuN0wl2w0jSh4pDkQzK5zJQDGxCCcbTX+wR4ZTecVsYL04N8MnTeaWAdIb+f3mmf2j2H2l/2UbjaTfJX5M301zTL9bfVPN0633fL48DLxwn73/T/Bp9LSE+Q9yVX8gFRekqK78Y1AaDCb+MbxW6Enrgl5FBvIm4shmoOfLqpGCsZFSEE0iZtEPaW3AuQU4vLa0IL99aUFBKf/PgtL2+QWlpTCmi7Q69Grzm8hCMXc4GFP33imGAFqZ6pBCck44NQHNQgsRR/uMbxA4VcBCUz8dg4lYOSNSnb5UM20QvAG4rUkGutOmtVmH8X0aytOdnV7J28LfiXKp6tX5V/Tr1avflfPCN5pGWO74R87E1Iwbasbkjei8aHE186XXaQPwwOx6ZjFaqbYVv1R1qGQuz9Fg+lLNbm81cr6GYMIBfwzKwWgqKBsdqQRd3YETelTD9IVgLOw2fKmCW24LR8LwoXCswcp9qRbFYgxI259iR6sjFWvN4l1Kd/Z/The5czJNDDCb5rFYKUh1dQ79Q85xeAM8ti89f3Ezdt7zKld2UailAybMQ2XLmicOtjybXD9oYE2nywdcVz/o8k6dBl0+7fvsMmjr76D6zp2vGzCovqZmmi6jHflr0U6xH0SKRaqjD497gl7BHOEFSYRYnjA1t//gbpws3122r2x3GUxDPYTlVRAeSztHja9pRvAg3Kt9/ioueBW+b5A2QJjf/AHQO60m4uI4cZe4XwTNMl98UNwKJ4JBuVNZrmxX3lUEg7EH4nsIBqZdVSst3bZwpMGowyEaXSmeYjW0ZEJZ6Qxbj6FZUYFEI1w5XTSPVAnzf8x8nNn/4+o5K+/Yh59/t0y7Hd9yZ0Xb7+j98BuE+WIJ3M+lapuecBtHxNMiHxefgrvZDydCkbIW7uYT5ZgisNtRBSPfQG/pvAQTE7McCr+ao686pevxH13/+vmN38P1xRJ6A7emOnyn03gQ/xH3lbDkv66n5r6i+Tb+o23Zz2n7ua+a7/ov1mz0D2n7t2WvtUWYJ5xETtRXDcwn+FIhLdwirBP4O434mP1XO3H2QIYeslOEmGWjqcJKA16O9YOUZJp8NMzTE1pnacCiD5ZuoKarbAUtpoynRRFVwry8w3fOz+y9blm31fmH7lxEKiZ169g1KJyct3Fx4/wXFucnel5A/8vU+B/Sn6wl28kn5BihFlfuITFja1SVBpy9rZaS+pyDOS0cQCcgPx7Nk0Qp3xGNCPNXv6sN/L5x/vWrfyRtSBG/4bsOqVvxLYyGk7i/QYwjopJt2eAmW3WjtoY2DUTgkzSygbAGoprdNKgRJNYdi/vb3LM8d/ZbWo2i11rg9/BA/kUUhXhyvzroGTCbha5CcqoQJ4JVQdIrODR4Q5AbGhxPD7FgRbBHkFPMOWaiLDS9aCKKIcfQxnCxYbhBaMrH+dPseJUdV9mH2onVjk12u+TBFIGrDZIohp/VV+sj1bU+7DvkwZ5cuukec49vRhHBkcdAFVdG8A66yR/+742QiNFHd9f7UYJ7fNMhBrF4fN9x2z46g5mmt2y0AuRgeld6ZLp2d2121xVtqc5gbRmS3XRUP506LYnWfru0KLyqIpWtC6eRqBWLiQpR0jUT/TMe+LJRJvyVt47v2vPa1NXzUvm53UZGnqvWPuuYgwneNmJOvLa4oiTPKONPAwGDeWRl9djbKvxOv8fRxeMYHn5/UumNX9xzIO4szikqror647lA5w34r0Dn7RC9hdDbal0Fhz/hgFPxDRz+zPS9iRSZqk3vmrjPbN/bSJGt2kbeDWAWvDPZkqdJmAVNJskaCoeSIc4XWorX050IU/EcvBTz+SBPOYLSlcKe5iAHUFYC0snIcw6A1OfOTY1GjTqEAcU+a0SCjCw4lEWcfctGsUpa4QoQEJWGQ6P0DMguhl1Ai3xaOjpNx1G9yMd7fu8bj5QFpfXiy7QCEi/uc0Xo1b7HXxnWa+Cwx7YN7dtE8uLduycKMGe8pLRyfOSjG6986IkJ0xumXtyrJFWe7AkOxOP4UzQyW5NdsHUlGHeCxFdhSAJHEfF47vEXMPhWrONdLZ1ummmhe8NHvgr/BGXD2Qj5AGi+BGg+DWhuAZqvUDu8Qw4QIhJ8Mb+I/47/jYfDCv5ZnmNJvhNCs8BbBbxUwVYF8xbwVew0H1Qg5AJNKZLqSuSEo4nh3V6ARkzhJ6cBMZvA8WN03YB4CXkpVcGref8cTVtwkLIwBcCro3Q0hxb6Mb9a+l1DWjxtzxNHRrVr1/7pyav3vlnUrq4uWVSUhMdCrvsTH68ffMtVQ4Zf8R9PjujUvUenESM69ejRieYOXwS57sk/A17CjarnfgvuK3wvkE5CX4GwlKaZJ54X/w2o8gaU9ZMpFMa2Q/IJmcgeww4msLQe3M6gKFfSlkq1tbR64fjO8/oxsEwGnGfxbOMV9nJ7Fky6C6Z4vj1fGLx8ZWXOa1guDLQp6xt6DX865ebZHcfiXdrW65VBQVdq0EPA/nSPEszhYJhDD7pXdfERp4dCCZvlu+R18qsyb+Q91LR6c1Me5uqaUh7ny3BrKiLcyq1m6gubrTsYPPFjVBSAe8wwapPKwiVaKhsx9afhEj00mHiTnUIEHoL4TR/RecKQyXa/hGNLx7pinO1h2gq8TEFYKqvw4E7aP9akh1JIvW4vO6c+/FhlDwv5QMtMGvPMs2Mnfk1B9jr31XPlT+B38ShhO0hkCEaY/4j4ivi++LnIG0T8iPKK8r7yucIrCoaY1YGtbuwT8atsAnL1CdhkRRbnSzpfbrST8/GGve6cFIX5Ga2zJgUKpKviXjrCPayT37kRZt7aqU9lK1S2DgWabp3BbGOrci51AW+O2jB00T2Devfqv2xW3WuvrhzYJj/SbuDANnn404k3zp647LGx08fgsZl53/aorpue6nsx60WivYQ/xb0Y7veU/ye43zCiLYcsJyCOTab/F+jfuNd/E/2b1j+cwp8SB9jLAjRlO4o2H95msafEUA5np+CsERRgODKPbcQm70v6/atOOgkNMAk8GheaGZof4kJUqDaacjwMh7LW28+71LvSy3tNyX1p0MKZsnoGD1NeDqJ13Fum42LbU+dhfZ83CHfWf6Zo347XXDlV6YjttTbugivD1tfWj2xYrI685fFKF4xoxeRw0ejSMdrT+M5lQeuIthO01eSDq6ZPn35rO31vbbMf9O73/3v8bOfv8LO//1P4bLhWCX4PfSSsAePeRzXwPrqAbHQodPatyMiE9Qkqw5uQ3UJBxVXzIeWEQhTTXvkwa0ndtAtcgF0MPLyJzjklUkuiWW+6U+VmTXcYo37UdfC1bR2yWFf32ty5bosjtz0+Eujib59/Fa5edvfUzDLt0FSr4gDeXAKUuh70pojWqhG2HMZq8ByiUAjaRRLwzwJGArbSmJ+j4OeETjPEVZ4AXRT6RQ3lxVLz8YP4NObMmKLlnSaYEGzl9ezDeQJqVZx0e1inOQjvALLylI1pkQvhmGiegxzVI/VscwxfLcWSZucteohWlpTnYny99tVftENvr99A8YlB33jxMSZvC2FMMxmWz47/P1g+qkLBfEax7rCsOCP9/wDSB8/8M0ifLH4NT7IYOFaKKRPhpBjGMG2cDPxKkVHB996ZxZVhPzzJvKIdwIWkO7ktM0d4KUNnRYGgexLfBXRVuaqYTFa/Yo57rbSFylajkfYVoS1VN9JEHysl1b/3gwxdX0uCSIAYhHgv7bwLV0i1IyAgyiWDu13ZrdAjYXyvdq12lHMWxaKlfNwX6dBnwJBEu6+0i0i6pH9NvkjH0RbGsZ1hrMXpvmBwTCO8GJFl2cgZxBghYJh2fr6zFsbyBW3hCZdkg2EdNOxt+bu0A4u0A4u5NElnVuOxZ7rwb2i0vg+54HtXwPeGUYnqQEI8nOM0x632uNOpIIuLtiN+wYzgy9869+VltEbWGU+0wxWpLnw5Xa1ll8mzEPCdwby3lQRBinXs06erm6vVjq7SjtY4ExEXTziOj9l9ro7xzoOrQhZOm7zxTBG/n7PHos6I0WL8/4Zf2orj2Z9iw7L6D/yne5RadxBl6z+24Wu5bxDSr/j7Gg2Bi2J8YpH2FnbpO4kobu5yeHeC4l9zhF1/SfO3gpOPQ0zQQXW5LXGzJHllU9yATJJsNItuJ+3WiwiRFWCuJGWvnWzFNnm8DPzycroDIpqtuGc8jFu6dAjOSwa/rCa0i7V/QqS7AbsMnh7RUt89w776Z2YYH8+MJQ9nVt+eUyvqdHhHm4gPs7qDhOptxSuliE8ofiGqynGIKGtpfEVhPA+3lhPA2FLN3/IhvotDxAMYbtJgOK8FueFAw6fV4ipPLw+hxsMf5e1R2w4e23jM5xJ3tFRRQa/zfpvdDz9eQge9ySJhL2VB0Qgs+AH8Z4svFEuUrld/YNufTu8/bst8wOIRmoc+54id1/eZHKVZXFw3VJt86s7b5i78tbXt85o4XoH92hat4dEHfsnc19r2+T1279mxsHu/Qm3TwdLbQjhrlAIS7uA5duPOqEuJQGBijCqK0eU0wo+Zo1KzySMhqh1ekP/g1uGGIWild0/njt05q4+OcLELe3KTv7A7v+62hf+pTR6KXfE1rU25f104l97747/e/yhuSL53QUtumIf85qPcboax/p/sPCtXDtHUn+YPm0/xz3A7W+tllqp+AwySIJvVnhL28Dxn2CPLbGsb2xYDrzLuVzCS9yi0TkZhxXeKJaUonLRHoFUyAjWF0/BeTA5jtvsNLJslhXEDh09wYPPMJr3VXnmyOE1bCMNRL5WhXnVxusZ23Aa/VGzSdKtqtILVBrrxPbjtl5vxcyfPlp6kUnsyu7eca/4W5Ggn0+2gq/Aw2pXkgGqoqk6JhfAgsQaehRUpUYUHhhF4eTQBf4MH2eQzFfKFSgdUJUxEk8hYbrzwLWcsQm34NkLSVmubgMYLE+TxiuFiEXOKgScyWD8MXqcEClMSDTwfEUSXIIgyI4SSE0wpMdBvguFl/Ao4DUZ4scRgTBmNZrMkEvIM5gU5bEwaVxrXG3mjsdSMkTliVs2NZt5sNtiuZjrMGIZL4FLcAHL3IilQDWEDLjU0GIjhJVIAduzKLREBCyOtttPpjP90uv5Uut6X+ZpCIwBRQe/U1HwNv5SmNor+XZMprlkgtKNlpwva+ejBtnOnVFMDJO67wTio74bQgOF1NKutbZR55aVmDQh49gWR70D/DcO0Mxr7V0R3XEdB1o2YIkgIO7VXGzLbZmtvkU64Y9F7uzL7V4HPsQ1fqm0SXjq7iEQyh8l0zGtnKf4VeD9fMixfj6pwHcARirfqSpaCp3bqXeyHt/m1ozqO0csIidcwW2dF92yRzT4zsVIqR4GgVqvFguVYWMClwnraEsDAxzAxxBA4LBHGdFUOVxZvhYKzTcMixrQlUqNllYW3WGg7eboaZpL6cr2REdPVCLVjhXGQ3XaquD596mtgTqAl/C/O1KBsx0faFJSRlWaUaCuyll9KDggDas9+S/6eCXOpXy9jlBBe+kV7+Wet/md+KyNDdkxrWsakWtmglNh6KhfgSbeMzmSiC3RERrKRRCKggUnLODZggY2uEGTvggGNMuE5JlxqajYRfWCCHNkjYWk7WYxgTOlMDYyofjobEzyhg6rJMonehSA7ptYffUw4QXrghPZJ5uWzc7NjyuwgXX/rSX2ilmHp4+KqszmakVtkwScQJngVMBpJEil0syzaxAjblMSLo3g8lZ9DN7To6MrNvMDTu+bRJ3uAFvSmDcDdx/V7TifBRTuf8K0313pTv/VsuRmu+anmo2I30Gkm5EMBtFFNGnJ8OXe67/Dysxw3+OaRO/k75XnGO6yL7LJkNdjd1hx7jtvtvcEifcwfUEiA3vcguO9AIJfYSgwGTwkorYQVTUXrEdcPjUJz0FLUTLM7YtCWG8ltzF2Vy+fmTvMf9hPkt/n7+Uf5eb9qc6f8zsR6HaM4InLidrIEhWBU9XRYdCbs5zXgqmWjQyyd5rShaARmDUXzCkjM5Sgvq7TT1RISg2FvxbPwpcAJs7WF2runtd1bcPvDW//y3YFXdn6Y2cGoQfbhcXi5dpX2FPyMew4PPXVS+/lnLP6saf/5PSMSaX4H1BeVLRmotEetkhWfkuAKBZgOzHO8wEkwIZygP48Q7IKQhb0SESWXKEqYlzhRZvxqYvxqNEJoM0R6kYxX8wWKAohk2nyk0biKqjmD6oykaDs4QeQlTEvxiXcjjohw2KQzqRdZgDL+r30Z/ynWStVe7QPZY+oM2NSW+drWwqzeaqrM5FtsO+HoY08k2VazQKZRHyUg9XxoFwDGJXybzLd4OJjFQXhw5pvfZuoUmsgNyLxCup9dl1l+TjYfgQmlWBRBFEWn1YqnDZ+Q/cJ+w37Tx/YDucfIEZPBF55MxpnG2CfnrgWV7wb3LJzjdnmF5cJyw35xv8xHKUVmAEWi0Qix2cwxiwUFAhjUkqdE4myRSKQxsirCRyIhNRxNhVSzO2ULJUMkZFIIb7WFweT0s021zbGttEk2m4ICtkBpQA3QOrjGgBQI8Bj7E1RkmnjOClOlmq0pMBzOBDU/m+C6CmWyfNvp4uPlSSo8cKB2Qf+lj8U6TY/XZsqSYGfh8XzOK6+IMr6j3IdBt1VUOipSEKWAR+/wMjW3Dge0M3gm7om74xvgWTAz+tl1f9v+xrsvrjzbnxH3Z+zANdiFb9QWaN9rO7V//PxDLc558R1s147seEf7zy4/tJC8ubm5CAj/K/gjcbIaIbtEpjdXgD4JqBaOgD40YgK6j+NM20kFKkLFuLiiooL5MfBP2EH9GiqGcA7xnXAV83NOMh92BcQzTzCssuKtXAwRQWblgSajLUW2S3ykCQwo1TIi1TK2r4sRa3/nZOp8BS9nItoB4aVfz9TqGNHsWqDbRLROzTMJFwtLhWXCHuGQINYKo4TtAheGA1kG8mLz+Glt149qT/qEyJyB70UGk2GcSMwCD+wfQRy4DpwgChC3YeLCmAiEF2MIyyA1BP7AC1hPZV0tYwmm6Os0K80HbZ2psf8r778gkm6X120WVEMihYqHMWQkmOV6ND1dXwSBgNOAhR2/dQUbXf2stlVrEl4605m75ux9un/4ANDpR0ZHiZ174PxVem5CrXRtw/4uU18LDWk+KnzdqlufVAe7QG9StTqfLOIXyfON80CtLnLP85qoapW8LmuuPdct5sSSoBbJHv8hP/H7mUalmjUQMNv8EfqS+QJN+SJZokZCpSE1NDo0LdQQWhUSI6EfQ8ScWEWhosIUfhlRTg8ydZquBwNXTy30dPhl6hQ0a71u036nTW2eVm3qrIi6h2S16Y3afO09XZv+8JdnQZu+9skz+PN/1aTN6Dddk2raXb/8otNoCTDcZkYjQ2tc9ybjxdN6vT+cDwb+EdEBdWiYG8WRpdwe7hDHfSwcQafRL4R/iH9IWCk3yZ9gUDm8NAvPJjP5G4T5aBleRiQv8pGkPIGM50fLoGURinDExXFE5FrdT+5FchXEpLQZg8DLCIsC9RyvVJU5pIEcIofZPiQjnHINcOHDHM+9hI3MkxRKQRKAzdI20LzpU2nfcVC+DspvNcBxxy/0G7O8xp3jNZqFQfXTDbrG5foQk7ZDu0tbru0CfqdWueYMdc0ZXe4B/epndFLY+TKgSz6j0y+Mt8YB772e9SGMdP+TRNPWRnNKijXRUnueR7IKp3LMKLMqmCScUOFugjiD9VRqEjEFCVCwMshMQXSIxEmc1Uh7OnHGNSZglrKyZDKtH+vTyXrglWL4T7nleLEu//SXg9+5fP6Zg1XclrN9B/FXnFlDfbnXftGm/qyPZRjIwVEaRxl/bdE3QjsWg5SoigiuKNwrH4FpWawaDFJEF2iqcGSmcE4dpwIN/Fme9bZW8PdrBzKvMJK9caZLq2z+wuhlZNcYDue3M9/xJbVe5iWlFzeEm8ft5z7l9wsHFcNE5UZlkfIQ95DwNPe28B3/K29wchgCUl4QIgbFZTAoCsQwHBcxKi6jEU4aeTyDv4NSVjAaKSUNBiEmy1P42fydYOwVMP8GQqhMEiqTW80QsYAVp5LHiJlkD7RYHFF7Qn872/XYzsc4R75FV1T0CXALqCRKXgM1LXYDvob7OTMT36SNJHvPfIzv1BZRItdkfqUW5Ae8mdIgm+8CGliYvcgAnesYzzRn9dFbYifhEHJA2BpBD6imHH+JDGOLOEuIg4GtOrwphwMpBsRZ88J5yTwuj2oXt5DoFxwVnBPkIsGlwcbgquCJoBCksa0f5xgiDn8/ZZQyR+EiylKlUVmlnFAEhUW+ngStGy+1cBZKhSgNwUAF1YBuroFjhm5Ur6V+ClXW5RB60Sgr6uaR3YUEsKcFqCLlKKhyWzDNkUW74IpUPEG24EKKJKc1aV9qB7S/a02LsfP1RU8+1ogL73zy0Ubh0O2S9qx2IqPdb9uwwYavOfs8tqwTzljeWL38A7O1ac2yPaasTRzEaKMxfhkC8gbyhXLQ9ao9GcCyUOL0eNxmERG3HKBU6GCN0J3bEVOpSTUtNTWaVplkCCRMJtkVEWjFfIStxSx1N7pXueVRbux2k0hpDs6hY8+lUQUVIxgkPVCYIdAaLOCko6ZwTjaPF5i7C2EdYy1YgkO8IF4xBBfOXYsT183piBNjtJPaJ0e0zCThJW2t1vwS4VxnfyCXbtuGh2qzvjr7uKQNxn+Rlmssd02xwUWZ+WgvqGOfEaiP9onwEfho++2fgI/2jUkZz/yz+eKd8oPiClmiXhr17icQ4V/8sRani7pcK21C1uGi7lZjQABn6wLHitLLHKb+F90OUwqiofvzpyjsnO5wne9pXeBi6Yry3ztXV7U6Vt3wLOZYXbl23dtvvvHOurXnPKqF2nfnPKpX4RNHdmzXjtayPlzN74OzMkWyOOLUDtkl04Dmt3En2scIbAavu1IEbjrV4km1yhP9DJUn+hnco/UzBhuW6GcMF34GXdb8Lf8M89keZp/pz/bPQFxPUEGBy6USXHDOX9Pfz21m71+pvx8t1t+PUX6+x6OC8r7g/XdrU/gh7P2PZ78/2PJ+v18U4f2eC94/F8bdq9WHFE39386+mwd3Gd7Nn3s306tT4P5r2PvX0/eT6bNaPc5ALlKYxxm4wOMk+phZ3j8fzVALhljHWmeJsyILxYWRh2xPm59xbDW/6NhvPWL9xWExyYoHiVG6EOCScml3dYvR5JFDL5LnNvE8LQH+y0aMZTioRro3s2vMF7XXFdhOH6e2QQe5zOjN0mlcWFvOtoyVi4xPWopXCOgRutKHWQFdBSum47adrL60Z8UPgtltvenrj38+/dmBeY7M4VvGjL5x7ojRt/DxGdpDvdPavlmugpqad3D62Oc4taePVnfftieeWfPsBurrNgLtHwD5csLgJ6uhDtHe0aGJ8YbxibUQs0lAon8S7LAprq+Limw5dIQ8zqedpxWbEVkUqajI6X0RF6lmSYpHzV2LQ844qm1jO52pgdHRkVUnqWhkPbTj1bQlOaLN0Zx2W0F5Ge926V1PaRrb7mTaMT8PdKXdFcLZYTbiyldew/ySCc88um/bh3fPaWi8bkDPq/OSdw/qP2X1s7T9N+547MO11z6dEzi2dMPZTZm/8WfJzCsGjR88/zbtPxaumXVDeuGzTJdYYawj+Tj4si+pDoyMPFYCPL/Sgi2qwUJ7Fa9SozwGO87HFYNL4QlNAPIyiWMEbjuSDRGa+W8+rHYBa2+QCRYVpJgsvIIsq+TqOQaQINXQ39BIm6Qq8TnUE6S1IY1sY1o1hQtdiTm806zPOhiPMpoN+JoWCNey5AzoUuzt4O2wIOvyy2BJBXhCt6t3YAlSlKb5OG9VZRWEZnaIzrSrcOKdjkGL7T0c1SZoR/l45sstV5SUkNCZT7UpLK/GePkusAselIduVdtMckzwjw+MD02IrhCX2Ve4nnU08R/yn4qmDlKVpY+xp6VOGmoRPYiLUFbu78RO6m7O2IgQZQA1YDIe5k44CefEYQ/2eGwYB6OGrgXeqK0un/L0qaxmdFRXp3WWTh/XAUHANwc16PGGgLPBO49Tnq6KJ7HzPJ5+gbtNMw5+77ZrL9J+0H7ecuCBz5+flmh87tH6+iceu7bhAeGlY/0WDL1p+9i/a6/Nx9yaJpwf7BeeliEPPr522fJnWO9bpn9YT3g4N8J8wUVTcddDlu2ud137w8LHRjzcPtQ30T7edyQs8GZsR3RglqXgVmKTz9Pox34/lePNHkkxMdgfg9Ga2guekEGi7zSZjHYnQiG/z+BjeWCrwZxSxkZDUaeTj1rrIjrzg5EAt7M8KwPUdILjSY9pmu5I1meqGbwNqk8X42zVv15MRVcyspWxkl40S+7/y01DOk26d/vRg5tOvHL/jr3HVjw1/qqevUjjpx16lKtXb1u0YdHm/gMeumXT5E3VlfFrGL9fpg3gHoV5D6LZqlc0Kz7i5/w8WWlYbwDHzwvqO0j7ym+0WIN0VCU0EE8EegWGBpYE7gu8H/ghIAeI1RIMGi2WHCPGrigyYuNNYSGaUxdq1V40qcWGaC/XpxteqIXp11MMTuoLuUGavbzdJUarshNNFxHBJm4nX2vva6eLug3A4z7XjvXMtZVX9h787hZ8SrtBeOnlv2ndnq+5PGFMaj89cEjjq/NKCkXzr0/j6fgFOj5mN2Ce3RSbT3J6nSm5ytpd7mUVn3Juc35jo3HlDNVvl8witpgUHEdqpCC1HuFm+HCN18tAE/IKUo3eVV4yzfujl5zwYguos43GuJ7qgrevMuEfwUOq9dhO108vPn6cFpfYTtGntPqM1XOBVGK6uot11UUTxHTdF7v5IdpR7+CL+s3M145iYfG+m56t1aZwG+++rvfwu1ZqYT7+yOZJTz7C/FoqoyLoYRlZQU7Hq3mSjHvj3lwveTgezl0uXC5PwVO4McIYmW6ZNMsitjM1bLXiqRRRiTcxEcUuxsm80WCLkq4+qz0q1Xl1dZxNa+spyCzj4YjdFs0j4J7QmxclIcrULmmDP9cKDjaTB+X04MtHSvg67S4pPXhwWvgwo2SMeCh+gvwzM+e3J1b/egwe6FzcBw/PsXx/tWpvEE4IJCyMFuaw4niB7apVXJ4UjdW4OGs6Hi1IoVqe+lGslRQurk/T2Og+7OfjZz5l/Hs3xALj4TuN6Gf1btDGcgP5kHxGu5B4yWAyRBhLxgkzhJnyPGGBvJo8K28kr8hvE+sDBOdynblPwajLhVyJWC30ESZzE6W3hF2ygVOrOqY4NVkGD4VtUrIAKt4gyLwRgRMQ5w0unjcIEFKDPRMFlygKBiJwMs8hUZSMiijRvTYcoQXdW3yBFM+zfX0GU0p8EedsNhND3MgGl5cy1kLEVEwJX1yWBLln7ahraYxdk81otgZLvK7ivdVsP7mODJFm+RxnS2oTHOm7sR84Yih4x+9r27R3VarrtUY8TeuSeQQ/013TexBZgWYj2T77T9QYjMVgMMGQJEUyThBXWrYr7ymfKseUY0YDs3mKwch2t8clOcWP5pFJAttnkF0GHhtkHvMSyIzJheDbcITItKpDrQXbB6eSDJoR7B9vMFlW4eoLjZ0pfqExlKopRPtKmZN/b/yOnGf87P/O+hXjcuo7MBNYhDlwiSQuirmokx+pfbEtv12icKt2GC97GLtX4i+HP9gwWfPzMfyANhlujPo4g9k6+2zVUidPlIkRiU6r3aJQBbHVbnRbjHEq96rVzDSEGTebsTmrIVy/1xDYFXe3agc3/hGiJNAOVCVkas5ph+PM6wGvrraGakKYSebS0PpHWjnBHJ5oI/YHru7Re2II+7VMvwWN3dikBhcsG3nVkiX4yJlPG5Yty/xAfVgjzOtwPu4QTYFW3d4I+qINWqKGeLshTy5y2/15viKxyFRnmWCYYJlleMb+Dui+MF2VjkQk78tkBrh5cVATkoKpmnAhazjsVhVTyu0upGkrIx8tpCOzAUMXFrY150Rttvyosa6Y2fTjNJ9cDI5qMsmeleuZtyRVKcyUUT1YpUe47UiFLUYLRSqj5W7dhIVwp6yV81K3D99X23dg6urlDw/Bne6+5SOsvFHQ9i/zayeuKHv9q2n34OhJbUAGd4jl5eUUjX52PLY+m9hw9dyXTgtV3Ys6WL95Z8YV44sHfXb/R5Q2A0F3rqC1ByY3o00poqAFVG8M2CIYFE4y0tHCnHPxfiIOixiE9d1N1pbFahgsvsmsxFWJFkNJ8LeNxtUm26kMXf47XVyfYUs2GSq6LRlj/adU2KEd0Y5qT8PvET5+7OybXGf6S32umcBza8A2WSAav1YtQxGLI/Ww4RnDi4b3DbuMnwqHDHuN3wknDF8ajR3k3vJw+xDnEM9w/0T7OOc470S/4qOzJknIQW/dbDYSizuqdA1YcZz1W4J7Jl/l6grmFGO18hZTVByjpUaOyvII2F2Un8ed51zhpdrR9Kl1MPJS7bOP7lo6/7r6JbfNnnhfV62Y6/4lNqzWNh/7WnuTGO94Yst9Dz7/KGrhNV6EseSh6Wq0Su4l18kjcmeGV4dF0JzmHMFn/otwLPdI5JfcnyMGA73xHISpy7g1KjkcdjuzSW6wVMBjJjgPeqOmrgViNJj1FylLUY5iDEUh3cFHKqcA9dSBwFkPiDa10+OE832IlINGEWLH+itf/GfDmrc3/vRWp9s6Xt6hdnDfCT9/vhYnX1/NW34o2L34ioltylfd9fBmyz/dFe3bVbhTPz2+HEdWt/rHQh8YnxXlosVq4gEBPyMfFD+SPzJ9a/jWKNblwqy4YVZyhY7ixWKdfYh7iFegSf9NTjdFIzq8yeJMUYnaaBX99GCWaBWLapeMeyFi8EQb+PU056YwfgPTnMLbg7aoUhegw/+6mGbQjpfX676yvuuNZlnTGHxlNoWoIoWiZd7zQz+hj9Z8mfa3X3/SPqSYVX2v0vreO/3aB+6+/rp7gBPnPf6tth2Xnj6Fa3yZ48uef2Z14wvPt8gGdyXIhoQuVq2jDdNAQa8y7DUcBqvGXNsoEgWlFO56KR+vBWlYGhFKBbrHba9wWBAFIdv65+t05mua+WpJ/OhCUcq1186CMPyQFQa43kyQzTK4nhPdodoFs2gnk/hJ4mx+tvgMfBtjbqvRgEQ5bqSql8GwmIG71xtxMzibtW6map1UB7tXuck0949ucsKNSdyZNbzOVlXsxD9CrFLjYvq3WHfUTrOn2dwrYgZVJ6Ken8rPAx6aif3XDh07GvtHfrniqa9ofdThN2feuYFENPP+4wvv/uFvjEcg0JzCqyiAYmidWjPCMcg7JPcpcW1oq/hi6J3QfvKx+GnIWOjo6Eh5+zp6eOssYqVYGeop9gzdYJ9vf0C8LyT3o/EFyqOCYTIhKZhkFE85PWCAqGzwUqKrLd4/3BgmU8OHwifCXDgcdMWl/u5GN5nqPuQ+4ebcbj7qr4uDO3dBJo5OSjlbNc98XVtjY20zsmt8WNJzj/YU3V5AhQixtByi5VJYXxoR3aRTbe+e02a0v2v6o4ev0X46pR09oX1/903EdbiuazTOd/nFs+qK2W/H8Ttrnxjx8Jmb9mnb2lIArTxceziz4o6zt43BbSc91lmPs+2g++5i+vcLdTK4V3IfoZ/cxyj45YFkmHw7WSwLz5I18j7yqXySZGRwO+NCH44balwgLDRybIuwIhh5JBMOI+qIYXDEMAeORFzhXIoCbyECr9B2hOCVGRQLMYIHR2Gur9nIlwNRr1FNNtDyY839zCvNtC/LNRtRuYG+DgF7RClVOGWsyQ+eiO/4qePplidZB00PxLMuWutKCLbreClI7zgL7lmacpOTuWfUQyvClT9ghOPaHXiZ9loz0n7W9uAHwZq78feZNpkA/lWTyNeMPmAbhEagTy6aqhqsQWyRkGhgsYrH5TV6LMGvrPEGC61o58JwIOCaDFUdsjvu8TRIh6QTEheGAwFLNXQLiVtzcW7WJOR+FaDVLCxBbcvo+WnGE3RM1OXXvZB/SdGCtQYhSEwZjP1DJiWwf9Df39eO7joCPlPm5C0Nl0jcqLOPy5fceiuxZk6++f6DNm0Rnmlr/I839VhbvB7GkkC3QZBszPMiMSLS0GRjKMSG1C3PiKNLqXsY80YbfI0+4vMVdc2NRlyNrg0uzuqyuaa69rh4lytijkeURmWDwlkVmzJV2UN3PnDRWF1hltuPV+vMXp6spwzOCikYr9fW6NW2UcKkW/exWjJIJBH1OCCC1jec0pTDN9h0+/X9qwb5sN87uPLy+u612NRh1C/v/XPU6H/+9edRMGcntL8/uaT7mPH4Iu21qyd0v3ftdFx2W1p7dcF32oeHDuF2xxbgbmxdqHk3KIdrzstFDngH/WsGtjWzqK8lMZ3Ymo+UTAMQzeXrn3LpCUniOv9TLT4O/Qz1cc7PkRKUG+R5ldAc/Xk50t9foz+7BsuSur3YoGLs/X3OVryevX9T9vv/2vL+omKjCd5ffF5WFaPl2lBhDcNkv0vtA3xPwMMxuywWs8UEFsaocJjgiMnoMhmx2WRSZHDDIHSKgPwS+KOi2LiIYAQBhxBFUojFwsO7eBnVlrOqhdqdO2k4xFzLWxbs3OkrtuHXF9A4yY7Lfcly9PoCgcVPDlztSzqqF/A2FjO0LxUMjKP1uAnsxHqImBo/YmXdQ/DdmXeIK/Pr33BHUvyJ1kN4KXM9WZzZcvYnn2aGyHU80OxW8KlDKI5SaJ4KTjp253vDiAbYiTiqbOf3xqX8aCSGX4jhhlhjbFWM+zGGb4vh/rHRsWkxLuZ2FlOmd/pRLq0U4nJzy0ZFp0bnRDmWHjbiMlobyhmZrU9Tw19+/Iuy3XQ/Xf10Ox1xWZntCxogUZQSWmnr4mmFr92mb65zZ+F03S59zwem23GA5Z1sS0h2X04lf6t27Nuzi+9Z9cCPT02etmDiguXpXDL/yQ9vmqMtu3NU14qp8/qqnYanZ3XpNGJMPX74jZOvvoWvw1N2v9r3srmL+nRUh0xtkzNl+gwytOMl+Rn7qI4V00aO7lA5jdpBpfkoXQtAheBJTFfjoaJ4YQKXRZKlSZKM5+VJVmSxUbgJyR1XFF88Ai5EUYIOHVtohmKb1W4PYZxTQl+KYZpQfEEwttTblbMqZ9vxMrqhLNv8ibLD8bQNiETLz3E+kcRoxJ6qZEDQiSxRWPfrqsoKVgQMnq+9PMoI4nbxz4w3198DAn1jYcdoqs2kq6Z065m4ZXGvyq8at3zxAn5hvHZbQdElC8gu7bM3fsHOwvmJsvi7tamqUW0fDlyzdcnLQ6Z89eTOzL75I69dsiu7ti8WCx8hB3p8OzKB6zG2sDmVwFWYAANHaMrAZBQFk9EYoSlkxSBQbA4zL/cE08+VWEEyiCyPE2YKW4VdAn+58KRAigSaoeDMAjIZIs0iXinuEYkoKrTC3WXUe2MBP9h2pfWSxGqaWE1T74tubkqDoNAqEVsxi5l9NhYzU9tfjOlWTAkzYcBO1gRJLF48Tm2f0tZpn2S+wYPxwN8mPH/16DH86cbJBA/MHM08RMZzgzKv4Oc2EdylK2qpvZF54SNbgryCP2FVOxOae8CLCdWEkdPmnObc4GxyCi82/6CanE5FUZGCsYfpimRFcboi+x1isdgM+uWV7LrTBNwWRTcSrDtwUgVy5hhEqvqcrctPTGNyaCDYy3Usfx0Gvhutmmn1GpGwF5PcXCpXm502KUCz1WqEl4x2JFq8UeQMCHHRFhFjcaNVxDWl4BCIbYqY9zoyvQ94q9yWKSvbx9J4tLa+nPHXSHCYbIJINzbkJQrsbE8mPI84PQLlKDtwmWDP7oAT1mn/vAMiqrvmaSd79P5tBfbjy+7uoR2u6TlnTs+azBF4qOlJ8rS7519E+65ftADX3zPn9jvxzdod2k+3Pzx/2PjMjPHDmsiS8cPmw0lLLMLsqQsi+9u3I2fzj6rT4aPomr7UMDKRkPz8kNNnpYO2iWJRiA66jJeNOXFrP9N6EzHlibE8d9xBszGrECejWNyaNzWP1KA8NW90XlMeL+XltS3Wy/kpivDIdBPN2Nr2wRHVNoH+Aaai+wuol1PM+gm34nenqhjqHyVFNKtrumAG90+fitdPu3k/taH7b55WWSkmKiu1w+3OXtc2Xj6lcpAf+y8qrngLNx98YM2hQ2seOLho87FjmxcufuGJNbP6Tbxo3PjnnnuxIk+PN13aAGEwxGPt0E+q22ClO4qi2CEmHM64s8DtirmcNBHVIyecikXggbLgaGDCBqfQ4Gx0/ujk9jmxNRaOTY3NiS2NCUtjK2PNMe6zGI7BF8Th8y5XzF3gSPAxF1vRMISleEx0upS2LHgz0hBWbcuL5ni7mNMVd4B3Y0tsSDQl+ESiNOkKFsTnuLHq3uBucu918253afJFrMzLFnfu3K2X11L9vT+zk7UApTjANC/urc6iAYP/OJ3GJ8W2WxbwO3fawMS19njPIqbrrRqq4vrujir7+VvWg/CK1LLXY3Cyz7usj8NlXjOZ0rmj1l274WvFc2m4Mq97n7+MG4l34Tn0vGul9MqIxtCPhlSorvCq9MyHNfkXfMfEgv6Ww876iQ8/hs/8pzZ7YqyfhfHhMJA5iqvpQgVorppuk98xf0X+s/l8LFwRfiC8JsxX5K7JJR29z3rJM068xYG3W/HTFrqprCN5lhB/iZ3joyWSQbQIEVE0uhN70WFEsphI8WBilRGX0irssJEYk2maafmCNrXWy8Nbsxn16ew/bJNEFrWAKWR7+Msj1PhduFNaOPr6/Ye1A1/c+3q3yZ8t2ogvf22b9sHwCf/x4cQrRk7ZvWfSFeQz7bF3VxRoN+IFsYfewem/P3RyRMd972vrP5/74LLbD+5f+MijC2DsoG9oPgl0fB5aqnatID0IEch/EiIfILiN0lEh3yn4mBk/ZMZvWT6ykL/aP7OTbxx4mQMPcY9zk2H+iX4yLDgxSIZEx0UJ3cmy0SbRPJyaC/oJSBIHkjijlNcLcqN7jYeNPxo5Y5ISYXoLCcr1VED63L96kNd61tWGESKrnMqQ8Dsy8CsentyoHe3ZnWqlMw//E5drhzr3uO22np0797xtbo8a4jn52DV52gy8xJaXVUnaez8tqBs7btiCBcPGjR9G7+sGhIRpMP8BVK7mWCJ2uxsnUMiQcCOMTUKJn7OYSuxWcNgOgupktht8F/Bc4Bm9baFlny1b07JHK+K6D0M3twjTtM8cVwybfee46//6aI/B2oGTC+99cyOOHFr5OB/vWd+96/Dx69d/4tbM/wiveAp0aulTD10zjd7TYG0A3x7mJR/dpLq2geVQ8MzI/AjxB4oCJKbQFfYZqjtQFRgaeCjwdIAXA1gKWBup5aVTkCfZaQrUgVzwNq/V6osaV+L1eAfmcBTF7EK0NIRDdOslDCPNtnzvhznYmXZUg1Gw6cghNJ5m+4vYdnb3+aJKQSXYpABv8u3ZPqPNXXZoLy/+7NaPL3nopqt7X3pL5VPaWrYNifxA9xvtrnapQ956c3i3jj90zQ2WdI5YklfhmzL3PQJjfQgh/g5W+5VUcwQpRogBxxSIpYUIh8wSjtAwlvoFmSbbF/uZzNA07K6W7YwV+pbGOzKdyBjtgLZTO8Ad59/Q1mhXrMvcwwr0MFqoTeEGszi9xwsCzUVsIsTEMsMWRTRYRHahuKKyJU6DbErtVX6k12zZFg+e6v7dv79yPtsUGOUGa5fg+959TztKdnPdtLe1JfdkemSvi8DGccBbMWxXr1Rkjz/VV7lCIUYjNtrwGRu+PIj5EJZQcFXwxyAEg80KcQjgSwVDwTitZAsGjHBmiEfCrkgkHAgG4yazy2QymwPBUFgxGSHMKLCXeLiCEpUzmGlx7li4xnLTWtN2E5dnKjMRv7nIXG1ebl5rFvzssN3M55nLzOTB8FPhrWEue/BE4pHKyIORpyLCuadbI6IcwQciv0SIOWAyBpVQGC7oRAln0kaxy+g+Xaq46DYahhhAfVtvq4fmO+eo6UVyiG5xxQyuBD4Rk1pMrRMnnJXntTsBZuOwl2OurshF2qQfnXgzX332bt8N/PzqPnltr6DnNdx13uv5+Z0+PS6olywNB/EKzclxfQPOeaYf6CvRXG0iPkHOvhB0LGBzAVEkH4B5MaAr1U6SLLfUlxIS0aseWCUjRdkmSJDjHAf+N0W9pythBIvZTfhGIUndU68Oec8qPcBFvXDIDAHfGa3A5VyUD2ifvvFhxoOL3thPvuM6nH2H9G/PVWfWs3tStCliHPgjjp5TK3zmheZ3zNwyMzUvBrffTRZ63/ESrxf39OFJsWdjRIxVxmbGOCkQBvn15+b67V7GwzZzxNxf32hlV1heNh/rOU7eGvTiXDP2mo2OuM0WRv64NYADASQIYWMUFYaToAL0ZW1WukDj0Op0tpih5TXbznS17jBC7EYfqI2Kci26QF8JpraKULFgYNagGTAS42f2at1GPDT9m7HXXjW6v3Zk3JUbd2s/aUdWXJGuW/nck/gJiFtDuFob9/QSbG87Yuyp336QGxZrCfz5K/XX5OK05sJrpz/8zfwrJ2qvaZsZvQbwy4FebvSgeo3PgIcbsWjBUoUTe9xx9xH3aTfvtxXZSLXURyIvmrDfVGQaZuI6mvEwC1asOdY2Vk6O2SvsxE4kxWCyWmTOgTmrxWwAv3+oY7yDONBg61grKVQ6UJhwk5UHdYm8dkonyvKgI9MsfVZLgeRG6vZKx4qhJzGbJDiAJkIiFmcPsSre6eCXV2tvDSrUXhiFp/oqtTtG4hF7tPt34y+/1DZoR78cg/1f3Pfo6nc2X3Tr9h3r98x852Xt79prbG+3NkAaBjzbBj1N8ea+VUtBN00K3Rgifk+Rh4gl6lS6TUzVO0ZxgrUoz0/iwaCaE00FVYc3xcodKlxGY2HEymxwREQ+7OB8BZGoaqNA9gYbpRgn2yJRDK9FG6Mbonw0qjvO6fry1r35+ygQGsUkomg0xxlEmo8iN1DUHArxxUx4MW3AlQ9swJpvMX86K+bAGTbGMPoTP/h1w4p6/P23JULhULd860en+3ecOn7y22NH4MSmebWl8HgKJ8LfD74bC71zZ1y+/PmBpW1nTHyJ73TWrP0yZ9Ri7t6zce0QvppbBuOapw0QV4J+L6V1MJROZbIx5YzAw7Aw/lcqJfO8EC/J5pbBu22mNoxSVRaHUfDHkQfDf5/HFo0XmNrFkbUA15YW9C8gCB42FOwt4FHB6IIGeHK4QCgoKGuv02o6hZxuglhrH3XwgEpNmaayMgap/DtC1Rf/AaFayJR1brJPW0/ElcnuH5xJ8HfVuaXbN+4etXj7PwYEsT8YH7g46cV+3piMVNzbzoP9ke9HLMTCxTmzBq9cu/blbsvJ05nHV5bU3N3zAaxlXqoPXRH1LOy6gvBAt1vA96H2yY+uUwtZrClLxvHGG4ycRXJ4HcTlLkE8DnM8j+0lqonzEaxYqI0M2b0pixdHViJM+wTmOhMRGTOcRivtTJ4cqTu66frM3g8YkgO1Dg4GsXScqRL6U4Tt50Ou6LAyUepECZx2YOtT/1hw1+2Lz4yf1Le2+5fY+Mo1uJBcNuDW209+ctsi//fOn7QBZBZcexHoddrLOQreu8foM5hTi4yYWyphimmRFDlZYAVOPB/BdIlxm2rGEQTKgCHH2HwpaxjHqbd+AnFuDuV74zAKVsUBomaT8WEGINPiCNi+gBFkmt5vHRPTmXpEUz+qvrh1SPZzY6JAIefmlB+gHV346seXdwmq3826Lt6tS3e/2xuvX1QVx36Su3LRhIM4trjbAwU7bQWh3t/eUzvu2kuXEReM8xGIFfNYbuAa9eJqaa30rsR9q+Bxbmw2ljhcLquN8CVTOVzKqRxBHGg1q2xI0NQKstFQxGe3RPj+1tFW2jM4Yi21brA2WXkr5VuKK7J/JFv8rQUePU7BHfQkAQtIYFCUTSts0Tw941hJffG8zJWaHx/76+iLtWMbr6F5x62P/APUefrsKSw8PPMF/MKAzELhpczGAdo2PZ9G164bUAKk9C3VGLUBfUNURAltOdLWHUgZCvGwwomF7xZ+UvhrofC2hL0i7kNmQ4yVU5RDhidwrDCRJDkowBbT+idHJ4k1iaVkUm7DbJ6++m1Azv4QJXNODz0LyUarkkPCaEwMF8YSiRLki/JltSW4pDSMw9bt4Cbbksf3pXenQcHvsrOME1v9qK2laPHM4R/JIM+r9ZKVtA4LRuHtsSh53Daq31pam1B0x/IyiGCzpW0MsaYK6wnL8jJ+Rafa6hsbTk14y5bnsh+8f3r/nR0+5154dvWO22e99/qCzp20fV1Hd79x9tVc0+CLZz2gnWl86IZIIH/Bhum4U15g7oo7NqYHX3nJUG1lx5pEL2ofxjQf4T8G3q/AFjU8W8SXK5sVMiOMh+XjrYldCYJS/VPTUpzMpyjMJWvMbKLbxCfnJVIDTVeZppu4J014jAn3NmG3KWYiMVOF6SPTNyZeNPU0EemtGBbpf0/sSIwriOGYqcSV9NX6+vk4ir55yHfCx5uQz+YjTp/VhV0lQQ6V4ByupIQ3xExFtgQYFCpLBa6cVLT9Cau+xYn4OVTlO+EvSoCoURzxiFxKoW5aLY0uZqBCW9pNsIpheKn2eHon1Rz1duam1DNwsXqWX0A6fq8O0J5myZwIyKGNweBVZnHwRCmWjajdet+N1lAS3hDz8B9/8MBb2rxFPQ/2On2wom2yz22zu1zk0g7IT997Eg+ZW7tg9D9eLrvzqn5Tr+wzrhrjQfie76YN+OTaW7FxRkytLomlqvMq2pXNMB+ZPubtK+ufnz2kUztH6YTxlSX57SfWXXxJA9Ln7Fs2Z22xpLpFeZwMBhuENYrNKGaLEaeYn50phc5UPZ0p5SplusI9qeAxCu6tYLcC8VFMqVA+Ur5ReFHpCZ7KW/lgROC/J/9IPleQj/OVNo6kp9bTz8NZPWHPIc8JD8yUx+YhTo/VgR0lubSXIyppi9rAfLUpIYZ8JWFJhNUwna88mK/webPVznPCm0hQ0Gc6W3Q/kvgvs3XBZGVoB4Hj/26+9HBgZHoUOE1ilK5O/9dTRWeK//iQtuX1n+/5t1N0712Hfu48ePzH8/79zPS/cZJeF+FCtAvGhygHooQP1PtvCOJZubjY18l3hW+x76++z3xigSvlutx1h2una59L7AsudK4pKBhNuYpXlNxBweOWFK8pNzcuwd1KbgEiNcXrUuA1wSgGhKCF8zq95d5u3kFegXM73eXubu5BbsHt8XIGJ7ZxlhK/k5NylWCJQTG5vYIHPqUEcyWTHYUj9lLwV5Np2y4WdmSampqoZ7G/iabZ0umWZNu5+EMHFNK3vepVJRBPuSEe4VoSa2FMVRM2YsHWfnK3utDt+KKzpbjbHaG6bpPbv/7Ek507duz85BPaV6tWCgu/LuusncpM+vln8iA2dS77uu/NN9xw85kC3EN7mdFOAfv7Ht+F0S6jdvyfEuYcCWi1gN8pUSqwqEY1KBKFx5EieTEqDIezQnFY7QsvWKU5EqE74fpJHFKmKYSmCVSFs7kx73a5Z7g3u3e6hbAXRMsb9s7x7vDu8Qoy/3vi2mlxhWRK2ZMMlcnOAKhG1dNFKtbCJAuFdwHN/4zijNRWzEid+B2pExL/Xs0lPXu3m4Lbne2O201p17vnJTUP37dyRFXViJX3aa/dfjvX/EFh56UaUBo/uLRz4Qe1N1988c1nt69bh7I4M0eFJcCjPlSI+qqlvRO42NHJ8bLjrw4+WOJ289YSCxcDvWv1J7LJxzbOaKJU1sFYQbumaRoD/K+dLYtQx1ncwoK5iJ60gvjSXSDx0h8nHZe8u147rL2xbvOrb+Dx9+OU9vbt2guXPrIOR9e/o31QP+Guu8dNnTr+riUTphOTdqzx1nVb8Ag8YM9HeRZDhjNH9g+7Zal2bN7ll/YdOH/+kH6XDdZz4H1BHw5mua5LVZOIPTiOOfmpPEyt/KZolPHFRrPkY3VGnDEcznFZcqIo5orSHSYQooLhZt0OzhsWBsVy3npijPY5FVq1PUs1VFBbzQ/WfjpzcO7qA09j86N/v1r7acvga3p2uerwM1dePHX2jt143La3py/F5dixeLJZEr/BJlPnyzY+MrD38geCRwLvZHP4CHG/gV+WjwaoyRvy8Cw/JnSDGZHcCg3MyWjzNDMxhwMBU5CYZAdwPgoZIwGTKVZAb5u2FqF9GXSsrqaDoEnpUgVzvsCMJZhCLMYMf4qNQGKeRSf6Cs2WcL85l1vKwv2i2oFov3CZZbmzX9/Vebgwb3XfftxVfboXVYZ7ea1nVa7J6u0Vrizq3ufBbrVY1Zpqu7H7L4T7HwH3b0fzVKNBBVkw4JWscvCs2tOGlNEQFHCKZKHtx8FlM5swzxEjazFjseE4A42TeaNVwN1pc7KlwiHhhCDQYiqKXYKckmxI7i4D0YIQCaal6S3qQO9Mo9qDu2t3630IaGjUdGkm3bSzmOXWYhTkVKLZNcGd745yI7TT2tyx143piO341rFY4eafvXFMDTlyP74U3zSm5jN9Hpq/FXQ+OqK6DTxdS/FghxiQ5FzZT9F75Za1lBy2liLb5NHyNLlBFhrkRvlHmdsHopITzpmaMydnaY6wNGdlTnMO91kOzoEviBtyXAZDjuKXAnyOwcr8TJeUmyPKBoWuy6ltiBHlyIZcKU432m0INAX4QCBWYHD443MUrCoblCZlLy3ziBX8yRKKjvD3P1k+aUXE+ndrJmxl5M9WSsKVAl0R+eMFEjilemeENoCtEeShMrRpO7I3/6hW+gKpOjKBYcxKii/HR4xScGiQmN+N4t55zF8knLUoXESsJeESgtrb2hOLqLDaVK/qVR3+lNdlTbJNVkqC5bIjksuZH6Wo/gWFKZQSi6M5ag7LxoIDFMkpzSE5rR7HbtsHLb7Hbj1Ttescjj5D86QQenqMmS7OuoIOr6cTLitnFPLmg0DRvYpsfeWP1hXuuu9D7cebuDcHN8AUOgzbutWZdrg63a09oR0NlT/asPY47qh9Xtvr5tk9arr0mjW7Vy0J71/51DHt7e4hXFTxZCHuh2di7qbdYwZou080DL1qTN2tt9SNGVPX3NyCF+YQTWxPffMT2gD8FMMlsLE16CwOgUNEep37AJDP2/k4cqArVMsVZDIhTwt4uDBJIKYXyRrVudS6w7rHesjKJ634R1q/YaeE3iix2iTVhBWz2WpALpM1yiWpBWg6T1Wm9Q0SQK0iHKEhaxEYrzyJbl0qj3K3ax9mzsydj5pxsfbh32y0eZvvr/+Hs++Aj6rK/n/3vv7elDe9JNMzM0kmYUJmkhAI5NFC772EJk0FISCCgoJKFVywC6KgK6KiS+/rEhXsKCoiSJG1AO4uyu66iMK8/O+9bxKCur/f7/MX8+ZNyeTec8897Z7zPSABndeWrvj62Ca9F8mN4xsIxgP4ogUMskywQFEfn3BA+Ej4UmCSAriEgwOMkZTicAwZHy0JAs1LIcpupJP1SJaXWn5vfNgLLUNeaKgsFIugC9JP9P2Zq9qnIPG+G+POKR/je6ph8X3Qmfnb119uOvb1iqU31Job/kTou1ybwjxBnm8mz8cieo8i9ObIfLK1/JSBKld9Mi3hKgkYpExsEENFsrTIMLwsIsYXGkPAaLvW4zOhYzhC2LIEucsYogU5yiIIcR7tovap9pN2VLsI5pMS2AXMfVoMfHH1HuQcX4EC/ptPaVPY8aReb4ya21oGBTIoE0FMBPkMyA4hCEsghHvgpt2UiQSpWVxlaQ/yJTzkWSjRjCxyvIkGjITGVY+xM3FeUe1FDMRWSwZGPKNQxAIiNIZNRKNjx/+gZS79dAnpaQFIYATcn+kM91/dikaWS1L4sH2Xze82Is99i9ojhhFMD0KAm6C/AHdBJsG2Yd9n6YTQBnkyhnIDfMG8ywxXK+Cl0N4QfDcCjDFfDBoYd06OanGmcy74HQ6vgJxFwqZWmbCBJ8p7TS6XhwpRJmChTQWc3RPz5+oyACe/evXWgx/WY1uMOBwXCR9jRqmsxW2TLuKIZKMAyP6X0G2YxpBaVD/FwiCVyEbDUNrprASgF5W3v/9a24533t25DQiuePjUgytBqfahdn7KlHDLhXf+6TJoAx3LB07Q1tzdd9gtI2Z/+czzw17eP336fuh5b9YLQ/tpbxBeuhnx0kTCSwsJ7bK8RRBF3lST513gHABzeDAtB5hz5udAOed79SMvmO/9wQspL7B6vVYndqdL3LSLduOpW9xp/Kh2loxpt7NYhaJZdbjTfdBGtxZLtPfESg/AACSbPQc8jMdjd/9AmX/oYwKIjCJt8tv/i9NGWrzVXTyWxf7CoM+111GfsWdmwS1UsLvm7XVxFMF6xLsQNlqKeAO62BYgguuqSm1xDPA36j4tpB3atenl3UgvG18cX6qd9G64Q3sYTNa6bCcwf/Va/OQHoAMY9NGX60Zvrpl5v6ZkNFCRwh0uMb2y9KNogsBS9Z0ILhjANAjMcD6EMkTEwi15f8AteYGVBsBitGNqmO3AaLcUq8hTlRWMiOGi5SzxSJp1GBFPNhYLIjixDsfD7OY445d/kOw/YBQAZK0BBzaPj2WPdWt1EGxCBp0k2UbKek+T5hQhwIbEgKaj1hSpMdMdVyKgBuJJQ+umXdohLXQfCHTRECkenvWCVztZOv5FYAS9dr8MewPPE9pfPjgJTozQ3oUQXFo4o2bz6HVfftSIYcNXWnEWO84l4sA0MJFKqzlgjPGAkbQ7rDbSK43rjVuQ9DSORnYm3JP5YkfXBADGpuQi7HOXXcfEwblJ2e/rB0aDomw+psGmZ3EamtfEI2olG/7NHSK1lffu7MIP5aEHxydkIy4jvqCGZFPaw7iKSdJRjs9SbBBzBOiLUtBsMtlxev0eULyL9gZLcPIuKFaNPnucEhUxKJaIDNIQK7YHfBm/8o0OHlKbqfoG72ZcRVpVTSoscYJcKXJnE4ls+j3er6RYoKk+IqLHJZPMg1qvv/7578gz+ebDkZNbdK0Yu/CR5S+c0k5ovTD+xu7x2tV/fqNdCv4nuHj8zU/Mzmxg3tDzvgimEqYzvCebE9oW0ZnkhPIixgkF3HWqIJoMRXw6nGA17FdzXYwrJ8514YbLw+x3WBdZhcWmt61v2a9KjNW+p+HfqhUaZSOsFvvgWtS+yNaEJL5cYvGkBYEd7ZzmhE5nHxdwubxUNIksBwiAwVNso1lETACg4Io7nUJczMI1YJqphoAPxjHAQ4lCK43oa6QEj2QTWq9jBdXquYUEvoEA/7UswaVnpODEoRdBVrAccpXyYJlChUoZsqsRF9O1Wtqz9/4lW+ygIKW9d0XTTt4DbgFt/wNSSe1k8JXbntltoQdfPrT32SdGnrx2CbQ+CIaCFy681XHmPSeeRzTt3nCO+ReRhcbfwxJqeA9t+FsILzZiOhxq4sX/gulwI+YnkhfehivCGMSbuVSMenDncf4CD4O4WsVsSUfwaXgbDPZptpsn8rN5JhYlydmSIZoDXVGLI2q32O0WX1QSpGBuwNfH95HvBx/T1wd8PmM4zmbJjdTsit35xqDX68jElculSM//mMCEnVFblcFVPKlkUrmoZIGZLuq5ZLhMlhQgmAA+49ELMJKgrLEgI1SqAwCEmNfBg+u+WP3Ewd2ZntrkwjWLI4m+ffytculzILR86qBVW7VP6ekDP3/ksU96MG9kun69ZT7NXjGptzHhq1U5Y7qMH6XLzacpSshBdLBTfmrR7hOIDldorD8IJXIwJdLoBlMB+g1RymIx2czQEZUkk2CTgvZqRx8HpBygL4ZBMXrj2ZaweOqqFERObNBUgrw9DPIT0PnsR9IEdAapy6BwGUZ1M3SU386/6V/TvOeCB5/+Yu3jB/eiedfhwwOwEsRBaMWUQau2aJ/Qdw48/uQTH/dqhKeG7dF0b+oycQxawIosdqabmqemJ4mPCKvEjcJGO8uJoKtlkfiESP9R3C2+JX4u/iywdsaqiyajE7qRUGoSSI5giRM4sUAS3Wh+hhIDNqeX7/Lini0Zj/JNXTOBhIVRsqpREmGfjGoSRX5ITr/xniFCqAILoTc3Ljl6l087nrNg5uoHG8XP0S7DH1v2nNYWlL+5fEzPzGTmjSbZcwTLHprJyp7cRtmTF6NkJHvyru+CRmxl8nmY1QmT0OfzVCfA6KuwWu4jT5NpnyxRDPpd+boWyOoAquF75he+GP2+kfz+WtAODNf/nttKfsdxg6xbjWzTOMnP6a1KIgv5qMwIwIjxn4JCMCnXy3ClDGQZRJOwHsKVGASeD2IkP7x9l1MGHUemTkfUuXiOSlZXXcQFhjp2t/6PHnFZS4N82A7ka1PAoxjJjXnzl5rf4OEhXn8KPR9P8vHd1Ni9lBUxuWJJOzCTB9CNO7qOAStx62oThn0yR00Q2uNY30AiOY3IlwS0uRlLewhL1+rlujiLEVfp6RBruJs0Lvhq4uVoEwc/xXS9dhaseP746jWHdmV6IgYOPjB9wEObtU/ZfZe1V/oef+ixo70v54ypmVhL/S6O3/No3RcRHL9WzXD8tkuGNMHzUyyONLyJZ4I4klKPNmNzTL8bQP2ep/+a6YJB/S5fraJgwy9aPXsvoY+N6qe2rDB0MUwy0Gb0F6BkifICK1qDELLRLNYiwzgwMYDJZAnKshAVk6QANqs38D2VrCI1oUS2IYMnlcVcT5VbLaxChyzIRfnPvZevTbg8b0Rr4L0TFqPlq8q8h2NMsPzP4J9g3ojMeO1D+sPf4vIhOrgois9jD1KdgKyW15hqygabBpcxZigynEnw8TGxjFOZDnGlQpFEjmvnMrkc7hbusi7OrsVDnEOLpVy3ew/YrYoup93lcsYTCfzMWlRsLyoqLo7nOpkiW0mkYyS4B05QpY64FhYUdYIyerpNkirRw+7W0OUOJ4psmIVaIzlZgjGinTZPSYEtVlJpKy/hbG70PSFXoqQ4zoSLkjXVNbDmJpcsu1xUKNgpHG7dumhUZ6wcSpOkUC2VVM7VNoaKsTxMVuFyK1zDg4N8dRhCC7el1muvTI2ghyaSPERKroClHdB9kwpHPGzCpW28H7hsIRqj5CBpg9O2ybEIT4ds6LMtQJyA7mMd48IlpC4L06J7z45DR444KoUSwwemUznVfW+6t9c72vNbaJOQ26prmfZlqntFgBOFLdrz73S/f0Lf6tzS1KAxBm9I+nzE8CGdenRHwncVN27zt9XtwElQPHJlz4nFvpee0m4DcwWXufzm1pl74H2tbq0SzYq2CDz82GZf8YReK0a1QB+uVr/eMpaD08kaFzWcZx4leU4vqy5ctL3RS9fAbgp8UtnovgyvKIzow8zvdOOMlQmqwe+nzaORsYtMIdJxIc+kpCkqWkzT1dY+Vmi1jrYBm81ZbBZ9PqsYjnOcJ27IamwD3ubmfCoIgC1otgbQx5HmJkLoYtZASpEYAy7MRzyOHzF06DxsNrkzicoscA+IWkPBJtweJhTOi0cbsXoSoKzR9AQTtbO1YAcaKj9nzsMPa99q585plzsCc+HyiSsWPPRwx/DSVbOm7mMKO4KJX6+++SW1dPfi179f/cmwhb3v7D38ttN3Teh7G6ZRFjMfWUM/qmKNAPgSrw+LgiNqCN0IkOfd0MWnYRu+D/8ofJo/Bk/wMk/DJIHqqd/erpoIju0janUBEh8wMA1LBd4uCDwPaYGmICcINM2r6BO8it7lSz9iAYsFea6syn3lMTI9XV4gw/VYpmexBQXhhi81ki/Ftnu9SItYJElYeiYSpThWM6PxnmB6Yg5f0gKfodQ2ASzi7Jz63WIcDYAALWKkRapWN+0tWWj/1cAB+4O49vfMZizVrpXQR36poV+7ptehZfVfvEn/rQWrwEBdf1lkor9MN+gvol+RfIlQW9WwwLm5Cq6ruYtrsH2Qc6BroHep9Ulll/Nn5mf2isfs83iw9FDcLrvb7XL5InPty+3QHkI8uRPCCIVthAlqWIYed0QYZr/PftBOU/Yx9un2s3amrx3YPT4XE5Jl4rJbREPafVMUhIPBSEmkPkJHML3yGg11gi6ILCgClUHEwsXKWktlk0TI4sz9z2IgbgmtAfk31XQbWTvysBQqHNF8m29mjGywslsPTMXMKqn//u9bt27axrkvZ7ex0HZKOcjcQ/ZpsOEnxBH7KCvyMe1x4bx4WaRZpDlowYjMZDoIEbPstnNBi8WQsenG8GUC8qwrB5uuzBVs7cbLXGiDxDWG1o5rXfKWP5pe1qFWBToMZOYP2r8/my19C0rHXfs9/MwbsFl/B5Oyca8QTEoyQD47OlUUuaAeFPsdTMrsAEOrmT9oxzNvYMKg4Ry8WvVrTMpfxwV/jddIcnuRHYXGoFC71CoJSqys5EAvm6PggFgl153txsku6FbgQviAAmm4AMLBcAK8Az7Ifg7/AzknBDQThBTpw9EGIj+OooMMslhx/xxIgyCl2ClKgQplZBkBlwBDY1QQAQ0VlmUkSbewrJRFqVKqkBwjh8MXs/AiZO/9Gk+XYI6g/TYDSbe6GbUkAgj0tSKtSkEPMBjkgTLN0u/FRfd3r05NGlaAOIeHP199YedrllNMj3kUTQ1DazWX3UtZkP3lp5aroSH2Ia6hOUP9c3j2DtMcy2J+iWmpZTe7h9+tCG5vVIeVcuFUQ1GyeqIUTUMJQiEQTAaRt4ZktdcZX4UD17IVBCXPKmxA+uIBErDCrm0gC6RCkCiRnLn4TRaJUgeiTBCvA/uz0SwKJRUt07GYqCi21pQQQKrSodBXtTPas9qXoAXoD8JIvkfQ8+du31ijrdPO7H9h06ZNRtD+nxpIGR96yKi98eO/tNf/1nvhfNAuUwdXbnxJe72pRuwGLMo1yN56jtjHbdQAQ0GRgxjFNchxYlRnRN4Ig0EsU2XdHr7czLbCnoWOtkE4k9hWa3RD+K7LV7/HlhTmT2xNNeXrYT+vs5qzRnhJeEc4LjCTmck2yEUtFgmxiCAZgwayEZzor9pL7LjAdjnlwApQh0aqrsqekV7HaimvIH+d9Aq13A3yPfPmjH60HNnix4f/aeBJ7QS7T3vu5Wn9C/LhnF9qYO/8go9wkS2ae0MDP53MfYAqCWjyZO7EN5D5YFLaLMGVEpD2gH+oMh1Mcps5uJIcLf5jNyZJSXOSZJCHkCEOQnW2itvW5Dbaoogm4EXkIe4CcfhzYSNZmIO/dAb6GvD/QuMwU2PVkBEPROLQUMyCRXW40hZTVP4/DMdcYoZmPBxFyVwfDrYWEnhICh5UsvmomlarcWQLL//8zPWhZVeNxCnQnnk867NMUuXj4ncinCjeIWIgV+Kj6+6LGbsvxIGizFGDYEKCzRAEffHeMNnjfNa+4XHQzEshJ/VcYyii6mITNHQWVYOsbXMfHDR5Ll54Gqx4+syTa97AQYce6FlwycwBD27Hnktm14ATqx4/2p05eK00d3TNTWNIHxIcX+AryJmIE81lmdp6lni7Msu2SFlkYyeIE5WJNnqZBE7gaTn1CRhcFPQa0SSscYXfwkOVP8LDvhh0Bp/pGSxpnjd4gx7MKZbc6blncy/l0qDREceLkNPolWFvLIH0JKmBJ2GGuotZC+3GOV73zbAh8TRalhVr//r42gN7iHcWemDqoOU7tU+Z7pit8UwHnfzDY5/XIBet87hxtIqcTd23HEf42UHdunuygBeKNmfXCK+VmoNubheAQ5+ljBYoKlviTTjCqt1V4pruOuuiVRcAhmY87iTzqavF+xA7mTdEi/A8gtbfuJh4CsB99ck39SkEV0wZpDuYmV3aL7sf/6QH9i8njNLP4YYgfTWM1DG9rpZNtjwhPW5YbVlt+1z63HDcctym2SQ37XK5PflSvq2b1M221LBUEavtfZCAsBPcDYI/Um7xpB0O92hhmgAFAcuv0fw6/ku+ATkaPENFk7l9cmFurpUplml3sVXMzXWAnLgpy5omYnr7+bggOOJmewCJH9reiGaetb8x1Pv/FJ3UQeb0GGS0PC8VpCx2yODOQbqkCsGB4APr7qdnPxfSThaD1GWggskbtVMfavLtoMC185779uZoaXrw8ycWTu345t+1IdqmC9q2PeDzketW73pHj5c93nCeP0tq/oLUFnXWzcwSdim/VF5iXuRa6l3mWxxYwzwhPCGtUV5iXmTPOy94LbzL4fJ6vD5HIJ+tMc92CefYc/wFwwUTY41Og5vhl5A2wz5wJcQNIuz+Yg6Z2+5io2hHhKDnW1ZaoMViy4lvxmhhOBhBk2CEFEYuynUhHcrahnp5YG2VjqylR8FJQILkdCFmSVkJ1i6mSzgG40gKAdxLw6pDnDwO8r/3gu6gDUiCiWu1r48ebzhg+V47Trd7Y8vOnR//cd27iIPWAjO4TZujPfq9tnnvUlDyemY9PPmj9hNAe/Ta3y7qdGJ0OwzRKUB9pt7xkwKWsMsNyzzLcteH9nFvM2+LxxlxqGGCMEG823Cn585cTpREg0fyGCq5bhx3QvxCgnIAyALLjeTu4pZzT3GvcCwX5AU7zwuswAeiCgBjwHrs6NmdURvkOTt63cwHkN50UMH1dozzt1wNhMyhYKgkRE8PAa6IP+qN4/jNAdNHpi9NrGlJEO2qcz9eJLsL8VdtpQ5Ad45kWZzL2kK12KoGlkpKh+isI8hDOKvmugtdhpFjkA9C4A0JjhcDq1bMXH5Me2b7LfeMPrxryelTcJp2/PyWaX17zd59Eo4f+LH2OvC/vKw8eHrN4o+6YONWGdm91wgnsRW6NVxgWpCzfp7QcyTBtjhF+ZB7sk6tfNMDWNpj9tjoSZFJ0ckFL9r22N4zv2d72yl0tXVxDg8MigyKDi+YHODjYoXYytzKVuHtauZkkjJh6WsCJo7EM8w8aOBJxc+2XIqko+Taca85kBeytE+MSUxPQH/ITboAye6hhcqPpbh/Uh3BOstim2Fg87rq2kw26RtHIFLENMSk4En1JTlzyYMY5zlVegM475YD4syvcnLyFr94K2x3aOnHIKx9dPmlBuo24AGj/tAmc+ahm+seemTKzY+yp+bfD9q8/Nqs27X9x77U6p9DH+gM7gG9rw156KXNDzz46su6vsE9DZ9iYkhfutAOXaLmtrK28nWz0sj4kZFEkfPodwzn6G8NF6wib8ZZBuagmhdLbw6CS0EQDJpc6LVtFOcmCQgmibeFGCY3dATp/vZhlztGShjMGEnJBC6ZwJeIkNV47xFgu6ykSjWJqBmJizoQji1U6rwO4xtqCgVYGm8eh5Ne+/Ok3rdN2bUtcxPI2Xn/rKnLd56Zc9s9u1YxsQeWD1vozHl06Lyn4NQOXTpWZjq07tG7jS67l6JJ4/pElmq3l6Lh7bsxNtWqLGybiGHbAM/E2CYAKBZcQn5aNacjdRLZ2TwiuBQe1npigL2vr72G+a7hZ+0Ccw59vxF5dov2Iqfi9l0CZ6QZiYCuIbKYYgF0lYz74O24s9d2u35yitWefoKKxiDPtStq565pRUW2fEAB1QpQlFU4o8MaY1mIIXSDdIne1FMPIWL0w0QCyfxEgkQUCbZcknhiBUCPINqIFUXbQpBnwLVT38zsOkqkh8349o9Ae8UyV7sAtL5gIFh7rV6DQIPDtK7P4n3VHu2jONlXpH8AtsrZPzHFVEvQRQ3H6DifX1jQopyu4FsVVrZ4gnmy+EV+Y+FOZl/xIea9YsW/p+HKdpcHA2pdUaPoppgBbHHLIoZii4uWF4GioNeXLoolCu2JRCHDLsRBEuSjOdGrbEzvEpQvuhi+uJChvJjVVLnkSwAuEdAr0364AflGEfTqsGDQwrk5jk0UURKdT/rNd8ufmX9/PltUXJjPJFrKYo5YI84TV4isQQQsz4gMxaVwM+fUlERJBEQiVEJJwETC0zLmJnUcyJA0mbikjjtMYo2IynXKt6R7UB2JOeI2tSTciM9lFB0GFX0SvZMVhIm6poijfgt0j5HSKxzISSt2BrBYxHX5SBeTbEmXDqiEdDCWBy4HiT86cTACByJgj4pE+WLtk8dnzB3ZMtp2+oBQ7cLWxeXlwFVeUVR57wTfgGntoi1Hzp3xuPbJory2rcAhpmCCdhhETwUjD09N7GP7/3F+Rwi2ab1r7nl2ILsvMfXhSPCUdhKk+lcxWhuyT9wNF+hNTDsqRp1SvQ6LxxOzbDS9mMsOMU4y3mFcYtxlecvCOQBekgiFJQKllpSmV1JgNAVwT0bKnOPrQfm3+Ov9tN8fxJ8z5MiGHmb5CDLTZAG/4ELSFBgcAl/mwKdgMEhA4fBh2AuqYlVdOWmrNRJyt8/vkw/kv8AXkFHsR1cfwUgxuXPSBkODD/hUoyXtIzZNAq9CLQFKxlhtqURT8PEb/UoOuWegndKELVmWNQERheOkVfp1saN3UCSSF2zt1qFNt26thuZ9n/ePJ+o/HTHujlkXvtAWDgKg3co+o2/qC3bstnVLlg4qGZ5asWLLogFTk8H7xs7bDgqSawe0atdFlz0rMI4qg09ht6sBAM28A3r4GtiNPwpP8kIF34WH/eBo3HAEwj2AVvP0kCLkBRpjxQoSTfMxFkPasVWIjEgcwBh2+XeiV8RqCVt8aJLIU8ncGBdsigmqdpnPgwkS2uwAe/HT4XxehLj4QbS40nw+uuASod3uaJp3owtFQorD9EDG9bDhCr0BqPYv3AxUb/159Qu4MTNMP3tmRrGfWWN0OBszLEJb6Vcxw2aYT0txT10kT/zUJjXM8g4eTmJnu5c5l3kYT67H53G7Yy673YV+PF63NRexzQ5k9vlJQl5I4ijO5fZLE63LrNBt91gZlyxTLgWX8gaBL+bPpjT5Cd4fFud+oOAeQGfxxV8dQO4nTvkk0Q09sKMHCXVDMNMU3CFbF2/byiZvvjFaGABhXt+d2f2JTMSlwF3TuqBcVScH+4BpgUBey5GLRrLc09onKxLV7ZCGiGm9hZo7ni4qYvc5nFMfCUffkGS8/2rLtKye8jR8z6wgmC2d9lJCw5FdojnNCTiGfPsOiqMlhYCtSjIdg1VOLoZLguzTDMBw0EHaqdTdEC6sS2RdabsegyoliE5lX9Kvahe0ewdOrOt4mxgrcld6MUwy3UGL7HqkhfUjSPfYRMZCzgFxzhyYr+ZJyPFK8/hyN3+3BKUSgzHN4wssMZjSotvjTws4XUVENzR+RqJu+JkYRDqOpAaLuAcoPvoB2NEjz/JFI352fBt6zDKrCCAtCqzMcbjZAWuS98NNRMfWq16xEMe1C9MSvkCJpw24sxYnGiQdDxlLZ1w3hvygoyTLN2e7AGl6D71WlXSTGEiiiJ/m6I3pIC/RIg3QLkPfQQs8EKFefykjtjFV6eElzE52Bw4LbFL9rBpCG5FV4AEIIb6HMClVI4qo6CPSPjRWg741DdVGfBiCBJQHSyl3Et+fS5BjqcpGeMDfgAMO0zGbs//hnViLz0hFgA8ESV7hU425hHpmIdqIufAbtBFJZmGmc5O9w/QieAwD9lIiLlQ/QtxppP14WWL4GEfQiTnQwAGuyggkAjat2z4yuIThMg3E9sHmGnkgkiXb7bFZhAYxvQc8DLzaOdyAGnH4XLDo6hfgL1oH6vfwdPG4KghmaMe9FIvG5UZcjdYgBsl4IGhAw6wSuRjfNBweXEKmd7Wgm2KNeOk3RJuX0pu189r9+O8jRu6IbbLGPFTyt3Vf4Ya8YDQWNCL6GBlLp62QVPNL2CoUsXUg7gNezHL6aTHYu003DvFTFj/lD6LxIIn7Y+JcIotd2ohc6qBf115Bw3mFWId0R/K3TVo/pj/BXA4Q+3ugNoV7leR8FVBl1Da1Ew1lk2yhfQwfEFrCtzzfes4FLkTPF33X8kLZT/wVpzgpNil/ctHkFhPT30nnHPxQaYhnEjfZMTk4OcJBn9dksZcQWDg5jzQPkQsxQAmLNOftapQt8CL3SDFVtE+FFGRPXlHicUqJmYuLgWIG5iuhkGtoOZIcmVpk7igZcqm9+A2Gs/qGZN4QaMQU+r/ReakDWBQih5igIcbi2dgmLEtT2I7hsy0IsBZlm93Dy8CV+sOITSf+/UKPha2079ou7/3KWUA91m9x+Z97z5rar/+MebD34Ckz+/SZMRm50N/26aPtPHdee7NH98wP0NK9B2j3zx9Aq549q/evXrNv37Obn4HvPvHE1neWPvQ2orEB8dYYQmM/Wd9lSOLuJ3tg2DaRg6SmFfE+xm6mcMaKiG1x3CdMtDnSFK8QGMyu243wv+0F3KWg0c7GJ/bJG6PKy9BOeAh4pn19bSsTwyt/7TWNBW4ylhkUbleKsWu77hQsSyw4lrVBzTGbKcSMSH7FfsBNZDFqbZUDxs7aCJQZliK2ajuSIjiynKglmzCpF+CQ/BgSWtYjyxzBn50BcgMTevWoxY1wnx9874c90YYcMqhtGBxCe/LFommvrtLtES5A6DJyKyHLLhmHljkjaQ4biqSNVXwsKa2TDki0pKLn0kN0LMmt4w5wNIefcw/BLDZ9JItNfzGDRod+LuLdUFWV3Q/XhcQKAEENoJErSv8ytZE4dEcMzg+oB7UL3CNoPGZq5g4jDivjIZmzQ8IVDRYVLZDZErBAC1ogFcea/9fxmbPjM1crzceXSp6rJeKjigScfyfa/CAaZkf00wXQM7/+5fT1wWZXE+J6HvZ+4uvhSnFjgQCiLBhmAyc44MSrKs6HK5FugBJJw0fuBHFgJMka4tu7oYmQbru7p+73KUjxjSFHF5SKXkNWzJnE0doEkbsXrwfxCGLQ9Wgslw04615xPrwduF969c5tlzMvahvQE3ZuzezVu9Dad2mx7palf6I7Zqb1adWrNZI7j6G170PW3k65qY1qDsdygpN1CnH2RfYlcQ+7V3xbkN5h3xKgHQ/bjmNuUJ8QXgVkhLmxEbZblhwUp4SImI4jTb4Sw8hizHNeRqYbEeYu0OACrirvAu8RLwSG3+4qTyPSva5iSKZ0VrZjTZOorbvY2Pnj+ryjjbPGVuljaMt5X9h859GjmY3olp04cvaaXfRSzP549slnbl3z1Da1a69KOBHzGsTnmkgf6fO/Q/V1swCWZUUH6xDj7EuIAHsRAd5h3xbeFQ1k/rbfzp/YoFZZItNv7ww6jzibZifqs5OrkTmWnVkjnlIiW2lR97uTWU0msu2OTz/NbEC33NzOs5/cjadQsu5mNIW+FWj18F5phXSYB/lnHrR2ziHiUHmoeYhlkjhZnmyeZNkId0OMTrNBTQSoL3WINNxtmEmStsM0hWdAqb5AmqIkRehxhD+LZN4+0AfZ4rfvkHhrD4KEjT5k24ccbQfae15F9ngE8Kw7ZGyfw8cEwRaz4sax1pu92UwP5XLmG5INi3Qhcrd+1L0t3HViRjafKRtptoZKKYdCNfpXFSHwHkiIU8a1m2bWvp8AxmmA0a5c0RZPAs7I0zdNN2kn4dR5c1U1BeLaZxntR+0M6Jd6ecECEud7qOECtwjRwYam+Me9lAlZniaHOy27nW5klqILCShE0c1e5h0GTmYnm25x3uKekDvB/xLDD2WHmoY7h7sH5Q7ykyoe7FzYMIDfDqNskwjIvJPjkZcRogM4CGPFbYlCwBprggi/ZAPrkZSuDqKFrtN3628iytnKGmzI4ShMeV6qlNJtcT2i3EwxIr1x1gnEM2eB/9ZTWxt+kc5q5+l/zbp15qwpU2YhPhjwwc/aGe2H9ZceAY6ntYn0TY8//8kjGza8txwZKVcRT4eIz+Cj3lMjcesyGRmxstVr8lrHyTPkBfLjwhPyXvFd8bj1gtUo0MRQz3V60guRLQAFjIUt2yUJuefSfuP7RmikEQ/twj62DxKJ1srOScgwnm8ERkUWBVpCOgrgPd4AwGYAfgAAVAUkyRNS1GA8bVYaFLgZkQ139kHEwT3ufqwlVEKeliVVpydkYHJlbkjIQK4WLgNo9NFJQSZnBiRIkg0dszqAfxvAhLTvvCMGpS17tb3vDq6545Gxz64D1nenDZ94+x5sBYK9yZ4O7XOQXmjnNyyY9HDZzupu3VSqKbZF8I9lPb+TOoJ4KqEqMOkHSewqjvbP96/0M3sazu32+2VZhcDf5L0ivs5iL//6e/pRZ3XsZRpSvjzBpEIa+m5AbAYUhexAjDcUpw6prcvZtK+G7YRsPpExuUS7KWaqMHUxDfVN9m307vKeM102GTkTAHmjIxEIY7zPH6BDHMvQuHJ3B8+jJSeYnWZzSLJaLEFXzEAErwE0IJewqmBVwfoCOL3gUgH8oQBEIqF4ECJnKBiLhpokcQhcQnqkOp9IYP24n7SpJ6lGWaGcyrK0C6fTYb7GgOB6159a0o0zCwZvadZSQc/X5RwExS1VFgKbwBDtpU7Pj1mwqc3i5wYtzO8ZKg25Bnaafod2/uGHgYft/LD2j759Zr66OVNbvz/0kS3VB967cnL1I/WZfzDbH56F6U1iuJjetE/v1TcoiyrNCaSCQGzeqw/XzZF+AVhW7t7JKTaPfr7oQTdDhSHSENNQZbIwUZpomqy86NrjkihdcOI2w2ZPwLPS0+Bhkp756Ib2YMHpwYLT4zGLlh5HrGet0IoFJ5KRO8w834PLCk4OC04GC04Rnw9YYxYL8mXa57ifBSEDFpwGJDh/TFz+Rm+DQgTnZSw4L/9GcOIoISkfqGBhKExZkGUdtGVLB0JwvXbSNP2mpyPAOUlbfEW7goQnGDdB+948rd24KSJIgDcWLHg5pW0GYWDIgIR2IqWqc+cRvi1BdFGIH+Qhz0m/JVKvZyZ1A2g3wOmEr5/Uccjf/19xyG+ssUTy2d3wPT8TySQPFabWY/l8RHWJ5jRN07yDdvBx+iX6JX4PvZcX7aTZhRzWtS3Vh4JYV0FdV1FuLz5oECUMPLPTzXm8JPKlxqyO9GhxlQi/xMd9QBQN/hDbPk/NQ4rYjAs9plmA5WAkGxOpRcTW8aMS1ztXYX2sJ1UlQDOjSmfiZnUEun5mVgCPrp43akuemVv5UG2w2Ee/ii2tYbt2w6klz9yy5im6WkucecZ6UmjVHX58bUXfita9MC2wvX2R2P651CLVLXgAYwJWu8lujZli1rctn1nOWcRc4p8oMtHJxI5iRJYjNgjOi5Ike0ycRq3CQLxmSqWgQo1Gz2i0Jdwhpb0f+TQLGMBU+9CuJX1crL8tHsD1FKR8oO7GigF97k2mCPy7to/UktUAN8j5y6vjd/xbew1wE0fMeXI39ut1H1+bqz4154+btnXo3LNSx7Imcs1HrVej5ULaWSN0cjK8wWUY6prsYhjf6NxclgWS0+WmvaLA0w483ZYSDyjFKyFXlAguM2hA7mhVYFVgfQBOD1wKwB8CIDfXCz0sy3GeGOVtElxecMkLvNX+/ya4iBn5W5mFg3hlpDqxSWqFbpBVSBZdl1Ta+UYRxXaeNatJQj0EW14XTbouIPFMIpvyshj5+CA8qNrA9OCCYH3wbJChgmFSbBC4rkrKGut2mFHkd8PZegMmi5cfvV5j0Axfn8QScKwVxxJwrJX6W2OsNcdBPu++MdaK/OCexOa9bTviKRzp2CEzEiT+nhPbMkawHjepEmLV8lkZHkAG7D7wPgVxDX41OAvgAXxQBt7fxseYJvuHAesxwxmUH7GKb8otQk9+t/4AnvxKW0lCRR7tAnDrbpXu/w1rOC/ivvDV1GPqCLYdchkAUwUEl9sFBbPbDDnGyUCGBhWtWomFwfzcnJz8fFvLeAn61fbhuNkWsEFbq9YVFWXFrT0FBf5Yjic311/sofNjxcZEcTGbENuIUDSKVHWq9ijBhK++WJokBzJJ5Si5BQTlgpTcpJIpBXeHSGXLeXWoI4J00Qi1pwOqNYMfy5a1o2k2wbc2gQW4nOI3/YdrL327fVuH8vIO23acfHHn8MHDx732h4+3blwxeupnt40fPfX4vmdB4tl9x6eOvum2Y1NHr9i49eM/vDZuOPzq00373+jsRVug87Cx+3d8cvbVveO6DTnT6sH5p75atu5uMF5be/e6ZV+dnr+i1Zkh3cbtfTWLl8FVYnsQdFFraTU3kO6jN44/QEMPDd6lf6bhn5EvbgCzDIcMnxloizFkbGmk64xglxGcMwLGaDdCkeZkq5E22HjWbhY4yEoUADbKCnI4qw3QeMvS2MZeib5fhB64DNI3w73wO0h3ogfScAcNFtI/0vAtGrBMZ2YRQ29gDjEELRUWGMEJxG80pPuYQTWprqfxBT5oBj3NoJUZiGaPGZrNoj2mn8k57zKAfYYvDFA2MLQYc7NAYCeze1ia5aox/so0Yb5A/yA04Mo/IC7CUiCVQgLeVVpbpxwjlcw67vEMV4oAPtSSa7ZW11VKgJJwtXkqZSUANTo8DXlIELRRGURArCxkd+XoDzbAVWrDMw8uzWjnBoN41QO398FXNFlsfHbS/gwXHTp1baW2B3Q48Al+hJ82z1NzUhHqaVUyM/OZlQxt5sLZFChcUqbK6OZRGpiwJ4lBQtpYBMqiWLZYaN5iMeRGV1qB1coboC/KC32we0KZrL6g3JcH8/mPcDqk6IpjugWRftgDV+yIBpCKJK3rdTVYr6OyExBSkiVFENyP1Gd0UBS9LpegQxOVWBbSJaaDIC5j3tZRFSvKucfVzrffRJLcAO5DvhM9rvjb8me0D2+tWal9CoKz4kNKCsH2e6fMLI4xLfZ98sm+v0yadfrOYp82jzOXJ/UcmByKYnuTHBgf9bo6/B3bcRsstwGHLWqD74ITANpBHkgD2mxIGmAfw0rDZsMBA2MwUEYpJ8YrNFhF19NHaNpMJxGfo3uwkgYq3RfxF806QlT7QJAFrECROExws/dL7w/eBi8z3bvAC6d5QYkXfOQFlBfwXi9tZNCHtks8l4Met9ISJtHBzEFCIMQMdchmQLJC0bIchdjjYJaYdY3AaATNT8dMztJMpxpGmClleyOm2aB9CEqRLExrHwDvE53nVLfRzowtnbcbcPWgTHufvnU/eFSbsl8z5wzqM3Gkz6T9Sz9HbDjPz8a4ZlRGza/gwR22xTY43AacrnIX5AOAjwGJL4wXQpnAExmQcVBUhOX1SIsnXVI0vQgWFeVXe/p4oMdT7T2AC+IVL/R6fUo4KpkjyQiU6UgEYx3RJphfzIhGIRIpCuXFJdUiSfi4lTSQEGlJogzeuMdTFEeWSDYxDTOaamqhGIKqsS8unAa8EdMsU6+cy26zbN3saAx4aknpsM+WLMRAdRa7sj5Tj5V4NmENe4MpUhOehbTUKdwkhuO6fklZdTRwvbAWsS3pDKyD3vOzy559+vtja5/rXWR8G5dBvpP78E7Q9ps1L6S0k4EXZz4zdrAFfKClHT2Hr/nDkAE28Jdv75pz06Q3p87PrCdJXNTLn06efqzjtPtmTNxwecNNdwzpj4tcH2m4wEWRbxEEtBqaA5YC6KbBauMJ43dG2m0CcyxLLfAd93E3rPABDI+5QU3KAW+1FybRRQfA2ezlzN4+3nXo5iPCkzxiQAVae+D2A9CGvQsX0sBmhad6KEHkbvcNjgnSQexg4KB+CsoiJ0g5OR5bzGoNxjZTByj4EdGJuZ4QazYAsyGAdgzaFmiryHwj6qbCG9LrhS1CvXBJYOqbY29m6vU1qMONU3CKXKODUl2N20B9i6/f6t0eCKIlWpMZ2RWBuHYnuxgEVM6WRW1HK2FF68BFkZfyrXbN/hS2LNfabr1P91ZMrVIdD1mRe3Iy9xDyZSq1zT99rbXDca/X5z6GfJZ24eBPmxqol4mcwHnhg0juqImao3bkTUZJMApBUbKLEhLRovFe+iEa9qXH0NORn8Gy0GCUAcYile244gBQRiPkDSYTK2Pwc0AhkVB9EP1Xjbf3wdMHk8CTPF27hBzDKQcP4u5Ah2trPUqz13BaDR1BZk2ERm6zDNlB2oEd/U71ekV7CxpBVfr2OqhkLuEfxDstwEDtFYxorffbJOO+T+2ZHXeMjDuInRjRuJV+nf6YphfQq+j1zcceI2MP4NyKdeibrk+AIxOQfm8Cdf/3GaToOM8M1768t3BHwXztBHglU969GzYq8A9u//3++7r/wk9CdLchrfW4OlCyWEUr73RYBQcivtUuWkvIJBy/Jr/dgYQ4Ir/Njn4Vn7c53LISNDokyNstTidrM1uhsflCHMS9mtBM0FTQXJJY7P6vK6IDNl2fU2M4H68OP6lpdV7TviU10JMBfcMyNS4V/CS7XGi+yB/mehN/zUm9oI5tPt8Yma++aI6tzOvMxwy9gFnFrGdohsO9tQGecoxMuWnVyLxjFEYqI5N32i0WPHnO2HwRfzX52sbZX19Oy/9p/lmT24bXluvdtLYrvyI+XfSLTFmP7o1L3LjM0E+WGo11MJp7BK11APnt3+6lwg0X1Mds7rQ1HA6Xhh8OPxfeFuaGhCeFZ4dpNgzeCYKKIOiSMyQHTvSA2c4lTogFbywcsodDQY/bEwsH7eFwkFuHtmc07NmMm7y7+OC60OYQDEWRgQ94k+AJup0hVzjMiawbbHQjrzNIcUFRQH68KWgeIwKFdJakg6QL8BbcBTgvkgWEPnoxVadk0JUgYOKzdQItm0pVY2uGfOjQIXSXRfvSyZY9xKyjkD5PFIAyJU4OMDmMIxzSTfsKEAJO0pcBhGxcRDtxZ/Xt2ol6NaEdj5WvGni/Npsdod3xwKDlqWjmvDb9vd2gZ7cYzKyAt8NFw07vvnB45rpBpXY4NPOSo3zo03Xv0V9oz5JerkiG4X59ISqPemWrIOu9c/OUPJiXgwFfoYl2uz2WcIR0+FC9Hg5IFimshKJpczgZrg7TXjYn7M0j4Ast0avOSHmkJkK7I568PEEGsZ+QV0wJFzxXkJZXYhYhViL3lVfJ9TIjy7GojvaByaUcLSXY85hkSP7jh9FNQNr1GJAxq6vr62uxqEdkShOV+98JFXGxq7Tzsr1t2WDt/Cv5du18sHhu35naKaardmZe77sKA5lLV2YnpqSGFMUEbRGYa1rUYW4isWX0vb1KXeAzLeFO9583Yitt/YduFyK5I3RFvBimosC4l4oiXvRjXoyGo6XRh6PPRbdFOXpwdCJG7IdR4GH8mCgrbc70OxFQEQE1/sH+iX56Yi6Y7VnigXkerycWzbNH8yK5ObmxaMQejUZ0zozmWqNmz3wPnObZjK0jLx9Zl7cZrUnUmeOFPHDgct5IzmQP8OR5o1HEqDlgYw7IyTIqIjli1M04DhV324PrHAccUEGSD0PfOBCX1hHN+ju8WkuY1YUI3sStdRfr/yu/Eru8dnTtb3lWqWgSe9fZVujanG1rtH+T1nUP6Kx7X+1/Y10g3ZdZgU0fOD6zlm5znXuzspHHPV9jVAF1bofT6Wtk4QKlABYEzb6AD7Gwz+e3xPMJOrTqDfg5CXhoixQnXBxPxqvjiIuD8UBBPl6wtuhVLt+ZD8/lA1++v6AAs/HbARCgBNwOFfoJG6+TwWjyPyUDAy3LicJcd8yjekiiMTJpFE/Qs96zxXPJw3qSTQZNlodxSPXXTF97I9eTRfg125NWkP+F8yO/JnjExY+9kf0TFt+PBKAo9r/tgTduKYhpyEbQEr/ZB4Cq0foxf+JbUF2oF9VWJdHCRDIWfT8M9oXBU+FNYRiORvKi0WB52m4PeOLpdCvElZQSb9UtEAwG2wUlurhzVbkVl9UGggE7+uczFFcJhYlEcSSSX+wrLglH6Q7FnBlZJ9gST6UunjpcirNfKzFCXGUS3V6sVM5cBAS3gHQUxAnROFaCKIl1lPuwBXeRQ3rJffrDUpL7H0pHwiRmUqYQZPN0KFLWLDQStUbplK0pgmIGegccxoKczlBYD6fkYfjQP2nn2tu0i4M3Tb0TnLpzcJ12umN4TvfBnduO2ZfWznYHsec2PzqzzeybS4YrOSHXyEn9XrkE8s4+pZ1YEQuVdAFGddkObUqPiX2HvQA6xUrHv3O6tPXM2lSLPR1BoBLUalvPzeo/KNxit73lxDc+WTBe+89/Rne4qYXXNW4TontHrR/9T3Y1VU1tUdNFoVg8EQ594Qfv+sEm/34/XOMH/lAgGAp5S0usVo89VFKSBhRlCqXbe7zeypBEky5y7cq9nlKL1Yxkh9VjdRnKpVg8XhAI5BW4ivwhvg0GYW1G/MNNxD9MiF+rHK60pBrJf5iQ//Dvkv8G+kcQ/blG+pelE6CsVIdxwq1DKn6P9k4HhtbCIOroHfqf/2pPf9n9qaEjwR//tL3krf7q3RXf581NttnQnNyj25Xe+9rftVSqa23iSPVPmND9B60GJbct2r28uusDqRXdcy3IxMgS+TVrcMBTj45Q39S+a1V682idtxvtjRxqrVonSh4Jfu4CDmsxJyKxajNAQeDsQTFpG237yEabbdW2PrZptvm2dbbN6AVhGsYoMHqDuD8mzPHFTWCj6XMTzDPtMEGTMXizfKf8nfyzzLwg75JhngzkSwZQYhhjmG5YZVhvYA24/UYthu2t1cNExI/Hrg1umpXSoWN1CF8dIRt375ORZMXOJUbp19tGRKKlKxZc0k5or/TcDvK3y8FIIYh/UeYDcab0/elrh/bjtUFgEyiDX2SGFAbCtP3aP5iNI3eBITf07z2602szcQ5SLzCNE2XBxNlFyg5kewxN04wosNJ2AE36B1uDja/CFPkSUyRA3si+HECEgTab2RMjQExAoClfqQLCSqkCMZYVVMwxk1pqBKRBEQY3gyJjNJHisvY90+TR2zKtJ0CKxjRlAr23mIAJtznEaZWWlA7PRlx3QjP0fEaWbBjuDslNhRAvg0NpuOVoI92wv46s02Z0Y1cFCu+aflg7//zQEf4VwLPC3At4NhXYkLx0bR0xr38P0hu4S7cXacO1HwfgvsHK/W0XQDPJn8tieFJmKpdKUH9QJ7Qp3FQICwpXF8LWBcAey4vBdOz5GIzFHkcXe7n9BTs9xwIKLa0t8Ccj2IKUdzQQSAaqA3RgCzI5o6PDIBxmrMUGGkc+FF8jxHOxM+/3IJ5Lr6fm1B5FP03t1eqyHeZCQZpg42OYOnx+h1OFiUyzxXTJmA1QsN9s3q/t01K7RmzdD4aRPnNvl2obXr15nKtnl/HArw6umzpc1b4a36Wna8gdm16eNQSe1HYcPgmGvvIdGPX+sc/e/wLcfetNm0vHa5+Xjm/5/Mi7543EfS71vEtKQbNoQb2utt5VAB53gdU28LYC7jK/bN5npjcYdhrgOzK4Qwbv8mAWv4HfydN3wZfhPki/DUCJX/Uf8dN+cjB3NgzM4UAYymHcjXZ9Dm0iQQ1zMlodhQRWX4lGGQfBHeVJ31o/I1uCuC9dAVXiiYfMYkBMinQV7g9/SaTFZN2o39BS5yDS2+U6QXEriBm12d6RMVjW2Kku2xUOUxWLspgu75yN+LJPPnXpybsXP4C71v0IWmrHrdWdJt3WI62Utez4alm7li3blb3asWWZUt3plls6VeM2duvad6Yadj5yz33LtA/W3tyu08DWtfl9P83vmz+lQ9euHbI1MNxc9iii6Ut7KanhiDollJcmrQK+lYAsSaRlqyTiFFIxqOfwSzLL8jFQjpPfYlQ5VUPRgMK9W0UBcrzg4QHHA1mUeI5lOXYwC4+xl1kosh62kqVZAQDKGhPKhcUCLWB4eqRHMMg/aZNE6VDGpWgfWvS6k9+2ba1r7Nsawi2M0bZzObm5yyeqXfzaOO1g5kfQHswE6cCI7iMPkLatcADGTL36Jr1hVDKKMSBx7IINYz4CQB3GShOkWbgjwiEJfC0BeqUMPHKBXCnTq+WX5BMyXSyDPBFY2TBbyo5jH2ZZKFklJGIkXkD0iTWjT6wZfWgCQNNOcSL1SdOq1ZmmY8imEwWO46WJPBjURKK72DXsF+wvLHOYBUtwTBe3usc41FaBxM2R6R8XughDCLkI3DySTzrRapsRzdvrIg4spgjkJMk/QQLtBuLhN3AMfAY+KKjDnRRwUy5y2AMipAMu1p9seEHnZNtS7T8ZbSCIA7gtFu0+Ywl98OPCezLISM4Ug4s3p8aR83HCO3zCGqNHka63NJwJBlJxVYJgugsEXStdkGTIuyyijE/Ync1RxbL5JmQt2M/Rd4zOfgfG64qqIgS4+KHeRe9p+OWGr2g6ZyS9b4dp/YTPEP9iyZak9qiThBaAL8RhYyEM0j7QOge0doC0DXQ24dLEEBL8RpPZGCOttwMGYDAE4wrHyyYzBU3QHKOgHbkEEFKyogBFVuSW+fEAkqV5xbl0UbFdNFNGAyfzIrFwIGPGbjnuCXvw6EG84fGZW6OJk0ouURIKbsWN04DcyoelCs6zXUJQNSjSAKxJHIhAx/rDGx2EckBzeP3Q76DqC59pNZW71vXr7elQtr4S6ZTE2SvXvrxnuXZRu7j8nnuWA2RELL9H+6ym/S23tK/Rr0zsaren7recMn7AFGRM8F/aLm39m5999iYYA8bgR239v5fcffeSf5Or3le4H/8y2idmykcVIX1U9ogJBG8goMHgD/2aeph2ZpnQrkUs5Apj8ZnDF5JUdLv8v9KvkXynU0t+S7wm2uHjq19RjAhTqLfPsd6IzV3Ov/w75MrUzdy166vpM3bt/lr7OhJuVRGKREIVFb+hU+biv9auB63/ia7aW/9cM3Tg4GFr0HUz8R0jDQu5sVxLyoW47z61X6sgiAYBF3QGYVBRovmAOIH5QkUuKMwFYq4nF+ba7YVFQCzyFMEiRkD/DO441TIvjiPb0ODPDRZbFTssKswvFjjc8f1wKnM4VZ06nCk9rJ/o4mZ72IHBBwrY0rt+hxgK8Q1BeM9r7GGA1Aij808821gN08Sl9xgq58ZueEb7a/t589prf31mw4Z1INj+rvltQfCZDdpHo4c+1mHMmA6PDRkzZtgTNUOH1Tw+bAw8qr1xYHfR9OlFuw+AdqD9wX0tp05tue+g9u6hhXcmundP3Lnw0NsL70rU1CTuWqjT5xHmCvMYZUcc9IhaM8QHOvtAuQ/4TKYhUdA5CsqjIMoP9YDuHlCJ3Qnr0ALQvQBUFoACuoRGcpCnZUeoDxLbLUIhOYlsHA9p9CEpJitXEIyDeBTzEs/icy1Mq9ossWpJw9VanVqESM3odZ1gdnj9/Nuqd5Ik3PN71GKu/OdQxdw5FYfm3oVu5sytOPQf7Wzriv6VfXtV9i9v06a8f2WvvpX9K1pD23va0cCttwaefOz990ARvtM+fX/a4D655eW5vQdNa7ojdh/JFRDyKCuSYUOps+pyb28g9AZid8B1cHaAjna4lHqiBcwxgUkCmMOA1pUut9svS9P88/3Qb7Xl9q8pyB1QmTtgQG4lrfaMB4ercXMqkIKpAf37Fg+q6N+/sqJ166riCiuF9mZfDrTk2nOQ4jAABc35c90uVwVd06m4uGtxtCuhfX4B8KAVKCb5Bei/oxdxhgHy0k6dPoOeHv6gFLltJMsghdMNGpMNMJR5EvEmonlKOf3B6doz2K1LWa7nHWBLklCb2DkRonKYFO7pTLw4DK/9e6kJSvQ3iQm/yUpg+I8fuW/ChNtnTKlpa95mn33v1sXgmUczWxKxEZGW5tyRHzE39R+mvfjtjq1qq1bq1p2nNu4cPhjc+eAnesrCtJtG3Xb8l58u/3L8tlHjbvucJCx88iC4k3u+VSrdqmObYaunzfl44/DSotBYm8EZf/nqiySPwePzeToPG/Pn7Z+Cb98kaQwLTn61bB3aS00pDG+iNR7UcIE7y31D1rg9tV8tndRsPVvFQEEMNF9TmxWtam5Ju4pYqk0o2LEkFSpqS9rbtCsha6gvWkv8krmEf7IC3FJxVwXsUQEqynCJTD5Vid6x5q2JgVtjc2NwWAz0jIFYvtx8OdFj9UV9SfX1PIrEb+YD5UwGieAPkP+DnHalcQmx5ZVtDfR/WL5mHdHLU44w6eGIW5wpEVyvxw38n9cJnrp36X/+suzet/+z9N77lv781Y/Prlrz+I/nri27jx3/+2txzf3zo0937Pj0oz9fe3Ttae2QtnH0aOR4tDm99lEdB0z8hruKbIzu2MYwnWXzwT49t6iHaqNUALrfgJVKck3Y9ujzPfTPwyton7bYCoIEzE4Q08GgGoTrg0eCyMD5cHfQIVA35kDVkRylscgPHk5w3CvVMAWYYgctFBsFA/LiJYkDQcrLxUmbJr0MBDtiel9VPd868xaGVWhCS6/Itvdu9L+GN+GkD+qsHd/zxJ8bAdSZWBYiPZ4ZC5bmrH8HUYJAp+s9oqeQHtEOqpdqK7fWWOE5KyAtTKmmRtB2nhSO2QySbDLERJEFMcrFhkqQQZT89RBrdeiHOr3rs5JqHGZZ8z7Pf6up0s7vHFd737Irjb2dtY3uzBLwQP6jK46iJdPjJuaG88xTiF42IKv1ikUwUzbeigwGExAskLeagCixgsUgM4KF5q2MjIxu/D4VBSY7ACaZYaKsZGdZycrz3QQLssUtk03AbQKtTWCfCaw1vWKC502gizREmiTRvNRFgrKUI8GrEihjO7ODWPpbFhxngRWAr8C/MLgIEMFeAPl5YAWADCvJFDCZBcFqAcj2n2i5wwK7WcAdApAZ1mQGAm+xShJueAIph0RSdvSmv7VZG13v/Zptfkwe8LXRx2Hcv+4N1dgfKsqzfJSO2KIVbAX6saVo5ql22twisLBamzf02wnaXe3AkiJ8XXzruTn0ql/G7hh7day2DjyBHnaM/WUseEXzU0B7gZkPRrJ/RbZKjWpwLEBuWxC5JuYFyBgrU81W1WRJI3Ji18Og4tzfHegFzpA8TALPp5HrcJiA/Z/24nvvYaw8uUgIV5mTvoXlqRC5ljrByA4ttNWgQ4sWHTq0AJPIDVvXogMv4xeyj2TNta3MZ6Afewn5n632Iga4oPrM9nRXeiiN7H+RDZiSpmoTbZIAdrUhNhvLqOpRtfWnj9Yia+goGgNyByNECXA6uib+8/0GBSOtcn/pOmNGxRH15nuYz1rHCh/YO+4Z5O8+yCSoexGPyVRQNVMC7schABYKLMWxydNvWSuREVGJvfaWJTa+BWgLUo4I0jf3lkwfeO6WgJNZMjI5e/by+rZ+Bxl/s+/LU62UCHhRZGgJCjIjL5CAlJxxmHznwcbvtF8XlPcOnF7S0Rm45Rzbdfbs5Mhch79tPf7OzFvseNgG6QqFSqiuSQYwmQFDaTAMAkUS1xmBkVNEikoePHwK2ziHPyCi+bpcxmI5D0tl2GbtnR2X1M0av8yyzQmojfPAa/ORAI10ajVr3IaTH+PxC9cS2hb6M3YrJVI2ZOUjQ5RqQ3Wm+iArpF+H9p4uNfmtKlKl+T17tCguyPd6qto6InmcJJsVzh+gAItNCGikObvD07Z9dSe1k8rL6U5dApEeXbr1DsXMvZO9oUT3rsh1qQ4vyXONoA94SxICnSgGbMGB4o+KIVXctxjyxa3LrMayCllJVVDJ+iP1yrEjh5XTZ0bV1uInZ/CTt3CvDq/71GHSyYO8jd/T2/ige5A8cxoH75A+Q28eQw/KEfL/6WO/fikbTXZE0qlSW9Md+B/v6N95LXr93doRc+aM+PTTOfrDtR/1R/io/vjLP254G17RHzML9Ef6vcce+3fGhi7gKrr8/G90oVONr129iN9AP/qa9dTG0zs4hjKgnRyiWqAVq6H6UaOAV32qfYdOVf2HDB0waiRd2z9V1qq8pE3rZP8+RpNiTRQWJQowGm1BguVFWuAowAmJflRvpTfs3cdPhZQQDAU9PfuUlbdOtqTblPj86GmJB3pKOIFnZSQuRJYv6UB1VjrDzp2qKDtyU3g7MsOrBg0ZPrR/7YCRo3r07N13VHGigC4syosWFo0yVwWqklWjq6ZVsVV7QHwRlaw9c+z0scO4il05g1fjdGll5bHSw6XKsYOnD49Cbt/p2rfQR0rxa9iMRBY8+Zir8hja8G8dwe8jo+T0mSONX3P6+kfxJ9Eb2W8kv0NezDbZ4118HB/v2iKxiAMf3SC/KIIkVoWDc6Qam6ahj6CXebyXKlzY1qygiQ2acqZ024YvI7s3ioPApDCkIl5B+6tdnoIW5ZOnjCvt2uPTYdItjyzv3qb62urVAzr36Akf9lZbyJs1V+dMHZcymaP4eSn+iAV/Fq7KL6zp0XO1Jt2U7tyzbfa7mJ36b92EfiETRW/nF8LRy7vNxb/yy95UoulP1tCLpjb7xcwD5NuunWz8+rqmPzmZ+KyrtXr2Pd6HZJYH9Fa901xgjBVgYFCVoSmoQOQRWTCYjRNHbzqiG2yfrLSss2y2sAPwfdIynzznZNwbdIFzlXO9kx2gOvs6xzi3OOudR5ycxelyllotdqvVIiNrovfOH0QgdkbmRVodZrI4rQ4X9EQVqyB3zsakuc7qAh5jUsk0z3tsZkUypM2eaab5JviDqcEETSSyrxgNHlfz4VhKp3sWeCA+JYUEFzCQY84BorX5wJyllE219bWdtTG8bR9cTnmBbZFyeVRtZlTtoVEY/asO3yHeQyquts5SSQ5RSYpenbdX5ugoXBtd/w3u2lSZrM7UXq5fouhH2FS2X1gikW0gRIIShFlKKwBS2ZFGnBEL4zVsWLL4BcMy07PPmmDlG5fnzsVIxTpqMe9bsvbpxatW/XwCgz9i1GIdwfhqFckZ0C4wfyc6xkO9i7GQr+xEUtR0I13L1GSOJWF5ykInLG0sIyy3WpgXcGbKYOdEJ21zRpz3Ox9xMhFnygkJ+TkPtvHKFavUbAl43oazlAvMtGz2NJiQtWMEFkxyS8zsASnak2N1xhAt8ZmKYEjbko1n0sop3OG6kYSWylG4HUuWckcuEsrpNg8hXxLjQfx3UtG7mpEK/GXP17NnY3QWHamF/VQn1VUFVy5jpBYdtUXHrKIsWSxGnIu86L/kIu/GaIw0kE04D9kr/Cb92BXHacaQZH/aowrOQxYNfXAi8g88DPKAb0Rkrq2r/zBTWvoBTkJunnes5xH+OueY1Iw5Urg34a9zjtlx2ZzjBx4A+Q8++P+Xb8ysyeYbb1A9zVOMSe4xTjwus9EkXThS4sV5wjROD056p5FszQNe1uxd6YUy7fUKNG62tmGHhIwjciJioSWScmyQTDkxVuVpugkKjQaXaPAlDehqv3IOFyMBrKI/7KWThVDl9JGmBIS6UU2t2fSc4iaaWH6VU8yswTnF99wDPPff/3v5xMwT+ydP3p85dkM6MaJDFo8ZWTNhME59TaZz6AS9nGbcEgP8seBbQRjD8blYcHBwcXBXkA2LftDO46/0wxP+7/zwTucyJ1zsfNy5y3nMyXxuA5Ns4LwZPG4CnOn/cfYmAFJUx/941+tzeo7uue+Znp2dmb1n2ZldbrblRoEFEQR1AY8geMEqKoIGPAEPwCNGlIjJT40aIwYNlzFsDBqTnxxJDB6RSDwx32wg36/Bi+39v/e6Z3YWMN/8/q7MsTvT/V5VvXpV9ao+FXB94mKltwHWAHhTGqMlECSB8QqwAK6DO4AD5EWyGNLgiAZztLUaymitGgpo9Eidi0QzBI9BE1ldXCUirOVskYxOsjY5BmTGawdQATlRHKEY50VuUSPNax1KMUnUcB6/eFWDVg2GJGcnFyZZes2oL7fbDdR9FN3VUUnbbAMCs45seazTuslJVBeJyXQRRLVSZoi7YP4jzegjU2iOsvkpetRHoVwK+APqTatdJBXPRZtH0qNQWl9AXpFkWYY84Y0SCzftM0p7e5FDd7aYzZn4dnhnDLZxX966Jp5csPdXWNn9GZwzNnRMWvzKeZPbNq//UdfoS25dFUBn3brGIfh73+J3BbLLuzb9ejkMnXKZSzbmy/jPdSZfCe7JblobnYURuj0SwvRIqOSBwLEtCESKM13fcb3qYr9QQQoA0XpoDlqEnkY7EefNVDPVqCoN6TB2M702CAOaA4sAXY9dPMw0J5erHly9uprNVcOc6kXVyJYOp+ekF6U5G0lE4TTW7rUjO20m63SKNsEhxATkYAWN/GY8Z5dc/8V8Q4Lf1Qx6k/kIj9dLrusWq6uBJsLF03BTGtamN6YRSnvSyMVVpaszXMyXctfEynnM27BOPUCzly29+uoeM6ZGN5euEnMwe7q6iP9NSjzIE3Ey51YwD78odA3gHwEc6KJV2xmRhmZoJj+NdlKODThdoFzbfet9ndc8ucH4FIRr3n7rhssX7Bg0csWK9taCfnNL7Ypbr/C7b71vyCO9n/G7Nr3404cO/9d6WHb7uVdecs6td3de68N/H2/69A8yDLtF+IoRmcE6lnAuIyJBYjJUgaiyWmR32niNtJnrFlihH3v9eD0NMBTITuEumMVWO48bCsHghfbe334zCq/xEgbiDH4kvv6krfjytIZYEEjd69IX5mG1RDP58W12oEUv2PisUK61E+CYAEIZgYfAkZxyx64PjKkEdAGChnDiZS6L/b1eq/+KkxmjqywrMAoSNLvNwlRCd2118TZae2+3C0AGgaVEIhd2020B8Oz24Wfa2JZ2rTUBdkhXwRR3e+8EyBnvGG//+MfsX7k9xnW7elehVbvQKpOWooX36GSG6Yp176zdJra7eGngPQkFKu9Jb9lt3dJUt+Yt2ZnG5B07jE9vvhntZcd8/JwxDZ5/DqwexZuM6XwV7ZP1iL54qONpB5roOuJCc6Ibo2hBFNxKYygS8QYzPvSC/dd4fTQu5oAYkYjBD9O4+ZyZRXyAO8wd42ROEb1SIOBx4t0VaAWUyCRCHs0rasI073wvWuUFzdvsfd7b7eW8JPniQI+Kh31wrglsy7Tva8cyTNrDk1ZvPS3lfcRspEdOyWkrPdGsUqEd3/iqax4wfmBcsAxqnIUxF8M047N71xlvk943T/z0H5CATmPTzqPQnK9PN8AH8LPpvWtII56nphvbLcwpYzq3GdM8zmzT4zYELpsYFlFOBsEBCqvEdseQl4mBT6DdfQMRPUJqfMmuisi2iiIRn5dkE27nFGyoeeUg+Vi1T9gdACVAuritDHCEKCkmacsqEois5A15LBuL6INjXvD25/6pB0gPSzMERxAbe9r3dZoVKFjDV3azpb1+u/B+a3WvzOYyZgC2RB5z8XOb77jri9eXrJsE4dwrn3++fLHxKTpupG9c/sVdd5zXc9e9rWOeyy/BZkSuwfgJl/3QSN13j0mXoNEtpvk9zDTmiL4inUxqzU2+5uampuaagqsm7AmFtHDUF45GE2GXjWW1jim+jo4pZ05xdoybMEEbOtw3dOjwocPbzuhAGtPR5tSasa05YZxjdAb/Um9tbirUJtNKNlPbOqWj7cyEEg0XMp6QYmMdiuJqReGQa1pHhkUuCZh8e/cBItzdtA+2m6RB9rrJATh+TfDShtLESPVN/IK8IUno3e8d6iELcOhqGmqj+6IVdoOQ+h5+Y718jawZ61MkYuBO0wYaJMxCsn/Ecicdkn9W+ku5mQ75MRODyr04stZX8J+SUBDTx7/zPOe0RRvCTaON90c3hevjkiyStjpnNcxYePXQJqGmUHchaazzl86ZM4aqQ2ZDas5gdeiMmXMPyan6+1sjBS1ePWnR2fVnTVludINOOnO4izNiRdJhpxibMcSpKqTFzoMjuhL65pud58aCeA+eeMY798cuFNGS3g3i/MiDb42ehH/Jzm1af15NsTa5eMT3zXhsX59xhH+Wa2SGg0uf71LVrNvrc7u9Y7xQ7S16kdc3Qg76/dlU0pdKJZOpcLUc7nCDW+ZZNjtsiG/YsCFDbMOKbW3ZugZfXV1DXUNOaUm2oJZhKMsMy9myjIzNH9k7orqtKLXQvRV/ZFAmlayO+IN24p9sj2SGDMv5BlfTOnKXaudZyW6XM4LKysOHUZ3nluXTC8G3SYDbUyEEnQOkoEIIOit5TyWks9P6c4UkmNmzJyGe9rO+pcT6EuopZjr/7IeTbtcCmVHGZ1ggMgT6dMlNFwyqHrVkRuqGMwpNGUfuDAiOztqzTcUzbozPWNxePeiCdfMyi0mFMRQmReo5Yzi8yvkyM0swqJc37uLPaLllkX8sBUId573itpZ2flfTZfel4++bcVamAesx0ktpMKT1YQIKIGST2TqWFNRJ4Gr3wtgk+ApgbwPFF4fdXrB7L/ciD5Oflkch3rVGtyltVamU1W6JtLbRVb2qqtmjNCWbkIttampspPE9l1psbKxvbGY7sHpDgcBi2qKykfPYSI+5eXbWLuyAp/SkqmoqYlRdXaWyEquqTCCVCrTlcsVi4uQKPGVoo9bUFNSUQBJfsXdICRW+ogaPtGYq+Rg9pE083h/MNk34uVxwZ/ZqMjNlsINPrN9BzfPMGjyg/jtVm5bPZga2KWxCazFHVShFrjhN4m/KtKM47oF7Ln0hsvbqzu9Mal8vfnjT3aNByay8/opJ5w7M8e2EF/evI1m98OCvrp8VWjKu64b61cFHi7Vnztg355p5Da0LXj/UMvxqM6l3wTmX/uoPqy4x+RgyplMs2zboIJGAI7om2Yuvx96OHYmxr4ffDh8Js1zAF0CPB4BlRHDxg0gS0a34QyICaRBIjeBxrbEprUklASM3J7YkdifYZKIDv3g/cTTRlxA6KE4Mm0jkPQfq4FgdJOvyde11LHnqqGPr1KyWbc6yS7KrsiibF1U/MH7Vr/kP+A/7edHfHuwIvh88GuwL8kHOY1fspL8gaze5PrYZM3ya2q1ymOG+1kISa/m69XWb61hH3ap6qPcT9P+8b72PU33pFD3CDrCFKO3wnqsvksMJZoi6b26pIfGbZDfMz+3ce7BzLw05mAXwnT17SOVz4VDna1ge2g91dr1mWc9mTufeoQQkYy5t9YyvMK/zaqvj+0k8r6aoToTPJNd4sNU01ozgW6ZzgP3J0pl3hkssN56YTmB0x7YMeaH5xsb4jPZJddXxf1SvWLzx8atufvm/IHjjnDM8V0w02T24xgVaflM6N/z27UOq86MmpROTCnefOXrC2ZseOF9nSn1iuDfwPlvPbNDrseOt1dVgXVqTqXHXBXw+zSxFqtLcsTq8k9Y1uktdN2mjxYYqzRHP+ALuqFpTl3FnRNbhcGKr1Vlfl0FOunlStdlOKdcz1F2xT5KmAt3qm9+6Uw7cD6k/8W+2Ou6N4xdt4ZxioiXSMJOUbCxudZ5xzjmdeBure8Daxi7RJ447s7yNOYbOjdRBL2l3vsE+LfDkO2dMxLsUN8/cpWIz5927ibFwIADvUaTyvI1sPFUJTJFEPGGrwrsMU6WSWoJILJZVPT5V9ageJ+mUjUIZpy0rt1fHIhL16mz4D0FHoipugvPhbUayOUTWlibpSy9gXfm/0Ar/ZU/FXhIiIeoeSq2TiJUeSKgyHDYlEnx45t2ZYHY8UfVTsp7qpoJ+k9ZxVXuaYO5yYuZ6cw+YHq4xhhPcXdvQyEJL1RPcXZtjtCkzVu+yWuZl/YwAEQ8flhVf4HwfXKCBT/PEGBZAY2p8DFNTk2E8vHuVsEFAipAUEHYdtuBr1Ltkqw0JkaRcXZVmi2FJckWdNUzGpnrdbqcrY2OBw94w/pGdCBhZoj3kacINBYRViQdCXpwqWK910QTr7kPdngqqEVHD+6wVXa0FTDF32l2WLnfBf1oBC3IHjMe3+OsuSw8mstVWfVkgdJJwLTq7bjKsyE0xPoAfKpZY8Src9VXLqIGSlVgybGMFlnMG+z71KZ5JaFrWpKIvEMMEE1xy1t6exXTMMtWYjtXVMUZL2GLUUCFkqoaUzedVWUIo2njBJnIsaxFLwMSSK4gVNEkVLJPKNFVfy5cpgyXsL5hYA5aiRSHszZXFqp9C/ZIV5JDxh7vt9smxOiI/dbHJDnuFZJ09KjUcCmHf2zDIYYoVr0Dt9niqLFnBKXW016Dbkqs8+PTWEMDBJvgiB7NzIGVhRxYWZuDcGNTEhsRQOArhCNhCwBM5y2P65FWCLEcCrgHn4gAwARADAXcwzzuG159Vj+pl0iwvGHS4URWxLdr0FGkuLu3Mf5VHNfkh+Yl51p8HMQ/OafVYOg/XozBLUe6TXD3wec7OpFIMzbmN2xxF5uJBih+O+vv8yO8J2DWXSloEdTtY2iSoGYugGbjt7CJGBLEO3CZEhhmjNA/saU5tf4c9s0i8s9sqZDNXdVdXVylBvosyo6wN+6O936IVTaHt14lr10LN8uWn0Yum6PZrRDMG/NGpSpGKLikJp7g9u5gcMHrGF64OF8Psavg+oNVB+KQakICwLYDlNof5ksshSFPcVvt+7/veo17W65VIevwLMcFjI7+fqDicpOxCfiv3ae6LHLs8d2cO3Zl7OIdCuZrckBz7kxw8nYY70gA5lOZEJh5nGI1pZliRZZhat8clZmXdIUkWgDkt2A9p1UVV6pYQI6lSs8SSJyRK7TXqP+ZSGPOKMLK7QGy3AmWRGQbrotw51N3bbZUrmAnP5sIoQ5uTRi0mT9KV/OhXvkkYuERM1btiBYRWr+5Xv7C4f5WYmtcMPR8aoH1La4RgofBU957QdbJGauCLFMxOgaTBDu11DS1MwrkBqAkMCaCwH8I+EPH/73jMlVKLOVJbyzsuz6zIoAxZE9vdbocro6AYWRUdUbooamvhs1qYXbuwdlktO64WBtfCgQwcy8A5mUvw14Cv5Ri3XdPNqiBWxU+POZ53cIpjv+N9BysT7IS6aNRcLjJdLvVJWhHTvxqsEkNSPEhbRJhiTulu1jWU2k6WVgKJCX/bWiDIId+2CgR+wCogncX+kzWw5/jpzAJzBRA+1OA10Iv1d4o5pmc5r89b7SVI6EFAohsWJPoXQQqTPIWVTdxcBB3Oec7FTtbpJHbBE1sDgkyPyewCWQHnpi5NXZ9i5RTIqUjq6xT7UOqp1I4UW58CNh8HJg4KDykU5xhnGZqCYA+r+PV8Ak2hYVmfj8X+sMRLkhwMWs050gpJFeki4CAteRMxtgReYcZ+55ml3f3U/3aRn1sh8wPoXintvWVpN55A1/wbWWfHfHiSmUEFHZgHrf6FCnO2HsKmp0uzF0k+ESDWLZd6aRLTIaDaMxv452kzal5w2JArwwqm6UnPBfFUSrbmPKJdD/WYxlIFmluB/9HxZ3p/QSt9x0LNMmIiVvZ4L9mBL1G85dG6D1t+rqzdbCuDR5MV21USg9tGB0Cgi5e+wApyxRh6TBPuzW+5P/fSh08QJHgTFf4qaoWVQePIwSONcwvv07hwpz6Cz+wnfXGwvGUcEukyame1DgSbEah4AaNmpKNuxImk4znWk4hRLIp1i6yYp9YRXlt5euBCyva68TDdFmIyDIC5E943zjLeLpEGHSLtA/spY8XH+R/SmPGFOxkZLX2R5/GwiEznHBJBqbez2Q60GeEh4ZFpaAk6gDgHi4dGRpUVddE66xX7z3pJ7JpslJ2VgztlbPwPjWdNAH1CNnQVAZvupxrtx2pMl0gsPcE8r6+siC/HN8bRgjiJL2PD3evPhP7T+HLQK4XNgHK3F3Tv8160GO9pKO/tIxWEgcrIsxbQ5pMalebg88HuIBfMd17dY4aa6frr7KLBZzy9/5egs2mEFVoY6fbThp1J71hu3bcFngnzMOO2VsaexVbMuyTzSz15auwZe+7IyyTUBCpFn2N6jEafY4tjaHNsC2m5F6LRZ91Gw89Br0whCmtDghlslrwRT5aUYSLFu9i72bvby0ksoVSKSQWyQT1oMT9oMZ+meJvMJ7Houeaxd/f/vxh0iVrBgNh6ShSaND5gt5w2Dk0ECQtR0opFI2Z430f8s/wfGYlpYe7Uz2lrAqEepBqQaqtBdkfcyKaGVdRiszVE3GFgwhAOi01OppprULJJUk6pod0N0FDUcl6usa4uEmsMB1mmulFpaWputNntToWkwRcI+ynQHnnOk1IV9WDnXiIuWEvvJa2sC2amNI0jYRlpa1Upsi+Y+dClcp7KPPYgrafEIuQTW/DWyD698Lz8aLRg+Q13L7/6LuPJH6664XvQcMnSS4YNeXBiYeTsnddfcMkuuHi5wzGzA9ovOwjz9t53yLhxWLH4r1fgDBj++ufD/hJ5be0zz6zZA88cA9ejz/Q+89edrZhGxb6PuTXcKCbH5Jld+kWZKhicgiFJqEvCHW5wa2ozVk2qW0Wq2vBVFI5E4XfRd6Po6ejOKLozCudH4a0MPJnZlnktw95OLA3INHFRLh2PB2vSORfeHbGNn4b0oGBKrtM0t5cEZ1WX2BQlGcUCLdL4OYMQJ9hLtCyTci8h5Wt468NWnkoIahp61n8mZTvNCoJMmZRmoU9lSYCVfOr3iW2DMyQtzxds49bMvWPmlJmLjL/f1TXv2vdnzbgw1HxeJpgbdc+ku29atXbyuUONE5MmnjXe05hOv/jAh+89tCv9duDOGVcsnXPP8o2/ePOPL2/6Lhf/6r337upoN9fkhcZ00t+ZyeI1Gd+egW0AggAuyQ8exxpdVJisSqJjQTZLlo47VCTPuiY7i9nqRh2ptrjuDxXnxSGuNYbYdrlDniezMkeCY82MCxiX6tJcS1yPuXjJ5fJljzLxox0xYGJgY2M1VTmf7tNFuWg2fywdE/fQkuWunoOletPXsPvS+5oJfIItuNfMRBQr3mlhjgHiBwa7KqrNguWkcy8/90pjUzmiafxm2zOlNPOWcv65MQG6jWv0xZNKUcz33sDCSFPOt1ip6DCY5p5PJ71KmDTz0U6G6TuijwwliyuCdwXRcvedbnSdABzgNf4RfA7sjqrXq9D2KshpEzT0UOKpBNoeA8caUXk+CkoURDZKqoBe0ENimh7pRpJFJr0h/ViaTdNWhg6k2gltF5eoO8wkre6a5uLJy2b8stt1wCWImM6b01vSu8lXmc3RLdHdUTaaimSSqed90OwDHwEwwYqv82BPZwWBCxaFCYGJjWbi7pYzu5n6UyhcTov3lpPlufaJxl+jJfIevf2mW9Z8BdddbGbNP4F9auPXg68Zb9K1rYZ79IHPe+/fZDxnZtD/DtO00egm/cUZOzNLb+VRRpTAlpGxTYntCux/SUKG1VndEy6yiq3dhmzYycDG6DRsgx6QeFGSnA7Tr+3d07mvJE175pHoKXGuzCNq0kIiTYxJbqcxdfnxZ42p3N3cKyeKJFeNe+VLs++McYT2nbEzU38G5AR8q0x7XrwgyrxAdAGr4U/tgJ0/h2web0X4la5oeCDzKWwbXxoJ3mp7ezr/0oNts552mkZVcX/2oPHsYmyKPcv+ih3T+xhJAMMGKr0/3te5RbTX8Cw9r+EbYEPPgW+JrXuwCYLGcz6ea+aB5xwMaBz+HcexDp4REEuO57u7u2lcrwD5XpI62rm6lItvFhySekOanOYNBNsGe7lFxiy8R50Pxddziq/qDX7XiWd7H0YL2HOMWWcPnzAeniFj8hhXcARXRmKm6nUkb0wSBSlrjkkUhCwdE89JDGQ5kSMp6HgFyCw5zTIHZA3m28ZiA+5C4zI8jvmkUNdE6TSugAe4bK+C/skMoIuHuUYfqSlAAK8Vj+LwaAznIxjMdlFxODS76LOLtmY72EXgPNjA0kROzIDikGXBY2ccSKikEkkqyPceeq3gGYpJ9drqyvMzyXrNzKMDtfoHtaYqSPcq2Iw1eNj3AG/8tp+EvWsPERoeQteXidhPQxczV2/UnOB0OR0ui4ZOhyNrl3122WaXXXjMkBVlp+zCwxUEjvY1BRpl6+3eW6Info2HrR567TQ0pciWrXSoJmVhqPEbPMzf4OcKCr/0zjsvlShMsO+7+WnUD/quPoXjHazk5B0um+yyCXZRsLOSnXfwmmD3CYLdxkqs5rL5XC4b8ZgcsiA5RU4jroLo5PCX7ZINKa4MEkiZPBEDcqpJhx4kZ5aFQuHQaySZvWe1BaREn6wyEbxGbGTk5v8FftrxKwyCwvAD+JcxDM6DLGhwrjEEznmUhti/MXjUi142auGt3iEGR+biwD7UfOpD/UCfGMQ06J+OYMfGJ5kOmUPWmgPmCm8X7FkH73PwHgdYE5Jl/GDORlCIs/VzMiH51AlZ88FrDc8CQuV5kQmZfdMIJMEb220ji1wRPzD19XNo9w08VTudZ5SUrRe4+R9e9/a7xnZYadwL5/7iNTjTeOgfj1AvbZKxHaURa7wH1YbNeLF0FtotbKI8W6afBS45g6fFZxwCsmtkZ0DHXOBCmWZFV+Yrq5QNCq+4y2GqZqw9WezI66Qhc7ONZfCDTohi42kvreDIIp8nVfpvWtnDe0wUlkN416CiiJVannKLrgq/5WEKm45/8w/jIfZL4yE0CmroKQhWrV+eKBKvwNSv/AzKm7Vb8ZCpCyvbSAu9bVja7VkXhVofpigwep4CK5X1yhZlt8IxyhLlMewruEncATHSEukYGX5Wb7bNtyHGtoTgVsjW4Lc3jy8yPIh8fm7nqVMgB2c9h/7dJPgZH554zviCrTe+gAcgTE+ssX7+sPcxs30Zof1NeL3chGkfZM7fyXj6vtQ1T6C4UIGFInhZLYAywfUB2B2AQNiukWgJkkgQQQ153RlOEFifjCCQISq7B0uTm7pkQDPG3uzsOkRcNmIn1lMHHpuJYbx7ECvbArIu8Dcdf3bbk9gcqeFc40Yt+8WVFqnR1OmwD44aP3oofElj7XS0jNL8arwe1mOaR5il21fjfRX/T7DrXxAEJ0lO2MbKQacAlPCJCHYZsmFdCUOQDRPc9/CImJJ16IwD/8Kxo9Q9L0oibKR6im60H5VfY2/qUA9V/D2mL40NCmsStKxnJNZOvmCpM1aBW//hE4/PWnrJNXVZiNk9CyeT7lhmhsBTDc1t889dbxgd1YPbq+BVSnhMd4bhWUz3CHOeHvILPlF0hhhNA4CYU2NkTW7GhhKN10R9Pkco4M1IPJLwjiVB2IGAan8LOKugmujAJbr3ED50H6J4em5BIS16q8uED+Lduw2PmWeNt8+f5dhm+Cnta8Zuu/osqEFTa3ys8Qc8BvhVifxRG3zPuMo9BC2r7DEWZ67Qm0J8kBFIsiArCGqUyWrQjLVyUlNBzRKE3g1O1tmeCIXCMSUaoPntLknkkCTgH1AEIElxVvG8OQuaE0fn0UknQgyQ8kxEf7o1LZSJXzEZTjM+7She7rjxYK1G6N8aSV4+YgKE4Sm//Jffo2sunnonpb+miqAafxMi8CrNp6NYFyQ3uU13EuKT0fsVu+YghHf6ZCmjuN12FwI7OUlr95TEm4amzPbHRSvHyHKeNTdfZbzNusYTYSZRoG1PIgRzf+C7uKmW5rKRcEJLXx9zn9nLwCM4XNRnlvs+FdZgP6aaqWce1S8fXAfZOhhSA7U1cGYSLkjAiQRIXvjSC+eTRJBL7ZDjB/NoIg9sfc6zMr4lfjTeF+fi4XZsINtyciZ3gDmMr9sYz2Rkm+d5BB1oMcIa5nkbEhE2PMXaxhQrNrpsFBiHihJxQ7DLTKb4l66eN3vynYcOdraQGIuFOtRVgqq3kI95kkiP/ZRctbtoFucECh4T4gAIWTRWWGM/oXlmznvsn5MgM+jHmz4wdmxfHTU2V+9RM/FxaXDft+/T+8Ft/MZ/1nkPGX8soI8bz3nyO1f/c8yfuha+/8RXAKll12THjBob9kLXsxcsO2y8//jF1xu3MBbNjvBRgo/M1EJIn+kMhbXi8sSdCUQfxmuzNPxwnXaHxpIHdEN8bZw+fBZnnXHssmyMgV2Nqt+orMPpiDuQi/PVRmtrSd2lUpuszdey0dod6B7docB+QLWsC0Cm4AZ6UqRhuFCsKJrYgHJxg/iYiKaJ80Ukkl1AHyrboTbloqhh06LAkGebEs1H26MdUc4XZYKQY4Me3UMwrz1iSkqljjJ9eFb1hPgHe/LlKs+DZn53y5TeV6kb2VVvujk0AkYSLuaaENY07G9mz9CzAgt9vsQrlCIF4GYRuMUriqIMVvV4kI/26uyQ9itWN0DoKuOxdzZ8f+P0M5PPeVOhMcGbbv2/8JXxGTtoyHcWDG0FeGXJxGkP5Y1XV93+pzNGXjpnaXZOYnTAvfe7txvNi8ZOnjx2EeWP8d9UpnNME7NQHx6qq6lDggMkkQ/yyKWqfiynck2OaW5ic5o/EgsngxCMhLUmLLF+lhUbGquxhCouNwn37KVSmt+zr6V3zxstxPo61PJeC0F36jGB6vZiMZ17snQSnYHnx2r/oYDe+Myubzauj1EBrY6PHyCgczZWCujBJTPcX30d3/oksFBFhXRM2HeykFIaUBlNMw1Ml14raWBTQHY43O3Y/0hJUns1VKeYpgZIJRg3SO5QJOgPBRMNWO62SaIbgCcQl1urqFC9YJed9tPQgpBibqdJjE5MjU6LHJ39zOdNQvzv/B91JeH/fOOzXQ9d9f1bpl1EBCA8ul8ABi/4zjAiAF0TiAD8o/qb3uBFd7zZPHw5FYIzgu59373NaL5szOTJ4xaafUfgRaLnGBvFFwoyjFgtNnqyLGP2FUEdcJ5Z+z95/FhStj+psvbf7AlP+5ZoVs/n262+JczQQiiMP982oA/Jw8Z0XuP3YGp/oI/5ccP2BrQjCxPjUBMD8xB8iAKvI/hPAtgip9R6zGNwn988Bp+UQqLuk8bWwiW1wNV+Xotk9vJaSNaCUgt2vtabSul2tTgvtTmFdqeOplAq5cyRw1qmKejVfKImkEhRt4/1kXPvRrzRHSDIDyTQTaCITLRQGqSdR0s68DLf11469G6fSyPfZlSj69Sot1Wqc9q8H1LKo11zr/FwRQz8vLlPvHO61J/MwVXroN544umDVjj8+V2Lrzlt4k9r/Ob1Vk72o1wjU8f8Tff54tXxYpy9AcFqBVZHYTUmDBFdTsl5zGNtmo7GYqLSdkzTNcEvKDasjm26T86FPP5iTrMrRSWXzOVzHTkuyOe8DCZrqKikYDEmal+KVVLJVD7FplJeZ4ppCHqzPltWN7O1fT7rXJs86z5yro0Jjpp9YBXIttf3n2kfoObeFMqDv5TaN1k8MLXsPlrSMcU843u1vVQsxZwUQz8N7fvP97hH71j3+etL7pkEodwrnw+dcN//HZhQRE75PNpH1y1Zduz7j5mR9dF3n3vZKTlFbc3+1TdjemvYZn8c2y0h5kp92AE77LEDI2PxQ0ImgEIZTlIzulNiScUmG5qHt/330VHEoZWwHts3j+ELcBqBI8RGzvaIqPl8Sm9Y/aQl36N+TvyiQ517ScmlucUQ2yBvbiudnRlaFZhymwV0VbnWYKCtlZwn84+/cnzFOmMC750+/oHi2tFz24Fjj5vhqN51fx+0a/wI+WOAIZ0n2HHkeJD0IMf+UxjbkSFmCe1Bvt2mFLMSkJa1S7cGBJIEtpUzO5E32u2T2DnsIpZlQ5sRoC3YSD5GZpENjYiI2bwf/P71TmBIN4g9eCZ4qLRJ+eflydAmJNZMuupL01DNSbQQBVkkfbj48I4Pr7/ZuHl1oWvMVd4p3gkO9qcf0qDWaCNtHBoZ9Ozn5ylr0ALLhn8Q65o66jut0ec/5HjKgSRsP7q0lQxsYeB95ijW/2G85t0+VdvtBt09zX3Yzbr/Q90jupXMFtJ63eOWAh5kGaDYwt9nKQIwa8oOEFSlrquJp9U1UCOE+w8A+Tp6ADYVL37H8EmXwLT+41uYa2zaRU6+6qrJydei/tPKUr3FFNpjbeVOxk6YorhpP8BjpJjVG/JZa9crq6EsSQvFCy7J7MczHxEtF1D4SwUUZqmPF0gRRXtE/YSstgGFFJ+Uf8G006VnnkiTdZdRKxbcYLNxmvnDTela+tWvltxagHDtQyubq/qPhs8zvlx5y/DxT+SXnK+vhUvKh53mefleGnNYqk82l4py8lJhFAevYe99vQK7FWjGjjtS3HZR2ywBcYW7secuZLbYwW63SUjB605y2pB5Aps3Y6cWi97rpAwixfR0beHJWDJY+uH3khXUzxS6eE53pv4ujTk8sJMRSF7k8+Tm+K4CogeOgzlJtrFhtpZl7axCupwrAG4CXxhg8WS4rKLTHmiKsltBNawywt3fsoNyRoJjEkjt6gDOfDSvlN9LpkDwHEo1xaSWOG+x6NQ5ce/i5XRrPzPoUjr5nJ7EH1iqy+bsZPx9X+pJEn/wwEIZIMPhTQtvMLtJHo+rIv1RDQd8GUGSIOhELJ+B04QfDhLCk9yBzs76FHHcC8R1ryZS0x+A4Nlnjy/f9uS7hOrlAITRjdpg9vQDRmX8weyvjemv0fjD1dtXy2DD/5POpS9IkkIDPyCHFYGl8Yc4F+bxclAYCLJ0TTAjYu6sS2dc+BcuK/zgOin88ElF+OGU6IM5idbTxR847YkPF58SfsB7zDevnhR8MNf0vUa38AtMcxWG/NwVUtxFB+nVasMvXKFQm/UOvxDJ34TS38SQv818NwS/iLpWuFDc1ei60vVTFxdwgMdR5bjI8SMH5xTjYqPIIsEjVAmsxEkhb1uRJw9O8uWF+IXPWe28xIm9LpBYAnp7FD/xSf4oz9p4p8SzosuB1AynI04QZYLPRHA5rQ1NXYxWIrxI+xDC0p0EpIKZtMFrpHoBuVnVI2myLpeTqeRjMhLlfDlJncbRyN5QgS4QHIr3u+7u7nwEf4AiA9FCBOpI1ZfQBGjVrvlfxiqQp3u+DetZ4Rd4Ad9gHDI+NP5i9MBLIIMIvzD3wFu++S75x+86EWKPWPvfI3j/+yeWJRUW6TPqeLBJYQmZDxGpTkIOCew/cGLn3gnI6XGiWhcoLhjqgKwDGAfYxI3i01jtimH8tFN8R/xMFBRFxPsnuDne6XLuYDfpDoKF6sSPktNBf6GIkk8UJYvEAt1dXRaZZVeN3UV4/7begF9IrpALkdaKqJ/8aD1sxmqRpCNrfDPNIeKw4P9EjzGqqjarj6lYjauCTfUQpm6WtkicnZXwB7aa7Hgh31qkz6kMfdbtoqP4vNwtHyCxLvDdnqe0pkzCBFcJXEEn3cNJBRE5g6Y22QA20R4G3E0mqip5YRkrc61gBUOStaz3FtPSLDm9Ikzj/4k11Gyj99gXx+ACkDDPzqdKCr3UO47847K9MfTRiZcH9C/1UD+G9AnaLY7wZBmeYpL9FTbAIuKXIMZtF0QdgWsAhtmkviNcE+13Kpqfp70bXbRm5MWhBY7Tzc+Z1x1Zuq5jOtwKl1n9fl0KuTCLKq7cypx6bcd05li5R3DbYHxp/J22ym6q2K16BvthP6DzmUHnM7vviPAy7dd6MX1P6vaP0XFY44WFeBzU7/I4SINWUAbM76Q+xXh+7+Ex2LchJh2323WzXa6J/cbfRK97jzW/x/F1U7qXRVq6Oa2nWSadDQTIkKv74WnNeU7G9xhE7gGzrHkSGlZtw9Os0qvQjr6juq0q7fGQL1dVAtOW/c6RZb9zOppt0hVv8xMnEccToYkD6XqK7zkdbmFKXWpb24jziVDrQLoyDX2fcg/Q+4D1Ha58n7p6liXfqTuJf6G+I+xP6H1S1ryw18zEfoZgR99x3VZXryjW1yob4gK910aar7Vbnz4+hnejcAA5fAgWALCKO+/e72adQlRP1RajUT/NUZhGDEruaAQc5P9Y5L3IiQhnc0bAHQlkQoixgYe12Rt1zhbd0XdAr2soFJdGYUgUMtHWKDo/cHlgRYANRP1+KaLkaPmPFrTl5tEa+Z7XKNL2HlpjcDXxpPpP49t7htIoVhf1sfYOzdcTvOO5nTCv0wraDLDtqDvVCuQsg3QO4Db+/PuffnD7+rGgTHz3+vFTLj77mjGQ7T2Lyxn/56fzZ8KLf1+xYNqsV+f8YfCIq5ef0XoIBn/5iXF/6PbrTJmrwjYsNn48Aqyn7zdivuaELzG9EaX3I7CuJNuyk/Y2lQfIttk7dV25d+oj4CrFIPo/X9E7lV6fygCyZGBdWQacLvIFhJwnycDJ/Vmn03skdFWSpNaB3ysLQb21nj4l97J/ZX3vjbK+SGoi1RfJk+5FcdvpWvVb3wmV9UU8wYin9hSvxMIPMSlmul6IaCSF2h8DMYYdAQh7IKzmmHQk1I9kr2Y2RCASSfgaHWyikStFmk27mAKzl2PLp8LZlzAt+VKXPf6j518yXiIg9ltfgtkwY/d24zfB+Quf++UV0/xs9MTHJnL9LPRn4+f7TOT6zjcO/umNd7ZcctnN837wJQGtP5+h+K4l3HpzLqN0JaymyMhT0jR1vorItrjtmDly4oY6xQR++hlr7x8/wbK1hg8+Bksu6Rx/EmZ8eeDcw8YbRx9cuXotwYn/bygQnPhxCwhOPHxt8Ko+btGice0ocMx45YzxvdvuXXnrWuN3D1+qE3D4Zy+nuPCYZ5T+VKYODOQzxzKZrMOhsxzKfBuf2d8P5DP+TlWtxFjfGaC/zsX3mUPvE7S+o5dlV0vZKei3dtJ9huD7hOl9Blv667Gy/vpAt8UTsky+NlCkiHbt+wf3NV2HTmtd6aV16PYBVpXgHrAOzZ7E68o9iR+he0xMV4DxBfHyQGNFqQjgs+5j9mgv3YfOyWnNqaY8J5/fXFe+k+Zk3uuP5XtNZ/6M75XU3QQHPVS+GULBirtZe5x5vzPK93uMOYbv17YVgZtYPe5QrDjNPd+NyMMq9wY3t6Pv77rNHQK6O7grUNnrW/vn/VZ5LI8x/wffKI+vR2JcP7d7iod9mNQf6y5fFF+jNLIKOnSVx0bPHSkt3BYtFpZp4Y8xlL+hk2hBz/wofweV9rTyPohpQZkbHMBcYB43uikuh405S/fxkJEQyuiiZHWMlU04fq/bX2QutgsZvPmX8q1JYFQmCeiHSg5RKRI1IPmJYHMsP/4sgeU40UKs7BL+iHGEYnLYmMatjJ26ZSzKiu0yybHeKtEcqK2izNN8Jppmju8zIK2JQHBc9eHjBH/DTGnispgGP8D2w2BKN0tnorsw3WI/41i6R0ermBBZTtFK0ll2lNBBaddq0e4TujbI936r28Ialnf8vfDJe7sb8/x22uv8zBeZpEvxk5w5WeI5pEUjoSgilVsePhQSIBNDQiYoKe41LodCC60tNUWzgvZ29+7tfq93X4v6WhnepOA2t1sTsnkkOdcuw52cbTw3qzD6wUljq9qSUwLy7+6/30I+Ma4zDvx66iXeja6p6cvaLBQUYKLGdErvODOZjjNAscBFPM5saZwv0mHSOs6YIATlypHuPd1Iu8uoKAX/aUdKWPTJJxdUjPNXV15JGLb9JeN3f+ofJfz+JXjY9HkZYzo/HdMzzKzRO4JeCAaUsNcX9qp+t8eh+l0eR0DxKwFFU/0+VfUHAmFBFB2hsDfs9HgdHodGPx0ORz0e/FevBymqFHaItnUCZ06lpUCyxA7giRRIayWaQ6O6KN4PLeEhucirK/ODOvn+uWGDpyJXKMBPnzvrlkuXDGoMLzrbeOs0OUM3XffQbVPGJ96zja//LvyuMnOo96UXGTN3aDrtBxpm7tFnfMt8Fb/qzwYUX0AZMF2Hw0vavTp8HvxJkpxdmrOgqPK/m7NVKLr65Fl/+6QrsoYC3HlzZqyaQSc98zcnZQ8Zt993x9RJZL6ZFZAakEN0229M/mK9NgPz183crbe7nKzTzsicg+ccyMnawME6WY1z+DjO4XS6GZmRSPAGNEb2MVjbqAzjtdk4QcB/tkkUhs7h5nlWtiGWA4Yc/h/opvElgttTni/JLrd4qpIemaR1psXi1XsU/AuSIWAjfVHMHLYUSWnjZxiPWHlg241j4DWuLfP1BlBI0Aaz89Fd6CLKz0d3EV5i/UvywNzMWn1Kxdzo1FgH58g6WR+pkeqfWbY0M1phUTm5I+bEBDIx+dsn1nnqzOjE1PLE7HRiBZN9eLFy840f06yv8caJ/8bMMVn35//5nCR90ZVIObbgJXouOhfzK4P55WIizGx9+EIeFvlu8K31sdcFYVHwhuDaIKtm1pPwJjhRJAOSQymFAmP+3CpxA0X+S4ogYlOyi4bASczYwvwjkob9/1qoKif5kjZ67hTNTSd2GZ/pnfzk7GXTJz96zxG4G2qMt40/rptw+dSRQ+6M55YsevDwtQvRmd+MgNsSDTe0f0dxEV1+DrZzLqQ+s2zOoe+I+DrFY6phVusXLLOtsZHz7bVVG6vQ2uqN1SjQiGyHaX50Pro5ipTo7iiKJjKbXeBySSrKZSSJ8yQUjfEc8CDJ45EjWpJZj69cl86tkjfIiKQBoSQpRjMnaXVR78UcK8+VnFl1lZOdQU1pFKefnHjTWbutFiWtmACtqVJyvia+bmSN46unjLn+496eR+/+jBAh0bh8eWMCwidaKTGuGf0QaKjQ+/OnJkaa4IW/LsUkOTF5/dgFC8atg2uM6++MN96wsi5EaYFpI3KYFmlmEPOnnUxz3xF9rEMprubgevtqO1ruvNOJQm444oHl3ju96IaatTXohoa1DaimGfJVHVXzqnZXvV91tKqvSlSqNlftr2JFtirIZEg8yo4vNCNwcQBlAlm6jfjE8+XLZSQ3x5vI+ybBYZfD1YFsnvQdZ8IaeTgWRmIYG/bZPAOHsdQU6lLHVDAx0015sbLzLWp29+4pFDppryPit9KaGnJcVCqhrIfSsVc2J6SqygUP/QQeCSlerWwKI3Kp/Mquh5+4+pymZcYXB1dcvvD6v269BcJlMo/92w3thfzY5TeMGoQKuy77/uSxE1qn/PaFTYf/6/6nH0AqpfWlY9c9ch/MvvScW56ZfNVVs2mvRkzrwbRH+wf64Ie4pzj0YPTJKFqTgIAGD2pPaigQXBBEx+ohWQ/t9VvqUbJ+fz1i62lxksgnZJvNAo6xmcAxshxCFM3FxQYCfj8NnbrUot/vbQyxlOZ5ZJtHeo8q/kRMyFXFcooCSWWesl5hn1dAURr8dVmmyV/ChGmkQfi/mFVIeGm+2YOtDvKa+lDfCgFDqiII+uHVmPRdYPU5S9Hqkm+BeKEQh2UBFwdjof7jdbNPi+5y29SzQ/W3UMoTob7/qvcfOxnUxdYxY801xblUvk27YUzfEWEq9hUbIL6TSfQd04ORZHFbBj5Nw3ei10YRyxCUSJcQIbAuzZK9uCMCGwNPB3YG2BBXww3hdnBcvr6jfl797vr364/W99WLSv1mzA4s3/UawUqcROpH1LhW1GTFBiPX2zbbttjYdtt+2/u2ozZusW2lDdlsIdTthcOkR1/Smyc9+UDyMoqqoGnKfOWYwiohkfJpELJrMVn2OYRUdSylOmCDA1Y61jt2O953HHXwDgfTTjv8sd7FPvARnmEu5Tv3dvYziqaUU6DQzq7X5p4E1EIisNba6IdrIS8sNvU3gRwAyyKI9NlaJsJUzKYPlp35QvNrFYgsT1x58+Dazs7Rk1/t59F5y7q23zFynAXEMnb6I+cOr2+sGzT7ccyiR8y+pd28C6+FKuZdvWGNAHQl8FE/5sxdCVCD04Lzg+xdEbg8CZ8n4f9lAejlBQCpDJIo4L3TZvMnlJwSAx8bY7UUylTpVaSaowpPP9WcYlPV5SWQpkvgvc69pWMHEx2nQCtJ6YHVv10HmL6Y8kCpSzNPzZjYaWGO3P4C7zr+7IKpN5wW1MjEcHnsimLNyfJ+lnGi25Jz4wgXwXJezfxNt89KAYp74sjHxYhYe7BY18eGxxBpHp0PsSpPBXd6v+DadJveVCwS+S0LbruNiO5u+law2SKo2w+H/aD4k/68n1X8IPkZt2p6wcfcrDsi0n7UVUgGLSHLrnb/bv9+P+snoHwo4EoROCSU4LJp4sL9vJoUt2XV90iScc+bnSURxoKbP1VySYIc5gGRXjPsaApuJV2/BU0oDgUu8uETQ5snng4+yMzwzY9NJ06DF9Q9mNBVw7qa5GrUMFfr9U+m4ZnUrhQS3PCFG9pUWCvC4RwoOcjnNueQktudQ1LOgT26KgpRItgDGa8ka4lENJvdT+p10F3b65xaNBrorTVTNo53Wt0/zASHuabuBHPTsrYsvDBp/u/JaRsVevNxulMZv18846QsjlDtbdZqpPvTsyuxRbD+5JyOE1MfGnEp3qio0gQmjOecx/ZqHbNmJ6P2HdAzJLlDhd/IsIaFfG1H7bza3bXv1x6t7asVldrNtftrWbGWVCZsTQjVpF+OwITx/Gu8dke2XZunbdZ2a+9rRzVB0+I1ZENnGpSsEod4/GgAAnvq1U/MjA/TPqJFsG9a1DDNosrNO9t6Uu6H0DpgDxfzlBYPLvnuoIaKXBAnsD8tbdwWMUaOvfXa/eDpzw3hN6EFvYetTdvCW8W02Et73S/Xq5+MwDMhcGR2u8HtdnkVdDgBSgLyic0JRMuHpQTNkq4V7C7JI2uMH7r9B/zH8Crwu+JZBV8v5XZqm0nbt2ZXt4t1WbDCnWbuEu0pawlB+VgeKuXA3dp/Pl/B/r1l9venIJyG81NL+QiVDAdmDd4jj9G66Id2Mg6yho9ZExTyiY7EPDwzE8tMVPBM9ydY0ZxmDZ6m7LFnsS6wmzO0EkgUZjeDalhmREp1Zl26q5yf4AJSC9KuDchP+KScn9BjwmT0k6GfCGUKjIRTKEB2pGMmBf66bHJ/wsJJ7P7pVT8Kl5IXeg/dM/Y7JpeBuajvU/5lvAfFmF/pc2Zx13F3cNu41zj+HGmpdJv0orRH4peqt6loqe82H6oNwWchCIdAViMq4n1+3798rE2UJkjIZQMIYmchwkYzeixmQw5Sm6o4FjuQyDp2QI2eczXaWOJVOHJ2JhbzRDRCsXCiyCQ8OZKIb2FG0dZFpfpBvOGoB6mG6KWkolh7+Qg9YyWpBTRjGEi2cNnccqtMilRFpiqs2dZUK/9y763Gk6/9Eu6CKcgz13h3jPHVwasunnPZWzsunGz8lPWc+NOf9sFsOBf7etMHf3bPyvc+vmPzlbOWfmGuBRKPvhTvMXHsx+Z+F3k38rcIeyT4ZRB95vvKh3YKcJnwjIAWomVoDXodvY2OIIG2losxMeiIzSPl82GFnIOTNjSkEwEvuUgr4612kcqTytnjcX/UlXJGsTD6UxLtJG7CIdDpkz2BLpRSGl/p3IFYLgytA6UdW6wpp1u5Sy+91jhm/M99d0LrCbj8BuNvav2Ic797vz725lf8L6OzjP0bfvTIfSe+JAjoQ/KZlmce2Djr/I0fkjrQviP8M7Tn9Hw9scMHn4iwUYS/cXAsCskotEe3RFEyuh/7gxQBICHYVUfGicIkkqY0K0ixawypARfVYw5w5EnD2t49nXg6ViFov54fqOVp9U//yuaf6VfsU7m7jaknrepnVkIS3ffll73jHhpuLWhg/HjsGRrTu0iPY6WdjxHq7469Hzsa64uJSmxzbH+MFWMeqrIVgWLoyoI9lk1inZx074CdWz1ZJykptWF+LXbtdyGqqXqpiqas6C4p55M0c+X4iUOVKSvjRlJmajx7qg6+fi94P/zQ+PUAvbu471PuLbwm65k+vTGDWhF6AsECARbYQSa+qMQHM8HWIMsy2eYsUhlZlVFWkJOJpGUYJolheBbWzslEO1Zi6ykyI1FjkpJYid8cTXBSIqFyjFf1atic9jeqrFIP9aSzsx977A4mAS42kQh7NU+9ZiJo6j6bAyu3dgYFWaYxnHNU56zsKyVWVTxsppUhhZ6mljBn8E5GO8xa7w5aOs4z1KwpJ//MiuGuqytsR8BmuQmc1QUWeVvVTGW5s7mwh4O/oi3nYO6t0etu/PToA1uh+thP1++FFzuNw8Vd80aNm3Xmsqox15914bmTrlj23QycvX/GpLlL/gr2S1b9ofvSmcbDY3bkCxdcPbzlUE3xigWtDXOXEh509B1hP8DrvR6q9XC2uq16fDWbzbXlxufYxXUr65BSByHOQSzMB7CF+WMObFyYq+VYSXKApIJHSioajNysbcHbP5vUOvALYgX0aUKHtlJbr7Ga5kIHaDYhcYravSx56sDMUIMESYRdElwVREGXqBKIMrVeqz9Qf7ieF+vzte3Y5iAGCF+L7JKcTEYY7yrvBi/r8CoeCLGeeothaclRXMKsYjYwxxiOaYykDsiHZSRnUqTuCR0WjhFliymPLVD1NZNHe0nxfwn9kmn/dsxLmtZVskWJtYassEIptBAIiiV9REJWFZwazH4w07jtmRs3/dfLN1/1+MbFK6r/Ea+umzTqnLZsekLzpOZhQ1vGrB8FbuOtM87e9Gv9/AcemTFh9Jl3FyYl0meOrJlql7cn0mOH16Q30bWiGdN5wLoqxbToEUF0aql0WNWSSkZD4di6UMBWEfI1zxcg37NPPdi7r2VQc6YyQt86IDu4BYsU0UFQHHtoKgnszvaL/eYlx50/lGOThy9dnThmOzN8A7eh36wcej5n5Z+Gjenc3VgXaUybbsdjyzJVQTWboOmOrqQQjKwLkErpfz++VOX4Tjb9uLvtTcZXNPA8M2A7yeJLPjvkb3h47ZFbWXWgnUdt+y+kNM2/uFofFw8nYigSTkQDwRATDUCIiaEA3rK0aMAXDUSj4VAinNCYkI8JMYhB4bDGaS5fOIQy2OnMyLZELEoCzS0t9PimUID8vh53IU/qsmjk1d0fg6WhdJrApJq0zuZIpzU6vdIZAjoA/zLeNW72eMaPvz8yd1x24mhFY/tPEP5lRqFRL7zau87478suGzGc5z92OCIXcmdYJwkuEoo27fl/CARLIMas0odFg7EICgVjYZ8/wIR9EGAiyBdBkWzY5wv7wuFYgAlkgzFfMBgj81QJ3HCCzcoe6rYFAz680xEkaVmyR8IxEoImU6acK2C+vUEm3UlnTcPPJ88a2H4OJhBNf4zSKdsB3QIr9xq/Wl1cMvZKSUtr0gQHK5vnB7CWxKZRGpIlJiIE81CveYbQ+3sSoi73KxGW0r4taWaBPtRJavFlnx3/E8eKSJQkzSb7bDZZzsVidpst4w1ojBzIOD0eh90n6SKI/oxNAmT2Ue7Ej2ZSar6nhRwXYFfNwovsR68uuFN4KsHB9ITAxdaTva1lFGotNnHp78H3ht+9ZlnueVjX+zYab9xsXJntmDIpueKCugsmt8Saho8aEeJ3eQtzxn3Ue+2J36OL3AEn3/sW94oxX64958yW8U0RB2v16xDOxbo4xjQwi/WcW1WzisunuBTFaXc4sk6Xz+l0ZVIul9PZFIdINhZ1uWpTFPLbHbArqlxLXtsRXoIO7J61t1B+tRfIo3toO5kfmWB5fpa40gl6U37TpU6AOUvWBdaW705ByVixel7cBUJx1uxFO28OVis/gRbjYthu/P6Xal301h3nTprQgW3zwITxl150xhljxl506dixXHbT9EEt90aGan83Qr2vgK12QuL+dNWs3s/YnS/Mmjl12tanpk2fNo3ylmMY8X4ar88xS/URgbCWE3heM7vES3YRcqFQ1OeL5vCPq1YUq3IuiWeyGTs2yzPhMBP3ZzwokhEFc6GSQCa2rXsIeI6HwIP2FGin3bx1hOIuVEKpklyRlJu0A2RT3lEwmGSMjIICLdam/yBd5QK/LwHDgX0+dt41dx00Hn3hsu/O27tt9aH3uF/0XogW9j6EXjoR/97zi6dNuX77WnTJOb83fgWJZ9a2aYcevmP/hC+Nl74wur7gXlEvOHPK+QGS69L3DfbNfoD5XmBGMWcy9+u5M5MN2VGY7VnV7VNVt9ur2kZBimHqU+2j8E9osqoOS4XGEoiQZJU4qp0oWo/bpZA+LdMa5jcca2AbGgYVyWKOC6oik563P+NobkzBzI4pFPa14JlTXVxBFJXW6Z1EE9pRlTSeakK5KhcykdubWEwahElDEmoSyO8T4pDykdXeRoiEf4HtlkyxCZE3op+/FkJtR56/9oUbJ8jJxrqG2O+Mnb+dNX7UReOqR1/90Ez4rOk7Q2/cdeMo6B2XGHpO2+jzeq9YO2Rys3/B0mXopVjb1EGDprbFAc7OP/LY+JueW+RMFLLGK1C83csOmn75iFlLxyfa0vVzHv3zLbxLUNrmT6ybgJZ40i2YXqhw3tia7BnnDpKt3MYrhQT/R49g/5q+P9+4gruI5lQG6XsRy99d5PzI3kvf27CuGULy0hxxuteRvLFf03rkJ/V5IQESPDh4CLLg9YgKo7odCuN0O1yAPCL2goBx4R/R43B7RIfo1jyizyPKAnAsCKxH9HCcx+MXNRvmtZ0RBcnBYjmWPG474jlJIvoJ/0+NlKGkPTTRTqTbOznTVG9avQdrKKyi6lX41WqOrGcPDMVeI/m0qYmp5yHmRKyzzOJnyA3Gqxu4d+6890Z0M9ZULT8noQQ4657Vt90D64xN7COrnll5Yhe6/hfGOH5X77Ww8MmbHn7YuI/OfR3DYN8wi+e+Q7+yRp2tokoCZNF/RIPsqTRQSR8xv5glEDQlSrAOixICpoT8LZTo7DFPQf9TWpxEjcGUGiy7ZdF50+ENY7vxW52EFX7YseDM8XDu52jPZfNn9W6Cp8Yam7isseHFmZd2dBh9jGWPzZDmYTkoMjP1fGNACwl8UXNqzmYnCjlDzrZMVKsLeDONzc2hcKYeZTPVKVtIEqQMz1pGEH6ga9HcefaZLdfVnjdaqBrifZUWW7HUppSOu9KiMO0lsgiDAb807/Gty67JnqGPifidjlGjls2/v81425hQMjBGd2oah85/dua7Dzww7amfk/rZxER4+tnWIbW1tTW9a0glWNnOCBEzo3drTe3CS/vKdp5Yhfk/hDlP96XErK1lUG12iA3/DPPZs4kWonBeHJRXzOJqWyqdttmTgj9Cfu3z2G0ESoAmlJhF+u3mzN+wNI81cVNnmBMtm6ktgbK37La6RfjdPhfqJ5EgqI1nj558gfGpcXNdXYHYF3zQWx8e6nSyzz0xc9XChZlsdMzSOTNvqzmrapDbbRRmjaqqMoaTsrHtk84MYHMDgM1U/xQtMGY3DBky69z1xr6Zd188OLXfG4lMtWrJZkhrMM/rmDl6cyCthbWwwNdZXA87w86GZESLpbOZgNebxJtRNJVAoegApmMp9ljbEbU3+rnuLvyvfC/9lLi95nTc7g8Ofjuf+4uWBvB3jTFd+Cvmbz3TqQdEX1Z2y5nqWLZexj+Nqj3rzOQIK6urFF+AwlTxPC1PwJaWw6MINgdZpxUTbK+cZMUcK1k8ANPwFK7yrxKuTjmvHxMTIo9/OzP7C5e+lYekj+cPKfZXDnv6mp3VeKSJKCOKvCzZMtgCIf2BChSq8C89pK7HW846c6c2cuuWH3+WQFLyu74ZQQtH9vTXfT1JsbwaddmWtbNZHmVFak+TS8sE3utnxCj7N1dfw24hSF23kvZZJ142kbpKGDCb8Lg30Rqs4boGGhuiDcCQIEQ8Tk1xyhmP38+7kQsxGZ6UWr1RKEFhUAZgVfkeKf8y71VsgrJQEWHi/HwVnlf4xmXzHmgj4nPec+f8GXK0MgbmPrP4bCI0BBejpna/JSv34fm+TrFRRujuSJaHLMvjn5jXlVW9BGpnm1/0MApLmor9jMeC0bOvQFqFVciDetKAsGVVEgVsUHBzMC206SPHX1UgnF/z8oWbOuJm5cegH5/XOnbtHb1/x0P6ePPEJWvW0zH1/aRc6xnTXd6MS2EzNhuIEkdNfVqg3d7TPMjbL3VChV88+EFz2ZAlxLWctX+G6Q3zyFwpX48nq+Z3nWuIJ+w9m9zvB1bdZZBJ7WS8aOlWfEdigZObyhwI33LTSmd88BpTqImARwYfo/c8JygiU4q/eRdL9PzfnLOVuLeBi7B93Pe10W036wnSTFGPejPxVDgQYxFKpTNBvxvZ2VQmERUlG8/kqeFvOgEUKN8zFA+Eog5ReUu7C22e0mGDmfskukHFzpuw2Lj35uMnvnP8xvOHsf+CxZgws/qdm2Nfr7sBNWLz4VoiH6QU7xfwT7jxEapPrkV39b564mb0/L+Mcdye3kuMfew+Mu6vjCO2O2i8sooZuZPxkGhkrMofiuKhVyWJvAS8quBgq6jRGhHlfzcBf8UEvAPHn/GmkMg/b+y5+uMT7310zcS5NnYOjMBEngTnGd/DiuH3xr9uPfE9MJ51r4Bfvm0gCBlHwJgG58AmqjjuhOuMG3vnwqG1xrOfoDnGxB/SfHSCWdaH6e7HM0jhNR5IOhJuLRMPSZGIx4F8YiCDJOy85Fva6YiHEqQuivnTPAiswUK2VNpIMlkJXA7ZxMENLXzf8W96js+FQRughpNiyAU1y7+5Db277cmaSVVw1HhnJzkeplWPV1xznBQ9PhwcmUPXfDMCZk/nBRgGgvG0Nc4jHDnnCeBxVjODdHfKVaV5EvGwFI16XYJfDNLmHPLJQ93bMnCsg0sFjOZgMyla1Ti4ZXCrmADu2Icn3vrorP/JB7IQEyS4HMKLT0xC+SdmTprwweQLDjmi5NCV0NWobZ29zjAahwZhxYmX2VcafFuqfvMxQpYN1c2voDokojuFTBjhNesCrL8QOSAumAsnU1KP/VZPkGwNORK0IsCK/dbN3KRWWdNetmQgHLnwBDuuVNPOfUNr2qtofe7WoECPJxwOmnzMy6e9t4+4P9gMoRFYGo9a/OHjxs3nLOgac5Ut2xAaGqmoQt92f5NnP2LP+glaUDpffJM/gOeZZQbrsTSb1CLeRKLGrhEUu4hXTbNCQkZqo0CLL/aYFi4xbokCL1D/i2+CHB6CxtAzYlJSij0wbMxjZx37qGSAAmZLkO+aemXduDfuM/Ybf4GaIbd0jbmkuuqctnNHza9BCtT4wrm5IxrSY1NDRkIaprPzTvzfVx6Z6lY9afc34bZ43fnNbOuJH855bFyo0Wfhc/PT+D9i/TZEjyOXpihhkWc0gsqoKOBrlCHDcYJsNmskio425CCNwvaQEGovyWb2m0hn5KyKcftTrZamh1+y9524Cm81cWjAP3Hj7dYVXV0rWtlJ//zSeIydB3MginXik7P0F++fNu1+M+5zCR7P/+DxqEyUGaWnXUjzmHjlrMTEQzkT+kxxZ4DjWH+jnaUolYSKe3r3EHqqpOypE78pwbDhIdGBhbGP7y5aUdwC/z9fYaP5sPGecRDqoQqTKvtV7/t3fv/h2297GOYbj8F8rGkSEIUwHuEnxk6Y8JMHNz711GbK6/PwGD+xaJbwBLRmEluTfWGb1oy57cn4Zb/sCkpco4s1swPxVtjTPzg6NotG2KFuLQ2PdJ9k9xRv7Oq6sdhPta+/Nt5mJz39o8mTf/R0w2hKs4+NHxtfYRKacvcpxVkMYrmLg8ZoDDgYBxO2uWQN+7VeV8Yu2JC3kaeC124yj/LONEppirc1ArP/IRW9UdDKMXif/MD4k/Gm8SHUEFZi9i1Z0YaWNxkv4HUfhTnsPOOKL19+8XtTp6x/Fo/lbkyXszBd4sxQPRH25zguqcS1mJzTFFBiTCgTdTo9UUls9Fh0yau9b+4lhDGznYgwZVqqPa0Wm4J81iSO24dEKmPwhwdBevThe+9/EIy3BBiFdX4Yxr5+G5z7zVyo/foXcMZTP3zsB8955HGFISBDHR79FweNtbO/hrV4fJhgfIDWQtToPixGyM4zgsYzGVHgEZZzySRRP31Iy1MLxc8Pr6OdJ5KYEFPZpt7ffcnvwlOvWD9+pkEPIrzeSU5pkNF4p5PzNEps6bJERLFdRKw0umbodU+3Yr4Zf+p66d3y5anLBTHf6/tYnIDvnWBqmTE6Vl6SVOvFQuCorf3/mHsP8Kiq9H/8nHPb9LnTS9r0SWWSmUmjJBfpNhBBahA1IKJUwS6wKpYFFVEUEEXXjgpCKIGV4m5kbcGGIq64q66C7rJrQURhbv7vOXcmBfFbfv/n9zw/I8nNZObec97yeT/vKe9xozJHwF1giuKSEpdc4eNcuminDeS8RbPHNs2TWXl/VpY3Up2O9MFZJXT5dUrQXCdZ0w9LQ/7zy4kTqorxL6+//dHRv4G5LgYKMR7P/0+msPny5mlTppDFB/7+9eF//ONrrvXZtvdPbYMOlOFh6pvqCd+Jiddfe0nT9QeYv4P9/kD3wIO/1ytgKAFTZR7OywNvd2a93UxwXtRqEj3ZDkCDG3/t6lorZVSCWUHDXFurbdTVoYHwbz+0IIwDuPjnUztX37bkgZV3cb3gD1+rJ7Ab67EVovQDoNW7H169/J5HcTHzdWozScYJapQiU4ClgWazh8N8QMMls5mAniWgOBSJsnrOoiNb8ZBj4D01/Rql4I13jetU9FU31OMDagnY1cBgoFPPw+7U2sA/C20QkFcx8hKtGEy4KGJ2xbTIxq7Boh4DEvd3yFoatNrDj3UcBsum2NCoRGwBg8FIWGVD7LMYrdnz0IxRLIsWYta5srGpsbHtaLcOZC0jZwZdpUyYdAUIQerP6rfwRb/TpLRuxi23zCBl+GTmP4Cv9HD6APadeo/6iyq8smwZ6Pzyjq+EXcI7gBOl6EIlYS4MIp9bkuOBOI7Hy/OCcXd+IJBXSRdqgyWQSIVDX+iLIrNkqBA5jlaYTib3gxHQ3jflwAPcih5GVE/P+6iJpJJuj03LgHik4ZstXVMLCOvy0NFdZhpg4fiZW/CIndMPDBn/5ZX9lsZwJR6sPq2+D19P1Vfeg4sfqqnZ/PRjrZ//lX/n5lvzPOpXxQmnzae+1AH9XYsvw8Lsv4zFh775YfSbs7bs2bvh1TdQFgcLmc0AJnDAV3iPORAwYZOJmooO8zqaN2hpQ5YDtFEhM5rekwI0YO44TVdqlo/TcBgsZcZNddyrl0De8GioiKIw/lqtAAw++x76bEhU+ScY36pRCjzOuFErZonzZckjRZeJtCq7NSprlSuzJ6bgxF52sf9ovVZLMRYOVgc1AcFFgHcx6uHin1A/Wr4y80/iumbh9CXqUNwKNw5e0XzjLfixG6efGHfe2CEnXls365Gywu3LqW/f0vGxMA3wqQRVo6lKHZLMQ3kgb/G4I1EdoGVraqvN+fGguahI9lVEuER50oE4jldkLCtScpECKGjQ0+2qje1N/k/q/e30PG/QdTaK7T8q01GmJjbGnWzSVA8MSdKIVChb997TgM8UUHi3RrDoH/g1tVMqt6Sm1U77+fdrP/h06+x9kxOp06PMhFPPKslhd9cPuLd/VT88u6IpcSg9JTH6ks33r9zYLzVh3/RfRZ5V6hdflKcqYuWJ0h68wYVKFZc94HIZHB49uKXBApyhky5kIwVDt6O/wRTOxBMyn/6aJmRWnaBzTvDc8QwHAoAEQXOBl3fbdXLA5wt5A56AHdu9UbuuwBM1I2SISnR4RBu8o0Cwl7YH0CDrWw4qUfAvCF/gW247DRBpe20YWpcmcZG4lnxXM7VqNtatwLx6qmZuxWcnTiZnzPgrLiELPn/r8iuEsF43fFzGbJ6pTlXVy/AjLXjY3acOPPY57t84Q31tZ5bTiCHmP0mlAHDWVekiLpeReEzZ2jMAfkZiq5AYYO3vRq00OhPuwqouMkNCv6hfgA8xL9KEJ+w4kVkFXOpLjcuc2qaJj+nqFsCoa0FXxahJqQ4Vxe3ROB261pcSb9xn5uIBUkkgqzV7vS5L1Mxx4jIzHm7GZnO+WFGsd1Xkd+qyia5AYKzZxhj/3ixegbulqip5pJ2emnM27QJEG6UglvM8Jx/EH6itRhyVNz/66NpnHsz8nlwzd+Ets26dqVcPSjj480kcv3niwqfVPep7fkx+KFqxeO6MyVNPTBo/bkTTVO8bH773ypXP5vn+dOPfsmvAEMTdJUzGaSUfqKILeLa+Uk/0dr3d49TrLY4o+EiuLCkzyRxlZKQxK9h+XewxXB0kQU2wgFhZUf9MgmROzioBWb+ioiaXa/Hpuo5vhF4sZ1KUkCnGGwviXm8xb4/TChQknJcnuCoC+pjJaOSjBoGw0VUwwlyMPdqWs0xoTy/MFmW7PYItqjl1FuPjUXcO/1EtCZTcfM5VOy97oC+pUHcX9it4+sMHVj60HOMSUX1FPQIB6xWM3uRX2e0Zv/+kuv9ene7rD1peeux55tfqj+oBXIs9x/BAXy53KgYbcaCwYjcEjEYXDgQIpmkeZ6R0oI150JliaCfh65Ee3TB37g1A9xhZyrK9U49zw7bcd8EF98HzZnbsEkKM7w1WIoXgp/DlyosbDAGIncxJHA5srvByhRIHfAQ+AbmlLdVdZLQptuw5lEC2bdjm6bS+X1Fu3pfx7Y6OiK19deX9PbHwX69+A2xqEC6/ULb9/M9HnjwN+P6lbqPnWoxASKwW3gXcaVCCtoATBdixEfDlEwJWI9YZdViHLQ6dh2jYl9RyJZyYRFvazdpoWKSNg0S4S4SxOHdA/ejpO7H6Ac/h3+H5eDZeqL49bztuJyfk25fZdAO9KT8QkHwQ5LenxnHPLLrTTeMS1dt9IEc/8I+zlWK3PR5xQVQqN/kDvoI4DdSRoA+5ot5gBQuYVq+utMKay1kAayBrYYdlZ6lHKpXSUhcQY4T6bq6ZnXmLXXS5PbXgz9lghD+5L6P++w+pWQ35ETwGglYAT2BZTAiXPLABonX+ejywuDD40qofrx48coXN2fDYBVjEvdR31FPZfIYb8+QjNht54oohD52/+hmUO2srxPLS3koQ8lK69opkM1O2g43mpi4DDTQeg2ae7IyvM2amri5zZZkpj/6rzLTTZE/PTYvZPCr4R5Z6uox0RKRrJCSbE53uH1l4YTloJ2rXXD937vU1ZA54yOPdYXvL/cOH398ZX2mcSyheNwpwnBH7TAGjm8YKiTOKSKuQnmNe2RjbRoeoXVnmZavuzIBpRa9/QVhNP9DFvYClE1x84gR+tChEHw8kfcX5w+58Ev8Iz2+GmGFiZ+DcqIx0BJwBthRYEZeJvCgWx/xxWtyaLnPUjlfyQjypKFhVgM8qwLUFOFqAxQJc4OEqwnSZ4gg0GS1DghM5kRzWeyrkrrGEJhpN2FSnzKoPNh39sDOkMAqkOXQC07UNkVSAZ+fWMEjktWASQHG8xPHA8rvvv3LnzQfbceQHsK6ITv3IsHjBNbfejQf8sEJ9Q/0nIOI+Bz65/K4rLmkYUxWofeuZHX87st88a8qwIf1HnN28+74vjqOOE6gnFiaUPDA3U6WJmEwMEGmgNBoZKpIc68xiUQ+990iEzzRs1B0XuwaNSGesDqIKGq1JMB4R4pTW2BPG0nie0ePOEQfirljmwZ6o22SyDqcMVBevKOSsFTpjZ7RmoxJNbZp/f9gmd0VrAEyUi8aBnmE7pUka4jXfCaXulFCWC8nqWz2D98aKSlx6AmK2OnzRtTfMWXTzXO6DbHjuFrxjU2v3vP/eK3+ePHbU6OHjJzRl81G+P9i4hEoUr3aaoF7ISRlFBbEzEWVJnNzWlEtB6RAGy9Cu53pp+dgJxNHxNvF2tl/bi4rQBUplfryRLnQ36VzxSm4yJLh2JAWKrMt0j7FCi7pgwOurQFaZ2IvAh+kChkM0IT/EhhEwTcjhqm2/VgEfns3TpFwA1UboRbSa5sIgoniQpWEeXg86vkBdD2HjI/i3Ho/AFbj48eeffFb96Nknn39cmKhT19Gl3+pTtvnzbXgCNmMZj5Emndxj2fnck7tstl1PPrczW7sdbPAPYAduFKI8122JB4pwUVGE87lIQBK4/AqbjQtVGDmXFIU8RGv6qzkQ3EvbbcsN0ETpmSe0yEGamiZVeSgWdwWR2JU7Cn84NVk9+O67uAY7sB03qH9Wjw5fXcs9euqnBx9ccvcDq++49tprvye3fQ5MuOPLz04UFx3nbrhp3vwbb7jmuutyYx/fQXuNgFhpJUji9BimZRbOYvFlxz60+j02aHJu8EMr2ZN1HR3uHPYI+kGqJBwiLqc9xc/DN6uL1c3qNvVWfBM+e9eBj3bu/Ojgy8L7kISvha/peAW+FL7uPylh64/HsUn9/thx9Xuwh/Edn4uNLH8MAvcdqZTb4oWWvEBICBRWFpJCyGtLPTG9nrBBT7/f5MwTKpz6oGgJhU3A0A59mGxPNmqDB9SB6hPtuaFGEK/GHCUny81pdha0dc/OsWYZuJqZBl6K73z6yLGfAXhxKU6rv1OXqUvUhRzPLVq/8K4n1Y/uPHcaqdDJ990uk/P5p1etfEKdqlf/TcchvsL52OJPedWb7YvvWHy7BZMdXFWvXqXgP/O5i/BTwlawlVLFKmA+YojhuRrz5Vtx4RZhDaozQEcyx1hczHzFDhANa2klsF18z51k6OjaOXdiH//I6Evz5xU/+ebrHR25+zok4yHw0EeQuJFOM1eyOcu7+en4UuEoSNerGBHBjdxwOqCNED3hramdpVVBHFZwSH11tXBUvRk+8wp85krhe8BT+IyenrlCrA6BGFECQmb7oab2qkq7J0yXKVOhxVN0mxyIbRC3iOfmbuYWCWT+Rv4ak9/qvGJ0r6FGk092zmiKavMjU3kTeUAk0J6Y4sWczKINXVstIIojkwkHJDbbuCbGriG9Iw+8oa7BEd6Ej9M+rYP2LRc9yIcqlXxIG3mPYbjtYttC2722DbbdtrdtEq13apGccJ+2eu1e++kZdtDX6i6+6faENUug59OJewqLohWJsxyGJQ7rY7OmXn09v+7KuMcfHj2i4ix7+NzY9WtnnXf+ZawPZ4lJ3iDdCU0OKQ5B5uhgHDebwxzhFwHNgOaDjEBSTXPatKIyriBvOFW3lyNiEl/0B3aPpR1HxCf4GAqj85UwxuEYCuGQxxqzWrDO4o1JbFw/Ggl5LCKRpAJ2dJ+gN7LjMsCagVo3tmVBL3WUFkmkkEd7WEJNmB3IF8pO3WTnlDrzUVtQfELNDH78krcmL9l+/eph2HfhWSMXYl9BY63SnMC++0aPeu65SSsfJ89kHt900e1fYDWzY/X4ioGL1hIeabVDr+Jv5RtA/oMUJ7bGZDlPkgTEx2hFSCLo2G4Wg0GWDZIoChY2Rc8ZtAE+mo4mWXiw06Q0kcM7FiTozDwbbMjxQLyOHMzE1cNYWPL+dU8NVQ/njWocfkPRF1+oVwk71my+7JF1f53y0OyzJi1bSTFtPLw6BdoFZB+iSZ7DQdtUUCko0CjBBOINVgK/doj2AJ2jtEoiWzmkN/ZsIh17SGYHee3aIK+dCjbbSipcUp2203yvOsh3w2T+EjrsoB6ufWLyKz+or05/uC/mMisXXTvzit8vuoI2mbiHjsT9fjmOS8ZPeKRtwxNr1v9x7cp1KCdToYnJ9CzFDc0WBBnn2e3WGJLpOZCctuhhs0uyiYgd3SYboNmNjftZizW4Y5SS8uhsU7uvetBk6+LHaW3U5NgpWNo6bpMmSbWIjzHRau3qOMLfymrmDFY8VqsBmWIGQ57LS2Ja1mc0WujE5hav6EZWWri7xWa0UCOlK9B6DEhn9jIxdhFstguvutNOg/ytmXhkRO9zr41in3py6Xs3/AFMkxzkBqivPj+lfuwdT5dk7l+z+dI1L/DF6lU5fV8AMrOzrNRlswGm5OFFHBdwBelsmE2UadW2FrPEs1riklHTs0UrQJBTMzTL397mZ94jZMn4b6r428xPZ9Tvxi9+S7sgQ0DlJjb300sxinoR3JjXxTA9DW0zD1ioo63Chl/PALH5BKZL7udTK0EYLZnzyHBKn77IPIZ6+KIHKYrXY4xRCzf5MMe5syfxmAw8Lda9WZSI6GYPsuTMXLOaTtqBu8ykh/Hwt56ynOaA5GCnA2auIoWa4WRmgk6gPWIvvg9ohEbwCOR82GQN+oJBYinleRzTyKLPFLRa9ZOLcbHdmE/NRy9xIrEw7tjINnG3HWrLGvVebZ2RnR1noQkkxRYVeSA3zI219sEsy0A1tVn+i59Tj2CBjPjXyu9wsuCW37n+s3vHof3rdnl3PL5rC7l5svnJQU0jGkjVqT7CjtVNI79/Z++h7zY9vPrFedcuzXx8y8IhveuHMF43vuOIMCU7R9RPcRAxJrM5IhNf4GLCppbVojfaBHa4KhHhUxShX208evo8kaZKmQRDjDTRvTw50+KGYh91zJPqiYz6M+Yx+uabG6684qbr5jJlq6+qX6s/Ac+zYCN2fL76D08/+vBzXfoflx2vBPvH2GOyGGNaCsT8cZtNMiOThQWOLFR0TrrR8fbTV0ZRjGBqPmtWLV0YtfhV0DtT8cDrnzl1hXR+5sgaBg7s2WQ1T6vUhoEiLEIxGgjf4TiOF7s5GhWDvz3rWkG8DjwI+zZ+ka3VRu2F7o0vQWOBNbudMYcxVqCLBQIO7Ag4AmUluDgWKKksISUlFo+F7UUwug0OkdBCAS2CxMRNsSZr0N2mlz84KjOfdmiL0NwuidK/bAgE5NFspzZdS/kAE8F92HfWQ+OW/5HHQ89loZCFyc7f1cPCjsyxoUM3/eVLr+vBSSwgnvwYwmXXC6emaTbDr2BjDwF0oVIk6XUGsyCa5KBPEAPuSrfi5tzukFgQrASuw2KRw+gz076JekkwiBLtE10kn8kO4rVlpxoAQmlRah4BONXGHUFJCLrCNClEYY2+5oz/JvXTtSv+8xfc6x6cxE3zy6PqX7+eufC8C869bt5NM7y4Qt2AdXVrcH7bO180PDjxlPrul889cun9fdY8sPaZHjZVqcgWU8xo9IDjaqeiayZltFiMmqXnoo9dG8xwdKcZdAEcQ3eQKwA74AZI9PDtbQDswo5T5wOoA2rgz34ZTDwPA6yjHFZqz646sz1vpfaM6VLQtt82Z+nX5jz06nLc056H3/BwJgMazdozQUNBbxF4dgj1AlaW7/N5YlGnzRzkixEfiFZGSZSP8pVlwYCflRwy2ZCzmNcVGH0GHRMFKIeth9QMMHsom2aDmFUHrWnEQYklGEXgyhID2qwZpu2IRpi4NkGI/xroM6AgUIjLz7a5KtJ3xwYUrdujnhzcOr1129t4wsppiy+dMHkcH3NGxtaHh/cqm+6PO/Nqw5Pzk/6zT61Sg2smjHv/wDP4gkz1jVunrBgydesV86/r4hnDWLxoUJzUZznOZ5Flc0ybkrXRWASZhFWEIN7lw10cg4m6053PyDDAwU+jFxu/OAO5IOgGkPdFLN+Lo4uUPE8wYjHqHH6M/bHCwpJI0IR0NBPldJT9tthR0EQx1mMWSZw5v8aGu/b7NbUxM9SIkDZllGXDNETUQkZdE2GbXUXJDQamuYwmcP6irHRLY+fvvQVf+8aIc677aPS/Maf2ub5q87pwbMJEJtP5HzV/sfPAF1dOSqmffKT+/ez5V9/ztHvESxc/fIvG6YWBbAywQXELAhdT8CKEfJZYduZeFBmN1xkFA8eW66LukZjREI2FsHmkbtQo51JcH6L/tpMaaS4l7PjiZAmjReSBzOeaT0GO9LR6AV5Ha8ujuOKQcOxe627r21YuwPaVy6KBLZu1otw8No1P2VVotTn/xeuSD1134ewqZ9haVmvnYydP7tlwSeG3vBBL3sr9SNfDgv7Gsf72VuyybImZzT4uRjSkyFqSUTaYWeHHjQR1s6T2rKYAMcLVPTEj2+37vsIdnaChdZk/8EUXapz8mHWa2nQSyOubYNOFEKHdNn2Qzd/n5QXcJMaZg26fsVBmIGshrIgv4GtjZi877w6cNTeD38ZG2KJapHASRK2CTjRS00HafP2LF5rUI76Tmz7+8V/q7UYLSWXOGT1/IZ764MRR3MTzzytbtf0ff1qnblf/ETFaP7tq3LAXcM3HUy6+tAvXoI0ulFLsrhghgGu/BjaxB7Dl3O1XgdrVA9m6e1qOi3XzM4y8IB8P2z9bpbh9DoucPa8xxAXzIZT6AiINPhtl5upUKKn9NJ0E4gVWQbcb8x4L7iGQRlxTmwU0/DtZh5/nKtdBWwy4LfPd1EUT7hlVXLT3dp2o42N3DBhw+w48ea/6Q73D9NnMK85ed/9FJfEJf7y98sqaYdRnIP7TPDgEeU9eENroMsdM7phQSU/0iYQDLpOIBSGPUVgOCLzljPkvNJetYrCJ/03maxN+f+uG38h7gc0Y7/3NzPeXwYwPzoTYWMn2UJahc5RAyOstzjcLwQBQ2eIKe1EwH8zPXmkndskb5YiZFUewlDH7l7Ta0Z5uszfZ2EUHVLQZVx3uJuYGjibC1REa0+lkrDZ/MxO7Xz+ERfVndRbY4IRMxej5eaPPKnukP7516r1G24qFs0ZzEz8/smu9uk39ZxQsccqY4IBL+0xLzXhxwagXxl94zuPN/gGFC9+6bPL0rF2ugP740XlKkd7kMxGbDRuCTgt85RPK2BGhnJ0jAl3Zu1kCos56JROw1O7ZZ26HH8vymnDOTqkz0Ymo6hptbZ0F43WauT69a/7l2Jc5dtnYySOpm3+mGe3r625TT03+Ysk8rFt62ZxJy1BuvIQfBXbCeIHlDKRkK807jXQHRFt3TpIlgGcAmKXdSEkWX2I5AO0GL5qNZnG9t+ImizhPzO32mWLasL4bGUWWYW0ST0svc6h+dH9nvPwVokN2NQriJeNErD3Auik7Jt41XYgOxJt7qHPMqAG48jmK31XiKimOOfJjRQ59TFcJdNlRVlpYYnBRYrzVKzl0IrJ01ixP0gk3+KZ5DPUXSo5ZkhllWy9Pa5W27fK0RJALAhueuXpQp8tw2u/qYe13NQNcePJDj4H7dLqN9kpmHBmsvZI51S1vYXiYVuxZnvfrxEXsmbj8/wDEU0uy+SobN7iAn8p8uBis3m23O2NFolhqQkF/lA0R5efrObZT3WoXbSFtsEiiZzBupHvMtJGD7EKgnCe3acMHbF6mHxbpAIJsTyU9ENxkMUjXNdaibtMzeI80cOyy8Qv27D7+y95XF2Hpc/Wbo2oGk3PuvGXmVTfdOG1GTXXz4odfwCXfYoSjL644Vap++Y8nXpANuGTdikefefbBR5/NxRVuGcvBgooZS1oORjozMEMuA5M7h4XwOvxVBmPfF1/Ax3L2LT7B6pMNU1zmYCzkjnlCJIZNlSEcCpWWhOlIxbaoMWTxGCwsXbdJJsTWkeVSr+z0i2ZYNJY6esLumcxJ84alXQAMuVd3azp86wZqbAu7zIlbSdOvHvZ0ahqA9uSHGDYjsCm6z9mLImicUuiVGRNQ8ri8vJio13NBD4npNPm4I9RjHQZKCLaYJZ3ooX1swTz1XjapRCvzMaOjUzN2uqE7N0mdm53RnMQO+EZ3DdiC3fXLP5yxqofvuw+LqZYpe3/8uW3cc2nynXrZ726dOvnee6aqH06f/gU/Y82IZvXUl0fUHy4cqu7Ctz+44Kb77rx2wZPZcQf+ceiLNj/jIkHKz+kMDU9naIKVOqyzaWWPPIzKGXMTNF3zMzQtDCFa1MjerWXcHFypvnPsmPou7vXj1cuWXU3/8Q3qaz/8oL6G6374Htefunf9ypXr6T/E9nwAvxKHsfplMVSBmpXCgmBZsR/HYjbiCgfKKstIGQmHSRmXsAQlesIjJOkxA3xxLLn1omIWvhFnJNnw3ajlSHJb5lWaL3ngGjL2dpnN39GZGoHuEqGNr6kVWLnelE1bUxe00aUNCGdnOW1sXI57Dfz+Z/UhCFc+nry+6vCx419iHy7DF6nPZHZfPWXGldj39MvPx9X78Qyc+KxwWH6owuO+fQu57/Hlq59Rr1LfUH/4DrJ7Z3V1qvTzzJynl770ojb2yeajPKhGsXMM9umkfszoBqjvifmGLszPzuznhox/zeIB88eBC7q6aPx514eoP2YHNxnHnbD0RiJ0dKDXwUE/p/vDjd8wXw3h6Vwd+QSZUULJr4QXrKL5bAkXS3USkQzRYrFOHArUDrSWSKWajiabmsCG5b10JpYlQnGHtruDq7vwL1fMeHf04kEtzX2u74vfSaXq6jGu6+ehtXz16Cr1Omml8CTKA1SoQQPRBWgSugrdgO5AfCs2L3aAVdEtlUnkojUSwdIo8wKFgZL42hgBuNMSq1qNLmatj9TU0i02CayBINtoml0ekFs6EBf5cAhT4lCEs2aLs8OvccaCsBtcLsuFQt/gwKYlf9y1dCMuummB+nftWv3sJvJS/+UtlRff8uFDj1duvcM4cMiq9+YNWF952ey1P6X5vIMP4dtS6qOzp5Zsmb/q/czOeMs1Kw/4a9SOlXPIdZfNfvSnaj7vw1Wz1qtfDxq8+r350+EWOPpAS/LiW/avGsqNPf1hC7RGnPKnML965lS42+oPVl8267ETKXjUyhnrVf286Vor1rxNrMu2VjUv+GDlsMwl7Hb9l28h11duvou2cf81p0x5B1bNerHysllrT6S5AtakKax5/71Ooj20UNtDQ5jRsKwcI5KHDhplZYgllvZlxQ85EFu4qmU8dEV+PDtIibOK8rAzTtj6jqyOk7U5/XroQIaUr362cemuPy7ZpP59wU24SLvGgQVqpLJlef+hD314S+axgcY7tlZOn/feKpLh0z+tnX1Z5fqZDx08OWhLydTZj6op//uruA1T5qxUO2r8B1Ze05I5u3L9rFUf5vHVPz06GzfSz85/b/XgQeo7/Yeu2n/LxcmW105/2k1aK7i+U2euVk+l/B+svqZlVx6fOvHYLHjYjJUHM1drbXh7zRAyakFz1dZl/Yet/ODk88kty9lNydPTr9m/ashA412bT52dPrEWPvbirFUH8rgga1IcmofpuYp0rZmwRngfhdEYpcJfUBDN9wZiQQ4hq4CDwag1ZvMKpCiUj/OspIgQIhPZGTQYKpyka1lN26dth9rkQ9k1SSzitMla5GExp5p+nb4c10YPSGD/4K9kHL5EXYsvOX2p1A74T/0I/nLt1Bd3dy7SHc/2hD79wYtTX3zjDcjlB6gj0c6OfUhGEcUqE2I26iXJKCHeZLQAlLQfYmdMJ9rl9iRNVyBrT4dDBRh+1FanwMJ2No+Z0LykeYk6MrFiReLSldGmpuhKxHWU8PPQAeFbZAKrLUUhxVIcCHgNnOyN5ItOimKpQ8lP6WTpp+22FLtzdu00tVBRS4M07uC04NpQtmKK9tdbC2sqI96Yu1L9sLjcHfO6oz5H/Ap4Aa7py/y8spJwlSfqjVRWF3mjHmfMD2/ZT/8a9bCXtX2906GND0EbjeghxY05o6CXRJ3BijDocJHIEx096f3vyjCDLb1B2i29LXFIkqWAxEn650RMV1mNAMgVNhh2G942cAZjM48RL/MBnuO5DWg3ehtxVyLMIyfwEk5CmLTiqsXIl/C2HaJntLcdampqO6T9aG+aU4ZkL5hBKuVvv3hSUzJJR3wdUrg2Dl8pySM9tONqqlL2nd9zbu4/RDpegH6Mgn5YUAFybeMdpjyks3pQ4hAVcKo9WVVpywqShaR0jafnr52SKyvpEqLwbae8iqpPlx3XMQ6e+Qw8k0N2FEQxRfboZMwVgQXxJkceAq3TWiLQgiSQ5dSn1H6qKrmwrQ/+L5syoLn5wTM2h5+Hb/rtBuGOi8CO14EdG5BtCz3yEfEo8Qm1r30gRVoPP8XgbJ36At/ML5yjjsSjZK+9ZM5V8NmroS93s75M3g5d26NYPflpxMkcMXFcABFCq8H54DXt0EkJ02KsiGALRwKY42jRQMmU5nyJMgwq9Puo/tqbkDcxqcnXztSqvVZGFRqvvRv+E5K7du2CdqsH+D/hEnh2EWrZDk050mLzpDEtfD9VktOCzl+QNtNvNi+8biuG1zw6hzsN0fC4hPV+/LMfFxTqFQe3yGzxWbkijkic3ox/NuPLhWsFcqewUiBmIU8sxMcL8ZFCPN2Fp7muc5FCl5ynzKZVhTHaaqRHOBI50dTu/6TJ3w7AROuBzrHV19OqdQi60b6/3S8f8sMPWhZ/Lj1Am/2HndnqjeEQBAhJ82DtiFWI6LVuXDJWGVLjSSQTYxo8Uy9ShlQX9I2UjVPcVwhjlYsaIkMGj+vjaUxcqoxtiF+UHlPva6wCmUzk53W8BDI5ky5xwOaUwixKqRPxKKZM4Vv1hawyGVeaBNp9EGxBQPfQMxZPKI2SMc0LmCPYxCGMFU9emmoSEtkwh4kiEEJfWkjuJWsJZ6XvIgrPcYovmOYUHtFqgNvgGtH3wvVmuBZIQivufaidah1SfVocPavoOWU2lPL7ZKZ0qn/tQNEyHKaujB9c3NKyuEUdyUwAGpizXcr5A4rZZEKiy+ox6Tm7ncu5EUPKJHBLKbdwBfiUixGnFHiQHFxXUhqqqgqFK+cu4JsJUV9YXFxWGQ5VVf7hyrllssmpU19gfgK2vi4rWx1YvEHUZLuPQTAN8+FYNdxtzkIQLR4lLL1qTondK+NRNN6BEz75G5/FXZ/FT/76w6yfRnj2jwxvPTTamKwuPT1RyYVMRo9gh55+kmxn0UYGvDi0r7NBdGlzytPtWj9yKOvjvy4cwn4KS+dPY33Eo5o7r+gzeXU0tPl5eKYVPKwM1aIhSkQnCWIJFzb7i2S7rdqZ8AdQTCeIEm8oSHrKi+w2mS9IeFJg7PKHniT8QAn4lkolk/L+7AVdUkYtH7w5u+NHkOj4Yyy3rEiKdiZeyZru1/j5cWf1Dk8OXVw48SxlghoJTQ737j9+gjJwfCHhepf0qu9dUVqf+UddoqR3fWlFb2HkgAmByfCm+gETJnSEJgcmDOjfNH5gfXhiSUN9r/I+fct61TeUlPXtQ+U7AOS7k/U1D5UolDLTrvo4h1lGbq2HWr86O0SLsDpO64nUrbU7uze2Lte8Ho0akG0I2Bb4LXoKnm9DhYrJZtWJBoNsNEsiuG9q36HkPqpbsGLQq1aqgh3yBI/ph1NPxeoHl3iamw3Bi5qFDcNqhhluxjc9Y1qYRqdzFEpPzDLGZpORt0i02sCh9lR7d44ipehhA3BTUIMrDJw4x1GS3SkK3Hc+3HcJwwnbFkAHRIQsztAmBiHTTy1Rv9nUrI5spofn4Q64Qmv+X8QVB8OVNT1gpVtMNEL/9OCvxm7+ynWHjhxkqFu7YQX4K3z+xywu/Y/8tdtNw/Fu153+mv2pbp13RfY5zZ1XWpt/D8+8Fp6pRwuVgMxhjkqP1pLUvk0mL5E9RJA4IGeKRONyoGxQ+m0JU2amSCOkydIy6THpJUln5CReL+iYkBVzfjBdhBKoEaTACa3YsTgBlIuFa4h2KMGkyI4JoOc0zJnTPhcswIqra+ON2CVdm/feggWR129S350UvNS5eHKw2YNOx9LT4xTXFafW/TpM9fTViGKzAp3w8Q6DW5LBThBv/pWjOk4DmHh3N+2GIr4cdPAPdoeLTpj4v+hPzdCnNdAnAT2s+Yelm3/wjCgpLnCI2dwibhkHmoCXOeYm9C8y/IWqOEDAe4iCcCsJKYb/vbM05thWl6/M+S1n4edpzgJYAG1fwtrOsECgK2UP/RoL+HkaFqARwDGe7M43hR4cJcc38ZO/Jpz0eZlD/J9QgvG+9T15X/3/Me9rJdVK6f+M/CGjIgPz2wgsHThfF+WzZylf429TPsd/Q/kS/3vGR7FmPn+Qyd+IHGikYuS9hsK0jn4D2zjSAj8N9AD5PLgw0bL3BlcaUjTZQg8fgWv9IsqU2v1vaU6ME4fgkhVkhsZ3trozwNGmp5JLhvftO5z+6zMC/hOm9B0xgr0wYsQFKDuuPBI9CzrW8ioHn2fyWJEOUSaWzas8/2UyM+qMmUzyv8irBPpMMjP7zFLgK4NRWvFU9+qV1zc4sNiRZ+LzlKq6skJkjeo8dKivPZn8lKEwhWB6pWXTp7UkePqvbu03KhEhyybP9MZRWuNoD7AJcuhsF7BUUgaX4apKdV9RNeTiUU85XqD93RX19+iiI+7P9ZAl41XhSOX+bH6e+ysk6Nm8kvV/KPTfBOhURMcNXFy+3mz12kSz1YoggFFMkjU+nKQqyDWfDRgI1UGX1vVshxowPlZcXl4cqXTH1Age8SQ0r7yYDRgkq4uKqqvC0J+Zzc1ToSFF1dpAwWntoNWAyxWHjwvobQ6r2ZHvEi1mh82WbQygJWvOoX2a/E9rEa4OQ5vCruhvtuqR6/GIq7HnTA1Tv3+sufmx3j3bRvfRxrJ2aW7hTTptTf+vld7N/LorJGvbHTG8nvUvD2xb9ho4p2im6E9tiZE0T0+7cHfduQGPyo3A4NKuEZjkmUZdsrLsfBYbCwoUF3P0kZF8M3KKdJip51jQf/Vo6bROnqkl3caCztioHm5H5TkZL+9og5aaWwgVTlaeLnoE+XJQATtDdA97j0RHWES6z5XSWlA+0KlDNEZk9bxyJV7+oLqH6o3FFW1sJj+rK4Ye7N6njchkfSvqqRTyoY1a+8NVqNs9CkB+5hbOAE3ovIfbRasaUi8uLsdu1kuhoDrA3KykXJP9BeT3He3AMwpRBZV9uMyZb+Lz40WyDnlluNUn7TINXAw/fmVE4FI9G3rar6M6G+6MYWOX2LGrEzkqU50QAG++qpvop/VAP7pT89/4OfJgrp9irp+4uzng0YU1zDnKyIPMg6I+zaZxxz7A6yTYGdUj5jic+7yUsoWTzc1J9TZtfOBmbiDn4aPwvqL+BtD3HuAUGxAh+wF/MXkb8fJX8leoMUO1GnTdTFZzAz/7DO5fyy9Ar/OfZ+2EdPodB+96HS/nF4Cl0Pu/1lGFH+GPw/uqFTPCIwScEBqF2QIn7CDwaXJIMY6gJiWj2fCe7eQzeOKxprmZr5rmIjoz77GlbK998Lbw6i+Mr3GEn8etO4P+seYZEjMA7iLA5KgvXFWjWYAbayYA7cb8vI7nzvB5jtmP9vHncwZU2fXxaKWGFdm5KGirhKo2iXV8K9m4CdUBQdvQot9ApD+SVugO37Fni96U5jfo5ONlfTN9v2JTY9qMMF0V8jpdBIp9nJn+PPUD/Q5te5FvQRcK4yDum1uQZOBzbdNSRC1iXxhz+oLJyvCFgljhMyeD4ez47QuAg6MYB4PPilynb3my6AuxflRVOFw1KlJ5e7iqKjyqMqt/6NSbfBXIf7JiWmzGnNVcZCZ6gdsNpmAlLyGJ7AaSYSAbt9CBfnZe3BadMa23S62kdZNBMdAhP+irIZE7321vmXbkLaQY7LxqUA49HW8OlrIVjeiiSVoHnbzp8vaecSmOZ14Zf/G+6/mig+LkGerV35MH373scoYzI7M446dnoROBB/bMgyscSlLSse/QvhREmLAjTNfPAdQ4lzoBcR6jRW+aad/GIcQvA9t2oYxSaTCf5I5buCnkcn66+XZyl/k58K+DxiPka6PBpy/HFVzMGDGFLWOMYyxjXLSff28JhtMWesJbCC4clmYLeR29zn3MvWv9hvvMKiKLGeRlNBGCzeZW8hFkhcRpMhEjZ0E8wUSipmEzm8A0FKOZvSyaMLa1ku1bZtnvtRN7K3l/q2etB5tMIn1xsrRIItJ2sg+55eNzjqYSTdoPu6ceNfbtC//bPPV3CL3oMQCSpW9fySL37btRJANGjd2OLB1/36Y3pyEym9OorGxcVSVqmgt8D5gsrdooWnGwtgHXckGcXYHLjcCKulW9e7BdVr91OueN+wkPw6nzbRbMm1xz8Z/VfsQ06Nj7n335Wi2erJ5f/+b63322m9lMf5DrTLAZG7qU5kwGmRyUvpaIBzInfgeYCwfGYjJZjEb9y2BEFjAiAUwFPklTGyPYCsYOo9Fk4raTt5BdPp7UTtstY+e3ZZL0ujHTl1Jt1DSHbg2v1irHSfGaVIC3cev3nPw7GfLgtqtud61Zg8PY/v3332Pv+mWuQ8H/qCc1uwYs46ZCG91or5KsE7+xEp3eqy/W1xprLcP0Q4xDLHfp7rAYOE5vdXAJb52+0TvVco3lTtODFoMOtE8+2iZKTlGURLmV/EkxNervpcdP0pMPQKEbN7vdCDl3QPcIeWmbXkd/NcM7W7ciWrHArINLxUITcSIpsjMtSV4ThQYzeQ155OO0pnaZtkwhQ8tTJ9g5tinIFBr7yn3Zcbb1d1h6lQns3AAMWUiTg9L1AuwIxpkq7VHtmL5151/3+u6Z6pHB0+sGqIf7LcLeCfN6e/ki+56/nlKnHrdffvNiiD/tzVeImlySoLs0+ISE6vrrqaYo0wadiYD6HDSfEPElOhTesWcrKAocXmSqadIO18v0bczV9asO8umn1MOZl3nCpU61c6nvtb3gcP8ZIHcLsqMxiq2eH8a/zn9g5iUzttsFbNsBT5TInk06nbALpGcA48AgF0Q+2OKUQLgylZKNvIMcICVWgz1zFGnFIvtqe6fmNGklkpg5JHm3KwrN4WeoR175033PO5/49Dusm5PpDfB67M8rfJ8VLHm31ZA5SOLQqTtAAM+yWBfsbwTFbYQeb4Def8CaQOChvHw8A1jdqG2ywc+qf+OjJ/8KH8nVD+LK4BcHulYxp/FATMaSaYRYA3raKwTA6C0AkdmoD9jJhq2N8nCZyJCLHtxksQAabFfkZQZsUDy+tMFAT9MhXXJ22beTduSUv2LSrqfWAX1OQfqZgV9og+qaUJM2suxm2wPZETmgBq5sydM6n3pSFheqfyXvchMX3hVTtq947I67Xmgs3Tz+e63t0Hd+KsP53pt1Foz1FJwMBqG/GbRg6tICqE0HV3oQhg00AP8z6TeCO6I5OcF37SuYqh654YkxIO1X9mZ+nEoqliwznvozLwdvan8+G186DgMG94MM7g9KfIgTC4JLqDGPc452X+Gc4n7I/KDzuNOgMwzRDzIvNvP79f/QEwEgt8XhSpvphKPR6QG4GE6jQX5/PQOXl5AManNBu41kk2JEaCGEdYKx3UedzsScDklYkors1JiswGIKNZdrmpNhBzP4EshL12ED1jSlwKYAL+kRo3NwvCbVndPl1s/2w7Tb5MZR03bOeqD/hT++3HLyEuxbcuXMhQOrziP/XrHjxr9sb/1u0/rj7bg9c2zjQ3fdPO3ZS7Jyxx9kba5gI4GgekZ7S3S3t8xLZIT22WJ1GrcBdGZGI7cjE8Qhm9efftq01USGcmM58hGH8Q7ScmZ32k+X6+m2Q8SyUICVj+W8iOqxCTeV4Z6YukE9vOX5SWuc976Mi3ABPPgP2xY7uuHpOR3fco/w1ciDZiuF++X9zn/I/3DyXrlMjjn7yGmnIMk6Z7XQW+KBCu0BsOco9rvJJlDSnk0mk35XNhSIZAc4x3vbfBABsAkjGgO88rFkMkGdvbOZ9BsNYaCWxtzal6zLs+SRD4fOiTePXfnSiw9PuCR+xX27M2uWq2rbPfIn4U0PrdwU/mvwpm92bvn6tmy84u4VdkAsuFCxlJo/5D4yf8UdMR+3igYwqY3IAWblBs04yXqQYGuLXu+w76A8jry/2Wv1Yjc1Iwd5kyE3xOTsSaONVJi4CducgMjaigS2Klw7WZG7119aUVqoHilrzEtl3sRePqr+58Glffs3nNf7pV0j546JDrliMblDvVLjlTn/1IGHDmnRiVjKeoFM0QSDsxJiZs7KgxD1nc4qs3ZSZz3W5ayUcpUxd9XElXNbfuqpIHNUzWs1P1W34D7gtpktTM+10I67oR0ewLhCDmG9C+utPmux9WzrEOfljhu5ax0Pc9scf3EYIcTt3iRJ9l0gQTO0EQIhlWKLTmcDcGndop3A+EfIJHzIAxDodtuoHO1Ab7wM24/Kx+bQBaRMkn1l7bB6NIeue7KzE/y0lU9GiHY1tVwKz3v0s5c/zXyB+cFjJl6XVNQDVeWRTSp31n/UD9RN6tDvP3j3mb+o/1ZXH26fTGzM99RpPfC+5X+E978MELL14M8BGa8CWVjRBYrtDjMWzC7zj2buDgs+TksaZPViMEi7shjKaa63xUYPRsIU0GWN3fTQDI3moJtupAZyD7Iq8wqOz7ykt9d1/vVv7Pwe333daPGgve0A2MYIwNCVgKEm5EXXKY0f4QPiAd1HpiP4sHhYd8Skm2adZpvqmupZhVeJD+pew68Je3V7TT95TLW6Ibqx1rG2i1wXeUS37k7hdh0n97cxoNgEytrD0NQBHimR95Af1LgD2v8W8nUaE20womeyNdHVbsnC7ILKaOdu4JA4Avf68aljS9V3fvhB3YeD91xzzdK75//uVmLI4Jq7jz/xL/VlnDh1/6ZNKx54aVeWm3Vcyn0LerGhFUpFHEX0cXmwPNB2re0O20rrs9anbQaL7C9Ii+hOy0oLpzf6jBusxxGPbDbKsg2y1SnLVoG3Ad/asAlZgXvv2WqyIhsn89RtBfK+IjtMpnvNa+mOo0XyMojClFUD1ZyTTMxhMANMGiUyySSQ6r6UUlsY00L0tMGmKPBkR5CzcLwQB8sLEtecgZwJe6yib9wf1d+pavix+a04/92y1avwcfXW9S0v3XNz6VfeAu5ZrX/N6jR+ANiNH81VgpKMp9kOyz/JnGjHeoNk8xlKDQcMX9oPe47bf/LoyY6Ob0ENBzbLOkyrBrRsMpt9O8grNPlqEUXs6k+d3QlulA/mRs+V3YfytMjMfIdalVbHp44ZFmani3uyKy4B3LNLjkFV+KprZGdiyKgp9571ystY+v4K9cjaxxu583ffR9YXXbB8OW6OLnrry1PTuMfab2X96PiWv5SvRUH0lFJez/WR+ljO5s6TzrM8J23n/ii9zr0pHeAP82Y9z4vXeLg1/H0iySvw+72t0J2CAofZABebjEbzDnIAWMUmiAoOeglIscXvz8tzA7btAHW9tyVsNBoMbmBILYuCOEgzSl9BOrgdIndIPlY2RyOCrMOpbJchdGs1iyFdqM8GCqDIAVbORKv8nw0Z3eWxcGcb9uBz1JXqoW0v1668a8N761bX9Z7PpHL+XZN4PqX+9Wv1O/XDATt7b9n0xA7jjcvJ+sK6e9ZrdgthcR3YrRm8sEg0uU1jjM3Ga7hr+GuNt3O383cYP+Q+5L/ivuItwGHInhazmcO7AHV0Gu6Aa7UqNjopSnelL8OPYRFjTsf0qwf/swK0fwxvfQ1CNvM/lh7Q1I8WzMrUs2BDq/A7shmcRKaqX6m7cOLIGMjaHC7XwwuhhUPJfLWk6D+vH/nnyyVdudBmxlt3KQMkK35Gesa6TdpmPSwdtopDTEOs15rvMP/e8qD4DC9JQsQcttYKtVKtqdqctup43eW6O6zcHTKWrBaLzqSzWKgX6s0mp9lscljMO6FvOjDL3XSQQDFZTFaJNytgzHTLYmvLvVo2QYcIUCvZp+hdRsUsp8EqtkNPnRQfy+TjTMdzWKJ7tL5Rc0mW5UKGm9UuPcIT4iwnOWhCCCltA27E3GaDxPnrx/Y7eGorPpj5BiewoapIp+ejTzZVTJxwflB94ebvuZTabBn2yLMsPwHfLAdZ0OMHJyimtW7sVoyWtNttoo7WAv0AJs+QfQMwl9YWk8nrpKDCAagY/FZ/wj/cz2EvjWQuCCA+UFPfJs00GV422ih3Z6Nlv+YFNMjcwq0DYlDpUQ8zYjALeyF10pjBkPOqOpnByWpu96ns2Y/FoL8z88Bh3LgcD/yNtOq/5YHdkimNBx55rnXSw65lL0PDC4lh3XJggf9Wf2H5T8cXwjSQXQjdppRex19nuM64zrDD8IbhoOGA9QvjcaNhqOFO/k7DncaVBkHP+/k6w1DMe2j+bEAKcBmEpHzbyyzTfAWCzaYtb0f+FiGR/hawfpp1SOSvqAB+5sNPO8sD21EYhHvs6LHMV3OoePv2BfFmTy3WVkvn4SBHgA4GAP+DDnq8TZIaBoVv/LTzqSnPb4J0yRl2X6t+fVA9rG4zYTfBEjdwWkAyYNki5o3eiK8dOettnIcXq9NV9fhmfBWehS9XD9dN7+UYMHvpTvWXy+dcfQE7y/gE/wnoIR8tbdGbsSXL0CAqbdySn+8HaVN08wMnEF06yoL1etfLLE2hzKhV0U8W3qFlWPJt1KJk8oFiKdTp9CDab+HuepRP/cTuTOdvJ2+gAnAKIMVNczqhr0lTHaQwbJCkPtGo0TwN62ygwkiQ5sMa2md3so7tV9k3NvheNyRI7n9i+xL18O2ZkkXXLJr3vrPPSHzKdjA48uPXMn8mhjcWZI7eMf+cqMZFuQOMN0mo10Yign420l/YwDClmx9AYwW4EsEDdDmu0JfmiNlSZzbugPo39ftc+sxS6NPvK5L/6X0Tv3VflioRmmN13re0hYic1N/439wzcca20vuxe2I0gizE37J7Vm35kKNLnIFsbOU4yDORsBPslZBPGFdiFFKr44MaaTKJm6hJjpiBU1/CPZ5WxzN+D/fj/pxt45WKASKFRCsJCfS2CrgoLwgiz9GVMwTxreQTxVgk4uHixeJakQMS/R70Ap6oGBJoFqLraXmWOOnoAKF8vGkui4U2bWsYa0nfFOsia0vQkW0P9na1irUMo8EdRVIt/hqwpUSxQDN0PDJhopNMBG/nZtJVHEdTbYe0NRDt+2z1PrrDKxivDqZrIKhKopSSan/R/yLsqjt7RLUt37jvs+8Ln9s56t/9CnoNRNr9DSPxCNQXrd1i1WNZhKz+2806U9qcauUqFas1gaVEIs9A/IQQTqDpAkIhLrk5L1lUKrVyM5W8eojproCL03OuUqVUoUdHl4IHl1ZXROjfrT6FI2avzpm2GomZ96GEJ8XWO9DBaPAgtj6ITn/DxX46PL0XJ47SYzqb2HHRR+vLAArhb1EnYCBd0S3w2gZabWKfDr3Tc4iht4xJsBM8sxP8dKI/GqFT/oaR285qChRmvs4crLx4xLAZgxX5vMpQos/dM1+1yL5ycfXwYeNd/cp7vVhyg7XBVT43ThKkpLYxXjL86p3uWcX5l00dMKDeMrG+/8M/Drzo8rgU974z4EI58db05LC+k/58+dTyBNgQyJJ7E3RF11CntiCHA7x8F0dzNYlLoSJk5i5uyQs7EVWcnSou9Yl2CBY7yo8OlWuni6e1TnjcHlfQFe08cZSOLHlqyDtbl06/N1xe23vyWfVnBwsJXp/5hVfszrPOL1k2IGH5zFM0ctrzF5x7QYl30OCJ7xfMtdlH+KWx6byYQ0eKma1TnSfxx6gAxdDZisEdKpSdVo6zFrZytVsKCop1hrxWrnlrQLaGJA6DDlvcRn0IJVJtbZlkm/xW8lNoNm1z5q2kLwGaS7I6BgLwOno8DbW+GqoQVkYilWykGaONrmSQqH4MyVOv/K6+d7pP0ynzL0LsylSZaQC47ZhZ0/8+a+rbd98z/uXNi+prP3toZCD6fSEZMegeQ+9wtf3ayz+6Sm1znPWo08Vi7sCOQkOa/AuNQYuU2JgxI502wVlb26+mpqqkuH+0uF+Vs7iqqtjJjTOaa2pr84pLSs6DjmzKC/WiPxoEBD82jxljMxlo/yyWwQ10hQLVCXxLypnkJ5TUakcsprTNX3I7LZdBa7TZwc3gmvaculsvLm7hWLeT2pbzBh5SMT67Iai2kGNXvQi9dNnoBid4e6gXr50RWkg8UoWrT0Nfj5xUzik9+e8OAVX1cZoteVUDL5yUDNcneyWqAzU1OqlBDpRUR/OCFm/QMd5XaBOnKhNjhb3Kyv21owdUVyb8xQ1l7voLxhW9x9k9+RZbpNDxfVHA5U4VpGZdecmwsjLlXKUsVVvUO9S34Ypzy4L+vIrSMv+MeD9lWEp9IRxw+y1CxYDzB1QUlle7SxvK/NkxaSS6+KckDPmSR9E7HQ4dskgCncFKfkInwVOVVQ56xnHQJQVD2cNO4w1Ce+3M+YvOxseeUq8efdPUiTW2stKIwW0ojBTHIxJ2eV2m++Gb3efX2Z1VlRVhF7PNRxDHPyD8HgVQKdqsXFFY4BO8XqMTnmq26KpDo0MkEsI3hZeGybAwjoZxKBxsMGKrsciYMHJGYzASLS6pK5lWwq0qxncW4/ri64tJcTEuKS6Nx8uDpeEwPL6gwOn0uYGKcUF3Xp7DbTZH4mx9xFsAR/Jb7ex7MpFMMGXjRLt25iarKNtOX6Ily7VfU4faQQDUGryJFJuT1hbbapVTnFI4FqdnFNH9Ryn2zemO4pQj6ArjMObaU6kGh5wKOzz2qMlnqSlNVA0eao3okiljiGT64PXiO1jXpO6pyXwilI8fHvU4SLK5OnnVo+eXNvdZPr75wgv1sdEnX8Bbz85cItzRQ356YKXrlUtbJbxKwndK+HoJ10lY0ol6v88HyVwo5nZbYgUFt2Ich5iG7ZjcTfCNBE8kVxGCsyV4Y3A3USylsY2TRLfD57cYY8WhAr/DUYz8xUYjl11Y8slb1CfYsU32ei+VWzfZaTLLSoweVdquCTgF/9tykqyq1OcEo8cS27kFaX6cVUXR6tHQEo4MBbGuu2TIG31vnF2oC/mHlo1bYe9bXRQddlb/54Xfd8pF5e4Qy2PlNXIyHHT7PEsvm+EuMRtks88mDxjgK7YyuZV2XCEO5oeioegCtGTLsF7V5zVwrVyVYu81cOCAAah/L/i60CUXFhUFW7maLV55wMCB9YCSivuc4cMahiOukkv27z/cVej1+YoKC4f/ETA+CYi/YGNJEiU+PSofTVJ8AUnY2IQhdFv+lL5Gz0+HH/Z6VnZcBnOqp5h6FHyL1bYAS6LdlihkxDShwEvVDRwLeG4PQxd2LLU2kZw7wBreB9hDhSbEtDVkNeLgC568yOAcFbxo+qJzfv62VJT1w+7pG26ePS9V81BdfUGfQSNTkx5K3S1eXNE8a8DQsZfU27xCvxsbzRcNHeT2q/by/lXn2kvwsep+lvLVxeMH+BNh5xOrb5kph+3O+tDv83pXl1uinyytnVhkdZnFkvxzJoac+svG33bb3UvKLqkzlMRGTfnw/OHj/jB+arIvD9RlMfLxc8QUJNYOFEYpNO1lFOEKUTnK5wo3O20Ou6OVmwHJKDsA2ik7ZXs1wHZhi05n51u5wVtMJtlRGYCrrd7iYq/XbmMQTqek2hiWU1J0VCv5kD2kHeT6qVZjlfGHrLTAJcEZT3tNOO13/G0sVlsTj8H3umgM784MmEG2lcThtVg0GoW/xPGk7r8J42uK4/HimppINBp54uevRP8vO6vh49Hauli8GJhM1zVdSweyEJ7pJosBaO5ulAZp9O2SyRZn+WlCKZfLZfug7kLZSoWiBCqpfOpALFmhsE3LvykUMM/M/6lc/kdy6tdDTqN++7f/hdR6ShAhvmOH+iNZKQ5GIjLQEwqxvB15Or5V+rq8aX/A6kh78vCBvMN5xJtXl0c+zsNPe7Z69no4lzBFmC9wHwhfCuRJAS8WVghksAcHg+DsYF1+xbu2EBcaDXp9OGQzNrhwkSvhIgkXdgESKE4rX8Q38pzE83SVTABxLg7RP+iNYVMgAFgAgDFQcRb5FKIUJ9KzCC4iOEHWAp9u5aYoNtm3yEd8bG2XzWbW6c07ADqMHK3EQteY+RIQWpoguWyaM5fx5E/PO0rpB4CrNyG/c5Tuv6M0uWnOHFs9K9QifzIn+w46MsPGZebAX+eWlWGGBG4uTA8ztKWSRTjWpTgXJ8VriXzuxOStgU8+QR2Z0Oaq2Mlbeo+oG3TlbYOTl173zfWkbWt56chTYfzyPCzzeQVlfa6+8eY1P63fwC34+w2fM67wPPbio9xSZEOjFS8kz8b0l+RHQupMWJY5o2J3p41Gw8vcWMRB6DB07FH0enfaYDAakfVlIMkiVwR3KVqcyGjz7mVswUGZ1pc5dFrMmYM5lt7QOshHRzSeN3Vs2UXBPkW1B/Hj1aOWXblidm2/2priITU1VK6FHVvw16QaYmLeJlHQU/kiTmoRRL1R3pNoB0FT9o0px5bi9mAKfz30/FETBp41A4f64ujEyzb6yOV03e8OHBX6cz/k+L3T+b/k9zjYjd/TZcg9+T17pYYfnBnaRfBHeQoJ99LJE0DwHQPOT5qsC4Di42gnx8/Xmaopy79aY/n1BWErZfkEyeok3s7/CZCkDx6kmF06uyttthRYiJGX6bxtVHakrSVFJYmSi0tmlQhWa2lRKbHzRjHC96or7l2jVFbynhBdZOPNS4foemZHfiBtDVhsaWuItxYXFRM9V9zKLdgUUSJ0ltziSEcivfNbuUlbPag31nO9KdFWdABKnOKy2kKBSHFxJIJ8Phuq65Uup4s44K56U15abxSN5nQrl9wGurdyqB94Xb1isCk2xWJP22zlrVxaMZkVs2KCRpuxZG7FlsVg9NkVTanOpU0fXqydjGFL0TVOFOXgnzdhZ0s4aIhFjSn/edRn6DEfCeZP7Fd4Z1lZGWLv9rdnP1jPVuHTx9AcNUqBLgAZTrymNlYtsy1IbJu5JxQLxxgxqamlGTczS489CD4lpYMhyZ0K8PbFN+5S2+6uD4S8fRKbF1xUGrttxD9uc55rf+32Rfvf+nehWY5+s/5U7C0cXX3xxDHqd9+tf+AwThV8cMPs1qYJjqkLLl6EazYtm9nwcbKiqo0n4WBN04Rx1U2h0vPqLr1n88AafHnzpdufePMqtj7dLHyMfpQCEEn86FJtd0Ov4vK0JJtNJoNXVmQd6FSWDU5kkA2kkDMgs+zTC4okCApgpeC2t+KaxUDs3gKJ0Dx936F3IClvo1tFQZTaYnWKNKz2dxld/laGQ0wy1bXuPjTdy2Z7P9allfsL8qP9DWe7jKXea+aNHB+oHT1yvPhyQ1mxb2DMMeF6cfDay2Ks/lhHtbANtUuFKIJv2Y4kanLp+rRd12dA2iBHUmmD95yR6SAd1KttSBeybRjxirRoMpsd+rwiX9iGilq5kNLboTiUdO+0Q4kk4JsZDNZR5FjouNex1iF4OIdD7/MpvoK0T0GY7rIB7mZFWOKQvojeMwL3dBRZC8IAzLE03NSap6T7pPOUSCy9O+9tWrStAPB9iGIgCis/H+F09HMDJWNaxxPCm80eqyhHytIib1UaB6WtvMIr8bI0rwTCaRosEvxafgMv9B3OX8zfC9e7+bd5EfHYwIGv3LTVU6CUVKQLdnBDkQefDWo4WobASv8B0p8LZqiNlVDFZM3VRuvPltEREmbMlGprllxPd2OxnxAp2F6huXTpH/0MteeyrNNots4ih6+NrbXI7kJgcR2U2oCrWQKTjRTARrX9FPBa+6SrXeVuUG9Fgcs40m0fWN2nospTFOlfXeUNijcUB8MOUHLt8EHiJbpwpKiuocoTyy90eumeJKLuE+pxL8mNzICnX7GdJUqD0ZpejFfgpzDnEfFoaYpEBGmQNFrinKMcmLM6i5wJJ1ckOGUwVKfFZ1Os9iL7f+yczNktiyxUESFQBLJ8ayFWiwXxEFgMOoXuqCSIbngnMsfb6dtiRkvaXrDI6rEUFBh5hVU98HLEaAi48tKGQMI4y7gQMkqUaPLTjdFemUrQv08r++uX36JCpSNWTf5De+mwG5NrFpI+oW9t32uvZ8hBh6+a6E4tFr6EWDzJ6Hqt2xWXeClcUxui8J8d8qEjJLiX+rXBOPa8Kcni8pV29ZF0UeF6fVTfa7zDFhkVG19VKFXYReMee2lJYXzYxX0vGTB/xoVF/9k5irNX28JGUSCIV7eBbIdK4xEHkTiKyrENQq8BjzReaiTEeJZxpJFz8k7qSwAMAgXiepA8XfwTFThW5V4hHNvJRs/VtvtCwGPyS0NKiEJHKJQfU1C+nA/YkW9n0hwOQrdbrFbeYqImTmReB1KnKwy8nGi1UJnSs3OHWy+2ckbOWhQqy/MoPo+H4o2nOKJwmMOJyPDIwsjayIaIENEAqOnD9jlyDxSiIu+hD5zYP6lJ04CXrmz1ym1M+KfhFHgFdQDIz6lzsH1zdHv7aer4bSBzR84L40VdannuN4BNSg4qHqRu7K6bwl9DHcLq68JyXCe+j3zo2S2i15lP9wydUCxugAgROwSnDsALawus8tO8Re+1WBUrlbRSEExbFWrjVuzkrB7Fi6yyNWDl/IJV5/XSvwS82IscsiPg4Pycgyh8wBlO84vIMqCcejpu09aU7BxybW9iYAFXmIa+NgYNTHJym09+le1JQtqLToYHohCPgrE2YrdmrSApXDe9MFpQN1z9lwFXjCoUHC6dYM6Lu22u/4+4N4GPo7gSh6u6unvumZ77vi9pRtKMZnpmNLqmdNqSbVlgY4xBlg3mMIdtOVwhgMVhjkCwE27ixGzCbghJPoyFbNlczrEJm2DsTQjJZgN4s4SQ3XXwf9fLhkOjr6p6RpYJkP1n9/t9IZ7uGXXX9e5X773SiTc86W4x2ZF90FfWjIpZfTCfbBZlRv8n+ASUxCmCny0QHgAxMluTKyQ3Ib/bY7IbjXq7nc64Q2WW7R6sx+Sq13mwB6tssgdBlR/7sd4o+/0wAeJSHMeRNg7t5BHe5IYe5DZixhDsaj1hCFCHjBAHJZNTVgW5aJTqLGStoimcog8FVUY51cxBDLHDJUNM3glCOA63wd3wBcjDGXgdRcgJhf++dvTleT7MGC25f2mhI5sWUHxlobg0l09l/7EXKSOmHhOmtNNVhuECc18TbTADFXc20QepOpGkO2QKg7CrFGUxn4PS7DGslx1+C3T7TEEHl9HFBK1gNLuF5GiDfbI3Zm/ovOGGr/CJm5OS68Iz+Q3mwUGNKJqdgjEZNMbEz6REu9ufd1yf8+lUayk8mgg8bIQfh0AbuAi35vPZbCqRTKbU6nAqFPD5gkF7yOZ2uRwOu90mGG3ZfN7nsAf5gMsGEhqaj/n64Zel1157yVlmflPFO0i9qJLi96DZRzR8mP6XYVsVSHFss2qSiq+n2AFRUi45bUEylqTVaaMb6Ul2iEcLzMBuWKLeDcdFF5zXN9DM3Te7sawzWGwbvxDMuJ2qYNbgzBwy8SaDBiINrxElrUdnU5E7wdeayxtWqNTGeH/o6zCh7ywLPoO1M6Su/qHSGNcGHYIxoZLHMhe13ODIO3flzmm4gOpSH/IReD/BUQQioAt7AwF/xO33E90AQSJQ3BxA0B+QzGYtPciDTOv13OuHWXnSDLlIL+XyzIlIp0pmUaJCVVXbulCK2JbYzGqeGrgiuijy+VS8kA8Ho55EKKj2Y3dbZ3nELvndMbNN3NETx9WerNwSDmoEk15vEfXRyIbGaCIQHgxHEhnFX3uZsAVeJ/poLvQ+MCkCpBFnYMN2lj8DMx7FSUmXlSmw8DqLPfaZM4iGfrXos6YtxpaQuVEytipxb58ROPglcS2IghbQht1hXosA8DWbtLGU1ppyJiPhZp3GhHglv++1HEuOeu0l6XVzuXyY+vfY+SikO+oSJdy1QHcG5q3OAGdn8HU66inCQViEXxK4XptX3d7YmSzIbodJCgRjWqdVL3BatUczEDCp1baoKNxu8JsaHH5VO6JVJY0Wm0dubNDbfJLRog44HJol9rhONNu8EluTud/C68AXP2VN4h+/Jl9cuCQceBQ64G/4Y0Sq+sHmT7ZwZ9DqaRMRasj7LBoAdmLrupBvymIBNB3jz9m8hDiUQPuxP2f7ogWpovA3C+1gb182u2iwtbWX+8+PGMTVSGZgIJPt7yXwpedCATUQvgsEYh0byKyc1HNCOHIjyIASaAcYLIMQ35lrK7fnhVa54EqZGlqzxkRntyrUt6R/eEAYWlrpFQPINrSoQORCQ6ohm+gO9QZsixbZAr2h7kS2IaXVN3viTd6oA+qdQAu9A32lLn0836aLLhte3I3lLHY0Dy2Nt/VHsbcr3hbFzc042hbv8qqMmZCtMRWwJF0iMvrUgkTxjCaS5upXM9ubof9TtNgyZS6E4eTzCt+h38g/qOSfKp+n3slkFKe18qD08mF6gi57rfYL/YH6BmjKnEDjWqKkLRbfUsgX8jBKi2DDBb8L9Cgd8nsyqopa89akSqDN2Mk/L8ybo2YURWY12PAG7Jv9bvVZ2M9VNmz44BZ6x99Qfe6NDe/1vbEB9vE30l/e//qGDShI72YPVZ8j7xy4Vv5F5qpXr7QuWw4fvuTEyJMXb3zy8isnJvgbjm3YsOHDG2E//NWG9ysb3uA9x8jrlQ3wH2H/hzdsIC2+AZvuu4+7pHpLtfqv3PrZD84j973w+dmH4JtVH/1HOFwA/AcKor9ie+A68NgBAIh+qHHJ/IxyVdeumtpVqF0hVV2s5EZHU5w1BlmjUQlEPgszSDWlrqUg4QGZ4b43GCO4z/Gioh4GkYj1LlkkzNSgZ0bID5nSrMjMTE0VAZXDr1KrXLHYa4nSgJowhKkK5B+tCQJ3PHVoihshHwHyD35z376Z28i/VeSfwsv6oIvbJTwFkiAPvoEtiVgxtti2KMSbiBnG8bzbMIPW7MVx93PocqKXtaLLQBqJ0z6f2+FwzaDsNHZDt7tlBvlx5AitpQwikxIh+p0RGNFqK6rlNJfE7pZV2B+UVfQxLa39S/PmQGEGxrfTCPfZNM0eoGHtY0px5XJmQokWIRS/5IzVeyY95/wh42Fx8NR9B+dzy+aPIFU2QpJyBcqKO4lS/0JOwO2KNeJc7yYs96xIYWNK2wWF4Rv1S57efu3j+4bk1sVDcn6QP9CdKfQ29fc7IqmhQuvSKyMbr+s9E1q0clvvFuM5m2/fe+eHl+eHhnPy0PDcHHiwmuYfRk9ZEoQEgaQS3PCHf5wmv98I1qJ1vI3YI58l6DIHRHAMHhP/WkrwfwDALAoe8B/AjDUQRGx6E4ZOkCnAdC2vdy159koVR/QNGVYOgMDc3BSxkz3EGtlHrj9OQd/M3Bx2NDXLDpzpIB+hhOxwABe1j13UPpbQ9VgnBNXUUg+qVeBZtAjw6HNARcxzt4DdsixgiqfCluwxYtGQjxNZlKXYaLbJ2Rl06954PDaDJqeCauA7iCJARxDUnGyUdVhHsJk0TUsWg2fQdYQPCuS1SIwi/SFsNDtl5SAp4VAW0haxPhSTs9lwMzbY5OZn0DaCZTGUnQrF48mDqATC6DNYUzQV4ebitiI3A9u3j01IJwnkPe7jLulk2s3i0nIuarx7yM8TFNnT1DinUSuV9NhEnn4/SSvCpzPS7GyaUQdI0yASarMTgWCi2hFLPC3V6i6pmGORnShitTGzRm6Bip5FQ7HgVp1J5/ylLZD0uSVDD7Y6NcacxWLRa9fZDV2pzk6XLRDRd7d1hg1a8QK/SafqjXl1lqDJEJbOdtskp9OtEbWG4gcnz7n3etfkaNe//e7RNnvw/kurX/3xfVsVfJjbhHYJQwRvTAxvvGBPNU1hP7cEbhX+mcFemCKw9lBmQgBLr9iTbDgN5q5TMH7+FIyBgK6fVrBhBi3GeiBBpTqYFPsk4BpOAddqJfzpOmzAABPQARD+X4Uk3RBOe44TNXchGAkHmBg7np6tw7EGQwZE4S+C4BaNAsH4n4dgLqQA0PinAOTu/HgAcuDBue38w/w4qIB1cC12+LIao5xwltoXtZ9d/qNDeMB9Ms1ZZuZ+hfW2BqId2JzyH8fgGgrLdLO8hpJaY4pe/4gdBKarKExXUZiuWoVXU8itpnQ8Sul4YHyx5A7K44sXYUrH/QTGi9CivQMDkRl05tPhcJc3P4PGMbHqYg1y0Jgxjhs300rDSYS1koyQeBCdD7qQBuuSOBCSk1hrkJMzaN3T3rWL8XkUAZYwl2GjvIQiwJIlwRVwxYoBggNTGEc0M6iwt1TKUlezBtuQjTDt88MzKDYVikTiB4ma5ieQzhCAEjCz3f68O0MMZhqrSfU1Ath5SGeOp9P1bYuJNAv9cr9JXvkY6qWgB8SoHFPUO1W9fqkj3w5LOWXHW0WjJ81M61MCaqgKzbZ8E9Ga0cROhIj/OQTiH3bEvPFo8bmEt2zym66IBRty49dU5zZX/y6avLFlePjnozuHs90XiM3rbY/IqY7s0JcG2/tn5U9BMaQvLe5YlP5cyqERocNauvyCGwp9Z0LnFy7a+v3ADd8fes7vMXubkMuqFZpi61vuHth4+ZqNn4yHiv1yB5ELlDdYwQVTP9ZAE6VlnkeUlg+ZoKlOoyYT0FMa1VMaJRo9pVGeFymNAkqjdpMdbrZvs3OEPt/9KH0CF6VHFrL9sYzxdNLhFn8sfRD+Vp67SsihfyH8rUD5my4CfztHs+mLkOM2iV6iSQVAI3QdIIzwj9hn8chF/6D/H8LoG4b9Bs4tEYIJoB/pf+7nxJm5E1MmM5UvJ7CZ3ECJfHD0Q+QEok70TWEI4UF0FWF7fVhCyB1J2rHVIdsxoUk7IRKsxxXHcgfnwFq97CCoPx3aTVSW5LNoEzCh7YRtuvZyHJhBLmwWRYvaRBSXmM6etnN2R3AGlQgvDNG48PQh91E3555BeWwKOXAqTdiwxkTYsDp2EMnAAj3bWQVYIqncxxmnG/MQzJ6g/6epV8x8OU4dp7PpCY/rw3SaWf/HT7K9mVqVm7GtLJlDRTU3Z4nyNrGu6ZSS1Mp3EDtfJSfqpX25zk33jB685L6Vb1tNvk0XrRk5L9MVM7c7z8ftZ3bfd1cfLsRzNwvTL41+9aLvDX/tw5s6P5dc2l68fM2ZX73W1XJLc3uyufuKv7Jem76wL9RC7WQKOxgXcgKeh10MTvMX1n8Xw/O/J+CUMEh+l6vr+Em+zZLgT9Zg/Tl6Anf9dwLp2w8A99wvsd8oyWq31Z5GHY47+cdFcaXqIhWXcOxHPySKGuVTVvTZKaNer34GbaBGGDpnbyDgOYguAMRkxLomdaeas6n1AFhn0DVTgl7vfBYVCdyvBkFo386ysySmNZbHmKF4nOZZSCfrGXlpAwwlE2bZUqKkbwnnqKtOxbNjenOEMfCT1Rurux7/9mN7rzk3fFUW5lp+OvrQfZ3Vm6pXwCWwpN6xHO/9wx13w6YjsOvGqKEIr7QL2nez1Xd+/uIrGoGtHZuz8F8L1gIKPrIWG2Gce55/FTjAmfv226DJDM0z6OKnQxa12tBjVHZegQXFgRk1AwNhqwBtBS6gQS371WoBqzSykEmz3LPZk+43CZWSiVHKHVOyKxR+V6Gh5WHqQ2EB5dzz1Y7eaFqjSahLSbiaGHcrF99czMG4L7Ks6SKZi4buXT1UgG3rH/7C7+nY2RjF75Oxv6uMHSwV3mZ5T5ejq9Ee4AGb9z/OfVPazyETpUq9kZg8aA3WhLTazYZtBo4YCmN7seB4Dq0iCowTaYAWtexbrhnXcBonkRl7HQ7Ls6iVzc0HXduZeuB+k9AJmxJlRETFH2MsiZID40GKW6iklD5nm8K0DrodXX332kuGV1+4+pnUmk144PPX/A1hfW39w9DY9XfDZ+bSN3V3pkYuvW+0oWe4FRoH912p4Dabi3AXmeMfa/C5nqeJ43juRlUOPQG6oQkHNQYx4jYkIvzDBmhwub0yottlKC62yk1N8Q5auYywnw6Z7uQCEH+OgA8DkQDQilZMWSy6oLIAIbIAbnTjfh1Cmaam1oaDKAcyRPInm+UMZdZam1cGGZjJlELPogQIIhrNksMOlRTLxLg9saOxYzEUixk7OkCpJPfoCY/BbO0wwZQY6cCK0sCBCtNGyoaMM9C3PZM+Psv4+X9SZdlNuI6LxeXlKdYwjkRkcdmtBFsTycvWnMlhsvyUQWXSLKiP8Ks0gwDN3aYHbaWpwaWchVGTt/XC7gzV2D3DPyKZA9Ap19HRrsptWjvZfu65X7/vpuqH/1F9L9VyW+cFXf+0/+l304tWL3LaznvwGpMvw3FSy1hjTmVY63XChK2l0fP2Rec89fW7PrPtJ6lvPnTGxu2f39B93W3QeO1I/2WLzmuI28LWHm3pXJNbjF0i6R2W2yoXL2PwZXAUWwl831d4FP8DYRXR18jv6kleDZpAAbxKFFuXVierVaI/4X8ox18bvyP+sAqpKKhTktMjp9gWvNYoV7IvZDmi/GyYniSWbVBWQE1p1UBArdcLbgXUHgJqK7pxWsiHmoMeCk03gaaDQFMLTcFMkAsG1c0EgqUaBEtAzyBoIBCUCATVFILq0yB40sMSqRTIUfXpo+Ca7aTRL4rYIHBKw/CngIhAgjrRYW07za5UCFWFQ+rJD35232T1g4+CpqTyO3sK4hi8aGWqvWMLHr71+rN7//orUIRnwPjvL1r9McC5VOq6dGWY74Wgw+5bfu5BTaL9rAkFJupJ4WcEJh8qNMdPEepjcSN8VpwEzaAIfjAtqA1GOU01Yg25EbUJLeenMl/v8sl6n8HplAwG7wy6gWi1qihXaX2hlWtlgGmEjVyhFryCE3ILz6s4CRvssiQ5i/qij/PpvQZDhR7K7PVGj6qOqTiiNhSnQiHY8hxTiraCNgChfjtLsCSCeqyshBcR25KGYVIySiteNMp42bLTQLFZhY4UV26aaKv0vGi2VZGgexVUWNtU85sV9HRkws6KpT8BAZ/94PPbXZvjgxab0NruDKRb+AvCvVqHzh8L2pFKLpyBVzZdvWj0rvvaFAgMwziUVnjLn3viPMf3YxvPPd8i2qJZyT3SH1msv+f2gs4fjiYS5WhL18DNG6NdZ00w3ldfbwKHao33HSZwoHJ6Lb+Y/x5oBU9Pp9Ttao5GwuyTrPJGHgZroS5BShFmX0jW0FAXTbAWCHsQ3QgiSpRLJJJxPYPWAgsT262tGQoSjohtm0Yf9EYSiUgE2O160Er4f54AsrxfT8NY9PpGYltMCzSGhYg4GrRynG2PmBkjOhWgoohzqqQer4WlUKmehmMGqAopSK8o+EzpdxKuVfMKEThQAFAx73SEqRThF1dvu6j6++o/J5vW55auSkXuXL7pIA4UA0fmmuQrP3/fLp/JEq0ere56+El4taujtHjfv3Dv/O7+rTetKz+QKf+GCOILxzmut5hK5XKdmejZDS1Di6vVL905tBKpmA5A1lO8l+hJoCZHdxLtdY7ou3HRqFKR3zcDYCZ6FfKLTcCJjRCU854YhkWs08tFkEnXfEH0neqVolF4Yv6dBu4o+YMd6zgISmU+hznYDjIF+kKBPq/Ypfco/iizyvAstFb/XvE09fSUShj21zxN889+r/4s0fPWo98pz/b20mf7PvKs8PX5ZxNwOf9ibRzDw+RhDi6aHweAFNfgA1yBnl3/HDFBFP2GUNpTAiRUBlhCOT3Q6IFqDP6aojPpIwN5URI7SR8XK+uGPhDWk9+T1Xf5t4R+8ntR0Ue5r/EbCU8n68mvFHMgDPrh5TSeh5ixhI3GsxqDnHA53XI+l5tBFqzv77P19/c96thDbIAZtHSv2x2spXYS9X7tfkV8GglTWLwPiWIIQVrmdJ/ZRqznXPogWgFSrGmDnEq15fJ9cqXSJsu9L6AbQBsyg36QI/OLINWU2w381Dpwr5O2SJzicxGx3iSL2GyVRVHSEWtiH1ZOPqMjsLlkVhNVZZYBaCFiB8WeDq1LQ9JpCrSgAg4nqU2ebMMWl9zWVunL9+YyMpR7Qyqd3Cv3Vir9Bwn3GoSx7dJ/5pjtnSYynkZRM6blyqRnT45RocGcxMTqOJ6n/rJaRRFWGOcUF1MeUvSENE03p8Q4m85l3hw7lWoO6yXjiU5WEy8RheroiSJKjFfOUddI63IoTPcui3V+SHcurdzsV76QzBT1lgu+YQusy6R97e0cV4yF+rtz8OzZ9b8cP6s80Jl03vMi/KfPYouz1MKn4mdooo7YFbxx+/28FpfiRh1a2XnvkpYmS/K8qMnrstg1uQ//cbj3rrGp61PLlqTWLeK+keroXLrRJXrCQV8EX5c1zt7PbOno3D60S8yCDPgVlgQXLXrmstrlsyH0+HwEafalmm2pVDMB2Aps0mqDnmZzyudPJIJ+f+OzBPBBAngz2oTDKEhhEwwmUr7GZuDJ+KG/kUJnMxFL/sZEwv48KtSEfitRh2P7Qnt0h3ScjtYjIwq0Tmek7E/EWp8szhA4KixwrKbE0WQbAtSJGlTrcGW6wPF5wFHYMa3gdmOLqw4nFpnAz2+MzesDnezoVCKf5PpeOgWHzUIjXXdVDx3+1ndjjdd0j/Te/rk9vzZ40+nceS18Y1dR54gGyjYf7H7kD9/58hcvv+6p1FXfPuvcC+7YZHWIybX3Hv9D7PwfO4yWBnckuGp4WG+q/t3E16KK3yJcHeF+Q+YfBT/AqUjIaJJtLoNJDjQQI/066zXh28OPhH8c/ofw24G3wmrBCq+x32bntH5quWt82OmXfT5niJILuQ3NoPXY4qa/ut1OrDHLTicEIPoMU8wgIUKnExAAtuwP+f1A0moJVct79XqeXPZJWBuQJXCAjCUuvcVWmi4iw3tilLsYSdA1Z74QSgXH0wpJuJS9xgkWHpaM8HZWzEWVmI9bpWkFVJonFenD/ebm/dW3kl3euC5hkEMeuze0++ujnZ4WOdt007K+xy4nLK+74dqfru1fmbv1i/nHLgxnBstNuXbLloZ+18N//cjXKc/tnruRX8n/lvC9yZq87ue1hHOspj4UPkFsyTDYj+NF+6D9H9zoG8J+gXOrXXqnA/2I/7md8wQN1A1ioG4QQ80NYlxu5IzUDWJU3CDEDA1SOa1C27HB5CHIrzOkiSFndNb8HjT8OnrIfNTMmRW/h5H6PWock/qPZaD9FL/Hn/g7KGJSDwf8846NTZ/i0OB2/Tk/Blkn5mNHx2h1bvAcrTR3YorM3EmVyqA/KL+iflPNadwOmICrDZcYPstdZ1D9wvRb03tu5Gb6v0YnW1zE8HPQb0aLUzaZKz7o8wXJqh1EamLxUdtXpdJhYikQTjG+D1UCywNc4Hm0gdjuKtQCRGBDxf07wjAcNpl8zxJWQBlBom775ogqmaG2L9E5M5TTUrKvsE2wfE2xnwCMkAFjuLXQotKplBaiRs6fDrer+ut7VvztS6nLB8qL149vuTblu+CqgSXrRrdc61sVjC/vgZd+u7rn0l3ti122Ir5HvGnzA3c9+KtHSn/V6o9lKJ0yGY+eAhXw3U/zaGvqHu3/iQP6GbSOwEXzp87lno84lwOf4Fz+eG+yUhPrf8Fp/Jf5hP8St6+Cqw9Wt9bWfhFc+mmrb62vfu9gzwDRagYwXnQQYdBD5An5tadngH7ro+4Fj0/O9k32cX1/KaD0yk4B9pm80IuJxezt6cF9fb39ixbhwYGByf53+rn+GeTYPzi4Ax/DHCb3T/f2+m0ft2sw9N8ELHOVEhKYHeuq5YUrueEuohdPfBzMqVODaSq1511KiPr/EiLUPbF/GUJU/2v4keFHlj4w/Jdgxgf/cMfIrWd+foQW3BsUroa7xF8DFTCBm6ZNkslOwwZOYGOuJCN1kkaxk5846pYjv4AZNDQFOMgdREsImxrai3kiAEf3GlvU7C9aqH2e/MWIhoAe6ci/7r1qNX8QdRM2EN1e91TPjh2v7bxLfyCwmaXVekDtzCCygGTtnLUr3JU/98WmFb/InUc+xV+3pOOj6YZod1a5gtr4fyu+R/Stdqile9rHpoIxuYWOtzlD3WEnsJPcPBh7OMnFNc3qMsoLLpfhBRu0kRFP+6gQY3Um7C7l6giw675IjKgHhnyPES0iCkAzeghMAgENAzWIktmp0cPAgAiDjmsaxXIBZYGL6dtqmTQeNdPdryDdNolniApnaMQqq0zM0eh0gRa/LNB+yKAKPVp0L8giqs4Y0JfIgt5H1imzPXPyTWn23TRREphVSn35zE3Awm1A5c3j0nHPhx5FMpKnJpQ6B7UMCrCVxpNT7GQ+M5YhXkc/laiq71Ox2/m4MOVgFyXhHf7WQfQt1aqW9kVnN/B6m9VmUdlUOltLJMGr0EDFLHmS6YI3schlc1iEgEE8EO+JaJ2GTGNfMRDr1XhdrrhLGx0MlnpTdrvfZMtIZn8ok5ETZzkTPotN9Fop3KrvwF1gJcO7Lx8Amrk/TsUSLLKFXgXmriHY9+cQch7tKELqKUIajc+gUdBCsXPKxEOe4iNHIAbQjk/Ax9l35/GRRoK8ewodyf/if4KR8hqKkexzZaYpekZTQ6Qj0xw9M52K0voOjJ4GyLz6DgCBjFvziTTUo1GICPCEVPj5MRECmR8CnO+VUEDjKnGAUMAZzcmowtsXk76+o2oEftAAvoElo+SPyfsNkDcgmycJwrSfQxTPCbYZjLLtIHqAFuWcamySAd0FRuj+fRpZZZQ1ZBV12MQbgDkZ8wScZkx+JGpZZDpG0TVWQ9dYj46ga4CgKwZOgqoagrJEgYSJ7RnPv5301DD2FJ4eSp+cTZ9Mj9FN2BpuKmyT4mQazgcm1jdOHadHJX5HRCtyluHcUGERDgcl27JmT0pnk8y6JQmLVuduUos+c8ySK1kWu9vySavdE+y9sK3B2lgyGnRj3hajyuGK2IBSc2N7DdfK06eBQpypIQkDRR1LFoJiHhvip8N/ZbYpSlhQRGmfwOEpcYZA4QHqLTgxZfPQsIoTRKuNyBa6mBaLzq8KJ0g3y8iShUlnmHTzReCnx8MZZf8L7HcX+Z2mQFhQaOoo0wV3ElZ6z5RPpfI9h0LAj+4h/cVRaG8iAWagczvR845LJ4+zWPyTsxMUdTzH0yc9xylzYEY3HbviY6d63rxiXCFgUE7pXBhXHoDwKY8/bwlY7ZZQNJUyGuy8xZL26C12taD3JRwWO68SNyzJFvWGmCVUznlyIY06pndE2zxLxFZdMNeQFq0ZUOfLZ4jfBjqisN5IV+UY1khOmQ95o3T5ybdYSlaHyIeWfcu2ytoQQTLNQQIFE1kWtUamO8/TKpNsMjkoFSO2NGGifh/COskqS2JI5ERRf5AyUFhi5EwkNj2Mm0YG1PY90/NhnAsPsHKy87bOOK+vWBztKA53jng9sbCn1R0RHd3ndxaXXbPmbF9/sytq1BkVW1MUQ/CYuBd4QApbPcBgBB6PExkNhiMEUGo1O4vt8AQNuT7MkszzL+Vqx+sm2QGdXN2CU/ab4LHEpiXxkjNk0JlMVhOhspSUdHoyjtazw+Jj/R16QUCiTqVvzQqCIIY8bAxrhTm4VRUAITiG9bw6V5QdPiuNtqFpWBkd1tG0Jx2NwDLpYBvS6QSrFXv8svUdMAc4mpOTAbsBr0FAYMfkYBN5fosAgRASOB0SqNzDqWSzrPOpahFAG9WfVXNBtcpBc7IcNCfL5KCx78jhcNGsrL085lmVJha1eAgHyaBG+XU8R3N/DvFH+WO8kGUZKjnE85KKJnKlSe90pAJL0BKCQkbYLTwpCJ3jwmZ2d0R4QxCBIAmcMDMfccTiz2r5WW+eysyi+VQZljU4Uf9ByT2hRmF5Ij2fkMWO+mEZAfTutMSshXlZjGD+XGDHp8Zxids+OXBLwaW1cwa4FTQROK7/Uzg2z8NR+ydwfAO8o8BxB0Da/3+huE+YDwTbK2GJvk2GIbFTtwhYqY8yJO2UHpWEzlFpHbs7JB2VxKAEpYPoeiCw/I7TAJmW/j+A5Z+N8vpUWH7mU0AJ535UXQVK4AAwgPwBoCO2vFvbJOs0HEDLwTjhgYIG6KAObSGyHmTG8ofpsduHt/7QXH7lcJqeRMDCYJgK5nSUWn26BrHN760uulDf0XDn83514NJvfoXlly4XrgZPEznvATHwygHgmnt7yu2jXPSPWE9EvoOzq40BSxTMzL30NJEmwPMMuh/YgV2R9XYaq6cBFskyaUEGC9UCiAZLzCegXqfmzIgJf62Ds/CBkNGrZ4hAWiF6fWSvF3tZ/DzhT15MuLOXqQAhpgLoqbbKVAALTNZUgLfqAGAgqSkCrgqNL152/OTaMSW18uQhJY2HgZNltBLhbz9V14BpBRXopOBCcu1g8NzT29b2hWLFoM0cJEoAEolysKT1VqIHRBx2VWPn5sa2cr4j4g8HziIKgM1siVHVoDpNtQC1M0f3Dr5K1nG9+DlgBm37kMuVIFg6Q0StScUTRSBEyE7F4okllY4jawIqr73+A4ptnmWzfyu9Ovu3Su4tHePCXKz1l54hcjqWgEUFpE5MPnVBcBlNvMo1pkR2RmG7YAM/EFYADXBiLZgUAG7OyrSU2GHWPD3RQlRFqEaUy/9A6g0W3jSXrAFhRaMjbaPvL+Z/AWaE54AIFuMUJ/BZBHli+sYQQgIUxAqAOuAFaUA4gki0mXf4OZ7jBYJzr702NnEIujOvjW11HbaU3VLthh0enMw7SzN3rLvjqr4+4bm33rr2WpYTPET6OlDvS+BQlmhHvI2P8YjnRA4u6IsTTBx8h5vjOA4S8XeI9HX44/uKJlXRUv4A6eiqO9bxv7j22reUMzpunHsc3AK+Q3QE/RTSADFDz7RrzZYWyOtblpVKw0uKbUtTpSVLSoWRZQvpQUPo4efYHKF6ryoKbaao5HeqrAR4Q/v9GPihHflryq//GYL2VmBVSML6DBEmGEjofmzQaSWTVdZSPVirY6RgilrDKuAU3OEaKYQpKZDn66QAKCkARgoCIwU3IQUtIwXrvDb8CaRwKK2QgKeWZbwwkbimJRM2huTasepFK4tSUdW8waeKR9hUDrfdEVE3uQ8P5YaNxRUi0pmloNkWLMZCfWvF79pzTrUt4qr+ZLGhMxezmG06g/GsQNgf6ciX2xo303Oah/nD4EWRo6c/Eitsmlphb+N4vEUuaRdpz9aioAkCE/QjEy0F4EwrHl+TAS4yaMkSk4VSv6PmHEhNaw4MYZ+IRexMySLNSBCDCNJULYSgHhvVLGPbSU/iUEuE62xR82Y1P0lEGRyk59THtrPkPY90mCb0uqRXPAQTary9JgjylL3P/nA+IZv+sTW7NW1VJSt1K6mkSpbuiy2L3iyf/3bTeoncCZaBhoHvtDW3bCg2ZMbIPduv/s+5i+Em8AWLynAQgPc2U1yEd8C/4X6DHgdGsHyfSqUDgNexuEetQdbpMnyFJizQH2xGj8zzQIeNNvIH1Tj1Y6uI7lfbzFf2UMaIwe5WvEuEaVCHdAtMUnuHsA3uNxHRYN1w3pl+nSW2Op7m3rzVU7y00L3o+kT3JUv8ETKWUdjEHRMOEZjgfYuMUKNBxLw1Ef1X9bRWS8wuWihQRw/fYMcAmCWW2JDPZzLH3fSWYFnFrZwNQdMZojKriUVjNTjuWEN3sDm+ev31q2KNQw3ct7d/8K2ZbZc9eCPMberof/k3jC4hD+NojfACkTfbDwCeSBtvkB21h41avXw7ehC9iNAOupmJLsamHfbdds5u1zrNZq3TaaED1SLVNLKIADhnUGbaZbGIZi0ds1Zj1phdSBR9XjpO5/yIXVR1p1EQlYqyR8J2TpQglLFTzgxRmQtH47TyuULe5kBrLp2Muw3mNrtdGB/buG7p1pEn2kX+v+6+O3Dzl9a037plwxex9ME37oWhK1bMdNLl+iqZ28vCNIiDv6MZ8EenNBL1Ohyd8gZkViDDTiYr2l5Uc6LaoeYEN4dpWOgM6t4XCkV2qKGazlpyY5NFdrt9drvJEfH5HHTaJqTaJwhRtUNHFLnMlN/viJArNhLrJIo1OjnqcOjsxoMoS56U9+vsUbtOl0zQmebZsR61pUjTLzRahCas1sCZz3Qqf62HKWRmlT0PZeNIYjXu4MJFgsoiFQt5lvVIPtHLL6ULsXixw2NzxYpGT/DsSzZ0bhkcWpHVtObWWlJIEJqru3xNckw/9rnFZ++86eGH1906fS/MXTF22fiZ/Q94RyhuNMMG1CH8PyAM7jpA7LQT2O9wybeZ4H4TPEcHeUlnlDUhHU1JIgYSMFPPr4QMU1TtPYgupBtp2KoJkD9JtMywJNl2UxwOzKD2vYJgm0Ed00FDiEb80c0f5cyPDJ0v3S8z54ltN1aZZRhSt25Z/CVE9f0ydrXUK5gpZ1dQcw91nHkscU8wdsNI4srXn451nbt+kRy584J7W7nF1WNRXWrNUKnnFrvU2nkW9Ox419hqN8lOq90YvOUmZ8SrUfwt/wJ/hR4QLES1ioKBKcBCLS+clrzQ6w0/QyanBg5UxLosOASO0iSkeICWLhvXvUO3Zam5PsEO3ThOC62T+zFWAIqArX7aYi3ChBipyZpnmVqp6IGYo0VKvbB80z3lknzZQNf9xdFb11ywrCHTtW3zmWvRrpUru1aZsouvXDPwo8mrNp7Vc/5vUtlyuNzcMeBV7I2fwxzaKDxP7IbbsE6ftXhloN2h5bQUk/UO7HY7qA/e4bC8gNRELlwCQhROwE35H1E0CZpDCFQqwuVz2LDbB010s4rYxWErpW+LZdwIjZTn0dlRup2YLTMqZvv9gMWWEQwmeO2RlLgyiBRtnJnHFG5yKa/YxTVgbZQ/v9LI96yOXtlSFFBWP/CZwoqbPVIgwV1dfXb8e38/8oWMQReIrm+619M83KBzb7hwyaPnbKFz3UXo+3Giv7jARmzXWmHS2WYu2BebB+zf0P5IqzIa4QzaOAVMJkBJVo1UBHFNwGi1qln51aAqo+JUKuNmipUeIzsN2Kxg4BgLaKDxWQpF0oBglgw0BpFShibKtm1Z4KLVQn3+6HH1BQ0d8YZgb1e5sCh3eeyyc8fXryjJclR4rvrY7Ys23v6lfzt+960XLroGXr7kB4erd8BLv/PYINsze5bA7EXhx8ABbsFuQTALYQE1qEuorFqEhlWPW1+0qgDQ0bloIfV+qgiZmfZDop1pydNsLtQC4yRJuwWw82KoU9tFQA9cLD/QTJQeNj2a/pqeGGMFlT95hmRiSAvJJK1kXpZSntZOcqAXlRldJkeX0Zkuq02Ue6J6H5kPvLb6QPXJwUwWnkfmCt3KXBVa+gNsQpcSGecgWHnp/sXos9qrDNQUuXA6EMi4obtHgzYQzcqIhFMYuVcUnbTSl9VqBbitLGcAAd1yWmgk7KOBd0eJtUUmwQ62SdMK8Zka8nlmJ3LK8Sl0IgT3FAXTwir3MYRTvEL5HLp0cX86Fjy3sPHO5645L9ZgCbj2WS5qGt7Zwq2uvmJdPXTsWtfms/bDuFz+0t8/s6wTfnVr1tJJiH07+DZ6WmxjmpQXbMN2hyFuGDBcaOAvNkC1XmXgTHqDYQZdsc9oshmNJiI8B5/WaPQmN72xWg0G4wzinzYZ9EbHDApMS5JeT+veBPaLYtZ4zMgRXAxur1NZraQcqHTSOP9MJ/moVYhn52lsXejyokXlFh5xC59eWiouW1oqLeXAbPcV3LP9S9uojl0cEQ6URpYXC8OLF71/m3Dd+/9VXLq0WFw+wnjIIVCCr3IRMrcA1pOZ2L1ewW7Qe+hBhy9Ru5YdWUY3lwNIqZ/IqgiUuhGrxFqAT+gknZgItZs7Yoloo87sltSkESMX0UaTScPK4a6SudGZ9TUYrNlczuFIRb1qekbVt0AGHue+TnhuAGsNRqMaWIwG3jYDI9trPb90mPVrPaUZ065rId3famioLMvnVztwOtwZKF1+BecpNqYWL77s/i2+crBUSg6Wii4XQaEp1I42CCfBxeAz4F+x9Rp0TfZ2dHuWv8Z77Rm3e+84g4/SgEWtpJzClCI354TIRy/9aCqL6/nLVCZzIBWMGtSuiY7BdWetXHROr3rkMtcLaDOYQFvAZeQ6AhLkZSN5RUvfO49+VGrtLqLmfDQUkc3qUFRetDJgHgyeZVJvWqdaL56nFcEl5aZURyUh5p8jDdGwt83gErQFa0Kbspu4TZuuupLiB1Ob3j0uHXcSW8JZJv9XXKBE4rx7nP6y4Fd2ntwEw5QMrQjAjtFMMjd8/YjaYmneZcxEq3jq3EWH85T3nrCC0z35zgW7TLV7YcGR5GhDU7gwPKy9elXcJ1+q0Ts05nAoGI5ZvJFwS9YXW6WeUKO+cEc6nE5Fmi7LI3VX56qYL9PS4HNzTm84GArHzd4Kamnxx84aatH2hDvT0VT1iMNidjjMZif/gD/m9gTaM0Vf8oiI+iOdTYGGZLB5U16DK6MJf7GFL0lGp9YSDQRjcYtk8fmbi/6G0aWyWtN3RmsgnQo2X5HTXiec0eAvNMccEZfOFg1ZiICUXE6CkyxfBf0LSALPvkg0apYkfy1MmPme86xELwxHFHFQk+x0O7hWU7qeTKFUC819eKBr1JbIrJALOrOt5G9z+NWmWKI9uqXC/cxvdrSsWeK0wTjH8WbfqlWXplbnOsfTsYZeZ6ap3NJi0GiX+5Ptb192zugDlK+ymEa0DyRAKziJU8AOraLKJVnlh2KPx7iHwo+HuY3+z/rv9COtyqPiNAmuyHFJt4OoKgVsXtd8tJkzNQebM81Ij5qbCStqncIgr2db7AaDxNivGquxwS3TalwZNVInMykDDWdzh4Ae7tQ/qud26CHQS/qsHut5vV6I0LqtelMKvpOaS3GplJuF8HqJlUCr5nBWGuyr+AOJdne8TIv8s7JaY2MTdBvfUoZ0K75ee478JB31uI6zSua1DKextbTuIrOlWQBQOHR6tHqMhqYtqNfqsNc1LIKO/FtNK6ar09V/qb7akr+r89xlH775MuyEwsb8puuHR8+/vNI+7W1Luv0rAz6o/dttvffse+Lea2/9burWfauuu+PRiww+q3bThnu/9JUv3/Oz67vloLsXEcPiJ3wCdIh3Emlw1gFgIHZFq7ZJNuhO+QZ1wAA1yMBhxHG0BA7HSuBwcJzbxu3mXuB4rlb+htViovbuad5Da917WPMfdrT6dGa1iXoQ+Z8yF2LPLR2LfRrmRJybI+M4Bp9UhSy1PHHDAcLV5b0cO1wGmzV6eWf40fCeMAJhmjfOcv40BjMtesRBN2gpFAgA0mPpQoHazzRfUBWYb4tY0aARm+Abje80zjUi0Nio1ytNaDU2+ZjphImDHtIGa6IWf+yfWwkfEP651ga1xBveO0+JEWavsxdqMcJ3gGPc+cK/158VvOBE9RXgxWb4qHuPmxt1u00mDCU3HehY4VQfNE7rQ+EeJReavsd9vrqF2GIuDschiMN18TgAmAumxlOTqd0pPlV7feK0939ey6VOKu+Tdhzg/eq3wYV7eTRYC/el170Wp0znXB4cdLnwaV3wKDMCKyNHRt4YmRvhgyOVkXUjkyOPjuwZEUc+0n0Lkd4FZRCER8/HXgsNbB5fUuaB9pF5JJ+CAzTmwGKXpYHQADHQ38PagYGuLgyDo3C0Npd6vLeSYzel5NiZVfxrHD3fLEQwIFoLGI4ymBsJzKMRFcBQ6R58ND/PrNI1w53CIIG4joOjscnYztijMZ5udxpiSfIiB00Nuxu4BjoABgw2h3L1a6fyNlkbJ0n/DkxQI5vEyUeTaDQZY92OURwDZdCzIFcwqeQK0joInOX9n3zMmBrYmLqxgYMggROjiT2JEwlhZu61/YkIG1SaTs9i98g4DU3pbBqnR9O700KaDJOi9Xy/1StPyy9tgN9dsAZ98/2lSH+XgB6yfgm2B6MlxizpdV0CTZKOCTD+fX+imXXMctx1eqNsyuLs7iwx/1tqHU6k62tz5mlrk4Iv0YiQ/RzMsTbqMfhKDuDrSg4gxQO4s3oIpPbDbAzH9sTQzNzvsC0WlCSCAbFMbEtsd+yd2FxMjNXJot6G+Eq9DQIHXngPZLDEQXUiQeiIg3FssclxOmoDHXU8GN8cfyPOx+m40/VIfPDR/EwW5389bAIJ6lf5P9gRDTrJ0CPYE5Aj2OSQI5MarRwBLRSvSBsf834zeX+YjCVMYBiOOQPKWOxyMJ6JH4kjUxwqg0F0KGz1PjIWFTffVgKuFJMg/RQHZ+Ze2Z9MGo24Bio2KQKqFxLHEoRJ14DxsXNi8F8Lt37MWFPwMbgT5HGCsMdoio21GdscMhWdleZHm480C1SO4ubR5h3NQjPp5vTxLqc5kSqCv4abFHqE40Sra8dpDq5zbXFxwOUcpNjjwrhgcmVcy13jLp7eHHG94+KfJBfORRvdugB3N5IXnudfVfIsCX64wa/f/zGIY6MpRri4ze8UQG0RpjQmOTFD9ZXaoMZYnubctoXv6yLgbjJY3T5octNX53NHltPn6mOXksrY55/vw7lTcxgGGJkWDwr//akUGMdg/VzE8kZ/Mj+eGBgVToDkFMx6CVR/uc/LRuVhfIsANeiZ9HAeBtBTMmDj3LmnzSk2PyfvaXNiOaoqbx0eugTYIGLQQeib7oBN64zyJO30e9jn9VKhAUFACkwGdgZ4UyAYwIHRwImAEKDTKChst9Zu5iPtNoAAabeH5bd4Je+490kv4Z0/wzGvM8qaDUmhTKgSGg9NhnaGVKZQMIRDo6EjoRMhMTTfvMIPIh9pOwVGSdtlrOFgiPAGLxs69lFvnDeSZK3HpThHiQjHR+Mn4kK83iKVN4X5PFYqJ2geK5MT/WQi+do67NUYiYx7Hbtqi2DyQeAL+UZ9W3w7fXt8om++vfr8lbxYfb09wzPwkrnlIPNUrTkHae7fsZM1R1rDPs7kC/oqpL03fILSGm2s3lYRfRPtqbdFZMHq9w4BvLfG3M00JiR9KM2BdJroVBxkhQZtlDOnjqW4LUTKHkodJbdCap4cx+oyTlvdwetOta2LcP1zEig/BdkOksks0yv2O6LyOj/0+/0IYeijruFx32YfF/JlfZxPaRWmt6YVvUVb3YxOnmqTzP3kew+Bhim4LsBKONkDAdpMxg+x/wX/G/5j/hN+wV+b9NjHjIvIQTYuRmsvwuvB557iTmUc0VwiIsdxcGeQMwSZGDht8MWFg3+QKHYh7I3IITqJSmh5iAsRPONCnzCrljE6qzFlcjQncQF87xUemV+3GLyGfwFkFfjiIMEXyQv9NfgSSgkxWtkSeDJwJKAOKIJpIl041ZZ403wOdQJeI/zN/O9fn+8jBYvCi6CtLnsjtJME9CcSDCelRjjaCIONocZsI24cbdzSKDYyeVFQuiqcyucVrLV8XrKu9Hg2uq78HsrDaMTSezgz0EfFb4WesZSpwCMVGK1UGhoIyHAFL8ebMW/CQXLZhnfgI5jQXg10pJf6+uDqlTT/W+mH0j9r30LpP9MHQV9lgc7DnmU5xh+c/izRH5dDsHyJVX/q2blzad6xkvtK1124lvE1LtlehAv4GsuRFXfOP5fg9wjTQH4KERXl1zjc3R5sIBYI6JK6Ml3I1AVNXcGubNdo1+aubV0nulRd8yunrFst1/N1JdeTtsfZRAQKOEka6ZA6nuxAuztOdJD7DgIMxGW6oak72427R7s3dz/ZLXbPs7CJuk6zll9MZQnNaWR8d1AcBOMEtu0Utu72Trkdq41yqH1PO2dqD7Zn2h9t519oh5RvxNvbianAwQJuLxDr1SwXsDdIPqIJeXcBmgrBwmgBFQDD3XRN59pa403EBmN5gfwGEAFpqDsAgnNH8Rl2nxxzEZUl5mrpk3+ahrekv5/mriTGZywV456IvR/jfhWDP4nBO2Pwuhi82nebjyurh9S/V7+n5rVqjzqlRhrQCJuQ0+PBwajsmUHlvQQPKSE2pGV29QTZddpkkRsbozOojZjYzYbniGYYAkaUoonbU9omzEqmOktyNOoksnrD3gA2zqAzp4kZbguIM+jCKZst4nxGcTxQ67lCT/c6nmE5R8eJzcgqrkN2gsHsu6es5vSCjek8K5e8VjkohqwNNaLJn2lwDF+PVleSufLFWJ4dEsPMZ/P8BoUo3fbk67dVV0o/H1/dNNq7+Iw1rz0MI9sbg2evnbg0m94VbYlb/atgXC3Ylgzeu/WJ5wPfWn5xc05jsLVmdtzz8H23Vf912/ndfmewWJOXc9soTJRcTUqPiOAtcGMtJzWFmrJNe5qIuJx6uqkJKHQz/858fmdSeWdBnqeS//nefJsJdEgkrIfRwEvYl80yVDW14tbR1s2t21pfaD3SqmrFXr/cStTVMQX7aTvVK08bWwN6j+npBPVr41FwmvWnMs8/l0K3ikVQZP39PY6WSkp/bdk23IZMbSFyGW3b1nak7Y02VRvtto12OzHfr5Kneo2Sp8pk0yS/C/RTHrULt+bkSARzedyal/M41Uw+3AHyoTHImXwlvy3/ZJ435TeTm935I/l38mKeMfSaFs7WnLUvpufbT3CTwihYysb74P72ImkfcSVKjo12t1yajBZKk17yT1Mo0ZSvSml5aVvphRK/ubSbXI6U3ikJpXonp5ReqOQpC0+AHDiEXYgm0j4oQY7mSLYFYCHwjaaZCN0CWIF1KpXdvsMBHQ5TnO4gxpBhb2uriXqNckiFA3YapmO3kz97lsfH41w8LqdxKEI+iBqY7pFQB/CgO4EJtQFM3tgKZKBiZRHUhLp0qDDNY1ZmkSAqTWSt50TOHk/TzZAxttVKz8Jg1VAqSrmETE5JA2InItOq1aeloSquPtX8aRPsP3ukdjYB3Swxw+lTqafoymQ8kC+3hc4x54y2nvZeeVXDTcLy89tXLlrfe0U/jC/MNc1EfQ1NTbHV1vLwhY3tzQ1hT1TK/cETckXMmoG1IzdNVn+v7PPlCJn9UbgMtICRA4SJtE2BbDhO2MvTWrXGE3qerF4YJMmnA6TRpn0Wh16j1eopA1GzIiOVPHVeSq+/wk6ngfR0rtmXpVdpIK2kEgU+HEmiEh8OxU+dClibbVzJz60f/qf+4z8+NPt/qhurP3vm7ddE6IMTqAIP3zY4Wu2fvflvy9GgyxO9H67ae/PFF0zB38GXvrO0IYKi1RPr+1IhJ0zoy2PejnioJeiL945dkvjaDT9pH+5IhWOR9tZa7jrBI/up3HXBzf+guhicgSsmTOycPI1S2ZbfQfAdafL5XA4/1kJ+Hi/uKB4pokxxc3Gy+CS5FY4UYaU4WtxS3E2+vVEkJEpl3dYC1XLG6jYRywVn8kmr0B6h7UFw2VMcc/0QWqVX7CCsfHIQrhvcMnh0EIFBaTA0eGiQcKof7hsctNsxexq75Dk5M1gZ5EyDQXJZPnhk8A0q7VhWuKdTBggiZr7U9EhFWM3PmV8pHquPw1iGTSo1OGOKR9wQC/gkFt3OoUeHDg0hcWjIIWPyBzCyZ+TQCFo+MjmymzmfToyII0pvvtBpvRXqunChVhuA5r/Pz5nYwGQQLmxGHB7aMjRJOuFzQwPJiKKNMFnKaFv8HaHtbqjGoTp1/6jzF53cR0h8dxmWn0HnAStoQ3dNj+bX5bk8TdvDQEZn7I25P40FPKuwAPJmAw7LcvxPOQH+dE6A/yJOIHW6pDfBR7lBLWnEJVU9x8dO1r4dn1CYxNhfxiUQJSUVq9pc/L/gGGf/4is7z4qcdcHmO/+veYfwvTeWD/eXH4m093UOn6Iv8XcE/ld9hL6WQsRVGH1VdlR2V5CmUlHoC3HjvTt6j/SiTO/m3sneJ8mtcKQXVnpHe7f07ibf3ugVez+BvkQjoy/Wl7ENyeJz4L/2Iq6HEljXgEyuk1O5osy+O33sil16iwx6pJ5Qz2QPD3oe7eFAz2jPuh6C3B/iRE9PZyeW1ZJF/puOfR3fj32/40dd/yi/m39PVqN+WjfhyX7I9dP2Vs7J9Lp/ZLncj4cK9H5vN7tMdXSyP2FrriCDfri8H4L+0f51/agfynRIa+Zk6u+dGjxHucoV5epO0uvb2Ei6l2T4Pfmn8kkZyXUtlNGbcpcuEDJnTvGJmoJao/W5cykt1ddEF+MSim4f7avwObyghsfXTnuumT1H9ZFAT7/yYOHj1rjM/VE1BNWUd1AP8l5cGGBqqV8eYDFvRqd8bACeGICVAeo9mx4YIMvZSedUcPtkuUFyyNaufFdf1z91/XuXALr0/frFj3W91SU8ULqv/YHu9+QP+z9cLJLW3+iHx/ohW9QLlUVdfY6yqJrBxWTBe/tr3zq7yLdAqPbN5SPfLA72bdooyf+tBT+KjeQVSY7K3Hay4NzCBa8nc6Up9hXYatcXvVCzB1ndBrZGupqtjuEGsPsp2Mr8FHbSw++nW1uDQaz4z+aYh5ReY7VrtHaN1K7h2jVUuwYVW3VOhsF8Nj+ZfzTPS+QGk9udRDMT1+W35A/lUZ7211fIM+zvltlVo5PzzHFKyac+l1N+kY+MvSajflwbe1+hlRkfKZldQwl2ZSUPs0TlnWzd2cqvo1WPZuaOkRn6/f+jGT5NJ8g6Gj2DdbR3Eesfh8hkWmkWw/LWPa2HWtFmomS/0YpMrcHWHeSWbwV1ulgww5rh9qdzJPLvMdUQ+PEU4mCRIa1ekkFxZ/FQ8WiRp7AqFv+nsDKQG9L8GwV4rAALChIXakhcqCNxgSJxoY7EBYrEhToSFygSszcIEhfAR9BwwSwpFtI5Vh+ntUPm59gJ/mGujfrmyShAe1akVgMMKmOZMteaJtyMNa3I8EKdh3RXly+o8ZBUajywWg+d1aNEV2Q1INATIACuxDoNghqVW/WwCnmeQwkiHWtFxohdGtKz2jEhAzQcVGqKTamDmO73siplLyysUgYE6KObuDTohiZkuI8z6/M4qxRDrU9mhrJD8qDNyEU/seobv7L4ueM3frRy2KAUgKs+/42Lej6mRNi27Nm3gfnaFuIFyryZ/3L13B5Q3stBBttEI4Mx9uoM8s4QXBeaDB0LIVMoqKYefBAMBblgfeNqor7/1l195OPWUnDDle/F6n0KJ+p96hKwKNhBlu5jhJJQTEZZ44lJbSGBTVbqq6L7D0cSKKFYSXWXLo3JPghOoKzAgyBoAkXwPWxubBlq2djy2Ra+6Bh0vGin/OEEtlOO0NgRXRLloiF/SHZGs6jgmkF375/0Qm+Iogi6aC/PG6nJZCAmEy0H6XR5sTsse70uF7DmWVlumsk/Q0AaCjUnaQCAAViPWN+xzll5q9XQzLLsAbUkAWgz0PieNNN+aHTqbJolGNLCQOY8K/pXocGaY/SvznJ6TKldNkYDTGqVFlnSp5kG+TGo0+AgAmtLXK4ftk00HkFmcawEGVDWH82m1m/5bN/a4WVr1gQGrJHEcFZv9z5ww2durl7t9zYHPec5dGFoO7simoO3lCzw/aGzL21oWdrhc0DJYoh9ds2FLbEzzjtr44N3VX93c74c9vkbUlqV468Cn+vI5toXL9jvma+rmVTqai7Y92E1Udje65dre8+d1S2g7SkuSRkCsX5n5t7HAWV/KTlpKSRppK8pCZcnx5Obk08mjyaFZA3KNYZNz3W+C3kQAnZC20aLIGl4I3AajEYDkGgdQA2wz0eT/Pq49DLd95cO1c5FUI4ySdTOTqTWVgdEnsWLig3tPm88MrIucmb5nW+WV67t6YTxqKsnGIg+VHw8yp21/go2X9Y3/0Myn9tr87l79nGQxD641OGgLmMvdXYGvXDcO+nd7X3Se9RLnqkZJDXewtqgvlOlDV0MbODbQGqKzIzoCy9jp4e1lHFDkzvoxu5J9273k27RPe/ZrtcpR8fm9+bd0Pj+HYQXGU25ZcYh65jxCqOAOCZIzC5FYvkNRjnUCqVWCFpbDQbcYeqQOswdlovpk7R45t5KoYOJumaZXaMJ5eoNKleXW+6ocWGmhCq+wLHTarpkQTtUHwApWqfF4pQNCahBzTTkK0HLdCXaE8MJpEt4E5xW5KChyQR1Jq/pWyZkMkWcLpe6gQbIaLGpCM2oWGwl8uXEtMUtRyKtlMww6NTMoBasDalN+WCe0xNqRhtwqMnlcdo9JnMAhwKxANaa5UDAEKu0wtbWSDAGY7QojBqtwcZQqwYCjaQJaZCGHlw6Dnjooiw3lxkbq9V4qZ10wFKsaORI7hV6XFeGHbsIF0TPUGJkSXMelmaXt5TX0lOhAc2/qx3BOE+7tQIx7AtBveT80Wml086irdeMcdKiMXfcs+viR7r/mlWNufsLvmD/sja/scnY0hmrjPZku63ulO/i9tLAknXnFxuu9a0KJIoNOXjpo0/sXZ+8kZaS2SqGPUbjMk/YbfeLgz0bH7jrwS9ecXXprzLBtNO8oNb9WXUcIjrb2rmHQIj6xX6DzQ1xmxdzOAkrhBQfTaJkDf0Kp94Vy/P454A75yRad46YzcVOGxW1zTTspa5DK8/fOf98iSO8HnhoX69ifSpO3uBAMpTkksqeRuFjxvfsaeNrVMaXgJXEeOLRmjA4fXzCg/V3dTF4Cf8sKD/FUVVmmu54xCHVyH1KDEsCe4KKYAkmQgmc2JaYS4gJpgLXNljm53DHfJsJeInwHbCY2FqN9UYbaaP7GxuZhzKlSEq6fwZBKpOqpMZTPD24dBvbSFO20ZRd2/l9lVqtH4tI6/kRXtdbq/1ThBKOu2XSxyX5a/N35JEzn8yX8ujx8Ez4l2Ek2qEOmWzQJUq0GI3T1iBnaDGaDUmIgANaBF/QH8ABKvu0BpscCAWDBVczrToToMlJsQbZZAgalhvGDbwHGQxJkaOlZzhOfAadT2z+Ai0+E6PKWYxWCYo9j9YBF9CiAmgFaSLlDHjOAi1cCLT5gqEILUil9Tzph1v8k37OP0NLyoxNvH78B7my9KrHfdj1ypjn+GtKpSBaXngZpSYwn4Nay1yl0vGwkqxkVk42Hae5LPRKHe4TlLpqnJy6zugJtSxgUikfoyrEnbXfK5A53Opkxj/c7tK4UvmxC66Lus4Otjfkxqvvvlb9u1t+CUPp+35+z658x8bmqx6RU5fd94Ubkf7c8W5jor2rJQ6h1tZ32YYbCvdD5z//dFPXA9L7O54rWTwZl9XUFFt/4SM/P1W7sbkea2R4BrxI5F1kH9zRB3EfpCEm+j4cLmFo6g32cr3zIVPzOPuTefyKwJX8CZDGIa4Sj9OYKIki+xsJTsHR0cRmgqePJlQM87eeki8PVm+unX3CxmDsgCvnRFBksRwv7u/t9XiIOsVMVsmmmKwGYpdKA3DPAMwOwAEaOLe17nlm7d13WnudEM/FQBkbiDptYs0hpT2sIUb/AA5HlVY1eoe8eWBugKMtKrZiTcOGoH/usLgNfRfEwRoc1oQSWbldCwelVRLncLkiIBkRdEFvMB1EQY8h5plBm7CUde2kkQ42aLLttnG2GD22mCNIREZ7mMYxmstjiqQvu2lA88REOq5STjCe9xUVTx0IWj/4Nh8Wt81+sPlKtw8iny9kvbPz6tRdgUA6eo6uq+vMc53p3MPXrhVWHfoPoxQ656+/mXIvCWHnlyPR1O+varn+qynZM9Ll8CvrzubEdIOHavFFPNEN8k+xbdZpvVkGCQKBX2BXIkHluykdTFfS4+lt6d3pJ9PvpNXphTFnZI0aYBxOslqd9iliGyCqjEKm1sCM9HKtUOdk9XG4mhbqVMZQq0FH+ActvMBVG/kE/JXKQei0HQ4cANm5t6d8YdlKWV/a6pStar1RRsm2piaQJCiFNZKcSICIxx1wOrHKIjsdYSJTw+z02pzKKoMAdKFAGIdpjNNcGIbtICJFQpE9EV4TiQBiReaIfAUZGEMZGbN4vqzeKhO1tC1A2uJDh9xw1A2BW3JniWYz6qal+1U65IYIpiP2NixASF+KOZyyCQZhBiItguwsZYdLDhpghbCobYbdhhcMgmH+jEPGJNhJkEA65HG9dujQIUuZnWo6sfUlZ1l6qfyD+axHgiKvHFZyC9eOHf6hEhd7mElrReC/ppx1qJzEXD8MMXO4frZkmpbQpMdunjoGkJ4ByMo2Uh+kTZV05tj5nIqEZ2cgMnTL5+CvqhdGvNGBCzquaOZWz24chajx9guDHW6nOWhKG5wdvSq/g7M3O7asab9ipJhMLzF8tVdwBwKDAcPN/iF85H19d0nwGXhTR1j9Vs4Z9Z8lZC5d9WXY6s+JFGf46t0E3tcQeNMzsWTQyYlYl1BbQ7JRHQjLRgp2vd1JvultsqhULcDY6pF5jnB53NJKLJVj4ARAXgSaC0SZKuMyDkRkUzlTrpTHy7wBlZvtNrfFQpHDYvZhr9vnZpETqqDs9mHf/8vaewDIUVzrwlUdp7tnuntyznHTzE7a2dWm3pVWOaxyYhVASCQhrRAgRJC4gCSSAZFMlLg2wTZYGFAA/CzZVxImLMjXGHMNEvhejI2xkOA5AdrZV1U9M1rJ3PDe/2s1Mx2qQ1WdOqHqnO9guvCpfo14TqTzuufEAKZ9v+qn5oKKUMB7If9O/7N+VvD7mwqSEsgEugO0iQ40aU14hrRJyUJXVsKL4qF2OkW3R7SIZg4UlAgM0ZFIyV/S6tKFUkpL4cEVTRZSLI+f1YG0Vh4jZLg8BZaGeC0b0haz28d4D9hgvw0Cm2prtmm2ftsB2xECzKSit3LR/rSWrpFeOpjOpBHppQvYWRuTngF2G5YaNhl2GPYbWMM3kV4FT+GA+n6F7o6QvK8Hq5k3R22eIesqVLlk4GCNFkkaWHyXWnLTw6PScI4iUj19bDVzbNvpvaOVCyooLjh5rAKTJfiN9JovYOfuqhbqR4UIcdME0yqfK8emRYOxaTGY/waSfU+sD5wTjGS7g/byjYSu9zkS/no79/f2QPsk9Blu/wfKDcV9vaFSy6K2CTsRZcOrEjEL5lU/Zyzgb+x/AC9IgJzm8PoijNFo4gVTxB6KA4HnTUYGgEwOZ9MbUo+SzI3H9LR3xzAIQDQNsfUbLSLTmMTOQBI6gWOUknoaUhwk97olNrYuPGPM3gseaHawVkGJOpM+OWq1qkscTovNlKxjJeZu1uFoWxR0xJb0mG1Ze6hgjyWSdfOiGWMw1GQzE/+HkSiTAEe5ZxFvbQE/0a73SruC+4MUHVQVFhq5JlV1FurYJvpEA2w4goYVBYokwV63NEOiJNXgdXmpv3vh6973vJ96ae/G5C3J15L0t/mn+H08jeeTqKQVMQ3JzBfDbB2gGdCEjamiqqmYIlXi8K7CpeomdYe6X2XUM3O+DuGEw0POtsPI8h0cHGjDYU2ZowPOtrcHhtA30aQw+Qxg7Yok+kzacPCKn1gtRRKekuSqoBIkSsXhbCkSd3kc8oXOtRzloCnSaheMhvk3T8plA04fpEQ2WAqq1tZkc2tvNOC1yVK709/Qwp0fD3Bp05Wr4hanqvCL6m6J93ZGvR6KseZ8G9LFeKlnRe9m2dneyQdEQ3lKIhbgEE18hfgZx32G+JkHHNXueM3+GzuF5KFqD9k1OyOynIakWB3XxlEXcjDDdXPUlwZYZ8A+JfQTToi0X5IV2kBTlEMwWa2MycEDCtIajS8EtEpTIk3TLptNsComvBpmEoASUvqVtcoR5UOFE2jFhdkJanGWtDgLl7Kb2B3sfpZhv6HF3z6MQw7Q3xlDHKdYHTp8ECOn6xgtQyTsYmAQK7KA6LYkvzOPdVeCM5ePkBwodls4V7q045IOyOwr7/5Oa6O55NzueWlaj698C8w2LGfvvqTjkvJrl0HLTy8zc57njezlmbd+xhH63Ijo81Z2AsEnuHK3gWP01IaayxkviIThOyMFwIksnr+UKmg4AW+8wAq8xuMa86TGPFzKb+J38Pt5hj+rxof1H5VkO0R1PINZ/QoPSgzSWIFq9KcXp19NL0Lfi9Kse3F68c7F2flp9AGwvBD185NcBDRDSSsIrlgSfZkdOA+yh3O7Ug0FOrg2BkFMjVFmOtaQToOGFK6B2YZqYDSFTPjdm2RHwaTsEvej2omqSAmij/N4ODx7Qrk5zWkyGg3uEPBAkfaweO5aKyLrDOktaTVNCWmaTfkBq1iD1oyVdtHWCus3kEYwwCr3ZwxnNQLu9YNHD5rzB5cMEAADPde3e4hM4g4RjJLDA3rK70NvI+OFMGe3OoQlAmHWB/WT76DL1g3pGEo6Gg8GHSOJrItVVOh8Lf13PodRXgiUBcnrgbfhk60Jralv+sjnF/mmTmjpG9s+raW+pXGz3UEZChGX2OhiThqcoVf/+fLHbP/U1RFwukJtuZWbF8+bFlRUq8eZNrNqgRMVrbUD8zgDyJU3GV5D+kQedINxoB9cCjaCTeBWcFBbtXBMnZa+/ELp6jWrGW5uobk7DdNpiEUnlZ4Jbl/UFx8X2nyBcs2WFQ7bkimB5hAMh4h/LhU61zO3s3n+kumBcxaNK9U1TIxHo8lxvckbVjhWrlvNXHzh1Tcr5g2SIJiuvs4EMkffxPMrQ0dyiOkfzeXQRm7orINDebSRx7odMg3JXm7offRR30c7iDq/6TAJHyfIOSRwLxyqRjglTqOFYIHYEg45K+F4ONXWqEA8LFOU0QdIhkt8t7AeC8jZVZyU3RnGX+CMS8PoOz7qgOG1C1Y8T08vpcIny8fLJ06GU6Xp9PMrLqgdhVZorh0tT0+HQpl0OJR+5+0Tn7/dlgmF0ulQOM2+d86CHf5oa/JUKtka9e9YcA6cjXfpd/EunF3+MS6FS79zasPbn58YtuJ74HtRr//1/XcelJXSNMemTY5pJUV+8J33//rX93915rFfvU+t0m+Qzq9ebdXfIX3qZ+8d/smtal2deutPDr9X7i6/i7dhqrxCv3laXr1Zf8EMMCKaetVwNW8FCsBYAC4cEwvCIAYaQQa0gwkwofUZvT5vo5c2unyuRhedNCIDB76qwlc90OaJeajDDuh1NDiow3Zo8COJD4UmFRlMCpXR3I5G0BhqpFS6kTjt8nKhsdnPGKNMR29IMUAzbRC4sGY319VpvKlQ19IbVY3IwhBjmsuWJFNQKo0np7U8ujTZ1gRCBqa7z68w6FKGpQKa29LQgC9tyIM+OD7UB1VsNu/s+7CP7qtyBqS4HX0TWyO6OULCz9RjzjZ8EOt31eM4KA0dg99UEJ5ZkEwtVv9B9BGgOSwgG7D6i370P2iGrBPJEidM8ugE2kXnk+b4N+D4Ecq7uvxaeSL6vFqeVH4VluBe9GmB+75aA8PlD9jx5WMwUj42/NzQG6fGDw3RL70xRK8trx/+RflyeCuVgbdB5xvDn25atGjz5kWLNk2Z094+B3+oz864H/nGR4YnkHt+AMNfvYTvPwXd8mX9U66Ht5YvHz6CbwxdQ+WVQ/o9Ny1qnz0b3xbJtG30l2AD8wmSaEFg32sEDs5LmwWQGcLa4BBRA0dVrUSWydJUsdBF4ezdUxqDwUb8abKGG9zuhrC1+ssM6icag6OPol/0zF30n8FM5rP/x2fWWR0Oi8XhsKZEa9BuD1rF6i96Jl4RRx93U9Rmiza53U0Ruz3SBOBIN5MBf2XXonGR0FRJcoaB2ee02YBBCpuxDjykJ6vHL5B7E8MMWAkQho5Tqeu+xMWU76LxSzh/bgi7vQVjEbE2s3NMyDO5uWV1iyfoNHk8Lik2e+HCeuYlymq1xQ0Rq4nlZKkUk3ir0j4hLvFGs0jwppCMBk9x30aj9a4XgR+HW/vCSEUQbG6guENrPJs8d3iQYFUUgAQsCGgety1AZg7qLe5CwKEBn+pb5lvrYwTaJwhYtApEtApwqbBJ2CHsFxhhlGitiNGjB/Hmobfdh0ZZ8Fi6IumJxObbJD98g5XMA2IeXYsZbqkg/2Pe+1RXa8+K5iBr4dyK0+i7LeEz2TzOhqmdK9jNgslzT0tLvTbOOSNjdnZZm5SiOWq8H4O9jpQXlufAJ0G/lWf/GYCv0kD4ETDso7eCbn2OZsTOBMAh5mnEw0KaCWMXeF20IssWgQaZ94dIRu4czub9Bukh3DnfBGd5KHLeWHOd2+6XRNlklm2WdEKJ2lz1tqZpAebeziKHdE2aE3h7Uz3DMpzfRdZcANKZXuDGASfqkVd05FTRVLBhcFa7r2DHk70XIf3II9aLVAs9np5H04oSVDIKzdM4VkQzqgWf5NIAH+IUKShlJNpDSwEtgKeBAgHGo1kZLgR4laesNI96zBUsCIzG4J5jSM8xcCmzidnB7GcY5iylCHfaO7oaRACpzNVk2JVllCHX256jhw7XTF4yYddQXTIpVZZLzlgZQbYofEEbN3nsd2yzu5ZfaDeu8kUKGbe1zVQXGse6pvXPvdZbuoZe1zF2dl++zTM1ntTn0VA7UX/jDGj0XrnHagU+DZEZapt2bAAI0MsIHs0TEq0Fj0cJ3GHdYaWsdkVBJKwEKO0/iS3+BsX/6OGB0xm/iRmO9b4hpNgh+uTDEZ0kz5qDVCCxtKm/XTX89iyPKmq+NuvYZnMD6w8kGyTb8rYm6hbmwfWB+kftpqgSkCYX17TZ26fY3Fm/ZML0eROigWs4g8qzT5dvArpdyqNx+iX3IsmQfkqTBFcUadNpxVHAOTv3KEhjRvXC4zJpdeBqLaPWUugfI3o8zC73fqQrOzWCVinQjFjVrQNEtxah1oyRyZrptTQt0bSBqNSeEAkia5EweKKKWpO20h6DVUNq+/+TNk3mSnTbya1WtGidGwx6sNFfU591BqHr1sTgGlw3etqDmFSEoP5RfUY0dQ42q4TSuC1EWS6O72tDynJIkLlrsU01/ep0K1GTOzsDDmewPbvy+nZ3nQY4kEMU9RB3G9KOzUh7CYIEaAK/1K4OJZPhoGIGnKBaQpZmC21xu608hjnqsc60Uqo1ZG220lYQhMFwUypeV+eLyUbISEFnxtntpJ1er4NWkCoSdOCsqLRjCUYKyvgoX6w+4XGJbCqV8LCqGBL7RVp0eQyUamJgQ9Rvl+E+WI+a8Og7R5Ed5mxDGwPYJINuMleSe8eFDgwcHUBH0ShEv0cPEDw9PKlJzh0d+IZz2eY6aDXTAqTNVgE6zXw4aS7xSL9ICrQT/ejbJWeSdyJrl3no6/s/+ogqUMWP7iu7y55/3UlfuPOC+8r5++A1sFB+ozx0Hbw4vqD89YLfPPHE45P3QJbCzpCtwz8vDw+/QM+Afyw7jg9v27uX2nD8B6d+Qyd+AK8t34CvvO3UF7R82/JhF/WH5R988P3vzxzOUW+SWJoF5R+Cp0bKZp79EeLN24D5OUi8c583iAUaZ+vS41RGFmC5xV5B5kTv0USaZyHDMRVAQnMkWdChfWkTDTgyMkY02eEtUIChOIZnaY0mgwUXpIN0hkYFaR5qEJMzJOQM4VK4Ce6A+yEDzyLn2twg7pmqgXx60o64JRAjGbXjU+jfBegf82ZlS5cxVyCd5xbWBKzA9DwQFRZpHhD3j/UsTeMWRzzv8+fiDkc85/fl4w7mhtF76CxZIxhBMg08BQ4jmfZUVaYJNZlWyzd6TjXm0/RjxEd2AN9uuMa7yYuaZ/ser9Ni0aCLoHyOirU7K1bxxyRWsVWPZXveEy7838QsVnw9Hodx+hD7MbINfqiJBs0VLrA26MTsZo8hjji2KbCPXrnX6VQBSEEjzqZjMmmN2cJO07MmymRSewT6HCDQNwJIKyBF88BGZzSBZcMwhliXZx+d3u2FMAaSGFcuRRc0KYbBnrwgFks3VbDlBk6Dy+G8TwTh6Tjo7sb+zAMNx2vIcscr+QiJ644XkvkyfQaSZLrgOV6X9k5dEaiizVHJxOMbmhvjs4ylwuTWwT63f3xkeqYUzY5Jzx7IhZRnt1ijIYF3xYuF3jRzH6xfnk2Vbpw6QZsYM6jhxGKLmBpjeO4tyBYnNpz7gwf+AtXLZxL94H+htvsRewDxqDrwiBZw8Al+kTrfscvOOuqg2wGMIdlXMEZUWSlE4jhnqiAEf0JyL+OUcHitSdG8bkcSQCRDLf2INRlZS3/kzsjOCB2J+JL76PzzLNvg20eP2XPEAu+0QMs+qN5E4EdwBieMQUIQdXDjVKCxgKv7T9jTaTjXkG8gGRrBIByAxG2tgrJegXMjeQNrvm0kz2yxkIDP9P9uzbKuvnP8hUjb7MZlt0zs+ZHUcOniRb35uolpX0t0/APMThj6za9ffHL9ZZtlZzK8ZcnGmza8JzZeuPalvuL4eDYS7Gl9l9DWMdQ+D7G/AlHUOqqLgstt621P2GjGJcgFgkjjw96Men6LPe7mgs+HYaeu2wtc0OUCFnkfvXCvovmiBUWx7KcHgESrxO2IBlE6q6FtH6vIftnfjPHe4nYcqDaDhSxBDdNhtjDoJKYn1ByAkJOeO2VQz01BkPORqQcL+lxEBd+OPw1uh9qogp0GNyQ6TvVPbr8uXdwww9U7L7/+tuUzz5k0sKZrcNz8lg4/jP/iwy2eLT1PLpgwa/7ypEvpLNTnrC6t/JfW7plX3PDamTla9fhJPZZT2kODaXro5OiYyFre0KQUYeeczh/6D3kWsU/YneC+ar5F1DrXld+llzE2EEGSsx4c0Zy5IKTfNn9kphRz0EzJTF1cq0/wOCO45nCGnJohU3A6PYheBWMhZDQg5ruPXl5FlBURAwaAf8sD0Wg+T5OsfApdH4sBAwY7eyHkcPhR8azmyGBVsNFgCH7f+JKREhA5Az/0v0i3AyVzfDA/OJAjGFx4KTmj4+ZgBe6dIZDJkBwhVbx0Z1tlAYeoJ9OOIz33gOfoATTosWPC0gGoLy3zyWrqS0vLGd3m7ILQHEXCM2qml/U/dN4503LLOyKe3iUdD66ZMuFibUtmVjyYnX3eddeV39sAL9hAPfVxormpr2mNo3dsYe6SefWt0LGyY/qxYjbqDPXlO6LD/1peBR/AHywv6FF53ZKgAU7T2iq53cRKbrdbwi+FXwvTK8NXhN8J0+8G4F+sULReZKVEMrNOhdj6hNaQBHqqN6MvVE325j4j25vdrVXzvY1K+FZZpH6+rl7D/i/PNzQX6ive8cQfJoj6EN0eB9Fn4rQYjwNecWIVCEnVb0wRpxnxAp+EM5LiZHGaiNc/VJwvrkk9kKnBGlU2qoog7kB9At5MltI8Q4crgZtDoBuXxyojnql3Vfv1rE7NVHsV2ytL9ZmX/2GSuWrv/rfJ5sqf4v7971LOlTuq3Yvjh7F/K5bN7I0V2QyQbA7spbUx/WOWjUGaytE9Y8Z4vRo95rR0xhgpIzeMxkiR/0Z9hq4MaKjPUv2ptanNKQZvPJuix6R0+BrdJ6VtZNOo3PJ4LP/ujBzzZ+C9EJ+oP1fjs4MxaIhFRmPS4LKjMGlI2drvqHz2I4tRuYWjnvlD5jriw/UhujfG+AjVN9cvq6dD9f31VA9iFegZzTG4M3YyRin6I5XomuimKB2tRMivK9bq8/jo90U6yne/ehN0am6IHWooLbEssTZxZ2Jngm0hwDeQTAVaeKmQSW5KUmpSS65N7kgySaLiVdCOqvg2xKezWPGl++7IPIKx1I9hVyrvtDRKRc/EWNLxZLyjMGDmsBqY8CMCK6TlDEJhcjRotGIgmI5iRHMHCxGcdD4TgZsjb0Wo5ogW6Y+sjeyI7Irsj3wQMUSqYQCjcB/Oxl5JwO/CdSCrRSi4Iwm9yagTx/1HNC9GmjE78BPEQn9kJEJFCGZNwyjMjBnlf/5G7JIm8HP0sElaC0NrE+HkiVMIZEkVxmT6/xUUS/VZF448Php7BNH6baivChVsBEkwFTQdhMRX6yPfJh+lIpVyrW+Hj/FV+6iiS4ojC+gr6GeRNvsdzeg3a3BEhrLsNCLlFycMFMU1xk1GCimRA3s1wEKBZp16FnEXLQD/yEnNlWkvQBUxMD/0Cim5VabMslVRrOLLNNKiUbHY8yGn04qkzXPAG9qHswkeOXBczx6Y0RkSUnkGCG4/8XxzY0aDbdjjA7mazBnQ+U48ytW8R5GkDxfDOl6Z1WE32/g8fUX3hOUXT56/ctGL9Q+smbOz/Hs4uLMuXt/6LZdr2/pF5+YaN3et3Dj5ngW5ST0pKG8/Vv5TrKUmv5Gcn13DVKhnprIbQIb4h721d/rkGO6tabhNFWTRT9MQEWamwR3T4LTT/van8X6wrL+ghj8QA2vY23FsNRx5Rsu25Ix2DWaKM4qUUuwu7ip+UGT6i2uKm4o70OaJIlfERFfETiNFTHTFWpRO1Y9TxzeYUbt/Cizi1oOLtFkUzLTDHe272im6vR1ZIx3amGI7+lBwc/uOdmpXO2xu729f074JFdnfzrVryChsx09rRwOpXesZjzYmzkBf8xagrxUjNddm/flFPcSpWPwGjIUmsAHHsGpGCiptcEfbrrb9bYjx/knraSuhN2lDb9FK3mRHK9zVCvtbYSuuXKumONEXegV0tgN9oXdoxe/Qit+hFb9D6+kglzNeohrbv5hrHBU/H2NUPa6tFj5fKVdez2mjyiWYGMYAeI6m8JLIc4h97Bu5tAoBcEaM2+kc2BF6ItcIZv0IEh8uSbEV1hbgkcKHGMj8A62pUAiHNVjQeEMBDUKkARdmoAIfFE4U2GAhU1hT2FS4o7Cz8BY6ZCjU/PfxaKw+i7um+iy5jb6I+y5oxbFInVUV4UAnBJ2dumthB44D6sCBAWs6dnRQHcSbcFTI7Tfl405QtwAdA2xre2lULB/RjYhsMVYwmmzMdaBdE+DSxJoEtQx76H2khRIJvx8RbnxT/IP4SJxR4mvQJq0rLWt0LK8KVEmlzSs616j7vq/jJPEJHZatFlc08E2xMHIrvKD8STUWhh836vy59I0VHKG7wN2a5VbPvxj/xUTTVCimxZbFTmDouE/3xKKqQ9PBCOd3FNVwKNyMsQhV9KOFMTThgfDJsCEYDqJiN3ggTQWzM7K7SNwYDGm8uRDaLBa7QzBYAU/aH/ogxCmhTaFdobfQ5okKeNI6En6pR6AO6lBTA2BU3NCk6nubXgZlcFstN+7pvM55mNbcHA5o5nBe5ySE6Ya6bJ3b53f5XS6cFdyWrbNl0ZG05gMNagPV0GBOEXxMO8bHNNJGY8iVNdf5A4lEKBBI4aTPIT3p83MaQ+Yh63mZzOWGcAboUChR509lgcuuBKBEB1I4CXR3CqYCqUQC2WTFF7QmUMRRWpo5BEyqKWTabLrTxBppk0lB+uZePG8p+goGPQl0Vd0kM9vHEXv3uGq5oPXMOhY9H7QF65ewolLiJCjHu4lyWk0MXXEPOYPpb2XVhmvVg1sPHlTRpwreX8vromOJhJHV1wkLGRgt5qvJoh1O7L3jzNuj2EvHTj+8Z+fe7y67ACeMvhNSd63+VqrxzZ/6ccbo/qlqISAvnk7RTT7Y9czlK2fO30myRr/76E/yvddn2o/+78mP6imj69IN11xqNPRPNsgjO+M1bKurazhCTUhX2Qm6n0O6A1bR7a7CzggaPpdopkjE4UAyJIyZLiFKU6q+EEKk2B/eFWbCNSS8wbNwrgo1bCovfKPsAJ0/ImFnuxG5qCF0641aKIQMOg3TrFhQEKkuQzS6P8Riql2DiJUJVWNtKj77uqxz1mRdE5J1HWCyZqHgeByp8+H4k+OpHePhW+PR7eftHT8+lao4R2t2JPz6iPDrg5m+HX27+vb3MX2jQs6IxvKP+pV6nMQ2eDEmIAgFnTZ0wxB+VojMSf5nWHlJdN2PwQocww33gQ6Q00IMDebPDAU1/T5WjaHn4VshbhjC3BDfD90so9+zoYJrhOrL+2q4TDFmGTMLvxMLWGRxazaaAhMnjh2rYeykFMYumgh7QaZyE/0euC8OkHv8vYId+V39HtQ9tXvEYsEQukfQi2w/morBwFn30PEEZ1fbBPGvZrATx4eQuiCFFlUEZGrxISNvYExUblwVo1T9DORQa1ixHvHxHpsNI5riR1T56MjHpHxfrfwJUp7gn+qlo5XStZiKP1X919XPqARYoZedoUVKGgZNPLPs8VrZE6fLziFlZ4wqWy6M9otXT1JHvj6pl124sITKzjtdlvj2E5ms6O8AtyAJYSXxL3vicRsiksyo+lXKn18rf4KUR/emgF66cPreut95R9XvHN37AvCC/h7FBIdGS/PZZTtrZU+cLjuGlC2eLns2XZ+knioX9LKtmBxHlyV0x3xQHWfqSXYDnKOXnUkgv+aeXfYv1bKmHzOxkVa9rKbhsmNPl9XxQzI1LI0YbOTmAL9mpUBfH9I9qImaSSlMxMNhIhkOlevaRvaMxiFF9tjDX31Ajl/O5phfVW1LxGdODu8lcup3I3892x4jtI/sMXL+asjU8Ls26/hd2GalrKy/hqH0ZQ1DiWAkqRX8JYwRNLya+Zgdp2MEEbl+0/Bn5PqdzIWj5GM7uEFLO9weP2MLtXjR6LKqNl4SRR5CljVwNNXOtPB8S0tdZ1M63VyXbmrK4eAIc1yVRJuBtzr87ZTHTXMOkMkfzR3NDeXUY7kc+snhIDfsIZXTZxzzGYuzDe8Q3Hn1KC6Rz1QWJGAxnxwlXoIQQ8Lr8oXIGP9/JpUSGUjB90wVYZNab4h4sLSRtbzTt+exPVgmpTZgmXTnpd+y2cz0ismTkbhZ9obDaKt39HavLxm5WejQ9Y8mP6zKpg3PV2WT/7Y1S2u6FsfruhaeiwBFtpGMx3XMAyyNjpvxcdZLJYd/VzveWT0uRagkcy6ggHtkLN2G7MFm0AumatFs2AdcbV6fKAgK60N/49rqBFEE6Wyhy+vzhV2xLoCaL0dAfkiL4ubEiwGo2UjmSiLWUfPFseexbqwFoBPbaxwv0zza5tM0md+uLto4eN0dwG4LoL0uChn0Jd/4UKi1NVowJ2IR3uawC7LPMJsySDKfW9LacdOaieExM5tX3CNlr5xmToTtiZYul6OpqeHn3nx0Uke+pbMLyvUz6gfWlt9MzGgyej1OITA7FxfD8bjc1BQed8HE+vFZb/vVDY2SPWj3xJ2i6g2f5jnVmFJVQTqsHUba8KQig+j7a/piZhvIg7FgApgCLtMaegpd4XHjx0+e2EwH6HBTITyxUJgYpm3TAJimyLJkkxVl0pQpfRNACpHoC209zYE8XmXgaECgU3O5YdSY7x9Xj6HWGzpNnDiVkRM1qk6MuGmH9BAw7A3JyyxWd1A74gYsddFkhrWLwetfdpLnKJ9M08TDAjV3F6w6vtMXX/aM1hHu7S6lXHXZzkRnvdMRLwTcTfV1TkfMk+maOD0Z6cz4cvWhWcX9lNkbMVua6oOsqTeV67x80nemTp78nekw3tnsUxRRtCdC4aVjG0oDc/obMhOLEcHAcYLo6GnOrxyY2RHJzr9yfNdlaZt3SGhMR63ekKmhy+NrGH70jll3zv7W7DvQeN820gcZ+ACwA+PzRgsSqBmCes/qsORpCg8tVL+8MwAhk/VJkmrhOVF1GgWvbFImnWfsTLimzp8X9gm8L9HkemTGDZW1u/K51KvVORMchw2eG/lMx0Y8jXeIjxO8wwruELsHdAEkBPd6vGlE/Z1WPInbRfMvjJ08blIGwwelaRPoHsZUT1Dy8ojSm7M6PA/B5q8g8OTDaZhMwwzECbuqID0ki0XJXvFPqgL1UKiHivg4QenxydloR8IkTZj4Cr3eFrcqKc9gqKloyMnW3raxnr4Gsb6khaztqex0v47YM7O7p9vj7urp8RLEnqXzmy7qrp+SSqaWxaLOerMcsS2INRXEMZNW1LelU2FT0MyodrfxM85qUn3GqIrhezZfX/6EOq5aLPw00eWyCyt0XMO2kU3UM/SHII44Q+pFZF1cujtFU1Q8gaj3eZvAOF+kDUAGme58Po9I2Jw/drw5CxAftMt01IbqFe2ii9VRXo2pwP4eeJw78pTlgibOVSw2W1R/nWuK0aEK9pKcm9EW6JuybGapdYN/ruK2iNN7qZLJzv1RVkU6vOqqf+ro3nT5ygRNh7sXtN572/2rL32gSD1mcviUWKammy88jXOKdLaNKp7fnAEers5hMD+rrMnw8hh4AbQRrJz+01hVRM6tG/lFdd6X3T5qDvYTwlOfoo6Xv6rN5dbO68fPxvtm/rUqf833Us9Rv6u852YuXcUoNd9PvcBYazz6h1UejY4P0HdXsQCR3sRhuVrF2qP3oP2W03Yn/X20j3VuZviPI2MoBzUejAGD4E5wD5itJe/Zvn3mwvPOm9k1fewtt4wd6wlasoYG0RKPWyyXXhpsaOiYCUulK2cCvNQ7hNMPo/8VWUiiwPJkG2eRxy53Q81ZpYpLRdx/k6cTp5DkH+0Q036SpPjx6/mLk7VVzHieThI/ICfiVXgkYMFqtUfJxZxeuBo5VhEh6Eb2uK2SD6ao5yYj//Eb5Ek6DBYxuUVP3DW2t2sca+UZye4LtWYjYZPisUdc5n+mRM7gihj8kumtrjp7ypxvuf3bzoID+q8v+WjW4LVDaFXjrCKq2b1eTyzpSyQszUkxabP53R5vY5diRvZlB5wnsBbZy3IURbMMLRko2u1iPQraH/5lw5yGzvNbW66YdWNHmDEy3XVpn7/B5/QY3bJBdUsm34poIjX3creci0XmNvVPg/A7MGc1eeRQTqJ4VkW2tr9k58qfbBR9TelwzGxwOd0CzVgsmXFRiz9qu7z7XCYVNjf6JH/aIqe8nqLH0xUzmVlTd9O3B3o82akzG2cCqrx65O/w2/Bd0AkmgaBmslrj8baepgmQ9/kgyTGtHs0dI2pPczYeriYPq7QmyTJCV1ZWK42PpEgA2nHfdcFuqIcUYX+0QsV/C3t9f7t8AePw+2a01Xc7PQGzh3MiduOSuZ7u7ny3LFgSnEGmWRPncFnVsLlb9kjeULPLOSnqsnnMvrobvOF96Xa/L2C2ObqbE1PzUsopBzKJoNKp+WIdmcZwaLHZKzs644JgcJvbUa2NiWi3YLWbDDafQnxExo78BbqpV0AJ2PZSLc5AU1ysxxQ9dGwIk2wc0WyFV1clJ1mqsqO664gDTly1klOBFVbeDkvQ/f30dZstYpND8VgkQbUZ1c5YU79fshsH1lkdLcGMOdglmF23Tu/vm/69bNPAKnjBKq3ob7eLHp9XtNSlokarMxmXIPS7LFa7UzazgsKni6HWtp6OcIwB9Ih5ZAQGqHdABo3YXhDVlFgp39vRoXU15FU1z3uQxoWH31GiIyBNAVVFz45US/mmd1nVs2uU+8DpPCV2W34MLFkrYSgwIAqJusEJV1xrlIzJkE/x2k0txXMX9Y6DlDMm5UrhWGOz3zNe9tt8DQaJmZbpTczKabETC/3eYCg0a1qkyxeY2oSoJJ+2lALBWCzNmdBoyDX19o7v61peCHn9EQjbFkQmpRfHdJyUEX7kGPiSnmJJsj8E4NR2lWf+fUQd+VI/N2wAX4LL9XNf/lg/NxzF8RfDAyMvU9+hXgcLwJVgE9gK7gB3g/vB98FqreXJBx8cHJxSV7j91lvvuPnuu+669uqrN111/7333nTDDVuvv9nXedX111/V6buZLc0rGMy9UUcJLDGZsO9wJocGAdK8UMvqipauwGLOd8avinXcHCafOszxMhCTvM6HdOAUwovIEHHYMWPDBOSDp/lavlLAUTmvd9dozlf6rxkbrHQZe9ZvHH1jpodooXZt5SrKeOrRsNPmcqtqpNHgsaSLy0qeeIP/JkamVWOEV2yccXfJLxi8NmixxAjXe1o/xwVF07MtfpplzSbME5UEOXs/4Xsce5rveZw63zv1dOOY0JT6jgilNekbw2Mb2iOTm9rCUEhNq6d666bWlf/mcFI09q90SgzHqUafVx1nyiZcW65rzAbtnE1ZYY5b62YgfujxVtmhLOvskJw/Px5PztTZpbnOpRcwqnoB4b9kijA6O6zVzQj01FV+N5LtUPc9c1Kzk+jDBTKsLImCzya5jaxfqW8C3Kn8yDz6TSRDt4Dvgp+B18Cb4H2wSGv68Y+vurG55bWDB39++O37H4ktmHBRyyOPtFw0YUGM67/xjTelf/vWtwbP7WkM9n/fAiXMe/JDxP1QH7iZKqkhWsvpo5kI2+ZsOBpJVPGNInrIYVgXsN0wADGVVfgwjkwliA8cX3WeJlTiJMy56NSTH7ZDwgjQxYgabNgmcDgLldtV7kJo9WxSjNs4vpat63QEqf4QBzuaUBP/GZ1CTJM4+2Sy6p9Dl/bYo0ow6rHZ6yYForLH704MF4OyjWHMjNv8kOS2J4KiJy45YWdbY13SaLW6OxOBUkROuENWwWtxRVS7moBQUW2taHTJosRBSDORjFHiubCB5Snusha/oUayjIpI9suvDbzc3JyM1kmsVTYzEsdLbJPsNcVlmXu4Rs8sr4txJ0fI+cvpiMvNTo9NUL/PLskOPxuzRs1hn9UVjTA0r1o4LhhPqLJJjtnSTmiWxyZD7i32Yqh3lWOM0wHZthZ/yJT0xkysyJhkczHKKDGnU1FVS15SDILVIFCmkN3MqS63QTQJTSa75Io0I7p2+f+BrFu8reao252tiyQsTV5RcsuKW/QIFsnjcc0aTfKFYoXiOxvvJRR/9TmxCen54UnDly7OnvO4EFS9Uj5mdkomrNtzp6aO/JZ+AdH2GnA7eAA8Ah4DPwATtOjF2x/bMfXJRx7iti94kmtv555csJ31//OymX0S+Pb6+vCWLRY/tv0zmSpR58xVznmMhCKrWDLlE1XFz/lN7NAe1sm7gYpwFRlWMfMqvsmIqmsY4UjpKOV0hslztor62DJKA2FJyO5ozpnQCZJoLHE94Bk9N5/DNjDmmFZchvggwdXvckasE/qMEnV5yW8QPTbKakE9hojn1GWhuBxwe+LBjuj0ppbZDU303HgMyXnVHwoEZ7Ve2GyRk/X5ZrskBD1RWVXYJAU9TskmWpOPyXZDxJ8PRKkJouBFyiJifBzNiAbO7eQ9vEhT9PDGkCsailpbolfcM4zo7NSy5qXZh0UzK9skdWPQTnRFwu9c/nAWk4Ui17TDUCylmDAvpalIuCecb84F5emRtN3BcILd0d3TNzZwTjc0ykohwXgUl+DxsYzgv0yUWVusbk5dfTBSOoNXukVMOOnpEU9WthtFqxD1wFZEOA2Lc4vLF3ljgsVsigFAD3cgOXyIEogEvh9M1mJ33Hzz7bcucrGpRYtSrItZdtXG+++66967J/TPDclwWffUqa2ZbsIEM0TYImlLmF5mqMIH9VmP5myJ6C1n8i6iauadZ/EuzGj8MPINrPKbJHOiKncxbdC1DOg6U0P/7VVrnPC3KgND5gz5vT+YDtUFIKUq9lKr08dTBs7EUJjtSIiXRDgJdUAhGIz6rDbE1mKyM+RKDL89Wu5mWpa2Yrn7ACE0HonWrwSzgRatQbfc7OAMAdmrGINWIeFPOBCzCzljSjZQfhbJ0ElIqP60viM8Gf1u9EYmYDbiUAkbMVAGVrRZCRtR3A4JsZG0x2b0m7/P86qVRQwqbpZPS9it12IJa/IRASpZDLSgIA282RNOW9wOQeU52cAo0sVGg5E1c2zAkbCMaYPzKuLyroqoxHyDLTMjn8NT1KWgncx/zQZLQJ1mmdAXtViiCxfO7OkuTWme6UtCwiSGjhFYArxJNFakPY0e7/qEyT8MeIc93IENxzP1V/q05lNiR2U1Zmtj2QFPlQdTC/Lt5zbnmWUNSZF1mgNonKzo+6cOfaA6rDBF0UY5643lwkhbbaif0KA3b/kVNPbgm4j0VbdVMbrLRyvjsJmiIIvGWHBsIW7rbDhrjI3ZZPMZ3Da/PxstTO6fNfscuKnSaBvRuPm7y+azGlV5nT58zEGsxz40sphaSV2I7LKlYBXivpeBa5B+sR3M1BKXDUY3b75z8RVzrrkme+ctq5YvP/+8tlvGTgdrLrxw9cUG87WOFKjorXgkVcYR1ihqRgFuctzgR4/957rqGBiE1UmpCsoFkeS1Xqly1dN2OB4ZVZC20yVGyfqaLgqr4X/xShc5HfFRnQUnDe/8prFRL1nFteGMyRsKpdLhKDRCyIpKsy/mcodIP0F/wN/RHoiYW+I2s0ey2ZKJxpzN2FQIRhriLnf5MTRcsLY5/C+VDoXbUIdS/yY3KdZUZPgntqxbMsdjsEuxIQFqVY2uMwcHNBmsJldm3JjWGTMulSqd6nLF8lNwr65vWpCYakEsMSoaGdYVmkGPyfV1jstm+yDSI3vrZ4W08p8qo+TORdlzyqtmuxWrS2hukSW3w3F5hQ4IDhGydKALGoEFhIH8guQMqahHj6LebM7mdVBG0sBkziRsx9IrSQL6MHtq2fl6b67XbF/iDgVFBfaXt9NCIBa3UJriNRpFJZGNTkoKlC9aN5NtkRUfW++UVZ7CSRPJs1ehZz8KhoEHRHAmDKRumP1WIcRCskaCwyfVCt0gtposhiuGJHa76oZVAB9s6cNHy98Lxj35X2+A/T6TnaZkb1d947R0ZsLUpCtYuqQuEJjG8mIYMSTftsbZjRtMmUBJn1P8DP6EllkGeJGl69Ykr8tHQ1VMROrQSxClAomF5qyuoI52hE9WPeGTp13h87ovPKJR+At5xvpkX1Ou1x531beHxjfnCunNhqA80Ktl4v5c0GCNu/Ot/kksM/W+KVuunD3nHNHsdzbnehcsm7uDC0nzZt6US+TdiDgzif7UPD1eZnZ5PtgHROAHKeDVJFvYZxIEhk56fEDXf5ABiTuOx9DsLRhNhuPPynuL+tNZwaTNQO4Zjp6ds0zOTSpO0MJB1TatyVMv2VSzNCVhQbpdo+Fhc8ySK1kmulvzSE3yBHvPb01Z60qySRrwpmXe4YrYABwJjBwA74LfgQQw7+aB18q6QOYNmBl6fyjbXEIdVsyT7Ln6RLOewN4erc3skP8vUHRIcLkcM5vb53lsKkWFKM7rcE5p6ZviNlt/wlkNnNMTKslGdB+eN9hVfETyOzwZWVZYzsSzLr2NJo58Dk7C9aABtIBuLSBwnEiDYrgx67S44tkiHRYZoS7jcgYEQQkAnN5ZfQNRuwXHACE2RVbl9LUkHMeD1y3wqydrMxtYKbRVw0OTVSGhx22T6ZqWkw6HbKGZeZm26NjGUJxGupYVS+hg84J4WDYmG4rexASXzWGhQyZYiPdERKfJ2WQbW/JbLOO6TUG/28DbUk5/faM3LAfVTKaQmOtM+KxW1mfV5ywCI0XU3ossPOdD+5eTsfR73AfwXtQH00BKM/eOGWNNJ5O4N7q1xs0uFvWI532P3iuVCdP/ceck///ow9L/9x4+8D8iA2ZkxsgX4GOqF9SBIlgOVoOLtGJ3R0eLw26xtJy7avH0aRMnIroA9ZlodPHFbfM15vzu7r4505IFOoioo6np/KWIOHz2pSDzJpZk2Bq24Mh/vEMIhUg0RCLoPzEy8K+eJfybSKblv6QYzEfjBT0ggQxbYkLb8XJFsqBHJXM8SedOmE8Jj14yBSrDj+122Uwzs5pKEa0+FDWyFkRnYX/TvGhIlhJ1eU9sHDK0zZRFNpafcehl0y2obDBKsyytl07PjQZlKV6f88T7cGkmwLMwFdVCgtPorLf1FH1m85iisyjzasDqDNd7gnJAaUznYrOcMa/ZRismSybaHRIdJke9TSv4zJYxRcnjdvCkfKTeE5L9SqYRlXeg8lbWK5pxfOyX5ZvAHwkNB4GlfIjMle4e+TOYDG4GNI6no2hYjacrIUk+uWdOz8Q5PXPwGJ+Fyj1NyvHAp0kMRwEaBw9CFmT07qqE/ycr01Hunjm90FW5Qw+5C77PhJFT4CX0Fk4k+xo1q2IyCdJmgKxaiXYFZJPJrjOIId0kQPf0vKEzhiTGaghQzlLezqNhkKzE95eq0T+JF9ubrclERLmMmTyZWWFK2PKJ5vZLbG63LTlh/OrmTtnukuZNKXVmposeKaCd67DbnY0NeGzvHlmH2oBH7RJBY/s6Mt5noWNPk2PR2rEJI1H07mZ0DJlBI0lyDIwMQQNcZ0my9vJLX81XedY+csnXTSRe/gkAwTB8AZ1zjPR/dSs65ygv+epW/bryvdAAxujXfRnUr/vyL+RcFMwAv6ZWo2M/GImeqiNY3rGR/414jZ0ggxSQzRWPRlhDPB1zWMzubCwSjzkYe5RNZ82MhYpG/akCGnjGQqUtdfajZ2xHI4ngwGCHiBzqrxbCYGx6rnt99onHJpcOG0CMb6Rx6wAKdmdLkcTtveO3syILGxy5QCDnMBhWUjZHhHba69vbG1iBXVp+4zumuD3R8oh/hyliSX6YtlIMhU501tkdDjtnrHPXm00mBV3b0MAaueS1vbK5kNC8sS5Z1vnt/JHfgmegE7fPiPmri5F9Ehn5C/iWfq78NXgGTKmc4/A5EBzhCT1vH/kruBReCAwgppkMBpyLyMBj05sHbiSwj7qG3Cr6QoQ1hJEinNFkkVDUpcIvfyk8+qh468CtXVduAP94L44zUP/1vWhkpfLRYilZuRe8sHoz9M7by9vBpYBFtJMBoPzwWceaa8cy6JlH4YWWBNf8CFA5rnkNaY/yr9Hxsn78J0BNoivuxGuDqFUiYBW6roDOb9PPe/Tjm8jxLNK3vgd3Yxosn/rqNnLmGnA9qd+bYBoU4Z+BFWmhaACi34xuh1sDNGaGGDyOrL8X66e1RwsL1nVddmk41+GDf5bqx0xuKE5OI+qbnfZk4j6eYDAAwOxmEohDiODXWodD3CNSggAfEKDXAF82QMHgNkwyXGhgHuChwgd56nvcq9y/cTTgVI4yMAYKClCkGYExiPuo9VqLRtE0xwqao7MQFDLCLoFuFyAtQJ4WWI5D5gEn8DR7IYQOCE0QGhnYVomDU3lE+8aJzAKGKjKQaWP3QeGmzPGBAfVAxWuVRDGh4QC6D3Rb2sheJejpgGfa8AH12q1szfO0EvE0MIj+6mAyzIdhWKKY3eVfDJQXLCj/Gj4C14zZfO3nnzOJ4R/CRWjck7Zg/4TaQkGtenS3lWYsDKmU8YjpQ9NJE20ycYwVH5BpmgUWHCVPy7RFQIee4zgZn7FpkBG55myxwLmiiQKX8ocwasHfNavFXujj5nLnc6h9UGugprBgEId8vKkw3jLPQl1h2WK5z0KzFshb0D3khKpC9I81GHHoBzJetzD3MU8wDGqYzPFB9di6gwdxaOqB4QNmgtw9SJx1cbWx9z1wdR8hLrtDxKM3UwnL1JsIR8YXSYvYK39xM5J0fxoWyj9cXX4NnqD/WM7D75QH4IfDQu8Pv/qKSfzHE//x66/gLeUrcHze8pE/cIeYLqQ3IN0RLtI6cnAWPBfSi53wCRd8PQDfCkMqZUlFUrTA2JpN5oJkm2L71EZ7bPW2MTaaRmMzRiGObIs4SFo5CXGSI6UPSydLdGkfdbuWDXmbvZp3rZdZhr42e5/1Ml5vxJHJQyHvzlNyHhig3WCw4AzLmSbaRTfhtncltKDm8hWC2LeWQBmuCW4KUkE/PumNJPgVpvUmijJZTBETbTABSZVCSILR0svUemTXdaBSDodFssW8hnyi5PUCTzAcag17NOKUbZaMBY/pW4pMom7qw6BHPXb87cF1x6s+1e+QNj40fAhHCXcfOa4Oo6Y/jPqj+8jw4Wo4PSFiEtA3hM6QTll3XKfiNoKiN9AwingJvhf+I0DQrG7Zc9EQnSiGqWiEj1vCOSex6tlCBRLYjrMohCsr8NyhdZl59QeXTdr1UBKMtF538cFfrN/4ZPnQ9d3Uz0L/a3u+fHwdPO+3D37/Lw+de3H59+f0TO5pldl/d28YXldewFlabttYiNLcI3OjXlOdzeV74Kbs0+Pazz0XSv/0OaTuzcIx27dPm/usNjVTtyh8dYch9eH81IZLJ+kxnAriK++hsWQjVtgvXwTKyMnnHZ6CGUO4Wo1KgVYg/TMWfo+FyNCV0Lga+fB5RxAj+x7QTJK9YLWH1UAY0BrEZ6y+AsHVtUqWAgQ0dNB0vTeWMIoGzUACfRDz2Gl41kAdMECDzSvtox7XrDC6S4T7xbfED0T6pAhF0eBBx58zcTH08yODCLqP6+m8Btfl88dzOYjDrXBnvnkAs5M3MZaVHnP55rTjbx/PN9T6hiB5R3VDN2yOFvPmcMhsQyY2NvxJlgtrdaPUwrx3befg0m8Pn7d1K7UKXpU37CzfsCizZvfuvzsva77rzmOrstPhz6Ysu3NSF/zZD+CL5U/P6RZunu2Vy1+X3zjXayx/YQnovlFzR/7AdDNdFs4oEJv8LtTG/YR3W8A6zf0Q9TJFOSn4EP8yTzn4lTyVEGHCDE2YP7E6f7IyoiH8AYAKgCYa2OREBUPXitrvTmYnQz3LHGBOMvQRxIEJirZO2+oxjF1ynDQYduuvUCdAlQ+H4Kiq9pc//bI8Az5OecofzOq+9pprNnfPoISvy18gNvunH01sHd7ZOp68u7fy7hLwgEc0z8vUexRVouDL0nsS1SJtkajxMhzvhgYL7kkj22zX7EfstN3uMOPaCJwD18bPiIoNSjabw3i6Uj6LI8FpBua/qRcGWn4Td7NeNQKnTOpn1rnqWdXU+1ivqj1vj9pHVfeKK05X+KWXalWGr7wMv0tq/dOXPypN0LF8bkODYx+p9zkvAg7VQQoJzYKG8zlAFleN4ojMMUPRwKAL6pCSz4kJqMFqrPhJCI8gwVCl1WoVDh6skfNxzODNNeZO7zv1Nu0qM/DtciOlMomPHv/trwk9uUb+QP8A0xMdJn1yd/kS+DR6N2wvzNeCFBfioMLBNdwIR3EDgEVii5WhyIBEFebaZnMWDkAIoIpesB8yPEQKgx6wPKg3MXo90N2N3u/4wOBgt/5iBOPt6fLvoRt/mMRX4yGuKpiE3ucm9HwVY7O/SEGOuo+iDAqnqxYWWpITI6iYxZC4k4czeMhnBgYQaWK6HD6M7g3RU6FNjzmM6/4U5jB90/s///HgRRB6mOvne83QA5/54OP1q590vjQ2dQG1BbcD0lCZVUzCylHfRe2gvGBw8UUK8akfGYoAsW3Sb0jFpeeidzOB21EvsEjhkShaZDB1igpGFEKNQ6P3fHw36kiOM6I3fl6DItFsPAZTASiCIgbFEyJtpkWDlGDxEpCOYkQ6lYJvUZDKDOqdevSAilmQDsd8uJJkoBvL8aOEWq+thdig9uSLJdTZJTuPKjt3OL9xI3Q/9hh8AQ6sPLoKfjqy9bdbdD0VPIT0mxUYW51OkH1Ei8wSsh8h+7MQf3mQ8Be7Ht+B9gN4H+p4HLNGTjBPMSXUPyFwp9bPB51BiqAAG5wuJ8VbnVZKNiiwVYZThMUCVUJanwFy7BaWamHgeGoeRbVREPF9aCHoTDhYiXJw9rDE+8O0RAY2iLiJNqVxlWxNXKbGgqrsB3NgSGRl5d+S6jCNALI6oWP98oVqcgVdGDJPlV/74kT5pz195T13bbpxbN/vVi7cunXhylULt21ZgIyhL8pDsPjZ/ddtvblv4tWbHrl+fGfn+OuvH9/ROR73/ywQQHU3ADv4q7ZtmwpZ1a7eq9JXm241PWR62fS6iXWKJXGCOF9kJoqQMzgM1ATufo5iOTtHTWRgCcKr4a3wIfgyfB2y79r+YKNutsF7bZCzOWyUTGNthLLSUpgy8mGLZtHqmwuKZYaFGrPf8oGFClqWWjZZdlj2W1gLBvGhELWxEuFwnkABX3yntFN6VsIr4gLhI8BJ9FJZkystKY9qSfWwDvBFfnGUcS1tReYwUVuqSaEHa99QZemWYiEcQu1Jx8yV1QTUqD/MIY2i/ORrmfLmR+75cvjuhym2fMt50O777sd/fDxR/tN8eO9ftl3/T9sq2A4jv2deZTJIw/aBOOzRDhgirgiFJ18pebwyT7lPeUJhDEqrQnHcFo6ycCy0TwQLAIUakIcTIGVgXSzlaBeniBStSLCNNXq8VsROhYCfQpYRNORbCpfDm+C9kEbc6A/w7xCNqy3gPvAEoA+Dj8FfAdI/rYr0gXRCGpEYdAsDJxlFNZYsrBWhIkIXJwqCkbIyMhPw+L1MzBWW+ViYkSAFrKikftLMk5MhG25kczKEf3iNr7Q1T2yX0+1dseMJrjL60+VM9Rge0RjJAf+i78F15jyWUEhXlw8exOOc/GSbdZhl1C/r1kGSpAd/4jzGa8V0nyxhVRAgnYTWKR+28LBC/cyr51zzwPsnyofm3LR0yyMffgHz8zevWnzzeTPgKy3PltubVy7etuSStZdcD1tPPL31skvXX19+64vntsCWGyb3+MpXjH0Abuude8PkXtR/c0b+wBeR7h8CzaAEL9SQlgH3UXASvZCm/kh/RVNXSfAVI9xrhp9Y4adOOCm4MEi9GPwk+GWQ5kJwYnRBlLoyujVKuZPwquTNScrdAK9quLmBujKzNUNJ/BSe8vD1/BhE3wCZAMhK8PJugeR/MiIrAWTVbChLe7PYTHAjEwmoqhpS+9UD6hH1Q5WP0arqFuLEHPAjawyZAzZsDuy3vWWjNtnusFE2C2bNbj/fhNV+FhRQ0aDASry3LpHdieSYChUVMXNVBYotbM+FFU3BT3fHU4iJQyOthMMYuLl9XAFoUXSsTX2zmlE9U4XFqloDmFUNHjpeMQiOn2kJVAoMHl9yhgFAFA9stg4OVoYf3ob6VE+Sqyw26fq/PttTsQDOZHfxMPnhi919w48eve+Wdw9fvz6iUi/b3tjSUv4sf81VT360/dFfn7j/nvIH3RMu39RTbOvdeFNP8dTfy/PU184bU0fZH9h8yy333LPhkp8uvg5S9zc+PGfmPfc8+tC/b5y//OIF2zbPO++S+ZGR/lYkF6YgOTEBycYoyIIlmrK1GW5rhNs4uJWCIWMS94U4gjP5Mh4zl8a7dkYKmcyesDcWBnlL2FwfnoHU9gqu0BE8YI4cJ1bU8e4DRKEhkFRVi6i2qFTEG+Gq62QYn7I7KrbQabY/4f4bPvrohvtXLnvs7lWrYaSzZ8mSnk4YWb3q7seWrSwfu3r58qu19uXL2zW4/djqpUtXH9u+aJ5Jmrf45jk9Y8f2zLl58TzJNG/RtsVr1y4+v5TPl3R9YDbSpJCsRHZOShMmy7DPCKGIGa8mmHgYBmYhLGYqQuuorkzCcLWLwgWARirzYPnDzgmbkaAp/xa2fXISFil166ILLli09QTsLh+sPAfLZMpReQ4F+xikkknkObSkoOfwYe7s5+iSsNYw6Dmvn/yk/AoMIoG2eUIn5fiifBB2n9CfhfoP6wG3o/4zIum2TvPsMR42UozRZowZ6d3MIYZiKTsVp2gDj7UdZZkZArNq3mmmZbNZUImlJXKCaAoDp9mQEDQgQGT4Exw7Y0HIEBzgqqKKYceO6/rhcaKw1azcKFELkYaNNki/3V4as2ThE+WPy7+nFsMnyscOlL/ae01uOfX5ef1z3K4yIrjyK1vLX8h+Mgf3NapDmOgybWTOurIPHCAIm7WJm41whXG98QXjQSMTF2BR6BPmCkh/8zD1DP0u8weG8jDICoWi4BEogTdCqU2eJFMOBc5Vz1cvVxE3UqGZU3AmuKLDXVihQMWuyHLCZLSZTEajIlek//3ik+Jekbtf/JtIfSxCVrxcvEmkJRHJicd14C2XyYnbrBuKst3EIYETokXeKCu0yWlPYM4SihWC4C1AIXPGSYOOsMnkDWM8+1CysAtPwo3wFL8gpH5cs87yGfVjIkQq9kBVqoDuAwcqrX08R3JOYS5TCdKGlrbqXMNSIkpIXwAi7IkLQiVEIEmHrSQqAOMy62t3eSY8/Out49a0ZO/YOH7eq3DCa+lswyIPdJY/2feb7sYlZu+sySuv+R5vuxEWyj+b6HXBF0/dAc03zw46iF6JtEv6HdJXjWT/CkTjObxP7SI0PxPEmDvoPwIXWKtlHVSCaqFopzVxB06bNMO2xrbLRiu2oC1jm4G4+gkbx9M2LkFSpngLrIonGCScFdXZ56RUJ7Z+X3AAj5XbB003ZRANHkSmPoborAInESa8bhinx9H5C6LDSvgC9tbEdBl1MHc8P/e+4WXwD7vka+r9k7vbPyprTGLHXnjTp/0J6IbG9pQ2br3Tjmyar69FchLVgT1C4zUTLwiC5wm6rdZhkArutxQP9HisbOAtv9/KOiwJAtk6w7rGustK63CjM0gWTlQv6+l6KdV69TnmOijFgeulRewgbN3E7eAofT6Wc/necof8y/xr/fQRnKoG+kmtUf2QSYvoYOC/qL+5Ok+IDUjYcFZTpGGlJVhsCqMPe6TSIj9ELRKYetV/6A3y9brP0b/TzVLfNe7yBtIq/BfDyz4n/TuiMHewjSABzsfx0R8iA0kq0G6rm6JbPJAKW5ASzMRNYQ/jIpzOE4qClN/MocZQA4mw35xQtbiKjKq4CjL5Si3eOXRcfec4zORy6rEDB4cPOPEIQMJ06UBD/HRN8IrgqErVuhdj4zN3vDz2geGF1NIdTR23j7+vTFHjBwOLw45tPQ8On2ISd33ve9+7+LOZfuj2J+bemnEiy1XKhIrb0w5Uu+FbDwwtvRXRsoT4ziJMy0YfoW0BAK6V7BM+BSJV2jeGCK1HkM2L5999oKyN4+AWSF3ohfd4Ie+F4ir5SnmrTG+V4Bh2Mkt9oJ5QKdWsuLvdFIa5HXHTQXcG7dG0280g3mJhXRYbMTydHNFEkXVOcgpNRxoQwT/2FhQBT8vTMi1ojGRRG9KFV9zwBTe0uF13mo+YKbPZRTDUJHuBf5v/iP8zz/CYtkIcHaY5lymhz9a/wLsKIKAernCggyQlCJ7tNLdlBhGTwTPzyGitguEeribKI0oO1nsQxf1qCIMmEy12sDLyQnTFbi80wGIJdVoxbGcR96F3P3zVM+Ub50LYdce4XOvh8/4wI1f+Dh0p//mKaUiuPj67B9ZlHo7Xj9/++C+5T1752jl5IWpbpJfQTyIZHYU37uZciMZceAw1o41kADICFL1jvJO9tES/HIGb3Xe6qRdUuFh4XaBwI1EyWe5wsCKepk+mcwXJd7XvU9/XPuZ18kNLPrhe/Ej8s0hTIrQwPtEv+fFU/xJfsHBIgvskKEpjpMnSg9L3pdek30j8ldJWidrrh6z/Xv/j/kP+X/lZE+O3+Sn1AT+yi/1BP6X4YYiT/ErYrKHXJHCCTjNQVCWk0C5a0Rw8wdUah04+Gz0QpaJvhT8InwjTyDwRfbf4HvS95vuNj63ztfmoIxLkpaRUkmijTwIGNJyi+gRZ3GwJhvV50z2iqaAh1SszWFVbh8hk0hBRX9uWYGEAuo8OHNa786g+o13TVgeXErmBFdXB2sF12HjRBcsSoroCfaWmAdaS8cSLIZzRkE+2VEPPWHuIzHHTT8auXvPA9y68HgJo2b6t8bPK7ggof4Z2Ibhtcm/n5AePBjfeetkt+dE7qL9tSI68i/o7Ce7XFhCLZDw/j6dei8Ju9g6W2s/CKexi9mKWZg0R1eTmk/3SMomS4sAEaZNGoTaNwHYVqhGW9tttfkh6xO+1QzIieMYuJgEm/j14papOEjOH8ABwqYfIustgG5avzjbcYgdQUw0eeGcAr1O1IUE7MKjrr3HUABlYQwjvhjXHsUoAnqK77DHv7n76jpnh8Mw7nt7dtXp2R3vHtzKy/bp1jz227jq7/H+oe/PAqKrzb/w+59x7597Z7p19y+yZyUxCMklmkpBEyGXfRHYBNQQXQECFUFHAhWhdQFtB64JWBVfQ2oossgppGyguCG1xKW7YWnFplLfbt61meM85dyYJYL9v3/f3/vH+EGfuzITMPc/6eZbznMw95I0pV49qa6+qam97/8LxF+wcFKset+7iSZMuXjeuOjZo5wXjLyS2ZpWesyJ+Vrc9dmKbLqWvYTV7TT7nG9jn6d580A/pa3Eis03XcZywltimIDdJqzGqsURupBHG8OBxirIslbisomQMJDmPIemU1KSlWpoozZbWShskQZLCIeZJjnWrxPEco7AvmyVvdDKM2s4Ov6SFDWJ8S8uSgyDKeoLIq3q6DT8qrA2Xr1h8OH8yv7qNOI/W+mng+0naAT588UsX3zh5nJo/DsnQlwt+8frrvx+SNKBAzx/V7w/qeF3Pk/tOf8X/gK0rwfJWHBzHfxB20xonRLVLDxnBYywzoncl8EopCX1OFKC3jDnasMywyrDOsNMgmA0lhgEG7BMfFp8Td4m8JMIh8V3xHyK+XrxTRLzoFEtFLGPRIGNBP+xvEfBJEXbijTuImZRciRwRl0Oax+zMqSxixjwHEiZAm4cykSc/t4WdWvQPLWohxBWAE0DiBVlzns7J1UYld1iGUhlkUZCMO/EmzYQwFgwiWRAv7MLriWcnona0kwVJeiGQzqDXx/i09hVN1U69LNj7BpFS/QxSot7qTf3G9VB9h3hZ1BCHrMME+A/Hp+evnfQW3HqsZNUdcPz3v8cnep6DRfl7i3QV2ghdab30a62GFUzFVK4pJ6qZbE6U0pU5MUKk5mIRFoo3iHeLGCtiWMyI2C4W6p9b65tyrA7qqsrmDPb/sqOT9OEOO7AiKKGQFlApZdfAi8DTzhUzGMwS53qI38gjSsEdzwovC0hQHYRA21nxmZLqZYtFFOx2mVxuETkrfSrQzMxoRocZZXoBD6EdENSzhGCjLuaeWg8watKqarGs2kavKyqKFVQgrolQqZBit+kV1Lae5vxzcz+AN/HKvAsO5Juhp2fQBb+A4198gU9s+mBj/i+nYEv+ApoHqyUyuZjQTiWev4xr38VZiRT4iOegicWEit9S/6iitNqoEvALiodxf1FsZWwNHV1MR8tu2iJx8SEy3sQZ8HrCAhveyFm4IN64lUt74rvIK0OGRVzHumv7KgMsjm6nkUNv0KVbHndZobRR2zAY+hWv8OKlDRO0LfkX4QdvjFtw996/zImt/t73F8eyzaVTU6uf3DWndA7617rJSdmAT2RHr1zX0vDnS838p7zYnF9zSdCa/y+Dg+X9qA4+SdbrIQiokrt9F+cmzA9EaFXvhObwl+bSicbEmASeGYV6Adx0LPYmzcKZF6VWptakcCpFh7lu2qJw6d1kyUa8fitgt5fwf1unE5xxesHhTChNdcpsNWY636SLf7P7WGt3MeFGCcDqfJQGS5b0VvD6ang6KQpFPFbh6U+JJ9sqKS1eyv+stpZSY2Ht/fn3KDluWxS7JjGNUGM3oQa+a/BkRg/Y/AzcnR1z88QhSxlFLPlfXhwqEAQx/rcTephJfDBCc3mtsMwIVxhhOYI5CKbL82Tk2ktWKhDmOpkQW+jSuKCLslbI9MuHt7PMSHsvXi8mv3vvnNx7++or38rfCdfcMOTFEdEj4+NNlddf9OCk1OUxJ/55z+1z8AlH9tVLbzk0Jmox9iwy+hYPpfaf3mOc3KOJG7SLE/GmraxGRW4GcUbKBcDrNSMngUHiaZGK3hgwmaNaVCR5t37Oa1FPcLxHQR/2fAH/I6+gNPmCE5ve35j/M3fm97Xo3ycIwDTYyKFX9O8jNhwTm2DkLIoABkEGs/o2/Tb1Q1pn6veNdeS76th/7BvTeQX+R88X6EM4vhGsG9/fpH/f6/jXwuskPtumDRNVjy8nez3+3AJhhYDuEOE18bj4hYj9crncJOM7jDDfuNz4qvF3xs+NwrsOeMcDZRSnewJlgTsDDwUEJrJuDQfBgINBM69UG0y5/coRBSk2ugoz56NU4/H6bUGCKpQ9hF5WLkC5GmVclRhXjzGTRBfTc7C176hNAp4Jq5e0t4OeGCzgqQjBD2qiPhtxGPqn/+riZOG/HnPT0qvze5Y1cafb7oF5Lb+q3LJ27HBt7H0rr/ojvIiuGFmR+mb5Ghjz/Zr8B4nH2qbfv6514dSbN/byYizjRXYXJ+FNO4jnMYocCHsIE2TCCmJnLAZeF0bKc0p/3RNR+usDhIlK2bJ47KH8skOHYNUhOE6tHz6RXw530u+YRt4Iku/AXDkRKdhNfjNHqKHXOl9WHTli73l2JonuuQiIYL86C0Hy+4jo6DxEL5DfYePGa4kcHo6nYuwXyoUmYbfAU07eJdCp5gbVEDFsJrGMwbRX5wGn4I0vc46MgcCxzOF2pk49BNy2MAtZDEeKswzqbFn0grvlL/kj8Ap2R4ZO8qu/wqNuGLofhrmmxesGJS9lM9N0um2mdINV22mFEEtsiHQmR54/ow0QEjV4VSSOT0h1EhIkl5SQcIcE1RJgoksI34dRjMfIJPHElcnU2ROdW6/tQBHyW0wImkwogGit/3UkjEMXo28Qvpy46loTWExAy5Icie2GDM/JGgnu5Aj5SjlisuaMMoy4SF4gvyYfl3l6cVz+Qv6XTL4CjPtlWCRDhdwsI0xjn4/kr2Veft34jREtNp6ghxFWGzcYsSIYOaB3AZFoaU4BaNoP0AzjAMlA8JMP0rALXoXP4Z9gMJoBaF2UFUCdBFobOJjPQS03lJtMG1clvJuKDi2TEOnp1PuXsixmaGflqGJ1qr29trWtnR5Ipp8mqzvkRn1UuV648rYQDHS001aANW3MwVUUCijUGICBCSO5wJvzPflTTxHxeQAs+buIAP7m2fwxIpKjYFf+Zp1/6E+EfwIXIjLJF8zcFk4XdSAa+iZVTWbUiHijP/WMPAR/psL47a+K/D/F7PoeraoDrUUbEJ6J5iPUIawVNgh4pjBfQNezQpOAjNhgkjhQeAIKeQPh8naTGsjk6Ok+W8kzpsDISi54+q6J2iaZShF5xjSStRLe8n7yYKpW7PSjo5qNXFyBYSEPstHEY0FAO/ETWzgrgT5PEEBQqEXpPWL6H0I9Cg+p6tIP6B+mZDiO6RjwAETxqd0Hft61GwZsewkqyfIs3/6F/X+i5xJaMNfXPIKsWeYe364QtEKTDyc02enPoRR50F9FEjkUIQ/6KyJETJ5ZeiLaMCKHNPIQMQA2OAwog8CCgghZDIiXBIJ2qQJYFsFKQCK4AQ0GQqwntnImEe0m6+Jp4aDnALFBB2ax6IuaocZZhYnn7I9ePYM4HW2eJYKGR7yaX7z7l/DgbsLvO3uWk8UsQA8W1jLy/8NaEsW1aAaIG7IGZDCA6Zz1UCMqcQg/QTyZScY+jAZjQ7+lMId2oN9KZn3HWmzAhDqLR+7JLzq0B+77Ve9arkL3M4zxOv4r8W8KwZjpXQRGPEl90F78JLN/KhWMkJsKhtQfTvQvsdCwlNXRI7bCdvC/3nDLJ5/cctNdNx7/4y03Hhk08p589yPLfzBqMH7t5Oo1P7jz5D/u6Vhz1ycPTJ+bf+H5FxZczHGF+xjNsF+YW6qFlDBwQeACoPhAUYBE34rolCSViLVk8lPwbrUi1cSFqPIhgvQckkmlztLGeZmzNO8lL0xcCXnkM8RfMqfZr17UbaMnHGT7N9KpUXowbX1DXbIu68zWkgeDi8Ek/YRoPDq/NL+0pWH0U28++eSbT41uaHnzFfIHT6auauUlE2zGmj9/9NGfa4y2CZfc8NFHJziuiOHSDMMHucbtDdZRVkSB+laDQXbrsEWmPs1GfWXYI1EDImf6V0G6iylnuh+WalsvdutDbumltfVj7rz1EAzZ3nhZXc2bi5MLLr3motDwiIdf/ZNJcZOSvwufUPyTx1+12GXInxTNVbHivVG/6OOS3J920dSIFre7cyOc05yI1jLMoosS/JALZJfPNcb1nGuXS3BFKIRxLJahUz4hI07W5A20M8kUpssyc2Ci6/ETAJbWHNwK4ovQArQCPY/4R8gD8R1oAlqDvka0LZj2BCGPyLr31NM5GhRrTk6b43rGtd11wMVjzgUW0dWXUElFZEohE/MHBWfQ1qofbUAZacuyIGyJV33bT7FAZ7F3rzvb2zXZRrxIvCxZwL5FgrqcNIfowX2wntD1ha/XDpZzFeGRqUPwzPcHz81W5P81LJ0c98xc3/JH75/vnhBywvF3W83DFFP+MnxC9U0aPuOrZNmA9DL4Zp7Kf4vl8mA/22fgWl/SwbHIYWquQhmhRVgkvCh8LZwWRAHR8H82t4EdTy9yiJLDcxpDBFfjUxjTg5wX4w7MY6w3UNF1dbWqXa30XJVO5m7iFNHiEfn3DuWPY4dg//YQHtiLY8cwXrdonnecsN1+wI5SEozkIcm/zCOvhXNQ1CMS5nmoBgUUSmlzr9Z36pinvViK06s/xLg4e9EPHmNQ69re+nJ2hcV5SCp5ZoNLPoS33N103eBrrqsbeOGzSO35bGXZHcty16JSdmYdHBec1A/CYM1zN/cTDt0mAjuuWhZMEo64AzoSkskF1kpG5FgbZxm5mC0tltCrGBbhlRjRfxHBWCJ/SehvlA0EgiKeAqLtgimYoOHjP7QbycVBeBuQBMsAmWagKxEyIj9C0/l5PErxBEW6eLRLeFVA8wRIGOoMaLq0UTop4edkkGSvvEx+V/5MFqYb3zEig9FjRM8a4Trj20Y0ygzl5iYzMshGM5ZMAo/AxIkZDvzsPCYwCwzfmGVnjrOOEKFeBHEnuG/P6F3rem1NTwrqJf3+PUu67+3spP93dhYwTaF9m1ovauSJ6cJxE8RxNgDkr+A89daBA7/70+EHtn/1s3XC7m8j6I89AWLwp6Pnesah7UW79Br6Lb+Ti3IZ7mNtyiYB+JQzhf6agrJgQxCNCk4PXh/E04Pz6FMiWBccEcRGi9+CjKvMO82I1kDL5bHyRbLQGYf4YhtssEGDbTo93gbMNpvBDdR/ldPEg6Yo3hYvamzxgvcjN7gDu/HjhDRPbOMigj1GnLRmXx+B/fTcZPL3aAQRLOrdQ1yOjyvTvR+MXGRaY0KmDEF31JYfYwCwp/OA+na3nnommPxwS6GpsLX9sN4gwdJXS7j2JcQRJguHFhcH9tXpdfYy3X25xLI6NhOqMJQM/XaPSUL8pTfPGzLymtzlt+figWGzIi805t9r8gLsuGRlsqWirjJmkuB4SYlsmVXfOOeWOp/D57YPdtsvCr+xYMDNH977btJR4U9XNER9ycAZNKc9EP9Dm7IxBKZEIIG+SUDKPtCORttn2JfZ8Qz7lfSp3N5kH2vHtK6OjHfCDkBCzBVLxEbEpsWEI1VQtVKEF0UYKM6ghT1iq8WIybeHULaMi+DHNYWzVFtQY7UFLEdNYFJ1o/zENp8rJFZSmjvWumCzCxT69yMXkrGLs1CiW7lS6vRZBWdrw6Acq+RU1+W4bF8PC2VB2/82D5yFNnVmLzyMGYPYYdJsmEgBRxRa1IPAuHDNwDZC+5KhjPbHm30G2dfHmFcKPCDcwJ901AXshPyDPJT8C6tu+HBBrDJb4M1ynQdDKT+KfPia8EHlQtztms8o+sVyERuN9BBR7MacnVLFK8IQCyEaItH3k4Vg8HFCHQd5ZcaPbwGbdWcvoTSPy5+rJtezubVcJydEuInEjGPOU0BOXb2Fd9aCW9tC/y8epkRbFeN1/fFUXRbn+vfpoK83T79r7ZQxIyetWzZj3yvrJ5fHI1WTJ5fH4PiCFcsXPLT+8iVXTM0/+PmIpunfy40dex7LHb7O38bvYvs2B4NFW0kF6S2E56WgNJVLDU9heooliS6cEaMzlyytLx1Zekcp/64TnKX2pJKF7H4JwtLXElomrZMQLQBJSRMXUANIUsLhMAofCXwUQIFIfXX9xPqOep6r76w/Wn+injfX1web3WeKn51gnfVbq5JBou6Pa0avM+VEpc6AlKWSaKmvZvs3MN1OUZDBckba8F7yIsI1kEd/pvvtvsxHq76Fgji+w0cPtxzVpY/OMqSyp7/SHSSRQ9bQwLw/p1vLs7ZMeIpbJlinUK9R6MO1dMaCq9+OCf628ZGmaMeoiuvm+3+anDb69rsnTbvmrekV8IF75WXx3eNPrbvye8/OHzp6XyQ0oDKZdj0/KT8y/zFvScyaVOrFn85v8tqNAcXquPKi6LWZsqFDt8188sU50WOXX55rvL4iQCK4ibOrAusag5PG1RZt9avoa2EXkVc/94BW/iME21AXOoaIcYAfKVuVXyq/VXhBARPmieg6gfODV5A5k2OImQirhYitRMRX5HwFQbb1ya3/u+VWEl1GXXR7ug6ovdLbfbbsthbAcyEecNFgo0C4QhtILfp61OQfrZ6xed+MZQ9OGv3L9Y/Hayc9hEc/snDFivn4o/yPr2i//JmTby+uO//stYa4e7T4o+Je8Q3xfZGXRXjUuNf4hvF9I280kqX2aukr/ZV0q8JZHbsLKmpD/0cqeuA7VfQcJbV9l5LeO2X0qInnKOn8Fcvnr3t8zpIrYE7P7Z+NaJyxJDeOaGkh7kFHiZ666PnG2ow6DL/DsAPD9RjeM39pRmlzo/lVM35P/bKQ6n+1BDJcC4doMQlJiw3Azi42G5RQOJQJYW+IVkHIpzQSXgN8HAP4BeMQmdp/zk5kwUDXy7n7CON1BXKUKIgjVK9m9BEkzgohShkrDZoP9zYOdVNjf7iFahp1AIdZrbednmzcCsU+xCVQ0BTPmTFiUu9s86Cj+VKUrBhzceiVcd17Z46aPPPxDa0z9qJYcvjwslLApvOr6+dF3lpx6UNPXrlkwZwFoypz2czIM2hVQmnVZIK3WQl9mQmOOT9xoqSz3nnQiY+hTxBrCEIHAxCRqiUSpKgyklYqQI+GRmaFc6vuiBt73R0kdiGfzpYXyx0yoZUsW3z8PkIqCyOV3J9Mnu8kk6RQG6USzMykiNioPmLR6Px/SatiJK1PfSsCEr0xEx0ltNkxfRS8j5LpcYReY78i9DqY/0RYPSxVikcR+nTMPzC+uo6R6/imXKaQX3wdPUboFOdOaYNMqsWWY730Fo5XeRQQDL6AFtBqcrkjAVgfeDFwJHA6wLcF6MGn1KYLgYAFhdWMilT7bt1+aHYtPjE+O465uBqPxLERx6P0IxJ4v2yQ/X7OpVJDLiuaosXTOSXeT+1Utz/3IgX71RwyY05w0c9I0EhhRTSdk4NUygSif8VOaHpubLFrrdg7Qo25vZEmXykladK7EP/op8426kCYNtaKUTbGpih1Br3NMwRZV9EgNaDHmvKn73t8fceMsYu6a55ITi1vTNRmIsuT0apLy9H9r66YclvFoCvmD6x+JT4rmw7UWW+4aEDAM587g7al3Le7uBA9YZuQl8WxFvYYEOIqJQMlrwLrlReVI8pphW9TFikryeVHiqAoJawnB/k8lIYljLziRHG2vmE2QpAIFiX6ESYRTDyiqn4no25Ei2iEYhHzf0NdH/1M3424jXDCL9J/aYwImrBY2CDwQqa9l6ZnELpIfdt/SmcnLSs09DXi6PNkegWYjfVCjz1+X/5008/KL62KJpdHpoSdjeVTk0/UdC8eO33w0PVo3ZQVr4bnewIDLroh6Quns7Pir2QGLmgYG6ko+AJuB/qK4LQwQTG/0jK/S8C7cXg7Co/69vre8L3v42UfPOra63rD9b6LxyYXOKEUcoA5ABPPcuk2L40ZT71sVnKS0ZbciZ/c5nAEcGiIkWh3kIsRIgfIlZERe8OWYMS2s79d/G6HIVGNN1CYzHlYauksdEcdBysb19ob+28HLHhKQjh6Unch0hgE5wI/Bkvq0Vcbtudfgt8ZrxiX8FrkabfeO3Xo6EkP3jZ9y+6nHn146oAkKn1r3QfYGRjttsa82pXXrph976Nzliydk3/q/XfeH95UpOEh7mt+E9uvNVWzRcSjIhKrBVCEjwSkYmE/3sBqZoh6Bo7DT2zVRLZva6vLy7ZTvhwI59heMlrm7tutRbdrtVKM76A+P16X/Zomw+A4evPbyOZCjvw1VuMQtHQFArsUk4ZKk6X7pC3SLyTDLyTAL0vEgdH3sYWXTAjzgkzQ4VaxUMwwGVXJlJPpA9Ak9w12V67B9JAJNZg2mnaY8Dgj/MQIstFnTBvx5zLIsk9Oy8/J/O/kz2UUkGmpAs9AqxB6F32G0N8R+FAaNSL8V1qIALMFglAJ2GIyynQOGD0fGzUzReIIn49y2KRQP2shVh4TqdimCNAoEHzZ06l2sRIEwZiexkJPLI3aaeFtCesAoDF7S0ux1EDepNlybGDwqCGL0WuHt83ct+/DL/4Gx2FY66ckNv/zt/l/MfuSg+P8ZCLzpdxdu7jo6RM7rLacGPJj2ytERiPUWnBeGn2YPTSiAxrIUX80kUgpgeChkaELQzhkolJs9rup8sfpyaNtnkUe3uzhzNA827zZfIKYCrNm7jCvNR81CwYzWRWJrElUTXx9T237sVbi5LPZlpbObk8ta/OM24pt6bYzLrOuXqjs4ifvc/obWiPqvnJX6aVhZd+Lszru1mbd9ES9kyzzkYXh9OzqK/IbYfW6oHLJgCvzT6E3L1uyZMnNVfOYXeW2oU6Wj1i3i+NPn9qqOnKhnaff1ZzEvo5VLlIWKBhzITWEIkLAzoBtkNDCR/43kWuNE4kge4k/kuhWDsnST49LXL7cBA5oco2SqYPbzIkRxmdvgKW2vRTjdPXuZO3pogxku+mIKvcmDSt6E1/U7NXpZCCRQS8Z3C7UKSiD6i8eOCxe6h5aGRpQM9m7b3Prvc/XuCC/MnZJutSz0bQMFmxI+ga1XZ3fg96cv3xlw4Le/Leb+BUrwYGPaAMPEaFFIoKx/F38F/y/ePL0CP88j7EihFm2kCfiuIaViHgrsXY2mi4vFQIE5zG/UQxTSdDaD+v7chohwWLdnnEMxGzmeIOOgQ2Z7jdm9Uf6LNHfphcW2mkfX3vv1snCFrpz9s9h95EnP22rqqrZuPCpo79MV82YkUmnM+QxhYc/+c6L02667MKLLv7N05c0Dx/RfMklzSNGNBd96rtk7W6ycheHOtAGtBnxyHWr60nXFhdv4lmjqifAqifbJHPOIO9hPCeA/2WVnjqlWmnFwkHWa+5bb4hYMNpSpa+ZqjQxcNSKdxBVEVVqxW0MDYsMt/WPcnoK+ynJc9GA9xZ72cCvXkeH3p1xyTP5r5r3+BeNnfrjRY49w3o2XTIDD9l0xQLAkVVX3vJWe+yT+XN07IBbsIesU+Gm7ADOCBI2CnsLERqczafZ38EnmfLJSLDSGXxiO0CphSkyI05H6rix55flmenTq9O/OPbYU7/GLRcPGjVy0CVPvvt2EcdgDx7B7kVRRHIvomlvQXbOkZnvuhfDLp1y330v+pC0bDE3jD2/fuqxY79IV0+fninHI55++90nLxk0ctSgQu2He5X4+V2sz2mdVva/iG9dwJXQ+HYIzceYmKBTAoq9eRqJWIL/IMQ1eQzfHeJS//1vQ9w+bTf0i/7QV6On3Lfosn0vXXDfvZNH//zxKeWlsQHTH8EjHp6/fH7+QfzR/BVL5z380fDGGW0tExj9jfAabBGe4XzcVZrMe4lvs5rsxv1kCQoxaI+TwIPB662czeqgZtys0a3BKImNZomlwZ0mZ46TVCki4eZOCY5KJyQkZVj9m7hp70HWDtLTeZAhkk7qtJgl703cE5dd10B3qRcS+LBlyLRrBtglccaMfbfe6rLaAzXwaclgX038Mmhcd8+innX5jxYpRjuTndeIrd7EebhrNff9VhgnfCmgZmGcgKh1QhYeuXeeKULfbX6Zm5Lc8n4m/zSKtxVYyOLvTmBRedEqH9B39bYv6Y3D9eIDvfvBQJsvOl+a9vD6ev8+kFIl5bXjQvvg+FU3Lm+aAwfzLy81Tgk6c1MegkwRx/8Lq/wqsobWl5HXbMu57fRuHJpDh36+XJsDqsnL2Y7FjrWOTodY7QAHhdNbBDfxLk9qskvhQOJ8doFuGJnV2tVdy2W6DxbBMrthrrBDoq7/ZoK6qCvuxiq5sXwTjF1qmhJ0XFK+Lv9r9OZVN6LPCwvwD1gYVfa9NE2/19f4iYTepdxqzShHCCIIiQg7KCKQGLlo90Hca6HZX+DiZ2KCRnGMOFPEoo8m1ryclUECS9jSZllk4c0WzksggXez94QXc17N2+Fd6z3qFQzeXkjQrfZkCSLo6dIhwdFeSFDXlzU7owrU75Kf2IcBKDgoKx1aBAdwvOD84fX8XIINfFU/hZn563VsAK1coT6EPifrFrktWoR2hSIWwdpFIUWdgAD/xbphFWInOLyXLB5RWpz+x1Z3iV70CcUSuTvgQfg7gXkAxJ0SEIgQEGOCAGOxn5AqRkduJQdH2IAIJ8dTlTNxGJoXY9iMAWcoNZitK0ZMBXTXzvZqErjQqQ/WaS/6CxnitBqDPs//4Sf5j3714mZ+U08tejPvoYfMUP1/HQ9lMfqDWoRV92WDz4BC6nxhubBaYH4+I2CC0FWLhzI2Sqzck1s0JFFs7FBDAg44aH3cAS6BXLEpAlttzpweupCAJ0zQ6xpuP/cRJxyhxFSJfhkzXb39qux2ad2JolVqKlps2cL+4ppqYu/ObUPva0IvtKDjoSuuvaze7a6/7NoV5WMGplOp2Q3Txl999fhpDbNTqfTAMciknR8On6890JTL3TR63LxBDQ2D5o0bfVMu18Ts/mvoc+F1ooNV3MtaZWEXl9G0m22F4E2iAuYdjl853nFgtzvprndjty/pq/dhpz+s5xtsa2zIgW3efpwM+oO5or/iqbGnxVSekxb7wV9GW0JelpwBv5+PER1+2cLNF0Gs2NvPc1Dz38rKxocbIdNz9GBrP+dAqx7kI0offTdcn1fopQ2bEkqcQ119MSQWg1DMEX4+auyKe2bvm3Thczde2DZr1Pymgb/4eFxN87jGK/ymCTUDG0tj6E83Tpy2PH8HXvPC7LlDRi8bs8RuO3/0lUcWQCQ5auDIeRUz33hpWHpAirKUO8T0Q+J2aRWKFJZOS/rMLbtooBriMZTR3hKPgQQxrLkNK9jAcyS6enwH8LxEIit+L1k2CX3J0onAL+ZAJQYaccDyBvZFwkrdpq+hiNMkGIC+HeR4aF7Ln+KRykf4ap7OTtnMi4t48juNMo18lzBtafyA7uBUP2BDYVoqOOKVCloyq7+aENoVFKV7X/6zgqLkvwJ7QVlYvQbbWG9IGWBtyD+T8PcY3BmCv4Xgn34Y6QKzs8T5hvNbJ7+L9V7i5fJqGTXKu+RX5d/J/5SFucLfBdQoQD2CeQ4oodbbvdYEJDiVsMmEFWvYmrHiGsFKfMCTWxSuVIeXmJboTSqxtzk7jLGD0eq3IiudKFAqEG9t4w39BS9OfAYxHo0TuNMcKmLOAmai6INgpkgBZ3cVGtX6WxLdeBSmeHTTdwp5Q4LCl0BfabhdzyEUK5nJDBB/QhOu506zwLZfbXx3Xu3IsSvO91+KZuV/1rTqvqR7R2XthRflCEafMSObwedtfH3r9MUrZ89z1rnOv+PxuksuWzD4/JnnDR8xaNZFTYOHDtLx2et4E7+XC3BJoqelcxEsx6sx8plpchrPdz/sfs79qpt/2/epDyV8MC0JyhAroaCVi5BHEq5yCQbTeNaGTgI1zbJDAcXm5BeXdpSiUpajMkSc1U7kdNpK6MvwemK3EMc2RFBdJpiBI1TsJCD+BCEpTdNsXWsEY2ZJ9zHaBkG3lHX2tLKGfCJsnT0HWrqPdvdlWlnsRrCOPjLUw2hk69+8xALaerzpsrZH9j3WOWXmE+WzH5lUPf63UxJd7mAuKaGH8LRHrr6y5DR32v2bx5+5dC5sCj7aWQt1r9WF901rbq4bNsRyQf69YZyul1giemniXtfK/kVn1MxFaJOwU0DEYTXSeXnzJWRKSvCSBJJgQjwvi7rv5gltLpEB5uLrMBIxzMevYvSZAAOF0QKaT/wCekc8KaLrDSAa4EL5oEzn8Cl/N0LauNy42viwkb/ICPgTE1xMpTtiQi4BiwaBfJtMiEUYQAMoI3ESfKaLOoHCHg+9SXIJy2OQxyWtLIHBmv3Y++203y9BewxkqqpZwNLxn259E+z5/G/W//RX+dOH4ML88/A3+DK/Dc7Pu6jMnF7DfY0XsbxTctt6AED78TOE+U9xAqYjdHj8xEsg0G0VNJukZ5LoplGbnklC+zd/G0Fv6ljt9BoSDl5NkHFuHyeTf40JjHmKM+KnNEuEaRfOkB8zS1QqOmWQM609B4jRJr/4MIXxhoIRLkB3xDdXl08pUfe9NHbmUDTmmfDcppc/RG/OvU7/rpWoE7X+X8S2TxF49nQvtn36v8e2wn+Mbdu/C9oS2SO0+pzc/3+ImZ4imOnp/3cxE2rtw0xEpvI3o8/xSoYXtv3fwgv+f4MXzgQLeiHkmW0L+uDC08RnPnsuXPjv0ELi/xAtTN/079DChv8QLOh4On8Tk43/fbzwVD+8QNSPrPv/IbxAheRMvJC/CqvEXoS4Su6AZv1yAFwcXBhEnA/sgoXKuDOWyvEy/FUGGkEjVTCU8CaKCuwk4NNKEjl9iz32YIc6RCarLS9wPM4KNk9tUZVwPxEqZVZgZX+vT/v3+vy+22BI0s5dNyi3Z7obM2p/pTh2mOXaWti4pd6pL8wg0J9hfTaJwrR8ZhCIWYgnK/Sz7uoL86/L+o8zwWrb5WsuuSONbmv80Q1V50m3WNKz/7TPGVs4fcmGYwcqqqeOvLw8M3lSTUX+3oWLJ1zw2ypnoHRR4Pc9myffNbzh6BPTm4d+77JpzcOGDWK0vAlvQtf8H/v+p/r5/qeJ+X/2/5e+Hwz/se8n9JKIjpm4I1q60UQMaD16EOF3hc+IA6euv1F6WMIScf5bJeJGe73/U8z7P6u1KQCz8WLa1QiL8H58BOMvBWAOaBHdoHxM/ERE19KqP0yUO+k2dFBOGSFjXGlcY1xv5C82LjQiAgAW/m8BgH/r/9vYB+1sb/J/4//zN50FAFhe74enPzP4+cFEcjLcUq3Cp4KsgiEqcdFImVa2tgyXmSNxyCQj9uQE13oXcnGR6giKSIayneiHWzlOqNiJrn05njA4o6JAJzEZuQC6dovZauJasoTF5B6zlPvdb9KxnB/SVAXtkfywtedtwn6O8L/YiSAg8pUiO3HNFi061no2+48ggggUWhNcBmvPCFx/3lV3DgDvNfkN+Xe+d2X+rc7Z03qnVLhd4Jt1DXyT/wDXDJxzeVM9/KJ91MR1mfyBL75YtmAv2pD36qMuBjf/ATpjTfnq+cPPHzPsajZv5uenP+PvJ3GMhctx+e0hyeDIVdDKVgO5SNjqbChRW1eLDuYgCfWATDiAkVHyS8gsmt1mZOUSkKjyedKKB4hpimkxNgZVceS4GFhwLFYT5+lvo/M/HJl4BvEZxCYT1xjiXMBZ4USSkw1JLLGb3EYuaq13ipnSciUdTpPvSpcm3X6f5qMVP5M154u73fSSjh10gzvTricVmck6TADL23QAgNrZdaDQqF5LnGCLPjOkuBlNLxnTqZPq28dYN2CxVkY37qhnzKEqtA9FbTFDXDdrtVkS1tCjorLsE6as+NovbxhcmxuzfFlzJUSuXPb+67fkvxmGOiBbNRvT8h6MMHWgn6mOW7d8uGwBUmH63Cm3PTNh8aLp95388bZtj/LvXiKbl57XANqD079B797/7I90OZ16+jOhusCXv2+voHxR6PYa8myme2gyhKJGr9+LlgXBGPKHkMz7eESnXiPrlWaan6u1J2M5JUb4EqvUKilfrJQvlYQvlZXhag5oJctMJ9pGHVGEIapzJmxQXGEXMvMuM+XMDnq+WFlSS9JfEDFZckkXVx1NOqyZXEsO5WpPOMBRL0ZPBaA6AIEMdZYftnYeI4zoIZwoMIdwYzxhBKE75Ucb2/qkDxE7lyEFflSczQ+WJbZFz2x3onsJ472FaqI3DXjMl8tbspnhK5YProWT6GdOU/6bW15/+4aFV17/8ZZbeTSEsiYzVVDAN9yEFJgxb+qtz59/zTUz8VffwDcrH9229dETX/7oufuhEi6WzdedNxCGPATT9RntfyGM+VT4LYk9D26PUI44qGy7yYVc5atqrKLVWTqoIlcS0AKUXkNMSi7glUwe+wQb2DzJ8jKaz5zo3ezt9Apeb1bOcWktPTGNDekNZjC7Az7biz7wJZNek1IGp8uADSGzS1w5nCqHclHB0IZPY4TpsJQa8BqpmLe2t7RSX9NOt5AcLhASMrNa1S5953AP4YYtm1WLmkKdOp2TSChcjEJoyr0ZFQSbWKNeqjZBM9TRtHzBraNPk8MGD/e5fvMbA8BwKtleNX9yMCPqREBgevRRV3Dq+UuXCS92qaWh0eM+yO8hcp1/nKCumVTQB379wcSl502rSnP49M85znARscUmzs01g30XV3f6hDaQILrrHIC5enCJPtVgz/maS5LxipQxFC2JNza7OLMxVWJujhOsDwZsNIqBSMI4QKylXfl0uA5Xq9ZGarFLqK2yiZR+4Vy1ocpYmkykU1pKM5hyqQGJCJd0BSxJv6dZa6acypC3mxsVP5C/Xn+4VnFBS9jV4lrkwvRpvWu/i59IB2p0EJfgGnSe3oJCEybZLO38PvpmrxnqJJJ/rLPvdRfdD9XTyfKYLMJgAyVoKeRw17EPumjW09bIHu36Re90qwp2nJzefewWCt3h5DLB5k8ky4oPhFv1DcxrFOretFMZc8CbB0Tq760yC+vw2GBy8t0ZFzqEltfcmz/52Kv5k288lj8ZtK2pvRswGwK066tJwagdTZ8XnhZ2r4rV8RtuoAOFhtw24L5fTss/BkP5yvwPYXsln/fDA8m6zmnwDh0ttGfYw/ekmpgveYu4RzubLVfJfaFNsEnucC7lGehBdNsmokc/PJ3alkKYS6mpSArLgp2y117pKvFFQ+aKSi7k4ip9J8wQNoNiJsw1mwNcqVqKzIJcaqCsVJKGmOgMGDln0qEWrFqIsK6yXHFACjsypWZ/MhAOaSHK55AWDQQK23SOMutUGJ/cjzdsbEznG33coxt0WnRjVUh2tRb5dA6D6K498jvZcS3seFQWORXZcw5vdL5ogrUx3Tj6WrdJGN1xJ3JUr86fnHDTfQPzJ0sIN+4C4e7fHrhopF+F7pqO2BVlJRcMj9bb6wbeuPvC/AMwTq07T82XwkPJ3J7p8M6j266/5J1FiRr9vJMD+av4hwj9LVw1pLcnqYXyUQs1mfpyS50FHTR+akQmY8CIZMEnEB+O3AhdXwVClasKLfWBaHPbiE93EZ/h0kqiUa1xcC6qkeA7GvYoYfJuWEulQva0KFJlo059SsXlFUis4NmwxEpDq/NqJzI66RRhLWo3cYQRE0MdobWhDaGjoROhUyHZgENW4udrvR7NwzoYDcacp8IpBZOhWFSL0kaJqJYKhXoHDIfgaAhCmeJc5n686zxQZNuHtERa8C6tBZfvZf1Oft23sDlO6jH2Sp+3XBy/S4zgGRnKYvK86OSjdb3uv8hFvLxm0A03tNRltVs+gdCCFb97du1o3cfnT+qefw6I33v3neULkef26VdfMfX7P2hdCpP/8OOtP87/jhjDC54uuHz+2ke3/XSd7luILcQNhHcx7ufbvZRzJsq5IeQCvF5/bn5oeejh0HMhfiQP8/nlPPIC/ANggwEMVodNfpG4lwwdz6ayIbtrqJNowROYp7hei0cNAVE16j2iWOZKjWxQlAnLQYOSDKhOvcK4nWAsh6oWBiCqGbaTuUDhTqorxxjAOkhnJDC/s4SOHD/c67rpNKx25rh1t2Lo8ydn0JD6EdwwfdSgG9KqMOJsygn1AwZNmc3Lf6t6sPGH1HXshUcK9IIvHppemjuTXiXcj7d7KL3YuKsYuZjhh1H+h/wb/bhDBNFiV+U1KqiKD0zY51Oo69yuBQyKPuLaTXfwhWSaeCD0kERrUnHYNXsBcdp9ilIgh5I5C212FqhR7MvRjcXhfkCm6GBtru8ghD2q02Dv2aJjhZ930NXn382duXpEB9ecPk3w+vlk3XXwjpYuQ/CQCJII8u0q/LEEXq4GIVuXXZrFxuEkIOKzYOZyMEiopYhxs8OdGwXgAVghw0MyiG4oL2kqQY+WALbEgjEkc8mJydnJjiTv4evoKSBNdSDVQV3Nbg9c5IH5Hkh51nmQ4AGDxzbQBikblNlAsME02xzb32yYzrhFi2s6ajbUnKrhS2uuqEFDaybXoLoaEGoSNXU1b9X8sUaQG2oeqtlYg201lopMen36xfT+NK+kj6SRMd1WAVwFWHHFSK3UwKZEj/CV5GabOkybTZ0mno6LpqOv6IujJoNsUizkhy0jJRNXp9VpBk+ujt+fhnRUSUEQp5Qor/FaOJ5jE/XjxLLwDV4SqHg9Ec5EvIUpaqyM0gbWYDxXTZ5RJFMsfxxj44eO6QzunzlrVQ8XIS2bSMQ6TfQCCXUV9CXb2kH3/7POu3Zau2SWhjy39g0YoztC2X5/rvCS5SDpDxJIqx/QoA+VI86llBmoguD0Vjw9QvFIOrenvoE/Hy5wPH7bz/PTp4I/se/VJfmfX25RmUy5g9Z7r9u5Z8H3q/L/FX9mf0ni909dTLDvj59prNG2z54Aoyo2fm+Ib1QTTKeC5rdW5F6YNqJu2BM1HTNCrpJsogZN03Xu+OnP0L3CYwSNSttVqnNRqnNRin9J8JHmsWliEIKlJjncJoOs2MN2ZLXbnSmKVpGpxEnDZRdHLJdm0zTPRA/iiBOY7dng4RXPTuA1i88lcgGw0U03JUw9ZaJ53ACzSWPC4CEqaZLdjgjb7GPC4VJfSbLQHeGiP+lQHRHHUccJh+DEDseACmfxd3Q41zqRM6OfNePtG3fc03lUV+POo73ouO9nCBQY/3fCST8N4gsDSQ/3Dx0rKhKF3pVB0MsgBpcTNgqpC3qvx/vo3stufGJIiVkuKPott4C/s3MUVX+rEwRLc9lYe/klqRF19w4paPyfTvz26fzqE/l9xBCMc9YGaC4nqs9hJHH39u1mr4k1JJ7QAuRiJn4YIwsGSxQk3huNeWIqRjbERvXbMrU5j0YeODqUCQbjGP1Xo/0DcrYIebgw9mwMPRt7OYb+YYPRNrjI9rwNPW/bbUM28muSyOZEyBbFYcGrWjniZsIGoUQRCB4QNKs14URUDOqt7lwODUdTEZ6KuhBSUAtCHhxDXMIjqa7cOM8eD4p44JQHBnqu9CDZA5LHxsaQu0Q2+LqGM0qcARpnGxYbkGaYaNhswBq9ZgMNDdhg8KBgiVaiEdNUopnUXAnrOSJ6rZSESzIl2IVLSmI25NGHd1joqMcycueaJZhDzJt16XPvumyNjXr0qev24d6R1wTPM81u6dbnMPQbD9jaXkgj+PvCVRsD7XQy7fiKO2/q0vci0zqCPrfs3IOdKirSUOfo02aixw1iXCCRK6YiwqTFUJ+N4re/Pf+vAecwPVitu+snzSPzq/E1fy13U3exueHZ7UtLYOt74JKYqAz0/YJHn/8q/6U085vgYXY+1vfzk/g1DIvXcJ9oGSPtvqhzjHCg6f55fiT5wZTI1GXQwRpgu1JMQkCgzfpW1YqsgkgZylIDAxwDCEwcwPBdTGupmlB1pOqjqq+rBK5qQxWRtqoqZyKiuQI5JQKGCGOjscQQcFe4kdHNYKDPqXitSjQcJQobjUa4qJp1SxVJEgcXczle8GZ6m9UPsP10TPl0NNfTNatfAoeOE6qtndW7b35W8RyFisTZc8R78zdqPT3kxpAohlJ0IyfDcYuqmm64aUhDtuXmG86rgciCZR8e6Mj/sxtMcAry+6Vgeto1DQmH5ebOt2+6bO4dU6+ac+Ftd1545bwp95984LmfPoB3QfPH+V1WZ9lAVyjqrom1/fiF7fcU5oqgfazWejGdQfTkNnp0lkC38Bg5kW3h6ddZ6XP5cn21urXFWp0g8fomFNol1zci+d/MKkL79uVP7dsH6j44DlX536A38/8EJgcXMDmgZ4MN4H6mTSobAEKFq+JvFViSIt4IMrn9ST+a7gbZPtM+377c/rldsDAx2GDFrLtPr9chFSGrmIqGQt4EYWFVTIpq3kQsXk6QxXZ/KFdewpysyR/M8ZESKClxxqhmx9mBIi85ld4Tag7TPeKMn4TrhJldhN9d+oJ0ZrbNKlSm2s/hqKpvS7IV3GALnZbl0j+345uHjbn99tHDhl3w/VVjzgPbsw998dm9Tzy89lD1wCt7vsG3bBvUdPNj0340c/bsmfcvnj53ztQn818/tPr2B8Bx4I6bpEgqPWDy5wdvqywp9Tfm6WEt4dOvie3CG1wTLNGGyQH4PPDPABpVSZ4hNXDgQGQY6BmI5JyiBkqyJTVVlaFg7XO1UEteLA/WOoO1JcFQoFJVqnI1Um0wZ5SoKpjqDdnaDAdWY5CNu/WZBpRSn5jgUsQnqrPLFpehSNnsso6yzjIel1GXeHE6ISrZluyEbFuWt/BZriZXbUlqVUrGatVC0dx66xHrR4RT1gnWldbTVt5otXogqXAwOMytZ6O4rZg7TwuE4hWeAWq13Z1T05UDkqVaMh4kLmA7ib+DcTaa1UyQcEcc9OmsGX2skR5yHSZy19lFDecxwqlGPwuZiaUc3913YE42yzZh1Nay2hiR0r+30VQgdZtZmhLPEmXO0tS++vM7Bd1W3mnt4ovHRPBd1q5CXEYneafBlitmPlxEvnG/vXuGeENvr6juZR3kJyCr67RLbM+f5C0NqcGPZP35k38CoH7Ve9mNV41tWX+/yMu61z0FPnCtz59/x/7XLxqOalYGZpX6V428vedP6Lz8MZmvDRwvr5241+2quxeOFJzwGqhB2/JbYHbPW491zP6a6jlxyCjOzkSascVEY2IST9jcOfEzEAQSS2AjZ0RJQTNg3HvmEGazJDQ8EfPkbYv5jDOH6LFObxK7Ryc7dtNaY1HJ63Qlj1+fP7lsGfiuh1/nM/DrPfBIfi6dG1q4D7sobmUzC535q/ijxPZLnI1Lc59rQ8oMDYZ5BnwQf4pRCgPL4setWSuSrT4rMv/O9LkJiSa3CS1NAp90JpHodrvRtLI5ZShlqybh9074lmA2hz5Z1oqDwVJPRB8qT5MAOOaIISXGJnubSw0WX9BHfAn2sWMFXB5TwGqXuWjKURGzgT8ZDhayoyy8D4Cemek7wKyrlviA2u7aw1wxD3NGRN9GU27EcLTq8xD7DtJp7a2s1DuKpl6I67sjikTUA3hPFl+bzyk1o+ZeNiRjUuoHzb68ZaCC04McC2/d9eza/Mnrr6cB/K5brnQOhlfmNF84oRHSVwweOXzw3D2Hlt//457P8aQ98LNHt927tJPaWDq/934iBxJBZ3u0iOh42YEEy3YLstJt/GNFNq8fKZESgn1t2EuIud0IHo+f0cehmkJ+UQ5ySaMWMRrpFH0j6wEg+hg2HiEGmPwsNrbEoSTp87g1t4/WQ7aST32s4YH8/AYfnPLBCR/4zoupn9AKLVVePU7tri3M2C+8NZ4RVkez2Sx1tJSO+oaKXvol4mLfPJUyXfyibCaeN7/MkGmYPqc6DbfOkeO1K66598HFN9fEpDmXEZW6C3yXwa8fzDaPaLr93pkrhw0aNPz7M3/A5JTJaoFWHzNaVXAfaZGyMmDlB3OoJIRSXmDbiZPmejMqD3c4wUkFz2QEhyNgjQWDST81m/GAyCjXZjX9Lvl5EiWT9cmRScwEV04qsXAsE2uLrY99FBNNOJYgkEM2auWEtOcNzxkrWVU47Wv0jfFhky/gQz5XJFgd1IKLg5uDp4Ji0B+GqKPaDnbirLpru7pas3QKivpmkabj6ZuEbgwgFhrZ6ek4OkF1sWxvP0MeE/EiNQkt6aSPOHFcoiGaLGN910wiV/b8y5IiLmxMChYN5Z9d9/HH657lR8yRrc1tH8Mf74nBt7F74I8ftzVb5cvglVHnXX31eaPeu3XZslvf2+MJtKf+8F52w4bse39ItQc8lM53Er+v1/Uqub1axdKK2yuQuxKuo5PaL8YLMbpIWiCh68x3mJEaLo/6V2mcCwzYpfC92C/lSCHMp1hZyFpuIBgiHo4jMy/FaWFoe9SUMHqIZdhERFhTNYMlp3JRayYuliUTWqII7hKQOBPcHS6+6FPvvqKQPi+SYuqCbre3nlOV0w/KLuzz1Lcq0gGdtu8ox12VHfrgmOGx+vB4t3H0VFqZA9+5dbh/rj3yywuucDxsvSC+4LzQtkeF3T2n+upwhI67GR2ruOd3cebTn2mltPQW9UfRsiQYy/xl/UtvWDGDT6zQi2ssQVp+eTmCckZEY8pwcWhhCIVYZU1TI6bKkqDRs4qjZ6cqzhJKSyeBElx58kQlVFaL0VOlUF0Kpays9n4rJeAHlHCzWrtb1MNnZjv7A+LWs2tnZ5LsrJkBVK/7V83a+1Ht+b7aGfhm9q+X5Rt7iVbfWzVD6r8+1vt6vPlJrFaW5u7UrGMSMxPLE3gReb9CX2apRTInoxxRu4lE7TqDQjBYLldwES0yMYIjJjo2AIXYeYKSGo1EUVQM4wxGKzHQBJ5mSUGRbOagke5opyShpbD2zp52OhRZPciKXz21hGDqQba/vX+xK3uWFMVt31nkmtmPFPvOKW31TH6rjwZ4TLGwVZQb0cDir2Gg0lM0PttKpMFKlauaXKxrhrSx0YjSYqOIys9rOg9dFIPy+qZ6NGxVyLfK6ayLayJqsbcg3MKCL9Mgg5INZ4n6ZfUz+uqMZcyJktiLKyOaWzaAiVhcaeGySS081E29c4S4Cbc6FCJDgRvaMXTDUGzYP/TI0I+G4qFDG1eyUzY2acn16hEVVasT1cUqVtVqFakjIqnqFEpFy6ToicZTjai6EWi9i0RmrerbJCrupsOm22kz0BvFDbi0zNXTVahx0ShNd9xtrfq+42N952+enXI/Vz5dqsjm3gnuf7MlmQ7kPZ/EbSsG1WSal984ZCDa049Tf+nO/y2vAgw5M4RbsPyDAx1ggI0oxsK4226bdvXcC/Pr+3hoyh/4GEadFdG9/emDJNr7tluX69XEHtD5xwGYrCmKGibEEn2qzWtzcrQ5Qbs2FMtxxEtPdC928xE3rHVvcKOH3OB0l7pz7mvdt7m73Mfcn7gl2TbGNtOG/2kDt+qz8Q6PvIrjwcArXo/oVxzGNSoE1IXqDSo2qQG1QsXSSPUO9UEVL1ch7sv6vu/7kY/H5J96RQvlYlTjgg8rcJ0CmjJRQYr/Vj9Y/EH/eH+rv8cvWHk/FQibwZjzBz/xwHrPix7U7AHPTnS1FvRqX3uJzka81d6JXoJMvZo7mfMG3bZCeo2a8iMOcPSachKUsjawJQxSUP+ov261ZYnRZqPuelhpUz+jp72dazl6mMAOoqZsrBhLlCyhotI77ZT8a+EsOQADgx0QlSHL9zdLP8z/7fv0DE4YAxflH4ABC5v6mAgfrM6/IOz+9u9wXf7Gnn8Sni0mtkgiPHNwF2iqTmbMK3bFqHKMdtsd9qR+Who9eYSdmmak5/LS2RwuJzvsuJAE7mHml5gbmguuqT77fhlKl/rd58/Bd0m/WxN2E/MI3M3ENvyV2IZ67tldXA1xFCHJlDtZCxc6YQQGmbhi/Q7rFH+ZMSVWUcZZJUvuYNXbVZ9W4apyZ5RB7eoBhvJksiyQ9IpWKgKJ+jpRTZ6uA/K3roojrDxKd1CphK8d5PKEV/R6Bzbopevssdb2noPUnag9x3qKJepigbqrpTi5mZV0zllnri82OyNQ61eDdtmy4l/7k4JVoD0kOjNV0ao0uepXeO5Ppf4H2SwOtUbcq4atKx5kQ0+6+SvVw3uJHm5nZ2YsJbIar48fjL8d56d4L/eiaeE5YeQNs5N27VFDUCxqVrJEMeqUUsuUpJKEFE6mw4FkiVZSrBKXQEmxCNBzQH2fspmxvFP3MMzbsuLOd5GkuPm6SAdKA357fxoUSr8DyNr1Mu8Z6w7p9d5Vm/NhPslKu3mWw7mbrFWv61ZyXVrVUsvtFuQ21hsRa6xjk3mvQ3cgdLICGM7rA3PJvkotg3NiSncm5QZLPEiwnDHOcnQmguWsigcU/B2ALiWVFgCdHrEl4CgFda3fjep6M3f9wrZ+wlTAdGeXXL8D0/VR8ax6az96jrmQRmvfVWw9tfa3vYQdFCYRm7C7t9bKzc1PYrXDKMEmWVZeXR18OLgr+GqQn8vDav5hWl4dCMixirOCwap8V03VGTH4RcnXW1SlY2hIZLfpZblESuo9a7Rs6MsUhYnhEEadw3rxtIWZEL1mWsAmNte5uOTMgql3Vr/l/7J/sXR6/i8/7QdH+GRvrZSrJvKjkvXWwAzth5szsCyzKoMaMvBpJWz3ws4ApMONYcTHp8aviN8W54vqMtAHKR+U+UDwwTTfHN/ffJirUqvQ4qqOqg1Vp6r40qorqtDQqslVqI72ECSq6qreqvpjlSA3VD1UtbEK+6pcqUxyffLF5P4k0b4jSWRMtqWAS4EVp0bSwhEVqnpa4nN0ODY7Oh08LeFMdMxmL446DLJDcYHVNdKqmvYnIRlVEhDECU+0hqnxjhqthtb32CmbEVoHqAFLTZZjrSBRe3mUwEtW3COPKJjpO+KSFvcOziqeLEIYUyju0RbO/6ympzMP2tnJc+SPcLYA9y/enVuxC4GLV/tx8to9fXW752fefEa5ruL3H/ysz0q0DSnU684fdOHD/ep0kdra++7k4HRXfgp+lODuSm6d5pWjIDrcDsQmk/lFdzBZKmoDWE2bnTyvKJkquu8WKZj6wWJKmtXSMpWrrPIqnq9y9mtFk2PAsWSDrzetS2jRzQhEMR70nqzVpk+7KyS2ugiRWYK3rW/HQR/a6/+6ztY3JIn5FPxoPzr92dn0z2Xf09F5v0t4dnCf5B+6rvmF0i41ERrF77+++aelFKyP+Zb2MpuIHlzEzlZ8k5hEYiQNxEgaFBfV1dKynIuaynQwmou44JDrXRfKuqa4fuR6ysVjiyvIDlJy2MBu5NxOhyjbqKHMaQiBXXV5c9Ptd9ofsm+086Id/g6wHWAeXM8GzEvY7gLs4NxgEd2NBRKbaN+Bd7QTnI2ODAHV/cjW1//cSlMONEvOPFBnZ8vhzsKRLoXNKkW7SuDRWXYjSjETf1F+3Zv9qJf/SX4qlAECgU9+u/QMY9FTiX7LbIWZ4ltCowBcrQ3ZpEKjY4xjpmOX41WHsJo8oFEOXaQMLo/reheu973sO+jDd5CHT30Yb/aB4gv7kFVUI6maHItBriEXirpIRacpooXl6mr1YfVVlefcs93oFEXGoENivNR9u/sBN8aEVCaRYGrFSdCt3+W2e/wuh92jOF2KU0n6XU6/32Xz2D1Jgrq9Xpti89tdHgeB0aLX6acRVprAuBv8d/v3+F/38+v8m/xI8Lv8c/x4uB/8i7xwvheqveAN6sg5Xk3WHbQPI8xw+xwqb/N6nC6Cwe2KzVi0hXrM3dlJom4689bTSELMgyQUIrbjfcKogwVu0RMsaUHQqxcEyTN9Usif4jHIhT2TFFC26TP/dZd4Np4wUQbSKfZnQ9+X3z2e3wEr8/fC9L0HYWx+HZTc3B/9jsnvQHGE8+9DaV7OX8XO6iP+jtaM/WDbxalnlINVvRzspYwaWCwHu71zvWiu9zov2mkDyQZ+2wIbWmBbYUOENN6kanOqqq0PpqqU5ANp+Vcdrk5V8VS1S0WK2qIiD/aqVv/Z5V/c7FnoQeR7JaG3AEwTezusRq9N9TCmbNX6V3FLyBfSKm6hJ6lQxS2GGKy21Nh7hMIZFduijtDDQ2nVoX0J/a+3QnsOhI/WgX56HzRE8dv9yN7DofCEWlqE7XnvXtjaj+LvoSvFz3/Vc6+Bxf1j8pOEEhb3D+eO7+IaTn+mTXV4cnFaf90dh72lb5SiRENdw4gGXB5pioyN4Bn4Sow2VsPQQkJDARgH0AEwF64jujqOOkzaL9mZ4lOpas6oGiNGrDfNh0zneY0Lq2+oRpbqYHVlNZaqlcpwJTpdCZUM/dYZqu+pMUTVGMRK0lyySXVTgTcNCjedbkKnm6BpJBHf9g+7SRDQmaV7V+icmdZ24hvp3Nzudlqxaz/c2odW9DN7iPDWsQxx73BiKIzO/TczjUX9yLwIhcROT7Y49O4Dx7pl0YZLtPHDa20m1DJ8zINDs1eZFQmt3fXQpfOfHn/fwXG51OXjJ/tPZ5bP3wPDL4yZWozu8eF6ODhQjJd4koNaJtcmBiZ6kOOKC37ZFKoLiD+YeOH9+yYkSpLhkouj/vPGVD03avBjg1/I33f1kF8vjI+3FnIzQgfD01XcjVpgReCuAFoRuSvyRQQv51fzaLm0WkLVcYgjluc0lIoeRm/FZxqwiqiMQVWSbqPVSWnpKUt6uHjydBJOEIBCU3ZBqA5CsJCya2c5u+6u3hQVm+G5pHgq9Lkd7smz03N1UVuRXnjMlysGF7J0qIFR6wd6fu6639P8XDOjTf8k3bfvMML05udu/HZpgQpFOqwgWMFCItHNem6TbiuQs74saiobW4Y2DYCmyrGVyBQJRF6PYNM5iU6Wj9fCSm+6M1s9rBpBtZ7urDI0l44rRaUs3bklabLRd911UMpVJ4PWE25wDyT0Kofqcigv7Bzo6mKJpO4zc5t68FCAD9+d4SzihTMnOZ9BSPZ0Bg1rdPggu6f5KmsWTzk+MNBHzqD2xbL+pORjDFN8s2O5v0U+Fdpy4aEbilR9ddWwByg9hxDf+XciVzKJCH6hZVb47/Kj60vuLEF+1wrXXS58txNsKUcVMZysuVmRNKstR1sPMxIOSPRkeJMSOxJDaRyLOXhG2oAhRdGJtySX0kGbMbc2tSGFJqZmp1AqSX/GYTIyLOJLRdNc9KPw1+HTYRyujUnRCWzGGvbQrcfqhzR7RwWxcJQ7o6peT+uedWbyvSidhcA+CNBLzkiBnESTbU5XcSdTgerYSDcgXdFUh9cy4VyyKf/FbfOX3/YFGG5p79HwwBa2iUmX0mvmDz9/7PB5/Dd/pyJ61djtaz889eNNWx/Lf22xLh5Nty9t1CUVuAmErgcJXQfCVM2XTNenR6ZxckD9gJED8KLMygxSMuDl2V6MjZIpt5GeX+o3lZt2m3hJcsAoz3QPkjxglwxeA3IbquX6VUhRSkksMWh94sXE/gQOJyaQi48SXydOJ8QJiZWJNQmcSLjko3445YewP+Nv8WP6NMGP/WpJpKS6BC8u6ShBJS6DWk0CLLU6Un20+kS1YKjOVLUUe2SqZJNiKy0Nc/4O/1o/NvsVH3ixr5ozULBNgpdCkMjil1KLPXeqBmqawtGjthPE1ZZHOUvEgk5YTlmQZplomW3BFna8wrHWbvVg77GIXYfZvid2/B8dk/kBm+hKntoPUpxRmJVJfqKxhfJW3/qhz/HX93G2wlnK0hevFCaVUi67+mlbkd/8Qcbm9heev/HRL1+55ZqnH7nmhtKvGm4aPLU+GR9VPbqmqSk7ZM1gAMbx/BWU0bMHD5n86C+1i+//8ZRRQ8f8MHvX2EHp8SbjjlB8+OBk7NFcflfRPrEaAv4J4XsWRmu+dLAxOCaI0/5G/xg/nu1ZTNsHCd+rKN+fI3zfgcCPylETeg3xO6vAUA7/VQ47y2l77D9EEN28qWC7ayNKmLA+/GJ4P1GU8ARyoWuNOCG8MryGvjeAP1oGp8ogXJYpaynD9GlCGS5TE5FEdQIvTnQkUGKAQf2fxL0LYFTVtTC89z5nzrzfM5ln5pXJZMKQzCQzA4QAOeElikjAJ2okWqui1CTUqlfbEu/1VR9NWrmtIgr2qVYvIIFgWyFXqdXamFi9/LZfEb7eVtsqF2ptrbWZ+dbe55yZM5OAz95fIZmEvddjP9Zea+2116rBUtbeiZojNRptTdrb4R33HvYe82q8vLE1E4nErA2DDVsbOFPDQBIna9wWgV1+0BdWafcg2IDuWNSaCWdIDZcJRmkR9YYUTdihRXnbi6VkHMw4pVkeD9jGDn64qWZ+1jb6RJJl5yjPtRwVpRaTebuqeHGrkjG1VNu1hvvBli8++lg/m8QYm3FazrgzO3dX5tnV4pdm/0/8xqs3f7v3pqfexJ4tqzsXXEhn8D462Xh5bku0YcEtI3d2LLsje/epC0858/5NF4hUVq6Cs+cAi1FIoxfExs/Uf76ecEI91tFSkeQ7YbwYjICaQA1BDpuDWPim20E42iSd0ARik/pdIogLICo268QG5B/1g+D0+111ERHEZYS+JNga2R4hayO9ERIJsXAkLbs4rnUZkT9qa9BvT2I6Ly2RKNhLE74jvuM+zpfuZ1ndu7sPHGqd/Ilcz45KTCUGjUYfsJi0rOpkkqJ315bvfOXtZJeL3dmVZMr1jmiEXvgqMtNUuFCWmmQvG1znxTf/sfC3m/rIKDd7wdW3zSz8/mrcg2tuPtf6hKT77F23aMVpiyc9bIT/uuPGR3Y/gB3eDaesvDeN23df//jkZWwLEXRPYRX5DfN7e1C/WGsHsacXxukrpiH3Njdn5tzdNcioM8BwUIm0x2RMgO3PCr+15FhhE+oP1yneAqTDNt02HdHpfF7mFN+QKqVfBRXHNkqVHGrB0htdGBVFnbGXNRhaUZH8hrE5gn2rJbnwFvXkS9JhLjVMmYaieRLzLPcoyP4QrJM4+k+pFv0smHwn928cuc0z4vmph9vrwXtrsTGC34y8HyHX1t1aR5S9brPuCGFrCM7aUJCdplEtu6Mx+8M5VENvZjhtjZe9VeGN/ihNVZGg6TwjIS4UDcsJuR1cTVTatyNu0S2anTl3uuw3Am4Pgvn+Wr9chU9J0chGobt0mNJMrN2pE28+u01aGbDj+NBNt/9l/7+od5sr8d0/vv6dYOHNz+Br37v9X4njvU0PnHNNeZd9K/0zvAa3f78Vr96yifmAVnFW0Ovi6HzR2Rhti5LLjNcabzVyCeo0djIPuNUTSiCdLlFv5XBRvlXV19E0/XDiUbVu2GK73Q127+RrsouHhkWnD0y+Qj05VDsoaVyMKalqQV3EXuHG4awlX407fCVjqPCXsvtGukk99R+rrm1/jFwH3ODZTMni/uO69selM+BukBN3gO2aRF8To1eabjARWtjmZ6ZfmfilbhyyCYnbEcFaYo3oDHo6l08YjVp2GYKiEX1twhoJR9IRTixG8BCr5qLlIjPYdY84r1O66zFRr7YVT1iPWEGV6FbuepR6IiwD7aEDUp0BSYungVkbYESqFPbqZ9ylZa+5g03kd7703292JSrebZ+pOhrnbh3ZdfY3qp5rlxV2ZsfzJhiLRvR3Mc3ebr0fxroG/LcGLCRrkkRfK4ZsCZG94uBt8I1YE9jDJRLWeD1V0PWxZG5PPa4Ps+sjc1wQ4ACKuDNuzu2hv2nnDbfTROFd1h4rT0u3Z6wcYj9vs/Jaq3U4gcOJeukxFxcK1aOYLUaMMXfCZWbnmnOba4dr1MW5UD2grfclJGfXMDXhUyUXF70iSNOz7Oiz7Ildv1Q0g14mT75Gs3u3UWteHfPbP+EfY9GB1PUqew9rKvR8ydeagPNLMd/h33nTzV/5049vJFr1Vmr99pGvfekzuB5s+Yu5qwvPfffCcyZ2X9W7fI5X3k270zePnNX9XWwDo77wivfynnJtIlqfxYiCaLPYeI8FD1sOWF6xcBoLviewK/BM4OUArwm4A9TZKpWQNGCvxs0ygnoQ4b7F8gK7uK3IQWOCkY1VDX3oCZNoKmUEhc89piHTqEkTMXWZtpk4k8vBs3TArg9b9KJU4wJs73IBDOkihTRt3RqbsXp1c+TpZau/fse5tP7FfV1LuVUH/7Cm/bTTcpfdt+76G64kL5516YbPVObAvU908RFnTc7KY7Pubt3juqd0vJGvkVPg1sgpcGucUo4ymoLfTFPgmq00eaiBpQ59CIbRXObX6fbmKJMEmei3ARNvsrO8G1ahQ+gVBgVeSG8oF8BgNR6myYCbwiRaNvG0CSlR+azZ5NX2wv98t/vc8y58eHLRj5y99z84a4mFvFiYvPLShx/97Lrfxvr/6w/zlyNapWgr+QXwqEeNOPwkShaPiKeY7bnrGrHBd4fvUd8PfTxMqMlG81ObhVDE4cnBiWIKhSKJpA0bbBg01B/RLDIExbFV444niOhw5zoIJix5y8rE2sTGBIcStkQkAVsxItAhscDkR9hYBbgHxXo/gLHasFVw2yLxnM1t8GR4jHhsF+Le+hk5Ph5DhhBN7lIr1pYGr7arlqBa+m2glq+NSYPn6QCLb9DDeyoG75Uxe1ubpAJS35hU4KtfyevGnDxHqd+MvVGGr1L1rzaacLMcaA/AaHZZ9dJibp3KwZcuf0nj6kVrZnbWN2YfWbvq3266sDF5VcPMhtJkkOs3fLbzNPJI5vQGm6v1ix2zFmbbb2rLrr700UvZ1Hic5zVllX33AuditdpnghWwMR7LUZGDjVFQ9n0O3yU+rpb32pye3LszMbUJ98zknnO86iCCA5/musNF7nBtdj3q4mixQKJ3Y5YygbN6cdq7EvT0opeHz8YAwW+S9wlJCThiwYE6bK3DDvZmIaqZkUzVRWJRrb+xHpmkjM5bEc99S65osMvqyPlpASH7rLqloHrUzar7Xh0XitRxiOWNsYnfT+I7kpuTRJPMJ4mJm0hhayqcIi4hmWKPLVliV5FF3wzZRm0aZMvYemyc1qaT0vPEblGSYEvzI211Nq+eVppQTE7QA4pqVro7uIhdUfezerT9G9b2K3n65Ldm3d3V8TezpdTIitmXaNA2zGYlsGZ7tDVkZarlzNXNyYams8/MpH7ysx98+2efu+DzyZgvm2x/pHbTwtXPpsI3hC/5M9d+7vwlC+ees2b+KYvmrXvs4H995zvrzjNoa5ed1tW5ZF57NDBvYdM7iMYry/UqHIJws5x3+Ff4uOZ5EJOfFU1aLU2tY0PEjgx0BN2i1Wy0GsNGEueMosefMxp9XiN9TGFictSKtNyDu7ZSFYb71s4aRK+kaDBDB5bun4Blr+1Zmkz0wEXd9OmEnHxNigOriPsC1WdG04qvfnXflVeanXNzK1drdt5s6M7+++RzZM6/z16VaAsHpZxV6En8Ov8wcqNbn0RWmljD6c9ZrTrLoG4rqMcOVspMdCG8A49iQktw9GBOz9HKBSPAAMaeGsc+EIp2WtoUGMDc1l1DRsyyPRlp8qttAreRVuSjqT+7u6fw0++1/YQxxPihO1R9h0b1ERqPmsWvX2lueGT1CoUp/H+Ah2u8jCUyZ/I5aS6kehYwF7codaDJfthvbjQguocseKVwTGBvQDqElQJv1hDXR0g1R6yUJWeYx7TYS5o/xsN/2KVHeC9NqMxesoDoaa1MPDcq55kCy2GaVL5k/74LN35lfvM+YvnsupidPnj53PpzOx/C3yvcvMa67sLmC/AVNKss/P5KVgfcinpEm0HAGo2Os5qxgzNbkI6W++O4rcNGvUlPSw3v1po1nEjj9HclGmmVYlbHm+PsNjbqUnB6NksfH9FCyh0dY/IF5+ghKUqfLSQ66hx8x1eu2reK/dnHuQs/we1fxu7Cm/i6HUqe51/J9S+yT5UKXVBdQKogPm2Vi3IhcaeUjpCWtWB7icGC+TtU2ktXsrdHp+9hTHMKr7uMesbqsHZaTqW3CAqnNG5ceYpQzaHCnYo1xN4dILSHrNc8CTa9D9Wia3ZbvErIoyMYy11vud1CvEa8NYADQVRDZabZ6zbIhjzSmGC576a1RAktbbHLhgJuVonNb6AhTKTHi736sO3goe7+n8B2GE3T6/pDB7uBPClVI2a15ZVKJfV1RPH9tuPSvCw5b/FpOYcJN1zl+PP6xacv6/zsufvWrdu3Dx+Y3x73zC+8nZt7xSVzsmTl5E6yY4dUA2IEf5WdP/E9nA1GCumfoknmaeZjmLdtO7WIxrvg9CTLZV5ftWLxV8/IP5Rw7BOsbfbQz93/0nYr98I/Fq6xzxBk2EuZfX61qBeow0IwO6n0GKHmycIlzDzZlclK35NNkrnisblB2GBxFOyV41YuIkWp6fkfgbRwICu3dacNsRi1MSxZ6XL1cSl+7dCBVKlUcjnIhM7q0rqmz2bSngZn1qr9130L8K5/yy82X2HI+5bWc4f/8RVZNnhgbWlQ5AnNAL8fxoEmCPtWaQ2zgTjKlHWpyrinENiHG+hSnXxBWvs5NMJqiWTQI08iTqqp0URr7VocOf0PWUq7bcOOGQmulqa9FWcmnwK4cVphBNWBWimP0t6qGiMzls44ZwY3w0OljjcRk2qM1IXr1tb11vGmug9MKK7UGJHKbNAqI356ujI3RiqFqwIUPkTZEUfiobbl0ZCjzSrIBUg401k9YZtSgGTbbBf+n1vbrnfdKaTsa/DgVeHGtZnPFr6P7zjF95kL05+tqEQircPnPijf+rZ/er710cp86/WSgP6gfOv71lx7R+faLwLL+8pjQfOtPweS+/Of38jyrX/2qnCyJ3MpXlO49lTvJap862iEa2L1SYfo3TVbL+zZOavBojlfc6WG41DUFiURTa2OpfkLwxAE5HIFdrmUUC21PcSw6PT7RTi0uvy4w7/S3+vf6N/qH/cL9Afip5khd7ME+vU0eb58Jkk3zT+hi7uq9kqdOvixco0o1Ve4pn2csdUTujpilZeEfa5V2NE9dMv8NEjq3vPcK3zGzzRfVxgvLQbyzLp/6VrwdUk+cGsZ7/++m6eyx0+t+Bpg/Pv8CE9+Zfij4e8G7hv+7/lJjbnTKOc1dtHE7JJworqqqGfalJZDgsqCYPVnajF9+dJV2wMWxI5agf5Aap01dmpwOivrzxxVAvvkIejf0J8qCTvVKJTrzij+zbXL27YlnMog7JNYF6xz7aEXXNfP+zd8QWkIWO0Z4LywYo09Jcjy5jlY83rUKzou1eJ2LV5OLiBXEY7Vo1fSE28dORfjNjgotWzf99FVI6kkJYWEfqS5Go8jLeIFoqpYT+9oN0yOUj1aKlrfzZTnOprSMwsHB3lupPDqyI9wfASm64VCHmzI+fgZ6bxT6uPwcNr60JviNc9ZXrWQWy1YsODTbHfY/mj7u42/w7bZ9qiN09t99j/Y37PzejvWu3yur7j+4HrPpdG78G1erPVh49l6rNV79D/V/396PvCcgLWCRzhXuBzsYL6GJ88SrCNeQuLGNMa0zGIac40csMx10kJhIPVBDf4W8sCQaNRuBTrPItjXfZJbAZkyJlpsideanEZcmufK8oCSSUhVMNnrIoVwX6SErnT392NaC9Apv7ErZ/7OtoK1UHjEd889nsDg8tY6I6l98du/62kePmvd98Y443ex/8E5DR3zvvvKzrNvPHRJ8zgdQ/Qz7iU4A+lbxST6qdh6a+IbCSIkXk/8NcH9Pox1YawPYsGJjWBue204acSgQzRosUeLGzjs4bC30wwr3QJcfwvVIB8rlIjhcz2KcQ8+UYf0NGUucmBHvcUjyT8NLJMGay221MZQ2ovXege9BGTg/CHvqJcM0UD4bSANOa3XO6NRfqC5gTqfWKovkIWtrawaVUf2aCv7q1QhZwYXi/DBdtm6Ym+Y7YrFDGuqVKgIhCRsE/ztc9PJZBo/nUyfC5+eGTnvkqcuOW8k3fLwuqd+05Mml+G9UlWiX8PfwrIl7Zf9/YKZhSLGMy/4+2fOXnMhxoXinjVMVuxldSgzeEjMWpuwSbCBWZxblMFvxN+NE1M0GCX/iILdHIimotxfCeaJi8QJZ+KsBPuFAM0t6K/N0du0XSBgmmnGmDqHOzcQwJHARIBcFbgx8IMAN9iMaQzoaDNn0ASaPUk3lUgh0O5y7sXus9wcclOPIhg7bo+HJo7yiAJPi0P4rYlwgswrJvBgYjv1S4YT6QRn4hNJeq89DC2TdfvkqndWmM4EzNl4/eF6Uk+rB4oNx2gCexDNcTnedo5UOwK+yClYdRwKi2YptM6QM1sFbOMEN51vFyvcGxbD0tURaHDhSJgcC+NwuiTdDrIiQVLBQfqpnz1AX3GUzfPRjjGaPYqVH4R10JH1l37uLgUb9bOYvIq0BDTKi5X3nc5jOVuKDk2U7tO15dhQMnHleTefsxhjY6c9FFveRhVI3023r/hD+9mXrPwS1s3a5e29yRG5d9MXyI+/KOZrluvmC3e6rm+79cna/jNm2nPJuVd8oa15X/TceW6zNxb5jHyOkjZmY5/2JNLD5BphddznesT1pIujlvMTNcj6FHPWbYO2Aoy51YTs2+w77KN2Xmu3S1c+MEaTzypluOSwZfXRJ7v9SZuvufEMMD5XrWAfkg+v0uy8xXjRP362GgzQW4zd3KzViS9I9growLTmUAQ9KFrMEVhxiGD4Y9co2uAut8NnZzXEalgB1BDzmxlhUTmYNrgSLGVkxDYj8rr9clkie9hOEpzdKYW6srJEVurQ5tpHS47+qWWJXjkE/CkBJ1J9IqXeWH+FEniCYkWx9O3shD8DfyZkZyWLeGNiBtjh3xTPg7P9i6aupn/FbfcOXk3rFi10Zp3MTv0ZN4vVywijH4m+TRxuty+3v2nn6DfCGDHzZkSTEA+H9AbRoNjdaQOmsWAZ+FWPQUM/EqPBLyW39rjTTjzgHHIS5Iw4u5ycmXOGPH4sugysjuIIrV+INUHvfladjEpMjXyKSJngqSVI3YH0vWsrmOd0BPqZVVjOEj2WXTHZWi6AVH7rapfvQxRHBDUFsiReeJvoPGdfFdVj9+odLHH8ihX7sOOp1ZzrbP9p3d7FhWdZ+vjWjcxYZlYlqzPEzYTxqUO/FhtykcURcl4tPteH22uW17CMz8RkwjVCApRhARu5qNuNHUwVirHSawG2WPSsBs8RkZbNwNboxujh6LEoH0UsA/sM0abp0RCkyWh2aEY1RzQaA6cxj9qpjm1H7j73hPuImzdwbgczL8ySlLHTsjY0PmPuNvOo+QiNzShXz3iWvQ9mP9AnJP1++iv4RXllZWlBG+lOnp6n3Zi+AnYrdXdzyhNhxUEHkiIf5WbetyhZ13fF5s1X9NUlF92Hl3052XL++S3JL+NlvDW4cmnXN88/88zzv9m1dGXwvk3N/3HGvFNPnXfGfzRvkseR7IVxdKLrRZgC7MON+D3MnarBtwv3CiRhwszLHTFxtYJDT0WxWS5A4yiXoPK5g7lBJx51HneSHlaBiss4e5zEyQpz6yUvzobyFQW7KGPaMhWHWM7fwewDxZuz967Tr3h9YWjfLWeGXPu4cwt/Oat5R9fdeFVh6OUlTRfjvjLte5Ebfe1JmMfju0BKsGBtOGxyZq6Wa+I4L3E73DE3F+GtbPqpFqyhuVakmmXs6kH2WsWACzhKWgD0nCMIUyXxCOK6WNJ4DYvBFOTUKy9exArtbKCngYorRSiwFwS2aMSHFYaUGnxkb+FbhVf3Xbku7lzR2OxfsfoQ93wB4/PxzYWLHrpt2aaLjLd4UVU9qT2imdXPpgkiiEMg9GR16Ew5HcF/IxhOaStHBMSK49AkMoJUH0Eo1UcQviH8VeDMIA01+K8aTDTYyhONwPH4xPUROKk+Ao/b+3i8g8f8R6+PwFJw4yz5wzM7tv8UR38AavIfCh7yoqy/PwG8mdHXxcgmw3cM5B0D3sI9xpF/cJjzgQLbxj3P/ZLTcAY98/XqCeciBLQHgcp+LffgCDHQWDneJF0sgSW3mzMQvZltQQe9MoPt2GPmMvCFmAWSfnaMimo4nO00Llh6wdHGLhTlCGBqu6ylMcBSqK+W3hXOykbJE5MDuDfVNElWFe4+y4IT+Feb8EMcefC2wgUa2Q/ErQJefOgxMbHJ9h0beceGt+gf05N/6LFXn9TP0T+nf1WveYR/kn+e5/Q2q42VatC7dDq9RypMve0Jq94kl6/eo7Pxdqy1S4xuFS16m86KmNYiIoejxJ9DdPQ4uAx8IQ6TrsTfAZaFSuKSRqNIPHYcLXNJk8v1b5Dzk1FeU1gKa1aCSVctn/NQwo7BnOnNxwpkdeGuS3BCS/1UYJjlrwX2+QduLZyv2XKOC6wx6S5mETfM1moELxTbr6/F3wvsCTwb4G4ObAqQ3wbwXa4tLvKWC3PUwmkE1eJ51y9dgpfXu/RxPRfmORdH6lwBf4BOts3pcjmdLitY4STJ+10eaY7BhB12BhxBlgFUT/WBEI5xIaqiEJElMzPqTTnC80EwfmjZpCcsJgeomHusJmzSmFjFj1OCoj0YFOGU2xjEK4Nbg2QwiJPBOUFyanBNkARcQU704x7/gJ900KyZTpTRdmmJNubpc+Ih5zYq2Cboc1fYBjTKf4z6qbv7pXerG8qZNKRUN9lJ+D56QL6GWSunq2pjsp7phuVJuahbzv1HnxKx6zSYCZD6NI91A5X5pWly0GqZxtm5sz5/+iOnLLrq143xQY3/Hdx7upEt0fN3b730OvLjOZ9vX7eg/bQV55qzm/A2nq1WbL9eWq/kVZgrP3perDvFh3mPyxP3cDqLFXlsnlEPV8d5PByNcSHtfI3N8RQbfDcTLKPDMHJKue9tYg19gEzal9vwYg+2eVZSh6Ozhm1Yu1R8kzMi+nCL2FgxQtGlEZHGBuepCAfrEJypWj+nkR3bGukKQzomJefSAXoBSQ1vOprKHa80clJ86sQYy9oq1anmZpfu+mdLd/005y55dc+3pYqnD15y1qJnYUG/QVa/3LdgLvF9ez8tejpx5kV9P4cFfdh+Vpdsu5M9mp8zu9OHnt3tizhqch5anxu+s8OlCT446W+1Po+vwcfpPF5PEkbQ7XUn3ZzW6XE2ODk9Nfl/b+Hs9KIj3IfxEAbTvAOvxZwVvq2ED8ewxgSWulljoYsVrM+n2PG0FemZoS5lGxVdbLP3OIYcow5e2u52ZqDXpI+2jpVuclsl89whZybuP1rKmM58vHVTEuDA8WSHv/jt9zlLsKur1szz5tquVUEzh/cX9hX24YV4Ifel67Pr1+ew67rc+vXZ61cWQFbhAvNxFL7OP4yvFmazmklGdL7o26rfrid60SBoBoa4bRzhECtCRCPr8iDAEYczINyFveRi0aq9nZaY0PyO123XYz2fPrhhzHa0+9Dkwe4NYzTiY2Ks22879Iqfuu+pf15Th6Ma+P6fjz+Ov7GzcAC34+WPP84/PDqKB18cPQE9aDuIJpHTAj2GbQZi0KvpMVoNuMOADbxEz22aNyg9At4GW0Q4AT0HS/TU4zonlun5ZeHAzifw1x5/XLNu1FLox4OF/lFQRj5fWIVWF78P2vue3cRWn8q52H3HzNk5FBC8IU7kRK0tx+nt7P2s3Zuz671u0cSO7Rq7L+fVwReTW+8VAlxIZ0HSFZCYn5nLbcU4Az/24QFYVaN4Ah/BOvrvXXgb++E41mqxxTLo3Orc7uQiIK/24vQtCCTVGIumkXLr2z1tsDBo2sJXDh2g9o6c5/KVQ88y57ZTC/omLfPDvsr6i9tFw37Z19WGx6666qpcfVbXmbvsoosuKnwhjmd5G/TaSMA9w+hyJxJLw00ciYY9CZ2d6TSFrfx/4csFLbKixmGrboke7cX4CYveCN/20ItAooXpyNMBnzx4ULk6qYtJymEWNKl4O8aXzzq/2H79KR3bL6/BQs8szexLLj7nxgH6nqnwLP8Cnqk5DMqaXzSAljeAeaThMUofOjSG02Cej1EXpQZkw2w8s/CnwiN47luatZs2DUDfV6DvXKUv4TTQl3BT+kbrZ3uieG7hkcKfxLfwXP6FTQMDEm+VuDEgJ/CVoPQY7e8fy7L+Wjhxo3im+FbhWXyuZvnAANXBK3FzhEcDGL7iqr5RbUM9xf3sWyK2lnrT/muh/0PQX4syYg2vERDWkgFO4DU7tPAJYYEDOg6NTYzZDsFSptwcah1rtckUaYGn2fgh8chfC6+Ib70JcG+4AdgaqIbdLLqRFgs8NwBsaTWE53aATokZ6G4KWwI91kqB03FuAIIp5MJ/vQkkz/zrERhrgLvphhtgf2yA/TFYHKf3Z6INYZNei+ldvQlZLAY9Sqez6Wx2rB9MzLHsiwDNU1UXbTAciS50WdZ0tXakV5zp7Gxq/xe8YeUFUj7az/Mb0V1CLegjoujTYF4QRJ0hB6RirJNLg0lq727QGMCWgYF+VtoUklILSOmGoDGazvp8vVvruYuGoj76KL9xd273hu5uRApvFC7EDxb/Ti/8UJeYNJj1RvMATDhH9bRRnuPMZoOWM+lF3ahR7AUVxKQhAwKP0qP+sbZsuts/5n/NP8YeDGbTY/5fs88gZBhWDZzCWc9sMxxlDXkNflDCWnil8Majj2LfMomY79PfbdhdLCJUWKXZr/mhI0F9vHYt8ZHv0aCqEZh2u5EHyZDK5+md/qmFVXwzv8CRMGmldviI3G52W9blKrX7BkKaS7TzHQnjn2g70wM4iK9ENbA2azMZjEUONz1JcqgRpaAHtL+N1Yp5GeDq5PZDABfaE1dtRKMRCa59EvZ1qf03Cr2aSyi9Enzz17nHoL2F3vsdGm5OO02iDLfQS3NVKXChXY3UjhR3D4fCSCcq8A6q4ZF6MqDAe284nXE4SvAOquFBu4wC7zvD4UgJ3sWFbs1FlH8WcdJg2oo3Mb668BYYh9m0/V/E4KxZBoOIh2I7YoQGPPbABz7mjS9LEZzdS3K7GzGeoQOegenu/nwqj1hcxdmFbr6DjZVehl0jwUbHocEpYg1BeVueRPJYk897PCLYkWujJMoe+/jpDRfouTZXLmpooIhaQV5SRI0yolSqO0+xSbiAas3FbB7fludFBPq9lP7XRyJ1MJMER8ozyfqcBXN5MaPPIPWhq4HNZbg2ojNPmctNMJcXs7F/W56j1dDeuIecFotZrSJW+D4L5pK1k+Cq5/J7w6EQrBIF3kE1PJijTUq7V4ZjdRJIBu+gGh60OwXa2YDOdBjPCUcYwG6Jp02FMypg+snNStuZ+LSZMxlQue1ZhTMq4PrJsjKdyaSKzvUVMKPkYaXdH4brEyo611fAi5LzlPGpk4BJ4/PvCPHHtTlYc2xvWn5Dfgz/4BCNMEV2jOw2TBiRFGYnzFGD8D7ANLI1dD96mc2VgP6Ik+hycQVHF+TGGPsGizMWCouEhufuCHEoFDYaRS4mxuK5mFgbzsUGvD74ZHHCFxCHa2O9se0xbjx2OFaMcbHydLMAaPgvj9ka23ACuv+b0W0eISWaJZlyIpq70HNA81pxKRen8ZHmeHwqsXFKbJwSG6fEximxcUZsvDe+Pc6Nxw/Hi3EufiJiS2MMc3GcyUmtPBeD0pzh4hvDdgcyynPWCe0amJw0yu0WSnOGYnU8r5qzKnhx8jRrh5HHJAGT2lXDi5PFMrxkbSW8bhjL+RI8JhvuYmO0BV8C+zbzJKot/p6l9CYoVU/H1maiocEcMoUAHcHJ0l4GpvMpGXc338D2s1GGyUsw0XOAtPVJ1AwwTQCTQ/NmwWCTmew6xGTOoZkzgTgOt5X2e4pCBZjfhDm/mcmVP8tyZaYkV3DxryMGM6UMG6rkipfWSKJ9TCZZrvyrdKZgg8ePQfJiT8WZcknxDc1Twt8Axzus/f34jwqON0aicbq/cLRadsH51qP5KuAwS32YTI2JLhLO4K2Z8czhDNeaybrdMFaZElcgLuUzbwYbe+UMu0OmD5msBDYqNlXQ93UYgzWMH4vcXoD2QdGKPaJWn0t6PAhVMCXTSM++GWzNKGfaLnnNmC1GXXktfB3k5RomNyxyu2VyO6/PZSi3q6Z7Fb4T6PCJJtiAJicWREyIinK2F6tpXwV7UO7j9Psp3YR4qvqcUVinolswbU2aUANwawtEApnAQGAooIkEwER5QjQEArCOMA7olOGl/dsL61T8QH+3CTWJbkzDnzOJgcRQQkM/DiW2JXgGJZGgGglOlKHI47dePX4kRn4jj4vDVDl+69XjB+2uldvVelTjV/xFYT25lcHTS3sTz5TbWXnETdPOZK1oR5BTx2vLeGnO3SyThwyeeRjH2Fmj52BCzDpZIrK1UHwR2l5N25ruhSYJ06rnmUQsPo8vRouo9vKSmDSZQHuFrlralTOJoXDORIXgdhNeC1qlaDDlTDBdRkXwpajky1McKTbu98H6eIbt1b/KOswGmOuWnVgKA9DqctS5TyJMkgyZjps0600mQirWO4BksL4C62YtWzd2WXa/ouzJoyNTeknr/T5Y78+wc/Kv8jqmyZZcu7FoHjeTvcWnh+V1L5+/X4F1v5aNs11uH4H2AdGE+8wD5gkzffaq2Vv8jbqbhOegGg/oA7+Cf6gTnRhZcMSSsYiWPsuAZcgyatHuLb41bLFK3ZV19RXQJ1R4of9c5WzYB42RVj4bHgD6vqv5D8DzboW+Q2cIqc7zewq9+HEGzyG1w+/I7cA+K68rCR6Tc+9S+SzBY7LrLzC2yZ2EXew5tYbcVQYDaGwyHqIWsLJsKb5Z6CW9FBbFSWFhWXYWXwVYYdFOkM5IkUs0EKxTwSjRc1DNH4zDjco47BnW6ZGs/xQPFQ6Si8v8kXockvkDA7+Cv/UV8KJkPdVrdtGC9nuLLw4bTUjS1ADmC7DH+lQwo7hWhqk3qGF+DSHBx2SepKN2Qcsr0cKdmLr/d8USOfa9NsK+ixaLPbfNvMNMjpsx/NlbPDxitmEq0c2qFU7fLNL5/TLAvpedl04Z9nmS/oudyWRtLfRKVui/1bQ8APa2fG5MwTId/AdIXoaPkqla/1T4hV7Bx+STrDfzcXlMLFaDvjwmX4Z29zIdwym365F0XDzeiFHjjGCgvMdgB2rqmEz4m3x23arQDKe3pvL0lngEWUppdsntE8qYePzmGumYU9F8L+z5OrYX/ybvkZ0yzTDbgmoe6RnHaHbJ7RaVzjgjLre7F/a2Ch6syUNyOzjoK+AdVMODdtfI7Xx+E1LDW18BL8pkBZP5tkp46yvgRcnn5HbBWjW8NaCrvEHluPE9pgP/lvHB7O9kBBlKOvBq0IE3axsAnpvpYpvpGcJkchyfhc4W59PihttnYTAtA0mRoEASxA6Xpfn8s1TmZ0VHDXwxWHMrs7g3uz27P3s4eyyryZJRGHnmOuvOS89v2RGgnL0SfdkSfb9jMhXOJB4obA3LFEprg9EoFKfQuArTE+8UsYUHImeXyeOBPtDEsyxlBSOJC8O3w9lilq+kix1MjKz8CcbtN1xIGbfolHFjtgOjCf+NyhBm7xwB2+GmXVw4DNv6kT3hMCishOWQX+3x5WxMMeEiATHQFegL7AiMBiYCxwO6rgBGgVo6tGFqU4Tp0IapTRGmnMjv/8fDh8MkTLr8Pf5tfk56+0r56M/LtkVekhr5lHqMy7z890fkpQtngJfz6an/ojg/FKWcDJUIjVJCo5TQKCU0ygiNbo/uj3Lj0cNRWJknJzTP9iW11f7GZJVRxqmBfe8XzWRrGKNwGA5wgoMqIwL63ElrB7K9L/sp8GnAV4NoIZEILY7VFxmIDEWEvcVjI5FqX49yNlfjfQB7JXlDULAa6XQ4H2A4ZX+S3TPVnwTy7McMvknl56Dtg/X1DH6s0l9Fa8Qx+F6miz5wKZK0mF+P2F0EhCq2T/FX/ZjJYJPKX+XYRSbq2BlWF3db5DOM+qxoDkkZNrQtySCHA6tkBoNJz2oKk537j8l2ziygPSEauZmJRgyHtIRjhOHgcKLCxFPwMZvHK8Gh+ICn+68Hy4d6I/5HtLq9lCmJAILdZd5KNslBNX+knjMx34OJ9MSPxAmK15f5W1M4qOYPzv3Nin7wi2GnE2NZTzqt+Dr/NpsTszwnHcoZ05Rhmn2lDzED+8LG5sQn24f7lXMx1ex0QvtUxZycBmfH27S9BB/G7wZ5nJvTM2aUxzkD7WyMXp/cDsvtZjYlk+V2Er05BZ7ldZX/pRVbW1uZf1TyvzBamR7sYzKyCz2i0Aw8fk3cQFC6ldIcbsaDzdjafKT5eDOHmikf6XS6tSPd0bo2vbZ1a3pr6/b09lYDSYsgIEUxnx5oh+9z4G9tPJcWDZZcOI2tabw1vT19OF1M82mcTm1Mgf3flepJbUsVU5rR1PEUYUJ2AcgjuumZ/Id9380klGwHSPxlS/y9Qb6t+GlyLSrfbzVv36LzUOLtq7AmRlsxas1T9lJU0i4zWnNgd1DWWtP5jtaO/NrWtXmBtAJLrcBSq9gOf+fkWwfi8J1yRIdzZSuw3srTL4dbi618K26RQht8uXTLxhbS1dLTsq2l2MK3MM6ooK3kjAleZR0o6wzoZeustB6YztuapQtimmVXsUaUtUdhSDzLa4XByLTQxTLNUlRgwCnJP8noUPwBQWW964zUDFcr29A+TGvmsXH2S+2Zjg6yGCN/rccr8l6MsV/u0i31mQl0Psn2qeITOKWsH6ts0DDYAV/TPKDABplwnrJH3xoOBB0GUYF3UA0P9KVeGZ7BWAnvIHm+DA/2/K0KvGPDwVoVvPUV8KIl2We2VMJbT36pghdVwwv5S/DuAT0tzvS091k7L3lLWbORWp+ltGbvBrxn8gmAF5Db9SrtQj5dTaldNbw4OSrTV++XwEn0VcOLl8Yl5pHAKTZeJbwo+Z3cLnRSeFHSJ7cLVMIDHSLOdIj3JT2S/FrhIxFC5jK/sEfPZHpkQNbRYvLZ7Ac98jLxdGLN4q2SMubJZvVuWLneevhGMmI4mssM+PIZqkpmqBqxMoP3Zw5njmW4tZneTDHDZXAXK77IjXqOe4hHpU2oFMsN+RK92RK9v2f0+kQz9XXUxYBi+FCH0nmm9qloZ/qlRPv9OCDrlwHQLxeJTaAwBWKMZI8fvnHEGo6EJaVMUwzjsGi1g6KmM+TCZbMjnaKqrlq3pLdimrO0caDtHwz+ZnwH7pP3o5vZOJX7ETQT/nzNMNAVlNqj15Xzx+zHBsmOK58/xSKc32exuf+HvBe/KM8pGMkqG8IIe/Z8NvdBuZ2+vCdUPmItQto7tesA3qSk25J+/A0Jv8XG/GmWCnoBijCHyaxaqT3+qUJvub3qvKyG3zUFvvmk8LumwDdPAz9dgr+KbMAXyn5Is4t2IMRc5VOsxrEKP8fWT1WfvLqPhGd+Cc8D5FqQmxHRQe1tXiMKNl2eg79lflIlX1Q1vgfwzwBfo2iT+3JebV6Av7So6G6tLlfmUQZC8Rd6tXeyeZ+U7ewHAIZHtJYQg2FukhyMqZQ0t3qwzeewNVArr4E/wz+AEq9GKBooRnXnFO0L/2nOZPwWZJrPVvmlhSl+adDc+B7GY0g+t/+vMm/l9qp5q4a/isFX/MdkWv9xNY5V6NXSvKn6qOetCKOlOY/hKcp8rFb40Jum4cNSWMWvZjjCMh+/BBzUv45cHgTG0WI2QS5lgpQ5BouBf4qdq4j1uw93Ap4Q1YT/Jpq0eeri4KtcHPROI0brpzJ8EakfelQZN7tLN9UmqIF9/RTzVSF5TudTv6aER0/xGE2I+Weke5gY6OkH2RqIyGfyS4p/BpauwwkfS/6ZGjiXVbDhXL6iCrbJXAn7oBo2nM/vyzLG6WJwSz7xgxU+8XpyXck/4i77koqvVekmq4q/LK0JfxSUE5hf/3R7WSClvfUgpg97Z4LuBFSYqzbXHjp3hNgqdpfEO5t3Bkea9wfRYVkHA9yu0sSzC4rSzMv8nQpnSzPry+7j8I/YmonuJHMB5xPQbW/xzyNz51LTGs9S3Wqxcwkhsp/pb1+S19sGxbf97ojVYYbTF1vVvm2ah5DeaWleRrXoAtHtdrkwIrUJnaDVGkwanXstK6JyjWhzObCulkbMCAIPCiVNerrLJPAG+mwymx6zt6Xb2mgilg5aJQyns9kXW9NZ22TrWCt8b8lgN612os1LBYTZGzEpqYqF1GJyxk2FN26+ecuWYO291153TaJTDM0MmLmj+66e7MDjG/Zt+PGhrts6F54ZP2Azh2cl366g2wfnrcWg1bicTuQjCZNOI9BEWTo9YVUoTS5aKmPYacccpTU72frr1snWQ0cpiZQ6IJIF+rjlWoSUvtwCIlMnuMnWXxTe2AL/hU//0lpG2/w8f8ehf5xJPnPoc4dW3HB2E1DVPgsxmr4GusTlQFMKXSF2+F1YSN6a/EaScyUdDQ2ogb6oALXCbA42gaR3aAV/hCbbJMGGuqS9CejX1zTVcUGdVt8k8HrEXt+x14ptR7MOmpN78sXWF1lehu6jrWn2mrPqtTt9c0VDR8v1S2bLqQ49NGeU5vLd33zjq1dePH/VtUvP+Myqaxa9d8Y9f2k0Fl6tbfrFVS///CsPziy8/92LL8TDb914WeRY7ax5n7+hM3+osOKns/b/43XO8u6Xnrkos2LNnsJxzxfpPRRBZ8BavRv4daKl6FyxNts8J2qI19UhQ8SQMXAGw8JlzVGXz4eiC11WOhvZbCPNUbhrvjHeyFIWhrDEJuWSZcrIprMsALQbPtjgt5TBEMzGApLPNRO6XLhmLs8mqIbl8GxoxvS3bmjlCXFulwUaNRPaAnfXLfls58LLltbXLb60c8kVS+pC0fmZ2tNverR78b805ZtmNjYnL52VWdkWSXetn3/ZIzcuXn7X81+64fmhlbEFa/BvFl51+oymrt7OzqtWzGha2Yvvds/pXNZweu+ymN1gsr5sNRpsRlfIGcykGhyh7o3fu/z6p+9YvuLuZ29YNNB3IT2TQLdSxTPJ/hZ612Yy8yq/8Kkgg1XxTCBTfyu3y+UbW8vt6Bm3X9uhwMOT3DFJ9pIe6vcKCdQ22ZAvyxDNuyWY3+So78klWkjmFPGUI6dw6JSl7M5eltUS7KwE29Zg/hphcQ3m23la8KthJ+eUKpTbc7R8BUFO7DSiZWDBm20MLdWlU2r5pa2TcINufB/VQYHev3AXQYO2YU5sx+0UXNTqzrXPoWDm8L4rUmQ2VeSts/fPJmtnH55dnM3NRtT5xxRiSuhJ6LyFt8E/eUUbZ3NjdzVp+ZPS9Q63AvrOEpMcmh+Zn5nfNZ+f/yGp6s5Xz4uKpjv5Zvin0E6OFZex1c3Oofq4xSqqKGNnsERXxxS6JrmV0L9JjHDojBW5vPgh6FGN0dwp9AxqvgP/5BYtHHIEK+nIl8+dt6fQ8S7/ZeiXFes5NHflXILmLv5wxCh+U7YPhKun0CPtBzgTOTjgYUPI9BC1ClWxR5heU0GbvFdCMO+ofR5sFpksPFvt2phm3QyV1jeczygjNnDWyNrIjsjhyLFIMSKgCHUL0/yq8EPEIS0nj7Kc+qdfT1sq1nmXGOf6Fg4sHFrIoYU99NvCBRROX/tAO8m049H2Y+2knd9b7BXdy042kN39/XKg0kn4uIWnb1iSYoijkU8kDF9oplmepsafQv6Gk9Mv7YfTxDBnWzy0eGLxkcX84k9C+nR7ZKh6j7SW9khri14vquiddo9sqdgjpwLf287ecfbo2Rw6+6z2rPixSZ1u/wyV9s/98E+1oosbDOONVOQ2mj1qSunATrOPtlTsoyWin9vfiVHn8o9Pp3RXU72vhqbuq0hU2lcetq8CH7yvtlTsqxbRA4t3Ed1XUwkdXlaxzxhheSn+q1cdT1Y696p9BZ3QThVPBu1M8rkXCutUficpNq9DgQdz/nPZ5jhCU56G5ZBCVIrPY+eeUT73RGb/2EimRWwZbZlo4VFLhtrk0rqUYBsU2KbN+Ap8TslfQqb4EyT4wwp802b0rmRfAdEpIJrgUIV9JcHPKrFwVedqaidxsQfP9Fx19bgIcmGXCbYazdOHLHaZM9XZyvCzPWuU5eCvZZlzFjSYC2drPWbHTQzO1voY2/m1ERoQxy7brNH9UbI2ejhajHLRisP1JLRKZ2tQdBJbDa6Zjrz8SWl7h90jzxYbOdQQacg0dDXwDR+Wsu7p1sCUMzaxkyRYefLY7FwkgVGi3gr2YhWR5fljcqSSxkluCcDJiQmuY05xDkFzZtP4zQ9BoHwWSPTNnUKfdOZGRS+oTBmn6ISjrnYa2lSxpW9PoU2SG61wnqA4RvHmD0mZNKd0LzIZoZ3m7K0T6ZJz001ZJkjloevOV+xVVfylTJu8Z5msqU/Q9S8TRoMaq+8WrgSDIczmUC+NuRw/CpacRwook9p1QzsH28P3SnuYzIF/COzEXhYHQy9qvAM0pYnUq1vpd1ehFw+XY+BOGKtUjmmyVrQjSG9Qx8CtAfn6BuVZugsHXn8vt6sNmc3ldqthbDYzOeaW2y2Q2wWCBlWMo3S33qHAw5N8XtbJw5kdmdEMhzJprbYsy9gdOxsHtyzL7pb1/Y00TUmTWn+viI2g88wFZTmzQdLf4yX9Pd5D70JxPMi2YCgq3eqrZIwU31FXip24D0dkGXOvrL+DUqHImFiYgsFhHl/RQCJsOUb206z0h0F14iLKclT09xPReQu/RtHfEzhRTVr+pHS9w93G9HeQL/FIPBPvivPxD0mVdBesnhcVTXfy10i6ySymm4BsQbPy4YiooozJFImujil0TXJfYWdonNuYxyifCwTFD0VSeZzmTqFpUHNU0eHrmippUcVlvD2Flnf5HcyWiHIomvpwhORLe4DKjyo6pL3A9n28HjaDTAc7/qp1DLY/mOyooEneJyEKI1ZnMJRoUh2hKXl+hJe1bbCvH5B9+NvxZcyXZmvC1qbtTaSJHSd4hioQrryWNTvY/fqDct8mJo/hLMvgrkxP5kiGy9S30t5N6lBqNA1eAf8c8NK+4dThFEmniimSihlo31QF5mnwCtgl493YPNhMmkWjOddcz/o2l7ntVuHtUPCq5cSCHQtGF3BowfxYrEJOAK53FVxqOUH1TLG+vkJOAGxDiafN+Eeg78RFM7HOwOkZG2ccnsHNgM29cHgqW2VcwyW+NuNGRf9pbgdEanakOIte4WU2Dg9UydDUzECgQoZqdlAZKvNQlqHNaXU7kN3qu0pot0eW8YEgVumWd8OaU91VQrsZylnjMzqr7yo7FHiwZ9+WdUt21s7ApvLYsTs/Jo8D8jh/VW67I4VRaobBVW4LcIVvs7XzmLzuroK1Uy96sC2FMykx1Zc6kjqe0qQCVJ1SP3noV+4XNS+wcXtc7t/AZEkU9zZubCQrG9c2HmnktjfubySRxq7Gnkau0TeLQkqUV3G3bI9U0yLg24GWmaILjzcebiQdjSsBJNcoeoK5xsDe4l+HKZzGcsS/MvfVNAnYyuwhKw434KEG3OAL0Z4N1ftIwt+h4FePcQv8mVMTqRhjwPGugkM9xnMxmtvmCFWPsaHE12Y8qOjujbPcUVHNRL4Ee7hE/2YWl8vaN+TsYVFNunRv3yt8m+kTj1WttcYZnnDFWtO8QNeaTHN5rTUknbXl+wjp7mhd6e5IwOcod5cGEz3Msf6kd0cC+q1Cr5veHWF1DBSFD3Scx/ZGUabjS/LYDRpYLASNFO9X3U+w/RGW7/+uUdq68UNuN9NDpLYy3R0KXJi//2RntR3bHBFHxkGrryKHj2MB0Gr4bK+E5Xk8nfbZiVmdL+OiPKJ1/xporH1qQ0qNx1Aan834i8p8Gjzc1HheCcdwaXxKthiMTwxzleODCLoLIeFGzQ8RB/phnWjX6YzaCE8iSFvP8ToNIagj25Gl77VfO2rPplsyUmonWqf5Lpzcj5PkiOaHf1+q+eH78ykedv/Acyy/bZtocyKS0NgEg96UsAp6IrCCI06TzW5BvNbAQL/W2nqUZptqnWwdsx1qnRzLlm4d5JuHqJv+5blrC288V3jjxhux7zns00QOvf8Uv4j+PbQZ/mO4QY7zTwPuNMqLAU9DDUqnQ9qGZA383xJqsNeQunqTPg1Kf0drx9EOnD7qaGtLp220IlrWRrMq1FT5ymdHBa2Fc6tc7Q2JBu7mNUtDbU2Bc+8bv+4LY/ed19z3o7vxqsH+zIXLZiaXXJibcf7yFlsg6mjM8/kFq+vO+ew1nQNjQ2ec+40Xrrnk//7pvRs2DM6/55F9l3d9YUXCv+iaNU1niDlXupbSfybQv4nRP0d0e6IS/VGZ/qi9BtXROxuT8ZOzcOWZC4P5Gf5VX3v+ui88+/XVjIX5H52FL53THDv9i2uaVi6eXZOtQ/TuI1l8SwPyAflgiV0mzmrAYYvFC7xFfF6XzxvwYZ8PBzRYQzCJcBoX/YM5+EOQj3ixs8Ef1+jpJc+h1+gdWUc2m8W+dNab7r6N1fLstpc/w6cxehWiJ1Fs4RSGKZuzsVO+/KB1ISwY34Jvg30TmLwhsabvqxecctUp8cbTP7fk/Cvn15onX/udI+KzWr0Rx4INudb1mh9Onkb2vP/5JV84pyU2/8yWWWuXJA0On4X73vuXG5xBh8NrFS64KEjzuKHCao2HT8i8zk42zGlY1sCVWE4wlsv8Jhi/MrOCwqx1GmZVvKpZ7f5QvP4nrsNe4PW1qbwWFt5UwSufmDyVjLy/Ycl157UqvJpcfgv3/fcvVvMKcoXeaT0szHYkyP1Uruh2oePoUqbjtDanXS7QcSrPier2R9GL0J7qeo2iLr+xcbCRwInBOtaXz0ZJv67u+zR6nfbdzZGsqM3vLT4u6rP0TTvhSEqlFU/bd7zUt1np29ws9W38oL7P4JnQNyM6JMTjWRzJZrIbs4NZfm/xz9MRQa0ESdZXw5oow6KEjDfjSHOmmeq9EqypRFXB0naXYB2AsV/O/PsksjSzlLQuPQU6c6RjL/cD1JHPK7Gs1f1egjlYTv0bHOmkk9A52ElQ50LWd365b+nOnfl8mW5D79YE3a4t1DviIKgGH6/BtFKWWDNQM1qj2VtsGa6pEQRRikqdru9R6JvcSVhKFJvdnUN2fBzOSnvEDqYO7W+3K/3ZuQ3akPCm5mVbA9KwVwqCjr6/7aRv7URjj3HACJ16xLjRSHshjdh+X04jzmyDLw0z4Isub9Ws1fRqBjW8BjezRDn5fGpDXqGtCvb4pwV7GrqfUWB3GAeNxz4W7O4T0T3xqcFeRGFrHSrYB7oQWvkER5pYDjldPtKUaRpoGmra0TTaJOwtvifGm5rTJ0QUnoqotK6m4npJxpVUcCUzyYHkUHJHcjQp4Uo2fjxcsAe4YbYPt8py62FJbmE0I1VD3zfVVcutivZH0TZoH9qNWQHIvcW3RuoTrFvZl9c9Xb+nQbO6FGwbPcFdzT3NA80wN/8D2zxCOxOisgdKsqei/zjr3wg2KKaWzEDjjsbRRthob4r6RhlG/QfBeAb9msEwEbwjhlEsE+uLARm/FPWx2BQy+qeHMfGBMOqrYdA9oNnL1qmWvkSno16kGSE6hrFIA2eKo0/oTbm9xa+Ifo8HYxFl8Fq8EQwVvg8fwwSLRgsrhrGLhYE1M2MrpdzvTIF9tBiXYTuwQw3b4fhosCnd2mUSbBpVLcuc1U8Q9qB2V30yR78/4Y8C/F+JJpOJwsdiYzODKAa1+UG8HxcxtxFvx4cBHU/TgvXhbZgHVCzGNs/Wp8RHFa7xfxauafh65n+Rr4l/Gq6vFtbz57C1+pC0ytgZy/Z2JGqgXntfxd6ubn+03D4QZO09J23/NLZAe7DtCe6jjpAa2oeQ2up9WN1vXNWP3pDK/QIf1O8ZfBGVITB21FH9hNEKY3ZA1Mc9Zncl3tT0/SdK/cPq/mG5f2Da/kxfkPofgPFZznIs4MiczBxxTs8cHs1pM9BXVy1VukZ135dY3+gTNGEOTTpBLyiyOdY1XeqaKsuLt9ma0VXIC3EPyIsuGqde3tUxSWJYsQ1H2L7ejoU++DIOa4bH1INId7W8qWV5UQlbkhcUtqPLQdQSIyZJjA8Lm+2rf5Vgq+TFqdVrPSit9YS01sMsQSDII4pExMoy1yKchmXOSYtcWuKyvKvCMf5p45iGj2f+F/iY+NRxuCgOplcoOA5EEVos43gi3MBgz5gWdlcJuk6CfkQROPmUoodPhf/Spwr/HoTwY2z/flvSt0dl6WSxsjtIrcpzM137o2Nye72BtddUti/uAQP9TlX7pw9cKkX+Gh08ZiLJWO4h++cOVPUZL/Uxy330U/q8Bn12qfo885bcJ+jUnAjPW1V9Jkp9LJoT4dkFfS5nMkfqc2B0OUqIXpBWiUxCTOxIjCYmEgJKNGAqdsJqicX6j0L/a1T9XxpT+kczUTG6IzoanYgKKBpj/Wun9Id9Q77I1rS+Qm6dtROzHPTWYCjXZ6Uvz60Zq2gFQ+/roslqlU68cJ104vlBg4WVsZ8edXSpwNHXgXvhJ6583lFTUNpDVfgkWXbOTswySdgpvnKK+C6DhmFkuSU+BkaFR94k4VTJuFNgzfNsv+Zgzf+3OJPnJRztAFpa9/vxKBYo+F5Y+TzNYdkLvz2MNTISednLsqEKx/injWMaPp75X+Bj4lPH4aI4mAzSq2Tcgp0Epva3Hw82O7+nwn3pU4Er3b3OVu7rQUfzyn4jFK9n0fqV772r2x/FCaV9OMLaB07a/mnsQExy0AQNftqBI1G15Jimz7iqT53cJ/wBfSTfEOvDNQY+HJ4JVZ94YFo8xbeLbwjLYQ0ljO9dqtKExDTpTeCexJEEQYkEe6+KxEw2h8RgGL54/fAFLJo0wtsR7kEYyTtZsobl+wdUBVuSHqt2shSEYlvyghwVfL3RvuhAVNMTPRIlKBr9yLhSCh86ju4F43skWJIbXWDjBxmy9nm5vuBAkKCgLZgJcquDQZqbCv4uzafREXQccR2oF21ExxBvQx1oJXwcREUkyMhkTCW+qnCN/7NwUb6010m4aCZMWY6cIYqwdoJdCo6uYE9wNDgRPB7UvSZjS6P9aFzBNIj4NGCiH7axUgRaCZc0WXmJpyo8E/8UPNfCGm1l5+522T8yqdhEoTDWT7GJqtsfxRqlvc/P2rtP2v5p9Cckn+wo5qId1IaItG+q+4yr+tTKfXwf0Ee2ncQagm11E3UkQr+guppqjIrfo7r/hKp/aCJEIvQLCtVUY6/oz3SJ7bKP9l3FdsrMEmf1zOqbxaNZs6G72gDqLs+Bqu9L6O+lvi1iS09LHw3QbGV9m6r6Up/gzWydFKVsLvKunrMLD1hBdj8lxq1WQkRYG7o8XQukSOtAKKt8CNbFMTCNFJmt2Ew6JMGkmS/l/bQczjE93U+1ZnuuS9+j79MP6bfpNUhv04/quZheT9EItIVbm7cJEaFHGBK2CaOCgATB75ei0lhIVfm81F0q4aERc/Ian0vzMuiB2kH9MT3ZW9y3RwXZSSErcDUVcCVfx59BR99BzzGgXT7HAGYWaG9gNrAdzuDP7WloKEG0avM9DBoH0JqbZWhq/6HwBbYudsnn1zvKem/NGk1TcldUtz9abt/UzNo3nrT907hQWuuzkrQDIemqtV7dZ1zVp0Xu0/QBfZ4h7lKf2Y0fDs+Eqk9r40nwsLW8S/YhvCPdVYBWfVrmNIJOWw4dCV409a6iot9Lqn5LMksIWrKU9eus7Mf87evpmUbuUZ2XC0U97g0VQ0QMwR54V2wIheC4RTx9W76RH+S38lwHv5Jfy/fwfbwmwmf4AVaoWNkG3co+qIAt7az2XViMS1Dj8Y8GtayL6uJ03ZN7VGfjUiprhkK4VaF1ydIcgM7zsl8szR/myQ5+FEByVkAzyk/AxyIv8Mr5my/LhCr4458mfOYvuFeCrzoD54GOgkPiojwK2UJdoZ5QX2godCyk3VfCByg28qQDRmo74KLjIg1L6RyfAnfi04DLZMK9VCaU4B6gHmMqX9OdKzvXdvZ28l2dPZ19nUOdMBo/FX2dnR8Aul+xK6bCpvKmTbQA7Hm4a17PvL55Q/MkqPPmfQioyr0dvTuT7u1MAnvnHRStZGP9YD1B9fXV96aqe0JVvy44R5CUE/rYSLyBdYpX+RCYv5/12SrjorFFcdGNN0ZwOII7IgMRcn0kUn3nobyXqe7fxfozeVdXxzpFpvpUWfuHZHx/V9rX1Njt0/tgVe2lHFWZndjHhHeNL5fx4Ygv4xN9Qz4Y5p+M+HwMTE3FRSqbqzeov4TBYva+SXhKwszxPJnGX8LeDa9Wte/6hZxLanKE2UMY81NtESWmk8Uy0YJPqZ1S2jKjNo8CtsC2wI4A0Pl/RwKBKnOmuyLWWAVHmsfQbkLLtsKJ+PZIbS3r66+8g2J6BKN3u2psQY/AVnfYTWzuUTeZ53ZVaWmSrKvuK+FsZG/yba4dLi7i6nH1ubi9xR+OuDwMhEsNoiT7GYxdMv90T9O8N+M0sClpqjz+uvPT9OkifmU9JJMsF0VlzsQzCuvK9+q2BikOwa4lbVTSoQbRy21sGWzZ2sKhlozFIk4XnVB6P1ENi8UolGC1itEqWCePXJD5qYLJYhdKMLOii9+YH8xvzXMonwOYHxTScEJaxz8I7snDHU4Il9m1JbidYmQ6ej9sJIQcu1uNY+KDcHyUCAk1DiXWAXCwGIkSjrQY4jeeOnjq1lM5dOoyhuPEkROVY6OCyeInSjBzYqwa5gdEVZTeFRfWlWMjbAkaV8Gg/h9Esyr4OOT1aJD4gWEWkk+wCtZRFaxWUa/A+nBxF4rPr7BOHWcAUJ9GDCqvRfQNpI1HwQBA/YThEgr9VbjG/1m4puHrmRPg+kThFCfga+KfhmsRxVWOpwBcB7rKuNaIBh5l0gzXyWI5sh8xvkKK1ZqK+6UT4D5ZbMfHw30X7M/SfSc9CxS5ws5dltutLmaCM2Sa6+Dy+6hKGEdPCGPqFfGJYLB74hKMhFjDoYaEiT4AO+G1MZvHajjjJ4ZzomvkaeEwX0gJTlo0lOB88L3yiXicOCHMD75rroCp3BlTmU3vjEswU2KAQ+1zGcyTXz+fCN5LVfAMJXgnv5NWYtNBXqjvjukKK9ZIu5h7mO1iC0E+L01/98nuqVPlc6ESH7M4p8X3ie6uy3JefSdblvMa+rbwTDpetUHEkg98Kne0pZwdU/CO/2/gnYbfZ/5/4nfif4XfP1O85ftqei6o8J5B8bZkSng/0f01O1+n4nvpn4mP6mdl/xST/+9IMom7UJHd+Rx1U03jqkuVdbwKGEdPCGOq++5EMJgPrwQjRh84t81h3qtpXXrT8jJ+YhjTufimhcF8fNPDmM7lNy2MiRPDmM4FWIah+PKYXH9HksMMRgPNn7DidAbjxC7BirFVwXrpxLBO6CZU7f+yP69CmtM3vMtFG0GpGbVW8ZO6DlX7vgJfWZpTfEtEo4LvY/sT5bu2wjq1v08lx7sAz0qxlkPpZsDzabj/VLxV4Rz/Z+Nk8lvlH1Tp7wfYeM4q4fy47kI5V9AUPBP/DDxMXqp8h2X5zPAso/rPooUMzydwU8pn/VRcL6lwLRTdZVwfx21ZfvOh8j9uYTWamN8yOZgkdckk85okp/dbfrXU7/5yv/jWOKmb4rpU+lH7XMFna5D8pCX7vAnWIPXWbG3kUGOS+m9O6D1V+xDoe1uJDhkOfWNMe26t52iqKot4QvzMZ1bqN0O0VuHfO60btuQHA1jDpTHYLNe3chNrfbh+I2DfX6+pq2+dMhIlOoZLdLC+Kt9QHbdxweCCreyNNKXjAyCWc1SxnD/zldxqpi1KLRGCHCaWPMda8faQtWd576X29+N/U9obLay9Ud2++FLlGxGT8H1aPYhsN+43wlhdMCxZw1Ks5aGKtrSSEq295NhFBmnZl8uHzWbJjVH2iZRrZkreEJZjzqhR8vQjjH7Np/CE5mVkRHHRgfRYq9fznIHojLxxwIAN6Q1jzzraUMeBtrY0K0btYgW7Z9FciHjirL7Moprwla9rll13XfrCoDs0f5TC/FlhHf5N8SbEoVW03sNxUe+I5IgNvrDYq1RjOocwbouwMr+cVNqX1vpVyvvqweYjtLJrAqePIsDb0d1/UXeKle3FUWcW/6bw+9ZhQOL9p/FQ/DO/m3xfM4w8IMcD1wm3Cd8UuOudtzvvdXKeJewOGRmWGD26vaC3GdL2DvtKO2fPu+HHEWI1hA1Ea5Br/R6cfKf76LPAySvdR1sy3d1YKk1PEzHWJfI5KQljtnU2+T7ZUR/yXrpq5iIygFOZCzr6VqWWGjXD72s1yfC5HvNFcxe2xs+FAf0z/xvyfa0DaAugMLpLnKMVPEKDwOmcXmfSyVkC4/7QOAr3hMl8MTwRJqBXasNho2eJFZpTupHRZiQy8SarPWxP2zm9TL5oE4nBQIuwGEK1PoBEUMfE5KiN1ie3HfSvmHxn7UWMn27KkIMO6Qb4xUHg7aITM+dkVa7z2RMwOfD224VVf/qT1lHJ6+TEn/70J5Vdq9yBMDkny5myjyLgZz6KqVcoFbYxk20PqfqyeoY1JlWOgGpc7L6l1H4urfYt4fpo9y+qu5zh0l3OZlyv+Po9ceonqLr7kWgZLtHC2lfynUkzvqd2V+WHFAak9wjS/ZxJOIjQ6VKNtF2xemZqjZhtOWSymUDqbNsjP0mg7Pm0utwAveih+5OjDxEG4cMRGuOWllUwpfZfNR4qoWj2pFU7sYVhiucszOlAUVlslkHLMQtP0VksHxmdgu+Hkk2p4mu5zFdE4ms3ILOZcBVXAV2+g7kIhmi4HsISonFAJDBEJ8Wj8LVC4ku0Aoohyw4LkVjiqlj6MLj6y3VT1lXU/2sjR+Q1ajaVagwgUnybT5GfgszjkBVdQaXskV0Odw5QHxEtoXiuDzMnSAaM4r14jeglBJmx1qwzay3EZNVZxq3YGiaY0PLwRu5q/DsaGkWQ3Xaw/+hfJrsP9h9SicyOo939kvCldepV0pP8dGfhLdxeeEQRovzDOHWnSo5W0rlWjHARSmUEKCzT0wN2FLGRCOF0hBJr5RiJVvw7cnWYwxzQuKdM3mT3X44elKg7elF3f1mqp1J6XOfUVpBXeGvnHd8rSfiXC/9VSR7Q92egT5KldeglMXeucLlwncCd57zCeb2Ti9QFu+pwXU+sL0assXCMxGIfUoruokKU3Xi2LsjRYGSS4djPOZs7Z4ihqC0aiXLaaDA6GMDWAD4lHegIrAxwHfSncGBtoDewNbA/cCyg1QViIIEP0ML28JcxS2UxCOETCeTu7rHuZ2mZ7ROLY049StOL5LOVYasWyoVZpREEneR3MIhnq+6Ht7wgSzMjC1mnVQgq4u9BCyFrmZ4rtb//Obk9L7D2fFX7Ug1J2r5UQ1KoqiFJE0N+7BqSJ8DxqdapLII1Sq5lclzie/O4zLfGMS3fP4L2vVpHKS5/5DlqDVg4VhuEPQbgOFVUAYtJ+T30YTnopTxnpi3FF5Uc9OXZUOme9I3CJUxXldrfX3xBac9rFaoqdVtusRTbrZK35+xkod27wskcz84Ra84GRjqhFcvkkGm68Ot0eirYbSxWmspCKgC1HcyNR6XhcVkaKiJ+GnyK3F2zEwvsPEnmWPiagaIUBoVjAkeRCsLHRspkK0IfWbaasNbEmzR6YtLz+nHQOU8qWyV1dGyqbMXaZjwfZ911Lk+NIltHMn1nvX5luIaK1sLwhenrrrtzdH7IXU1npWwt0TOdbAUSDSeRrWNl2TpWKVu5CvKobL1XJk4SrRXkVcnWsSmytdbbFcKhntq+WmKtDdeS2tpPKlszVLbWogjWRryRQR+2+kCu+jp8K31cB/0p7Fvr6/Vt9e33HQM1w1cLcnXsI8nVQx8oV9UjdAK5Kg/ZFF33C+XBmyYWZQsmip4YcLPQE+/UGGMmV7fL/oOi0n5KqEo53jYntQe9chWScw+hokrqBYM+H5V6Hi+A4IJU6gWZ1AvitUEcpFIvqLrZqpR6qBwTPH8Kni7Ac6UKT03NJ8RD67Ayn+0P5BhVj/Jmoj6h1U7Jv1rd/ijo1XL7SJS1D04zvsOl8d2MBVTOKXSCmG8mv6V45hFaakuR4JkmFkLNcS1qCa7KdVSuI7IFr1FkMix0oTrvrNSe1dctyv6GNVV1RypyRxVfBV3293KstCzD/4NGSSTwkB7TMOYBPWeTgo3TGKTkYUysWFJfi4oSLseGUn+E9nQZ1jsqj8Qi0Y6NNHjZiNPGDmOvcdAIJ8POPUYjBcsEs0ubV4NfyW7oSpK4v5yvfJTJf2PlO/edhKaZ3BUI5WLs+s9Mr/9GYjFWP5jBt2vzNkY0t1Z51pWWQmWYlOeK7/APcweY7NQC9O+IIUFbo71Me632Vq2GGMaxHmlsmh5Nn2ZAo9FzGpCde7RIP24UWS2bDoMlZzQKaJyIhNZ8k2WsjRCNlhe2CkWBWAXs4QT6j4KQ4bvgRKSe3SO8wPNmk1zHIIVBxPTDD22tXpA/Kez32lbQHFPyJ9QxCQ1aW/8fde8dGEWZP4zP8zxTtu9sL0m2ZLO7STbJJlvSIUNNKKFIF5aEroCGYAFUIKKingVUbGdBTwV7FBQiqOQUOFEDnBLFU5DzOPWrl0Pf4zwLO3k/z+yGcu33ff/8bTJ95pnneT69PM+cpJ+hSCHFhiZ+uiV7v/9e7nnlC1Qiv/n99+zT338P7Lf3e0Vk/mvb1IJLuFRYJdw60DaeJpAv4zt4aBtP28aea1sRVNmo9WqjWiKS8xuZadxG9jsWMyw0TvFgG+ECy3bw6BSPeD7bsvZ/atq5hrWcbeW/ti1IQMQMtO2nL15Z/LzSslpFtGTahphikIOnlLZN+VfJvJYgL4mSBkIINOpVI/IijLpwcntDVhzryOXMnxmEBIQ41qQ4L9J/70sxDakLxPApRfRSiXsu/jKQn0d9D6g/G8Og8RdlrtzSEhoH+g8pfhfEcejcapk8v+zzyrxxSjjrgvvOe5+SD3hhPC7zvn+THni2DCWn8JWzOYW/xtYBflVU+e9y8JV3vnL2ncr9F75z6BDlnf/6+EBs4vf9XwmW7HidkrPeTDc8a8oOzKHDLV4C2AExZuOlxy4cj5XlIONfxjSFYrs9J0G3rwKFt9Jv4H4gBb3e7MCl//VorMjZ+gG/SmRjGufqF6HZrN9LOWdjXOoEDTNhGnBSAjOYRdHl7alz7Tx2YU58ts6zXkZ0DNl2qI0ylsyi1iXW+g/7seTv8G/07/Ef8nNd/duksN///xhMG/CvzAUYqRS8uCcLm0QWf7weGkIb8OnuZp/GHQqNTJRs57TCC6ljhxF7MRYwJQ8RHqLkoafaqg+XY/hl6CPVp5DH7LP0QfVA3CH3bftVRue70P/qk4yMCgkqWHFYxTE8Fz12nrILJZynIKHDA6rtzefrjYqgHPhV/P/guP8zuY8p4NTQ3+I2TNBr+E0GU8d1tKLcYgqYCpo49U8neRqHQP1BuPdT7ibGwByRcgwcsEwtJhqO17NqLdHoBJWaFXQagBD+SgJF3cqyaj3P06NcQWcVBJ1KMGAOlHtWw2t4Qcvp9Wq1QHbhk4yAT0pGjtGr9WqNQIjAazS6Lnxyu4rnWbptVakM2bq5aqLuNDBml0jXpnjcFaXraJSBc9G+PjrrWgzOZK7EYnC1psZcc7OhzBkxrBb3nt0xGo03s3sN9TcbxHp2L7Q3YBLCVeEqR5VDcAjhgqb1Fc89V/Hss3S9Xu7jLrul4pmn6cHTz1Tcku079CL0h4ZZB32XaTZD58RFapWKHhkZDRxpoHUI7BYBvYm/hI5m8T5GYjT4S0kvcCoBq4mKDvFmXsd/ZroZDlrJR9PuM9DOeLSmJh6HdtVHxZPudP1JQGv4h8ZwZZm2cNm2UOwMVymTLoar0IufVNwq/9CIJt5awb74UcW6n+dyf15XQWEoTwQYBpQ6X7+NzdaZ56w8z6nUaqXOvABHAq9mOaIS1NwuWme8b5saCV20ygBZOE04QeA4PlNlTQYw2SpDb5uUSrv7omK6779UGTrcDx0N3e0PNMo/3FrxCdQbQQ25R9dVfPRxxTro4zPoWbYNXwfd5n+VhlyoTFwN3YzdHOO6Z6kzMu6k+CUTbe4DAiV0nkn2CvTsBx8otDgEPSvsUZ4NnPesjvGRcrIMOAnhGMCTaIqJ0qct8PQQYY3yNO7vO5NmV/f7FT2kULKyu7kXmd2Ixyy8Wc24VIMS8GoR3i3Wi/Xw/vQPfZkKIFgs7MZflrEb5SU7dsh379xJ63IvmYH2cbug38u3GzkESplHsrHfoGoNg5drOFYTYgteQgj9Xif+kDrZZ6oRqZbxA60YMgXsDqEMD0LoxVvYh6parw5wu+Svniq7KrDqjsvfzcjMG8kMciu3Swyp0Sngr2qEaFw4X8oBHV+0+Wwv2bpth238BFurbZmNvG6zUUmkJP5n8LiT/YDhGPFVgDWHMHA+YAE9GR7gtxU0oQ/Z2ygWNQ7gUEH2fg4ThrDRnuz90Hp4Qp6IPmxib2v8OYd7FMq3w/3fAM4JTI6kj/JrecwzHGEwR6L7lRfV96QUbKB//m/2N+1HR8jRX2zst+gF5rzntYxfMvBqDcNpiIqhrIdEP+oRj30EAIgeqxc/6jlXis0/UJK8HN05UFqj/Md/Lo/DSMsjFeJVaqJVRz/qhvJ6aHndSnkEylHaBH/foDuhsCNQKutF3kZ5Ei0UYHsHeRn9BLDlmHGSnkXcacxw61lmMGa7kGobGox3IRXoe93bG0ZTfa97e0WNspXUajFB3MIiBZd+AJEPhnsfINVppqGvBoz1HFTlF8gdXBLFkpfAS0w//iifysAb3kleV+Ct+NrVKkTHcBW8iqKgyzJd6G3J1EQ/celjypnPGZbRrW86FxwGPWAXeZnNgefDalV/KdWaoJytmZIw1QjmSRMx0LqYMOrL9R36zfpOPeeDDbZQpi0hQbkmlAsdAvEJmwVsEYBvSww1WbBXyfjqBNuF8yqWzObMxAIDBth5dlIXw7Bm2g7tB/Tt2g8wnWfYJomYYFH9c1OYQZi3ftYURvSLnYR+b4Fdzx1g3IyHKWSmSsWN+WgUQaI/WFjo83jcDO+HF+XkMDzvs/uwzcdxhUxedY4GF3bhK1/WIujaWEP6oPJlv1QcgaiIRY/3iT0xKiqOAxEzqRQiSQMSgoNJPObBdDZWOgUrAZGiRYNJMhEKY5c32WSSZWHGhq4F897cNDMyZkFtWZVH/cfv1TpXMpLTXIeuwV8vz1s80bfgsctrq5Y8snD4ootnJIoaBg2PyuuRS/6KnSv/ZC8urwsNm2lXdJ/+j9lefIS7E1pp2gHMBvQYRPkTsKcMaynCabb3tdfgXpY5AA98ocz7S+0kI/OsdL2g0hEmxKn1JGMlmMSovkGP9dWbDf0GPN6w2dBpIMsMyGcoN3QYThi+M3CGqLpBjdXVmzX9Gjxes1nTqSHLNIh+565Dc0LznYbTRLkGDnPVil04HszDTp4s45GPLwcL7AT/Hc/xGaWrGmmga1MfpdpT7ekLNn0plDFXHPE+B1hMRUghqbML+kL+inbIuQW5lg/8n0//RqZIMnMsT9SMxqjnNIJOzxqxPtpNiRZWQLXddHusG/orbgpAlwVMoK8ptLsfWMH+/QO0C4ygUaFe6usbKJ9kOQL0KctokACchtVkOEzPOQ5DOQIxZVjCk6hJ7hpJWQItVf41eiHLFJjz680x1p0E+AzLEHSW4ymsivhJAeVR+0HmlaCl8qYLnuOZPEnL8SzmOMwjFtNnzTWDqKKTKYDWIQdBCd98M8Dh5EnMBW3iQeJIkocDkU00rEoSbQmVhsdIxWo0DBI40FWgUpk2mmjh9fVK8ceOR3oyh/VKTamUrgoLDuVl++euX081Iu2Ojz/esWPVqpUXtlcPdqWRJQKj0mtVvEZL9EibBdLBLIx6BiB0PnwMZ8Ej/1qBDvCHJH4PX8W9bxKMl6MpeA6j3o4YntDUwAwfNON9+H5uF1xfji7C45XrAj53PR/vx+uU61fA9VmMsI2x0MtMtuy1StlXolS2bNV5ZcfxB9lnr0Iz8cX0We3AsyXw7Grl2avRZHhW+wpGjKg8rFyP4vfxKq4Hrq9A0/BcpWzzQNkgM8aD+fIZ+yLjYF6QvNhmtuXbyH02dLVtvQ1PsS204aRthA0bkwb+pKUL3yNNNhj0QNZa7XjdBh3W6bERoX7QF751dDCPUX/6BGYZQ+icEd8xxMeMp5+xdBkNGkMBo0XfaZF2lE7nA1aOX9Kjcj3Sj3M2D3NGQNdoX14vplPtJ0GNgaNUe3s9HFGBmqJn6B8VSQpbBMaYQgFTgn6bkn6IkxKX8slTD7Lhzw5ZygLjgs5Db5n8l9ZOvLICC2jS3EpvVbBD/gA/OEb0Fg9evIDiJhPrX4s/xJcxOqaM+aM06WkzYnkrj0/zKFxcVYwbi6cVrygm04oX0U2wOFk8opho3G431tzi6nJhjd1tL7aPtl9s57qhB5Z50GMeVOWZ5sFGD9J5PNaAYTd5klExVvKkZDQGG4K4piGIgp8HUKBwF3mCMZDHX9GXmr1MF3lcMm8uRXtKEUP/D5didakzuJs8zoRAQ3lc0jBONLLNucGJnVGaKXKkTzwyW2Ft3fvEj0BDO5ban5qdauhpyHA4uEJVGZSCk/RTBUz78lQwCdq0zWqn0ztXOgKhcCiseOCTyldMq+jHTaE7w4obPg9Z0Xez1oYaItFJetWfdusEzM5Zs2jIyMuTc9fHC3KHzPY9XyN/Wut4K2SJuIuKq0HUfO9zCsbZlTULrk+6LC67eZDDfLH3/cXFHcfvyfb1YehrDcjLHikFcu0TA9ppQCsM6FPHtw5c5KhxHHCQT3O+zcFFOTU5+Heef3jwAV7xfmKjzqvDqmV0KnzRjHVmmh0U1RCnZoOuUwdX23RrAR3ZANHpWNE2RA3dzjJ50MVm6EILyOvHt2U9c05bTqJVuxHoRytqy7V0l1NpXTrVa3CnK5reJ9JwRta/Rnu2p4F+fZc64uDC/tk0i6qiHBAw82tPLUeZGAZ0rY3z25UQhuNsx8Z92IrzQ8OHhQvQUbkAh4pHz/S8Mabv2ZnTLprxKJqCEiPLErHSERhfNba8cpGvd+Gc535zyXJmAD+JHfrMyOQxj0p175iPmjFvRqOtv7J+Y/3Zyv7K+mvrs1ZC6KjcU7Z+G2u0oUzI5sY8xOYhLQu8wIAKOB30yG8YC+0V2OZAv9AeESVRmcbL5kpI4gRxmbhR7BZBly4XW8WXRFYQlT5xRPveP9cjIFob6PTw0B8pBc1S7S10FUwMdILSAZVV1mwXULK040lFZdOnR4uKotNnlBW+ffCJL1vKWrYuefLQP2bVDR9RN2tW3YgRdbOf+Khzyup5nTN/r/gH+jfgv+IUSMIuqbpQi0apUJhDIzEij6mRKCCwXQybCQLuY+RVrJoqHwLRYMRTRwBYuSA0Cd9FnniFILALuoACRbVPU5sAWYroFt6ghL801gS8TgBrWOjqP7EDrgg8S52hr8AuPIjUN0XjEeQU98foeq/ifDUNnGGcDY44/IMJbzzbK6kU00JxgwuEhQAicUdVnOC/fnP3PZ8j8uPXa9d//rf248fRcjRr3z75eeY82rAxuczvpOm1WvSRFnVp0UotOmI9acUha6V1v5UcwScxDuFKjPfnIJ+qXIVprAGr1hqR0eg1Yp2RsdNRnsRp71A/poardG6VDjWQhVqtd7FvAvz1QBFPMGrGDvAH41/5bhWlCGYj5d0iKOl0l1MxKuPrAHyRccBaFQVKOI8u0vv+P8gCqCKY+XByKOkPncdXBL+CHfgwIP/OaY3oMxwqGgMEMfqvr89o3C+f5G4dVljwCxBAx6X7msuTQA/XzPnD04loRlZpQOG8lPuQ8TK7JbuWvZa9jSVqlUu1SnWrihVuUSObu4s8/QrOy0Mu2JHyJKN9gx1rid2OjHpJ0CbW6jfo8R79IdBGjXDHNg3noRuk03eRra/qdF6TG05slUTJBnornRsJCyTX6c04UE0Jr9/0GtnK8NE+cb+CAvuhB4Djdrub092U9SoEkt4PPcXAoZN2kLuZBj67092UHwN2gNp5ljlYhFDAZ6I0Qy1Fm2Itspemrzq+dsXKjm/QyKkHw9vk/rL6TXiFPANdL69Fu9H+u2490XfnA/KHFS/ILzw+cTG6p/PkC/LXoDXO6d/Izea9YGuFQIx8L827T4tUWqQe5UWOQDiApxQioaiqCGtspcHSZCnhS5Fdk+fOK84jTKlY6islNIgczRuf15LXlsc7nHkeTBzE5g9xrJ21BAoElVklhks1apOafsQVO4mPmpEmV4JupT9p9QlfqKCU0FT2Dg8xE08pJ4CNzBKilrA6R7I5E2tz0IQclBP255GGANoTOBTAgVKLzUnMdgcxiQR78pysg3Ahvw1eKhQELKxZpSkNi6w6ajpk+txENpiQiX4aBZuj9kP2z+1kgx3ZtY7dDiw4HG4dQx4jLxHSShAxsl4Wq9mNqsdUeILqOxVWGdVoifpa9W1q4lIXqWvUQBk63ykm51SLGzW4T7mx0e11N7g3uDe7O928hrijkbBO0kmCJuHTlYPC04W0N0UH4i/iR5QAlgN1KKHt9mOp9o9mp3qUmA1IYXqoHDlqTOZzCxCPI+aIg3rjiO1N0VB5g/t9eqaZRnMcsf0RJYQurr7ZsBd+It1w2S3dcHvpDkMzRSk+KTmj7XQPYU4IVIXCdGUSqyobUFywA/eBFRcKk8oqAmvoZdADAOe42Wvlatshd1GZ/1D9H9/Y+JntkCWcsB8qfnqI/KnK8LvO6veKSr8Ol4wO+ReaULec0E9borHc8nMPWoUuf++hgmnjiTb17NI/jSzwnjmY/Dt+2kjOjM41kOdcoavlX66clqHZOf1fcbOBZouR8Brj6P9aGgE4cGkeCtur7Pgd3VEd/pP2b1q8W43uV21V4S4B3c9uZfFugt5BRxG+mUE5rrYCVCC5vF4NLi9GtCRSrKBdcYJupVatIVHsLCwFDDNSDDMa24xrjRuMe4ycYDSXasieQlRIJ+LEYFX5J/g3+h/zd/t5lT/qRm6Xy1p8ijGeajOg8fQrjWCGGEqsYV7iFZiDeYn5fw/vYymaULY3xQC9z85AsTk9ALx2hfr3untS9MsiZ9WFFGWh2O8LK/Dx+xwAGdBifSYR9oAFZD4nLyiiVKis4mavk/3yvh3PPbsTNSP90/Nj8qfup66W755flEBcZcmgSa0zpjUOurbIwj6aABCFP30fDUVTDn2+uaVz5BU3yKL8zdXleXji/dMKEsm/l903fOvgkwATff9X7CSASZL5VgoIWofWXVJUEk5UxaqSjbHGpNqDvUhy5iaQZDQn0G6s5AfBMYPplGWCEqDJTQhKgAbuEHa7jUrgMh4pnQCg6sJX7qxIlhYfimyivg5JU6oV9UYg2l9b6KFPj1yeDXnOHB+x51WDrCEkqSleH7muikcoYaoWu1AHMO6HjBqkWS/GUXx94jeV4g8nU6dTfWka/wRL4KR42lHTB3Qlnq6H/j8NvdwAF8FESIknATZgPEQi9XEAHN2K9dRsoOnToTBdJRMF9Pv2HHQzVViA69rpCno8m4KS0d8UqfXemwe1+h03mZD23R2nc+XvA49ePMeJLpJPWMEIkr9wLq6aWHXP0JKJ1y5dt2n6PQ82rbl2yUb01q766K4xI948+ebbhQeuHFXZsmuGeVfTtblBU/VfRxZHpv2fRQptrOkfxD/AFTGlzMHXmOL+o5JHpU0wKpTLhfWGkKFANAZFvSPPYES6PI2HL1BCtCp94r6CLQU7CkiBj3fQDm0MF+WH6FgMrAtClTUhg9GXG8rTiyFNMIRDRjpPG3IyBdChDV5Ng6ZNQ+hms2aPhp1Ap3nt0GCNJlqWCTvTVJ44NS7SR3rEdPeR9D7FIGcagLN1i92xdHc8rmB7QzwepTKvZvXNwJBEGsLYm9GBIiDiBvRBkz9JAogaF2dPUDyHjrbEM/1t4x+Qv8oLXXRb1CF/9flmtIbVlvkq7yqDI0Ru63639YvNt4YK/zoxD7dsLq2/Y+R9Mj4gX4m3zFvmSfnstwx7IH2GDd31zBZ0199Uu4c9SD30DMM9zO1SMvsDqErSeswmr8nHEj9Rwtzz/OGEyQerJQRR10fMa7J6vSa72eDy+PV6EwH9UXJ7fRoNsZpAAVB1+hGp8aNn/EC7Q/1z/URg/VJBWcIPZZL8x7yIbPEitdflvdRLBL0XFG+qMEhj4Bavx0xMxGLM3ZC7Obczl51EcmPY7sZOhmYElEQTNIQYxZ/jU5iz4GC+ieE7lGnp2El8TNCrjVqf0C1goQtZQO7E48e7xfTs1N5u8WA2C+B4tykeFxXR0b0PpIuSNADCoKXdNHAEOno7AKy7oZsqIt3d7mPdirICu7B3Myc2Z74TFImAzFEkzV4KyYDJT31M1LxWFr/Fr3y0C/bhpMVPAibu4VXyxz3yGrlvBfyQ7yjqQJZVq1bJV37xG/mNJwejsfIrmQURpEYYtcqP0UWW5X8gdWahcoIwRf1fqh4EmNUyw5gW5HkNBEe3tMxsTQiYy1XNdGC73pbrunjCHNXweIswIhZv4Suo3j+CY9V8Rf2hqurqmngzM04ch8fdctGs/PxRsyLamlqVSBPfsOkW6xytEI/Fhg9v+VYtbFWp+K0cx/J1hxCD54DWMOUhb4H4EJ3dZDu8k253glQxfex4KNWFN0nacQ8V7WoeJ4x4ma+g94CiU/E6vo+Jo2KGRcWScYO0UcI+qRxg+nFdXU0X2rGDqXW1PnEd9aifrm9OK06NvvQPkfp0/Q9/7jsNe5H06b5xIxYM/5JpqG/ua6gXT9L/tOLsoDytvqG+oa9epHsUWvV9WSsjFbH4gX0pX0+rpJ5hh596QhTbi/7ZrNnMurAtu5M0BQwYzBY/MtmrKikxIpPVgygnrIorJmtlhkIVvbQIPXXwO8cU5EOOeS1r72iJEPlH4aJB8WElJesP19Uee7dtTG1RXn5TxVXja53G2QVXb7tnhvw7VLOqJjWthlQZIzEL+kHliI6ovSg3b/6RsWOd3K7f70GD5LdzpQXLmpom1HnLvN7SxhEjlj98wGMvyhncKRTlDSlch4etua9RRuxOeTQODl57VV1IfiJ9rN5jG1Sksw3Jq2kqzsnJ8TRMmdxeUUVx5r7+r9WLAWcKmMHMGByQXlmP78NbMHHiQozDGjSjdlXtrbUP1n5Sy2lqEJ9Eqo0BND1wSQA7Ami/H92rQw8YkdrisuDhjvkOfNKBqgrQg5WvVeIVo1G1HhXqUViPOD2aol+g/7ueMPliPl6W35H/WP53+WxB/vx8PDT/onyczEdcfjA/mT8ivzf/z/m8Wsi/P39rPtHnq3Ojiiq5x80a3YfcWONuyW2js64iA8kdKdkERZpGyhRpStN/z5eu2y32jJR9gaoiQjmwgagaqUey2tqyoDgCjRhRPjxYgUPlqoawVI2qTarw12GsCjvDWKcL54ZvDz8cfj7M2cPGkDeEh40PtYTaQp0hdkPoVKg/RLyhaAjPCz0R2h56O8TeFnoIhMX0wcgxGA3uCKLDQRQU/FG+gR/PE97rbzNtMGGjKWpqM601bTZxKhOzB/Qnv9E13oXziEvrB3uSzg3OZHLTNAmmeUTUt7kc7SlHvvLyclxOVWRlFFRWnTpCk0NT4jEQNn0fwX+qPUbz7lNKOmmMcrF2mu/LAOdSFGwaMEntV+ZvyahbfVTT2pvNkaK3w285rJU8C2ULtriidmV8FSlErVIfCQLGA8IXhM/mnSrKgEJAHoT8RCEFSjAmf0whKZGjpEUSylnFwVGpXvzojb+Vp01G7uCbB5bLz85Yc9fVXbsX31Am/yPw1J7cyBfHXjxzkfzoR3OFsVLZonr5KG7bO+P+sZK8uq25dPbf7/d1ffXpE84VEQ8a+2rreNQY2XrFENfYQVMffH7KiOSwxys6pntsvljsbrkUNdytmWcX0yDT7KGVC9bJj1UPmVV5H/7rg05Ovp3opRJGicUIDCPcBvQAUo8JMxH0N+lRIGZHuCqMnQXVBTjsnua+300EJ9I67GH7NDtZZKMGotGd50HYhR2+gDNg9+fbALeDJMiFQ3zIUhixRsxFxaZio06rEkTBbLE73Bydi77DuNHIGoNFhaGg35cn6HSCyLFgdKm8qg2qzSrWTFRBqTgSLsgPeAStVsSEJ4LKCqaeiCM+5yCqvZ/YbhiUCCmKDZwI0rMBH5zKp6fUcOSkRzblSBiUsPpgZco+xtOzd8AJQs/aFdcIseEgxreRh8huQlxCkVAjELdQLOAb+U38K/B+W9hWZSM32jbZXrERlQ3dZn3IuttKBCtSqZ0uJ+ZNdhPWBNwBzBXbirHAF0estlAwP0Cw02Rwid4cp0/tcrmKXISOVsOuUo3B5ONFuxgSiai4i9r7DneLgMywoSI4g36KV0T5j5z3G/AfAXY74hl8dsRMylEf7GXEcUYg/6dFEdWzB96RAuTN/pniIKDjBKR25o/GOUgcBSxxkNxauhVuk/smyvuny5dOl/eMl7//fcPdkyejaDMaPBu1TkeDmlHxlCmbpCPyhLeHjZQ7GztG7v9trfSfZPo/y/UB2Y6ZmxmGZ9kgoweN7MVXjUYBY1MXfmubwaDeg19m7IyA32I0uJPB+JjkbECH0Of0UwIdNOeU5ktsQIcRi3bh44wNH9thdKJ+J3J24V5Jm2fMa8vDeR2GJBQIz5Ybug2HDaTcsMFwwkAaDOMNHYbPDayBPquCZxk1+k5Ns3kPM7k05pCmcYe+SOrcPgMiF0RxmmbuRJWcB1MiFFASWmJ2RLUgkJWwARnLrugd1iyP7sW9t96dfqQX7Zxc13vXr4hVHo7aZ4w/s4EN3nPmctyT/mr6BHzgzLdr7qYyayXzBukEGnUyIaaYeUYyzc9Z4l2SPz/IOu0BXZ6WJpPdJmlViH47HCHWHqbHagZM2EKDVpsHR696DchgCMDe9gY7slN261dbEnY7y/oZrVYD3cgC6hcJLNPDaTQl4bCrx9yFXDdF++K0VaBi0DQlimZ0obp9PBpJwcVUX42SiEKTZaJUU8kkzQwklybjNiVKljzn3o45UNbjm0xQ9Z6Gh/GGI0f2jhu34+I7b5o6a8bk21fPlLv80amNJdEnR5VED5Eq9tS6UaPWnXnvsjWLlm7vWjR3kXx6RbK5dvDl31XVp+033EBtIx/o8G9DP9nQfdI4m9nEmAgrsir2KPs1+yPLGowschOWE0xas0ETlAi2EUHgtKIRM4hTYZUjJzEIN+PVmFxGrVYzzsdEzRLMImAf30lPi9bEJBOqM40xYWKymLCawEsIyxh8Hl9Ca8gx1BnGGNj63QZE4JwBa3mD3miU8sMJo9NgSigO1/o242Zjp3GP8ZSRoydaFMdDv5GnB1E4ZFVG6ZSIEiIqEBPA/xgRGXiRQVIglEA+KKYN7aFZCm0DueE02zaKiIpByEyQZM04qd0qXYJ+CNShZ30aVWsm6v0S382zfDS1/GA3lakpxR3p7lGUf5q3CYfUW9ECYtCdHaEBJwGa9ORyxYsNzIlaB8pujbLbTjlSNxgK3aYsR4rFTDWZhxSPFLfXcITyJBo9RwEhax0Ar0F+5ABpyb0tXy8/dd/d8tFVq1ChHyfRnemjeVgrP4In3CuPwBMQwYvSD8Kyr0ROQ5tKQXC9BnB2oGFSnlFN/fpGHlvMxMyJJtbEGw2CQa3Tq/TK6Fd3Xmb0a8xsTxiCRj1NLGjRU68uLxC9IKkkuEMlwVUQPUahU9gjHBJYAew1c/ZxupWugBvMQarMNJhaQJ3ZYILHTURi6eMsfZwNUiciZgjN0ZIImHlaZAvasVbFCipCCINMBj0xm20MUw4czmq0NdiwDXO8mkU+i2jUsYxVsk6wdlsPWznBanU5B1IP0tTpJ+5NKUw+w+qZhoZ0t2J894FIANXoGHR3M93PwNDd/E/nARDshVKgopx6nYD724Imji5gd3OmIF1ocgP7mjwO1cr76SIfzWxhGcfezr518BpZvua1a+T0NfK7b1+LyLWvXYvwtWjIj8C7OcYqL1Y9zO9gRAaqyTQz01E9zfX9WhpqdyU0Q9xDMNkcRDm6iA4PDZWWR0ilvh6ob5xtQpNvtGeCa7RtisvRNM5XHgmJTajJxwwVh2I1NzQckkIUFAUqbeIlX7cPMz7R5/N1+FgVEwLl2BfyhSZJYcmk5ViWCvwcHx0ad0LSml0JsLk0PFtdraBCIJxgqsVqXzXZADqwxqjdoN2s3aM9pOVoBn4L7LIarTHhTWxOEA9JZKMeGkGbYC6e5M1BOV2oEkzrHurRhz6mFETdH7Ge1HKq67Vk6CbuFI8AHEz0M8kKMSzPKrFwYIrDf4xmejLRnsM94pEemnuofFG550hPQ7ynR8nPB1qMINGfHya84K+sspipbolEAcMp4KjJBGWnlVVmUC5ZQYnJOniBhVsSGdWUclkkhnngslhQjrIeLLqrelh+denQMbqg/LsSww2j0NS7UvPTox96VX7n6TdXP/zewnETkgWOYRW1s+RTGwft/+q2H2NDFyNm/XXod1d1uANSg9+ZZs/UD3e0NE3e8MDTs+ecuatWKqle1GwXUFzuGSU/VjNy9CBciQaNn4xekl8+I//httu6xi32v30Fan5g52X5g+tniHddlDv0Jt2zj57Z8uWXoxsmTR6M78AWy7R3h8uXyu/es/itd0+FB5fOb/Qp4+7kiewV3BGw3UrRqFe9Ipg6AcqY77bYElzAFggGiMbr9hZ7iaraTT/2/JoLjXKiLidaZbvV9qCNBK3oz9a/W7HailZZb7U+aCX3Y1SJ0JeuH1z4ixJESlylEYJJxIrc5hxXqcWcY0Wu0tIQsloRAp02xxyCi4RElEmN1axNsvUnbE5XKeL8DjPJibBhg93q0IAAvnKbnxioq02U1EbeZrdhYrfYQWYowjcEzwGB2+ycQyQRrsicI+aFi0qDYURzwqNimOZZRh1R0An7xMMpYNcf9WUR5JyLJmPPNPQ17O8eiBMojuSbOWfGPXMz6xQjXCZd2EjJPaV4ldszaqXi/wc8tSIL2P9K6C1JUSQR1qKwALy5ioSSGe+ynVPwyYsq2SvkPzyiv3re0ytbpk+4HfGjH1pdIe9D+VfddIuA5i56eWfrZPmPk6byiTb2rvvlmvThsoJdM8dYfgr/CpBSI5+ZMxl9MfNj9Bd3+W3TU3Om3tHSWmJ75dWMLWIG5jEU+Hou42cKAcYBSVtaaXcnPOWwslJI73DlJe6zbgEIUgP8JwviLDYLFpbi6zBISiTSuQtEPsuSDTZgyR0RFEGCsdhbjJ2kOCTlakIhSdAlQnatNxgN4qDVYPR7/Vggfp/kow/66IM+EAWYVxVJ9miiqFxnTBT5gPjz6GEePczzqbWJojwuP+yyM8i6JzPMEQuuaCTkJ5yP16kMms0ZqUuDAe2KF64P1PPPKJ+IfQYHAM+zGn3DWX59XBmdcwzu2R9hTPF4loXHYsfb6S0Zb2lLSonfROi4Gewf+Fo9LCYlPgAaF4VoPAiWp41LhP02f6Xgt8Vj3NB5ren+38pHb4Af+pTpv/3VeMsYhMbIiRm/34A1JP0T9MQ0ufk3O0hQfke2kOCNU25E1TWjdtxoN/rETyTpBZt1ivm+BqqXzu2Pc2/w5Uw+U8ZUM29Jy9UaZA3bbMn8qkqnwyQyYLOVGIxomhEZQRisQkagIqMounzJpFCLUGE446CwTrAh2+bKzkpcGWwBNd0ZqEpwALdoqZdB+W4nKGNedclDDnSxY7EDuxzIESjVGUWTQUdADY1/tlfsiwFaxxriqYEjqoKATpo6mIrRgaRxRWuFzc1ixm1584CJRH8m+o1zOkcMF7CUkWTCXFkAOF8VFzxICYL5TfSz56Fw5mPndgcqQ4R+/TzpJ3Zc/8asGbfPiS98Axm2jhle8Eb8iocL5D94x96IC5P3P/tSc+Xc8q6lj10Sb56EJEOuuWT2rMl++YVLS3uQquyWFw9d+QSyHmhXL7ynfOfdVWDxr0t3JSbX+XRa9mjT9duX3n5yBHkQ4zMGi78sZ5f8gZr2O6PMR0TzJ3nGgxLSlVvtaKWVOp9+xyMV5+TwUe5rDs9gL2UPsD+xbCGDHO4cj2AXrCZRr7PpWMSoVZyKx0Sj5bTT7PfbcZGtxjbDdqmNJUYbKJx2uOwT7FZBsNvgFp/OZtXpbJwKBDin0tptOpUyylpw5TEC0hLBp6XHBp3ZoHObEJYcrJVXxor74pmx4maLI8HzXA4jEo1HrdfAi7vQ668CW1RpVdRb061EvA/TRLtuqtgANYjU7+ykxygKF7KxNNjrU9hgTeQco3Nm4KqQRko8D7rnr4F2sowvhcJ+AZhcxvKlUZ4q0HioxWvzU+ohz9TI71Yjz9gxpFJ+syO9Y5W8f926j+rlv6KFvajmU7RM/mrQZzfh0IMPouXvv3/mEtQsb0fNnzz4Cc5PH4eNEqvx9H/JxbkPmToUBLkoGq2JypypOTtyiLraVY3VNTNqsIYrtZVikQshSwJg6SQeKS+ZzPr3lK0/nNk6c5WttNZoS5xIIiYpJnGyzgkUwkiuhjpkrGur21zXWXeojhNIXV1QHfYZLImccCSMw94gCpYWE1Zr1c7XbtKyaq0EFm2pqGZqxVpfLTHmenOjucROanM5f7isLlFZptUNChdyYavHaZXcVqskqBM+a7kVW6NKLosSRACI7I2Jx2NHYscz7EwRStTfNjvVkG4H++JsQkN7t/tYOzU5lNFhjHgY4EqjD4ofYnaKyZgUflsuUrQWH1VjshbjIGpGVgYBPpVn8838Sr5ZLsqjQ5rgTsHPxc/MmzvhcsS/vqnt0g1/+cfDXRPua0WJ9EdkK5o5bOYH27f8HcWPb3j2omebNvpP4BvQywLCaH5lyaofG1yB1uV/JJz4ybpJnwjGcaHche9tnHbJAbCkke6TMdX6EaB7zAFeNxt4nYoJMi9K1hUF6GoNUlmQmQmKwfIgcZCgEl92JuhWytfqE8EAU6qXtAa1h0aYWzzIk49KHS47sTOH9UjfhfOlQlfgcx3S6bjgKbXnVEseYvLEPKwieWEubJbMklqTyGYtXBhO7qPaAA3t9AGnAx7YkwYDgcqRuLunGfYzAeWskydoosF70WEPYs4WSIYygeQqsMztihMzHAqbKi14R3vzwvnjiHulPOeu00+9/sbj/7jrq/uU6PFF1aPfqPuG/Nk242r5F/mbq2e9JTcHdu60d76DZqDL33vePafFeGdL58jlQ0uMZzxliOK+t/9rNsU9ApJ8vOR0O+0hq1qjQdgf8pjzrDm5uV6fA1tp1Nfv9vB2jVqgGpNGp4XG9MVonBCsyJ5YLBpH0fjxWBr2o3ExfTAObbIFlEBEJuRahpRQRVYCBk10YUd2a8O54dHOudeNvaZGq94mf3n99ci9DbnZ0Al58rpIbs4fiuMTR1Tciw6d2UVGnvjwSflWuoAOktv/Cvt/gGanMQuYdmY187F0ZSRcMsY4d1z7OPuIBU0LxsFfm8tWg/gaVJOUXHaAa9SFSlwlrvy104zXeK/B16yePFHNtIltuK0tGc6PlJTUVNTMDV+1WJcymXQrWNao9lTodBWVq0eunrqarG5vW2Cfe9HYxskTxzWNGKOqKA2TLmS4iaYFxenvoNIV8EuZqOsFzkR7TLCIPbGMs4X2EnXFxOPHYp+lejJmRKomJYJRkUplDk1xejtdxUSQdebBmMaz7Q4l2c6RzeAcjJKJMpyN6cCVTLIBGcjSc3g4ZUQBYJEBgcKdhN5X1kkukY3V5qFYZdVAZl8esjuCoXA20mR35LrCMXd+0mI3eWdFomNtgycvLtAHw2Ov3jDsVMvNDdJfn0XW224X5KPqwiGzGjpGR0uqj466deW8pnB85uoxa8Lji9dEJgTXpC4FY4a35EsWbemEgPxFrsE5xKJpmi5/gTjOYjbmRCNoRX2hNcdkcUbDpdFZCwumhPInRKom1Bab6qeserFt7rwFq645oK+ZEHcmA9XxUDRuCidGzumYMmHtnGG2tqkcN3YCq1Ut2lC4LjWvpEqfP65ofKlBV3uNSzcmf6rDyHcZdVqTw100yAG8oSTrj6A5+BHJgVUaH8vwymBWllVx6qBAgggDYzye3tsA6sjxvWL62N7MqC1lPIHNbyph70iH5Gb2DjCw3/rxx18Gk/k//njmYUWORKD8sVC+n9kktRh8KuNK4y1GYjQ6GIR4gcOqsNsLSpFDDPh9PpfTqfeJeq8YFRtE8rWINoudIhaDG83IrPI6o84GJ9kMSlaQE93Ijb3eqLfBSzZ7kTfox0YV9Suk2vceb9+rbECFAnVVwS7Aunhm/Hw6S5qK24+O3guAouQXAgYCAhUl41Q38lf5y0gEVbFj5//Z5OOQZX6nbsyyO8djn/yorNmUO3XKSL3sm4+u1UkzLq+7az6365i1wXes6aqpSSH9Fi47psqJlxwrLHPwxzJ5fP2nlT72MQ9J8zU2tw0bNBY9r9VY6NhNRidwakbP63U6s8ZiwkaNRSSsGpQNpGZMWDSZXGGnM19j8TFqhhcEgsHMosOL6DfoWMYSZDxql0nEBNQjXtDpNGpMNcvoZz3iseN0dRDYEh0CdDDTblAxM/qkksWZ3VAF0sQlg0m6+G1BG0cX02CS9Fsxz4IGiULySZRLF1SY2conx66aXIJCbe/JJ14OjODxxyMPj5wFS98TjYcbZ8GS/to4YcUDU5+WT++ejzJx71j/1wIBHlXFNDJTmLGSq7zcFmscwTHDR9qr44kKi2pEDP6YYTTVY1tTuJlu8ulQ4yu38XqFxTakP4v1xRTPBFiNwETokNNoeUUwlvUhUI2XDtsT/MEk3UsmKMOgceOYXeEBIKEEoGllUFEZDviFKkcVoqxC0ZHj7ITRVxRGA3eUDM1tnLaobsHbD7XUyW+gNVunrZkULp5xy+xFDy+uwuir778ZtnLLvMvk9OW+O9EjOaX5FnNkdJXsQPPHyekq1pofzzcFck1SVU/E7QnvKw+KXqeh+rr9d5LcV3+ITlw6uH7JxGii9eaLfvPIxNUz641PrO00XnXPb9BuISc/bHGUBmzLIx0dKOKtK8nR2DzWgpJMjtkEOh8H+zETYNwva6jw2Zmb4xJMjFpDAd/QA/KnvMKfKGPDIFoMnM2fGMyCwm8DDsi9YypsSF07Xv5y/LWphkKTfCLUfOXD+1Yg94p9D1/ZHBr93Itb77jEeeYZMs15yR1bX3xu9KIv/3Tk+assmzdbrnr+yJ++XES9f0DTKcDnPKDukVLAGi5gmIKCUg/O9Wl4Hafy6IK5HM5TqXNz2UhQj1lKmVToA4vvAQ4ONBmP9wAMKSLGo5SlI5v/fEMwE4S0GliwAWn4kfJ2yosjiJTIV8hH58EPbfnLpYuHSMlZazY9flGhuTdZWTd2jHnJTA/6yzH5e2Q8tvIbvLQwvGD+DUvunVudw69Ec83m6UPHzNRikulHGqcRoR1JJio5CgPRKFdRVhyOlLpsZkeuFfTboEqlDFsDKR6j1VUss3i8vAJZKTbZ/Mk4yI8ENafitowwgh0PgR4HvSRgooIENgaCNo+84t5x+M2ft9w/eWZt25NL3jHlm+D/ncVPLauVv5o26h1/IOB/p6Cu2IG3rN4yL4JOn5742U3L3n3qusB9bQh+bfcFrnvq3fZNXRXyDWgPIfIQtNo5MrUikxdQzc3l1zEFwBQGMSWSPSceDAZVFUGTzqIHbsCFggGWNgU0k/ehNfH3YxQafTXlFVyShy4OJAMmJdoRcyialQc0WV7IrHmB8vkMCEAYknPgCAWIvWHcyM8PHvz8kVz352Pqh1/c1rJ+Y2riuPb0AWR+LDJ0krTq3VNvvVA8dtqY0SW/f+cAeucdbtc776ADfxCLyh5sWfR8JPz62vlv1FQZPiCN8kq1LjVu6Kxi3Ci/wKmnNQ6fouboeCD5IXYGWiZYRUH7qbwWDVH8LYH+d3iq67gAC4sAgt9J7tfEnc4D4u+c7Pjc8Xmzcmfltea25vG5eW63otUaa9pAaPTm5FpzcnLzchl3TkGYKfBC365nDQWKVtvfvVOtS+gv15w0daFrd7AnHSh+0g+7krH0ZFib921ubkFbMSru9dBzwdZyVN7LFIgFUkFbwakCrsBd5f42J8faCmX2MpFWKLLX0IU+lLRtAhJ6ra7KbH5Mc18q3Zc63ZdyAQE4+8aJP6QypzLHDM3tgyV9OpI6KZ6mS31DPR3InaKWIvWtMik6K0JGNaEDXByg0+SHFJeqnQRQHCl7SmZMqMqaSXihzlN85LeaEVWjps8YW9lo/K3n2Tuf/O1bW296fOlhYjggP9P7zNaPP9ny3AcHLmluvoQu7NeB2toFK264rKHZd+MtPTt3vH/Vz4t57S/PPtH7h61PHzvSeflVVy277MorM3FPZ//X5DElX72EuV6atsX3lH+Hf0f+l74v/WDl5Ohy9E7nCP/Uovt8gg+H0SwgP7f9kGO95Vu3NjyLRw57QcEhn7pcjdXuMp/hIc+uBrwWb8AE38IM9kGnukp/s0TpwFTzydPtf07XZ3qO5kRCf51WwnhpEx3By6RSFlLlRpleEAzo7FAgG+0pOhYI0bkME5nUU354ySYy9uMbN+wOJ195F7VclFy2cHrHuANLLvJVoaaNiXBlYamvRM2jKxBqQqOQ56Xuh+ZOWPrUDRbNh9eXj/m+pviG+Udz0eHFTdWDKuqCsWaq9jBPMIzqXuAvasbO5DMhZJaGanEO/sn4DzuryuFBzRiVM8L/tOE1w37de4Z3zftsn2h1H/u/8mMM/SVUCJKwSWCFGMJWhLCAeYKwrws/tU2vd8NG0hutXrBqJZc3YbUGqL82JxTi1SqexzE6FRFQPiiVak0g0AEqVhfeIul8GkTzTDUb8lAenNguFhTQQTHb1dqE2IVvl9SF0ULoaCGmVs7qEurX8G1MWPwhko5FU7CJAbtuj0fbU3RN+7s9BVeYhvp4FLZKVLWvoR609psBWwFZX+bxsMnT6acUgbbCCUGCFROJzFASVpiUxa8kndBUrSzGKogcPA9lCfDZJ1A+HoKc8gfpd+Rv2U8+f/7FExdvven1j5E4ePAQqa5u2PC/4PfSSW7XmWryzs8jyYtnLiKu3cf6ti3rvOqv97S0XH313Lmr0luOKb7a/n/0f8b9jTvKmIFjVjC1zDPS8AcDzwRwbQA9m48qvVu8+D4PSnjQljxU5d7qxknXvS68xYmetaMHbajWhp6xoh1G9Joe7eIRc0u35bAFW4JdCL3aHUOx4mo6A12wRHML9Ux8nktyfSWopGZEcXFJ1YhSxy0GxJSIJbjEfwsH+kz6YAqUa4UfU/U61Semu4+n0sczEz//0w9ZMXUtKIk85oJ4jHXYhQQuCOSzFL/NNGZSYCZWAZi6EsGnl2kKD3Wf/u3gth3v9MgPzFv4IVqw/yBaMH/RvU/Lxx99Sv7TxMlb77z7sS3I+8Tf18/YlnoK4V2Tbuy8qGBpKvUF/sNB+dfzFx5+ecfvetDlb7+3bee7W1DwkSc23Pv4U/LxCRdtQfmo+de1IXk7KfHFHhln19ApIpmL+4+z17FN0Mcu5leScYRmkmay4WKRrdQuAsuiq//r7TYHDXD9KBVq9Qke0NS1iQ7IwQyjtm8yCmSTWstt4iWTJcG3WpCFt5izeGqmeKrLcTEMHSVXriO61/DtjBs4QSxaTzE0Fm2PRjIjt5QsKqpkAEeIROgwSpOS70yRjEkmmHiMsYQzYhoNWblNvqNp5Ylr++TPUOjbj1C59quO5ztXYYt8x6ofIi8sQtLf/4EGyyflr0ajolXXyEcpjTP976oYJSevEKRvHI2XyoQQsltClkoLqcFIyc0LFYYLe4MhazAkBjuCG4MkGPQHPIxRb9IKXWTrNp430Y2HcdONy6WlY3LUTLIkHouWxkrpkaEsai2LlsUqIsXlxbFiespcVG4tKi+KdYRROBwLhbUlEToKqKkC1Px4WbS4qLSsPFoYxK4G92Y39rjL3NjtDuQ+FUD3+xHnRwG/2saXCxsFbAJugwXBqL5Ej2boURMILiObu5s8zdgYNXn6ZZbi6WfUS5ZSTPJoKhVXUtDOHjV0H+4+1n24O5Ng0Z3ubuhGrmjcGU25xGM3O6nYEvfuRRcciIedlFuIn/XFon2Z6FBNDZhlN2eEHJMZ95rJYKv61ww24VwGmxoF4D8MZhzya7GK6VjysLx1+J89v34iJX/btPCq1nvvn7o49HHeTQ85/F2v3CEvP/PQZrIgnf77WPmZxu/ReFQUvWQBUt09TkLq/JtTCdvgipHX3TaiuiR5Q+EljU6Tq6hoBTviZ5H77syTb79NZsle4EVfKzpkChSwq1g6G2pEUgtsCLCWw1Qnf4XjVDyhcx8wdIB+g0LfoOx+RAdGFaGkP6kMwidXnfkanZFL0BGUe/KpP6LXQZ+b1f8ufxv3PpSpZypRWLJN0yzSXKIj0wqnVeDGwsYKvMKHyrr6v6MM2kdpyEq/faRt1SJtr0Zv1Wj0eh1CVEfJUWH2JPdnFTIkjEaTNz/U5kd+v8lb5nqPxvJ21ibt9oT3ZIjeGzedTOg1WrVeV27QaBnkjLpcef7e/CJjr0Hy5SeiBrTHgE7RSQ0aDJ8bcKsBgXbzvmQoV3SivAJKp73lmU+EGRLlS6rboIN6URd+VNKUK1NVEba5Cgj1hz4qStJUAxLTdOzz8ghIb0CdkwNowNBc4DQ9FelTvETLM84ic03D6b4asS+rDmVm4IlE2imuBEy8kByMquIWqgBlMIaSdpU9m60TzgYEacBQyIYNQ+i7N2evbLnB+WsCKLFZ/kOXOOeymjLPIMfsPP2kycZtroqxN64cO8qWF71l8vSb1jyMP8ZoiP+hnIW1P8k8/vlL69KlkWrj3bjI5Bg6172oZPjguklBf1luxbp5I0evVmxeVxaeBPSiJrRMyo85Ha5EhdPmSpAkmsYsYi7BZJpnWhg3ehrDeIWdfl9OAa6dAtcCwMUoo1QSsL1I08kohVfB4Pr6OjrNZd36mpODEcGILeY4webMbaMeFcFWYHxPlwGyTldsO5kLD+0UThbrGaRuUj5I7/YlmmgtpKYJTbgp2lqFqnqHDh1fhtrKAL/QZVJ9tK63vmBttDOKo8NHERxiKUhRadQQNRotjl5nEdfLKrjBoj0sot+gwQ304zStLGIV3Ai1+ZCv11LQqkbqXpoB8SqgRmjJ6P8Cf8XpJ/7QfrqPDpCvF/tS5ppUJPJfUIKmj0dq6KxH/4IV8CD3/4QONn+lkoswcI9/4A5eQH/736GIXJ1+XFcc37jc4V0wR/OGFxnWjx/V6rp8kL3y32JMQ+15GEPKHp05aFT7xbmh8MQrxP8j1c+8ZJ57armN4RS+sCbLF/zU6kGW1xhT/3dSgdGUEFyjTCNtRGWgm5E5o7wzTFNtU3NmeCnr+IdL56QxaCvg1L/lE84BPuE0nCpABQvj8bwThahwoUVhIqdKUenCvAxvcPsU3mCwt4pI7M3vwv4dxW12ZAfgYr+kz/ACyYdaAe5d6L1XFSPJPcAU3Euq/h1TqASVPsMUwAyiM5coI5tOp1Nn8wayLIEaSVTJT9X8W0YAKmXkQj5AskYRgDBrDoEAsVJcCOST87RMYAOpVdPvtGbYwLZ5d6y78pHWax+56VdPvTdr5sxZxoZotL62Il5HyX+o7yHH0mpK/r88Fr10yvLFrS2VFesuXb9u4XX7R44eJV8XramsiFZV0XyiIoDZWoX2g0wNM4RpRte8Bie/k8IAs6aixlI8qmo6My1nmn9G0dTSqfEZVSpVqDGn0T+qaGTpyDjvyXKCcgq+AOxcwAnYABC81eGiALALVo/4nj5D8Hq9SzgZoMBzWE+6KG8IlZ+qR/ULx4xJnpCQtDBCr+WeGoFGLExShmCMiqKjLRfl9poLWsFC6FVGuDqAtH0+9JIPnfB958PlvsM+3KYA9n3Jwdp7HZT+V44jOFZdHiprBYzpraUYMZQykN7BCkY0tQ1FQ3ulatRajaoVjGhCTb2xLCuILRn/H6EOhwoPUBiEwi0oi/gXPPhPbOECXpCiqHGWE2QNv6pYlsgvQBD0v0WZ04+RhY/+/Psu45x4XXW5r9Zxy6SL1duKv1tx35ybn1933RPs8rl3XH/9xpZrn+i44bn3ZsJPbCiP1tWWJ+qAEaSBEQyKUk4wHtjAxyvGz6otX7v49tVyAcWpK6dSnLps3eola9/+Z5wqP4tTHiYG9stIdBkda3pUqgf8EAthlS8azQm9kXOOsI7KHxkaWTKqfIp1Rv7U0NSSGeW6pvzGEL4Aj4wGllNmZnUVJTjOIOgWSvYJdkxVhO2DhyeUtB9dXlHCbrecEpCwkIoSKW8DyPuTIkUuQKAi76kkSi4cPrzsRA2qWVhA77CeGowGLyzTe4swYSMVraB79MYpUuja6lBdr1SBWitQBeDEjkgbKLG9VXDt1dYhaEhvhL7RC/gRWdKkiBwXK1qsBtZsBIQzmxUMdVFkYo1GdmWjeDpGuX+KOhMz6UQgRs4TMe3KTmYw8j/hDmBPe+YEIEk6Y65u0+lAs5tBXcyReDR+HiIpeSvnoxFFHxp5F875W/7X+APiBPDn6Jv6+bFBV42s/PVM9L68z1RetuKRRzetfZy9BLBn3YaWa59cew57yhQmRLHnj+Ki4fUrKy1o06PTjHddvuDZq+XIf0UcjomexRsR7JUSpor5UYpwhjAeZR3pHOkZlT/DOtU51TMjX9NkbXReiCGEfnwSQGoTQE6gHNMpgNfCZNJ3IoIiC+0ZKQGcfqGPMhMGCawpB2CeF1B0wiDlCaVtLuTqLVJ4QrwNJEqvFECtARRQeEIcxXvzlM/bAdDzltTMB+kigpYkCm1UWul0gsCurKZwBkUaGETkX4RFBr7/LCn6KJT7ak5eICfaUxSEXNJv43EeClSaG9D/BmgUZm9TmP0i4PEdT3SRWxt9RJx7xw3X3dNy7eM3djz/3sWzslC6LFkFQHr2kWuWyE9udDyPCqaEzoyuWDTpyraZM2trr1t00+rLr+4ZPWq03BEH8CysU+Y9SvR/zXrYwWYeTczMVcQ8IrxElgK0zDsMeoGh035Ee471QBPLK1DcgARlKG+gDIVB3qG/jK2rH8vX/bTvktnjrt81b9pbZOnVLa0Llh7YeG95afCBjM/7QXkSuYSrgzIZC5WRHuSwKb5qKO3Bu+4PlkXv3Xhg6YKWlhXk0Zvemjpv1/XNsxf9PJh7a8ygun+uE2E1ol6lOa9OtDQoKFBJU1KgWrzlbBk/7ePrxtbXkaXwktJy5SWtLVf/c50cSSjCFDcpfjoBWvbgipYWpQnRsuD9Im0h99bPgxfNboYWTn0rO6cT8yjU6XImh3FLOqfZYEQMa1NxGhUTPbZXPOaoObYX6jZQsbMdVhXnBX8oDF0gvDR7x7oJI1b//NXqERPW7ZidOeJcyhHOLY3cven52257ftPdkdKSu+6lu/feBe99QJ5CFnE74b0MGujIsxUPJ+2OjCKC/gee2vTc7bc/t+muElqWsns3t3P2TnjNmp+/XDN8/Lqds+Fo/PA1nHsNvHSn4k99IL0pW76X0W3P9RoZJhqN9lDY/5e3AU78hzfKn+GedPy/vvfHR+YqfYoWMwy/hO2nX4JDymQdaPF89pGf+9n+XxbMh7ZvAEFUznUz+Uy15C12BfNwziy1aDKbGWQxfyuaWgvymW+BgwQWXU2nu6LDPOmKidbT0Z404pPyB0yJqsxcf6Bi04En4VC4DNMonMDbUOqgoGt88MSaVZ8+2aRjezi12zLngQkTNs8L8wRPk0eu3rJ53uzHX7m16of0M3j2h7WXjIhfMqzpittnx7vpTN/MfexUTszO09ci1alVHMsyWo3As3qsbVCNV2FVlUb9okAnUsZsFc+9SBqU+buqcGbSUuzWMy4dna5LmXCUiabqm9OpemhGdqWMKIB/OiOc34SyyxQW/dKfWVg9InJaHqGsh9O1AtdHGIatZq9nWPoNlbhJjUxBP6wfQT3o4Jkd+Cf5BvlGfA0W0j+l10/EAnpOnqLg+RS0kp3KxgAmQyQjuoHL1pyOM2O78NRtHMd04d9sQ0iZwUCtExN4HJ+ZbixSLwIEqKOcVvwkdL9f8btOk2UWpRFaiXfJ/fAOnJ9Ok8P8AcYOBwCRs1ItnJl8DACDt9+1vX1YYzzoyTFHHSaDhhXSacHy6fEhJYUJo2aUTmXxL1ZwiEun8fZsWcoIomyEwqFkwFATC+dnyirw5prLMmXxB37sy5Qlapp0gs2nlNX/P9jO/RbvoxmECHgL99ufC7mj2N5J33MgfQ9eKTQp14B3oAOd6XvUr/4whrZnTfoe7i14juKxjY7e4N5KL+nE+zp/Wc3FaLnpe0hJ9roy4ShenV5KhnVC0T8fpM/De9+CsrlM2X4bXtOJ74WTsV9Wd2bqRUqy1+nzcVJy5g28iT7P3jDwfrguDDzvNyklpJfQOkIZv6zOtI/WY+A+pSATrQmUlL6HvQHKos3J3Kf0g5B5ny1bY+4obZW9M1PcQH9ly8sUp/QZrdm9St3OvVe5T3vuvoEylXszxdLbadG4/3/QdO635AaFrjJPnIWGApEjneneTgajbmjPtwpMBloOC6mnVzPAUQCU7R8oT620OzsnEF5DhqeXZDqJ+66zp/MMlT20TAWWA/cqU0GibhbLRZ09cC0GVWSv/OV2JvN+pZ6c0jJlYlrFJW7DbZ0sOvMiuq4T36SULt94po69snMABtm6+LMOumxPKDiBpkNVfhbPwuubbF0sAzPVoj1ILmIRrQzA7OeDSi/jzL1n66JAN4NrpO7Mi0B+vXIxvgm6hRsCpRNAzdsVGOI10NcUd9RncceWxb//y9p7ADZ1JI3ju6+qF6tZsi1LliVXWbLk3iTb2BhTjW3ANgYCxPTeewslgUDo6aReyiUQSiBACgHSY5JcSC7NpF4glyPJXTpYz//dfZItG3K/fP/vsyzpSXpv3+zM7OzM7hSMHPTjD53FCCIy1k6F+ZTAjj0iCMVPXxXQCfDvIr+KREe4wTQkPCuPYBLPGlo/NYsefrWLyoDvh5Yd4GuuvHCA3IKZH+YpOIrwaDR+wvxOuIXgh34pwn/0P3vOFSGi/3m1C76PTgqzFBohQOQpcq4Ijx8jiPQ3ly4+cLWLHi7cdCC0DIGjOQCX0y9d3XIgalzJo3HTPbYi44vgBzGPyA/iOOy5IsKT8O9CWpgvCZuLsoPuvoZGvVCLV+nIlWGcnSK4DS2lNqDrCVOz5cx8dM8rLyCGIjzbPa7D4ytFxIXIVbshQVsEb+imYV7phlPXjTqRtwjyugVCGM7ua6LgJFxmjnAZ4vHQMvh+mM3E0YfQSL+EUEqYjRLlABnXYUgj0kUc253PRmQMGeC4cz2yKAKpIWoUsB+IgxKB2j0qw7CG7yPCGr6T1mEnOBXvdlUgoMLlGLPiHa9uCaM0IoO6cRSWWhE5RKRWWBTRL3UWY3EUJQ/l0fwoykSCVDxGwjyJBgndfQ+WZPkNXwO770TNxAg9QNeHlqJLu2+HoQzfMkq26qLHSzerdkuWsJwlsjbMChG+7d1GFDf0wnW4A90Ij3TjQGTIA6a7HdwfLTBhiPCIF8eZSAFRPtLfktEfQliPsAyViWQljdpFfSPjj9ADQxmWm9QM0jaZm7WRuXkG83E3j8zo/RuC8qOovqHfcGJfE/4hPG/j36j3on6j/tUzp7/fPS6x9NJS73f/aAVtgiTcppifWReueEsyBAAP8COrtxgEQCXoDwYida8ejAQtYCyYACaBaWAWmAcWIcvIb3A4w0826pj/E9+b/hfnt61YAf+Dnj+uWBHS4/fly/Hn31esEJToqVqxgrmA35cvx59/7zn79+t++wdt/N7zLV+zAv8tj3pdsRz/rfgT3yO+Kun65/8BvpeBVWAd2Ag2I6tiJ9gL7gL7wIPgEfBXcAAcBsfASfACOANeAW+At8C74O/gY/Ap+BJcBN+C70Va5V/nyf4ffB+hzx+d77zO+fj7lOs8+T9ox/Q/PH/S8uW/o39Cxivk+MrD5EP4Mzm4uu+as67e2+eUJELT67SFGaP7tM44xHTjxd/E25DjFdfccsWfOCfMbtFMdO2xyGjLo9jtf38+nnuyurpCW9j3Ea+WgnJQBQaAwaAO2YlNoBXcAG4EU8AMMAcsAEvACrAGrAc3g1vBdrAb3IHstfvBw+Ax8CQ4CJ4Gx8Fz4EXwEngNtIN3wHvgQ9ABPgf/AN+Ay+DfWCI5DP7oJxazxL8u+uk3XO/pMDiv870JNZLS58lf5zwWfZ/f9zv0tKMnn9vTti4Xu7/3fl6vvT97Hvt+BP1X0qKwv3yF+I9YL6nnU2+G+L37h87bV3Sfg86HC9FJmBGXr4hqKPpT3+/Yvwm3LBduWSG+LocLVqA2ul97/n5fcf0PPUz0+x+cjJq93unRX0fxHLLXd6CJt4LGtasATiW2g36qcxh+4jWAnt94YDjG0Ni7C1lKnnZPO8Qv2V58CV5XIJcNomPJ1RM7L9GxeC1gNNxNLaOPdM+By0Kf00dCn1O4FGbPb6I1qWVRU/gM+K6wBG4UzxskLCF5h2Ep30W9gNvBmg3f9RukXhBWEpvCCwD3LLsZ++TYpegj9TL1Mrv5ygL8m63rc+4N9mbir0NBG/vXK43szaHMUCa+Dv32LDtd/I17NlQUKmKnX1mAWup1HdRC7g182ZVR1HmMk0PgZsZBXyF5UwDE2c31gPjplEFTkgoawsuwWZCaOuv8QkE4ekwQFp6f1bp//Pt79743fj99Ze75ueg7SB2b9+7cQWOeGrP3/ff3ojegAW2gmWlhhiCMqNEMlYhmJw+amQJoVhqKZqSxaDaahWaiVeDV4ITJ04c1NIwetXh5Qcns+amZ4yYmD6pRSPoFGSBBj3hbcklmcnJmCT0qPser12hi44fULpw7d3xbdcXKpXm+mVNjjMNHUFxR2Qj0SBrTbLU0L53a3Dx1Kd2WJFOlZ2W5ktqA50J7IY6dxytIHo9H83Y7jndBhxocUN/rSc5DPEHeNefE8/ucfM352V6oxyH2fl9K+F0XfjeF3yO/830+933v+3vfz84+7UfuR5/35uR4d+GXX/3Z/uxkfCTkYyfqJ/3Z2X5qOH4NWfAX1Lruc0P7vTk+HzkZvop/E0bj11/xybvwEb0HvXjRJ+Hvfn/2p+gD3IsORuDGlqEX+JzPkxuqQUe7vd4cyhY+SeDRwSV82Yc53pwsdCCuHffwXB+Oo6bN7OGx3pyFeXU1Gr8N9HlSRxdgowBGfHFzc1yr6fOCsWHhovqGhQvp852Z1JGFDfWL8EfiD5KOrn2SwTaQFnFi+GrM39gfDfM3TyAR18vKYDqzLvTC7HcXopsfhdTCd2e1HBj/3t7b3xtPFH0M2ryjGLSj884jpj8wbu977+0dd2CM6JM7GG6gNtGnkW6GdX5f995GnikKXjht0V8eWbjokb8sHrV02ciRy5bRpx9ZtPDRR9FXg8hn9AQsvL3rZm4ncxNpy4HGDzZwNcBuA1rySudg3Im9gD2rfUY26phsm4W9lbmdwmbhN/S4BS6EEvRYMFp48YsvhBdh4IsvYCBU7Emye732JA/8JnIU2l029I47hgR8O28Yv4Pi0LWb4QJ0pRQuQG39iq5CLXyOW4A3ildErvQItybfdlvy2IkTiQ8ofAb15XBUX3r1hM1xdbtWO6OOIV64zMsndQS4w32h7/z0egD7doy/YacvMOSOO4b2BXh9FHj4XXgbgTcWgYnopumy89VcYxjLfq0VmtADB72RzK2QhyqIYwuyYAp6oFdkwpXBfPTAr1GUoDcMats3CiblCF8MsLooOEw4qFsOEwqFf4zfMW3Q7DuGCR/5YUJFP7nwFBwmragSvvLC5BvvGU0lC++ePy+ch5nnz0M31ygc4AP9YXyu8MXY2nGtVc/dK3T4oKWmUCEcgHXqslLhn35obXhoatXUfQ0wsVD4urpUEjqGLhfOo2behW6RH38SBrBy9ktgRhK4exUPm59JJJJCLGqhB3Sv8UDHwzeE3GIhB7456eftm3+7edPvtwifX174+UqoO30G6lZ+DtuFmcXCAHisGO5Yd3XLpiu3bP590zvCO/T5JV8sPSNchrozS79Ygu4/S7jCbuQaSD4qAE06nob4hpghMQDojiYpxNHyUbdnTiU/WLhVuHPX7bf8jm8N/R8PGQUnhy7G2qJA4Bo0oTY1VRUCA4Xtm37fjAD4EPriaFr4NTd0tBcYSO4UISbkmLdAEvpghUx4XKbgVMT2fF9eStifPx9RE8kiu2U6NNSuHj1kVTYc+PDNfOdFyTNvMO71Dc1r7O7XvQMqmbemP351Q9W41Te07nxygtTp/Pt7Y8eubRlQPPwvefVr0f2w44AE3Q+JvTSYn0dCOFJ6ggZMuPPh/U/iFhUBCIEEEdMxtZ1PSR7Oq5sESw+0zH9g15iSSenmexcuvL+qQRuXNHHn/XMC67MdOUzT6LL7kxxJ/ldnaazL5z6wcP4+f3X/tLn33jujaXwqK7ln/uIHS/3OUfuOl6YlEvkb6LrErEFwxSP4cDxsShgQdM9uOPC2AzU+cd7DS+Kz0nbNmFlX6rKX1M+YvmfUyocGFscufOuj+zKqF5TM2jOkaN6c4mG7JzWfufet9VNI+8GuS/T7qH0t+oBHD26MZDvE3l+UtGntntG1j24aHuepW2y558Z9C5m39j756qQhnx29Ladq8T7Hi/Peu5e04+z6mP6YrQdWPBp9xOs0ATpIGEwG1OqjMAm/dj2RP7TEnTOhsGBAU3zw7tEzVt2+bMg4tl6lL0y/o21SRr+xZlvnc0s21i2bOGVbljgPNXatZn3s96R9Z3R7RpOW7dU+ZaTjA3vHzlh759LU0qrQk903YH797eoTy1cOXzFh4nZVAnX+eOezSzYOWzYhfA8KeLuy6L+F8wS/G1wby8APGDgp5lgM9YwZxibADxKgURejVplU5gSrQhmrtMQnymVxMsiwEimQgjiZWgolUimviTWplEper9ZADU/HJ+hoxmI20i9ACGNNcTQOTgyCcQAXiT+FNC47TgrMyhVq+gASlCqpktbI4CwZlHla55j8HXNMvnaTT/N+q8kXPgaesx5cNh1vLIt5pNCBZsUfpkbA5V5a58wlApFFTz43nzz9Wid65ht4bT6LfqD/9uoI4c4Rr6K/EbANvwtfCHfC+5qE49B2n7AfZjQ92gS/wy/9hc/ug6OFN9CxENO0Gn53nxBD6IT4iHmY3Q8MoH9QYzCptDqF2sbSvJRiKd0zsPMQq5Cit6CcU2tYVkbpnVAiuv+e6sCJy0KnoOfUKZzVmLy+TMpydce9RRYHDXbm4au/bUF/MBU2CY/gJ/UZfPnEiRPwhFCN3t5CsCAtmXIgeupAVdCl0amg1sVzUjmDM5Oc4j/jGV6uuqSVxEDmEh8TQysALQOBgFicQYOhgZ7WHljEDMhRsGB71E85FgkXF6M/aMYZj18SiuFLJ0+ehGeFkpMnEQwcwscZgo+SYILBpFbp5DaKZSSUXKFjtJRawlOUFPRgocN3VtNx1t/uQ2i4gBNuoxcRCRzvyCnG1gpSEPx4htXamTOdVCm1+qAKpkr7yVdT+40x1PvUUWakQDWGGkdepYQ9eD04hGD4DeFBj2R6WdBotcYbUkBqIh9vU+KAFxnvtMsSEVGOxSvjnCpKSgKFcf8v4JCLdnRwSkOSEmCtGQsbkgm1OyONkRVHOSGMuHHJ/PbkkEFt7S8KH9x+O/wYKutvGzpAeKt5UN6+bZAXfn9grXdSlp3+9eriPI0h9Hf6thNwttG1dM59g6eqZItPzJTqKnEWtT1CHfssgtsJfGBesAomg2QbDfU0DWNpXB6MtkuNADIIy64UW6I3kUrM0WqkmTabyWuiTG6nnU6GUinMcMZSGtVWrU4NAUlHgrMQXCbh9oUk8jd06k08vC6/3NpKXPjFRDIY6d2JX/XRdXz+SxJY9tmeDK8Sw0izO3t2/edV6X+Y6jWcyfXVeXE10h+s20b+k73jj1K6MmCAMIPJYt9EOk8uKANV4KvgLFc5HFkIaSf0sjDflSGrCuj0iTapjS8qzPEn2W0Su2SJ1KaXSm24ygE1xA5L7VCNfdxBRv/YrWbVk1K4TQqTcZ16hCtb5W2VVKVdZbPDQGF+js5rjrXGZsVS3lhvbJFfb8AxVPKkxAR+Q9WeKqqqCMfWylheLpHiKnufnCK5HVrFDA/EAmslwcftPl8ADSbsf4ZdjjXnL2te9vnIsYhrjZisJ5K0B8ZqQj7fKRLgkwZJZSqedujE1AV5AQopnBHvZJ2fDie5Nmj1OGYZTdt8nikXXYBUgzwnqXFlYrKEfyrUEmrlXVP2TW8qHftQzV5HhWZovaXLs2TKyaTYmfvmpVumOwzxwruW9LS49KEN5bNi5MInekV+ojU3jluqEdbBDfqipk3PD3VY+R+KBmY91r8Mwm1Cq0yZ0xK8jeeFZ6TSRbdQ0+IrHLcrvipQxQjvsEOKncMkElepz0X2ZdqFGfTniH64RuSR4KhnrPBOK3w1Dr4JP4HUSQgfh/AuCEdCyEH4CnETU1rjzBaFRQaRHi6XL1FY9AqFxWqBUgu0WBIUCoM+xsWxsSSzSAKwwAQrHRNHaiwYTWYDJ1ewEIdYHFHKOAmODSeEQWQ61V6IMwwWBoiIe9MXaj9FUoESeuBiuFFpdaLCq6SwexSEyRHJzKGDSBbSn4dOqYpIbo4S//F9n8XKpTg3x+cvC+8sZtk3r+Z44j5K1wgLYIerPHc7fIvk5oB/CS39RZzj9win2AfQeFeD4cFYygZUNnkODdGQp2itjLOJCaVw+lOjRu68jX2KPcXSLMsppJTKSXMSCDyBty+TpPatl6HmFzSuNefHtraeCnVcJsIbi+/Iw88+8MvjoWeFD2Aq1Q+mLhZOwSC1JrSKPRF6gSq/WoLh2SFcYl4h+kBtMJE3mUxUnh5SrjjaZUnQqVzZGgg0Go1NQ2t0MoxlNI8CCzo4rIZ4Jjl36nIgcNmPMEwgudxBItYIHL3LH2hFN3utn3nly4cYZX5q2Z1+C643uem5N5r7zRQuwVgqe1XcmGTLpur1oX8hEP+xb/W474X5xDfsFMmLqgbTgkV6JaTQv1pJM7RNpdSrVEpGwbIKuYyVyW0KVq9gFQqVVmbjlTKGZdBcqKA4lRMnGA2cu0zSfJoK0TjVvOnzbMzQwBc3MqQycncOptiOdrEQKeoE5Ans0C6FfvbMLzcLM34g2ByBU3zCv9xHMPrUz0IVgncBtTn0UmgRgvdmhNMJBN57gqMMSnijEhqVMFUOdUrsDqSVIfBVMsS4MlbuwhArWNwbV3dvFAqrCmpUUKVlXdk8BLyGt/E0L1PiDskVnBRwODXfIZEEqFMBsVOtrahbrXN8HqQmhbuD3yKdRCKH9G1OOI1e3x4yE74cJvy8jlQBHQCbhd2Q2ogJAztuFp5gT3T+AhcKy4VywsdG4RTzHOqjHAwKuttkC2UbZHQBC2Usw9qkMr1UJpVSXjm0y6FcyXGMlHVKKEbmBBQiQzuem3xiJFRra7vfszES0txK1A+y7QztzHO/dA6lqVAjk93ZQVdgXEM5fey3rzsd4lhKErBe70J4Hha0pbIQMYHCxbB6hmHlcgqn67apabVWImHkLAnHknEKhiAOUDICBoYjAkh7JLuamPoXb4lyDgJJnt9Ov/9lyEMljk8UbqZnhj5eEA8PY8x8TE3mvnkltJ0nunVTVxe7kn0XwRMPxgdLkEhLlUKLFKZx0MLBOBYqVcBGebFXq9WUEuShmk/kPTwt4bU6t1ytVsppTZybYvAiY8DnwVO4H3szIwjHtJIYxtazpDaxKKnSYC7nwMsV+ThAJd8PtVHl6NiVwgd33iY8Jtz07GnY8u2jawqED7bteG/OjTfOeXtJkgOuhfVwTPv50tKr9fQaz54Nn7y7ZivG6XahnjMjuppBMOjQxSBdn+JZWmYDAOn0rM7gjNGoAS2hGSlS6iBDEgoE/DGmQqxxoGGF3W3Rp3O+bK8UioG96B0ZL2hCS8kXsyaznNAhfClcQLbwSSiDPHzWPmhZ0+J5rvJgpcXArL26Ej8Rw8XSl37/pWFtU1byWU2ytQbjmAnnSOaBDDQFs2Q0sqCljI3l9CzHspREykMptAFej9e9pRTtlEkkUo6XsAxEVwd8PozTQoxbMTZxYyQSMeoYr7vjB7TTcZCBFaup2iWwKPSS8Er66y+zJ3CmtCvV9MLQZ0h+E1++rovsafYkoXtO0MKnmExWJaV1qYBW51Qp5VJNnBNTleqhKmF/MfnFZXw7Q54fU5Ln7Em4gJ42nF4aC9B7YOqdt6EZc/mzp4WHMSFhajch2RNJDmGl8KTwACYl82Tnqm5Sino5a2PKQAyYE6z8EOk+coXcJZPqZdJdMmhHSrEiBdtiCpWLk+jx3NLC3cVRUs7MDeBo7m0FVHCQRp3gkXDlJDizyNnAWU+A6DoIe60dra2xb/o2ihkJzRr0UQzshDhzV7igE+1AXKAjegxrW12VXuRQJ/0UEhpgCqQ2V8fXrt5Cn30nPRA3IrSTcYXccP0Z90IMO6KeZD8aS0YkQ0fewUNejf7RgJbweomE381BLkYTI5IdAlYjuQt3B6n6cpleLpNLVJCXQpVUIrUpVXqlSilBSkIMMNAahVytopQcL0V8gebSs+fPhl8ivYrtCHeo1dwR6Q6Sm+aOnq5GZorW7n5i8YnYRdfdV8n+1Y1pLW6hS3hZ+ARx+wvCA9DTARXYnf4+e+3YW7awQ9/JOdwJmZqrzyBO19LfdwLq8LYxS0S68U5Et1jwTfC2C1L4mhRmSuF7WviyFolrKNXGaAkZZVIjoh/618foIyTczsEcDqZyuLA6lxwD5TFxMVSMTKFSq1xKhV6p8CihmUxDSvXf5PCMHCbL4RsaKNeoNS6ZXC+TM2q9mpKoZYj2emDiY1RKrYZTSxDzyOIRkoGn9XpYax/TGsFbq8gLEWaIxR/M+IsobonCIf6L4hc0YyBMxuF/gkneSbhGmfyq8J9jR4Tvhaeg9pVjUH1walZOhHtMraE91F/RROEK1VDPhGrg1HvqF4rrHanILmxGuDSARHAiOB1NwgzLSoxarUFnTYjXx9NINlAUOnBJKL2E0khsEuozCXxR8o6ECkpuk1DZCKn4S4keIv3bBaAewHMAlgCYjtVXM86Fw1nNrI7WozFOxZslSh5SMgOiIs4KGUAICmc9w/s1CFUEE2HciIhCU7H4eaMqUvQOvUGcehDnSfMjgS+FDppPye8JfTboeR0ka9RiWttmoTz0weS8GxO0/QZvWl5ZfGY6tAoPpFjL5JYxjOvqRxTrvtld5/FM6z+0qmz8UwOE96h/n0/MKTHaBrmIXorwRBG5aguqgZRDKinvhJBmKaw44QUDZEUiFe9cxG0YWeZURLeMKJWonU0A0H40J/PAE9TidlzZuBqphrbRNM2hufcoogrLUbLuRonmGNUs7RdmEhVkB3xeqGBcwjJMxyFdl9jpiI5JwA0GBuNr3LDQDfON/Y0UsDsyXCakUNl1KmCCJvVJaj5QgRSko1p5UyaOvsax61jneBvf7twFNElpQhfE3ArY2LcnhTPG5fl5LpwpTksqBJMUc2x3Xa88dvqGR4R7/jrjlhs2b118MVDrsuaXzlaZ6/rP2fV1UZ7waVLGoEIF9RnlPv9QuyNj9n2fCnes/c3U1L951YQZTvj+tuCC3KwdG5Y3jRwyYZxmkTB0IuHRctS321Df3CAPtAXjDMDuRoZ9llyWhR4FeS57PHAPyxqXRWVhxdvlSvdhHcbGp2MrSBWLNF+NhkHMSRlisQGELNCOcz7NZWL/X249h6dlX4y4V6jB0fa4uIGVJmnOTGKeLLwKbEMo0OSLrtkGsahvXr4uosMzOkZtjNeYkmJV9MvSjP6Tqt21RemK3D1zhW/XT7nllne/21RVFgrS5cHxFc0mDV1SMmJ0STF0uLIT5FZvwO6pmFPvMdjT9HmVT2/vgJLde+4Z8t2Dy/tX9a+D8UsDwcqK+cRf7uuuS9Qe9j2QgGZSGY7iiDW4eGLgHYsF8XKjTKXAnVdrYVSmRZzf7U3fm0jnCKsYZhhd2RkXZCPpOC2kcGCs1NhIFi2+K4gTrpKKggk/Z+0ZCZGavs4SkP5gPdT48tXfcAFBMV/Z8K5LzJ1kHnUBH9KLjAZ3QoobPXQye2Jijs4OzOkJBi+GSyXHOVgOcjypierzXWiP6ERh/ONN/TBrmSJZq7OgU28Kf2WKJAlFcrxn02l4VdXKVXf/+847777rXzvWr78Z2sphQVFdXWEuWzawdubMgQPhmBynM8fnSsumkrasW1dVdc9dP/x7370VFcJju+oHFhQV5gyq33F3A/oT5jtzcpwun4/oCAPCuQvkoDSokkIX0tWVcjnD84wUMxvPy1jcL1omI2kMuEhKDZLIQBvJSyx6KuSGHwPozEhCg9APWPh89fDnfwdU1xfCNFhGz0QYRSweVAGDUgF1NDQo1QqZGmcB9XkwvhApSfJ4vPhGluJ6NEetH5Y9/7xEW+ofljvEbtUWqrnnqeef6syfndHkshke4NK1TdSTxKeB+hf1DZJnHEgLqhmaZjns9Yw0REBTYnJKfzuWxn6/X5Sy7VhhdUB/HKS+Eb78q/DpKweeQjLNR50TTPAbgqtaoY7k1ixB+lRRfjrweL28I9GVwptSYmMVGp4vS0zRwBQANB6316cGEDIKRVy6KTbWEefQM87CdGmcU0+TvJiXtWLiy0gCzABZDsWpMC6TwFVyhM5B4j8Gq/w6J9l3JJsNorTC6S0ZUkozrPQzZMOYcUQt43nIwpKrFtos+zZu2146KOf4d+M2rvr+MaiHJl74QLdixZoBnswC+NRbC7Z0gTOt/qKR+XWjdo4M5gXvyhzgStoNO+K3b1pSlzMgLiareMSS/bPPtP3ndeWcCblJhTlOT9uM5zav/GTa4opRp+ekJze0FxUaE9aE7cM6djzJd1gVTNbp9TwFKRvH440cDibRNIS80ybRqZx6s5qjnIguJMlat2WIkSLqCog+iL/8YavQyvq7U/zh/TrGYYyYiBVL5s2aPbckqSw2Pna1w+2aWTXp8Z3rVq+rjViNsoqm8cPz4rQ68w/J8bEpwXGzxgWJ/AU+agr9E/GVaQwW1IBRYDKga5hRzGSGZhAdeSBloZcP8hSfz3i5IEdx+SyFi2RQdD7wUkGKovIhQMK243Kr5gJ5g55TmgskQzBobXWG61JQU0IfUKn4eeVVaH71VfxC9JSuevoo2E9ycPLAFJQCyDGAQSYWCFzoeBN62i9gwYFrG6FRsX/Bgld37qSPUoxwYiO69ln6KlwevtYfjIunUYchDU4xiMoI7VyQoeApQLM8aq39bZ8Fc5ql423fHHQ0Zw7m+xTIo3bhcmFnPZzx9caN7GRh53A4Y+dODJsgMGMh1QMbT7OQQdohaq0Dj9c3O85h2HL92De5cuPGF0KdFMOm7BQeXkDs9O7rWRBzFOkCCBJ8KfZnwT4qWGT4IRXqhNsWMGMXfB2OUaRD9GR+IZAifUTJS2gp5GiphEMmJ/Ccbfe3+/F928nQgOL2MfRDerLw6a3Cp3BwFmxgOwQb/MwF5wlbrmkPCQKAesGxqA/ICkCtncXQdLxJ2sNiQPTSRu09kYXMPfut0M7OEbbAeS74mUBqOTxDPwIv8e2oT1KQHNRQCN9A6uJpmucLpKh/iGJIROJMWT6PCCXtoHNJcUl4qWbfAOiVYyWH+1Cogc/8dPUjaBb11Ui7tNguj4xXZJJJgYtC3FAAEI+RKYWUaor0HpmquTq/DnbgFuXC2wP21XBHoPnqRz/BZ4SacLtwF7xEaCgFzqC2V7uggCLZXf9Mw8z90Q1D4SFE2xyS3ywhqJAgpqUYjsbViBCFT104hYyecxrMuzDsP4iTfH2/4NgC6ja26uuvv4YtuA3UUA46Im1IeWSqsTSy2PF2UcepDtTGBZzBlGwQhf0NYU5oNmrke9iC2iD9W9z1NfwJyWYDyABxQWSwZhiNBrtNakA9DhduR2PIm63zWSmc/9ORKyb+TNH2/WLxsM1txWVTbhnoKsuINbtLk/t+Zt8tnrC2/8B14wpOUAmekqTk0qx4KnTndb5EcE1EbLmQPQ20OFNnUC6XOWJitAnxWrwY0O7pActKk6ykuWJaRW3vjxMLJ9ZmuAdNyMvLycmLPmZPU5m1E/KLJgxIh4+wBe6sfFYoueYrzP+LqffhZYIf5RG5DFnCZPB6s6EK3clKmQyRHKnwsqMk02zKKHHVbpxUWjTx5iGsgrJ6K1zJ5dmJ1CvFk7YMG7R5SgC3OZFeDNeTvimP8BzQUt1tYj89kwHXIkA6JlxfWFJSWDhlqNc9dEoJq2ODPm85ux+6h0wtK0HfUuK6eB2bTtad4oMqk1OLhLSR0knkbk6N58sALhd3GTUdtZJURuV2L3Wz6a7hq5rqZ2e7zekeExMxTNgTV6qXPnxjhvUHaaIvkEgtjyx+A3Htu45pQvdMAdZDThne+DmkUSfihUKI/TCRheLH1UnwXfMiEap6Mu106yM5JCZSReE1bvjXTc8NXjQiV65WxN61lsDSYJJqNHWlhSOKE4SLZE07rWq0r9+20KHHSpfMQVAFzDfBrkcz3bnJdWta8bI3hitTqOPWEbh8R22ypCSXyYyAetqoVzukLqwJSzjoJKIrgHTMT/Aypv8ySUuKkG8XEzIb8FxJmAgp9hhaLeLtDEjWNLXwUzFTM90qvDpkVVN21U3PLRY+XnkpZ+k/ndUTAxOgc1i2MBfncb77FeGoombO3tFLT28c8Nqm6TCn5IZ+zodhFtd5huAwEdFtAXsPKAAVBwFF6sUU5KlTUlNdmVK53JjhUKgxQtNcXKwRI9gcF06Rjle/MMztOA2zP0Dy1bJ94NQbTT2J0qmerZjovlHP9oLaT9FsWhzZnwm0Bl0SsjtD392rn2O6u5HPCQ0VA+UGnFA9PqfWgzOqkx2bXt3G/Szp+pqRILvEB9xBo82eBJlEpEArUt3ulCRaq3DHGKTd/UK9KkTqnBgObwin6LRSxOAiqSfFoZbvzIWYq9A4wamn6SbZoIrDT3gbF9ekNre0pLU8OXHzZ/tGlMzeN1F4BH48ZHFLVYJj1OiWFEtGWqaZbv2Uki2blTEwP1FusOr/neYqnvNAW/OeOTWqD6bBcoUhQdulTzKrtFarVdvVBUqEEYyEqdLx0k8AEGYD/hBIQkZKLlkj6bpIH2JPASMefUdijZTejG1oHVAglZ+V4qkBdQx3hgw+V0oupkoZVQpx2BDUQvpQUdvWhvQxhabByemFSarQvdRyqBI+EA7AmZN3jc3k1AIr1Tl8iZJf6KGdx+DdwkSc6yBVGEkfYrwIpgsEJulhCAzIwsjNFe0uBBdziT1FcpzYQerTtjgq3mzHZglDx2rJgj6EMox3D7Ln38QcRaCkHboUw/VA1eJSYZC5tOONG4quBzFMCh1FMNuxx1uz8jqQd3ZGwc5cIrB/RmCXH6EgsBDgc/Hvt6MOfMXMjeHUT5C8DrVdl5kUZj36fByEa6BIHyF7RDFIJruCMQzNO2OUBgOn16oUFFJ3wkvrfiz5yJ6mNzsN0nbeRGp+kBVHHdlgkT5CSnx46iOVPqhiWAhbYAMsTH/95dCjr78MB69uxxU+2BOd99ATOm+hbHjtOvQZ3m/vusQdR7ZtADSC6WApCASVI4JzcH0O9CgeciMe0dJUh9Umt8gWFWPcK6TYuvWHjW9/OAs33gNvRyDCFBzNL6blD0tMsVizBxJfMnG9ITcHe5/hIg45YrA/VLF8zyDJy3Xiz7whvEqBPud1n8zx8MYuY/8Zd05eeX92/p1Tx9xyQ6nOwarMeuGfrEoi2/7M9LszHA3NozOGr2vJHjHYNWfA2cExGbUFrsJMO5ymyqvoX+aV5psQ2RMri90yObU5/J2Xoy1puTbxW2FDVrF4XU1zHPVF1uC5A5PTHC5XbHpRUsVx4ZmacQPL01Rp8fYtQ/o58px6T8O8fs1bXDq7ymmLTy1M1qoS/cKvrEoTo9VwKSUJuakmvTPX7ppQEP7Onp1syUrSi1/uUCjCl+X2E/mj66I0H83XJqTPZCFNUKdxZmXFuPVUjCTBrZSmuI00DcT5qXtuxDhnjDEGMVt7cgphE12eLozWblzLITN/4u/33A/5k203Hheu3P+p8Hxj6FiYczZ4nyqdsXvUqF3TS4qm7m5p3jOtRDj7+susoW3U5DPCPw4dFC6emXT8ScxNwlNjBOOK51YHA6tfWL3y2eVlZSueFy4SzsJ9QLzFxyHeKgCDwHhkmcgGQ9SXLJBT1oLns/hYu7wmB7OUSt7NUlEM1R7hJsRAIjuJgzrlD7mI7dNTtg9XRRhn0KKWoKnikbbFr+0YPnzHawt3rG8ucQyZsGLYdTiGWpPaf2xe3tjq1NRq/N4/VfjndXhIZBBNfKrZX1S/6/VFi97c01iROdhemZt0Pc74aejS4RkZ9UuHDVlcn5ExfOnE6zAK0WsRH0i8pL5xErAG1UanzWaySyyUSQLcaqmoGoXp7/SVMVgjIkjKojyQ0B/NlIjgXGxhXa5VzcBU/+qPHum3eclYU3mPrNiRFCivDj31+stfOcrqx0zy0Rmdz9z/40P1Bu/ggruJ2EhsGO9TwnFh0iK4BnRd5B4kcqMe5AblpVzQmWxGj1ysPx1O54fk4rVeBZJjcpz7UpQUgcsR0gZw2nGxKlVkQuxDSz5M+gTYQz+sZEWTNJe9N2HI6Btzxtzrrjo+4zrEU4r03nCgLU2WXF2SXJGXKjdAc2dRNAWzhxfb4b70fl7zwKrKQdejlpMQN3Ps3mlfFYwfmGFw+hKK/gFPIautqxfdUqrG5GGaAcC/jmgmA0qcjQY6lUpkGlE8TfZ1xQ1IRK8eOS7FQ3LNTT0EeRpOgkWhH0OfY9mNCXD1DFN6pZrqFyYAReR2JcJ/LhgIfEFpHq6ykQGy+xF5HW+Va00yA5fdsxYZ8JM1p2sGFhbQWFrn4+3OsJT+E/I5MpJE4QuphELt62jerBa2iSL4z4pecdhEZGp6edz0292U9epHRLD+aZEqzqcE5+J8mhzUGiDjjFHJZLRGIaV0HB2ZTntm00jZaBguFQ15P8x38PuF7z8Tzn4vbPlKJMYPsO1lWPT+iauu1ufhT3VHqHmhW/ETqfN/pRpDf8XZ6WN/Ccs7QpMcUItGRcWhYbnEmUwRo1anQ5COHt5KQp+4BPlAo0zDea9PH6wQixBGqGSFJj8G0eCg/wdEYstgANndemMvamk11JMboX3vylc++h9SC+oRmanpMIpqtrnD4VRhz4HQj/8zin2P6Mw+lV4OwnUxCe1MwAJSDhtZJgZjSalUA2dsLDRzDIWXAsJyjsgQrOSJQwdiIUIMnLwApFPkEB7uPYj+kzZ23lbRMmycYZTOHdt7SM19aHI2ssMaWlKg/VcyutDYQvYXpmMNGAMKg9IBEJShR7+ReNLKdGmz5VgHPRKvNnD9oghIih39v4YYhtYDifGan0V74J9Uh/5guFkT6yatGjJ0mDmYn1HhTVKyKpWclqWMHD3G/b8cgHMHLmnM0n6ijM0sTVanpDjk9rQil/bPD0hC1wVdF9m5SIdxgjSQETToYmKUqS4nGikul5J2J0mV7lg6sp+AhyWOaPP4SQqx6FmcdxJEQqzY4MkiOcWJJ4JdzscXDr1pXG7eDRvqituGFiiFj22z956Yekfn0xMnHvp5+3fCWxXwb1BPxd2/J3/Z2S03Pbu4ICnYUlg958HJ2ZNfEj4/9qTwrxcnXfr341Am/ILhHdh1iclFdLcjiLODKmC3W5OTNFqtPinJimt9HVLKrZjgNH89qHXROoorxRndCY7X5foNTb5/nF74/IYBNRuenX/uxwyoN7QNyxlZmmQvbfQPnaAa/g31r78+MnDbuZvWnts66MUXPLNakutuGjdy8UB7fYPQ+Y9/YDtUEfZ/0WFtQCXXxjAanQTKeEbB4ZI/uLhKwG9CA8RPbGU7qV4ujhRee8ett8LUv/1NdF+jqoU1wowfmMkdCxZ0CK9g77XONcSZDd/HDAAzltzHHtTKVeg+So1OpuRkkOFZAALkRsTxp+dWYhIZ8VY3z54NzTBL+FvYk2y98I7w8zpm78nJk08KZuxIFhpD/Mrw2mx3nzKCsVolx0h5NOBjVFJWhx4ytZKiZVh8Y0U3UvAHcQmufoj3xCMebNCUz4TugGOFNSfv3v3i5ChPvdnLqGN3hb6CgXtuP3M4ylvvieVkDePm7r56ghaok1IyCctLuBg10HCAA3INpwKMHBfWwXvWhaSMfKEW9xyaeJ09pTcQ9PFlD7QL77SuW/aXEVG+dGOp5UvvE+59aO2yh++Kcqd7OIqmcUhHjjdagATyUoaTsuY4Fj1kBoU6xqTpxgHGvChlCgn2e+EhmubX4iOa/H1xEs0HYbxEeCAO5AetMC6CF4sJmAlezJwRMYU2ghvCEv8NP9Fccg2eevNLH2xF883DBLZ7EM7a2f1ACgxBOZCyHCOhoJMhEQbkzmIqGRwWfZn67OpvmBno/qGnfqU+HEvnhIpwGzvRoH+J+DzogzLA0wxDcUD0TAg3ITbwknAR05Ee0/kA9e1YOitUJe5RGMNxIEpgDMrIwKDkTkBAwLjoPQbthns2boSpH3xAfcbkddx1V0fni7+iNtBYonKIH2XMsfDYwgBce/3OrVuhedMmpuXkQw+dvPow1jesXRd5Hal/YweZICmojZFYnAbW4QDxbiWd6gbEPiBFl0R9gsWraKjJ8MSEmlXROsqOZSxrF21t+qk7hWfna06c1M48/NPte34+Olt74oR25oHL3/iEh+tvbitX0HGd/1DWTr+ppv+6abXm+vsv3/Hbnm8fHDHqoW93/rb924eb6LlwhX/81ubfxt02xpM1Zpu4lqPvusT2R7LVDJKBB6QfkkMnnk5jVXFx6TYsW3Xy9J7J9HKPlqbrBS1ZB3SkRdwXxHpdvH6l8obtJ9pmnNg6WrVokapl64np85/bPFK5ir5LYKUZFY1+X2NFhkTqLm/IdtdXemXUzGlPLC7vt+yvbU9M3r+yunL5gen5zeUOR7D5q1wkkBOLRxUimJuQjfMz+yGCuAD0A4lBdbrbJo2tCJTIVaoctwTPXX5cz+pCewCp8zq8pCcWgOqZCUgBJdEcd1HOvoY42eHHVXrLYJPZP8iPjPLNl5rTVtSXTKxJS62ZWAIhsc8fFH47MRFm9zXLmcezMpMDRodfm11MnR//l1sX5baNGlRbOzxr+Nx+1Svb+qtjkmOIuT7pRWg83sdQh8WVtXk+37wKc5vo48AuQvTB2YRLgfM4SMYe9ha5obgwTyKXY8+Tgyx/bY/7dJdoY9ifoXdPxQBaHp86fNC211e23F/hbAvkja502oqG+9gR28/ME90a+tra9BikU6Rrh8TbnFTStLO7R2W73dkpVeOKCibWl2nmntk6DHs49DGm2wvLTPpxq2IHijSUVaIxkkxWIRKCqvQyd4LFJs2pcWvkEjpq1SGKgowJ81z0UsofULDvgkOEik9Dy5iclVvvru9ZY3lG+GpMq3DxCKEle2tfWl59qO833RRds6RybEl8z9rLqiVLVl2PoKv6fI74rvCnEV1tyCqpAUkHXTie5WmzIV7uxcrrYbmE5a9BQm+iiisu8LqE7YsAQt0V7bU1b6zpWVwZVFj72hJMX6amL307P+j7jUjmpqGDW7qXUZylg0deh8xD+3wmOqcuHAcWj6xhRG0YF8tYnUZjvCRB9DHANTg+EYVruMyc0RTebFNBXCTH4DCYYbi+Gd5zcOxeuxZ+vGl/emDGUHfJ2PkFebff+GJHxwP7S0oqzEg79j34ZAfjlcu1A2btbJ6wd1pAIZft63iSOS2MM5luqEit9Nl5magPK4XpzN4wLVKPxqsSLCYb3s85bNTKsSl4hOJ57GGDl/X8BMoAoofdIApAQ3hdJ0UMDsTQwz7Y3ww5c//GG3Jb7l9SXb3kgdGZQ2prU2GF8LxwceVKaHRVNPmz60sdyYHGbP/I8mTGdXdKhTeu9tY3165/+7ZBmuTizB9PTplyktrdfNOIdGfd6uaG5XWpqUMXIthRF7iVJE4tB2mEGm2qMxkmy9DDKXE5Y0TMilVaSeFBbbjUuMNFdjr6otlMRWOYiquYMjBVK+3UDtl8ZsE1yI5CNZWmcQW9qVWWwIApd7X5IXV7b8SH/n49vOuF6eyHCO8ukA9cT7tc8SpJKka7NU6GPemOyDW8tBvtaBx4ENbDNf20vbCPVTy8X2o09TJQDPEMU7HggXFR2K9d+ZfRwt+FizmjypMlLAz9uwfvAYfQEZsTN3PbiBSOHt9Dgdc29hOmw92UOrW2JM5vgv+MECBl6MKhYj8A4EvYDuAFATQbaaDHGe/3eyXZzgRK5tSKplSA+LZjCmTBUhg2PnLFwSwupf0/aPFhx2d8XIHXUmtJrC2afstQqyJ1YPC/0wSeeWN7fDDPoZVekkgLxqyoXtivOd/0p2nDbWX2oFmnEqQezlYlkAVh4JWV4Y1Om5OXx8RYObzF0x6hD+pcFp2r7d03cZ/hGnL1phO1tv6OBdU6W7pRnhWX1OJsmV1mNLmDadchHDT3Ihllqd00G94/aGSmguePyaS+cZtHCRNKa5FcpMf2oSHV0otyFGgS3uZ2oDkoHVSA4mCCz51AlwdLIABlGSVunVKhSFfJWYrjUrQ6KQlg85CyyehNgzdJ0Zs43yJtGukKfBaNNWqcWZvMSbk5MXnJ4dmKKBwmZ153j4mAyHel5Bs57ZpVCX79DEVyRpbhoTVbjDm22w48Kvx0YsLE41Dy0AOQe2aiLqPKp7Lrhbfmlkzb3dS8e3pxydTtI4KFo1vqt8OSeVuUBsk7tDrGIHt6/l0qhzHQdhpajhyGZqRgnBEuHm7ctX5pscwo/9v6X1c/v6KsbOXzq9a8uCpgKLE95sO0bkHyrwONw3jEwalH4lUmLgkT2RDDYzGNPXUPsSSE7/IFYsZeDuC9d+JT2LNrSgpsioHJsFcvke46QDgJq/IfHDfh/rll1UsfHjP1rhJIL1sm/IDJ6BsVdCaXNni9I/ulCtOnnPxPzfDGvW8vW/P65gHNLfdcnXpyCn2kbsmw1JThq5tGrRjmzBi5htCujH8H0a4MjAClQWtqWtqwareGbmwYHhjm5kBZGVean5MACwosyGKLIh5ew9MQB1CigOP1IN1/IZku7HySG1Gk6DCl5fB6xKQv/tuUb78u/eTxmrfTqn3xMnt53oTbxriz+g20fokJL7e50vRXAtchrfAgLFQ5TdclpyRGBlV5N4ysTbSkJ+roM5l18/rnzJt1o0u4QLhBgXhWOEU7rktyQvMyzoxo7kUadG5QQUOK8qocyclGLo+EE8bwsUF84GGZ7uhNMtDxeBfrrObyKfBaBsi/BmPaa/lh1V3Q0pcfrH2x88n1+GP+AzfCGXN7sUhoZMp1EXFRcF3LOdg+xDVyd7KvIessPqi0U4yW0UKV20TDcC1cNF+2k11dseZ0ZKnI0SPCeGan8HLo19kzNg20JAWa86dvixOoYbeenj/v+U21ttbHN1MJz5aMnubJGVFqX7By2mMLA1ULbq/vt33jXCe6vxUpgNOYIpCEZgtZjFqHlCOdVpZAVHkuMmNr2ruVvvA9cQ3scFVkjExr+aw9jYPWTyhIqWkLINv8G+GxrDnjK2KSC1JsRW4L9XPz8sFJ3qblA/MmtwwwCjPhnTP45MLBvvjsZIPUkp0i2srlCBffERmYfBiANLycdiSBlsI04mXM4N3uDh8JyEOjBdveeIDjkQ97QOmW9SKUWsb52mvCB6F+sFwRb9EqEjwOvS87XZk4r2LaxkHxJnuyUvgYHqQvhb787d13f6Hi9d7cgjidzaRkeRlzXiLNGdqSktIwpNIgoLmxqwuUC7OZ75hKHS9TRXwkEkQfCYh+BWwD0n9UyE5XcBJKTnVv5qD5SA4dOhyx4oc4BIiST5z51kdIFpU/euot4Z1p4mYOLhdHuelbBQP8tvOq8CpefRZxI+/KZ5qZfyPyxBzTSjhOjtWtwDk/+kdt4zBksW1kleA1ZHiscttbP3cBmNL27FvChwVqjUwqxcvBzQ8LO6h51HLhW/hZSP2kx2+PM+HNFBJPJdTxm8W8H0+bOTpOosP7cyq1hacYUivcLy5goxuG45iiltbLqACUIls0Kojpc5gu3JfQsnRv2OlqYKGTVaKh0BEJZmLAlepFD7VlWX+Q6jMqspbSr119BsEhFeq4AsYFYhEcRo6OlWnJPqHahODg+sJBooAQHLBn0VwOYVN3CNAb0CBs8r93D1kB99YWZcbsPxKJAaKeuTr3rie0nyjjipsD1OZQo4jrEqGOqWf/DoIgcDTLq/Vma9QkljzHix4u7LKNGbIM2l0kxiJODcJOyR6/mG7tMpbtGizP2bDrF5Y2PR5JWEPPx8sTRG4TT6YM2CO66N+FnzRjBtmHVLrtxXVeiu7xTBqwaNzgxBeU/tJK67jp3R5NA2YeXNGv/9rjc569wHzsSslSpA0u91WmarCHUsWE1QPGPri4nyGrxrcnLi1e1Ta1pDE3Frtn+SbsGDfhzqkFK8J9plmc7zL/qDvG48lLSsFGoD1e7dUSKaypAiBIxIIGeC5cDiseUU5l3YXR/7CrLtxTFR3VVaSOUY8oDEn57qRyvw13Fj73B529bSXqqt4cE6NImbl/abBiwX1jRq0a0y+BCSj0Kl6dVJAq9viSorRlQeXYe2aX4R5vF3vc0nIfRLMKhO7WreMm3Do6w5he4uplC1qRLZgYVGc4LZYESZpTKrFSLPFe9qEHsQiRBIwstBn8fSxCuxaGhXMG1OrWwtSOjsN9tGHhA0rjn1SfW9o63fMes7ujpqajEim/wQm3NE/YOjYPK7/M7tANXNKAivKaJE64W9R9Y7A9SHzkc0DyIZsKs9zTiRY5D71hs4QVnRA/IbovArJnCbWvUail+9qCS5ZAM3QKH1v6DWv29rII6b6GINLBM/AC649JhammaHMw9A19/FpbsA9erXGxVAaxsdOcIl6jrOx8bGNfg1NRuPfBa1+sdnT0wuu2DmbIfb2x2tSxbRvliUJr2MYO4zT1CEtJRAsbYRXj9CjCqQwwKoRV0Zq4QIBkIwY1su/6Gtt98Up9HTanzX8CsbOxOc2lh/7ZF7E/XmtjQ7BFmMIsQ7BLgOYoT7MUBTCgfrzdiZOA5mNfuy0wFYenF4UKhSl8XaftUbrg96+F14hs2yxMp48h2apA1ysYGc31XE+C68LTx0PYuuE1Shl1GtpDl5FxfCK0ItablsjBy1fnoHaGdV2kW9lTyCZLPujSEAcdVSwJA/LKY7GYSOzetsP143tJOxFVrmjLTM9H5EXKsOTi3Gzzpo0JOTUZi2rzq1M1k+YH5rhqNhfOfGRO4buBtgEplTe/fev0xT8pVBJq/azc+sKED+J81em1o9SKH2SSkrabB784T1XWMq9i3GOrBsQC4ls3TBhJt2JfPFl8ZN5O7PFt/JzJQnqHC+SClOMgEfvRysfiimOoWxx04u4dSoFcWMy3knVNf5Q65NB2exLSos+xwxnFDtM/dDXfPrf5ppHpg1fe3+hs3jUrfVyh2mmP57LLneoPKZhRnW3RWhJVZqdZybjG3Ds3kN04JzBlw+B4Yfqkx5f1Y9U/MgwNM8oHJ8Gtn/OW7PTYJKNM5W4Ix68i2d0XfvX/IfxDfv1v8P9KJf4x/J2f9IGftvaFH+l9XV8zJYiXSkHScWBGMNtsasJKBXI88R5M72GlMCdF2etk6OVF+8yiXjGoVwwZmycTK4LFlgnrhyWlVo7IctXkJ1lzatLjSvQJ9Rkj7ljQr/+qg1NnPrxoaJbO2zj/5juGGAMDhqdeUWplTP3e82vn/HVeUUJgYv/+k/vZpNxZlbx65cHps46t6185c+veHSV3/3hs5VAHxckkhMfKhRFMCeExW4TH0sO6IXBTh6nV7HmQD4xBqclqVdI5ylS6278fe/fDP9cvQqibkvon5NVkxhiTPWZDilWnSUgxqe1yTZbJ01ydmVo7OVgxoSrTIg20rQrGNmTSw1TStMEzq0pGFcYrrD6XK8emYul5Es5VObawZHx1SnLx4GFDbSsebctgJYSnGroqOR+SMwkgG2QdMuhNWDLGWRJkWuDGbKVR8Q6SXoQhxjgxxP3tIR/2Lu9liJlwkpl8P05Tzjvy+65G0qMrDrS0PLCkumrxQ2MPrYXmtpEXRt76VtOFps7vkoMj/N7GgDM5MMLnawwm393SNGjb2zdtOre5eheluZp24sSXzz1HpU/c1JCcVr9seOu64a7UoTi3ys6uSno1gl0JYg+xDM7q8bRchkQZmShFGP29oNoJzVMi92VPhFsWeXNlV6VkOvHXcR+K0WJ2POZ3mQxmmRWj4aiEw7ExXLfzmv+c3x9q95MlWRyrKUYHG6LuZdeS2E1Su0prDwcHcOTDSkhvPvXmuM3HF96fmtANkHAqIaUuoTA7VW4SLqrVgbzyySajcJFxbX/sscfGtFbtFUpETIy9x1MSk5zr6L9LoKjqu9zuzOqK8jtDnaQf2zE9yfqm82AMibHW8xrOlogtvSNOhwpbEz7fOQQ7ztWD1wYjYQvh5DyG7vCGnr7QwZiYusLkyvx0uQFNGOzmd2sXNOYqNDMjsFPWJ3z+AoMrz15xSEhkXHcfcQVHZAdXCENFFEOwEdmf+cxLOBdUUGXQq2NUCjnOG8KRLU5ELj/ezPZjC5gs3AWgnzea+CyYgu6vgjynhffhW8emp6bo4562ulNGKkyK1CeSTS6liXHtdRWkxPI79qpMP0uU7LnXtCXekcKPuGYawkcqMxekgQKQfUijxou9T6en55uM2Ox8Oi3eYpXln6DmA0g/SYIxz2G6YhHkI5uudtHliqgrBmMi7EGKA+EtJYvGCotPzJ+Jk1UiheZ2irlh0w2V8XFxhtJZzdMnOW+MoOmrB/3DLao4W4pFd1tNo8Wd6s/Q1FfcwcxVJ+Wnpo7xu8eNHGBi0u4pIFj7bUiTRiJlKaGQeoRm+LJUdz5HUV+Ic4Gs6xL7PJoL3KAE5AalbpklLm4sLqiKyJwEM40QH2SZ4zkcuntQJSd9I17xOCuZP0CCQ/44qCJ60jDDaJXnPeHt64VVQG/03BE9UdDVfxBX0Wv+OMm4rpnvShDPfEH6WAiSg9JsA53O5AM39rg6lCjLxx1Tkt2G0DkfcTHAFQzFQCMReC6ibdhz7aIukoJYSUc8sETFpKPf8rysxopU9/A5VQNm1To99srRBeZ+yw9MFfzwA8/QQlu237+ootSbplAlWOJtcOPMC7NT61raSovaBrkzhkyvGHh3Q/mCWTOLbrh7RtG5xMLBnoq1ZTe8Nol+JG1Iqqsyw5WRRvqi6rrIXiQ5CVOBLii1uDVSOtnNiaGuZP80L9+BoIzaaLx2i7Gpf9XfaU3PPuIf7AVTr+wLjf1t4gvCN4cOCt8+P2HCc1B7fMXxZSXFy06uXvnM4qKiJScwTPVdF4l+nAj8IO448CBxb9ZzTrIVKIdYimJ5jxVGKxUT0YLFpBNoUGSx1ziTD4LOma/ubarb8cbSBS/fVvfAhsfNmd7STN7bv6l1NJvSryUnZ0x1Wnr/MTm+5n6p7In61y4JV7etfnfP8OG72pf9ePdaRhUXaxnaPG5UTefMYUuHp2fULaytXVTvThuKc3/dLUwh/BALrAc1OL7oqIFWUQoVYXHsd4LmJiLUoCsch0VqOon2kdFEL88rH7diQAI8IgwSPoKu5AGNkyrTm73M05b+i+5qDJ3+EqvR75Q1FVo0KixLN6L75RM/BetxYMIBSzKcMeqoKLcihsNlUaMmNzHxYZGvxVaEKLGSiguKHOOaRlaXJWSn2xUm6BfahSnsc3vz+7lUuT9nqRxFGUhWzfqQ8AnSt5ldZG+tCFgPuxKdJM+DQU5jshyEYX4hbo86ZP2JO1A9NjjZqCIpc/N15LcIfZBoepqeXr5yQml1cNCyEZ5hO95cvuilbUPTRu+cqlF7swb3H1MUu25dv7Z+SanBIS5jPPPON2/LEzOLU5NHZvqnzl9VM/nxxeUVix9rG3rL0mleW7U1r94l+JJqhzdnL1mVVDwsK6dlUDBOrcd9QDbhLuLrh/uQ6Ar3gRb7gJ1quvvgRLYWXtRDojNq3IZ9JXBOQ5qMU1FPQrKK8XTu6t2JhS9HdaJ6bO9OfPMHfRh2c3cf4DnUhyaf2IfcZtIHYkfMZnaR9T9vTzwSH4lHwl6ggKlm9wMWKJ+mncg+I+u4oqOQPZepFj4I2dj9V4Yzx34FYf8i+ASJuZUdhmK4nqidIJ0ERyYCwt+TOewj6QXmoNJDuVUat1HqdIOe6I5wYAfSD7XiBoBWDHzHO2BM1CQOT0+5uGjS7htL7TJ5gj+1osXTWtSydlROvIRW28vGVvluqCtRxuFBwHyzcH7x+DVbtpYJgzwDc+JdQkgrtxXVjZtVBE/Y6hqGBVKcJQNdg7dd7c8PJznBprBGNCYy0BiMxwbHUStv4WJVacQZUt4zBlmSojjFhTcemWv0i7Anfz5rTB9oW3tXrIKSG1OK0qNVjDlbBscxRk9GvJuXyuYsKX3srDIrJy8zXtQyOjexz919pHrhnQ3/cVVmJ0hBlHzQYwmroNxaWkZJyDDtJRSuEQjXEQZXa6IkQbQsMADDcaDqKwSuKwKuP/yvM/Rx+81o3OOQTzswBeVW6LRRGrlbq5dGlhzxHcTwXLL0SehOdo/QBzRvMP8KvV82p9GPpwL37Fnjbc2vTiOzQ1JxnfcCs4M5bWq96S9jbnpmbo7SnGwS/p2a0nwUao+Nun31lPTfyP0vMTTjQnNB/MF4SHbEOY0cz7RavfwPgDD0hGtgEGghIy2YacysHZ9nqW0Yndn4YP+l53bVD6m4g36MLoutaZlSOHRqMI5VGDSXzJaylafW3XCg/yV0b1qYTj3atROp1yOCuVNZOIBtYqkiFkpZM5vG0izFfEtTN3KwmhvBUbkc5Dgj5+JopJODbyFFQ4oFno6OszifUiwSK2PCaafwcTihlANpkTo79egX86d/+TfICNN378a5OZCseg2a4Reo3zifgSWoALwLskwBBwoQcXGsI/ScDZ3tSUgEv8ALJsQDUAnNnT9CnPOpEc6nXmZ8pI34oILmeSlkqXzA5HPAc/l93AZSKKNaoV4ObaPm4CfthVSoAicMwDVcqP5wK8mNkHCIguwzUBKU2mgvjbqI1+Xboaf1ck/6ALg1661c6GNOh9ZTy34j19Pl/3+uF1bBNb+F8z6RuGsp9mGUOmka8hIGTzn+gGiT67rzie4R04gKH3TuEoOor1RTazA+rUI1E4/a8CLtLTWos8ZCJsekz9aq8vN1ye5MtQ6I+12edt8Fn8/XTop3OLW9t/Tw+hTMxxMALmogSgqD6PBHI107HEVrhJfi/Jamm5oy3cNmV6RVuaG5YVOAoqpuqdHYs5PK3IYsd5pmysZhiUMNTj0zsNQbHGGkhlN02uDpFYXja9KMCbA59EDSoNQzFAczKyyhiUSUXGV5hh6w8jF6DEW1TfCml+ST2s6n2AvE1kRcQisopYR3yiUMRbBz+U0/CfBF8pwkrMal+KD2dmijRkHdyV++Cx1kT3S66XevloReh0H62c5+oq0mXGLeIj5AiQeNOKfO0Vhez8VAQPJU4WnyzbCV5tSKWVT/wFJj3vryietbaF8KLIz9Y+uMyLauz5BuOgbJzQzgf9poMsXbcVqloDYZqYBp0uRkJh5J0jQ30+NBSlzdxQ0BvPfBiUswPc6kbNgXE+lAZD2QCcDECuGt7zZcPDhTsX6jevbhf90y9cTe2TbhY2XBsLaimuVjy6TwDmGyrKx1SdXCx6m4ln9fanrkh70dd/7n4ZHZkx+cU13YEkxyj9szuWPa7rEZe0SZzCOZFUD4S0EWkAZv10htCoNer01QKGLx1s0hJ493lA7GyntD3t4NeRifyKAjcOazIh9GumJksoVvVROGugcXu/hffpakFg92D2szQH3Gj+emHVxXJxterxx+01PTTv+D+pevod5S2FK+v9/YIkvLLM8LLwaXPTVn/4wnFpQ9QvL5C3UEVh/wBeW4JrYWooeKgOnlsVr5dLJLbjWrcYYK/+Xu6Di/1t9newmDyfdKfVAaiQEioycMs7+x1J5UOiKXwCtPqpxYMbAiqSAhMc0iX3R0/rMbagZseH5hGHD7wMUjx91Ul4zgzhBunnlbY5LuDlVMdmPl9CGDtp5be9O5bQMfCedIOITGQCawHkuXW2WmGHVynwwJ7QFsw0flSPAbekPq+IM0CU29IHz+upkShMz3omDLo7J7JUugiV8azmviQbJnIJI+eo0n4PQmelPRY2C20yoZ6ARUeIkx4p9G1sOJjS9uSXTvTDj6+q2xWrsvbOa7HLTWH2X0O6h4qrZpeWt/R1JReqw1b1BW5eRqZ+4NtzQ4D24TlBVTwx5tW84sgKkwZl9mRX2grOT170+PnGYYNLJ2oHHlFPYEq02INZUNHOH13zC80qCvHD07ULdtVn8pw1GrYlLLozzdfhIWSxUtwypGGwxUf+FJmpKOqKlqkFI01r2Fd7gshAMfqAKeoNQHYmSJyda4EsxgGqU8T+fHc7sX0GFPT1/Ew6Zbt+yOWkHGE07eIbKcmByOCTvC6ZK4sFwWrQu6KKHMtvLr/ZOqlzzQ0nIwKFxtGm8NjK2om+CssQyqH24ds2dBQ66leMH+edA80eKLTalo8mUNL3UUTtzA5NNM8YYP96197Zaa5ua7qU/r/nNn7YaJxSrVPepYrdQ9dNqKTVUzPn7pwTz4t9BBhhFeGb+x0ZVSt3xE24ahNjy2ZIgvv0N9xmtLasg5pf8fa98BIEV1Pv7ezOzM9t53b3u727vdu9vd270+VzjuOMrRm8cBUhXpIEXlUAGxBFRUNBhLYixJFI52gAVLEhvYA+rPFo3w8xciyd8YI+zc/703u9ckif/iycyW2Zn3lfe1933fs9kkxhKNRhKkqP6ZT/JZc9v8moY1odX55f+gz2Wr4T3C4mBH90yyjD3NxP2DXkhN/E545Ltsz409S/Dy9SjreqoOP9OKlN2XSGZ6QclBt7xLC8naiAJ6cKBtvx1SuE1HjxnnViSy5TidAQfk8RDw2hLZyKXfViyAZK3RRLZbsO7Zs8dZsHvt1atDDbyr2KF6G/0nnNlDvbz5o45tDY0TAy9pVe6KSPtHmz/C6QOI5jP6vpJoJW8DJ8iAEG90Sh2UOlYSjzOREpuZLiiBjCwXu8VNACsxqQfHbtNifmMulyZIzEsswEm/OVNO7NBnR/1uy5xDt0321ExKzpw+/ubDC1bsQxZAdnuya1Kb21Y/rqtydfdPtk7a2BFOdFy+vGZU07pH51cvnjbCXHLP6pm7FlfVlUz8vuULcyTtpfYH64tt06cunPWuJTG+MjmuwklssQl9XzExkhOG5ORBp9zBKjG3HkgmGT+O2x2wGTlfwaBodH5ZejhMFf0goYk9BCYRmGpoyr+kTYlH1jZsubJ5cntVXeOVN40smdBWb4W27IdlExuTel2isSMWqvBr9dGRSYkcwW4pKK2/onJkfNo1Y6fe6PMubmtfNTasLwgZOi588IK9KO2CS7x8mdvkKzS4ip3qN7WeUo+xJGjL0WkropMDVODONnJfCSnP0NMlg8oz8CqaZDhl8lEheihR8tOPeqT71J5pImUm7np9w5NQdWjW7KPCuXu2bRVJkpy2un7xvZfHy+bvNg8nzJUvCn995DfC568vZ/48hCiNm5+9ds2RzSPytJlPYiFVILCPriJcbo9jj77HpIiTCAw3eCXQMIQK+fhE0D9s6AMkmYAp0Lz+l3NXvnLXFJxqtejJTSPhOYJzV6ajfOSiJo+1ZuG4aHOpjVADVg8QoO22k1uufn3XJESWd/MYr52zvqZx07y6PCmA6GfhuXIUFOEamSKp2lJitTIRAxX25adJudhDofISs4RETIdgH8lC3bCpASO352dBKZkbMDJ0NqyF64QlC7r60YynBMOTBCCYmwMhpGPD+8I4fn+Y49zWYtaiJ3WmboWdVND3jxI3YhnC0PlRDZsNyDLdqQw2VfTzsJ/wN/ZlBiZAA3JrzP5yj7afazFDU69d+GAQxy8ZD7W5fN2+M6wRycAISIAq3gULi5QMUKmdDhDRhCNq9FfiLjHT5SUlFJd3ZIlZg9Sv9sTJcu0JsTCM0+WKebhUOpTLhyRWZM7oMVuQPyUum6VTrHFqya2P9c5Y/tIvNpfsvcLZeRhqD9z03k/nmoUP3E9snr1nWQ0ySNdmo8L96Z6VsdkzJnhpoyv7bvF4PhSfsXlCzSvBJZvvh4bX19Qse3Be+qprajcc3lA4yg9vFirXzZll9JXYkS3R9z3SKX9C/F4BeNAGxh0BLDKJ7XGNjw21jDQwQaMpGPBXZsxMwIT+GrB+3e9xcQ3EHgJKNa6CO1l+Ll/IrbdU4oafCF4SJbJIxNXNnOWGAc/PFZLPaCIGHpejYA00mIIiMgwYBwgX62EDY4tUBvnpGdt1x+tXXT7OsbOLokes/8Ws33ZDbssWLeL4yiM7b3pmbeoifNGxpr1scl3g89KJDYWsMM51eUvYU2SV6ctnjvrpr/1Ns2vLXvFaYtZtJ24e+Zu7hAvxkzHB1rX98hGOiuryqetaOB21XrFn2uTQ2HXCIv+IBc13NdRgvZurVTSCJO9kOIWcUdKUUqXW6Q1QoqLQH6s1SqWkGHWgXjOHB+wt4T2ZxALAoEmCTsiuvXfHjnylZhw+LrwEnxA2C0eENxRwVtkrZfSdYrFm250nl2RXULGFSiFXfyfP1ScakS9QwMkVzA/GItUa5VKWBSRi88PBpAYPBpdRaqBu+6ZN+ZJNKZz5T+gQ3vrjo5K/F79SQl8QSzY1G09OFSzwziqJ8Ot8Lx/Jq6R+FHdQqua9CilnMjKsOBqrTaeHrIgai0ErNcsIcsReBJdGD8SjwgzhhZwNpsMwxe3ejVxLuP0NaHj0UeGU8PO/3XILNX8R3Jx8JUUvy17XSlUJoaqTVRf/QiUnCR7qibLPhOjr/ty6EcLTKSLHQ6CGN9sommU4q8UcDMgYi5SzoD8Gq9jDSjUnZyEjVrrmuJiMLDe8QkgKIskYc56oC1rQQIN5J5ULhpjpwhnhCuHMtm05l7RCQUuoG68T3st7qzoa7mDgn28Wfgbp2CsxaobonKoKdLGT0X2i15patT1O6gYRbp8mvdDiyNKp4AsUFSlM56Apro7FIaOiKGdYmiyRqJRKXOCTiJ/QohlYidGKd+UZjFY8XjRYc87otxi89MByHjLOaqEEktU8BM7d119PLVuyZ8U4zwsrpWVzbp+dGDVibHq/8LM/VI0xmSOpkcmaD99LVVRnn4JH9VfOPAM/4jTUV9FXohTOVytsOBmKRiduXzxC7aoYs3ya8EdYP+VKs9mll2b30GP1+mmN7EtwGUX/+kGKzucKk1ijE/mKaspJO+y0xMYwwK7FSuCwRqri2Py6KTIuT+IeY5XihrGELiJNhgQjOTzBHhTOrFr1g4gkJ4Fdwt0wE34lQgUGRyZtRRtPXkv6uvV9KalCcr4epHmHoTyhh0CnTemSHncCN6gIMiW1smCJnc6ZMJhRTpbj0eROyBjor4DH7lIcSoigzxlokgHDDLMQmn04+I+FnweI3WrblrT6a0fb13aWZS9+fF37rb/dePObt7QxwmlZpOGy+sSM5oi1+Zp5CqOCqvpq7KSWkcJx4SvhD6RdrS/TFk62OWQei3LJK/F1j3Xec2UVv/oX81SVHQmrPlARKIhFowi/1IaTZZVPrN101bIrIMR7qfWdZdoQDapBLW/0VVV7NWpPPOaGHlDtQX960na7kMME2SdTDIIcA4xUWx5yyImLx0TMD+oDgBePh2Eh3xvOEmTatkeDtesPrlvy600TDdCuv2peyahUgdRaEqyeXyxcvq4mtfSx1Vc9uKzFKPxD1zWtc64ydUUX/JwqtYfnNrRunlsZm7y+PTphstpZXKC1mwxSlU057hVL+xXNV09LBFoWt5TVN0RLdA6n29wlyk8X8p0tpO9GAa/SBE0mtdEilUGdmnQSeL08nmsslPOKEWOltIWwv+civMGbDBi1LwXgXBgVI4PZp5nfye3FPr4htGod9OWDhNlNJIemmKxzvaNlaUjk0nRhtOTaXG5TgNeHC0tCAR+dSpSYrFKFVi4Re0LXD9QmBo1qKMaddLkC4P6QODEg8CYooQGjKC25dsLjQnZf8y03bkiENt72k8rpt8yvU47d1for4X8dnTPvaaj+1Z8f3ZwW3t95+/yfLa2qWnL/5et/c81d727jWW2BBUJzwKExpjrbdPp5x6Dq8X3Q8fKVtbXCu/GWG46uWbb/2qYiAgfCo+S85EnsF+JObi47ZIIWo0+njiAj052rCB8a/fT+2+in1wT/XcgzMuVmnqJabh1FfXrh8f4wJ6UeEuV8LDvBP7oQRzlLGh3CwX9QR/sjm6THJNIJR0jduYmXU7KggqKlQZyFnw/6iz5ziqxsHRHGwp4Lq+B+YYzk6HcXK777jn71O5GHLAj2BnIfK6+Uy5BmYRRSimJy/RrydfRiW4i0TtKAmOQJYSUVyR6Fm+Cd5/E6GNLua6hqelO24+/w2KCxcUBzCLn26F4UDiCX56r60ZhoThyP5OiFuu++Y14Q9Zyr7zP6fdJDNAzCvMEecstpK600u0NKluOUMnIbnNz80cdYL+hIFwmdUSyqIrU5A4lNNBZQIhvR95d50uYX5T7b1ien3DYvUz5z0+g7rlnojXrdxvkGT7ENIeXi2F8sCLV4bteU+ubEJq1uaVk3tex6+v0LLcFiKzfR6DGrEFxxYTGrILhSH2QZSo5XkhBr42iULP8/hLuEn1J12RfgDLgL/c3IvkDVCT8VrhYW07+gf5NdTu28OPHiZRTeOfpuYXGuxzbOCHHzWrdaGw+WlNT4gy5pzUDcS3RsDJcMeeFtDuG/iXLd/a+DXK/hngr/55EtYTFjxsGsy8ZdIphF5MROYQlzl+QdPUvtyftv3HMIzhqyWgO0xRRbUeKy+WX5wmWxYmSQhxn2mvPdYvDmBtjTgFhIpActZaV0zBPG9OzR5dObw57MmBi0rVzeeP3z17Vet2RGwD9jCXrx/PWNy1dCW2xMxhNunl4+enbaSP9NWFJz47K2xPKDN7Qdee3krCPC5gNPCH85vsiUnNHcPCNpWnQc6p84ADcdmXXytSNtNxxcnmhbdmMNvFOEbWzfWXYNE0Kw7Rf1PnWV5CR9F+7L3EMHcQ9xcV1RcvL7FslR6ioYEfuD/5Wqox8nNqYFuHiVVqUx6hVmKZSwOOM6gSTLR+XlH390Ek0SGrdI9uI2ySZxPzh0lKS8Js2ql2Hjy6tWvSw8+/Iq6lrhWcmo5ei/9dmrYLfQTd25ZMkSsVdDOXyN+Zo5AvwgDRpBkNdybAbCRG2h22ljEkqZBsTxvi/kgFd1TpJFwv6kooGWboMrySXDirOCOQuA+VoIUJNHzHQ9035u6vXFpTd0TNw+N1U9b1v7+G1lRetGj7luell2nrWkobCwIWa1xvC5xAo/RVZa0u1NBYy0YvychZ73UomydNmcnV2Tt3WVZ8oT6fiin9eUdVR5PJUTysrHV3rcVeOXB+tKrLaSugDJ/TvL7kY+dxFwHyzUOFmjP5/yN7hfXYIkp6XIXt9kZZuEAyzmgX50Rou4Hzh+w+4WsgNJftBWEJwo5vZBG8ntW2hBr/KZfdSj2Yd+FqvRB5L+1l1QyB4Vk/qadlMM5ov5SAZOIOtyFl7B4KAm3kEN5CrHRK0sSmckDYuye6h52Wr6HLXsOzjzO7GuiAJz0T1wfxO9uMIMg2438AZ1w+7SH+KtQLod+jgxvcRcDXX0/c+3775t48xkbPyVdeOhBn4otP28PFBbbGusqXnyYapQ7q1bcPfiaTuXtOrM37cwL8g5b3lTpHEOgvNBvNaF7Au8l5gSPV0uZaBcKpMAKldtRGp8oG7QHmHwF9CHN1SGBqFZ+KfwLe7TI24Fxlz/fQt99qIVt0cW8+ThgVxeBa3GN6wXM+RvRTbIYm78d0+JuokCQDaf9IRz8EoVcrs0UrVcAjlxBGQIOBuShgMlT2ggdP3fkQPzFnwSzh5U67RH3MiJgRf6Blc44e2b8JzpO4NsxwMkB7MMVIFkj57ClTUHQ6aSkvIwKWX2KRxyJUtsSBnHkeAsdrIGOp3Q4gIU7hSWIHYAWaKy+GM02Ww+FJZgrvO6aByJ98Zo25XykWsfmn9qq8xl/GtlWKqUbPmJxOIOm/5Mq7RaduMXpzfOMsPvi1ozQU4YKw1VtkXGrTTCJ+SFmRHw+d6uRza2vBGcmUaDbHT2lq5et6ZUVVSaML/85JZfXnDXzeIrOxsC1L1XL6ucUlVA5MK0/l6x48FlyEbW1IPLpGWlfKEU/U0twZu0HKysqOHacae0/TajTjG8qacYASLyIucxeo3m/NpDvhcaacKB/8/VEQzqKGu24C3v8ysUmGfz6XJpyR2WGY2lE2uDkHoOjrzh2Oqr9tYFLl92dWby1svKQk0zksa188on+SfNHN9p7LO1r3xo6ZzHq2v2zNt7tuJi1epr5U0pS2GV38VniqRqaHdnxsai7RkvRb07fmSgeW6dVCe9+7Pdo8eP9VcXWeKTVjY1zW8t1bJOo9yicI5t50eUjV0+yp+Mxsoe/KnwT7ePttQWFSRCZr2/zFMxtrKT93vqO2vFeTmu7xn6HWYkkq+kfsYUDFgYZ0jN+bxOPzYTxM1kRddVkia17rhbdMJAtmE3cv2b90A6jbBmgq+Gl/5sQanKEbLDnvnfMBxFw0ohCiPVTU57XXOzp0aYdtkb9ymMaqnJ45t0+YoG6PWWhgrUfxGe4WQMw6jcwt/jDUUmhb3EnxI2UutWnpaaPTE3orkE8fVSRHM37l6IdIHaYzBTblt8dhRGnQqS3CUnMeCPOokO+ugEqfkZHAVmTYjIFq/JL2YH5WvJcAat1yxpZphR1+9ftOroja0w20BRtOyq6k9+/uuvKqm7KF+mvSg2NuP+rLjJLnxY+8/7Cqo9N751+5hR9/xpD6viVBbFfVtv+ckNcE3trDqPn++sFEa7vPX9ubKO3HxM8BqrzROWSaEW2tAfWywuFLMkgj3IkdMlsA9XTpZfySp2WkJ5MU+KMpETFwURO3ryQEgcWR76aiYlthVD61LhwWXHto/xx51KmfxJd3T8ylZFx3WPzoX/FP6bKqgYXVo6Nu2CL1TPHRHaHRd+O/K6JxdCpS3s1FSXhFbOTE2q9sDFv1rfJJRmLmsIBBovSyN7IbfmpGeVSjIHJwlR5n6Ss94KJoGaniTpQXiovJQbN3pCFem/Hgh5JEpa55gwWieVyXTYiyI270eIoT4uP4fMXrGaLJirPce278Dcy7XbHbK+bEl5hyf3G8i+RKKPwsxmtC5babPxV9pCu2P0zPmJhhVTyuJTN4521VaWG5Sy647PenBNYz5QmTX66yaUJmbgLQWmJXCMsrWuuXRsgW9EqGVUd2D8+LHeknVNmUBjgdFnVVvLRiWS41J2iUKrDE+Lrfp1y43HN257sbv2N3cJ3ilrWt3h9qtGTFzV6iloWnrxTqPZadapdaL8R6YTjWNHCeDnteGQKx5nVEoTw9gTUjsl7j924mO89w/ZtQB3zMjHnrkc/1ZB7JkNxDHSOce+CIZ1cKHaLvUUWmWJZOWiK32Ns2ulAT20qazDPvTpqBcpSmVyqAuS6jXW1eORNeKG1MzsTyg4/NPsRGwj1iCaI8dIG1LqNwBtWHkfaBNu1HH4nK1CulRNxaCJN5iSJl6mSZpAPBpNxfM909Fv3yE+kAd5QW5ebYWugFpREAyqbFIVEKFOYFdUbDCW26MBQym6BDoDgtNUB4MIDSk1/Gu0rcLtrmiLQlvRKPxqVFGqwGotEK7FRyqoKG2aEMM9tRTwXmEhejexJDYBvct+SPtdCd1vdQm3m5zQnEQ2F9fO4F6abSDOq2vL5Lp6n1odGWlRpPFa3yHkFEkHV1yQzooniIs0UHPhyq2dDsp+rYb9JeI/KLyA+eb7Ff0lGAvunFVyyy1F027q4uc2+cKjrmisMhXxxQV1lSVD6zAkhWMaJCqbMRoQKzLqlu6aemyvpWrljHSwcUZF7eUjQ6vSs1sLL1WZAWuKEgqLXjlOlPm3Izn6BYI9jqyD8CG61AhAxk4qj0MRLsD65RkcUTpRL8Zd42Iv9R+CGfoX6UADUDLTh4FGaS+ZJSScycMG/zwUpIk7Sy6ZOfTYAEAIHiSH7ia0HAVS+1I4FZS3pLkEWy4f0dgqCqDWxqECKOd053Iz/634Sf3LxCc4WPBM/w+C59IJUtnLfry8gfsvnUd1cXde1FBgat8fGJ6ZQWpO0YxLeiFwezhf2GzS6cWeFpiHxcAPxIHnXG0JMmVwSBAnQ+vQpIMSXb7+De/ahb6hV8fYcKbRY7e5Gha0lS8pX2Z++4DRrMAbKL4lLPdPHxFjVV6XsagoHHDFVIzGLa+dPK80NLIwMmHW8hGlC0vpggmFDUi/V5TAhcmpfgi+yT6AkKkobussq19eV1kaaTQRuTG1by+CYS3ufAoySGPaYTKWiEsy5f5g0OfnQlqb1aQ1GPQarQgRTlNKaE/Ui68suajnYMhCuIpnMHiWNJ0DjnZBWmfAEDL6HQVtgQH4bGtbf3m5q8GfB5Iy9WAA3e5vJ6796jkZBnLtlyVXVQwG0Rtd8yAyz4aAyfou1mIYK+YkhDVeL7VfmA9TSgIsBRb23cncx1wPAriT0uFCCa2gFVJsE/Bqd8Dv9wG3wmwyRVgpNmMtRl0+bYbsUyK25SHmAklmR0B4LZAYql7RUE1b+uO/CAdhiGEXVQgsquu0w5QU1mT4to1+4bRt7vbH5zRvTLdtGDN1Lm6WVnFFom09dY/JILxlLDLjvmjtRWvHKimVe9zY6TvmVTjs61uvaz99A+6Lptev56nGdGdQUEnZ6MQNeRudq0bzMoY89zEgdjgGxkilrXXENg95o1yyNQfUUNs8/i+Ncjh0ZhIIhxsD+S5wadY43Ah/qq7jyFWrf7tzfOvNr94Qm911WaFn0pwrKpDV/f0Y7GQkpjeFQk3TExWXNYVo7l+Z3R1jJ4yeeOdr61a8eu90rTcZ9CYC+gd/2gcSS2ZUFk64ZtLo1R2FkUmbHh5sZzNget+dXBWicwJ5LKPAZDCel5uMvFJZPW5EejwhdzxRXl4moUFcMTajqybi2BsKBsMBt93LiV5ivgvTkDd5hAXFsCGerCkvyZ/JNSumxOrAQayAOAEXIeVQnFsLTgcxc5BwAn1KaVXcfHrhY5lpY6ljkmDV2FhjZ4HwF+uUq3dNScyfPS10/+mm9RWjNoydNGviHb9ftXT2qPUPFNhhwlblw0jM1jGBytElhSMrAiwtNRiE9yNFGKkT5CbFrubkeOEwP6fB0zK+uP3qicX6QCa0y2nf0NrdfuqG60/uHBPayFPppsVhmNXqEEIfa5hd73bUzBl5VXhSWLCrEW4JPs8ifNaBQiTn6pH9WcbLmlPxQq83xJOuglazXVFEyu2VcsnQDR3iJ4lGMwwgp7+34HD8EQaM0XknR4LdBBe9YDAeMD9hHHx81w8QRv+yeEx9sRz+URqumXTROIATSjVzs1nwyIvrx1DZfhxgpsLw7xqMohtd1TNqiqc0FQlz8nj407K1mclVLpDLWRJ7KhoQDjz7vLic+WBNZUphwSWkPS1RDgxasxg+V4Ih39B8mMHJMgONFnOGN3Pf8P6I2X9wKg6/yH8x+ievbbpEr0XciLG4iDIMa5L4LRzcOXHlq3dPHd5msRf3X2TF3pF3IjivR/boSDABNO4fzavGkmkTLCosLC2JRoKK9gZabGlvcTocVQV2S27WXGrS4HKMS8D+A4GZHo4EiOcNWdeR9E8X6vZLoGHEdZn2DeMmdxFJOr+8df2IMt8QdMA3gh4kfEeQRpOcUSe8GyjCP6an/QAtBY5rWq9v/8NmjBqd7mp+lTs8CD3ZD0evLqJUfvSrManpQUGnJAIYYtudWUP629j36Uguj9Go1LNAKc+n1OOQU54ZCqAX5+oQH6MA0pfZa+a2ts+rswtn3n4W2p95+4b6hW3hSPuVzVcv+/g7E3xdSFi+//gKzIO7hfGSILMSeeWVoHAfwKbk/mjUkcFlrQX0b3oc4oatGnH3NBLswwRw0QXQOGiD0JS43Ra2sAaKXoNDa1vpdZlRJQZx09wVE75OO0LpGvNR4VOKmbN9TiOiO1K0wgODalvhX9lU61j3GzfacpvpQnO8yq0QKvuLXpvmtycfGVbfSuqFqV1oXpmB7jDyMDklKycL3if6K3k41pYvukGuGbWrwJErsMkX3UiUErpSlquxEXqZEFnchv33Z24hMQEXr7abDG69Vj24HpkYauI+S/2NBLGoyq+o5zLch1T56EtKS83jx5KldXuh32cIpaM+jTiq3NPleru2JfX3mNzktTr8Bq6/AkjsT3GWiaMxFYEU7hJWZLZFE26Fsr8T6In6j0RXDQ5d3VfT3A+8A1O/EwA3/WDJX8KxDBzmGgx4N4NzAHTxZMoy1CXYO8SXQWOW3ED29WnC9R6ZQLiyoURhNegKtOqBkeewOWz8l8ao6cfA8m9QrdvybwG7FAVmLPgXIEJcy0g/zESQD23fr5BTpMmAQW1jIVkY+K9seflJwiPi/jUmvy6R01UJ+mHhjLo4Xe9JdRX0/tIYS1X7wmMaSmVf0ZcZXUaFy/043F7g00lUFrce5Go//0fyD/SsIuRJhXllldXhsJQGFTIpwGplv05pwdnE5Jk5d5js2Tj8wbrBadwIh8P78lLbLzmswLjorIfWNjaueair68G1jdBgKaoOBGqKrNaimkCgushyiXELV8vkZTNvnDTpxpml8Zk3TqaSbTGTKdaWJOeSUWSdq+8lYSKtwXEr2E3m3m2IzyeSWjPbIbfc5dKwZL9FvD0QjkZVxsXUSzpfk55fWcEx3lo05+mxZKef1JyJ9YYQXk+ZWJ/fzYds3WONNUan7qIeFKyfJhJV4g49a7MBgmOc1/EaerYJeEGIV8ihxWjQ6nQa1oEz9xhWQYn5lbh36gnMtAjFeEdZbJnUQrEtEN5UMSERt0XHY2JeWydcuPbzfXtXroQ2uAva1glLhOW00n+ttyEdVajgW0L8gcO/O91+DN4nLOjoOHZdeKkxkHAHxDhIbu0pBvyHnbFCTfHg9Sc4eP3po5P/bgUKYcY0eAUKC/JLr0KFlblVqMaFSJnaLs4fuhJF2ksk/SPvmvfrn5bEouI6lHARon8in14HABpz3eAxywfGPKRNBhnzsB4ZgzpjEJ03OECDvhzSHUM4UxCaIA5ZDMbgIQtn6J8OboyRnZ7vieEbPOgsGTJkxLVVRPd7mWkgDlz77KSK262wyc0k/JvbxEMMRRj6++P281xKTKft58dcb0ZjoDU4eWNHeDD/CRcGsabKUewyhA1MO8cGJm6de2yAG/F+Uf2sOu1OuKywwq2i6L4+oBOWMLeRNeF9uZ64EyRxNO4S0ADcPQHWSBwTB6dUhwsTtTgt5qOPcfUGDuJK+nf7gl5Iiya02HiJceOPDMTU5oYtvkri4ebLkh2L2pKOjcI/hDfg3Z8afP4QsgkMCMDMhJricNC6FAIYEm58LNOQnNkcuVvrCJqMQYcWnY0mdD5WNq0pnJ56Rfl/Cxz1BXwEsY+Wot/kWEMwPWJy2efwf7JFwmvucNP0clPAodE4AiajH5/9hDZCFfMKgdF5BITRNPRwNhZXbu2Xa0iF7TmxtNoLObVk0EaOabxQlxbdUFPOXaWZHcIHfWCpNRgurpmQCbYGDH7WgtjN8KlwBSyDsvXBZPO8yYM+/5OwBP7P52WTR6SDBpZ7k6a0/mQAPkJ9IXB/bVszPtr/mTAG0UPZ9xmzD81X3LfWyiscNtYkh4yvGHfYECmBDRTLUBEchzRe1XRALz0M+dSpyxytHoxTTISWeaOqnLUfCIfhJuF2OPXp38FRgeGopuI3aQwYkRjliXGzop3CYcpP0cJ/wcDFJ3+AXVzflxEWMY+jMSuA5pBCLZNLaJZkdZaW0eKo0JGGL1N78g8VdsPtwqOnBZmwiD4m3lqQZd+CbVk3zj/A9/t+KA7UPwIH8F/ggPb8EAfo0YcHxvMjkJB150d6KSTAvjDiMYwDG7InLSZWI9UQ0Xqinqzq0zk1mhLFpzhOyDyOkfB+rGvekhqRYWJT4vDZQVhqE8Y0Xze7irBIaxO1NY8r0cZUC+Ppd9EzLcB+0ELRNMTZgvtVGtyhi5jhJDVSbGtJc4M7W6phVNgA/cJLep8/bC6+djzpalk2stynYkJZNVxz8XfxEcmg1u3T/ZfKXdFeTGSFnTZTN0veARqkWc28TGvU21k1UOLuAR9/JOaDwEROjCXQgwyI/fMdZi0U3M6WdSxtarpqfBm7Xf3QQ2r8D302/qqmpqUdZazknaYl7YWR9iXNO7Pv7NzZvKQ9Uti+pAnBWQ5lFM7JCeGnui1eF5AoFA4Qx31748Rgz/lz+Z2axXQiZNXpkNki1gqaqOdsmc4mS6HR6NNqrVoZhFx12YRRzz47s7t6Zp2HkhRPb4uxktuknD1ZAqtjCS6VvGKjsJv+VLhzScHI9ZeJODfCD6hryFh8vMbpMEk5Sq32mUy6INCBOFnmIWs8WrI5tZk0qxOXcrBaReMJiYl24rIPVlu6BPyF1VLobvW118yYbDA/a7IEXUGfr2Hk1Ck647NMozRordS16EZXtU6RCDQVZH2mYEDerGzn0Qdw4sC4GtG4ykCMN6noWEwXKjCZ/LaiojKZTsd5AZcfXQIbHnG88kg6AuOOp3iJya8T+wGTle/U4NfY4EsnxMtM6CXVSI0fgRymZyVFEWoBNb5NppcOevms30ddIV6BXjGSmZ1QuBW+7E7MmkFRG8TTB8LblK8MfbMBnXLjP0ZHmKMgAiy8zGP1+VyMUukkNMb/EJH1eFYP2qlRbC2ElCfeuYYsINbCn8oQabU+o9xR4FQ0TSnT91P5sk2YyvR7STsnvY1maBhrmxF9MEdluChbN44Q+QCORdyF7I9uUrOvQzLIcwQ4cd9gjkyvg5ROLiEt8HLlbmLVOsw5tWaTthAGvfkWhXeRWv6vkNVmn3RNZ4urVpiWfRS9kyy4zF6/eNwhJnThAyYkjJQ7yiITFgmv9fCtwaRbjebanchuK0Q2kB/ZQCVorgUgkDmd3kLSlYZTsUq5l1Rx5ztiYHP9pOj89BcZk8zZRB5hYqm0Ib+YTEFrxdm9qw5dP1qGPUzbw6qJ3b+YhZfGszwM1E4sa5wR7l8UhxPiP32wceNTS4U6PNylv7m6Hq+L2+vmNgdGwqvyS+Jo3CtycTs5aAGVvDqVBMWKYuS2K2hrGalCrq9qUEhwZ8f9Qb93SODOUhkXszb6e8ByQ3ZnywW9RTvPBTlvvqZalDhipQsbHQjDZVPuWQ35oG/rco/wnnXG9U8sykXypnbA7AhJoJqE8qDeNmUtiflND95/etr9m+cUUMvFgNzcFuHlkqp85HdE2/jt8yp37RqRGC8cbpg9NMpZOu0arMOR/8Fdh3BQDHjgPxCxsx6y9YNBLVfgOp6eIjQZ68vP5UBH0A7fbjY03CtJ4RgBHN4eVDJ9IBY3LeOZduU1TVsOhIZ5LJkbeoeH9Zi6gV1jR5SPKNJ3ThnuzsDjwQJP9r3hu57gfn5nmTkINj3iTDQzrKSSQyGXy1i8GWsPJxnINsq3+raQ1DFCHjGDRpcb/yScKP/aZigRzlzfs/iXq+qg21MzNfM/6FCRmMIHKM26E3dPOrDnwgfX7Bqz8/Ur29ZMLIbT2tZPLQ1MugnZskgkSwDe51pbQ/zAX/eF0PhO6llG3LfLir7HfQcKQfHBkF8e8QZI+NAFNay9SwFJ9xETC/GAO8vz1cqkhDbZXz0ruhCD34p1tF6xlrby3jXrVoWa6mpTsGvgNS6oFR4SzuxhQh1bb8QVtZXj2wdefXTxMN2G/yEJg8bIHkdjxL09ykANL4sxUbmhywfxdgUH1QWwtJCsFiksSAOHZBILK7YfJBtU5jond4rJgyT3Gf/70eOXPCr2GvnntP8IyCHs61wYJQqsfw8UsRUG4CrBsfsiEJZrulwQ72l4UG6DxUHSKM8nMeThGQKK9/8YjP8MAs7+/k9DRzzTd1biROMuBqkeC2UgqC+2R9iiaLQrAEk7Ajc0yXGcZp9SFL5iw7v8Rq9oWMaBnndQnMnifnTDwAnqJJLjirCTdLobvaFSIRMeRuMcDMcsaGdCHwnjr4/i7naJ8SPK7oJv45F+NDB63OpOtAFKkc54GY19IZjKazKVlc01zfPHT5gwedas0aR+EMznJh+jVoPReNoeLCgYrQhiL+iwOsIWxlRSOKgEIn5OK9YW6nAKR+5EFu3ygXSzBbfNH9LhLyyCi0HN5w6QehNSeoL3GLXgn5lNRo4dKFdJYwMpFA6gX5LOb2bqb6wss2DHlMk/qahLHj9OU2wORWNqahGONm82GHQRQ8mImEWpN8tJfcryuMcZ+ONn06dt2PD1QEnLVemg0TJSeLLzuquu+hO/jPEb64Lj1o4NWdQ6o3D/pwNdA212gtg3Pv07w9ASdai5It41o8NTVt/gtvhcJkcyMap96x2LF+eKXiLOuBvp+VH1k++7edYsjYj7W/vOyuqQ/RUF83l3IOALeS0hwDAwZN7hhR5kHwCzGXjpEmVI4cQ6PKwIyL0sboR02AwUbJBhiEPKKmg5qT/QJepFxQ7j5/REM3Z2as/hKY+PYqsfIlPFqmGiKIa/zF8gWSt8LFy49e0ND7dBW6CjatwGNz1JPOOIAvmCOXWhcM+BuXt+Te3K/vFX8ytn7dxNr7k4VnwFP7vwAflSnNsY1kWklqcMbOBD4bCvLBDyldpDVIlEQocsO3zQgwRYicVS4qMT6pDK7w/hdgUHS9kYCGMRcLhQEZKrWBbPrwNShUSO14xxQILMp/J68YCNmuHg/y77kjaL2x1hFJguiYRg/8vaoVjy0tVUgXBxGCrYkmwYvRp9dbAfGdBGvS85+vkPMCIIv0Uvpm37ZWH2TvIVExGW5HAiLCH0tyB5t5D3lITsYX+ICmB8gB126LFDewCAgJ2OI3wQHPDKQi4IAmqbXP3vEIFPl0LCuX+NAAR1kkw/SNJZiAMETZcGnhbOOCbVNy5LYz2w5bfrHmm9FODZY5TrnuWNzesfvbiYG5s9u+fy+58YDnccrOX9Oh0CD4EM46EYb+92xHaooEcFVSAWAyoasYkfEh1MxYCf1Tmd2J7tcZFO3z0OtZREvxVaxBqkqxr+IzPh3SHT4F37Cbs2+7v+qeBPXZLtCXouMUUka7+EfcPYX/gYMtnPt76URw1CCLQxpz7/wQzIPvM5Zd0zgByEEvoeEQ+K7QQPDWAHX1EcivpDKU8ow9tC0Eq4wBOFnkxpBqnGUisVzSAFac1EmSZ1yKMqVVGqBnUcL2cfLlfE5FHWjhMEDhdwVvAfZwk+4M5bInoQfgbxyHvn/gOfEBfPxBk50skxhz6SO5tKJ9OkNSJmokvyDlUNbY33TL/jGANbR/Pz4giZ2ZaH5vS/x711fshK9JrsN62tPb//k9V096zm7gco5sIHt0+eNPDBxUU4L3Eb+AQ+xgT1IQYBrOOYPX0vCH8FLl4JgZqjIA9nM5Dp7Tu+X6ZIMiAe7UzBaApA4VNmNfRKuoAK2HgFHAG4EVIgVYxAl2Q/fgkx0ccIH4aEmB2cIA7kb1Yb79iw8Q7javXElvETJV0r11+9ur61BY8BuulTZAy/xWNQ1+NVPVCMuBfI5CzkKRkegMOZJGe9QTzLNEkZTpOMkhFh3VAOAKNlgkANHuSTMjVMqUao1qtvUr+sPq1mx3KjVNvpe2mmlz7MnpZ+xX3PScJ0iB1Jj2Afox9lWVYi6aVO8zKGNiL1JJcwz1BPARbQ1HMAUvsO0qyEZuRHqV6goN7hzVoI8cM8TDdznpG4mU/RiWaOUG8CjfbbzhWIMb49hzwtUJ+tqa+p2SaJRdXXanHruM7OFaBzRSFMJWivgWwgTsshvE145NuHoPO2xeNpJbTolP/8G524eCJ06y3wW6FWOCp8geGrRHb2DgSfBZzkK83mkLnCTLeqp6kXqemIOqOmdqseU1FhVVpF2eSF8ko5vZCC98BHIWVRq4CKUighEhAqDKRWCY1KJVRQagsDlQAigbCvx6BS9lJP8QoV+ZxVAoAmxBFevsP4lJECRsgZe6l39tuUSo58vFy6ExevQKn0KHUSWKF8i/bbWZ0rziXi+bMew3/8OPpfh15uk2ij2659aZv6pZe0+IBxsQL39VvRWQghy7Ea6E3r8YYIFemKeujlKIlkh7Aj+0VtPCnTCueNngvCW3Ap5awtS8m0UGv09AGqurhr0Zp3PoOLdsHW7IvFsxejN8J994A8P0hmI3xxoLpBhgiJp7QEkZNFhKWp3oM8RSECI146JFUmAZCxcV0iHoXIBrPG7WPOIdodr8diT1wqksx+RDhzcackhilDJ/4myuXr0S3vZcqABhjAat5fxYxiKDtTxNzM3McwrAquUW9RU2imb1Xfrab0ehbqjqJxSKnjPTIZ+yx1HHHTXsRfvehe7x00SaUymbaX6j0AdFCqw9xkxMjEu7fEtcI5slXrufrjolpGmFuBOYksw3i4cIXXYzHrSKHZvcLZp277SHj/V8afw9Ww9dW/XFSTXau/OTSj1fZZwdqbhT9nP6fCCEftfeeZV5gU0IEVvIuDC+EpeAYybdJXpFSb/BU5xekW6k7pzugYDs2O4z0Mwz2NBk1RPYihjveo1QoMgxbBIKNwL+K3DxtUKrVELUFT4XWg135ZXh4fMnZ8QGMnvR2h1uvBsUSPTuv1ofEnPMwrWb1w4ZbwPcfgx4Jv30PhI6eov1D67Mee//LDNjjK/6E3t+/UMaQDTGAKL0M4Pqv4TkHJGmQIsTpEXiMir556Eo2od79UqtMeJdh954DFbYHGQch9DZgJcjvR6HASB1mgIFwJjZgbRV+oHpK1SvTHHOPU8ZJW4ewVjsTFB6CVnksbN6fmNTcs6tz77M23B1uu2EJtE64U+QJJMMkdiC+kiDOm8ob3FXABu5bdytIsO4VdwNKc5qgoWHooStkgR0hkCBIJIyBqaPA4IZRCzARaMs48EutFBOJpo8vRnCBQJ7nj+79/DOvhlfveFs4KY16fyWi989cJ/y0chNXQocgeFPPnmQ/RuFSghVc9puxVUhXKFuXdShr+S758d78G8eUR6hWgRvQcREvCgzn+8xH+0zEfCmdvWCs8etb0JtRTb1HyJ0c1Gz7yCkqyp0Lfd6wUPdsFHuNN4YJ0wbaCMwVMhQxKGStzE5K5yGbZd1ClUqjViGin0BD29ZhYC+Y7q5XFfGdHg+KoXl4OjMuNlMZoVEGRuu/xOg9vsVjRENWUlVZb1SoVmtiH9cYkUEGp6gj1KnBrv5zViaZ3ImGNd83qRGxp144RsPGLkCuCpKvEu0KhT+oHUIygQ6ocu1L9bcYQsAGCeFYqnPnzamFfuu6J7tXR2tIGo6plhxlScAN8/IU/UfI/NXmy5w6MGBs8ZIw4RsGLuve9c1cLf8R9BMHrzBS6A8mmCl7NzGU7qNkURaUhN5ftpR7mtdRcQHfQ3fROmuFoWibFjiEaZvYcUrCdx78sKw3mSvaZKRf6YDcEcPPrkIPXCjeINakz+j6XLJIUIJ36PNHrD0G8abeL18F4CeRLOkooUBLipDws6qUOgHqkQ1esTF3idw/DW9HvjLwMkS+k0w+6PjX0OfL3c8+5TXwOFa+FfG1HLQVqK9BzqKp/8Zzc7/qfg69Hzxm4XnzO9L7ZzE5iIzxGrr8H3oKutyI7pdsMgdnKoaEhTjlMftKZ+41wfMhvdsOd+d/YILDZ8W9sw3+D5sfg3+yCvZAHs3kf7Pbu9L7ppZd74V7vcS81jhrnXUR1exngrYW11DhsJb3Ca702luKh1jzb3G1+0MyYsaWi0iTJ2WQRz5GipJlYLivwc5EYXyk+G8u1pUwZevbj6Nkss0dzCtTyxRA4Pc6dTho4TUqWh279U3rKrf9aT3XpP9VTer7AndTzXn9Sr4cygPkkGsW3FEHK9YqhF6B5ZwZB8CWfzLALNF9paKnMKovI0oq0uk02UjFSvV26TS1HrKYx0PFwRlYfXqBeq75JebdajpQSMhoOsZyRZTnkUr14wGLR4kSBY4c0DuhwsEhlvcAr62U7ZJRMRnFSKTIk9h1AjjgwHiXaYu9hmRS/VWHldgjg1r8qZHP08mrAaTmK49E85biw8hiazCrqZRDC1hPSxZ1YMHdmcdAdzUoyR8vj9TXaGvTxinOVsBzZ4wTkc9vUsagkZ2EhAwsvkZsLoMEbFs2KIKk75CzlJBsOEgs9WfHE2HWvPLdUONtyRaZJOFPbDa0zV1dZR5mDNnPIag1aShm3/viHF4UF3+oXXrsFmqwn5i1mHzaG7NYQMr+s/jIRv9juTBI7wwgmH0Gi+8UDUikt0SMEHQQKqFDQzw23PQ5RFIvkKzE+ZNj4MIvGR6eoiJDRCBMIQhG2ARsEluMkbsghtyFZwSSRQZJ9mqGyVxdGyXBKc6aJ0JbyWEMmWOYPlgIa2yjMVYj+alI1/BSvqmTakNJ/T8VwKuhA9OS1BmT2JXcaIDBAgwFK0Ew6xhs07ribes4N33D3uSk37w8m3Wi8vBFd6uYbU26+OeV2Q61eLxGtGg4JaqlUgrWHfJBV4+cQR2gxaXVIl/kQaYk5821ejWBiQpFvEeeuzEG9sjOKARdFsKhfcP88U1CH+wAOISNzlXD2+RduR8bOx3+F0hXZKmTrfDFARPjNi3cho+eWt3rl2fepcPAH9MMHNaIfjfBzBbIUGepFoERcuw9R6ilEzmOHeCmPqCQ9Rv0e2NAXvbxfA+NI0y6DzCewD6LZ/zUS+rytIAl5tx8d0pVJpLnfw+ZblEzHbPv4aXu77dOFqB0bGoSouOdcPyS4DhFSauHT+8SRu1PmEBO88CETFFaII44WImiwnMBFAaOZoDbEPOklPpvQ13cKlPNe0KWHevicC9a74DgXdPGBUNLFu3zoYLElXVAP4ikYFweUiq9IIdiv7TuD5F0tKADF4B0+PNIIJRKTpEI13TjZvNg433yP6m7jt0a5VD5SNkK1RcW8K/tCRkl6+77bbzAlkYr9dL/RkgxhHtLEXX0uyoVr2FwuBV2EWUh33gd9PpseOUs8koIAOJGV9hxC615kMz4FTMTO6OEVAGzCaIRQb8NSQUmkAuAgx8X0mHE01BugRJQJnSuwOOhM2OLAiv3zbHk8mhD5JycLkNQoKwUYSGzKhcWoTJ5bxNZ/5cimI0w1lJGojZMWPbNsV8PEvz+9/8IcaLvlyqWbmsvGxAZ4ifrLXUc3/v5I7197nvz2BDyR/WbfPduvXfTYnL8MZSrEU/C9AZ46glnqgFJJU/TRPEdxmKO4/28cFc8JCsJT5gGYcjzlTlmCVgSGJcgEs3upDuETxE0hsyGMR415KiIsop8iuqdH1D16NF2x1rfqpEihqTHnEDcbXYt8Bvp+JoWu3S9ee/51MO8QBD6Pj/IhCdGjMiR7+77ka3wOorCscesyK62xuq1Ul/UB6xvWT6yMlR85Omnla5rRwepGB28YHcwWdOBTVistA1qdKBHy2gypM1FH0jskR9GzD4jP/vACKN0H7VivGk1JfOZNMkXSDi283ZG08HozOijVSUsuVoALKxF90kgm3oZkogWEwFHeRQMoM0GZxqaJaEZpRhoXGjbSVxt+Sh82/N6g8GD2lnchICirVSUNYM5Wfe3sc1JdzmXOB5y0Ez9ViR7n5EeknE6ZDum253o4Tv8skiEqxPBIAwIz9RR2R5Aq7T2oYd0sxR6j3sXr8NT7PWazDrO5HjnSYSIfz2m/XYEtU+KT1GjP5eRj50qRxTGHYz23AiLu1tsg3lSXFNYrkLKrSNMJOJSx4eqfffb0x9nPIdMy9bJ15bxwqqw40CPAawc4m278WnhP6BFa//beW4/+XviLcN+ZE7MpnVAymLMp0I6YW/R3XeBnvG6bCkpUJtXfVfQ2NfxWDa0YVa6vtXCTFsa1Xdpl2j4to+UDkaSWR+TRainOie0GXmOMGynkjf2uh7ZReVdILuew8lAibNGi63HQI5PJ5YjxTyDz/dvyQXqj/hzMTQCt0Gk/N2D45FBDYizeAdVhNkmGTfZ7s8/D8NI5VVbT2PWvPiPUDODib/C2dZPZ9/UvnSofMq/xfiJIXu5mahH/HRHjZdDV9zqYyPMU8DtVBp5yI6XZ5V7mfsr9iZvtcj/gfgO9YNyY3d2Y3d2Y0928z48ONjs6mD1Jt1trHszvK3NzDeF7nrCIaUL4toFCSPMeTgMXac9o/qGhZR6zLcnqIKc9pfiT7oz5W90/zCx1tO88cCES2DShcaEdIfqpEAzhguIQrzclQyGr1I6ZVwZ8UOOLi7P1sNOV9PmMLN1LnTqglUIposr+HqXSepR6HqipvbziU/Y8Sy1nuxHL5iKBbG66kbOtTDxXVYvnphHkfHB0imWJw73fjayKZxGzRxGVjyCJfxIUITLmWDwPs0hVxNoir3euGKApJmmmc0UUERVRMN+SJqXDEQMxERUnAJJlvxyJYxRc0qXSljSOu2n3809DCZROFs7e/lT9bZaAxRSw6kNIEprosc/dTj3p/uUbcF5wx8enL15DP/jsHcIq9A363hSwQbOYazyv7zwzl0njXmCwnI9U0tVctXoUPYYbo36cO0If416hX+NOMWcYlYxh2LUWeg9zO4twi+jg7oosi7wR6YswOyIw0q1NRbqRqRvhI9FkJGIoiOK58GYQaoIwiGWI1exMBrG0CvJNqWBQ63AUPGiHdjuaVqcOLy+ABQUGlRy97lEoVNhDllI9SFwb8EskYniN3T7bsdxBAYfW8aaDdmBqKDVJcraVkPOhppakw2FG/vVRZI++fTCuUMjl5l7qyP5uL/SSCwuS3iNI38aQolmRN9VEOnWuTMRFMiGte44IIvSiU1eZN9/y8gn7NkQLYx2MbHEPMGmBV3SgK0RTHK9S5tZuUxKssQhJkxWbnnkJWmC7sFv46PDT6d3bn3r7ifsyVZ5IwpriO2+upzzuZKqgIBlnmITw4X8LfxX+0PRM1cGenx9VbJzgjcgOmCbevuOJUHEoGg1FIwP+zwGkiw3AB77mm9AcepR7VHOYO6w5w53RsCOVIzVXq7apblbfzT7KcJwkoPJr0pI0l1amVEmNlJEulG7T0Nu0kNOo1VKlVK3G7pBKaVShf0Q3lDp5J+V0qvACyzFe7+EN9uSbHujhHb6kx2NQq3AsWYoE23PIMt6HCKzUcIyKx8FTA54gO0RXYD92BXqpk7wsoOBV2iSi8hHkDfmx5ItqvyHkWEGiqucq62tqkIsQXRHNawQcY9527UucWltTk8M8ci2hBuckGnCHNeiFdcjCGKYa6ANyjrZXTqt9/+Ih+H72K2SFyMvcUln21CA3KPiLzpLLZo71Cr++9m90Qpinbrv/MaFsqM2D/Awkq4oRno3ACsLgJ/uLkOuF0aOz8VWpB2zQxnsjSZsNKAswlrTjgl1B6hPE+UGj1WxWmpBpuB+hCHlKRB08hQRF734kh4w4xENT7/DyQk1hvHBcIQ2tWFuakDcRQbxZ0yky6DmyXqPLORP9rCj6EZ0GvHiFnEE1FAu0SFwPm0uGofi4nn7CXlRSahHOROsdiewyaL1jkJJEvtXXd99a0zByTNneZyesnBocuXjLhRT93MUGJjYUHdimQkgRbarjoq2iO3Jpm4r0FP9csgjhzoe8ybN8+STPJO8CzwLvemadfJ3iCflR+avy9+WnNJ8rvlWoW+U3MTfJb1LslktkjJ3JyFsh48eIVmqj3dGdUToaddIW7JNrAPbrALbJAeCcumeJ9/k8skl6QBhbMTvjz8Upbbw7vjNOxzEHKnRJckaeAzkXlZEzrxzRkozHC95IfpKkkg1q6m0ke3qRx/chKEBnJzrriYN3AiQQNb459032yxXYocWSYCWhTE0NlgtEahCBjgPAZGEIpxLjnfI8QEd7DThxoRzzqZdW00MdvToIf2l8ZP6vepBnb/Sbrxb++33hjHBYCc0U5OjmRR5ODrVq1jF5HxyNqIXoQSgHr56w7A3ogFuEKwTh2wNwCTKyFwpnMlfEDE3Lb31G+H7hilXj7xbtY2wQIyeLwrFK5r+Q3nUipXV4v0wF1TmfJ4jjHwUFOpMXM7GmkC+OJTWF8JNCWFho1uEAptNpRxTFMtmObBrWJO0lUVXT07moqhlZ+7LZkjcllETi1GHm1lLv8eoSqRTvfnUeiQIZcJKVLmPSiQOXxUgSlyM5u6JfFufilcgTwpIYxyshZvm8MMDojYIVorQVo5Xl/YpSR/AZHiYGptWW1oTE2KX5f6D+FuHM1mxh99ru1dSJAfZ/x1g9gQQxJ3zwcvZFSv7qddlz29a0BynzD3h/GwJFkDgR7/8GAC3H3AufGBTj+qMY40KfPwC/GeRT/FH0KcjnL5DPRd2LP39a/JwKkbUdfJ8XJMeADSr4DpMkCIKSkeqtYCt7N/dL7hD7LSvfyj6m69X9XvKy9rT2tO6s7nubjNVZLRH1VC0OxbMm1sJRMl2IjepaWEbNSiQanQ1otRpxHVALtEb0RJuOVTNaiUZrwiEtSi6TgaeReJKgiQT6jvJaBZLYUEIuYxmNBln3Rw4uk++QU/Jj1DvAAYzo/TgTNJkYTGiIqKo1Y0fuNWBHVEU07CR2EFks01VGEVlrtDVxNFnEJbOcSK+pIWJ9H0s1TZp2BLB9nx6WqZI6DzogR3c6Fvcr8XoQiRMlIFk+U0MOSXwS/qqDaZj8X9C6ESbG6tSQUZpWXg554ZBwW4ser6wZV0+nE9RNaH6MrXztyc2fPdcg1FLKEd+889mfXk6LtV/PwSD8lPPoQ4rNWJapjuwFIMRrl8k3yXcoaAoCv1mu4RXY7pPpkhR0gFgqFUXiLdVJ6FgpPCwpp7/ShyQpbDcrSjDdgZnXULA0zIcfDNMd4QAHeBy1RH5e31HhYaqYPo+eV4ufpyhBV6sOo+eodUZ8VUr0RX/sdej5qweer+UUEfh87verB36vZRURCfh3n6P7TBgCRxF8PffE8lAJl3si+f0EqnPQuIry49JanEPH/6OuA5UwKClnvYPwt1PSAgp5BQU7At2BnYEHA0xv33leFQijUVBQE3kgQkVADGGToJQ8CwapYvaB3LPQPfpOS14Cft6C5rxOJ5Xin+nR/279A/rn9Iwe/Zr8vH+s/2+/z8HQNAh3OyWLQEMPBUNYxWjk6qQ21BGaHaK7Q+dDVG/f3w4TnCIWwd8rkF2sKeVLHyilS9GtowSyFdEB2DrZ5/vHhvAo+RIkeC0FeW2HlhLxSZFAAa/Dd7K77by92/6A/RM7a++/32BY/z/eLwf7/jzszEfUQfSFB8HuJ76UNYnPvEytSwJkHWPSRwni+vG+Pz8W5iPozHMJ7iA2wHM/7joQhwyrZf+JxrKQwBaij7MuENuHfO6+13lnaSm6lqY0ZXxZR9mysk1lz5W9UcaV8Y6CZBmIRXMkzT1vOXuNPqQ6TPI2KgFgfwHKDzI01R2FvX1/4K3RqErFo/fLih4ooop4vSVZhONeReg++EZ4OSjVf6/dHOJvVa84JnSvFjDuAPqpD93qWl7pc6Fb0ZQX2ZLYT+ED8bKkFw9K64XAu8yL12ee8j7nZTVej7fD+6n3vFfiRXRYsZJgchAtCPycrh/+IvpGtgJUEPjf4v3ptAh/pjTDZ2hNxoNOHZlNmTcyn2S4DH5iBqNhxTA8fCXiQRtWZ0C55GWEj0zfSXYrWNEjYbAJdRi54TT1aRxB8yTfGPfqdLyEifGBcDLGG81JTWxTjNLE3DE+RvMxGKOpEN/UhBx3fxgdjPbk3hCsDy0LUSC0PPRpiA4NgCa+yIE4iBcG47MI2BE+MwTG03ygMEiQGeHtBckHIl9HqGWRTZHnIrQm4ol0IIf1k4gkIj4gP4ER3kqFeUw3k0H8tUOc/+B7WAGmHKZLEUmRAMSMHCpO4vNBty/ZXY5A3ceHyssZBs2UDA7FuTPxTHdmZ4bRZKAm4yaYXYZwy2awsFghAoFhiYqynSllKPS8nTmZx+T52epwDZa1P+q6H4w/AM6DB8HW/R41tu5O79cZSESb16AXdIXelaR4dIAVmNuC1anZFXsrqJ0VEFRoKzwVyyo2VRyveLPifIVUV1GupHgvucunvAr9Gr6RgpqUO0Wl8G/VI1uTKd6OHFdeb02mMO9j9omuwPILYZgYyRiOvplD4AgQOBSHoNxuFsHIyaYfcx3yx3LwgjJQCWrhgSMg03d+PyJCGisKA3qR0KJDEh9oD3I31XiwNpk2eYv5MesFmp5kW2CjUvJD5t/Jf6dgbL19Z3m11Z5MSi3uZDXv8Sare+kGXltbm8wkUvh9ii8sSqbQh4fTPDJz0ulKzBLoC3JG31XiHyg2JWBp4qnE+QSdIHJfpkgmEh5pqZSSFmlCZUfppWj03P76EAwdpeeCIL1+v8flsh+j5wEP0NPTe3Q6zVH6cmCkaV5Rgx9cgx9cc5S2gCosjhFAVVXlFfibCvxNRS9t7kkSxsSjKc+Nphx9zKseyCDWRO8yGUYJjtErQT0ooct4LcMoi+019jY7HbK79PpgL331fovLpXyargAWei2og6YtJFarJSZ4ZSd2QbVf5FYgotFEHB1w3ASdAAmYxNFB+825znrsBFV2kiBXNhotJ5egT9Al0f6VCzEsJi4MpSvSuK7ayHjL0xYJhxylpD6NC3X0XpwhnuB8HEs6qJqroYTD7VYsaQM6Muv27O2W0qovbt0Jp8Kmrn164cbZwofCi8/dZe5cv6EE1gffHL/7jprqokwJLZm16X6hYtp1rfd1rm/eNOVnk2FwwW31Vcb21PVbf/Xyab3nGwoWQsNbcH6Hvx6utrCKv3FKmaFUNbKi95H6m6f+pnmb8PBvJuztt58GeBTbW+DLf/f50LmJZSgsBrdiGQpehqPAPbxJQ7vpOE0ztKZKW0VRsIqvTFVhQpYmk/jMm5HI0VZ5qkqrOqqYvVXQXbWp6tMqurfvj3xtVRUSQVqVR3VcRQOVVtWt2qbeqbpH/aBqr0rK0O76eD0F6rX1b9Sfr2fqKehOx9OUNv1G+nyaTmM5SIQssmVzUxZLqE5i2uZsuCHzsQhac/LHZveGhtiEP+Y6sLhvJvUs8wfk83ybk1O3ivNb47BIBuQAWIBk/LPsa4Ou65CcB+H9sNSBJO/pQ+LVxEKRIQvFjawTSrRMcrkB+Fn4HpwD6YnNOb07j+VBNbJLcLTwoEKd7MY3e4F3OhwAGzzApXV1u3a6GI3L7eJdHa7zLolLRBEW3XkdO47c15u/L7JFusBSUMVHKTjbutxKAaulBd8OL/dorHHrOGuXlcEv3rB+bWWeQifKOqCAiE8A5H1L6DvZzQje7wjvIM9e8svc52ux3YM/J7YV3pc1kYOhR6ZO9vZ9zFtzAGicJKGiw7ncudO518k684OP5vcEL4RBTir5HWiBer6x2mqxJe1aOLJsahlVZUWazmqKmCr0FYGK0OHmVy2/L3jV/77/VOBMQNlqvtywyrA2vCW0Jbzb/Ki01yyz6CHfS0/kZfX1YKsbum0yohAK3EnkSMo9yE2UAxsWclZaw8tAAiZkUVAMnkYiME1zQIZJRy6Wy9VsL13O6zTomoTNzXt8STeOFLsbtHQ1sNHbgZq+GfCgGEmwVlBPB5Cs5Oki0ESnDtbwMmuyphf6tsSj2W/stnNW7d/t2XNE6iAH1EbyK6J4PRU5n7rKTrLBwAr0kR5JtUTc9gWSSis6O6MQaWhYnsZ9KZKhMBcSa0lyfyYOy6j+6hPSbZxU2oXCRo4thLgzURJvQInlVII2L0lPiVU0F/rHGDJqY0O6s/3K2XOu3Dh2CTQ5pzesubxsVOPOm9ovax9X1Lx0rZAVXjvdNblyRE3Y8pOXqZREanGkHB1mf5upvm1+YVVJqMhXGAj+xRt2Fek0rMXqaUku6/IlhfMNqamxaY9OnD6q8ZbO/dcUjWkvmj0S15Fj++iPkidAEGzhzfcwMKOHKf2jnl4zLZPtkEO5nM6RRdUTDNI5lcS7ZLzJRqhBq20Y+zZbeBApnkWUUCNK0HQGXb5yXxjGtX8/l8V6ACHTRop7CJ6RIiA47kzEc6FanGIYIsgajlYfwauIVeqPF09T28NBV6Iy45muK0eIq2pMTolsloybWzVp5JzGq5qRn66N+52R4uLANEPlKIyciNfu15b/xe6x+nSyEbPGbu4W+wkgHDBTEJ9XgtN8tV0PRyamJiirJWKpMFaEKgpftf3e/Wrw/eCp0JmQotV6uWmVaW3hlsiWwt3WR+W9VpnFCLf6oM+hyLO0QgGUHiWlVEIHxp2dsHQKppBBFoNPiygEihxLKxRKpVYqsjS6JuXwYTz6MB59DXKESAdCpBaxdAwxdDUarnILQuaPZFqRXxG74p0v/q/41fu/afsSwDaKc+GZnT0krY7Vfd+yZEu2JUtry1esTRwfieMjt3MocW4gQOIASbiS9BUIFEpCy1GOFko5WlpeIWmCE660XK/vkZK2FOjjStu0pS2meSWlFGL5n5mVnYSjhdf3x5F2d3a0x/d9813zzfd1PvD5CJTA/fOTJfX9Un4jINAJ5sClysx/meM8N/DyAHNnL+x9FC0FVjALXbtvoGuoi+l6FA1hDtGNZu9xuf85W3pMZUv495WKvrvb/X/Fneb9i9wJSq3SMfAxHlWeDXZJJc9o8UT5aHSYjq//W94F7bi3UE9/+q/wMfTEy1/fPT8yf9WGa/5Vlsb+5M3+mdObbos0t7fOJLk9KH/jf09zvx7+CId7Lv1ymrmzGlar9JEi9BEfijNxlT4SaLYiutyfxAcnBnEKk0Q4kXB/nB3m/gE7zEGi/n6UHUqtLoLO01ji5Lz+xxD52TklOg1Hn4FrLpzExGfin+x3zwC3Cm92AR7DTaADhpS2/xU3fa795XbmTgUqKl4KBC/NQ81Ms4qXFjT7EY/7f8FyC6hyb0uL+qPPzXq7PpX1lhH3Cez30xH4r3Ll04fe5+XQzAtnIPnzDzjujdOwjvXOqtLdhG9jfd444ZOl+jxiKucPtuZO90+QsYj7mVQf9VK1F5DzzR/xZRMawv2k03zZiOG7e/rqT/MFq/IiPHFfYyPS84+Dv+xBzHxiELVNl+nW7aNbxWS0yP3zD80/Mh+B+Zn5zMj4zxR5/vyBAaVbI1nkO2bcOvO+/v39z9qedf7Q9VT/c7N/YX+1+5Wev9rf6/p7twkNKnqT/P1ByAySi84bl8n2kb5+eVCZUU/297TRzd6WVnpKsWbrZTAI+wchGBwYHBpEg7B7ZHzH3sXjcjfp17lI3coFdetOkO1bihE/jNQNf9T9s+4T3agbq+WbqA1c9m/R3eFUPWblqaJqgpX9XL+msDCpsAAAw+JdDAtq5be1U2tfCestcii7I/tQ9lCWBVkIsnfhfQSyA9mh7NHs8SxHbJxUNltXp2xNXBG/OrEzc3vivtr9tU+5nqp9LvNq4qXavycMKE+BkYdMvgyMfBkYeQyMvAqMfBkY+Ulg5GF/HoL8QH4Im5MwUQZGogyMRBkYiTIwEpPASMAfJX6WOJFAiU8FBrFHVe/fpN8a01C4TEMEHgMYHn/A8KCwbuugMFckQhPdh7qPdCPQDfH/kfH/UHLd3e3tytaWq1t2Tv+q/RbX11rum7Z/2nOOp91PeZ6a9tz0V1temvb3lg+nmFEPBUMPZHrKYOgpg6EHg6FHBUNPGQw9k2Dogf09EPQM9Az1oB7YUgZDSxkMLWUwtJTB0DIJhhb4o5aftZxowZzpH4FBhQIeH23j29h56AELz+0Ak8f8KkucHFP7cHD8IdCE7cMQdVlWyWSreEkIdAgOhXaEjoaQKRTUBIi9GwwFmeDERMrwxD0QrEBzuHctcf1viC3KYduy9AvcjscJcz7J+8bdrsqF0iiZRwJ6EABnKSYncEnYsrUaFB82QzEPjivakEkICmkBCQdRNZaVuR8oIASFETRPEUMmTVrDaFySk5ogEDZeCdKjbzyfSxexngRdaemIZ+w9sq8uWnv+8E+KWXXROuGYeTKZjsqRNZhlOql8dDDVY9czRtFvrh+Y57UeaKxsmN7ia3XWmCu+ShjjtDr/lHeGLhy4eyxUWT/Us7Ynmoon7ZmKWIi+z1JmN6oE2GoGVyjOBKjcWLmjElVG/dV2izUltAiMgLQjKKf4z3Ze7LzGiZwASYhBdrseZPSHQjCk1VstxhF0vmLQV5oSwQSTcPo4ve9RIq2Anr7ikVHpNXMTfhdp7Cck03QRaw6H8Pb5YlNxFAublw5LL068KynpRyREnidre7L0NbH4wAKiBX7Cu+/OHqqaXWU3DOxavHhrd6G6u9PGzR1YX3n7mWC4aeWP1lx4D5SmNl5i+dXG82ZuWzD35BUfBcckHVxv4QkdADR+cDyL7mAvAVUgi62W9w+AuvFX9nrich1xMNucZPu+YnC55XOkS6RbG77TwHrIGdFIwiyOK/ZgXNboE40NjUgj3Wr+jhmlmyF1c3mDcvMIWr3PlM+zwD+C1irmgZrjNUxNzV0ZmMlU2KqsVWUzdR9r0VSEMwdRDrjJWIrJbhL5ZbJi/SyZL18sP4LkvRaLNTmCGveEwzm82avRWKkHdAqwQguW+b+luY1JmEF6NEXDurCQx5SmCn0SkkDmr825XBqfL9K4y1QKFFW/JS+Uc1DQjGhMfVRFjoUknyifaIMtsEItCNUGrSQ9BQkIQXc878ykY7GIyDuT3Y3X/vjY4obGgnvD/J5CriJUm109Y2vu+dJZcZuno+6ChUml9wbpa4MBTLms3eapSlS7lcsXwYqfQEln5GDNVRetXjDvwjmLk3rhgGfW8MWVTWNXNmZbA4P/Rn09HaWF/HamHnhAm+KyuwxmWaODTYaLDdcYUKMNau1uO2MiipSEFSk3On8fAySfk08flo4cAmQ9Y12GBLIMpzgUpmoK1WJAOGeOhgSWkFwuzG8f+3DDhW4fZKwp9/Qi/AYz8vZfSl98o/TH1y5axi24u/R3oxTqHHo5vm4mnFU6nply72Dej2mLPhsqYV4eJHyL86I5J4+C2AFsutcpdq/XaFSwrontw42YZd0ZOh5iQ2XvnjpfswZdAJ9jX5AEMYLJ4gR93zXj2+Fz4FWAwLp9CDEQghHkUXQMw7EMqdUIR9D0PUhBhErCcZluXUF1azTTrSIKOjmEMrgXQiBN2TDwuKTe0SZ3uhx+5UqXD+oyFUIiD5/b+seLlx+95Nf0uRzoXsbHVUjEYwnYmfS5HONLGB9+LgH8B4lvOK5oLR6ZkfAXWWyAX9IsMy6TmUSWHldq8Y4At4NdgJGwIUnWuPAc2sjuYJkgm2YLLGIBA0XEsFh5gtwIaldM+GmVaFJGCr4SIq/ZvkdQhPJrCuXXFMqvKUy+ppDBvTDqT3vNsaZnJ17Y3NRkboJkNeHhYrGp6Rf0G/ejXvyKsiee8Z1147z9518/cNGPZt699vmBb6gwGMYweEWiM53sGPUDOEoXUhggIIIn9vGSySPr6MtjKIgSfmd8dHwv3moJEMx4hyOtPD3Fa0X8TvsABw2IO4guAgJ+Q62Wvug/wadecwqfzAhy78VPhEWTaw/Ps3izV6cz6M0qK1Dj7E7HOWbR7+H3x4yhiUQd0RP03fOw/P5w8erH1sLLMAAOYkBcemT186W9GAprMTRUfdaMYeGksKichIUZw8JJ6UEEP6IUQV6cozNXeAeSd2bolwZDR0teXRQxshHZM00CAf5zNBvx25P1JiEBpZCgw++/R6NoKMPEzEADCAj2MAwgkOD5MyCRghQEgBDAKYhMgCObputQKEwqTpuVYZxlerh57cHVEzRRWvP80BGsv/0MzWGK3KuSGnFAYwPHf0ZiRCgsTPDIAaAtjw4DGR10PEyOFc3EWDG4ymRShtpHRtAjhGL0WpGahM3TOuQN4naROSoeFxkgSmJIRHokKlqDUWMymBR8fsi00cT82TRuYkymoCltwudNBoUssVV0TvwojAB5QEJYFdJ7A9gOmKPgOFkHQwYo7g0UnuEQy7D0auxGlvkzO84yJpYMWHwecx+zxPAcEAjBQgWS2Qf8yJDlTlGw4rDYZQmFEENmgxg3QhqDViPqSA+9oi//RG/SkBEfMipGpbZONirBCP7CEtZkDBqZgrHfuNy4y8gaQZoqk2XW9ezEDsac9CxG4aaJhqdPO0NDSw+Ts0WaKKDJJf3Cc+bx05Qq/lEfVW+lPOIUZSBSMoGUlnmlTB2L1PGyf5JCvqOOmbV0fHx5vBbeB56j+czsj/AsgozAYm6cez4LSQW0ukzeHDUT4/nt5QeXL3+utI7U8lLHWzu6Fr7FPS2RGXzA/oFer710N3yL8h4BnIXHG2rfD1joQeznZSAcGUCCUOYj6sLl0Y8wjbGXyBBRRYMVvzVchTnElQdXP0aZw9+Gjqymz9kJ/gBnM0GsXbsB+PAC2taLnmLO4wckMqNUHP86bZtfupe5CGZp25oPtk/YyFjnP4p1fp0amwKrBQ2YvRdLhBnkkZNak7x7xl0zDs1A/IwZDpkEqYC+h/oO9aH+vh19d/a90Pdm3/E+vg+QN9zvC8lY1UNUvNLpovJk12Ssxa9JHIyoL8fBVPL3gJa9SA1c2qc1yIcymKC/q7gySaNLwe1pEgyRVrSivCF9Z5pJkwunTrsq+P94XcxMz0d38E0YNtRm5hxw97gE7AoWmKCh1UaCX2pI+N7EfCTtz82f6G94FC4b/xrJSsiM/1oxV1bYvAqjJGAhsZzE8SXofNqEDqLe65rJe+UZMvngIb99SdEnK/DdGJAIYSOAmFj4V5O/uXriN2IcnsU9CLqxDVtFX9soS1X4td96pKqKRuokVesNNychSKaTheTyJGtKBpPbk4eSR5Jc8tRE4vBELAu9BzqK7bRrwSe942NnvGOV+o4kAmd5/K5y8E05eBsBXamP3cBMwzp/DaiD1ysmoJN0u3VIyxvjWrNcRQxZj9MtCxXOikQFciarQY1UE6pBYVSTUlLULbd6jZxSBlfI9MjV24uPPFE5larNgDqpLlSH+9Yp6RG0U/FyQRAkWl+QLBEwBcmCo+3BN4OcBZHlufstNjkYBN4RtErxYaZIOi3Xb9D/WT+uZ1/Qv6lnTHqsGuntI2junpCtiphdCp3cqq1LZ2prlVherlUymZpUdTJJDpJKdXW1hBAfjSo6g2yKBqOMhKLYBKnfwys8Hf9au7yB384zPMjZnqTOfTtKASeqBxJ0X5keJV596ZDr2aIqMceeXr6sWE60gsVo2nNYZYxZ1+QucBU8mE+Q2QAiXYc3TWpc6RSg4pZEOuNOhLESWTvBXNTjugzpAvE+tQ9Vc4MPRxITxiBxMOZC9XI0EqWufWwsQsKHSdTEhvlzVkpm/4yx79/Vt7izemPjPcqUFcycO5ZyXf+2cO28jWNHIstim/EHVjiZmoqmntktNze03XjnV5bclvzDF7qrk/ONmortdzROO3mo09V5Mf58rljVz9avPIdJfAsiaD8ANJ/iSjBA4Uk0D2NEg3S46XysEtEs+R/xH5zmNAhA+4SHwJQf6MkTn8D0tEd5Z/7BR6is8OD7vs/9BgTAVDCkVDUEg7nWylgs1epxu4G9Ff+1ixKn03ENmcbKaFCJeXSi6PbYDk74o7FRn03npDdezx7OvXE4B0lc++GsRa0mTEoLHc6ms9Lz+Is8llrSpuzOUEvdnObdoImDiM1Fw9hpZkO7jSfJHzHGaVEF5v3S0ovkZq+x9txmp9fnTENFF5AaBnq8vk6tSed6xWI2R31uk2GaYnVqjXVWi0Wvy2TsBlgxdM6H0L+iwZ39oL9/6XXP/GxganvGW3hnwdIlB5gvhEw6zbSIyWSwBE2GsHmB2yY5nW4trzOQSAPMU8pwsvBiG+UTCMukVdz1IAcWgrPBBYp/lizPmDOlqUmZMyddWwuSyfVh+9DZg7GgJqwxEA+J9ezV+GhwMD2rs29Ko7ygqTZddQqKb2QnIEjqnR6W3siSFHa53OFc7rXDZjVFdo5knz4DmCR5ZMIISUKTNKSZJFXvO1lzQYcCWYLxDyCspjI7E8QctfLVyReaSZddVTo3FvDX2RqkSL21MWbzXZLIaC0dXQFPwdpA8kjXDDniriTMTKCi9TRUGI3RQuhMXIwdzjZE9DaNLVoREh2esANWmIwN8XNGkq3mHO/SiKxg8e66IexNGSK2oM8Xv2D+2O6v1Ec+HV/J6tMR9p8un0dn1Th1Ro2GNzjMZd8OwRfGn0Lxh2UEt5KbCarBAFgCtimJjpqaaT0N2WxTT09lIgGi0SKMWGYP6rTuwY5CV0NdTX82UVmJOeX5e+bOjhCE6oHFZgNaPDaMRmxRkPzEaYI+8ieNZV8bxePi1LB4/fmsRCrtfDIqeUEtIZ6nBUxIjJhaakd1sPjh50OhWoyJTG9yK0uy68KvXD9n9YrDyXM7mrtWLB/ekvRl+5sCHT1Ds/ONcOUnIc1kjLZ9BGmlJv98k9ui65sGK6656tv18tebu122hqlf5sOFwcabrrvlvPNvzX8qhqRkzekYGrv1mwaHzxRLT8hrgguMm2mnHb+CeeY06o91wM2l70+2v3xG+7+f9vtyO9ZpvjB+1T9r5y+dvE6ehKd/WjtgqU5wLqaVJrAUDIHV4HZFLi5fvmIVW6mLzm5u7lvYXih0LlxYL8sgs6oymslEK1ex9rUer9dvX7l69bKhIXNcAGFCM5J5ds/c9rbmJQW5Pu31eNKPqhwA2q8EJF1RTnptkhGkqUuCEsphSL5z5nK+QukjFCQdJn+4gbpQaap8siCIDuOynGyDpwnKFFQZBfHZfR7uOylVzx3umttXCHsljcs4c+whIlodvU0TsnVF19SpC6sH4uFPJK2PsebSzEkRbNAxBh0XtbbMqOr039ww5aZv7q69uA8L4hkpKoi39fc1+is+I9/+YNGExCZxZSoOMY3NnJyfa+bOk+JEIku8SEtn0brktklc71Din4RiFcPIvowiuOITMJvBmM18DLOvn4nZM1D6SRj9/4zM/1sk/h/jjvKBMi4wznon5+UxzoATNINzlLRGEAwo7XJV14f9/lg9fhSnEdUbjfUItULYkq6qC/tcTX6roNFYrMhwStZmz1RZzJCu2Ep/TGGhh2fMwASg83OpK2zzhzsYYxmCRgOED0xA82axDM2KT4YmlMqQqrli8BTM7vGXYab7VJiV7iD2C4bZ0xPx5WesfSKr4P9BO6jjNsMjGhu2nVyUB1rH/wS9xH7nzocPCz+zJEg79EgJzgl4fi3ugbfcH1QbH//2YWHh5G/tgIcWLGsV2v5fWG+dCRbA6QdAdPz4XptHdhGfVk1abiV+LzEUkU2sA8zzB/ueQHOxHeNAN4MdIEjiu6vl4AjqVnQAdxOMsihqDqKbMDZvUYzdtbKCm2S5ulDZ3j1Vi3rxj9pRD75ABboBFPDP8enC47S9GbdXI1ExsSZgnTfb3+O2kh9bR1B032xFssmziSsEP9LsJ9FXQQ+K4qu40Y1ARF/Zh23ddFgeQaG9R3IwdxDtBml0/d62ysq2x1EIFND1IAy6UGhPd3d4BPquTJPEHyeI59wlnRgbpmtlPW+fwCp6KjWawkc0QTiZfvGMpk548DedjkmneuYMPqSQgItjWXc6ha2g0ZTnpIfKAuqXBdgWSpEopgRVGuIJQoE08EIlQGFysoacVPsQBlGANsJMiHZRgGU1ox4bCAl5orxKG4QPRxOaaJOztdHoNc0KZpqdormrxp/WIVuI13n8pNKazRqKJpMazmhnLZaUR2+xa1m9L+6w2FlhdsAh8LYoEvifaBldHTaZNRGTM+wwOZ2p+VV+u1OImkTzN3syDQZ9xBpqzHr8lphGE9M7oo3uHiErBrNVNbyt7i/2SqPWjoeuRaWrLZh+Nqm0Bw6Wae4vlF93chdQ2tJhTXyT0iaKdZnKhNvtC/kTWgYIiOMsiUxdXaXP768UtIhJVFZrLPB9C7SYTH1RGIymo4UoIhsm6gDpw8ObNuFBXxx+HSvk2dcPY/FLFHJi1hAGfTirKnFpUi09SxJ32oQEScbegDnCRyD+qQCHEa+fjVh9iV0YoJaA1W4hADUaJuGp4SbgKWQbetgK8/SOeN3mExhqekPMEmrKerIhrQo0Tw9fh4FWmeKt6Qk/E/wGX4vHoEDjquePj5ZenmyvnGxfgNuLk+2ZyfaFuP0JDHOGrhH9s7pGFEPcMv4YtOL2LDgKrxZ+LMXZd8rtb4NR6uMPMEXeDGpxj0ElURGLhKPZYMJoEHV6jdPhqAUZSZOIxzXaunQwFJJMaVDrcI5A15WkXg2RfJQl0w0Btsqin8/if69ns3SLoU1kIBGEWAshfwla0ZxWqKf12LFqQv6cRBjiQQHzCYEpJuqNjT6dgbvLuHzhwqXGr2lMZt+ShtrcLM/aZltA+3X9smJxue4OS42/X5bXlUa3bNnCHZuzOXbj1xqG2wb1Ly8cfFGaM+3q6Re8cWGyZVXlbd9rvVhZqP/5suKL4uCN18y/u7fv4g8v37J5MyivfQgwl/NmqUtcxnwZgEOMorbXgoP8VUJKiku/JGsi2Hc4G/WHDTLp8SHQqYRZBC6+uKZOYfbMmQOAwqLNSkWFvFmxufCXxSJvpvMbZjM+0kv4S6uTN4NywhXq3iOuBAiy48uFe7mXwXpwg5Lom7MI27qLFoEp50xfv/68oemZVDIRjLoT9VqTMbOovw/NWbp0KDmCtu1JpYbwRtFNn7Z+ypT166PRxKNoG/AAE9r2iNFTr9VC6KGYwrbNa6MSVmhoAp/XsJmaJqm8DjuxQvN8tqkJazmHpZ/gYXIYMzPMsMi4oTvUYlVrzweQE9WiBP4fplZOQ56klQ5jDFrxKfy/DREMkoI2AtlF+QQ+DHB2NemDoHbKCb2ll5t3XrEluXqN0d7aOSvWHV88OODzJsNuXeliuRARdcawrjUMV/Hr1ildxSYPKxgcsYBWLn5pRe6i5upVa1fXtq1yVKeSjuo155xXf0G04E8sWjSnLR5Lrtr0zjnNWy84t9bdUJfUb4cViNWwokk0BnwuTem/uUg673blOxY02KuaY8l5jRXxOx71w6qKL33vicVtxZnNntrB7joNi6A56DRapq7qzkrh9tacpWv5NXFNtLZBrpVaNzZpxfoarTy9DzNDl8QACx4993Cv8nnYB8+Bt8Jvw0fgs/AX8C+MxMSYSibLtDIK08XMYQaZlVgOIwwyEstqcwQxsxESVmc5KQvx/DjxyYnzQcKonLmsOjJURYWAMhrG/XKnKlRQ5YVExmJhkMeMLOycqMaF4Z0lO7R0hVqfiximpO4lkUbkUrQcvRCtV7FHMIavjVGcmAzcIN/EIZHI58hdyeOVr1M+UguuCXbSSMr70HgDQiBqzelT3LWNITeYUIZpUQxakLp8WG6Jy5MtqgaNL0BZckM+Ek+XK3PkoU0ol3+iSWEJ5UHV9LZPvh+5bzhRH1Zrb+RpMKMKD8cpcNgJlEll5gQGgaWCgJg+KMK3OG3/9PJMUM1Gy5O3VAVGLlsgNdAKMACtZ5xUn60sSvDGisePWmiRlkoTyHykeh+iEZza43A753ASCCLKQOn7QxuptEhGkyNLjlFLiNNzOsywxWpeY/QbBUnHI9YtWq2cnuf0LD7lqDYa7UK42plr0Gdr6zoYxhlpjZfe1Zo1TRrBnmgIJ6c79A3JhqDepDRsb03s+kop7bw8HtL6OL3VY/M2CF5RCNgslTGdkdNWVEfiOU8wZUv4S+dHpwZ9bYkv+KZNqROdVU5zyBiMsnscpT2yzxfPTM2km1GiymiC02FQr3sZcixymCslOycu0pi1OptGGzRbLfolria7x+CucFVfOuMBg14rSLX+UEiULC5HplFntuvF+gDScSZtgLXb/XYPA3VaA1fB6DVCxMgyAUYnGASd1o1YszHmF/s7Oq6cxvDcBUavoBVZ5r9y/mlRbTiV9Qhdjo5GQ8icq7Z5YtNLm6weuz0k2dyiRnSU/tYNZ1u1RqQVNUaHFGNFVuczOSSOZ/jS11MmhkmwotHA1zBvu2IjiBNYGM9Ua066Tj9C997qSoas7ljC6GwKnfyNKNqMBqsrLGoYk8uk5U1+Rssw/6XTWcySwRdm9dCpEVmO0bKIN1kFHTMMdSazBjJYizDoWQ2PmJHg1AA84ogNaDUodBKVd5gDgan+0ppAk85r9Nxgi2mMvD4ourWs0mUKeD58xlNl0NhEo0NkL4StDM+E2oJa0cxZQlkrW3pb0jhErcfsl2uExg1N5HQhqHFpLVMruJ+6zLGY4M5lNGbNgE2ce89sS8zurQ1bs7V6k8hpuVCVJmBeV/+SVm8IhUwRnw36nP6qhlBEZ5WnSB69N3u+1+s2im5/VcFuMlQkU9Z4q9VoQpmZ3peuqbKbkjWpgCSEa37VZZi3wuzWaTzWebaoMTzDOP+euUgUJZ1F72M4QdCE9NFoWLQ6rvA3+QW9PRT2Owxmu1nn9ftF0WfUizazzi7+u2TxXyIYOItVsmhG9G6tYGB2awysxWq0aOtSS9JWvVgbgPqwLVlltzLQx+JLuOxGZmxK1/R4lc7sMkpSRow42HR1NpK+vvSOJJk0iA3pEC+ZTMaQ0enGG0et0RjwaPSc2YseyfVq7H7Nsj9rXF6PWBp/0pI09XCS2YgFh82CTt5z5jEzG78OJ+i1nNkIs36bXRdJGgMImThHG6poQHrLyV0Bq0MbqRScXMSikTTIzGhSjI65UxeOxYyswaC1ida8VWs3jE1vjjTDB6x+U0j0cshQOmQJmEI6H96d2Rxuvs2nCSdYK/NTHg9VHavTja31M7WwqHPpGY0IsMZdD3Uc4r4DDoPXQAm6YBBGYQJmYTNsBww2VGgwGK0k6XQ4c3YsCEihNspy6eqLU5XZMHt12ikHpvlsJhg5dWHnSGWFcmkkIgHISeIUxeItDeUJ2RaEKhPEMsRJVQcq+vK5smDE4ouUF2QTVNVwWlV146PPF09EMT8ksiNsxb/iiHuVyyds/Ck23HCKDxOOr/JpGCcnE/XqI1NJisUN5tMWfEV1HW/+dO6M+3G8oIooYn2REEfWUZTFgDU5z9+az1rTzvDYk16LXp7eGzvE6iRDwGj0p3JOS8f0HKcRhWCl+E170CkJUtSZD9lsDZ6WCLJZ2bpoiztmC2vx5QVOF3P4g3Z7X1UNpmm3x+TJmExBc0WC4/Rhu8McdGgsFolnzUzAiIxNgsaG9CZJ08YKWoxvwSdoLJpKzmaC4eRHHq3kq6lhkCVi8nN2I9xWdFeWnhS1MNqgtKZ153CCwe6wSOFKhjExXlHkBKRDiNGaHTo9hGOcy98QMeiMtWGn1mgVDXaTkWdO8swlRmktXBXviy3GH0Z0VQ7qtIzVfHJlwaNxGr3OeQYd72YZYw1ihv3JtDkpnGOL1fkNN9srU2mvIVzvCcQdGq016NDWdRdlu7bzLH+us9JjEziDsSbnqpKsWnPIWfpQtOn+ZnEKWsFmdmYrknXeipoFCbF3itYj2roT3BFLcm6laDJ6Gvxf1liNhS9sPaeS0TDdbWHe7Wn2886F525pmLpArGmeqjTanErmPKX0dFVN8LTnOntdpsP6QlU186otbP6iGOShyeF1W9nzzUHRIyYzrMUoJB06Kx5VIqOTEacr7YKaGg7xTrPTpLVLosVgdAtavvRqwNxm66jqKO3DX8xhW8gcw5djNMKvHQGGsR/RWnQWgxbbF9HxJdor+IwU50RiX4hfQG/R7RRuK93GyLFZYN/njdggWaOYWbBx48YdG49uZEMblY27N6IR6Nm/cWNnp4IWkqDvafVko1S31IcWZhZuXLh74UMLObBQwbs7Fh4luwvr6xUGdHXV1SnwcTKPqVArJEWDt0lSBAD40mjpYfENLgZWgrXgGnAjuBN8B/xRWWvIZS6++Mrzt23rKHDTWvuY2V09XbfdtmbVTTetWjVncOHClXPgnExr15w5Xa0ZNvXdXV/6Uuoutzt4n8t6164brvuSdNsdt9x00+q1UuKe6pWz58yp7ujqqr5i27ovXLw1MzjY11coZL59X2M1sWhEyeNyGUQOMVDCBoz6L00maLLZnxArBhvzb2BrPpebsPWxgUNK0WbTh8k8HP6C6dey1OgnLvYJHzy2gw6Xf0AmPOlxNks+WdzredKbRjQn7ERpNVKXDa/qyEgIE1ahqsl0gscZnox1Jnol0TELZYbmcMrEt4PZjh9ymK3lqfFjR4SdYM6VK6vJiFR5zassDe+pVS8oE+VO7UK1ugPmWuIbF/ztd2ub845C8ltbmlZ9a+zSC35zQaBrzrL60n1f+/3ccH1tpS3QUdvfKPcU9My2dR0LhWlkSurSi+sLcpxhNJrO891u//ws5LWxmqxrwBrxOXjR4zSt3frW1pLenG9Ka33+ykosMBub7Jwl3zbFFVlRa/JIZs5TUf33Bz3uxT+u5KrjuhkTe397LZWJJry3SQ5YMXeuSU4aOf6WW9pb5bNWDsZC03Yvj8/o6U0Wzk5233bFBa2zvq5bPDMXDUeT58cqA7a0199dEzPF67KuQNUFmy93zMvtuPQs3zv2xpYme3ztJVd3lSqPbjvGDrA8i3zG1mmNWo1F0jM2rTsmxzjBZtRbM0n/h9fWOh2x2Vkfa5NePLWLahz5lsWtAI7PZR9izuVrgABmKJEGvpNnrkK/Q+8hdB/aj17Cu2w96kDMdmyKcx0sGGH6FJ0i7DBxQY4hZVfqQWFZ0fO6ZxSmx54ukoDj4SIk/uKoJcyc+6fdV130reNMFXdbo7wNXn7G/doVf5MwQ2CqmO8wB5hfMn9guGZmJsPADnozTr0Vv8OE5TAjwIlbvUZu9WKxHNscjWMKqA8x537roqt2/4mpYh/aJjd+ld5nH7OeextL9XbF0QuL8HL4IGRfRr9HzDUCfRfdCIR7ANDgzSM01o8R2ANMPdReSe7z0mhOou9UlyHrwmK0ijUWcByzvvTfF36t/VvRN6/ZCXn2w5m7r3pYUWMezrjnNGGOsEm4W2Bf0b6lZa7CinkHeSkI9/K8jtx0P40TFNCpe449S+/54qh6T6I6VNSzWKgy68ndSh/AOL4z9za+4cMzd6t+mE72LHgH9xPiuQKg9JdJnxlum/CBqWfInD+7DB7gfkW94C+W3qKxzc2wgpmN9pD8oyTVuV0nikZO1FkOoG34fHqMhuxlKV+g8zeT8zVCeXAzsxf8cHhXUhP1B1L+y87/Lr5g+7y9S1ea2+usS7vzW5RmNeat9Ge4HcyTeM72G/W5N+FnnEq96qB08rTnnjr53PQM7tvNzoQPcmNkhhS3vDjZ9x5ubLKvY/xvpRfJfcavLN/H+Rt1XuBKeDNTX+5HW8twuww+zD2Bf+nCx/wpXyP3xOQ1XeOj4zzuez7uezG3h8b6VZ7W92Zuz2Rf9QwE28AyNMTaQAR8TTHEzXkzs8R8jvnfgsgxgoYUW8ipaNKy0+nRh7R6OaTXIAEeRCvwJQ8pOlrpSXjBAz0jaNUeq+AcQQ17HZhPjqA6xZHGVwcxjSao1cMH9Af1jB74of8AagGm9OhwrjiM+TTJQX/M0pR2HwOudHpsmKZ4wQyeLpDwuN9WKwiRcCP8l5DLUz0WWk1ZqIWTfnM0NHD7qqW92RWtEc+0Za23bejpWq9clZ5TEaybu2rbNubbv4tnajpqNjimtcvzly1INkLH2ta+N+rros5QR641qs7JvIBpS+DvleLiFxLAzHOeH7+r5hiNOUSTAt2n5Rgd/4D6ZxlgBw0wcwDI4+/vTdTIGZK0KIR3kKQ1ykzI4ZerlXQL/grF5epqR61SVSPXHkTdII4uU0RvfUByx+X6gN/xGOoCHnQp8KMuxah4Fbcse8labq9XN4LmK8bQRvGoyCgiiStGJNR4r9kmi4+hK4C9nOKnPuDIHkQRECZ+ykSVHFZElxwOe6uqHAfRJcBLVq+E1PzFFrs8kZHES5eykmSc4ghKKAadYjDKOt0R7ijHcASfkpQHB9Em0Aibr5ROYASNFbPplPtYKuci3s+xbHpiMQuZSylgvQPjjZ7zjJ4gsyaptDQ2RpP3pGhQO6ArWj4Wh9QC1fm8svfnY9N5ZPr76HUk9siQXt/i9Pocmet+rjOJzldswQqfWzJMpXN4WQuZwxs6LeDIU/f3/r4lX37mp7OnsrUBkyhMi7mNalDEwlPTdw2TcYsz1LhFug7toVKKxGiN98Cj3G8IrsG7ingKtxmSx7SKov19xZOoPAPZtaeQ+8Qp5AIvumyfSgYjqPsHSjwOdE+i+SAExM+GyxF0yV6vl/vfYs2MUfNRnGGEkWbPaGpsAmUUXaCMsX8VXTRUDKNL1lJ0Bf4Juj4YKKNr7NYQRZf3E9BF1zWMN7LfYLOgGvTCFQcwQzuueElQu8vmlG+v+k4VgztKDp1HqpSu1PEBEjqqw6hbqIfvz4RdI+NH9lbXyDNGxsf3JlNk+77iwLBuJzhsJzhsb6/pIJjqIAN2Chmw2Vn1kjsoz6qXa8iArcM4lVHX3mzWzuOr7/UEyYqAtxRjfprMA1MkGGEiETX/rFaUfY+hVcCIrgYONHeP3V49kZurp75mBkF2I0m3hR+gkSC7sTEbVKCi1GB8K/ps1oGQJhiDsVhwBNXvVTQaurisH1NMbG/I4XAfRI3AjJFNllPQtA/H8JYkFMeYxlwW7w2fhnN86D7mKoySYYl70CQCHxutQA2sH1bzPdBlaHZS9B3jnZ1cCahmccjGaCLyyTgI+M9og/3GupqEPyfNTlSUvnrFY2/l2u5vPXv2wweG4Lx/69vktdoqfrrpvLHaf0gwrGg22J1dz7iCs+/YdsmGqw4nt9/Vu35dp0dvyzpbqqrmroXL/gEBqXkdqrmZQMQU9IcDII4xmKyR4xOEECGEECGEEInoY4QQYoQQfIQQzCkbIYSUzaonhCBhQrBizq1VsLwwy2bzR+JECZqTNn0lQbMTo9mAL+8kaHY6g0EzYc96shQgIpN1F/vJugs9XdC6TyDh5/hiNAKVJH4AtQASNEsnxk7g8WymnBbj/MzxPEqaP85/1QF9WmzqPx3DZwSvBv4hOk4FtpLQkk8F+0RuTRpXsp3qdB4iSyl/XXE6d9VN1X2UMZKMN/+Q6znAAQwj5xksj9a2UZWJT+NlH2NVn8SO1Nyj4xedkfs2An87/h7V2y46I54jAt4rx3l8Qrsav4rm8CexXVEDWmEFWZX1vmK1eORzPOcEmR/rf6lnfCSjAD9y2motxxmrtcLpWlMkkqisHEEWRWeK2EymCM9wZNHPXgVCSNZscahdsSJCkwhV1kQS4dq0qdntth5Eq2l6P2MgJGea4cbmHc1Mc3N6BC1VdIUwDIc1uxMw8QTSgxoMeaz1AXZy5ZZi5flExOSuTJCE6ImEpikP84+jVuDGHTeBNmi+UvpterToJgynicbQuegqL0KbxYlCB8OpMTdmTU006sJMwtVToyfoWi9SfmynkVQ3bX26dWIdXBFgNjSxCK6cxIKfiLvFKmGeFjpVydhKZ4dgQlUbyxNOzHp10dxCeNsXY4HmygZpejxfYfVf0he7NuhW4p31CEVrhpwVruQXS5faQpZ82CXZOiOODH/nwYFvrH1o5q0fVJn8veeMzIvmeJdktHhhMOJNeaqCRr+Bhsh+VY7Aiq0mrd9tMztEo+SeyFXLKZP0EoP72DWTY2CkTBfq6s3XP739zJzFNF/bXq7zo3mE1RWQ3NOf3v6R3IBkNetvwH5Kp+vPyCUYAX8df/vT2vGYPZUP86l9EwkvX1GcRjXhJfMJ6S4NLo/8ORNTPqkmpqR8L/fZMklmPzmT5CcmjSSxPGp6yM+fGvJzp4P87BkgJ/OJYbhjnljct4j9I8cYRtCKvYJOJzyOtuLWslTZ90v0SytjJbXDMFu0qmlF3TIK4S8r0unIkuRNDzthWvotBgRdLlckJfHew4CgNUXK0kBdNk7MKhpkx2Y+/BLz3MXrliz0pKryOxdMu2RW6/k9/f2Ey1+er+O027YqXY1b5mXNE3kyCI3whEYmaIz72ykag5DzTfTj/vM0WnqZ/fOnt6v5FNmXLDz73qn8ivxTao5G2m8W99ZEzkL0EO73fjluER9z107mNozAy9iHcLsyvk3IklwW7AeTMH4DfQU0gWcPACvmvwFMvn+rh0AHdbzDYbc3IMWAOaefT9XG436Su/YHmO82YM39fFKty09CTE2AR8IeUvcFZRQDIOnpTQhVxeOp8EGUxfb9IWIYVtHkMTavDEhtg7qGBlBXV/s4kilpY4uYBKxJfyVqGdXXXGlMlKNNlEGmXWbKMmmRttaxVsxISWKgNGWcqXI5R0LLmEHSCAC6wYRcTuFQ7yyTLHVrEi5JJ+MxluX45DH7xsYbu5uXLPlWe18wP7159q5dZ3cumcawnTWXXiIXTFpfnGGkiqW5rMDY5nudsCIUrfJ0zp4XC0KppffrutCcbG56pGqjyyo6AtapuvwSi0eInGv1GDnPBYV1vZP5VDC8MZ3cRvFE8cGTmh4fqDyKfZpbMNGPtJN+pJ3p+0ft5DqaHawG4/XkRJwqX81qQBTL1rsUp9elE+WF3q8lma2+q3038SgsOT1ymIwVu84oIwVLXZYUKzBVFyqfrGSwPF29f0cQBnXOaoJhLV3RpU25YjaJlVgTQbT+Thu0kYVjNps29jjKUzymgZbi8QRdWVUczeXcaVdajTLEiGtNF0eLFhVfqlijQi1cjqoQzPnsqdwaNESgoZzfQZDVERoO8dUfvt41P6A01y/ctevC1k7bdATZ1rq6uYvg2kJoxvSN7X3XdbXMmHbv1yEPZ8CKroFFIT+EEmyefp8u5phW2dRWWYCgxlrdv/SAtsbnnD88uT6SwAzj5q4J3Gh2cD/HuDmpjiF2L/v+RD/STvqRduaCf9bOZvgdGDelSRr4LMdxckzH7uEzrvOZ2rF86iydw4ZYBVPAA/vcnDvOUAPN6ZbNZOtwy7ERtERxbBd2CYwg6BSHD2uSRoMhOO6GbuLFEW122R2SzLLbEngcU0EQ60AWjOZFe2pqkgfRNgAR2i/E3Mhux6y5dr/RmGYBCD5O6SCBRzYLL7mSiJ5curzK3dlUlkKFMTNmxJQUclhDSpdrLMKiAYZiROao+ndCzp8eUTqRvIuMZiyhGvJsqLS79Gjp1etu1iclrV7MtHVu2/iVQLgp212Xuu66XQuGejdeApvgbPnCzP6jf4Xcfhi/YqbWpNddu2TtZStb6pt9zV5L6Xhj250zn1z18Hexdkd5InqD/QqIgPsVM28ULS7LVsuNEc4E74QMHEFrFAkYjbdEYIQUWAHAp3WNoDmK9hAGm3u5D/pG0NAP0nhwaNXFkFh13Gc0R0DIjYGkSCGXywxIBUuskQIQC42g/H7VZNKksQJIctmp8FLT8Fjo2sVRzP6wLl/EJiutRmRpKmLO6JJGaZoUiFjhFLdTLRk6p0MdhGQwceiNjaV3H7r17N6+xef6jQF/NvK3ezesKaaS/cXply25ADoQUzo2tyZhEvFIYZmeYvNNb86YviIWsNjc6Y47J3OcsjrMU65TAsgF33XBGa4F3i1exGqDRovi8skWi50UXbTThfyYNdjt7qgO6Iimo8UMxLjDfch91I3cLBs0+uwEHCbggMcd0EEinx0+H5XVFdo0oRlatA1zDvyiAEuDcma4NEmFnSKJMkg5V5LsNHoar6dhyHQCSp6w5ALYGGd+fWP/1oqpZ3XMPvvsue1NAYfXL1r11ZfvvPbOZLMx47gRVihdA2EHlMyBFk/QZOf33X7e8lxxwOoo+57JWOLteGx/tyx3D3HN6thDb/Brcfv3yu07uGsn11rrcfuD5XYPVzdZK6FVrRVA2tGH3IrJnP/Pl3P+k/4u7n8m8u6T/iTvPm3fQPqDROk99nfcdEvcrF4nxtzNnj15nUOT14mNv8f9dvI6bZPXwTo1t2pyXXvWwpN17RPPzWH9gKwR//gxiI7vR3fwGdxfnNAf4FE+i7WxL+xhESJmmMlus9nxh+UkSctx1ifR5Rj55lMKm+LVksT1Wq1kY60ozUHOGhJE2cpZJclOXDpOPDxiRIhk00R+pDDySbIEakyRbLethVFVLcDK7U6u1pUyqpWasR6HqIfcaSNrH7DQFxJWeHTsv+G/X6xYnPlaNlkxWxt1xM4jShxzf7KlddbZLt4TDvoiyiUZ49hNk/MERwlMxEfpO4dLfcyv0Sb8zvoJ2YrmoGfxY0bBhYpod5ltskS+rFg/Vcw+JZ6WfYovLPt8EVanJQv19oDJQbCHZU0klVKApISxe+ShwMYAEwi4DqJmmtWSEP8JYh2myvoOTQ5iaaLVr0ZVA74ceT8x3idkZKI8t0piQtCcs6+/fHnz/KquZ59dXD/d07SoP5/r6X+Uzm/K3tk6B4xXxeoWeg1Qcvg6ts+Zcdu3rpnnaGhdbNMFJuUheU8MhydO5T1jf6vmPaNyZjqrK9NIlvv1pJ0VAes54dPbT1srb6K+j/J6EWxH7VFEc0hnkJ8NvxRmaDVgbF1HiLTSGuVaoq1osfjazUMexMtr0+NxEHgU20gScKG5e5zOCauKmElCFVlhvr1qVxVTVRU9iOqBQNb722VBIHxmT05xqqvLXSgFvPi0la4uH8OM1+OSfosBTvFgIXVTVXehmqZFzQhMlBeYKk/AUJegcGqlw6RXME9iMeNqNH6ergtnN8yvqFkZ9jvWnHvN1798933x2usbl3VuPmv7V654fGP1OW0J77TFawY2wgq9yMcr87e3ZdqmVWdv3v2NC6/7dfKuJ5YuPScRXRXSsZK/YWtooLFQzm/Tx36DuR5UAxlmP5sfWFL9wOlcbV1dNlNTI4+gwp7a2uxjqAAyaCdG0//Sm6uYamtrMpl0nSzX5LLZXN0Isu9Jp2vwRnHsJhl9zQhpYhQ3sV0xJhYLPoqBjwUlwY4olx27DR9x7AbPcOymPBO4ofXLcukxkkaUyEaz2qamxT7TxUvHknuiS5NqMHxux27ZBfOZ/LelFSvP6du27Py+z+KrPXn7xmnzOrd2LlZljgRuZGX+BikuPr+RzsXp3gRWkkFi2/45c6JRhekqz8bRvofYp2nfw2f2Xba/s1OSFDy8JvtGwI3oaQHicfk8nV/1vvkbdX05vsY82n74jPbIuAE9zf2x3F/gfDCp9h83YNkRmuzvK9c/p9fn/ghaQTs4rojGdriz6jnX0zWonTjwgpGk/JwHtoWSGblN46hl/VPEqW/6/+xn/H5THMZHkF7RZjmsSDaybOMIukLRWa1Tp/ZboMUiksxpJsSBqZh5OpPV8tQpbQ5NLa+XrCErY7Xq9VHAjSD5B9ksW99E1AtfY6NUD+vZenYjUdU6DvmhP+6PF6L9USY6ArVXpodVE4UkfZ7YVRmu+kUox0kLqeWwFMKGSyGnGqhNTa4CyVdHWDPuMEFLJOpFSNCgGeJZJVHdZhKTl4iX4wqZCd2M/JGktarDzokFFiKx620QPW3kHd2NbXmtS9q09+E1Czs3yclpkklwTWtRwgZ7YsvagUKudmWNWRfzeALJgGtbpjrdMmsqN6uzK9Dv2/zHTavMtRVB996GEKyUuxbubskUwvaqiuY7L21Ibhwa6uiYctP8KwY2mMO+1sumGxW7+eTGmXVVSY1VzcdA6IAPAQfIgwcVS6d/PrvOgXV8SN5ppg3ZiT9WshJ/7FFFwjsIWbRaS0ar3YCRdBDpQQQt3hsK+fKEITgxQ3DwvBQi8E9JUtjnk1OZTLa2NoU13z3ZrEymYTEnl2Unma5rIt6r31IleMIXgD8uDHlV76W8GGOIAJ9M69CkcOUiJ1CNvrSpC9nVKE38zKrDmxH4MI2PbJjIFSznHaqflHne4mq5foXNEhhYEPd64y1/XPcWvHpGobF18Bu3lp65sPvL0ee7dzS1+00XykaNVmqbgTyBXNWVD+RSiaYpjYkb093XrnhpbOG6868v/X3lckZx11nWpecuWX978aGF0498t/T2U0/dB0jyKvxPA7gfAg6b1AbgBn6sQ9QCGTSC6aAbzAJzwCIwBM6CJWX8ftMjJmaLaafpFhO6JA7nVqyqYKIVuYr2CrRoytlTmKopTVNmTEGLpp49lama2jR1xlS0oGVtCxNvaWjpbEEL2te2M/H2hvbOdvTsWvjMWfA/V8Ifr4YLhtYOMYuWnL2EuTe5L8msSsJ9yWeSv0j+NclelLwyeVMS5ZLtyblJtGqaa1plzcINRVgo9heXF1GxmFgwUAnTlYXK/kpUmdb3d8EumM0JXpTW+Nic1b5Oal02kICmRH9ieQLdmYChBKnGhxJzxM5If2++JzSnYWawd8XGph1Nu5uQ0jTQNNSEgk2wKbEwswwuCyaeTDBB/NsNiTuVtYk3E39O8InY/Jo1NUxFTX1NRw2qmXtnCqaWWzZYGMvigRiMOXcb4QbjdiNjDAsN2vooAkEYjEIxDHTRczJr4JoNhe0FxlQIFgqF/gJb8MzwzuxLm3phb19dx+xsZ1/60KHXDx2SXi8ekl7Ee+ni8OFN0hG18cVyo/TScPHwi8XDzxZfHD6cKxbxieHXN+HmYrF4GKQPtba+jj+460u0jXQ+9PqRZydPvH7opSI5M0wWJA0PH26Snj5EFleTrsVh/CFprCf/kUCiaH20PsyRKrtRcw6ShKRkXUg93qeVd+tz9bg1THJgkihfGLVHzWF6aqLuMSZ8+tMwuYw5Z89BOQXtmPGoGyhFI2Ypl9WA1W/C9rEflh6H7Uxh9erSez9fIM9wVy6/8OR1pI3dVnr8zdVju0rvHP/T3xdt+fAHb65WG/GPbrrn1lu/+c1bb71nzLh6NQrQNnyh1W+ig99atOaWwHc3XPaNsed+/OyzP2a3vbl69eqT22B76Vf/U9Pv+RI8Br2rPyjge+t/yjx9cElDLXMjfg7cwlz64KFDD37/0KHSw7D95LbV+HZvIveqH71w3mtgHBpK75b+inkUZiV4CHGA5heb9gMGlnhhhCkoVsCxJQR0AluCwK3huRKDHoNxoIUPQRdwpaT3Wsda+6QTrb1jrdQhJZ3EX3UZbDmYK/AXBCw4GUKHTioc+BCESKFdBmCLCb7FHaRj9tKDTA6ITFZJ6TjFHZRpUB23WNPIIwZoed0uEYpupwdp47wmLrBxiOIMf5C5EQjMjYqeCcEM3AURdOvEEajZG/7dd12pVN+JYmvvsWPSqPrXJ3Wsmf67In68QmuvNPa7Ipmw7JzeOR0i/JQiqTEM4QyY6X4NuuElzFtwsPTtMVfpKugu/Z7y743oYbSGPq8I1ivyTm6n+B73nsjyHC+u4daIm7nNIg84BHlRpxE4/M5IPKHRIKAJSbq0rqBDuhF4qaJDoSAkD4zgCHPzXv297QR+xdGx4hh+NmkUSz2aWkldEgw3DVtRfdiOcvT73nqYrT1BvtDD0Pz++6U/q9/k+Szjv2eXcKSaaRCuUHZqWMHSres2DuoGjbxL74Q2u8EBbRaDg7EG9E7G6tZ6oM2v9TBWoPFCG9J4GWtQ7+Qks8HBSUaDgzeJeidv8mk9nMRqvJyk03p4k6Dx8iatBw94jc3r1RgcjhlOvc3p1JuMRlKlXBD4Gfga5mDQ52NZboS5Q1nOYMvV5QJwBmO1WAIBvx8xjMbhdHo8Xp1Br9dqgM2KrVRTm0F/v/NPjvsNissjG5RYXC4Y4C7DnQbG0BfmOY6BbV7t/Z4/ae7PeBXvkBd5+0J3X0bhd2zsGKa/VqkV729KpU7QQ3xE6BF/F+g+ZhO0C/kbK++9N9FAmiZ2SUlXbPzuxEYw3pg+8o8Wqo7W5/AnbM2hHPnYo/gTRlFrFEUhbrrt6h+0Hof+/qP9r/e+NfClR1rfLR3tf7P3jf5fw6+1vNEMz3sNJl6HV5UuIZ/XS798Td1D15R+CRN0HrdzPMe6+Ay2oxKglrEo17AWzuG0DHLrHNx8yxLHWm5daAt3kWVz6KKandyVlp2hK2v0fNwRj8O8pb6mE3bVzOc0my0XWjfXIJ1krnW6hHACetyQqa1JxM0WjQQc3koPL4Z1EZNRCgWrUAA4HZVVtTVmi2TSiXqDy+MFIcgk4uGIwOtZt3/LQAAGDsIFJEyPFKkjyST3ewIyuM9TScwXvFtJFQ+HXHmf6yAkaahmPOLUGraYSOE9GFYqJZL8TlJwz7RUkPolJL2tC5O2MG0LF8L9YRR+WzPCLH5EJ3DaF1zQNcJElBqN+0n3C25muXuDmzG5g+6CG21373Iz7lTASOaL7zS+YHzTiILGNBZbI8xuxWDYEkylU0yKnE3hlv0DNmjzZGI0lxtuk2IhbCfRrtvZXeVkl+yWwOT5QCjABMh5abt/l59JYzVX0Rtkvzs9Ansf/pEr1UfqvRd7R4dTJ4rD+LtPem+4dzQ1fGJ0eJikAhjetGlTunWsSMjw7dFiKiWN4a8TxWOFY2+PkiN6AEnoOfkAdafptI+zCXFSq7EV/yPFhVtp2XhaoKHCrOq49TmyqFKIJ8xqXLk9ipXfREUAWqml5bRSWzkB//D0Iy9874Y7H/OMOVcc//dXn7rhwVcCkJMGsV6jTL2hZ1n/4l/CbzX+5u573jSvWmXde3N4c7J08dQX7t73vu/R/fZXnvENXMgC21Bz/RLfWNa4oad9hYeIi0Xjz/CPY74jEs4DUqAF7FH6gr4NPuj7hT9g8/sDfr2PtwVCQbnal/FHjzX+NXPMn6rSHpP+6joWDCAIpkhTmCmYHYA4PI5tlaXy90E1PF4Nq5eaQsEQE8IWheIHPDzOQ36p7ftAD4/roX5pP1iO+Z67tbedIqLYO1Ycfo98iuWdvgmW39o7emI0fYyErVgoe6VTXJamnbWpInVyWSf8mljM523lFf2q34eHUYjF/KefX/Tgjbc+SD6vht3VNe5QyF1T7Q7D1iPI8J+lJx+8+ZZTJ11hfBJ/swPPPPH4s/jzH7vqYrG6XbsyFbG6D37Pix9ufuaJJ5559oknnqNNu+hptU7k4vH/5u7DcI5gzbYRMspW0axLe8zudD6Yz3w9dp/xO+57Q9+J3Ver17J81M06oxUo6Y+HGzM3RkfR7zyiz+fx+w1utysaDaXTmcZGgyGbjrpRdaPPg9h4yA8RNk4Q35iOhvw+j9ugra9aYYX1XTyWvsDTHL9dcqQdjGMEXqEYdNW3m6SgtFu6S2KlERhQTNnbTbqgLoPFnLup97IJjIwVRzHJY+n7O1Ao9I4WiHxTM7TirbOJHu2UNK0C/pCtWjx777Eoqbh7lDioPCOkjrZRDXyl7iFaSRvTv0CNv5Ba9afsnacuIyv1MggBCKlFQn1JTlT2OzTkufseuPyCRf/xpdI7X1r/7ft7Zv3imSdeOuebz8c8pXhjKH3TWHzWvNkd7bOUqhVDW1ZPu6R77y+nrB+YdduW27/8q7mLvtl95YEfXbforjWld5V1zTsvT1afjfTNU5WGWe3V8szS9rovdS+5QG5Va9QtxWL6eqoztCmOq7i/cQzPreU2c4joCZA7wQCEFRZFJPoAA3/Fn6JkgIGlKgKnKQE3nC75yfXXl2YzZ2GakECnYqw03Y8YjRYCrQQsmsdhBCtWEH8DrCPptO/qbw+RuXSWaB3me9eXtY4TWDXCmCFCj055RONMvYThl9NhaFmcDmbND2+9a9WCKw5ds25KfbQ0+/fwL3+AYcgcfbz009LCd+4pffv2teq7tuNnUeizzFBcCSahW8es093C3M982yhosazB/y0SeSqA9Ub6VD/QvMvdrifPYzmHakGjY8fOfBxrG6qXGZRzWLA+zqCOudObfWuvefKW+6f1fK80e88T77950TvwOzD9cinw/k//XDpR+lB9Fh9yMf+DnyUA/kupuMYK5/sXBJgOf2eA8etFzsWZjKJe5+L8yAG8V/lS4Co4AuOKTev4rV37W8WeekgHdVebjMDe5iCyIGG2yo4276aQT/H45H7fch/jazP9VjHSQ+NyLG/awKYQyYaMrX6rDNt0bSYtLGh3aRmtO3h3eTQMu3uPuU6kPO6xE8WUxzXmJpsxF4m2IxPwWBB43pZG3dJ7J1wn3MeoKCiPFFpVqWidSAhDAszi9Tmb0KBO65IpqQT/11u6+4Ia9+b53pYvrnPt8dqmLZ5Vv+ErW2P2W3dOQa6LZs8MaFi/XfdQvfKtdTOe0gSr/Pvcrp1VnjVvnothNh/8nF3Avoj5eLfi1iAtw60kuYIZlGdWFkA/5rSalbxuhLlbkTi4sp/ZxdzFIMatn6TZE1jnPwbSxRNjxWMqAivM4ck/+IvSDrgDAviF0vafw8uhAC8vfbH099IXCb4uKh2A90I3vndhn1Yj8jqBsBQvfwdsxCrlJhgXYiYsXEgSeRa49es2l295bGyUDJQTY9CMZScZK9aw3UYmKNpgPnoddCcvWpyf381cDd0/vuTLG0MX+lbOJ/e7AO5kbmfuwlw1q4QzUMGDj0y0k6TVGcSi6dxEwno3e++55F7Hir0SliRpMjFoxW9zAVMJd5ZNAwDHx8Z/z7RgekOgEQsqbEcwyMZg6ECSdxb+ifFw6E/4Wl+l1zrRi9nhe72j1BQpa5p1GQELGQTX/7x0g5t7+wOb6vNbgHV6I3cIGPHjfFXp2aq7Wnc/fEB4QHu/8RHtf2g1C8yLHIs8C4LrzGc5zvKsC2qamCa+QdtgmMHM4Du0nYb7tf/F/Jh/Wvu04ZfMq/yL2hcNZskVcjEuWi0ZK12u+zQGkiqcMREVzHQf4Pyv9LOQ9URsr4ju8M9/dOqJh8kjY92GfMjgxCQJs06HWSLueWCW8g3OCC/wZoksf8WUaZZqIZP9xdZdu7f84qXSB/g7N+Dwy/05dcMd+toPSstLQ/tvxmbXffAb+2/+w9R555Xwvx8qU+edi1HC/HAqxtXdGDFxDAMtWKBo1zOXMtdiwLIjsGrvcg5i+2LZIxottrb0WvAoHMQwg0xRMXCADbIh9iGWZd26g/B+eBdQSaa1l9iqFPQniqN0YFVBMy+YG2L5HIqXfn/bT8+HTOYYG93dAcZjP76K8pMcAKweP4MfFpTl+1z7PQe8/8k+5zriOuI+4tG0e9t97f4F7tvZm1wPsPf5NLwnBCr5vKebbXe1u9s9mpgr5o55kCOOR9jVrju8d/ju8D/ge8CvsQC/5A/56/yb/Vf4d/tf8mv8NIO6zS77GUlv8hNCZAgtKpiURiaUbuabexmoN43ABUo0qE/rGT3Bnv4+K6d9xeGA/ST0NWh6RdrCuAMTKDxBcYhVIcJhx1LDx7ChnioOt1KNKJcqti8dPAD844f2mJvIM+wx0Y1ilJpYjdTEacx4ay5nRV+kimlF1HrdXsZrhawVkEy/+D+RzpDUFnsceMePAh/++MePNjY2LoLEI4Pt7Ib/R9h3AEZVZQ3fe18vM/OmtyQzkzIzyUDqpEEgT2mBiAlSA47EQrVAsFAUiErVVcBCEwUbYAWpAXRl7a67C2sFd1nY/UDUXVbcZREX5uW/975JiO5+/wd5dV67555+zj3XkfEUkoByQVV+RmjzLC+w6qWYtulvv0z0mdQybqpofO2H4ntHLwwZXmGcH+KBnHHxMSj94bX6saOvmzT97qyvf/3tqzfuvOGKc81Rk+8Px/QSxP1UCI7q5UvdH7rR3VkPZqHNzAvcFtceZj+3x/Wl75hf9LjgQ56HvCgiWwALvU5PJGTRVGyf5+tqkwXqlhXY5LRArOog3RZyljiRkwDYuTnIYUkxZreGcQvjIAZPOT7Nbo5ZtqsHyQRvHu3IwtCK0MbQttCbIS50QjjSlA/zAwnPEe9seAT4i7oJ6lyGpM6RqXJKUpkuISty2HYG0uTVDFDtNDZGAAhSzgJKXxR+QrWnG5BkcDqtDkasAJCXmz8capZZI8bOnnVNVWNo1pxxQxsmK0Y6eOvbcw/Nn/LJgjXGVx+/b/wbLo5MvW3RzOn3uE8x08YOG3dTa6/FGycsumXZr24Pvr74V8bZU5imyOwXAzFcZWABx/VaNWyplVS/mlBHqjerf1H5MxbIsx62gI1bGiwTLFssey3vWSSIRKDyFoGTFYsAVNVi6YCv6ljXdJEZopHKWhgLYmUg6JaDlsP44ACMAxEguGsPYFl8A+iA43ZxZIJD0hEOTdgovCkwQsBWjxYihPzW/fAq2EAp+2QbVmeGY/omxF2PbX9sc5mKPoWhg0S0E6xpzHchb2+1nzpc/a16TOWAibYkbQoLq0pYYccWvR3aIVqQ3oru+duePcZZYxuMnWeevXTdD8ZRlAP/ZdBYPZiAca6S24x5g6YXitawWu0Y5BjqX2d5yrrG8aVVctidjog9z7HYgZkStMgYDg67vQNt0j1Wi8tqtThkF9H/dMg0w5UkFaYngu2l+BW0YDVpvG4JySUykgkqyptddPYTlycZdpW6dBfj6oAv6S67PaSVaKjLtKa2NnmX02azsjYNI+RhL9S90BsIUXPcYZkNXz8MoA42gm1E4OV8sg8OyTBLgp4nMZrSHcI0Ncox8IlEN7am2uwmcEm2AOzGWIqtP0HVmBNDlhRlAGYFu/wJ0KfeNXzcvLnXz209uRKdTv+913U3HIDstBXGR50Azs2eOGPFyqVLb46gi8aPP5YYZ4/ufvitL6lcHIthXoTxkeQKvKH3na7cKS4V1/i3cFvEF6wvOvdZ99jfcB60H3Ja3FyVfaA2z7MbfawddgkHwCF8OwsFn0MLhjHrIkDMwUAKbrZZQpGSCDJdEZvrJahLh6VOiZE6YNPObRBCAq5cMhEGYnXaK24Ok/TsnCNN2BgNFPiOOPz5P5OX50xWey6FQZiRnAQpQYaeMbpBrrtYhYOSLRakgHiZXZ4uyPGszTgrjxrQcrc2bcP2i8aFQ38y/gKL/r7lD+mnF4y4eurMUSNmsiNzRjVvSt9jnPv0z8ZZ2AKXw0fhTQcufbP88XkPrlhMxhGPxTTsw3iqgCX7ANt5Qi8j04soAaUPWyM3cGOUF5VfKr9VjipyBNt7jABCSomCSpR6pUlhFNJiZT9RmeDLexGCrCCqIibPnSUCFDpQq25FTQxkAhaI9bMMFOqIvME0mabiVjtDkQd2tT2B9Sg3L0NvJACrxzK/mn3+Xmh8L5x5j30acr+50xhmON+CpWjOjxgrR3Z+xXpxf/tAPiiFlt2lYnbIHE5zC9553/6+8wvuC4G9U7vLtUhjoqBIrQJ91cHgKvU29kYRa0fu2bGlsTWWtb7nLC/4XghsztkS29zrhdJ9gb053tnOJc4lrqUxdg3uxzXEeihei/cSEtkvYIpJ0+uLm4pR8X70MBZoB3XN40vOzGrPQpuyYFYW74hThxG+rDSukyxP9LBucVjqc5tyUS65O5ecCfBc6Ig0O3GkyQZtgXL/EWZ2wRGPv+w/JQJVs1L16VRCo7IgccYsw0+CoimKOxlpQEZQJWBPy5fwftYcm1zl7IFCTI992HDrjac++f3p6a3zFhrpLz5Y/ORd+yY2NbdOvHpEa2B2y9hZd7RMmcR4i59ufe7zz5+bvLGo7PW7PzKm3XNk9vtwxKjrJo5qmtia7nfHffPvmjL/YVNPvQL3jytDj4f1cX3tjfZJyjxxufgC94K42brZuRvsY3ZbO+y7nO+CX9sPOu1J5xilxTLRfo2z1cn7udmedd5j2nEXN9UJTfIMBUsweeomaXJaJIxJk86JSMmzVIJN0nHpbIY8N5nk2UMuB00KtfiOkBB3oMCkVLUHhZ7r1mn/FwrtAnGGi5HC3agyiYmTkGhebhR2ldfEP6agJo8aNHaeffrGVy5C6bfHYY7x+Xcvf4qum3/N1VMwhc6AI3NGNm+6dDdUPj8O7cYW407jNmPDXiZr2eq7f/Hw4nYKxw+xQPkLG6Xxl2I9yNRAnq9hZWkbgxAfhWGulEPcNvG3L1HrnQRa6s6TsS9nTKuEBDE+JFYJ9DMWsr30zy4bBYEXsY31JX22DTTqskWVrQp5gUJMrSx5A1djk+3bGOsshosCJd90FmzTyLtMWwu/7ox2ntpb+I0UStTiIi/uYXX9yvyALsvL/BBDzdhfN40kMnMi2MJehZV2HlynazwHBc7LTeQYGLbak4jmyOKdan4Ij9hqpgM+oEt8NSntzrMM8T4pOndfGEG/kLE96wL+4WewQV1H/f1n0nT8AUl7bSuAldAuQfaqS07mTHoAemML3P0PuNP4H+Oc8a0Jl9HwDqyVl1OYj9GzWA7wgoSEerYJt7+a515lTOu3Gpn2fW4smRHXkEcBCfhF8ytOEhdXKlE3HGse57vUj1pHN4jwMpqFFztZyJRChM2cgZAx0qbeOhFsZoeznRgek3XNhqCE/KgZMTyBB80HsBB4wMHwC55hqlkCERlWY5MA3RfmeAISK2AZhir+3VBJEXAM19IYOmdosmsPuFRjoNiheyL6ZfpK5u+bYRC68LHfGH6WwmQ6lhVLuA+pR/d+vYjXrM4kp2mOZB9fH7/OjXZPDrwk8JLHCWi0Dl+FwPicmixbB3p0h7YeKyt36LlOmCVnwRCAWHvUpIjmCXuQJxCxRTQNav7w811+A0KHeE1SQ8yATX363EkaoXNkkokSkEz/0R/+1GpgCcOz0vAd+q4TXnPeV3D/jJtXBg1DgcGv/gFzpr3ckkiTaF61es+mD0Jlfa+5c9788M5/p7emNq8YNt5wdMf2+hkjhPe4T0E/cDV4Sr9CCgoFfK23wFPrGc77fdX9kG9g/7z8hoI4sJf6rgB5+Y3c9X1XgIrrLbDx3oiQzwM5ca37insDAbdc2gAb9sPtIA5v1n2l19v7m869QHP/e7NvqL5e8jdNv6UnC8JaK95J0eCfdqa+npCzRh3Vl33VGTyiXs8KMkVKOB9hJpQfKWepZ4xm+mcSrLAVUB1huurTOjDHimCm6HY52IryfGie7Uqfs0L++89uOnTGeMnYY4S/hTL8HSy8BJcdevJd4zcjR1nvWr/5D4s2/XvHaGyHrbF6tdKrJi8wNhi/Mr43lr75Gbz3wndw3KXSKVfVlkcLKodPax7zyDDnR7cvOg53QoABf+qf7xhrPu/8nXGpT82sU7/861t/WzYjXTHQ5ff3uQqC5edh4zFjxtFPjM0bF6PwwjlZrkS/bye1zV18nvi7VwPA3cDtB05sAfcCR/T62UVwqnVO0VfseZaVIm6Jj/eKFHgcIXeTG5W6t7mRm0wxWuBwimFXAQQoGJvJt/OIb4zHtmF5nsmuw7j5Cz1SWqwXNxe3Fs8sbi9eWbypWAwXl2IB78oNg7CzlIx7Qg/u7F02sstpkMaElGo7nzANNhrjJgsVz9Rwdne278iuJRnaOwJk0/6ak9jKLfiiHvKkcbsysnG7bcT4ca/JYWwRE3MuUm5myBHRTYo4chGaf2oGbaJ5GL3NA6wnrkbDXn1p6fgZE5esTD191zDjlGGB8bdeKbpqbOOwXr9/ETo2Ja4cqc/9Nbc/+9p1E6e8nIi9vvCmN9osImLfM17hpLFDBo6WuPQ+Y46kpq6+8toigvuPYThfj+GsYSpeqFfEubg8xDuJnaRyRd5ab4OnxTPVw9V6q4JLg+u41QoXshPgOh0FNk30x7YR9c+ErEAg62yPwHCkFAtruwPDUivVkEZgGf6vsOwGJJ11HBJgeHOgw5wHiNTlNEFBKslBDIvHUPbe1ns7WntXTx5+/w3PpT+B8WP3VDdMrKu7ZWT/3dz+rOhbxunf7b5/042NRSH2rUuVVseYd198cc9kh9Xks2swX1uE2yqBWXq9yLE8VyCQkYNvisdFtkRcKSJRBAxbgCCSgCjU800Yf65hsEmKAmGlVEEKK4UhcccgQFol92zV1RpWIoi+a7qX0iTcjBXedB0J4OEWVmB9N0KXNVgW9UU3pTdw+y8Yz19IryLfdkPnaY7E0cIY1wfX5DTmjBHuEu9SF4uL1MXeRUGJ9/JBh9cRjNvjvnggniM2KBPYUdJ4ZTp7NzvPd0dgj3WP9r7lPe0L7bRmZbL4MJ3pLxSoDRE9FkHoyerNSw7d6kg6Gpuc0Km7fUlnB4zrRZ7eNgZAGPZPxKdjjjEoFA4zuMm5pViD9cc2ybArtoP7eGdkwcZu+5A0mjQecyxiCJbgtqfPJVInE/XErVGXbkvUUdQnrCsFKyN2kgiaj+i42oowVurNWiuag2hYlUw9WpAyNu7+ynjx5YP7HvoYy6SKXsaXoZfa3zr19eupAwNQ8Id0x/jlv4JTPjkFb5o49NSvq2+Zf/4fxkXj4tDkftrHeZ2nmd/iPnaA8Xr+NHGLBY2SJkvTLNO0afZ52nJNkBuUe229BQmSpIkwRLgjdcdMFyx1QZfyXUiGst+ZvrNLOA3X2trOZxJbiGAymwIjdrO0bDRW4DFL86LNMBZO/GXf0W8h9HLh0htuvIbbf6l1zw3tT/zzr+EFyaa2HfT71mF6ext/nwJX6QGRhw6HLHMMYlge6x2yJMqcJEqkLtJePSHwLkHgGZYNc7KL42RZYhheZiRGVPDVHMtixASKIgoi24Fu2sE1iHijO4RA2FJqQRak9ERWtezGy8jqJx3nM40NM0ECr0haII03ALzQIQDEY0J3RLIjanXiOwxZZ+J0u6WwYiGzC/56hxgjwTkSmhswTvdH+Zi0kl3Lb2K3swdZYRG/lf2aPc+xEgnqVV9DJr08qOfjnQK+n3wHs4RZx6yT1ssvMvuZDxn5V8xh5pLM9JOvZNAsUiUi0ZZqoWyWZE87lHqaPe20KfVsqcWDV6qrng0rjnqGlN6w+c2t1Wtu8RV0iy+i28x1O6zOemC6M82B4JgdV1BdVoIRKNjXwTgaAx9OH0GDjXuNW89y+9N3ogfT7166F23/lzGI9uWTmJ88z70KONBPDzQLxGfNMgUcEFkuICCmJ/T5sn09WYVB8Gk4YX7EFibvjbifxG88wb16cegP5NlrMZ7kEV4Ff6dbJYYX/YxXZB0iYvDXAwIFOrvjhJQ5u2PRyFFJplwQMcKIjIjI/N4sQhI+YHV8Davj39ly/hD1mT+o+3WlWWlVmJlKu4I2KQcVZPI3Uco8lPaQdeTIpFROW3GQ+J8py7uzux2JBGHlqbZZ5zNHlPGZM8OR4fbFBKxL579jIss+wGBNVrLGkmIYr8hX75UsSVHHK9oRGHkG0Kva9yiVYrtSSRvWL1CcFEfiFcd4mHJGZ9jBzGLMqjeJO8STDP8Oc0j8UmTCTImYZPqKTeIjzEZxE7NN3M68KSp07lipojKJdLwSqCpdUp5EYbISXJX4zBpdihQn0Si8olcPzgnjI7wSkSD4EOMVeqGY0BdVCFcjXbgWjREkFwoKw9EgYb3wkvAROoq+RqeFH5ESQ3FhmDBHWCa8jHisZM+alej6BwiUaBsB6WxiDODVWhhG46DT+CL9GmYVvZlP/j2Yef3SQNMuacHy4DSWBzashT+jj17DrRHXqmutrAgFq2gTfDHfHGm2Q5htn+Newi4Xl6tLrIsdy13L3Mu8y3xLAqrgwLgQcDsCroDPHRCcvS2Sv7fAeGLbZEimPgyb3FwPl2br2a3ZM7Pbszdl8+Hss9koW4ttApCo9aW013+xM2vB290sn0rvlBkNIpYnZuxtWI9JmjUPw8Q6joQBdGGW7rBTfb1lQPkrU5bvhAPhYmOB8Yaxz1gAy7567bX/ObZ37wn06Ym1M3ck+mBzeL3xpDEDroBTfzQ6Af5/6cLFLljcyudgWLixVm3T5y/JXhpZD9a7Nng2ePk52nzv7PASeYl1mbbMtTwo8tlSQSDoynZF/AU3e+cB8Q4AW4SpuGPmBubmzA0/ICy3Lw8sCa8T1iur7S8IezzveT732KuD4+zThGnyPDAXs1x4FbgW3ALYfE9uLJbvEQDDo2gWFpOxDnTV7mhTbm8JEUohJTM64EjdxnwqSdFoyB9DjduKoCOjEzlMCBfpRa1FM4vaizYV8eGis0WoKBTbpEKbGlJLVYaopDsLfw5hrB+dJHO6g/pzZxJa2jBtbpojRG0BkgNEIioFpLY7GbmU1wV6LJr4goyGj0Ur0fhJyJgru7X91gG6de/Kbcarxr2wHQ7FFuWCyrixv7b2xO7df/7zy3rt+NTIR/ZfXfx7V55wdz18GE6FU+AKo81Y98uVt+kDfnm3cfFS2ujsdPeNvFBu6lSPYjzNx3zKDx7QawRRkATNK3qkIeIQSRgrjdFWa2vsa91PeLZoez1fuE/x53nFoqpY+AoFTklVwpZDJDMMs6RcPdhMkvpmBtuDKBwsDW4KHgyyQYiwHukv9R/0M37CgAI9GBDVJE3uQwx/KsRoZTcnls+0UjwGA6Y1jRQYprPoPQrjinPFPQvaAzBeeu+RVz8+usCVjYnvqzdqxt86ZfWrTOKSYVz4cnXL9U+MXnCexHY7MR8ehdvHQ+tOwEAR6/Y7HLWYNbXrowJ9kgfFz+Hn6Ch7lOPuQnPZOdwauBqtY9dyG0nup8KXiFPQVLZVnA0FP/DwhSDKDwVD+LEAoxRCYQhcEAJTxPNYxPNMB7pBV3ggEumO5Qm3H10PWDLG31GrsHAh284eZ0+wLNsBFV1eyLQzx5kTDMvQrLtahYHMfqgAhK7XpVIIoV+47saunBKSb5A6l0olfEToa1TqnyGue8yiSarjTzj1wZ2ayaPJBLajGEjM8BYzBpUi02WDVMSUlEhJn4NXwNsxovRJ/5Pbf/Fttt+/B5u4IQAgPIhhp8JO3ZFgEnxYqVBYDEpFx6DDUrx9J94yPbY7/JVY8pzWpUB2Uvbjldp1BMgRdYa0eLKTLKnjQ8oZ82oAuKVCUCAJ38in1R+kH+UfVO597kP5ffVL8Kl0VP5c/RackqSX2Ge5l+Tn1QPsTu6AvFv9gJWK2VyuRA6rT7CPck/Ij6ui2fxdIrRaeDp1csQUrhLeUXS8wmc37BSpyrNBd+Md5SZypPBYfRZYajVQGVhHKDWjXBB6De56S2G5cEdn6U5elvC2XL+WAWq4Bw7IPMeVK7JLUWSJF7BZIrlEUWIVVS03I2b4JYyKTRFWZThZESSRFwWBy6CJinVD/HKr1xsoETGSwlJdDvNvKG/oJRglyKEaNh0RfksXRgT8w9OpgC+dDvjTKR9NluvGi65M2C4nlumCAHaiFw7viTE/3ZhSnGbdtyW6pplPYPUNI4sTI4uTIg2cZDwDS45BFbZC+GdYZGww3jP+aBzDdGhnvrsEWPDvwWzDxQ6KQyQnfSTVl/vqT9vZoDyCHS+zL3GbhZek55Q/wE8FfrGyFj7GrOfWCOulx5St8DlGCkC3EIdRoQWOERYzD3APSFIS9hWQXw6zJfJA9ip5gryI/YW8it0ob2I/Zf8kW6rZGvlR9gn5ffZD+TAryEjiFYEReYVlRA7gvuWAJDJMGGH5jw94RQkDMtcLhzuOJDRLkgK4Dvj6Xl53upN8o4T3d4oBCybI1wHChITPokYFn9UVUy/0q6Qr/KQviCqeOIN3z5t7oKRbK/8phdq6A5i75bAjlmSJRm1uf71XsiflKjIAPqNOUaO6ra0NzCqTKLXSP/gvow8cD6MwDMcaNfjoCeOAsR+l0RtGIfwiXZO2wosGR/NacOvGYdiL4F0SM/ql3l+pPChDlmE5RmA5luHM/TCCLhIUImfCvODCxglkBayzYprApo3EAk4WcU90oCmYtxF4YYABUT6AvPjZPPLuJpX8ATbFvHtht9I8eadE4EM83X7tpE9Lm5uToD6Dn+dPdvnHCGLaTaPFNFW6bBYBWyvYbnmHRtsSXdq9HXnSp+EE2AKvgaPTp9A0ZkT6dTTw0ivpdRTnPFivf4Pq3pP3AaHz7G5brYCgIxM4VpHAQ8hjzVqRiU94ZziWhIQxBTGrhIzA6/gEH8YHmK8zBSyWdIQtnKlP22lFPLKCXZm+Qd2NCLlDhJkA4os4hA0IbNd1oKhuA6JQgKmax4bdTAlSlbxAUpNSIKO9KyxJ0WpmWvF7roGmH9YvX3q5S0Dihdh5CbKbGZnxFV13sf2Myg1xI4LhJHVw50Xwx7fbK3XYwDfDm+AMfiZcyLdDEYUj8aSg4+uw5rN5h72SVIrUKzV/8mohJdyIpgmz0HzhIWE3OiBI2UgTeqOwUI9KM3pzs/AAapdXKBfQWcEGSeSKqMWm3ZWosJMhNW4YcXsYlB7Nll06xlwJFWbvha8u5f1A++QR40ZEfDcCaNbL+VJO5xBXDZiMnx5qwMEgHmGs1AQonOOeAIDwu8OQga3iFHOQAG73mRTBnIybGZ/AC/XPu/PsFe5H4D9OnzZuFMYe+/eNx/4zr4thhpp4jhisQgOG5HXB/yuvi6mAecwhOOMT7hOS1QVBFLfDR9sxUC+q55poM0pZnbbCATSB51EI8+xzkGOfAMexDG+Vnr2rO+CTTmW+HreElqmwRyor7HmVyGdYT5/m9l944Ri38Q8kxw3tYmvwt/NgGengC3ovfzDpgX70BTqN2K3sFh6tZVfzaClchtA8Doa4h/Cn8JiaWZ4FHfDoHsjXALYGC49i3Xqc+45DG7ltHAoTCxKfsoRAK5hJUgaE53/fnYCdSqVJCmcJjcVQ93WGC+F/CSesgBEFqwpzjsPbjJPvvYt2MaFLf4bfGF4zj+6McTM7vzOCHxrQVXgAYABj8PZLdsVXSoZje4OkwjrZlcbNe/YQeBaxW+F3tI+GUAuT1KBlCDWqOfnJZixYoUaTKlp0GQF4CtymEYGIrt+N/OyzZnALfzcNuqbaMpX8MIv47jXjb7Avfjap0zq082u2mO0P8kA5bNOnCgExi8v2BIYFG7KGFvxBO26XqvyD/WOjk/1Tokuij/gfDWwO7Au+H/ggqPK8xe3h/Z4YX+hu8c9GS9Bmfjf/Hq++mTyqoez88jJ7L0u+nihO5uu5cbzyZydn5F/KR/mDaf5VqdWW7JcNSZ7Y9uwfs9ns7F6wAuj4rEnuoyN6lr0+ogc1vPKR6kPojt2soFrkXoQ14d/oFv9Mt/iKXiQ6o7uUnLKoWCjFLS0hdaOKQlhHU6GqWz1JNdCUhMlWDNuHiQpZURiZ6IXHvbDJO9E7w8t4/RXTrsjYKrOwsGo7kzKZDD06STVxTNbEXZYgwxsSJ6kjNGFyzx0l2bCt5UyXopnfeXBvMDs5Kv+mfJRKtBB+gHGGoUMdzAAsRp4YKSBGikq6POYsnVazrBoddZoJapsTW5vRjapKOKkz8fGh1zsamWCB8a2iCUzDc6nn3hjzxCPvXtU8o3EUvK7q2/zqcQOvGlShKegvxesfa1m+1+j4xeKrsqr94uDBO5aNf6gxqyCcNWJQX+NjR7kvVtd3THm0On8StUeXYnx4DNOwDWSBJ/cBB6auMqW2OjgkiBxj+DHyGM8YX0vWDwJfyfa19HVWBgexjZZG56DgY8I6SVatGCFBAHfDDk5wkd5wKooNyN6IGJiZA3O0QsREbR2wENPATNBOeHp2vQnxtrrhZ9J1X12ttWUYzRli9VBrEKYGjNOVyfxkebJnsm9aFpdqAYSxRuwkt8QMWcfcTpf3cibAUui/b8dbhpHeN+E13ZEcOjd1/6Ipk5Zw+9NnHzNOGz8aZ40vJ7RsQEXPN83c+NKep58k9DYat70e04If/FkfMc7W4mjxTLVNc0zzzPfN9a9Ba9T3tPd8X2if+77hvxG/cX7jvsA7a5w17mGOYZ7BvhZ1mir0cVR7qn3MbG62bSm3xLbcv9WxxbPPsccjWSmOBknNPzp62VphIWf8OUlLxtq27IcskDHMHHYF6PhSoOPrQMVKUpcSUzuLfwp7BUjOwggosZAdS6QJG5mBoBBx+QPjrrjMrVPDzySweU2c1qmTGGfT5xKJk7Q4LUa7tq7snK5xAwTtMvk5bJnxV+uNTdPmL7y5ebIbuhLnfvuN8VfoOfPWKfS38pGjVr34xoYJM0p++RZWs1gowIItBG9GYdhdn8GblXpvRwvfIrc4TGxZi1HjgiTNzGnPQX2YpNrHnfQPYwaqw9wD/eskyUXRRSFYo1sVwWojJT68hVZLFBJMsdlAYAXBnYjozx5X191C4rsmGEOFkumvAcRvgHHFMo2fJk9zmNjCp1oKYWWmgY6Kcq89AnuiCnu9cfGK18bvNS4ab+24D/rTjpKB865ftmjKTUs3TGiBMYhtJuh/DGmXZr541W3PP7f36Y00L+RrNoZxxQWy4LP7gIbpZLBSu05ab1mtbeW2yAekA5aOgCi6YAMawg+Wm3K2WvbwewLvyx+on8tH1AvCDxZLli3LrWMe4dat9qTN/ab7kJsMlsfYkFNPt1Yv3qKHdNVmdTRbW63I6nMQVWYPFniwwkHTZrPDdKzaztxCc5vobW59WXSr2zBD3USsDQ1/9kSHA4N5J6s4fATc+YoAIrDEbSJRSc7EnBk5G3PYHFtE1C22JAZ4hh8mzHhIKpPDM+DacbrLp8dd9T49x4ZXmAn7CLem2nl9mnq0Hfgj8BXUYYQvcmSYNdnu6Lr0XMaYojcA/IOjlnz0Di/ZbN8pyf3p4RWRemputZwkPDRFX2/VMZSs5KVW8nqrjoFlWgcldZg9z0oksIlXQX0mpNIClxlQQ3AcMBGa+OI0q1150b+hr+qbbcZfF0+Drk/OQAef1pn7rr9yfIyZM+baujoIrylZ//TuVccwLiSM94035j/YAG+Zt3DAgNsJ3/BhAvgKy2kP6NDLq1hYxIa1sL2FbfdxIvumD7k9duRyeOxWpw1oVicEGnJJok2BE5VOBSmkI2Qe2m0e2OmBHnKYo+HnnsWP5p0uWaqoF5vEZpER41qJfaId2Tsgq1uszihyTQSbPAfJyCWME1h99vi9c/ahaSAzfK9uOBmtfClVdy5lDsSoJ1E7vGAFsa22PDPik0giZwWROZg4SB1jPhuSHNGIPc+3oXbdnXNujw7o36/y44+N0xvYaPOSRSPz39FqRzQeu7SXGUpp3xjBtlIdogRerd8wO3tpNnKolpllSyztZWwY5qE8phRWoApGhwPQAGaCrcXVUjCmcAzuqpttF+wXnI6+lgpP33hFr0bLQE9jfGCvs2raKz+MpbaiWpQi1RKzerzu3hbV62F9+YQCdlMKoIhutVMk2amo5jZeZBJAXoG5LUuahCC5g1T0T+QIwwnZYmRjlXsTgCtuwefniwqVaMBHmI7k9wcCK8pgGWZBHboMKvIjDn9pN/c5l+E/2hktfbJLWKXPZbziXRoAoB9HX74Ddw5F38uOTrIQGy4j4too37JNc00rmFI4OTGthCdSzstlJuGtruoHaZUKisDeyojdZUV5Yawq9EyGmwuvELPjY26rLnBaFhz8fP4NEL75bjsU+s88sML4x18u3d865eFlUyfdPzhW486JeMryrnvi5d0rPoMKDLzy+KUhr++fXrfvYSu6/4Unn37q+U1PEtsE24stmK97wA49QaZpqSUdqV0Jr7T/Cf4IJYHzcPlonH2qncNGntNldzgZF4I2AtRsRpBk2eWWsdGpyFFR0sP5yW0S7MQGX4CO0/Dk5idX+jb50EzfWR/6zgd9wBX10GpwNnztJjc864Zuv7feBHzbrEQmHI33zmeOTK+Uhvuglgy6IwqWWJdJQbXTmdLcGJWTdDI2SHbhS8veuH5DU7ZxOjyi3+DbKgxsW6RPbWyYuWxFehUq2zK+cuDyJem/4UZj3H4UE+LLeJfkUM3eByT8ZfV2uV6XmiXULm2XDkqHpe8kLiS1SgulTfgEx/AC4FjGRjKPD4MT+M4U1ol4jhdYGQlYZlJcjOQnWb+YadfldtRT8qRhdS2jJs5KdCVZPWrmn7F7IGtcujiMjV6kOcOdzxgj4Gb6jW7woD7cI0SFsLdK2CNy7V7IsBxwuyyaqkk//ybWzU/UoPawZIOuKNKw9RNYQXRh6LVUaJj2/B6Pdz+6GUTQ9NfqSN0BrBeTgV5X0zBJxjOd6vpoWnLsJ19OvtuN8ZQGk6u7fNYPQX/lmjuLrq8pc+XZEtUOszkrL178aMt1NttZlitI3sf8i/DV5Rj3JhL/GPgnsX+O7bTYaWRQn+/vnRQYjXHyMWkyv01+U/5A+kj+UpZHMq0Msgg+aTA/VryL5/ZIx9kz7CX2Xzx3tXC1OJmfz/6CfYLdwK3n1wvrRTnEOvgEm+CK+CKhSCyxNLKNnNwdrZYlhmcVjuVJ+QgSi5YZWVbYDnSrHuBKxNoQNscnWZAShe2AZIMBv1p/d8Z8oJFo7XybD/OKnoP16+uIL4f4b7oizaRpH+yQIknQ5WBsA7OwtdAzYrsc+uFQON54HC42fm/8635u/6Xz8C7jnvR18Nhy42USq+jG05H7AIdhVEiwlGvmUDu3nTvIHcZWLhfiWrmF3CZ8gjMHcGFtHIIufMT26H/gYwYDK0zs4/b/ezCd/wbwazG/j8G++0ixXj2F38XxvOrmPWqSSYpJXzJvIBokDvINzFPDTEnhSKm1sL1wY+Fz/BZhs7qb361uLzxceKLQCgpLCpvxD28WHi/kC8mgw3p83E5/5IQIKwSyiUDcIQsRKhdZQbPbY8GsrGhMxkRl06IOuz6+stUOZ2AS6UCDdVsgGM3OwudmZMFWUlsTDd5VEI3GiC65A4AYVa+kerLVq/B3x/ClMf0KvNThJT+WjOl9+iVLYodix2OMLRaKtccYECN1aTpjbMwf/5+6LgMxEwA1pUDdeazJYGF7vi2VqLvMlKjLuSun1MyUmpUgAhcmnBE3nZMnU0KaMqlYtItJXeZXCyDz4MHJq0sHP3Ptnc/EMdfKjo3oO7XYOJ1TX3XF1N7GaTa66oVRo0ePmnjtwLXpFjTxqeK6hgdXGwgNfmJ8r8GL1qUv4T5bRfg47jMP2Kj7BKfXOV6cKrIdLMS9pQ0UB9q+0TieMm27YLXwqqJgJRzBqAdQpg1gJxl59b8wbVmJqlYCX4tF7ebd5lD2n/JuCqn/YN8mYXTp74WwJ7OmQMIsnG0xTuePqB16RwKzQO7BT1Lrm0Io5+VJNc2LdhghNrph14Cpi+42Y6rXYN18PW4rqZe0Rm/4Gp4Wf3D+4GbfR19zyOHn/BJq0cY4x3hafGvQWn6tuEbtkD5Df+D+KH2mnuZO819btC3iR+g3/Nvieyp3p7icXyQydoqHipcAycUKrloh0BqcGURBawT8xPQyDVjTIOmS7NI0bTK2R6b5WEjEOkw56YxMwBzPhAp6yPBrHkhv+B4mjQ//9ojxwwMwvPq22x5//LbbVqPcX0D+AeP977433l4EOrc+tXXrpg1bt+L2Pmjcwq7B7dWw7bVeL65xNjiRI8nUWmqdyeBAZqhlqHNg8MegROz3LpvsvPBjUMQU1NNW9yiKZrN22er2QqvVFtU0aoQpP7fWh5+hVUVO/oe9TuUu0WWIvd7DBiP5gG6C65kc8xgxwy63+kHIV7w6fR9ExqV941Y04U72PDz5hvuW3DhlGe7c5puMPxlp47xxdPDo9DfMvp0vPblzyzPEDpuA234DbrsdZIMn9WpHHUpakq66rGFooGWga1iWODMEs0W3N9nCtchjLWOcLd6WwJjszfLmrAvSecsPLtUOrEECBFZxmw4LwabxPmxs5jgKsdUdtdupw0JagUVlIGSqgOd7tP/cz5qfaMsAYBo3TZ7snOad5p+cjQEA7bSeW9S0sokG1zPNnhla/dzE3Xc+AJmD05+og4xxdvFNk5cvuv76R4xbkGfIyGUboQaxlBk/4cl/D2Z2Pbvxme3bnnjVjEUuBYCppv2/VY+v4aBkhSO5ydydHFPiGGedap3pYGWJROTRCrVTRfVqk4rUDjRbLxQETOUM4uU4kDSpVJopsVJgoWOjA010LHRscxx2sA4NREmYDeMAQu1wE4mz2ev3wSzQ5bbpJurzRDugZkYd8TjOqi030aENNG73jmzcXkmzQ8trWujIVBMbqMFhhXa4idD1gJsHtraMHdKv7zUlbHTNzQMr/1V8xYvG92TuBEzTGm5jEXpLP8jb+Twx5rV789Y61rrWxB4vkgTXYBdyHLDss74fOZV3wXI+ly+0jLZMsjyurHFsyd2nClfk6fkDo1Nyb4oudSx1Lcm9P1+qjg7iByvDLE22wZErc4Xc/Fi0Wq2MVOZW5lXmC7zM2aWIzxJTc3Nz84T8XL3X7eoc11z3XYV3Fi1zLypa7368aFfurjxLO1zh/YVvXdELRdt78d6IR4/kJT16VigZ8sDj2KSrECPNBSsKUIHuy04WBIi7Uvdi2dPcC5b2giW9YK+cSClGrwoYARn5RLf4ElM6kzwif2JOBwH5JSxzqG8yw0dp5i6RRmdAJopTSWI40AOjuVWRwZFRsMV7E5zmPQ9l6EVsIJKL4k6LiuKBiSxkB8eV5gAMDHYK2CbEf131WsiSagvuA7mdHxGLKtJhbnNJUC4nnxyf2BnKN4/9tDT8CT2Id262wKrcwblrLY/lvpP7aS4fyVUtLBsAGZsNVNC4krd3PcwY+PQ4t8AM0WRjDQDQMQjNkG2F7fAsZIibuxm2QpZe6fTgKyHUhwMWTmTPsog0waOTCECFV8fP9er4oV69sjrpJb5nr15A5g3Cz7V5Q9TNy3pHB3Qsw2wB2BzoDKBM40mhG1Oin0yQw3OJjIwnPgcCjMwA4czgmTZSho26LfI7P9QlxVFvi+MVhsPf9lhqVZdaS3Z3qLUYQt++ptSCTDpeS/e4G7POSiw/lim/ZmaMmnMust5MSZZSGHDcduOt1QUu91Dj5QkLvjz15adx4wf7xHEzSsNZUfirlnHnvjuahiWJa0bHs0rCbpe9sf+YdQ+8/vCDZf2vDHnyctxZk4c1Lnnk4+2UV4Q6v0aruCexZPytXhgG2DiXC219rMOsLTbB7wY+xuMGXofTBb0O5II+RhJkQfURgNuAd5N3u5dpxZuDXsbbAdkdbkgEx07gJtXU7tCtqiKVyCUAlMCJNDLB6nEfE/U6RrvrXRtd21xMq6vdtdJ12HXWxQGX5iIDPFmXPzBnU5dS1bi9GnOKvphT7AOuzoM1LaYP41yqTjtHfRhnaJQPX3qSGhxdVaugO8/uolD18pmEGHteZUVlgR3NO6jEsmLDfDfcc9W8WkW6914YYKMnjFH3JbKCXxZVjBhU9jg8dOKT54zlGD4PYT4zko1iPWmD7h1rn2JfzTES7+frUJ29ETXaTyOB2rZ2VvEA2e1yyRLvdEXdbkBYpNVDtSXTkfP/0ZYksVtNEuFZEYr/u4lrCpqfaUmpCHVoFtMUINflbCDm6j5vTLv5xaugP3RNfcOsIujfOPqG615cjTYZvhOT+jbdeRIeJEYjxDYVYMfjdiowqLu5eKAkKZAVT1YiWWFD68hOvKXmajjQJ7mehTyjiKKsKtgmRw4mIAXkXNBbeV9RAZ1pKTuclAGnuIBfKQBFShL0UZYCKZN5IkOLSp+lSN4kC4EEeSCTeDcJGpuZJLpDATKryJKEEOTxvlRLfOO6LyueVCwhS6lFt7AWrzegyfVyE03yK9UVFtUqLImVMux+VIoV1XbdplYCGKYDmfzqO5syiQgJ3/AztGaP36yeRI7N8Zu0gBrEn0CJ25xighI7ye0gNVernREI9xqjYOyDPl7eqv0aRgwMvfRfdg/y9O6NckyYStguqsEwVeExvQxDVgY8InW+gsCDclg7FxBcUo5sV1WaMJSn1DK1fAPTwK9l1vI0PqDP7jUEg1BhWY6VFJlVgyDAejiX5JfdpFRtnI1xvaW4HFPLQDXXXxoMhqAhXIMwVJoN5rCzuTnSHHm2uhQsY5dyy6Rl8lL1KDjKfsZ9Jh2VP1O/Bd+yJ7mT0rfySfVH8CN7nrsgnJd+lM+rvX+eHSRlsoPcEskOIkddeUC8RHqtRx7QT5OAhmeSgK7Sy0kS0P8vsYc3E3vkEmu9FZHsHvEKCZJyIDy6FSh40QEDrbvC0G95Zx8MmOoGSezJ5PX4umtg/V95PV2pO20JQDj2LkW31OJmXthhIcluFzC7VnSVnDmL2TVjbvDRiR0KOTrRxbwzmdQ0PSxI/0jIF7YY26H9/b3Q9tpH0G28ZPxj7y6MGQ2ogywXv0QvpUdj3FAxvbVSelurPxgXPmDRWmEf/CP8TDhr4UQhwPr4OF8NasQG2ALvgXcKchQmhCrYRxgMhwlrlQv8BUEqYKNCkZxk+8gD2Kvlt1nxKnkU2yLfxN4qz4Hz5cfY1cJ++TP2j/Il2cKwgiDJHjbMFskVbL08mJXcrF/uI18t3yxvYfeyH8rnWUkgpXkdPkLlR3ZiLZnk3Ohu1Z6ErCywpOfwRqTZQfiXPYW9k50kxowvsnnyk0z0csZQ5uezCiS7uhf/rER7ZBHxmSwidOsOvkIiPhRFnNRk2Wg5YWEsDDmNKhRy2nHWDFaYJXEmXabfNprU7x/end7/00SiRFtXLpG5B7vLznUnFWFEJg00nS00i4gU3Wprm0VSiWZVSLRTJdKrKlxorIJjX38PDjPWwuXGliNfojzEGH+E+YaU/j0cauw1dW+rMYK9BverEyZ3OeIcJNNK6T7VlhQ9FltSICuerDgPPofMYSt9khzPsxbFymsIOHnWicgIR+Lsb8VKYAfchhmhzVJijYOwu9Td6maIE5RqSVFzpgxHVk7SjSmGrWV0nz+5kObBxXQJ0SMEETlywFqgZ1UlMwlZrncyMjZhpksSfpimJIThNWu4du4kceaVmHQEuyp0UDoSrNRLneGJqcbtGhbRfbCI3sFqYH8n7q/Os68xGqwhtVCoSsSREvAWe71Tc/rxyuGrJ3Px7cQHZLsDH2cGJjgpGQlWhkxKR0ORVpgwLsA8Y/mAggFjFzaPuNp/ZeUN1/kxSVnRPy6hfakb+uXa/2i5vcWEfy62fT7H8Nfg8F2OD1mIdcROvUyzJ2WIVwIUZfQDvCCjamWIPEQdB8ehaXAaWugQj7OH1e/YEyorl7BPCwfQHUAEMhyFdW3MpWCJ+jQV8zZNA/IKdiNWM8PRYow9MLFLkis0W0ZNt9HEJaKn2zRb2FZq020LbbwtgKF/EFtPyCGIFaBdXUkMLjJEAD9DUL3kCCZ2QPi/aPsq1vbtc+7u0vaJiZVKzNLOYbWA5ASTM+fqziRm0boV/zpJx1fiLWzr8ijCzsO6VfIloQ3IpXgrCyKgM1/hpSVjlGHWbQ7wQ1h2y0qtoql4sVBe1wIqKiGZ2Y0jqUtCVUXEnQsfvqGkrNlYztxmTF9xZxbc+Qf44cwSBqJv3jd6PSH8YPZHnTECfc19AorBJt0Tj8/pvaw34w8JfjgEgPx6W5MNYbiu2mu1l+bppKI6WqW78535eXnWsA3adLs7aZtaWuLEdIRW7RbFEoL5aNUeYT0gJSrx7q5ESQiGyH22RNF6GAYzMHZPLZluln2rw3Ah2UNkxro6siUZYubY6VQ9nUnqTCZ1B6aclf0R0cFJrkVf6CYOJ5dgRUIOIsp3DomB5ZLq67FiWDd0WJUs5l83vt/9lTPqcySu6IoBfRvjvBC+4pbKpStvzNU8LXD9WTZ/tF46+611qaDjO39F//rtN97dnMidcN+tm4uvTAbPJm569KmO6uZBBE7bjRFwBc3tuUqXmjlIXbUcDZHSXGCMDk4sg7G0sEOASJxtBoRvkrRn9qt90A+63cxUORxuzvORanPaK+zbjxsjhPsuLKD90Rv3x1H8nt5gm+6/Cy1Fn4tMXIReZ9zbG3dJbqlVpzVFV+21OEl9UhQhoJVz7ZHcXGupBVIFTMbdYplaHKYu1lW7hLDZP7v4MHWwrtpVGDY7R3fH44XrgcCvB6C0d2tv1HtqybOkZ6j+Tv/M7jH//tfOoQPRcFfw5sDRBKwsx32F/6J0EstihFV7OriUTLyHjg4dVqmIeddNwL1z85UhKHK9htYOyy2xKxz0X9GGO+iGPJtn/LVwPe2gu95ajzvobLBi3stT54+NlBZfOXnw3xvLg98VTXr0qb01zYM4UvMPCew0ZgNwgXv1PixSJEUV7azLhYJSUHW5Cu21apVLrUK1EipS810oHxVJKFNVzlkq6zKSq50JLNDW6pFSQReQUG1NdNVjU8iYQyQHPBD43QRzzZIiqTqSBpbCqHvuZCYHjhTHSzlJGMvDEu5oN4Mp0bzcAQtfqJ8OnWU1jw4ufn5c+cQp68f9AgmQecA/Y1Cj8Y/SUb7eA0iGP5a/b/Kdjigpfm0X1BFwHuwFYrqVQU2ObQ5U4liBuZTUAa/b3ZBADHLsQ0lQSHh9qq2y0pxXwnzGn7qf8RRsB38EHvIMYFd4Qcf3hRG9qbISX3+9keKuI/OaAZ5evxG+hB+Rq/vhytztuQjkarmteIfN9eU3JCAsErveh+99HOtJZ4VafK9A722G18DJoJfuhmHMPFbYGIDZ7EbbNtsJG2eDHWjALvIIW8+vpt9Mx5gJsiOqXKDPWQ8fg2NAbz0bLvRt8yGfHshO+sisQj5dsSZ9LCCPCXY/hmR207kv6FglAj/lxwz89mP4VeoB3PZQSQi1hzaGzoYYW0gPoRmhhSEUwirVBhOWeT2+qm1WJX0eHVNCn3cx87wH8PMKdRuCMyJwYWRbBDVhvVLogKPwQyBCke6HdD+D5uwR+KoZGIF/YPiGdDtqqoLhqo1VqIq0B8GqfaiyB1j+2708IDFEN8ZXmMQ3xfCm+6b/dv068BW9XkI1rH8qfkd19+X/9dtGAFKHgOJbqM/CPqikz4o+qA+Woy0mjPr0/MSffOOu7mesB9/hH+K6hmwV8HhFZwUqqdhegSqwLtdvF2nnwMsP6ep/+gwedT/jKfrdXl3F76xiWdxQvL3cUnrPaCNF8r/wPVIGb8lkXkV7oBaZaNZo2UnTEMlk1JorGZFjBGkKxQzGpAj+0rwg2n4l0zdf42eU4b45ET4bRuFwUzizR21hqz0ZVuKkDeHujyHYQmH582fx4DB+VulObDzldF1tSvyOzq925eQoip4I6qotJ5RTn8PkKHIDxuIWEx4/f9Y6TMEA07CMQHYY34hg5HJH/pfrR9DrE7qdQfXZcFv2m9nHs5mJmOsrHcZBsyuzf9ILmb7EUggNoM/BFGnn1ea3sR6wBwq6w20OSlR8WVhNu49AUrgMAvINnd9gAfZqj3v5NzEmvQY5KpLw/Rzx6nFYqV5GmQDX83YyH9Vv8btn9bh/3a/xu3ULnCEtlNBCWsIU33zPrqn4ZrEnHuJ7MaTRzB73jvgIgDDuRbhQgZ3YxkEfU+pUfoK+uL00zkZx15XhO3EMiCo9C27yHvaiN72HvGgmyTn9zouIQ3Khl/FaOmAv2oJ4Twi2UX5IY1n0O9wZftgbPy+iO5GWDZuzW7NPZDPZbDnBoOyfUPt/uZeHrsy9C4MrSAkixZIMsjK5N9gD+/7rveuwppXhEyEWTo31QMHEf7t+BKUdSve2yIwIChHOFrlM95exjXI1cPkZu7qfsR4WUtgF0coA7AzAQ4HvAsgWmBlABwPHAwifCWAWcCVlAYmfgm4WgR315dFvCmZgR+rPl+ghOCOwMICaAhMDJwLMtsCbAdQcaA2ggK2K9EKg56NmZb7t58/iIZmLLFu3wZAPrvRBny2H3Ov7eR/8/L51MEjgsgNeBrlJwnsg8AYkt56oDO6BMMuWNzWWaPnv7x5Bn+HfhfEvx9YBZ+9uiJHdHtwMgoHGM2wetxUoYLDei8xEUYLqURMGfI3ISN/LQo1cAzj4vYYOITQRbUNv0oq30wd0jdQ8V1d3hswBTUu815eY2fi03q07YoevGY/CW6EAbzYex+/Z8DW8z1jw9cWbSF1XZjT6lNZM94I++4AE4Q7bl+4OvGEgTzaOL1XiTbZMxIr7CpJj7+sus3vmXNqswfTzquWXw4RjDixadIAsm8fX148nC/vY4v3mSfN4vBkDHmXcyvbntoMcEIVR/baCgtrQMNgQbIyOlcYGxoWmBpf5l0a3BvaAvaEvorbZ1qVWVB2ANbBWRK6CRE5+tE+gT3BhDh8AULVY/N5Q1Ga1+jzBnHABUjRRdnfvCg6/xbLW6nPh3/0VPpBVkU2ydSPojl1uQajgSVYvg+7YIyvWCovV14Fm6GH/xJLs+uwmTLqRrJISnlTjYPgIEDQhLJQKLGGMeyzYfA3ELfvRDGCFcHc4H+ZHHNQ+xL84/LFxd3dlZqZotZ1EKqM7ngH1J0k9B7qcJDPDmwUMu9whxJyv4+rqBLyx0qL75mQykLmcCxxjYk5SL5vkmjm9jMfLmdNkYo0bfb3H422aQjODf1Necee8Ox54HHr+1rus7e6Zbwww/qpusCjT51/FJNKbWZonLBgLcuG9ddC+HzIwn4dz8oyHGr4qb7gOPvLiW2Mwrlo6TxP8BlXgt3pcUHzIo1SL7LPcCxVHK5h5vZb1wkjbIKEoSogo6MuKFhQ4HCQar6ta3GaLaZqPzVofoml8PggOwcfY5hJYgo/3khJ+lVKiEu/vYpWsmmAHbNfzXWAJDNREYyuK7JomF9XYKnOfsLmga4kmQWmJ7K/OlLUefjJ1LpXJ36HG9/nhJzVSl/nMSXw+hXfr0yftXVNvmHNsZGxLMpQ0Bb0ElPmkQiQZsxzDRkvUTLP0eLvTr72YoGiBu8wkXxXlzOlbah8fPN74tGHewpvbbmQPP1k4+8t73/02YHzvvKmxeXq2G9YY55m6VPXIvCzrwLm9robZfw/FRo/9x4i9I4M5x+6ae+t7U97fH7/5uptHFD1Qe8zjaVpyaxaL7GRQRV9jBNsLw7oC6LBMXzov8WKv55PMEufSwJJ8pqjXVMeUACN7uVK/x1PiSX4RPZo80kcscK5V1vVhnivaUnK0gEnmO6Cjv7tvoroY2Gzxuba51ezI+Mj+M/szM+Pb49v7M2/Fv7N9V8281f9ibrqaCeVmJ5E7XhkfZmPk6mHV06uZYiHe31btznUk+yZUX1mwAz26M+tUCOCtrsBlbOhaH3ttGczdD3cAN/GwqFrS3d+2Edu/NaRm2QzMOCo3VcPqe22BK1diI7Qm2D+OdeYduqe4clt/2P9eWzwUPxT/Ls7G/VdkLCyTPohngA5mStE+JAMS68+U4NMn8R8hjzZzfqVU11w1qUyNctKp3VnzJEJnzklB17RaSqYiaCwKflK2nzHrHRUQ94KX+dI4wzYNvmJgcQheWzO2ccKEfnV/OvzBWQ90OCYNv/LqgqhR/cD4ieUVn7z5zp9P90oUTzG+y00uZe/LHnZ1bX5Z75wTpUNXjE09qdcsHPLYB+89Hxk/YVBZSUEBzDs4+4atVVUz+yw9cOCSJT40NzK48T3XsKJJE0y/zJXwZbSKuYj5cvbrmCvfigEIYPluHvP8mzOZK6CEeBF6zAeFVr0y7+5XXrl73ivo07tfeXXevFdepmOZDMxbp9E6NGN3AKjth38HCC7Qw4rFMRSri6plidVqG6ppNnuTfYWdsbc6HGAoJF5JdTfnd3aNKTtHacZoo5uuQXzpk3RegDw6AwgtuxCx55H/6O5//vI31zx4Xc2zaHTbmZX4E7zWIzumbZvsUo2LP3bwDWY7H8Sy8gmK3wf0wn6+FjnlHef7JvfrPJ4TOKdHcDsLvYm8RL7Aax4t5mf8qzUsvPfDPJCF7tjhVmg2sMTBCiC3klmtIasXYAk/0TfD93cf44sPLYAFEXV0UcQmQpsYEtEMcaG4QmREcmUwFHEEmis3VqLK8ooWbCVvAmeJiEteHuNiFlMitbbaZmF5h5Gw7W+pTP5IOpWpwZOqsJtsgrg/iJMDZXCsuhvHSNC4q9YZmf3c/uCQ3zz7m1/fqvm1ww0frp/+aq933MlQYW2Ofe4LV1Q4rqwuH2pxMB0fHL7/1XvHvt9Li+R7P37k6lVv39p8eyzet1dhkX/WM6m+S6fW5PTqnyysfukShSfb+UPnH7l/ckcAGZJVAwZArz63NmcLfEF4Qdpi42odVZ6qANNU0YQpvGhxdAuzhduqbLVsSxxLiHdF51bMTzJTs5cnN1QwU5xT3FMDTJVnfHKKl6ly1AZqc5jCZC2qsjKlyQRT1qd2UFV1dc2VAwblzsQW8KvaMgDLystrFoZh+FXfMlHpT/WGjXG4DVP28TgTbywnZ+T6spll7WUry9gyMrJUzlrWTqq8DxpQg3/dE1kR3kiMLRTd7Vqm+gdetw8OA5mhcXTYIR0qg3dJj5CKmeepS6re/JEWeqqDmrfiJyXO9oFo5wlS5Cwz/xqtF0/q1aGuElD53tzuynSOyiTKJ+W+vF3l0LyeEMyLFcME9Juh2yTZR/96F04/9JHx+AcfGI9/dAhOf+8p409bnoX5m56Gec9tMY4ZwvNfZ10zod/tUwvieVJF628GDho/KDFgxaB4rOGhAdyRd42VH5JbP4I3f/AhnPnu6qeMI888bfzxuedg/tPPwPhTFw2mNxIqpunj5tuskWJ17HOLFg8ydsDfearzciu9ADA/6e8+4Ad9zJKqLXCrsBX39tHe/NzknVXLk8ykqs19vshlanKmZaOqwDTnZDdTy9RgXGDiufHe1b2YKRWbmc0UE94v5Ks8U7yoylFDOjxeEC+stjIRwvAP447NFBMJEz+ZWjNoIVZyaF8XE0kgHcdiXMc/l5Cf4+WDZmLlluJFyani4vCp+sjGyPEIE/ki0+V1lacOx2CsA0b3kr7u+2iyu6PPdHdznWb2Mq3l1b3TNbIfmD36f/Wm09s9To8Ic6HHWKr/6MV3nzKObSa9uAnmP7vZOJb1dHT7vJeOtO6eeffzxc9ktfSbcMes5gE3cEfeM1b16L4Z7615yjj6zCbjj8+aKBB/Kh2rWrDkxLv3/vqmOxdEh165/JFHHmgiuu4RtFTg6LhbF/i13r/WAQvsRY5qO7NOfcf+kYO5Vb1dvltlRsoT1BtlZrH8oPq4zDQqkAy1flxhFLvDZhUA63KyyIX52AJdlRB30qLKEgssVkJjDs2mW7Wk7VXMy8mO41UX0eVFUepAq3dwvxMIqYHfIUCDgwd34kuY19FTwA1+m5lGL5GqO5c+dx4z+POJ8+czKbL4H2H5RGlyeLtcv22mNtrWBu15lRE6DoUEibAMYPIYO/wsjdadhy2QeXw1ZJ56bfV2tBQ9//DD6QlMRfo3KHnpt+ih9O1kMeXBAXYraqd+9gG6E4Yd7iQMk9GzDCSTYiCGjJ6V8P4poJG4Gbp+L7wN+Nmv7umaWiCl9Rg/S4JVBx6AfbEQ3woTxmemrcGxf0HP03cI2FoNAeEQx+Gzh7bzJ3jEByTm0ESSHC5KL0SI7CPz93UN0aMRHDJOu7LCXYEX7vs3/sH+5Xv8D99RhvXicu4gcIJV+kTgVDUOIknjWEbUOIERbbyMJBuvOFUbb3VYbLzdYdE43ma7XeNcmsZxmihmPNISetVpqXc0OZCjWnU6bQzPAc0mO5EqDkN+17MZFSBtJqrTnAxq+GlmuVez4lWP+eIwMKpxtzgrGFL5nEyjnufEZuHmgcYQ5H/sk8eg23hgEDyQPvn4oceMv6LZ+yCCDxuzDGOfkTZuhw9BhoxbeBEA4Uk6ZtAJTukNza5W116NaXetcKMSs/I7J0p2i6o6NKsNf7WN1F7CnUpqG2oiLBGbxJVY8oqsZNcKLFjnYNgC6HCSokUx3JmyVKCoKqk0wDcyqEEGClQCuhu6WSmsjtGwEtvkfB15gQ1dDyBq0pUQKCGR0jA2BTrg06/RAogpOhfLOSN17nIZxLpzmXwcs8KjRush1lE0Nssidk2yV/cOsbEYczwEyW3Og12FEunCELQeg17meqWL0JPpG9H3F08bLMZr+MjtpIAi/rv9B9hibEEt6H5zrqz6zld54lZ3gSyQD77XZwpQVL3QpxYq1aBWWSw8YF/iesC/OFflfWLE6XPnZEViOdNtc22zs+ZkL2EVJjsHQwUBd5bVYoFySAq7PE53dlYOG/Zm5WS72UA+l8fbglrA8qnaGO4tSehT2Ojt7WTI6B9SveFaXUMNebF2HvKBKFA1mkx6re6yNARiKzRo00htTEbzF/So++Q/56Nqd9cuJim8/Zu57p4V0p6xULtGR5nTwmU2mdTiaq/gcbhJNSgyq3aU1oViMqapRELIDnuS/eKpB7cMGGYsMN42zjz/zMMvPQLvg1dCRZz0xJ4Txeiz9Lopq3ac4ppem/f6eOPHx4xnjRnz99xz8G1YCyfAR4xXx1xMb2xD7vTw8WQ4M5mmBayFd3IhtgR4SZ12sEYvq9fqXUO1oa6hBQ2lLbBFEffCDmVXzv7we9yHAl9b0FLwuwKmIGx3JQuivl/ReWm+1oM21/9j703go6rO/vGz3GX2ubPvWyYzk2QIk2QmGwRy2XeIC2s7JiIIuBCCC+5Eq4CtCm3dxWK1rj8tskmAKvTVUrVFqBWt/Um1vlG0NtVaRBHmzu+cc+8kgdLX9v/59W3f/8/A3Hvnzrnnnuc52/Oc8zzfJ+cFpkhVwmsCXHVqnKt6nHVkcJzeNVLfA38tO8vGYSEyTvDXVY3bSBqor7Y/IFAJgaGvr1eiOml/OM3mdJ781/bMNKmRCYvaFMVMC92DHF75fqvjxgb0+OR722/cuPHGc+6d0rJ+wsJbb104Yf09Z5fVj5x65rxR2UXK8QXzho4ZnUlFGvCUKy/c9eCDuy646uw5969Zs37Oy9eHqi+ffc7iidfdOnn02KmucjoW1hGhMcsvJHqGFdwgx01mgCxWm06YPzAUzTfOs1BTLmRutJoMRhp3yQg4HoL5SK+bL9Dvfn4+xVExm7tND5ieNmHJ1EZa2WKJ7SUe7cqrpj5kQmlRY2EyuNV8y1EWHKN3cJTRwXGa6GfzQKymAhEa4ILBAZuU9VBUjrExvYXQUck/AaiR2r2nR/K2lJC8hUaggnlvyZBRuwfdIQf0+hqdrEO6RoNoMGAGYARFivKtwnw7ZXQDfwOMQtJ920Qo+oyaFkZI8/mnSYWC11+K2amdVArJpEFRKPrRrvUMBRwRyrjKEhA4PcO2ATTwDwt3amSdQtcq2dUIJ5A5BUHdqbDcenIBG4EKyd1Pl7dElkzo0gsCT8iIchjzDLscUnIGaMlTuwWKvemXCowCb2uLn9ZSiQRGAcg7VMRuWj0tDLW7j1FwJvSTmxL0KdP/fOKYSgGkpkFM9/TD0XK7qBs+SRxrQ+PEybbVhjVmbrY4x4Zy4jAbiotDbGiF4QoLWiFCmyQ5RTJPUNNCk9litZpMPpPO75WttpzVC4tEA/zI5cJODrA7qrPLR6oFnC+Sw/OsHCwSCZP+yn0kijZm9SHZcra3iJar1wG/weN2rKXLIhJEPB0ZR+qsN8jMmsckG51O3ya//oYZDL7KJCc5zi/X1ef8cnUNOVSmyaE8lWv1r/Sv9WPZD/2fBqigQMOTMA8jwss+piSTEwU/b1GP1HqSXqfV6CVKmogpadZa6IWNmTSKkoWu9JHDaoknnxZN0qUQe2mKTFPP4kM7aGh5CmHlYv9sMfiIciu8hHx45SWYezEpOeK/hDnlZ1CvrIFXKGuUw9B26IpDaIUyq23E6CnwicLN5Ksau69TWcLVc0ngA4tk75W2K92P2x53czqj1+qx6KBgMRihwHyNYg6jz2LJGJNmdRrxB6A36fOpruo+/3/29LcjVU8j6jOFSOojIopqm1SyFmCgeO6SFWysnoLipaiLSSf0VNUvblpQA4PKl+GGbyQnNKYyyodcUokcmHLuxO5NsPf4b7ubmqpSoVmFD8lbhxQP418RWc4HkuA8WR6rf57IwkZ3OGlIhpvQGMNE1xzXvITe7z/X4fDEzzUZYT14z3MuBx3jKNwy0vkrwHJ4b/SbVl/qoWtORkOniseRXgYf3Aez2nzGEEBorDGqbSSZsqEutULVF0wdp+HVN+d+duV3537rEeW3D377qR/D87+Ekxq+MW4RvDpkvbnv6rObV8y/lTvv7NtuW/Bd5VfKccX9Zs8TP4BlT/AvdkyYoVTAzlcWT2+/5GEmE1+lnMFfwNboH5ZNOk5n8BowA7vqgU/JDhWojQFe7dIbnHq9gQwBga0GA4/wTngGMKJ7tkIqhPXAM2S7/gNRZ+WqDAajKMyCyG/mGWakTj8LVwErDW5tqn2+VI19R1ooJ6gIRQF5GVjf+1SIIgcf4Yr3vb9CuWKGOqRF6mnTrNfD73AHT5Sj9sIKTjouoYsKRO7+0YljJ17+4S7sxJwq8/+Q0PcXQp8IZLkMYSyIVo4fQsqMuUsQ9OsF/hJRQ5TSleZXdWXmaH+cbw1w0UH1DvL5IX/m7hNDf8r/+ovrhNeODQEl/DZuAZcifFy4RRBVR34JAkHHG8gkizdyu2nIDqI+eVshhP6M+Wky54m6pKFbD6mrMCJzPtwCfKYB+9ZpR5gASSXN5aWYT0zIpJOZTdWG2Idb8LjyzgHlrUe51MsnHsJ5+mFlKpajGnECGAJat5lMkiTEmRG6xZ6LG+LJZMhRCTxE0Y/qAdW+4ZCbMvkMqYpshtrKklO2NU2PmdqaAKRg+iVxorT6T9RijMSBNUJ1OQq9ZNNXBtqr66bUp+KVHpvNo09IujMb2nKjs6mKYU6bW5/AW5HjnoWjRo2pyDSXO0PxqkXK+cUxhc+VNxePGVtf3SAHY1XT4XBSKwl0GL1A6i8JsuCHcs7pJXOR6PMGKgNNgUXiCnG1+IfA++njgaNpoyEgpF8PYJvXFcxZbcZsKsTV9Dos1mfh1cBBPhyR7L8vDwWy051rJeypj/dyMBUKdWRh9qDBUk5b6PR6cBCWd1bD6oPum3KqiMFWipV8L5tzGfJ3Pk3kLoovpg07zSDNlNW0Q+vBHncIOt2eeCleATUbb2hkS3UMZILhvqtrBPXKs57v3Pr9KbVeq9n2nNkwp3t5d+uI6rUzhkJo8w7P+R0/d1dc5KxoSA+bwvUmzzs/5ZMrln+8eEKZv3rule1jzwk4gpLNItZaXTbzr8w6j8lXEak7i8by8KNedEDbf5sqmz40f2g77Dzs5qy9ehqjPeHqxbCDTFQHo0INkVxu8nWaoInosdRKtIOwq9zLwo6foGvjR/NMUFeDa/ytHTn/sz+4/7lnf/CDZ389efjwKVOGD5/MfWPz3p9v2rT3Z08vzeeXLs1/k7bLRgD4L/m3QQV4Tm75i+szD9Ih0SKGvMhjoZC25weWlD0mGCYa5hhQuRPpUsFqHbYl7HZHKpFMOhI6X0pTNeAyWe+MpKx8hBrMkW+Wcpv9eiu0VgG7RBRcesvpjDig44NEKrmW4mhZk5EkSpIftpZHEzDRg2ZsqXz1SdUsrS/PgNOO9l9pcX2Zhke3fvpa+4AaqZRFUUskU0NhPdE61CUiMZEl41J/2AlEd3TcHnIrC1+5dNzC8+BKOOJD2Lxr1/Nw8sTCdec2TZ323uYn3pt9Ru6bhavnv1LbOu/EXbABXvcDZdtLLyvPz/Ic/ktmWNt7Kz8vKIU/rvnDGbn0X96n+sec4gfCs9xIUkvDwUT4gnyhoQZycWe8Qlceb9bVW+vjk3TjrOPis1sXtq4OrxppEW1cuVvCBpPfNAHNtS6xrg53T7674rMK/Ww0O7wofHmYqzA2hichfJcNikO5uC8aF1uGp4fXUkQaa+3u2v21uJZKPLW70K0gDaoobEtzFR1O0oHmjipYVdUwtIW6WLXIZSlyoPBeLcUW1DIeuCRqtuxyjQ0yry49A+ug2Bv/BWCNrKeINWzq70eA2bPV3gzahzL3TG6sZoAzlrlpGoyhrDVIo3Hj4EwfxQfz0WTRaAP9uTrJgG1qY6BKququwlX+6OT2yWsn48npmKvS2tLdgjpoWaMt60iBqd+4eVTwtlB2VMzsmzSnp3/eJu0i39V7EvYNFbZomPM+KnYdSaeZ01ieAdNk8n0azFeGGukW0ssZBo0WqY+6gOdV8YsucnUxSJqykyG/SqBfYkpdWWRHu6jB1dCmx5b7PTyND6PKBiMhvx46mj/Yuuy5aRN+v+KJ58a0z6zYe974s7/Rdo6zWPfGW4sfGjbiu2c9cGglLIy0XT5rwoKEYPctHDt8rj+OlfcOO8fUzx4/eRQZ78+qvf/+SZNGzNy0+ozrJvjNlS5PcNrUUWNr7/1uLflbrRz7ZM1Vk+CSOakmubFxknzpCNE9smrYmZn4EnVtYnZxO7eBawcuEAIJKMpXVTmGOZAbpYyzHD82bBd3GYX7jE8YnzXgq43Xg1uMWEQ6swd5zddw1xjvtoopVGFOWbHMjXeMj+Kp1qmuSR48hZuiy7swDkfYsoU7xJYtovqYy+N0h0MRLuYNhSNuLpDgywVr0BYw32nKUrCAZ/RGdCfMMpwjm1OEdCEZ3omy5THBn1Ld1GnQlDvN2UDM5kv2O3DT9Yk0U7bZ1f/HlQp1B5hK2XTFQgtcSVcs6L4WyNadtGRBhlK8efGyi1rGKXv7nlx9ydJLW8bB7CebvWNmdt0fhO8oV4yeecl6fPiKb14z4fkL/6S8cPZN7asmvXzBJ7Be+UvDj+8/bwacpgyveWr9OUzHW6h8k7uBxcMqA9+Xk4LerUf14fpIfXSGfl6MjLQxcbwHGvQVemQO+jDgJC20mIEoO9w82IQFJw135LhXYiBRPisWAE8ERKK4BB0x6riHnP5ycwwEpSAK+uIlQf30AY9aC++n84OgvWmkVJsj61Zte0sIZAILOlHO+sFIiI4rhwMKml3w+W7svPC2EES2hsl9a/+s/D578YrZaSK/HyaK4arRhuUPv1JZmZt22Yru2LVndV1UeES+8qr54/OMD88rS+BfGB/04KJtA2SW9ZMpWgAW1lIp1eMHQlLkkzqYRCAp7kS3Ax26XbYhGjd5LcbYZzBujtGQYXT5tmVaL43nTf9Nl0puSK1UT3k/rSJX2gKMSviB8v5bk5QDk7QSdxcCymNwDnqP4c3BK1h8Lh40yQ7+W5Aa6CDUyGEBI59ANe4Ht/M859fCXh3V9KAjaoCFfEtvaX0DzywADsIr4A4IC+OZbHp2cTO3QJxGZODNcs3t6EfoSeFx8Rm0U3xRfA0dxPqICD8QCwLSgcvxb0TM4yWQqP8i5tw07A0EcpUa6FkENKApN1WF8OZ4IIpTVahQGr2DF+mSfw+8VjYJ5E9HhGvepyOSxk1bYtPYUnev9D6V9EHrtF7Iuotu9dA0T+FPVmsSPrvI61Zf+0IJFTEPs3oophKQ809WXlSkvWWwGt4hTvtiIS58Q77rxEtEQf+jcgZ3OZFzymGTvEjP60Uf7xM5r8tbXu5t9M4VFgsLXIu8C8pXcKu5J8Qdotlthi7gdNvs0GFzIxyHjnLgjGOb252MY2c8jsm/eD2uj8+M83E3tnHGII7rIza3xa+FICby/X1yBYuMbqF3LI/ooRPQr4B+BY9Ah92OUA1cBhEMMZg/dy70SHAnug9EyNRFEkZo8xtCbkce8VudWYcjaIRZsAzAKA3OaMrWGGUjMvqToYqaoEy7VmIn+l5JN8hPYxFLp/3R3pzvyjDDk14GSPlZXzrTpS4T0VAV2q3SUMUMf/IlMyB19R5Q8GTYmGUzTkMJ9ssKs2IcM925UQWdckBn+ctS0Bltmrx69Y0N58gNOZvxQGLfU85RNyxff03zxcNG+py2O/FZv557T3p02ZDKd4M1s5p+fWLoikvHVRzyJEOL8RJ13SkCndw47jYyN6TBYXmxP+qPeytc6SSqNFfak66ktzJaGa+sSKQbUbOh2dzoavA2R5vjDWmXroJPu5Df4Dd77S6Xy6vjkcFgMOvsvIv3GqKGuC7lSnlRClUaSgb4zrTKyEYT3Ti0aWtW1n77e7qUZavxyT7ka6xK18TkGIo1lqm2+mE5jMKNiXSNR/YgT6PbqIYK8ldDt2+IptGfbKvfR+PCH+2/7jfbV+32w+hku318upsRasz/7kT/YGP+m05zDx2D6Nu+bzjHTVU+rZnprR5T+C7EN/vmOZnJ/0xf9RjKaz/RS1/mL6Q7U+B6edpdHOzhX+TRYp5GcQFwKs+RvswhgCC4RAVgJ7+QaUDA/FQK127kAmSk5AQnhXwR1WV/nyAej1HVgHTpvPQ+ddbIewEb8lpaIfO4XK2q7vzqAdWdOspXQj3mXj7ehi6FbUqXMpG/8MvD+OcnmtV20QHGcxC/QUpqBJvkzOuGD8i4hF+Hr3Ovi3gvt1fca8Bz4BxxL8TN4kQ4UcSVsFJshpgHgAZ47JZH6Ki/MBab2g1vG5DhiM74kaD/SMjooKSL0gUZM/8RhTRuQwfI6HoENtFQmus4LHEHtEDExnrOZ9KC9qW7yPxVYNvELDxwyzQ6ylN9IMN6WKEUiIH96VGc4Y6TI7pSOQG5Q8oLsAUtVAoQs0v8hjJCqYOvwOdLZxaDcDxn1Gh+SB7ypuEwPCziN+Gb3Jsifol7SXzJgGfD2eJLENeLE+AEEROlRayHWI8pweOMPP4IIf6jdvA2yY1QREP3vs1hK/NTo8CNnN8sNrUZDlB+EGboCE+sQpToe/RHYYDYPPUuZ+QxA8KuEunU7HOAyoSeDsgxdoSfUrSuQ7BFeaFwX//lePgC3KdklZbSmcmDLwEgNkEf2xc1gpFyucBTh9Imo1EUOQp1moSfikn+U2Myynqoz9QfkrNwtHC0FMpB6vPU1dbEBq3kC2HoP9ECffSjYqKpn5KvCvMf4TU73Vvg+SAkS+gB49PGohEbReYaYRrwzajv93Gh/iLac/fCq+EsMER2IKPs9uWM1Fb6aSPsJLKCvqfYxGyOgwOuGXlqct7vL8L8To5p+ewi+ZTLZmQNwkxwZfBtoq+IJavl6pP9VkhtTiweFn+qrT8W5JnNXKN1Kp6Ld+Bt4W3xl7Bug26dYYdum4G7Jvwd3K1ba+CqxCpjZVllMpOqScmp9orOil3GXSbjRmGjabewS+QqhUrTtcLVJq47tbYCubw+3FMU5FH6etLvJRsX47kQcrsSnox3hnedF3u9TuBLQKRzOBN2G4pV83p/tRl73FMc9okA+iucvihCtlnlPahRtodSVn1En9FjvS+agqlXd5T2TAtHmXmXttp3hMUw6RscXHBQ+EAVsi/Nl3DjVMk5QZRoIRalgDmNDSpijrZvCssEm0SXe+31UlL86YkzLlH+ohz/3paNd35+7a9k/P3CUjSv8EjhidufPm/KndvWbjx27Km9TxyA18GrfrHx/JkPsn3Vy/Ch3yrHlDe6z4WOP0PzbzUdWxzGcCzToBFeICc+DxzNorus9wTuqsSzhy4aepcJT0TjjOOtcxCnj0PRa7a1Oum+np5ciF6TpH6rIRfpcNLZ4BzvxM6Uh4xX4iQRixmDUwzXpcuZgl2+u3x/OS6nCjZh5a1bwx0hJjRsDjTT0zPB5lAoFWPqs1nFuiSqcQcNWvTVmK8noaju2WohOnRM1aEzKogVg770eOpZNFMbU5XLYyF/dzNsDsesdVCu66gr1uFoXU3dujpc14OWbh9CNOOmkpJUoGpxn2bJpirFfUwzPqL5yWv6MLkoacGaEswiPROdmHnUa7WdH6wJg3qGjKWqvmEsnoTUKvKDVp4EP7TX/vmphXunzNh50YfK/m8pP+jcMWXcposW/q/OaWWwMM5w1TdH54fqrph33rBKw4kvVl6z+NZbFy+9Fc4cctcTE6dOngwbP70DWr49mfyNXXTPT6+8/vrx8KIbrm1rWnHxhT9/+JG7HnxExW4/AZ/gOtE1hPexbaoI0YOulfUqhjuzZtQQ3PMqhDvHXQKfePVVdY0YPqED7NnwwLPbAeIBw9ZnWlKGPmgjD+qA9hwCN+LF+Gb+RbaO1yVbBINodzusJmhq8vzBQeMa6+0UJ7nJ+AeRfosLdiAAsRwYliNopIFpf2x2lJvcyy1mjzlp6vAt+hVb1iSv65N6paNsQ25aH4s4IZGhNs8OsD/CfYzpYR6ioGVPur5fOZy+dF7j2ZPQGniQXF82l13jxf1BkJXDL119SykeMgJLyODVxTAcPeA62aDRIVBfAEKD+AdjE7DaoZ1+Szv+4GkyAWAaREfTYDqaoqYa08emookjct3wLd6H1dgBfz9RA6GcB1+jOdCnEgJXKxUD8Z35nS9fdUtX9DJCCfT1X9L4dXgxfJHVTatsFKAImugysloRToEVXSw3wuRGKj+ZF7EQAlQtbuklBSWaEDVDg3/N500DvB3ETzKnXIZnwYf5Zxyi8RCR7O4H+q20YdFpQ113qQU7uDruT9o8e/5mJuFu2K4FkuDItWzUN1JDVWouY6Ab7JJe36aDuvlcG6mK+YjGJ3lQNrdBCOcT0dBn0iyCiHh3pIvwt7eLGq9SuSBPZmYi7KqaZ//nYegrXMLBwiXQhw+yqNhX0w1bon+X4hBnSEF/zt9GPVHABnmiThB1NKQQIsMi/wZ4A/0G/4Y/Co6iY/gYbxKBiEhJeS/wogrSBprQRDARPYYf480I6DEvClCvJyIEpq1oC8lTR87bEdbpKHYnvQf9Rlod2zifoX8Xjq3pjKAmnXQnmkxGfSM02/2BeNZMYmVSnYcIlQn4oHJOp3IlXN2sPAnPhov42wqNheHoZ+ilcwt3F+5Bi9iczzAgmH9ORPOV+z3zs9IjmGGOVqgHnqd6cw74WeWZL6cah4b5gxY13565cIjmaSbBogQlUfU0k051zIXK48WX0VP8L0m9T5FDj6JHieoDwJVquBWMSArUi8kQ1SvDZ2EecCAKF8OdRJf0+6SC31sKyUNkvUFBPWBejMNszwa8cEODgNTx753iYS5LfcihQV4qksLMDMKDQYh1AWhHLsdljpsc+F5+J/8yT+psIo/CuEoXieUedcBfOSAO22JeC/zCAi2GCjFRQRf4DQbs8vpFj8eD9B5Xtd8MhuggtACIq4dgyaqXddSmKQo8Hjr9ZfWWnCdDeJOKy5eFbwofDOPZ4UfDCIcrUhWLKhCq0MW9cdKa4pFkUtY7csloKtOyLw2lFm+m/Zx8tj0v/aw9n/dL0wov1El709Arve737SOV7s349722j3bJvSShrbm1sJee2AJuy6EW6XWiABxqge1kfM6nAUmSz5NDe76rPQ8x29YRY2KMruORk4rUbBMozHgq3kh9PRrJiSjYsTouO3zmQw8tbPaiZLTwPpkFClGlyZdb8MCe5Tc8pbz1k+7K26PzIfpWdEXVtc/C3GP8ncpHMy8bfd59nvJ48r4LR1x+ufLKqBfX/OI+b2Bo/L6fr3qZzi1TwHi0gOkRl8nRiTz8AMLX4Bsceh7+nEMURwZVwmbyLg6wnZLu7VjVhBgMid0k5ZBfhE00QMtabjeNu0YX4a1SjvMJ0y7sVxCoZjBNVQroSNtc8m/Jq/0ELejXewaUHXV/dKB8F8iBBGyAE+AseBjyb8LfcOgl+BJRViAGGFGlpgLwsMnK1XBtRInZyNFVL1XJsTL4EtnmzIGTiqUpaKz9HmnRrH1IqRqZmjLlr1UTdawkPZSbxrDa/SAMjshz3tJ/qENU481EW6MLdAv0l+gu138S1Vdxw7jJ3FyO03HwdADu/lDYEwz4rR4oe6An7/OCUFCw6mG7/mN9kcjDzD/JSsbYtxnQO6S7w8+oKO8M4j1GId6BEA4EHE6DL5z0ZgKtgRmBjgAXaNBndRXSSSjvbl/kihZtSGaY7i1HfL3eo9oGMTVY72opdDHYxc+6yIGuRn42CEm6H+r9b2O9lwbzyKmY79il4U6fiv0OLx4MRI1O4u2r8tgPddDIBblMsDXYz9fgV/KVMPIf56Lf46Fc9BMuelo9MzwdHs5zWi4G/kEu/p18Oy3P/opfJ7YzAGUw2D/TAR6U2yWrlePoQrOMMW5CNrsdwfUOYLZYeL7kHdgkmojerFtv0AP7fJtNmm+1Wuabzab5RqOhSa/XzRdFgc7d1HBuPoQSgDXkNc85qUsnW8jQ8DfU/4VB1xTA/ojqwqYa1mVO/trv+9nv/8mUsK3KOriMfqAAlyh30Y/yIJz2IVr3IZytPP5hYdmHyhY1jiYaAZ/Es+h+hOxETQAlqfWFiu/k4wYsHJkDkkOFmiaPqKIDlX+UHVTCsAtU/iHflyg9uAv6HKJpBQDH24FhG5nqPDpNIBLJjPUzscj2wCM0JgEYA2aA88B78viOaEcMxaLRg/EyZzxeFjXFBXesvGxYTXRmfELv0+2w/bOZvdOmVad6n26FrZ/V91bHo+lqfe9uMg1/FujFZbEYhgt70O1yTedkOPlg97x189C8H3e2wbaD1rGwOBaO/X1nFaw62D1s3TA07MedNbDm4Izyj8sRUfFulD2dRNg62O1e50buH6v77gsWqIZeRKbKD/50qRe96hIIRfvMHFHP2ldq3aVGiLOrS28lW5mTtulZoNAGBjSp7Rw66Oj4FWn4wb8Lf/07fLB75Q8fuOFb9z9vNVb6/BUmq9VU4feR89lo4QuF9XA0SfDAhhtuXP8fEkngqzRKpTN8q/9ZyOlrIr4q9jDLhGvfubPnuf27nnl5SX0yGk3WL9HOxyVBPHYMriI/P3vgJ9vZz5FU/ZLFDeTnVC5fur/Q3ZiNJRpK9wewS8T6/nWde+BKOB+kNqMBzBDN/xoBo0UQmf81gpLeNOB/rWKS1PdjktwDp5M8crIfAluNDe2xHbChVtsMG7LaYNS2wYZsRMmrYbACg6W2LuZMfpo1qjbYCc9nfvmdRthqnGHsNGKjwHz6LSctEJXKwvBcNHwNmCfyYkI2IdjqgLJjowM5YA++TRU3HScLjafBVxHYu3NyAHaYd5uR1Rwxt5rxWvMD5qfNOGNup7HWewq/ZfAE5oHcGEQFze8CMvBnWH4qZkZbcSPJ779AeMgNQDRQ+fd18vzVjLfq8/cUf014+7dQGsRTcV6KvybPX8L4oT5/RvGVfvn5VKSGk+Rn8iwNgrtrUNmF4i9J2f9rhInBxR9Y72vuX+9rgxvZeqMVSRG4MQIj6nJj5NR6VJ+r73/uHrib0M3wFWIiovgK0f5HTvceAdKyUsyXSOjtECqGYEg0aCgQJy0pljBn2LPHtTJeSJ6tJO1XojGx36EHNVQ2DokMCCc0uKYHcGtYeY9r5V2rlhdSEhenIMWDGFTeU98pwDXknUNlN9wfeDtQDGAq7HQGcED2BHMB0k6Obj0FgYe+WItrwPZwJ8pxGsRAi2eAO8gJRVg4A4yg8PcGM+jK57VgBlr4DPIOzD2JHmPxBCdQNLQjcgqa7oKPQsQJa/jl5PePuFX8KuGjlQCupUvuzJtH1NxYSU+ggHpHvMy6k72jqSkAY454SsSvQm7/u5dexD0JU8qbd9xBZqa/cNvQo/xW4AXtsr1Tt9B5le5yJzdXN9OJIEjbqLWgpRTDvF6wmNNuessjAPM4qyViQRa/H4yDPp//8dgI1ZdowJWoj87nebUQ+bwjrproqcN3lnn1swH80m54flu8ZUN1NC3cAM+bXhbz9FRFy7ltHvOSLuuEiszqS0VhfErljYM7iO4iejsGAdkMLoFa4ELVQ54uezHsMQcNXIhu5A7u2EHXPLin0bcJP81guKxP8XAPB7lxRHKbTkgjo8446Lfqxok+i7UHZrdom0qDQkyyHTQyrGXVRcEsIwDBm02P3nTTo6abxVlnnjmL//Wa++5bM2HSJFrGfdxL8PfM/yot+zBA3XQ/dR0RSP9E6g69CcFGjm4sUGcmhjXWpZp2kmawDzrJswblKFuj+C53FfIRpZeuVS2RPdTgP8Vj8K6p3oojOENks3r7uwJrYUZzTvB5NdElPa1whMIuaBOJ611sfVcPW/sO9QU243ddPeiO7dQ0LWrHdnK9hf1YOJo/2sfi2A72uBYHIcIj3yVnnHEJ/VyYSyRy9MOPVG8sP1P9nlPrKKnk0YTiEVLqNtmccjY6Jzhx0pFzIOZPH3e/G8UQrzW8azWI59r9PoYEb6pnAUu8vv8de2iM5pPWmy/5mJBW1KuGcKl3q0DVVNltVMUCZv25aNbcdGzkKHmMf/q8a2+YeO6265WLLzdGvcmyOud5gaUz5jROUff3uKfwt/g32NrUIjnMUw88nnrgDfji4TYRUugLJPbAuVuQAIQeuFU28+J7/FJOtrhy3O1ERdy6HS7F7wGf7uEd8MegZKBV+Czd2ycVgBqChvnoqV56WUcMd3wHJpXii7fC8OfcU7BKeZ1+CNXNyjxIPdndILbJ7eiBj8lGE+DdOqNujcliBa3ZvrpWmMn+so9uO1mwZqHiElQ4wIZGeK4j4jbFK+3VzrPHNJ3ZGBg/3JKoSjtj1Wbh0Ypwblxq2HU1J40rTXJUWI7WcBwE3Ed4FVoFyWBCxxJ8yliiDiUFtrHKcFCynsYsjuH/vOjSd/crJ/hf33GH8iatcwOZx5/id5I+do/sMZp4aBBMPBKxmUMiMHPQwJtMPahMHm7mnGYzx1dxnAGaqqLmNjKjm8ksg2gAXoOO42W9IcfzOlGn91uRGIUGs2ll1FBjQAYak95Su0MTzxW2+zldUpifW1o1QiGjqo9tBff5bMyie8BPUO1hzK+DqAti/cMwRWFT0e+Pf3Efegv9TglA56dKn+L4HP7p+j6NJlTP1orvkxsPmD82o24ihewx4w5qOR0xryRSCdYbeKgTDJRWI6XVyEEdbzDcbeScRiPH98D4VsJmnYFcyC6jUUeGVVFn4PhhNPaSzmgYpitNETqfqTRFaMSdUOcJ1Tb9NASx6YNS1egSbZQmMo3cfLNy+GZ0AP1B4S997tITRWS/9Dky/00uvs99Kg4nsoWZzX8PwilwsTpfZpxOOl9mT5ovWXwDtoboU9ODl1W8JQirHVaavvYkvCUWx5nmbwJa/iaS/6QtEJ4q2G4DkpXUcjogB01ytCwnmWDEdMCEZpjaTajd1GlCGaKKcD0ouGlxmkl2y9Nz2ZzPsFVZmaJamR4lLxtO3+E+GbxoG7C5dHr6DlvGsc6BZEebA210fEyEUV0P/DHLuItBkdExYQD7UgQdNJIWZOG09Br6pb6EfvkTqAcCfBOI8G4iNwCKgykKk3iO7wRwN/OoPQkKk9kiqHiS0wqF9wchYmKGivn22+hZ7D7xh+O3Y8+JD8lET9de55P25gBJ8JQcu4e/04ASIei1eZw+l93t9DnsbmCVbB5gdXezTYoTctoTscEZtnbbStta28e2ok2w2YA16UzQmdGXsFh1bo/HF01tpGZUqnO72INukaXuCki3ToHVbhtKoU5p50rVnqV1rhOs/U2Tulg4B7ZG3b9ZqnqVfpYvLUbQpYhYHVHLmP0x0cfiMQp1r/YzLUpsjiLgx+9AwZ0dN/TkFy2YdsP8hwuv3X036YPDlL2/+/6oWdWt9YvOknfzO0OpnykfvLJNOXTupKoI6t4J1yhX7FRWeMNtXR88vGWpW2J1dlbxMHcX4VUYVIE/ysN4wSOuF9aLj4v8JHGN+O0AXoKhx0/kMDHgxu7ABMMk22x8l6Br9DeGJgRwCqf8qRDmA4EeOF0OBjkn+VgDkQAKBjiecwCe08NAJGgFZXRr0mSsoHEF2ijOKOmtFr0p5xCIcp+I6f1DYE/xN7KRzMCwGQM7NReGqe2RmNWXHmTDmS8ZcdIenc5rIZiYuqxabua1YBn6cq6crwxUBjmQn1uyklIteFhsZxhze0o+p2x3slEF6iEMpv6neNCGJJwKE825bdXr9jyq/PLIR8r+B1c/3tBYMSmVa/wy/dsFk7+75MI7712y6Lv8ziHVc+eP+aly9VOKovwcNn7+l/U3SKbK8dPHrehY9M0TT2549LHb73jyof79ASZHFzXZPUfk6IBsgSY5FM2ZOImKzQPWDCW95NQ9iTaGw8jGEw+KTyTjiWcQXhhieuEXpH5pHJ0n5OWPBOCPxEd06K7AwwK6U7xLh24M3CmgywM3iWiccKmIPGJOQIIgiOig+LmIzhdf8iDJYcfI6UhYMxKU/kT6hS5kT3ARDFvxRozwn2h8cV8K0Oh/EWSLQitbA8LAFy71A80LR3OMV31h2AU5s6VMzbi2q/RHZflslEHxqECxPsRMomkHiN8BK7ZAy1nXPT7/rukXvPTTBx+pHjl73Hm/5ncqf3SXHdq4qucCya38Ef9YaTdazz977MLyUiwlwgeJ8GGpHDnff34QzXXP8i9xYxrQCLEYSiGMLFbSHANq8CQWN8jPgid5Yzp/pD9yUpKQ1lpqk6V4QYPDJbFo0JpjAXViOzU+0iCv3e9A31nfmTc4QJLnpLDGZ406KUTSc/2BjSGYidq4WXg24TTRi0s2cKocr1qWDmxf08ltJgdRW8nf8mLwETeC2wWM8Ey1wwRkF0R6QAEIjAKHdYA3IL1RYOYHJmerTjvz2hlrZ/a72a3+Ts68dsbamfy+c4uKE87OWDuT9DufofcX6IUedPsz5KV4gRHRNTg90CMeAM9Eaigrm4wCEQAErNN5JurIjWf0yKnXI7AT3QV06Ntb9Hwa/wR9GwjkO4JvPmNMt5KGCKihL/m6meRPf9WRr2TKkc1RvAAYo8ZlRmx8w+QjTdL7Po05cMR3xPs+PYNMvpec6XWvTyp4j7KhY8Vn1HfNMtSrXXqhTnpHeocd+mMIsEAwdCyf69DDRrrTCEU97IRDlQM7YQ0cuk15FdbuVPaT04/gUJjZqfwKDn1GeVXZvxPWKq+qMv830BvwY/6XRGZq264HRFXlAaQOPnE918u/Z9BD1EGm6YOGNrCSWgSa+A7uAQ5xPuM0zcSqRfWnzLcwjUsF4dA2peM2QaynlqFZ+PFz51zRPq3Bey96A8FRsfsCLVXD2Pt95MYV5P1h8LgscV6nL8eJLwV/E8S3hGCYuZz5o7kx4bPC54VxmAwNJmsY9DIMqKvlGqdVNphy1lWmXifsILVw0EOm2INSOYJtVHWjGz6LoyvRRoTQ2AhzyHq/i3pikJGArX/miardm5ZK2CG02Hkt6qps5J3AGNwVREEnKhmcqDF70tAVU50sSj4WDZpGw1yzRHRF4YfG2Xct90Tqstk64VlrS9v3vvP9oXX+i4f58GU/mLlqxdxQMpUYUjtauqxhQvfshnNz/lnVXrU+KtAv0PWEH2mwWa4Q43BCeHb4/DCOR8S4xQgg4ZAHQmenB3o8Tq630tkbtPzCSI1zhtUbjZWUK9VBaCo3m72dERg5aCvvIALEwc7k/iTqTq5Lorbk00kUTdYkUfKmas9BL+0AZngQyK5wDtw05IJrGMiK5rFCl4+PMEBtaiBMhHVmqU6kiuXko5pD9Nc2C0ZXwpViWp67H1aqn0HiAM5ZRY9uWKa2pXloeIQnN9xXVVlZp9vsq5164zXfdQVrxox77Obue/FmZ2N9S026yfo96Im7Q4nqev+iIWOvaUtGq0Pe/Mj2719H9+K+WXxZuIK1YQuohm7Z7/C6fDns7jB1EDkfQLPJdNBoIb3aUk1bVBVpUdU0hVzdVo2qbRZzMkIUNxgJBxBt9PowbVXhVYHeOOWn3lZt7ZVsJrVfOEmXsJihyagPH4yUd9igTMHM4cWyUerwQu/BZNJqlVRZQ8pJizMGImOCgwjuQj8APOCoymCiO6NDS1uQLdOOqg75adXhWip0MehFNYirBgxCW+mRQonZqucIaappVamg90qt1hmvNqZ3pVE6bhvcakmjHeiNjjjMfkUbhp+UOiymW/gwSpr0nDtZk67L8s9ZR8wgTbo667+42TeoRx9TBPTlo/cPbuGXNva3cKKQcKyu7tbqygeCMLkDBIsfyKM8wZzOMttMq+wKMx8IBq+0O5x2u2Og7ixmq91IqkFvgA5nIOi3k7Eq4HfYbUHEc04HrZwyq02SvEG/3+Vy93o83nafz2oyGS1mZGTDmV6twyF078v2Z2vA75ekDiJDH/Q5XS6v17fKDTyyp82DPWPDp6s4G6m40LRrTqk4GixAGrTP1Y9Bd6SvtVUNKXOkBOuopmvp7ztajdq0/RdmMqDtwlDzZ07bjTm19hz1sXqYtWVdcReuP7Wy4srd8Lr1F164efupVWP43q3wdWXod78H47//PXM7BhVafaRBBgwDI+AtO8AIUh8TSH2I8Y7qjqF4fHhWeBEbgVpGjLg7m3Nms7mh1dUHh2ScQ4ZkcvUtI4ZnM0Ob6oZURwAZo7J1I1qG59SRqj5H2e2qGTG8saFheG9dbVNzc237sBqTOmbJJjpoBSvJgEaGMpp0RtAjD6sno9sGz24PaqWjHEeGODikWp8ZCkwZs9nmzdb9uaZl+PDa2g66KzasvqFh2LDmVY2gqa0JNS1sHTzsJVmAPKKrRpPw6SR8J/lJEtUkDyRRZxIme+AvZTMgQ2AlGf58I7XQYcxZr6Bqr2zwO239aj4TtI8WqBEqSUw6qTooklGyVXuicLr6PqkTs68n1/fAcJr+R8ZT+FfN4u8ZYeFB0mJ+YGQt5qKLNj/zd4y4J67/65ak+rCbmdx/tTzRCi2iZEJmUcLIzNkAtHA2nVHS6xIGo1GUzOuIAJ+wwPfIqCqICZ7jDPpVAu93mC2viNImzrYGQZ/9+2NO2mHXLIA1dfYE7XoqupQq0Ks6bSPRX7G2s+yibIjdTXRVfHlhM+xTHMePK29u+z1X/oXy8Bdv/n4b02/mFw/zz4pDiF50hOk36+GXcC6oku2QhhTursRvV35ciborYaW1pziL7S0kTtrUIHmwuPVMRzJreRBxEiRlK1rX9EATyjS1NxWbcBOZfDqYtXbuZIxwcAth4FbR279/dH/xZTgOeLZAKKKe4hdbqZbFDazysHJPVvLcpyw2glnDmL+MYsxTTOrcyhyqycF1uU9yqCO3LNedw7mq0bTkLbqBXTe6VkTykBhOvW8QTn2Z7IXROri2DrbXLavrrsN1XBN9eFgpvALDxD6X8O0ctuclaPrkKrYX5IPRcE0YgTDcGN4dRh1hGDawraDwKZt+FCe/+AHXyvim7fmBzwCLPwCjoRkhRGOBeErbSKfGH1DfP7z//Q/C++Fi4NkMQ4ae4rtsk29g40t75tT3Pciwtymfgx66cURXxyKDsfwp/jN55gBp1xSvaZccPT+6pBwt8Z8fQkukJU40KzqvHM3zzwqjedI8JxKZRZTL5s6hD3SwnQjOZNLIQRfPqcsRLjFI7U6sRqPBQA14vyVbgMkYWejhMCYFSRpp7D+vQdTdqecFQa83+NeSgcobs/sSarxYLS4wG1amSSdaGJIA/fc++airjkwftDen86RrpAehtDCAFhezNWEx/4h6aM/WeU7SDfFEoiJkoK+zUzk+atO87cpx5T8236CkM2OvOnfNjYsWrObu2rV48a7jS9Z/Yy5MQR20QN/tSvcTU5c+/KPtP9xAx4GfFF6GHxbXkvm9Xg6IoiCAZQZoMBBliGIolxv0epg0GExGG4vSkiEKhI3hReRtKlqERzOobaiP74ZVVSsWJVbf2DXvsqs6gjclFrA9im+gCcU/AjuYvL2Cb+In8jSiWJ9cLr4bNUHTWuldpEJyAIPlXC5iWEutBFWXTc5J3pEn/5kImweZviP5vtqaJpD3NGSjKjoF3aaoz5HRdtewehj6ya5ZZ5/R9uztnnBAfOa8K6QrjTPHYLUt1RBiH+OD9iT3FACSyN0DbmT3K5TFeCNXS+5vZvfXgWPIdZr7d4NbkLNYLE4iAuxafie5v5XcF7h77mf5n3I/Se+TX9e/Bai3FSASCQ/YuiegtjQJCrRDJvMTUbznhMyD4yDK7WHt9+u0/2haUlfj+cvhJvFze5InSpmU4l2krv2SyM6b/x3K+P/rtLC4Eya498kwjIH3WYDxUvIUeQgv38RDMmAAGrsUkqe59798jR8CE1D6tyj3/7i0AMMEPpO/DSRADjwrey+wX+BBL3FvUvRWyZ7zpZKi3x+JRnuwXbaLfqco+qMJf8SXTIl1NptxJ14A6qiiG47mauogFRVQXV2qB3/zmVYf9PlA5CfYBBJq9cmSX7RFI9T7LRIBzRmYeRa3EGGR1CpogLabpN5MX57ul6VpvE0WnpduVxTqiGydLviIYK2uudua2arYasu1L6y2tLzAdmop+hWD6Uqm6CZGWQZSbAQ7VW5b2WVDo8PtcQ+HMKUqt6VQ6Wd+qzw8rKJBGptsTDhCV00v/07EJyfH12Mcr+7wJLxV31KudkbtjTGv5Bxf5q6BCWto2gU9Z8ezgley2AMwUhZI+ysjlpA5ecnMwrrv58pg4gqrPuRz2txGi+T796jnr9N+nfa/I23xLWU2KBdTLG1INlFnalHAAuSRkGk51AIyFCGM/KfbA3Eb/ZRPnDhRTJ1owi9++QU9quO/m+TzB5HioUVks8jxBghEox5xAGUO7ZEOHdoDyJn8p15yWQ3cOev6w9698LW9e5XZE3SjJ0z4/LkJLC9apndIXhxwPEOKjQHCmUOvkKL4Du0j5RBJId75yURh6W1frNAdIOmjGg0cCMgmgXNzCLPwtSjzyr7SUxRqMm5LlU/8iZj6vEa8+TbtPbTMPJC28ZDDkMscIg/sY8RmiUZavlf5lCRfMUF34N+kvr5O+3Xar9N+nfa/Xb8aCnbyk0XOnpTepLqwcQ7KFJv/yfrcemGcXaAaXP/3t8h3+78NT2iZzhCeJGXyDeigQg/57v2nvnciec9TYiV5j7v/ve8Jx8h3x78VbzaJszV9nOrhArR/lZ7Ofl9Bfl9uTzEe7iS/eIDAf6rluZT89qr6G3kqRX8TztfSfMjSyCz/X9gF4yz2vZZ8P6Bz9pfDUfwIBv5RWoo3wfXgbMJfj/pd+Vj77vz34PfXab9O+3Xar9N+nfbrtF+n/Trt/8y04GXohS/x24EdhMGEURZgKxaAhKnfmIjPoJZH+ELgxgIQcGazKIIeHNpsNvt24BBwZAp1dGuS+uFNOWPO093+uUqmtbYGNkEnWzyOa2ETWVDOQU5X8CV/mvc3+wwJ//jG5knCxFzdRPrhQ2Mufz74vTXX3TPsmeuqR+S/eaKR/FCXnTwZQPBzUs79qAwYgfs5oMfjAWaFCgNAC3BKIE24f0Zjw9Rp9U3T4f0NM6Y3kg+ldS/JYx83m/mbVY7SkyzGAz1wkSMF3LXj8GaTSdih5pnNqHFKT87YNvgl+6Y31U+d3Ng0fUZj/dQpDU3T8atN06c3NU6fXri9/63/JvX8ddqv036d9r8tLQRLYAI9xy0HbtAhW7Y7YcQGaXje3TZs68GLtkczdmjX6cyjjHgpkAHduLXjBIgCG64GZpzdDLz6Hjx0m05n5SFPrTH6pAOFo35fH/C2+vvqMpk8uWZREvMwVsaG2VYYhtkY3d6j23gu9JwyfHQ8rdcndY0pOMfTnDl74g0NdTARLJs25PwcikfPHdsag03T1l65nZWZ7idD8NX7yRAoO+F4tp/MntH9Hc/owOc7daVndsGE9Hc8I4GPd0nj1GcKa4R1xWYxS555WD5nJYT7IbTCbrgbYigPH52Dcn0jOVRlycFdloPtqBOtRHg32o/IGSJZNOeQ7A6Tg91JDuQRhGRPgFza6M2hmVw7TRtRg1LKrv0YYnoXy+4AOej0OVJOijEdCufAezBTSBfS6TQFrSEnkGEYjF3LS+faGhxPxH6+qQjgcGHdQwAe/6mwrrD8f1D5ISl/YXk/AbR9nGgX9Eq5GCc0nL0D4OI7W6gzMQ1eZrK7cgC1a6+nET6tlLy3GfpibkupUEYrKdRS8B6AEGbyhQILd5LvKgX7hHEYU8o3KX8kr9RDP3unUkvq/T3Gt23yhJUA7gfQCrrBbnKDMgFQvgHKN0D5Bv4uvlEXGMo65vcYZmfZRHjVhvYgpIUl3bKHFJImIPfZmbBRBQclrISkzzI+4q/mY2OMV2qvhMMVhfDxIcbHp4R1yrn/w2k68dRJNBVmCvqijbWNMwfHfT2lVVBCKYYybRVaoWQrbQ6kVVA8pg0Y49O1DEeMvOF68sKjtGUo77O2UfgzaRs3ia3ACR6RF9lkQ1nOZnOutMOIPWPfb8fd9t32t+0f2zm7PGp0zi4PH0kOhLV2ylq7HCnL2Q0GceRK80YzWmneQE67zZyZpjXTtGa5ppkcAmXk4PaRA2G72Uq7kKssZ13DotXpab/CBoPdkdmXzdRl0n0avwinltNROq0xbV9zhoYvorYWKc002cN53KIrXq88ZK+FMJA6WzfMaSyfDwUeP5kXnuOMNrPeLMJRPITjxnrMagysgpf/RNlHaHaBFVvtLqfspMVI6k25bieUnW1OtM75iRM5RasJZkytphmmbtMe09umokk0UXeLbdWZnNTLym4Vadn1eseqZc4N5BHaIAymnDOTzveVaLkmk+/y7rv2BWq4Dfxead++QURQGlikS0pF4S2pHsJQ1TcircbUkqunz0LczmXCAt4c80ge7nwdhKmqKYs9dUtJ+19CxsLC//h6KwT+kXq7Q5gEsmIN0bMWbkNRvZQzkoFzi3r+RLbp9XipVYpISJKAuNRkoj1EturHWQ0RZpg57mnqD00jPVtzds3P2U7hfqnlD9FUiHxAjTbJN6aAkS6TZG6z2brGrBZNzFO4E3Z9Y+SFw+MjTDcIz7UuGhOZjoRJ51/XEJ7d21Tezsp5/B0yNl0nDiPl/IVsmcTDN+ExiOaiKxCiBd2SrMwZdxY/ASIpQixDXa0vkRtNpv12aLXTesN2eWr9qfXWXUPrrSpDDu54zq7XSzJ5VqLPNq0kfX4j3o05LDePJBNVJkunrDA5kGrDj/E/svyGf83CYZ1FyulXldixyt4DpZsyfZT4dJc2RPWls1rF0aojHKF4x03kEnT9NTfE479n3JhGuLGMcmNORDYJ68YsHOId/+iQ0FQ697zG/xEGhKXAAeEOYC5+Idsle04EMMWl9ClLysEZJI7W3ghjK4Yb8AGMZuBu/DEZw+S2eiyPIx95NKGkoZEchlLCQuHShExGbnVWZpBNSwlzxNtt8vX1Nnk2+ZxFPjPacjbCTJs8cRK5GDuOHEhuNrllJDnUDyMHkqVNjpFGbSPiZcZGveT32/hu2x7b27aPbZzNKJeR6ppnMiF6geatww9gFjI8s7yrL02Ud9Loac8e9NeXzvRfk5/2UA42AZIGJlNZFXCzgfBQZFwsgpD1XHeVPGqMXB46NzJp2rJ45HJhWNDrszidpkBTeZKzUD7uI3zMEj4KMLQDACIv9Ih2MjMQpmUwZRs+PduGjzwN7/yDeScgwjFEOIYIxxDlGCIcQ5RjiHIM0YwQ5RiiHEM0I8Q4hmAEZdAMRIUmvpvMkW+jjxGHkhzUcz6uksNcJYYCduMkKRZAcnljDm2U6WS5PZjMwVUgyjCrrOQ+v1EWZHJTWBUFvoy/kPZ7+xjkK7uwZUlTJE3wVEbvGeAzZbS9mTRWMn82Zj3xpT/77ebf/kxomHzDDaoM9IDSWdxRXEPm1onbM6CVzJ9NbPquGaNO3/5gRQ7AtdSLGMIoqkEIJddBIl2qsz2dizPpruVkTiUVT+pYi5ijPAB9SieD/YPKOO4xAPn/IO+Y9rfm72fY9E3D5OS2ASJTIDZ9m06Zu4/89dStjGNTN/cYm7rJTM49VrT9k96liQn973qEvOtC9q7p/7XM+gwTWSEVWLdZyU32xu2DxNVTXoaJtHoHE1bpu1T5mHtMKf9nvGuQZKy+DCoJQtdv+c+JHHDuVhPQwC90OoYA9wwZTYr0Fhq+2WV37iSqlnTy1K/76qm/dd+ho3nSNv/mjK98eJoZnw+eZsZncgvhzb5/aXlPK6H8rfKSeXASmQf/pfO1NkP9l/P1l18Kkwp3/2vL+eXxv0OuaCDlfO1fzM/GrypnsXhiGbetWM5vpZFETlxLbgW2ADWM4jYiY5PeOeBhRdpZsXh8NbdNGa6mP37735H+PpJ+hpb+sa9Of+IVpbNwuLjGLpq/pwwFahnPJvcuVu8Vtqr3jj+vdJ54S7sX19LdTtI9pd07oqX7jNyzaPdmqvcK13HbQJ1apsJ3vrpMhZzSqUzTynS7mofSRuaoJeSeYP7e0/T7ePK9Xf3+CC3Lr8h7/6A9U6u9dyTJZ7Z27wfaPUTuBbR78zU6hpFnz9LKfK9270OSDmnpJmn3kiRdq5ZuFVDXLEQizz78/4I8e0L3VfLsiQwZ0/b9a/vgiZq/Y6z4Aamzlv8X6uz4hq+qs+OXkzpz/ovHzRVfXWeDcENH7gA8mbN9TncuwnfwK3ncTWFEoQAMOLlSi0nrcqsBdOgAk6FrTaCVbh3mu9InoYVi5Rj/GyiytTIaa+NS+Uxk0GGR1+k4eeq0HCeTauXksvLcfg5yRhrnhAjr3TdTPeASchgxriT0lw8hB39g0MIZW0rTm3OIFCBfEsUP/S7fcoh+a4GZ3x3aKx3ay4KGxBzx+ixPQb9Q4QTi+FtuUa675RZhx1XKw3fffXepnDYxp5Xz/i0YsrC6csZEKBV52eTM8bLRlOORbAzmCBE6nhLAUwJ4RgAPeYPI5Pkmgy0Hgbzm5hyQp1xCDoQMIA8dlqMSsVyeIF/8Ybo46KWREAkl9DahBJQoYZrGofTr/aTs25v+HbmzN21jsP1Ez+gnyHb4ztV/VOkRc5s3Kz+iBGHlCKHHxOihCBRvbdMbDuggg/IL2Fw5ncBzomwM5ESz0SCTGwZOjidyLKIB0fxyHIayO5ijYdhlozMHjWy1MZhjaAZBcsdogpR8SMmHjHyS1IL1TKtq1ttyPKejDNDJMy4hB8IAHWMAKQNlgI4yQEcZoGMMoLcJA3QnMaDlrXTzAAvShAP59KHX0+l9aYmcCCf2pbtsDH+nPtsoxlNZTyOmHBFvuYV/8Lfrnz1jxi/J1W/ufmHTpvnzCV8AreePWXss1fMDsokXOUEmlSwYdIz8ClK9lHxS4ZBWONTpT0OqEfOlmuZFSqhIa1qkhIqMUCIOU0JFSqhICRUZofQ2IVT8mzVNqplUttRf1YSgFCGtRNh9dx4+2sGosm9WSQKI7uGgZbwXOEEU7NkBrMVX5ZjDk/uO/T47etwEV1nhxY5rHQhbHRFHxoH1nEvE5h7cQPqTHJBFQ46GUlgZwOEAxNYANKJAAPfgOtkKyqDL5RVBWAojEw734Pmy3SAbZNGYMxhwq3eGt92LvT34lq0bbNCGd2pbQa19NLAzdXKja47T+trPyTfbmn0Z6M1IB8h4y0KC5NOQ/ajGuWW3qAt3mu4cUcMDLcozBYCwu1QgXg3ndVlhMprD63zRi0a0LZ0444wlO98MVHrDNYmQJ0N3m2YnmqtGjr6g7fIHNyvf++UHmURDuScS0Ph0N/cAkIAPPC/LlqjVmeNMsNd0xIQeMT1j2mvCj+l79C/qscu70HuZFx/0vudFP/LCm7x3eNF4IxTBSAOMGDIGlDFAA+Wg0+qJeFo9WPR4gE2yRW3YRTcIG2SXDALQKVdkcp1OGHHCjKr44IWyRTJ3m5G5hnDMJopogGl1vkzWm8lT3tEFG8osP2NeXeYceo81dhYps4sCa3ZRVmnQesyiYRCb0N2Fsq1DK5feeseKtXMX3rWmfM4QZ/h6yhzOZI1dvPi+Y8pDn18xq8NvT5/B2hCw8r+FG8UocAA/yJH2KklmJzCKZsln5GVednlzvJtMmFU3gcy+X7J6feXQHjIw1b22j1T0PmpmQeHkylxOoq2RehsOSYlE6mGerYMba3ITHyW6M6yZ6r380jPnRRtnnjlP+En9kJpq3mwSanOjN5yXnM/2MD/jv4BLxTBIQvsOEKWw4qnqXCgWSDhArAeXydUuwtrcsJxLLk+Tg8WWs7pgBrtcpkCARlQPtINOgMhAa8fAFKN9NEEycMVskYRD8iVzCYctJOeG50JyeTJnDUVCKINDoQjowRPkJoR8gkUv62neeptsFAQ5lc4JcjSeswoRISNsEDYKfEu70Mmu9gtvC4JEY3Pha7ZF5MrqXGQnngh8cDLhUl+6N7/8HNKrgVfa69/3grr+TuEAGF5lO/2JdPE0hVJpprX9GrnVtTcNWZgd9vNAD1GhUtKqYQ7pF0w1ztbRaV7rIy4njbLhYigHcOk5U+tFvdRstPmNFWFnjcNtH1s/vLrWEykfVV/rjQlXVcT8NuSJm8e7zfHySNPIWk8yGHb4PEwWWMe9gQD/LBDARLkK8VwNhhx24nKMMZnkhFYAjSAA0mQM5QUrBz/mihyZU8k8fOhQvmsP9GUO5Zd7SbPwSdoFm7Lo+IzAmo41l40Zwz/7/vtXXPFX7+IRriFyAOfkyjnMIQHBQe9CvBXBj1ERIQQxyOwh79p3+nfFU3QhDgHyosvWdHBvXHHF+wxrYB/pAO+IYXvSeD0ANsG88zcA1GwzRm1Oug73oqxPp41GeZlRne486nS3VU9+DYKh9UTKgen6dLEI9MWz4Tv8f2r5iOadwHnsmyAtR6A1HUm/ncZp2eLIpeWKdM6XTvO8DNXA32Bovp4CLuc1nA4/GY+S/KelfPgA2Kq8Bsq2wmUBGGDYWvZALhoIWK0ylMgt7fk8xSURikvxCf42e5K3qs+ibyvLQFz2IjkBQQJ2JBIAyChS1V7VXbWhiqtSH+7HFVGfP6g+L6XU50k+bvCl8iRYuJnD4zX5bjwLkOjJsZl9/HivVz7pFRzOTIet0/dPf3t6cToXmd46vWN69/QHpj89XZh+yuuHUkwVtRCEC2p8BYOynuvECuFBm0bHFyfeAeEdZCg4Llvr6mprZbhhNBxNAUZGg6FpSgSlvxmM4ut4mZS/npbfWA63cQslkfch+5e/IHW9E4xCQ/geku8IRp8PVHz5C0k0lgPAHfrq30EzTPB1QkzN3yYaK+A6fjwYKZsRBEk5SeHlPkkSGeDQ9mSZSBgN0yxIlMufk9OkGdSk5XRbekOaTxPC82lGdX09fS+p8yHCBvW9NN/ix/wLYNRmBNn2HpERaiRIgT5ikslL8824Wl2IjHFWV8RVQwa/NtcG127XOy6di+bcxXJWefnPzBvUKAu4bv53JO+1aj3BdcoeULUd1jTKjU834p7iYdnZWFdWJsNIY6ZxWeOGxo8bi41Co9buNNq5Gv5Bksc6LQ9OuRHU0breJ5cFAmazDAMy0XAo0C2RR+RAe6Az0B3YENgYOBAQafvvSqv1/38zL5U24bUSbcZqyPHHQEaWEDQ2N8dihFNNVHprYnvtJkvO2hRp6mx6u4lrItmkWe3Wq/1KLZfwaKlcxmrwKv9LkJWNCPKhECkVgkEG90izCUaCiB46gxuCG4MHgkJQLdY/Lz+VVhH105qEZwspkN6ESMN4ZfuwYdEoybG5n9Dmtubdze80c82U0L8u18H+ciXBW/yXYDgtl0crFw3LKodJLpFQJoToXCuHOkPdoQ2hjaE9oQOhT0KG0N+g9/96vmAJae/Pca/bk9xR1l584K0vXwYJ2WIthwg6Qx6edogkG/OsuWQPlci0DPLs+eLKwc8byyiaFTA+A60++mg/9tIMmk4k44b5ejqucIdgO1jan36MXIdgh3eZFwGvZzKQsXXiePZiryzXW70ZJlFz9GK/92Mvt5GckJfSslwtC4uCyN6TofZpYkB9D+3rICzIYBTlEwhIpLFvDBB15tdyecATpy8AUSlKI7a1R7uj66KiNRqJytG26P7oJ1EhSt+gDVEMx/yUvKtAG8m7mcZnjJJ+r01OQaM5pw+UpVjuCSmBrIlIQk60JT5J8IlSjv1xdAzFi/DlvInw7ws2Z+6Ci4szQGYTy2uz3k2ml09lTyBAZhRoDcpqO24NLgu+HeRZK64fwGo2FBvw4/jpUl5kzJ9zbA+QN2uDsE1y5KT0njQC6TRCpHRVTK01WHJS1TtVaBmZkfZUHSCXfFV/M2HDnDofreWMA3kby9DYogSaN7FWt8Vqy7HWF3LHczT+cCiEsQyDNChxO+l1KBqsUed5NrYspyVmeXbiIwN5EtqPHLsbVGyBHWHS676QXeEwzSYTgnJod+jtEA0ww4c0ovOnKReZ71i5WLt6EV4Drt6EItp0Tc+y5PTm5Mi6CDJHIpIkn1z4hsGFv8sKUZQaW0QpEa3RGVEUJe0CRf8GVUPzlKq8Sly6a1CdXIS/z9/bz7dyuILbDWrU+pUjesL8AAxp9RuOhKNhOdwWXhbeGN4f1oXVSaJLiwnO8hIe6s+rCjbwL4KmzWr/lMtoZkkYSiaphAOlSthWCSOV0cqaSrmyrXJZpVDZP311/R/y3gS+quraHz977zPcTHfIdDPBvZnuzcjNcG6mS8hWIANBEjRFKI1BC4LaSkDE2UQLOLakilQ0baiiVm0LgkKotaQVaW2loa99dlCE2r4O7z2F/j6tPwdy819rn3PHBEXte+/zfz8x99zce7LXd6291l7D3mfvUL/yyVu1GiUN2nzfkJ+cIzeg/OQ9aJd4js173Dd/Lvhy0oLBhq+FjLeQwpaWkhLoGt7Cu/haLtu4Cy4DfCsf52ATZhcBlfLQ+DU5IL+BdJIeMuiQIYMOXQo3+JHOebxozhyUg2V2U2YpNB5oCXQF1gZkW8AFl4HA1sB4QA2YjfvL/f+F7Uo8uEGrYU8ZcsFxRMgjFccR31wizW1BgYRil+AG+Q12n4EB7xW0xb0r5hBpTtMnu9fAoOKeYR/EYoDYsotIXZ1pybHt4r1JX49tV2YrFhBpQesnuxf0Y7llULYAhjOG/irXi/GdepvqSGR8h35YrlbgfUk7jfvo29jmPtpXA7b852drZhGDsY93L+qnZVAdCtP3yHuU5yT9GUZHJ1/n+XOaXCWcUanZ3uxrZrZmYmt2NVc1dzevbR5oPt2sNYc13jyrC/yoWoHtmbQ99HPQXjUvgkbqajJd2Jjf7vf5mc1PbH6Xv8rf7V/rH/Cf9mv+6Mb++W2Bf4c4Ug6abaWrTPJzL7QRsAd2B9hI4HQA3gdAkxn1zSG2OVVz+JzuOWvn7J6jzgm7KtOvtAavlN2aBtieNuOFp9QKqQ3GijqMeRNT9KE6EPbpA3U11gwYLapFapejVxtnulr1oerd1dRW3V09UH2oWq4Wo1yUSzAxszfQpyd926Rxvdoq9aI/7CtfWz5UDtHvcZ5S7gUKq9NWZlLD5ext8wvPU9Q8Ry/DM+z3gN+hUtnasqGy3WWHyhRbmauMl3WXbTU90XqRFfWGzzrGeP5N9RdA9zsm3ZnKOzCmYqz2Np9ZUZKZh0G8l9i8Lm+Vl3u7vWu9g94R75g3wRsSlDn++SYHVLu8EvKZ1YZfY6BnUjZPpPYKd0VVxZ4KCBf2PVtRIRkqaY45WFeEOOAA5stJBbMlacYztBBX0dhSdXuhuxC08z+fLcxPEX8UNQZinQ3+bjT8d2BJSl7OTMOSQnjU2QYeHM8Qjx1xfaBcGqKtvmLQtnuwDeHtspS/SZfxRGb3rvDu9O7xAuo393uLHQ4+BRcvE8CYBw+l83D4pstD+jxrPSOecc8JSHw9LsjkTnhOeRSPKX6j202fa/Chthp8RGFYq1wlte1jdjf0w1/5LPdMDEuBuwIg5kJf6uL1TfCSVQMvNrvucxGba61r3HXCJbsMBROk/IacJV9wQ0zflLD3QJApB8AkzP4w9SG4IaY/SkrMu4rzK827pNB90fIvaTDvm5njibpP8gbfkf+kXJfqcaw2ZE8H5eHQ52p5+HMPHVS6JSLVkOKEOcB7vbRyH9P1tFHW8GyN1FhUgm9SkpJnFP6AXS0VSWXwmi3NYlfvz8i2Jaek2EbZ1XsT9Hq47GMkKUEE17XHat6qsb9V46u1v/Grt+wTb7xFfK/U1Ez83H7sV2/ViopiYQFuZKbI+QVeVi/nu4vrcMtKRS4Uz0vgIpHiDLHLWW1NcRFWQjPStcwASZjT+bXMtMwHJ/4WvCL4y+f/clwleWQdayFHt7R2B+dN3P5SY6ErK6fwAbJk7+2rP7+P/Jm88p2FJQWNGa5OUvxIUuLcMreTeJIbe3MDxe5Zrrzi83vXeB655WdNCwJlePxp9aItfQnGsxPq+yCPcum8g1IKa9gnVc4sAFnsc2oVM1AUM6UieE2TSoB/W5oFS70q8j4R4tj+6uvA8Kv4wIQdOS0ljnNgU33/tR3BouCXg78PPkLW0dc+ijFWGDx96bxSN7GflaPQ8yMaB350aek+Vl1tx271SXX5xchTTqLfjTzlS154zZTKgafUzGTRtdU6XhgxelZ0bByLU/r03Dg1OlTjokM/Fs/hzozi2507fU+iLZQC7xblCIy1SUZOIW8ItkudvMnWA/lhG4eYc6Bta9tIG0tua8vO5rswbexbsHUB7V4wuGDPgpML5JYF3Qv64ZeRBePwq7ZAMupdvYYr6Q37EvqmAvFWUrJBh9wcnIN5oa0WGqyqIF0VxFtRMWMGjOx9pVtLx0sZbs+8u/RUqTxeSlogwB2BD0+UKkaQGyqoRbUvLxF8pJjt/wj4aOP1tjZov0nw0bS1aaSJJTc15eYileatzbS7ebB5T/PJZrkFYop++GWkeRx+FXGFSSPMA8pK7kF/qCQavoTI4A+veoa2midStYqKBAy4g61kRWt/67FWJrXaW92tY60wXh/Z39qaAb5Y3JWlT+q+1pZWamt1waWrdbz1RCu0huvG9ufM1nG5q6g9mDmVMUxHyVL4/mQzJy8B37/wGeIVx6ja0vV+LznmPekFb/AfvMTrBarEy3MLdZu3y9vvPeE95VVcXh94zQHvVnAn4/CRxSuFSZX7/zvpSKUQr/aoNWG5lpBLgNEs7mCUd/R3DHaMdcg1HfO9BUbUGh7rI/oEY30vjvWQkZd5auJ9wjncZ9iBxuA+a5wdrCCMXiT056KtF41cxJIvusiwA0b7lmxdQruXDC7Zs+TkErllSfeSfvhlZMk4/KotObsdqH8GOrY4O2iBBqsaSFcD8TY0gB1A8/6t/nE/8/kH/bv9p/zyuJ+0QIQ5Ah+e8Cv+s9uB4MMeZwcXQfutgo/Wra0jrSy5tRXsAKh0bO2g3SDlPR0nO+SWjm4h8pGOcfhV65jWDiaXR8sKct4e+MKKudjfnr34otm13KxVTi6P4lVNKloq4iGInZtC8RDeE4UX7kkX98xc0LrIH4qZjL7JD9GzNtI/ah0kf5/M6DK0vNnturjWNYkrT7E6db6MSMtalh1aBgb1A560bFl3N28vsWfq3aOTf9mXnacvxgWuc5q5Xry4dvEfFjO2OHlp8ud2Lf7TYmXHgsfSnux8bNFox8HOH6f/2Pm7Bb/tfK/9vY4zC84sPfM5G5A9sZScXEqWYrC7yo+XfUuX6UvFExqt7fpSfv4887fZzfDbTLf5W1Ye/JaaKX57zmrXl5L20cnBfZ+d1NuxjdZlxlVvMa7ZXrwe41b4E3t7UTvd3P73dtouiVoEhlKzwkuxsY/8RiQtDAsD6kgsLWRnM2Q3+SbILh1lh2Xdfe3dRnnXYc3WQfukBt7Q3bCi4WSDMjr57zypocHn416UW9Xo5G9QblWIqK75PD3Dl1ZVXOWverHqZNU/qjTFl1yfHNhV9Sb8om4v21a5vfo975n6MwEV5VVPTtaTekNe9aa86kPyqkd51YfkVY/yqg/Jqx7lVW/Kqx5HHiEvrykvrykvrykvb1heXreXbvb+3Uu9Hy2v9Ya4IvaTH7Ifa6M0E+SVyjOAi90LibSwZWH3whULdy4cW3hyoTY6+RRPWrhw7lweQBnNNXVrHsoKRDQP0TS2+9PmFc/7t3mMzUvuTO56dN4f5ik7mrfPfyzjyTnPpv0480j2rzL+1fle4IPmM51nulJQXJ3kZCfpNMTVaYqrMySuThRXZ0hcnSiuzpC4OlFcnaa4OknAFFfAFFfAFFfAFFcgLK5AUYBuDvw9QAMfIS7zYGzM3Qsn97Nh4Q+TzPoeJyulkWdEsrk3IUOHNOG56mqXixv15Um92LwWmddC81pgXvPNq9u8uoy616ROXLVVtYO1O2tlO7zh8HaodrxWXVHbXztWy2qR3lw/XvZB0llrLhirlWYZTyn4Q3yQaB9KTop+ft7APnknYH/sGeLEbMqaqUtOuxP82t+eczoTErjdBGQzr1bzmmJek81rknlNNK8JEQayq7IHs3dmy3Z4w+HtUPZ4troiuz97LJtlGwxkmwxkmwxkT8NAb7n/fwH+eN0xY6mfmroz1y/qFSVlol6xz+0x6hYOm0OvqubVg9VD1fKK6kPVwOBJ0DDwlp9Gw55F/gSh7sWC0N42QZ+7gZdqnjND76reUz1WzdZWj1efqGa2alf1VnhrVE2EUUQzaHwAffRMbB8lFUwuBB5/z9Pvsuyw/NXCVmSudK7MZsTJz/c7BZ9FurhmOMWV221p+qBzyEntTmJz+pwiu09xOhWFX5W51nlVFvs0/SrYdppsOw22nSG2nYJt5x7nmJOtdY47TzgZLvnZCm9l51S2e80IFWvk66X/t3mP121rI9kFgdRP9zGjOMeTk+26VDdUN1Z3rE7GMbKu7tOOkSnwBpo/4Scn/cRvOA6/6Tj8IcfhR8fhDzkOPzoOf8hx+NFxiL8Ax+GX4ob+GPMNzedH9y/EFYeBx+8fABBS3qE86K2Xn8vL+7QjT4itXHLSmH0DtnJNtnJDbOUiW7khtnKRrdwQW7nIVq7JVu6HsBXl//838iUVBr/FhtWqsE7Oln472YBz/chYU5WKRWfiMnRnn8NUhWSboQro74kRIpk5FTmF+ZqQEeRUvzFzqpzMgrjc61zuk+YEu+Qe+d8A26A5xzNPTsS6HJkdPGbWI2uUN0NrViAPvUrR7CpcI3XXD/ke2n9ouvYhN+p5r8hcEzP173GufEF4Tc2HfC/NmbxV7lFOG+2LtQV1SoZUxfMpcXuJ6i20zMQ59sFEv4fDqGb3EJun2zPuYZ6oqrvZT8Z6k/+b6kmcNP0iUfKkOnwu7z3u4XNmFnPWgjOUvpaWlr6WgZYTLYqtxdVS1dLdMg6/TLZoLTHrRSC3rlJ+aqwrAOwl0p+Mmqf0unzqo78X66WG2cnweqtsYn3/TmkDt9pqLrB2pPVav2hVGBXO05FleOkZKVbdXU3s1USqrk5J4QFbwB5wBFJX450Yee5t8YsAtKTSCEQLPcY112Vcs7L1gKnSIn0WpQ9MPkN4lK+F8EDuuUb+vtT4DMVh8zmcIS0mEIXzPGMdmIfnuAyBuzxuD/cMeCY9qkeEuKGJVzL5W1yLRf1SJZHA7bgTU3SnJyldtzpJInNjSA/NluLVmY1mfJI7klL0Oleri0oKSWVKkYRj9f7UdL2oSMobZZ/fb03NSBN7HJzmybZ0PR3T7vTMjMrnQ7vm8FTGVK+XAy2cxKB25s0fZf69KldRhHkQPNtUgtt7+VIz0+wZmZlYx7dlujJp5vdZuZTF/JKdZG/2vfXH3nLiqM2yH3E02seO4PpJsXpy4rB4KxZVSi05F0z8quZoubkW01yKWY4HSMJd1VVizaVYeklwLWWmcUiypha6HfZ6zV/spMYCS3FgcmFBIe7aU18XIPLaz1x4mTtw16pVw18Jjj7xG+Iu38UDn7/1/k0vDLdnt91+8eU9/aTYafEWN24faK9z1xAPST11dfN2e/Cvj16qV3sLP++2WooHhhvOj6yJWxVaE5fyvPSTiW9JM/cRtx/69B882V/jnMWJDRIYqkevr5pcTiuUJaZ9enAtm11Neb5kx4d/Z+rSz8K6VEB65NNSOXfTluJiXO8HitPiOeGhhu50e9aC/uz0aMasid+YG5VkwL0I9Od8qVSqlKolP5W5TUq0Jw4lsgTV6klwCOXhRaA9uF7EXcycao1e66/lrkK4cD9Pz9b9/oqyynJxfmkefFxZzsvxAZBynlOoS+VEZ+XlVbOqfWhgz8H31dw3yu7guYpLcuGsvYun2HWby+XyuQZcJ1xKKnOZKulySbmgkjwvmSfjTX3Ja5NPJU8my+PJJ5KpLZkkseSMUXbRXnd6aUQ9M/21eo3OAbLOPZW6XsOrfVWzZqF1wmezhA+Dz2fxqqqayvKKsjLzGzHxVw3flFXwCj5rrl7BXeXwkpqtV1TYaoiD1dTYQfULC4XqF7oKQfULZ0SpfjKo/lp1QKWqVJ9+iBVJbikDFN4ZVvi/52S/ZR/LOjKNohvri2vxQSb8DhTeOImxNsuXE/ol6nPckuqCiVehPbHw2NwrxLQNYQ5oIXDTUfGmscZcn4x3vRL+yDAq49fqKsOK4DVkSWhH+aE6v1MVhuSOsSKieeud8IPnxAuLsjtmdEzs3rnos60V/Q27ePOl9MLhzymGOQXnFFxeMA9+nPADtkUrixs7Fwe2183ZNnLf8ofK/npbe0XZZ0yjOvNi64zW2+AnHX6kyHqQqDUHxjqQpP1MusBYbhC9niNqDYGx3gLva2/9BPcZ8/x4Nh/O86MPVXoMPyPvk9812lEr8HucaxfrfCbNublrzuV7Yz5czTDmw4WPL5BahR8bU5qMv2dvqJcbc9ni+wrTzw0q95gxxJtqsjHnjHOeK41vc5Rq8ZyAb3IDOSKtFM/P6DxbU1SZEYlSWZX7FaKMaETTcI8KyXcUtMK37uj6xkbiq8Xf7EdRMYqhd23EW0+O1A01zIWfhisqrrgDfnAMYVIg+DMyPvkb8/mcE1wnDFrneW7c88HBKNglb+8xn6mS1IQkS2Ki+DYRvk20cAQknuOZCR9KMnwog0Hxmvm6yrPydVW1JFoSkriIRvM9xgNNyalOPSkJEm9F4+K59jnzxXPt4otjMRzV+taZ3gPNyRd+jyyaxhYyw8aYX9D24m+orlJAGEpIIO7G2+uIDi898LNwRdGKz8DPzfCDckkN/pX8UbrekAtZwmcnJSRaEnmKQ9+aOJJIb00kXYl9iWsTUQY3aHdpOzR2pUYatQ5tmcbKNMJsmkujqUpYPvinXO6WabVM8NxAt8wyDVll5aKYtpDthK4i1xJaR1rJEsKKCXQFsRNoBB+OE0/HzYVGhqSdEr1NIt3SCqkf1+lTi6zirneaRrZbHrfQay2bLbTVssRyuYX5LSTT4rHQRIstAfrG7AmeUV2vJ/GCYugGaJnBN4yI3Tow5ADJG2LG54hAp8qjfhNnPkJHHO011Uw8QoTCNR4ywi9B8CG5x3+JH4c/NHQzzRyByB8X7Fo4CD9u+Gm4hd8SfBte6uFH2MEzkzeTTqlV9MfNvFqIFXcZkbmqCvHgLxJVZZviUnwKy2eoXPyyIV3jF1ws1Gtfe7uhZvbcQh11bJDhDi9MqNo61DWM/CK8Et9RA2iNGMajMOOoSaoLLinaCD+zWrNaN8GPYU9fnOwn26R6U2+sPNPQG4zg0KFFWQy6LTnk0JANS6ib8RvR3dnwjUQ5RYdG0aFRdGjQ4fhg4T7PXF08YOjIyNZBBTRFQccesilw4oLZQnDkNg0cOagHmmIC3oR6wOHPsPsJHnQ59ix8KgRhOJTaWP+CnRp2QeZnRBiYYWfn5PYishP9vS3KoeRM8RelpFi1qjdDjLTWyIfZleouqQFrGc2jYoVjsj7WTKTm5pwcTCFnY2I6Gxegr509MpvOlnxiobg5geSPzLVhm0lmfYTZQ20uDre5mEiLF1ut2GY3ttkt2uwe6abdU9rE84mJi3WTO6C/0/YxRaIH6WEJ98MlPvtYdZXDn58BX7vWrEGf9Q9pGzssnod5xXgeBu5Mf452dw91Q37/j2e7u6+6KrSW7R/SmNwj7j0avrfoAO2et2Le0DyGUal13ry+Pi51sxWgxoxF4lKpYFJlh5V/N+loKd8jFe9ZJY7zZD/gyX19djunvdxdoPeiohR7jWvuTHHlKWkZelUv7z3VO9kr94oF98bqGeMZmklV7lHdJi58FmcltO3jRdQ276J8F6fLsWHbctfyFcvHlh9brlQt58tHjLfLwwmi0ccFKA91SQinkiu9Ptkg1TxDO0RFLNmmSx2DHTs7TnfIUse8Ej+nPdyeptt6XD2+HtYjpqlFXyAulJdo66j5fMJiaGsJd1BXs6+Z2pur8OV0M0Xt2QetCC0qTkzWpeZZ6bM4bcemXe2+dmprxwtrjxGtibw8dE4xYjfqNa+YcxAnyUrp28/QNjGKOnS87s2eoY9O/p3b2+b5JV7VUNVI9zTsaaSSec9s8xowr03mtdG8NphXMStVAG+oq62qbbBtZ5tshzcc3g61jbepK9r628bamCA51y8QNM/RDSRJelt8Nbx3HTJi9qfQs/xwfz5P/g58XLaPHgsQnF1PCDTMquHdVaQKMRQlTAKGQFVgMLAzINvhDYe3Q7jOdUWgPzAWOB2QAwaKgIkiYKIIRFD0hvQUZPh2RIYQU3nVVukxY10DdyVa9VZeXatPtpKEVhSgq8HV6GvwNfY19DWqklnXmm1eA+a1ybw2mtcGs+pqdEz3YqNj2oSUeAGKiee49a62PSjBtW27QZ4n2mRbm6ttK7yV2+LrrmJa3ZhLiJMdxHZbAP8laGd/4AkNDVVV3GcITgBoNAE0GgAaQwAaBYDGPY1jjWxt4+7G8cYTjbKt0dW4Fd6KJ0FCAHqN52eE3UTkZm0kf9c6pDGcW12Ejdpwe8NFQ4soX9S96PQiGC1+xdMWtX8aCfJEeAPtn+wgHUbZsMMsG4pra7u4ioJhBxYMO0IFww58kKfDLBh2RAqG68Llwl5jRYZ/Wn20NtIq4O1a5G0OEgZNGp383XNz5oBwq6KBNQu/AMCaTWDNJrDmELBmBNYcAtaMwJpNYM1xwEhoHlsqCH49eiy1NpGhyWch900FmuWtrak2Dm/a8LlYNLOYeqWUE/xr9FhpbRI5SsFeGRcZ/4VbGxqcTvzzZvzz5ug/J9J6UiwnKc9JBUQ7KOVN/o5703N0KdOeSRPVGcyVlZWeY+Ez8vVDFsIslvQUESkS5kp5ga2WXFIOs0npkE/bZszQkiSb3UYTFVuWQxtlsw6g759ZYITiKZgNJ5EcBi7RkTbKfDwpnadzb4We7uAOURWY6dElB8Gnrbmj27HCMeTY6dASmcMhZREsSqUk5kLIKPEEGK6Lsnx2fKS2NvJY7TozNjCercXncY1UNfQr/Aav2T5IilvG3rIfrekV9/SKICPbJ57EFTUigg/cMnMrvcICLdORrhVS5hEP5jrFLhxyUqJ/wZ1eSCCsyWrGgKvk3nxf8o/45pGfzL/eUbKlyc/lX9gvDr6e8Llk6x/SXw/+/qntZCG5+vonDixs3Kxz9OcvSAfYD0Hu2dKOg1I2sOdMy9KzlVKFJljcLXKXTGVbJklgmaNs9V5uUb/PNCkFhT15ch8EVKL0lm5L093pVelUSreng+At6QmpVpA8T0nhKSjblNRUKUGGT/YxKTfBZ3/1V0IwUUJqFJIrR6EcMR5KP7IuJ9uOK/pAoOlqhmY8k5xW58dtBjPsmhAA+6FaVPWD/3Ng7ksDreWJifZ7Fi26e9Zl5Ff5v86Xry79+f8lS8bHz+Nf/Ezw1X9YUnJRR21iLHGHY5KDoKHVPAvGmEKpSCqWPJJXLuku7vZ0exMZXSxMMBVM8K1nFy8uLOTCUCRzfY5N2K47HLNgW5XPiKVlPDUlVbczN6MMcsr53fNXzMdF3M/On4+Py4gq9CxjPbNEg0HlHULNPUw2c5ekcaKKnUtsskumC23yCRmfgZYzRP6ErTdC4qiKSPmse5mIbUy0FB33MaQDdITupoeoTHGjQdPyMbY9fiScAKDKZfmO5IS2NGHh7UxeMLYyefFBwDqh/KeJNV36Nu7k8heeAzG61Z6aoadzCZKUhBRdJslJSakmVmuiQ1cTQElsfIUxjcN5pku3xcGvB/iDs6rC8AsM+FsFcjYNF+tj2TCfgz9q8HOE+I6PHS4n9rGcrKPGHnnAUob5bHuhx3y43eBPvt/zgHtW4mfJko7iLxdXWoDZB7/dsbDzso5OEfNuh0Tnh8r3pARpAZ+1Qd2k0jq1VaVMlamWkITJLZV1bZ7Wo23QNmnbNFWjsmqhlFiIcVar/djR1MZe4uu1v3F8LBWzyuqq/EIHQoKxg/1wODgaPEhWkbJh9ippHw6+Sspi6V7CG4sYyWRkm7pLpetVMlcFoyhSdZXFoGCqZUjbqdFNGunXiCYgjJLUzQaMWkhFAUo0DvwvjCUtguWbbw/TrXTrcFAj78XJoJ2Xymq6ikjkOOIJ30S6g9qQxpB2QiztWNJnoUra2K+HJ+rpy1E0LdJs7n5cIVRhRLUkSswOZkUVbadKvqqSfnVQpapJCln0TaEzlYwyc/jMArbf2JtobpjOEl57QCXA1X6N7EABWhIV+YBMviUTWbHcr0LAQ65TCUidHKGknS6lkJxiJwPdkIDHanqhq2uRPn5ocppA6hOIieDyi0gbdLOSGHyFbO6DFz0WR4JUw7OeYmSJgIICVmQgr0Zp1FEgYxKJ6FM+qcctO5DIQ8FNBhFQKCAxStqj2tek87kH5Jcgs/2MwKDyE4Xcr5ANClmlkFZliULrFaIANZVEFMdkzSRq9F69ob0TMy8CVQF9eaVvYitdF8dLKy8McwHkHmbkCdVgje4XYgVVsUimpgAtpOIwdDPCYUiGJNyNIMSH/gHqQrcig7cGbeya2L5s5cWmwgCblGxXyGrlOoV+BvWICL61IejKsOL4zkY3nux3f29K9cqJS+QGgya9Uci1js8UcsVVxYZoNynbFLpEuVyhIFBVMlgMibI3Tpb0xuHgqovCvWYoBvRBmKcb+YI1GrlTJl9i5DpGlrI1DOxOZ/MYA7XEscBQ2R/LxIOy1e5XHwW1+ZJKNqjEayjuTai4MIYD42mbY1S3L0Z50Smb44PUS3rjdPjC1UK95MMTP6N/bIMXvxSDNUG6kvMt7Ah7lf2JyQJoHWtFtGSz+kB48ASVkMkNQg0eQZDbwJRh7ED7FkNXmjF8NPp8jlpHbW88wMj4JbA5IuAuJbNAisGDCG4n4cQdg+18XjDMyA3sLkYfV8nF6uooQGFLC1OfYm1T7U3QvIWkohUAxXV0awy9S3n9oyqhD9GnKL2J3kPpGkqWU7KARgwcRrLNKtko7AIg1IvhG+0izbQL5N3Qz2j1FPv1QM+Z5uGMgvO1d4exjxAPf48djO0fVWrgMwi4KUYpU+6XH5UpHZTJNTJZKZMl0CEm5RqjeV9YAGI8DRl+4mowfOWatg+Wy4+F2zdtoYOX3skehOYNgzgGfeoRJjGk7FToeuV2hX4+NMxERF3bG28cUm+0eSxeDVpnCPlfablBszhsH7fyC0o1cpf8pEyvZZsZXcPIfEbqGCljRGNOgKAy00Sulx/EXWU07BcYB24TJmLaRx4lSXEmEmsj8SYyvY20rzNs5Mozx+XZ9WeOs8JYvAnSDbxjl0YeQMg7ADS7XiabKdlIySZG/Gw+u5aBTbNMFqOdIgYAk6b9CPjsxtInJBmlt30GTvFfCKo/gnUxmQMmM7EOsb5E79obh3UNDwgLduJuPeB4v6nSJ2XysAzYyQ2UfIHGOKv16u0fbsox0MKwSBQ0RwTaOjITOj04itBuJymmjymO8jHFYMfb0H62qPQ7jOxg5E4W7z2jrOloHPmwUNCma6Mob38PjAjJlrJfx+raMu7fIBzZYwq5WCFPCaJ3M/I0JcOU3E3JGtyRspF2oIajE2IymIIasitfY2OUTZnsh2DEmDKgePY1A8UHb7yhxNtZC3c/opAHFHK7Qq5TyJOMhF0QGJvwOpFBRLDdG0N0inUZ/L7M6pFOTpjfQd59lxigfsrI1wSnGwwlpSWMZKB9kTYV9OFpmYJG3CgTu4yOJmJxskKFtWHANqTC56ZSgD3BAFMbpw99EYUIiyXGupo3kgvQuuwfnFbunfXBadkejTdBGuLL7hZ4IXgzwC7FoaA1hJcBYNP4b1fJUzJhN8hohixdJmKgLoAhIEqDEkRIK2wuAlwMWfGq3GeMmb1iy7m+KfhDJtd8A/kMaQaTO1OGDLzMDgwafRvh4VbeCQxoarS0jQHhCY0Yvh2wPw2AAT6VCTiXGKUHyJIFIPcgaimMenrYANUAHUYdb4kg8itIBVjixDpEPES/SFkM3pW80bDDrykkNFiAuIbUnSoCXSew3jUNxih002OL0oUpqG4gtxEHqG3wIKKaC8PTwRg5alITn7lNJhvlLTJ9XGjvk4QQmapaAro/VTGJHw25uaOO8KBQSkIjQjAPSX3zb8NA5f03lZkhGsIOVcgNS68noFWE7IL4TL4fHCoMBXfRHRQSViJcrQQaBd427Ft98dZoyt70sGiRszeQbiT4wetyEdI7P8xTBc94WiVLsWfBsBJkBaSJPgsMHbfMq41hRIxsXpKPEjsYfG4xuZUSZWZw9Cpyg6Fz54f7sItX3q+RNu1ijULOBeH6XYxcz8h+ekSICvtNViDR1CgSDCUkYL7Tj+hGd3kj3bWnkzxshLh68BWgH8l/ojGUPK/9TKMbNbJaIwaMeNogVXkaxzItilgMjwXH2gUGiCOuDB4HDBM/pC3xGJbyWSUqyVZJkkrGNfK8wPEkOxuUiHP5MCBkCpivBH9nCAQy3weC7wOYM79klTFYLNJlvPFOhZQqJEkBX3sXpQ20HWJI9pZKXgN0KnlcJt+h5GHQL0VGbyN8DbicaH9zFqsyzQp0TgmDui34ZwOU/PN3AdEHf5JzDDymrvt5HlB8WLi5KyhZCspEQb9loEioyBprwyoY62m8RKj17k4yPKykB39kKGB0rn8+L16m7dDoQyq5UyU3qKRBbVdpFjhRw5GA1IGIJUQEcv0ohkiYENZWBC+vBh820m0p+OqwyIO3R+UBRQ2sndH7tEc0ukq7VqN3hgcnIKZg8MISJLNX7UcdtTHUeo2Yb5o6DmSlbcPBX2OgEk0PcuGvqU+o9FGN3K7dp9FrtLCLCZOLUaR4kn3RNOMrJ6Jew86Lk+cCXrJN2aXQjQppIO1Ab5cKrsNww9TMkEFdaIyqxEoVh6U+Q0emkGWvDk80GL73/KjYqHoT5nIQELQpxKIYITnoy41CX8IhAQxdMoN/2J+hWDtsydMNJrFBwMHgyh4yi1wq0lAyvDY4RlfE2PClvO57EMWrZJOoV7FHRKFji2KiWiagGJ4IodCzhKv2wzUIp2YqnCnOaNViskCMbiCd4UuC+0H19NhxJcBzHxUYAEDYD2qGHOIGkaPxIogv8nzJoAbaNnxZ8BuQdEqxPmIxr16v3KfQlQpZopB5CvErxKtAirdBpq0yhMjfMvMzcCGy0D5NihrCpglPo8s+M3pA40Dt/rhqYl0ov4zowGJe0WNI3SKTJynEVCRcj0Fqm8xoTFCNDot9PlxVM03/x5ViVnWSA78XvK8MLgp+Rr5TihqjNPAhVdsUcq1R0bpcYUvkjTJtA5cRzTdGyWdhvTeO9+g4eWU76RGUe4PfoZun1GiMKuHLQB2S0JcYWxMJPB8R4dFrygcKfUUhYyJXuIeS6z+VUZA4ZTSNY3Ev2PtikX+ytjkT17HrptZomo2iw+ZIfFnKyE4B8mfKawr9irDZKCtBfwehpkwZDIwmPCeAE+imwxcXtYWi3wt7IeFsFwkngltHt74di+0yXg/ANjJSz9oYNQatTSYq8MTR+WYMKss5oZo20wRMV5FZItNETK3kPLo6BlMtz3j841rtlEJRL7mDpKK7XxCYcGJWGas/1/LWnYJZyC5XiQTzmwoZUshmYcB1CnlNJi/LZLv8uEyvk8k2Su6Ms6xpLOqsqhOx69jyUS/5JpaPQAxn/vTulJxzKa95Xya/lf8qIMCo+lWFDCrkZzJ5AhDJJKrmE7GuuPhoioWROCMD9b1QQDgfVPeaGBldzmeD3ooSz9JIEmpUeER5RNQBwN/cC6IJG5YIkC1R6VtMlBKVu5G+6e3pStIEkETGaS870yHXx9vTRt5m2NNvlDA6rM6G0UHP3mdOWRxUyAAEoDRsW6FIUkqIzYbO2n0k0nlxtnUlmSdsCzJLe9GZJvbKYCzOm/nCJwTOUQVTSyw00TpGQii/aUCEJL1HXanSb9DvUkBKbokyuY8NdipaRwTtZ0mNkVXaK89k06vMOafocWrOxYBXMUq2YiwVQO9TH1EpDArXqpABPyXTuz8NQnI2dDeFskt75QeHiQSuLoJNkxp43hbTFh8k3yKUYOidgDpPJS2SWU5JyWIzSyDz9VPDoFYfXAaZZcTWVJwLEsmjjOUIUJdHQYkH5SHkLFSi7ev1idYj8wkRI7qSzIdmvWcK5RUoU0/UHFDRPerD6tMqW6ZeodLHZLJFxuE2Lp00rXZqStkbn1XuvZJcQpuVmRPruulr0bQSpOt528sqaVVJvUhVHoARTCPbzCzzCCMHGPk2I/ewhxm9hZFl7ApGDRhGjoWdiX15ruleXG+G05pXgw9cCS20YfJZOLHjAvpaeI7FE20b7xmFxCMqm68SXSVlKvkxOEhtm0Yv18h8kQneoZDLReEPz4ah9zByS0h0EcyxswhnT5HjvGRUsrzvSnLASFT9Ez8DsZoTLdF4h/nn/6GSI8I5gh0sU4mYnQbM/2AIG1w79OrjGhnSCM5P0y9o5GKNlEMHIAtbFNqjkO8wchNK/4pPk9zGRSNT+Xkk+LLBD4zqF0+8105fM4viEX4wfup8SSH3KORGhaxRyGfR57UqtEzBKdd7RDgCcTuo0xCwLG+TxaIACl/c+imy34gTDIPdHvxXQ1nk24LZ8+lrRoXRxGra5nm88A75azL9NpDGlQr0i/QWCCwxF5Zwo3kjHY4Ecb5Yr9cXkxOD/YwOy9+b+PUiNJ+oWFqFuCPv6zhjdBW9ibIOShqiEm5jVrF2SrpttoyB+roe+gfIfye2Xkl/GJOL1PGsK9Qb1IixQSwlLC1hahIaVSwP2b3DdIyjPeRWsgqTnu+vJjeIHDtCo4/7wdhFct2mkYMquUPo6eUqOWjUUyiJIq8BFiPpjtO4I2dTuHiTOdhj1nZgyH75s+TLwYP0pvjazsXc9wqk3t/XyPMq2a5iiQunKK/H6RYTCqq+ivOVoEznGOn2TakzvdJjlnYgpAQs35gYZnfE50mX8YYekZVlK+Q/VHJCJUdVTBNWqjgdylwQi2P6HlZtjPFQRJZzi/BIvF5vDb7ZQ4bFIIiY/uXMZvnKMCYzvpvNZ74jkx/L5A72hJEpmfpskP6QWC6seIb7Ac0YRkL/sph8icyJqUvM4a7t7HFGn0SrfpjSmyOhGgieRWZrauPKEeEaCAvVeN4O9hkzbXcGtWHMgqNrLs3c3aqReo0kaDh8JISzGexj5CZBig7dp1YOo8o7oVoSpvfDWOiJWxsT4K7HxXweUNQ1zOpC1Z0ppaSPoBQqJAlywVdFzBFdIyvcoIja8pOUARUR816kkqhyjuXs5RxTJ6Zb8jMc1MJ5tEnrAl5iJK3gvu9THlGosU5kSroa3WFn18e4SZxVPWQGWT8sbzjzSzLcH/wX9kCMnS7ntUbEPE/FdVdM0N8o6NcrsbUb6EvgWj7XrDQ+aA6XkjAhRSi/pN/7XQyWVTzwiMjL7jBsk7aKzOw+wz9drmxU5AP015RGZaXhilLcaPZx6kk9Yl4WU1JE9RQ5H0ezaFxzxPwf+PLQCpf49DRWv2vjFGFKSalHqBy8DF8aHIH0NNoPnc9LRIxbJ7fKS2TmlUkr5udiqvNOyoz1BBikypLpdONKSKQ3avWAqB/RP1wOcX/c+BPg+ZDutjMclB9k34Jh59yLNTF1mh6TlQshoz8aG2cM8q67VVKK7u89Rl7CAOgeM7coDeWSxhTbbZgOGaMwRH0MHJbbmBoMp5USjZnBmjatNGcFSV98V5v6195PKsjnRXbJru6YuF/uj43z7uOfewk8FVYENqq0VCUG6nuM2tJGxgC105jWvE4ju4TZGEXelSoxNGQLZHsyYYXGSGvOwOFyyoQweCOyjsNuQjYG3siE5hQTAhZqSK/IO9nVC8HZvb0xlgeQucjM38Ow9CVGQzWnUNaJOSfdoJLPhBB/lxIRV90UVYP6+Kln71nnDjv6hbZj7smuvnBiGf0O+XtcfL2C10HuiQixECU/YqJcH4J416fNiqfBZIz8wYOoCLNIE3tYis3dmvjMxxjZxLYxugwCricJ+2RZJ5D6anAYqJz5N3M+0xM1n1mBBHYxhtnmTpmtF2uDWuGVbWCbmLB2yUxK5ehA21x9OcXm0SJBRcB9Xt01cbH8ONIrDPO0kJd/Xf2OSu8Rkz7b5F0yhYT0WplcLJPVMWmpFAlApk1LjX4uNDPTU8EV15DvkT8qM8+UtsvlUTSxXtNeh/PrTpWKWARSpM9opA7MRwzsG5RNCt0qTv9kkN51suXsKlyQE06QEkKZ6ZRw9UPzUkBXHAnITgVvR4AYVfzhzFfOk2uC/04ypRic1/MFN6h3qXSeSmpNvKISYixu2qDt0uh87TPaKo2JUUqkpHfF5KMfE2lMRTmM9GfBxw2kWLc6sz8gN0z8lRpnekWwbud9kD//FIP8zeZKaQF4I9siBLxeu12jlRpJ08BuNPKEWLuyRaxd+TakSyhu+kUQd2SyeTkmpQkh25qOgfglcVED1tky64MGJ5CJKmc+mCP7RSYa4cMCutGpKeQ9nDOZr1yrbFZeUpQShWiKE0IQuoVi3ek++RGZbsKVBeGRqhczwKg81AIhieUc8lAT57qYWP27wRevIc9jDlo/YQeQkRy0MGyn5/MCMI9HBQIWjqSjc9DICqDa2Ay0z1xxEJWEjgI9EY41yIHYuvQq3nSfucBqtRj7jJk0iAZ3i6VP94hlAstFNmfM02IIhBHIuUWG4W5iyD+y/27witXkuxjXvxM8ObFuMX2BrIqtC7Zzz26VPKySG9W7VfoAjBVsNfu42axJNiqjfTv4JYMwBoOL6HHIaKfMm3TgxDQuzdmpka9iZQVSXCMO38GeZPRuIY24xBanJyB+OdcIdZrVAv8SHDGQYXo7se48lh38Fl0Xg62Ll23CAWGjRiJ13E+R1k4xHAMA5rQT62rY6oledkv8HAZgeBwnMDap9H7lUUhe+5VBMQv5CbJYY+I5CsKjwZ+vJrtFAosSeOjMQnnhlLWnJSEHIqpDX6bkSnoj/ViZbPSaBb9hG0BWEJ3HbtkL9DrD/H6eN4ZK0avV60RqgJVOER8sZWQ3JV8XtatPYxrRljEZ7O8kt0CohRkv2iynY0YfdIb9aS3PPigypSWKmI9h8kfP8YZSd1E06qS/E9x+kb5uPI/SGdYxnWfeqZJPVTUCReokt5LPidRmNblFTF5H07iY+zZpZAkWibG0eZ2oFwnb+jQ1mmn0uZPcZ2QJ7cHRz5MHIFN4MVaWOJddbuTAm3G1OA5+G3Bd/y75kyi0iSIKxEjwXzrJ/aDRKIt+8ujEsHzYoB9e41n4V4U8r/xMoQdx0u0GSqZR5bOrcUxJBkgJQp8l24y565iaTINGcFIAXBkq7M2RZTcfWpMJR7JTazL2ifphY+1spE5SwR2hIow6bYYc3XioVb/pE8ILlYdZ4zdi2z2PF64StZ4sDevE7ZRkf7xyz1nqPSiuYXK5ue44Wl6FuBILUl+jNLBKvValS+LrMNPWYMy4eLqKz3Dw10psDeZCXrlGvR7GFYWUsJ8waigjLhnHNYbRE5wfmYnG+JWYhTQOcqvIPsnDlwfPyC/E10zbeWGIvCAczsdCkeU5JT0kPmsM14Awa0TSf5Y/tzGe9kJe3Ia0UcZPyuRBmXwy6tPmW0BfJ8tFDoj0f0oPiwcLoukv5mUHxToiGIVACIL/ez9VSjoNCKPsAloAIA5CXHowdi1PDc96QsbV5Q/hatKobA9rLVMyPVHcEbmeGG8nJoO395B20C2yqzf4MCZ70ev5zuNeiGJXiXU619MHKV1GSYlYZMjCC1fjyjpxk/dRKZ5RdEEmlNj1zJrEedHTWMPYodKlqM/mIoY7ZBpK76gWXh4LEjw6zYxjKK/7W/Cym8mLmNe9/+Ys5d6Ydcjr+fxI4vE4g7AQYzSR2rVqdJdIOURyB6Hrl9nXGb0pNlnCNckJ0UDOuiY5HLnH5nR/Cw4iOIwg//ZBI8ALniTu2LXdG3g75nQvqywCFULG8zRSo6GHEU+ObTTnF3sZpkSR1PPLZko0PcxpnhCKoIzyO78J7jBQQjT51gebAObECZoftwZ9iC838rm7xLxNpopwmSImTa41FzbtwrQOpxTTcTcrwh7D1GC7QsMJXS8mdJ9Awn2hLC5qni6Whx8HnzJ4gID03Q9+CDyE189Gnl3YxC+CRO5u5acKNbI5BplcJiZz5GWxfmYj1tDx+YUMFdDj6hqyGRe4Pk3RzumAeFwrNqsL+/mxGt+0uEMFswju2LjDgI0jLoCOen7BtMkm7rqOiRnOXTIzH4MOZ3VgitGjfIw5xuZzN5PDw3LRB6+jiUD7RVF1/bLH8IHW7SqFkOYqdhN7mrFl4vmVcJgKPh8cSnQ3Te9QYqPT14IL15ODZt52pqyG/YPcH00b48csHASeVCMarU6jEEfj48fCcPz4XvBKgwa6jRqZixQthsZyXjuqkZXaBg1X3WAusk1ll6th0wpTDk05xpP/0OgtWgXfDG41sGBShmh2BO+kq+PxXMln3yAmUTJUv4oLtMiu0DMcg2KxV6jA/ImBhZ/ciIX32+CD60HV5oiUDeG9OzGfdcbowmW8HtyarpAMhbDHQ9k9HRTpPUS598lkg7xJjtQ1FHxoI9YGplcMYQJTUrhXgo+tJ0eJbvSeknfGLVI4A5MZ857Pi1az6xiNtYBw2KsI1xf32Mi0dmAmb+vJ90xynsvin4Vs5vmPiGUp34nUm5fRK8yp/KnWFu/7IjPtq+k7w/JjHyzvUq6Kqxlcyhu2i8kjczX2FgUfVBNrXnDByw2M3RU1Ex56dO5jKGXYBh0xxROcq5xY10WfJk9hWTG+fgL++BsquUc8SQIDH4zoq6N8ocamaF+cVYZJx9dPdpELRUzVRV83c7sI3at485fATawW+Z35EJaoFiwJZc1CPmvYJzeG3pDziDWG08HbVpNfkGKR7wE45gp+ne2Or1+s4c1i0YmXkh6ElSEqPexRYRND+PQqKVKM1SdPRvmFj2EVfaFYNNYqVpOXSLUhNtYzsVm+L7ausZCXQjQThrFBrEEyHsP4GIbRazyZFpMUYmnDJEudQHNRWBbzeeEjYpGEeEz6IfFg5cd3ENH+4ffBC9vJA+T8YblhwhY8eBOpkVOkKJoJUif3mCkO5vvi6fFPbBkhyiLd+Efw8nay1azsIelZ7JpvRNPW8NkWnM6lj8vkazK5ioaLJ4ZYo0Q6XYYtBoF2+mshzJvoz0XKGMNbHc9+EuSJ0w0fx8xiLexk8KvtZIcY05GLNWKeNtJnXbwcHMpFuBSMPC8GcVym9ITMrvgk2jpVTdvJE6TKpH1z8CieWW7QN/XUL2pPSJF+DL2MUch2MmQS2BJ6tiCSdzfxGU/i2vAtjIZGbFMllaj899hRX+2UhQ/T1SjY/jMLho2cKFJLqOYZIv4T2bV4PgdVLqptA3/sSm8SLlQEg8FrzLUiZ8qG5WOLYnnAteSZuynZEalPCALqhxEIg3eE0C8HH4qaNswuJS9MWYtirHtJil/3EiJ0FiJnrYJgdwyTVbgWJVgv30peVs6TkqRebmc2oCxbpCSisSSNi10+C7Nm6DZ5UqYD8lZ5RGxgBHmybOFJg1S1JboSqZY4Sv1SyyW9Y2M5x3OOjxHf0XXrxZZQx/su6T1qP96LO/dohd5C84e8/NkC3xs+8fNZ5bwXV8F/L2LMLO+hdyu/BCwBnuqV6+U2mSXNl7T5qpqSnKSN0kU8+VQCSZhvYy6cazbJTvS+M4bbdvne+tVbYGHESgoLPN5a3BeI3p382B1bHk++y/rNb1qVX94x/PUtQ0Nir6ZTym8I1XSxV9NRvliTIJTD/Ym5NVP30RbaRdk4PUFPgaOidgrEUOm5zFMnQRokS2Y+QlzEB2MQs4k3XaSPrCVqGSN8RoGOe9Ly5kSHThhnvPManeG+TozPaoKXnJnwoqXogo07bYwcYuOMDoj5yUPsBDvFJpnGxN5Il/SG90bC7ejFrttZwLPxCUgaN6tdZ+xTmmU/Yj9SXZVW6K3FTv/C9j+/Q2bgvkjq7XuDu26UpvD9C54Q4lts29oGvLulKolLbEw6Jp2UQB9cEvAOP///4B20rD4NFZ7+efsdf0beNX2vyTzuefUTk/d0EsA9r97dl5mNu83+htsTU/R0DtylMHksKZnjaSQ8HeRRBe+plAwGkRwRVNXZBcVBgzJ0G3VRmsMo4XkX6CQ9YZRes9fGxdEn9bONvbMc5bW6jYOUxC53LmZLhZv4Aq4mJ/NMEHQyyWLJ7KPlh2k5ylD+UBlmteBWdFKW/Vc5F7wldpYuNzdvP3IEtwsLnYMQK9PDkX3wcl6H9znmFlwgZefULbhA5O/Eb8GF4n9B7ME1DzfIZcH3lH8lmrnvWBZJje2FlnAvYCcks8wM0ChbBslmGRkEZFmiE56aoaOyDRi61wJvtpIRoXsfQ8ydcWKmTiduYebELcycKG0n7sDm5EXl8JI5E15A5JKTnHaSrc4RJx2Al93OQ85Jp+JEOUf2YrOPfZiozd3x7GOGyHPeOCqOlwDpRoRb6K/V4oVbjHu4affeq8TLN3j83nvVhx/cbYrY+SDo+eRFym+kY6aN/5bPUjRZVcW4praoXSobV0+op8BtqHaVqn3yWnlAZiBzjckSJ2Lv5TWuOfpOjUiaXaNZTIOQWUXjV6E3cDc7kDtdaCMnyCkySWToI9T6zsjedU24+VspvGSbm78Jc7hznJLQzm84sE5STez/Zqpo9P51oK7GUQIopPWonznHX0XZHQ0rJ45z/lonaGLrvffeDaqnDj/41N69ws7fhTEuWehYovQC36KospZgkfGICZqeqFkYJ7jrpJuwBkOFukCfdpNDZJxY+uDlBHJl3qGRBDWxSiM2jbRAqj9oyuEs+/WVR+3XJ1FyOsKw2OouoiXIn+kfe8FfH7lEmCrx5Rx99eir4DNTG2N49NY6kc0jjxx75PmuLujvp5555rLLTHv6jWlPuA/+Dr46UZWTGDG4zWGJCTwBIWPodpatCDkF7QB2VGRHRXZUZEdFdlRkRxXsqOS0SgbUEXW3ekiV1Rh2xO58ZtehAYT7kvjeOH7YfvwwHujsr1VQi3F0Bk0O3nrvveQW4Z0efvDBB4OP3WjEVbnQgYWyB3hZujdRFRsPZjoydfUvRFEYhISJUiL1KFwTm3/z9HSnPgbDMrODq+mGAI+xlGQMBcS4hbB+fsHE2M+llhb4bOwtRIdQHPkOgAKvtbTwuuCfr7+eZF9HfhH0kV88Tx4KXo46dFr2ELu6TyqWZhFyUCqaPMltWW69gs3IzrFlWK3JGRkIIKA59IwcnszhmpyUw3O4lq7nMKLN4DN4slWfMYN48BATXswSi0kG3CLbskkOy7Zyq9jQ3pKsS1aSxKyEu+w2p665aCGeYLZfS9ILy7g4H8SlWfWySnAmhGdmwRAIf+Mi4HIHYOA7RGQySm7cbOwHKZTq2M+jtzs3Tt/oC7lNeONsJL5fCSUzN7x3NBo7eB4/GtrzVGxhCkrYaGxjipsuwihUV697PT4SOpbDqWqq5s2cQdK1unoYqDI0XWxwWltD7BMnebKeOSOVZOfZXJnUl1SkJCpWR7bi7S7JGDy/KKNk9i23fF323O61Z626UF7paG1NUFWHU7F6XdYi9ZoyNSN7Rm3mzTV5SdoluEfnFaSY/kD9XKoHcxSHlvJ9aaY0IuU9R9bmDuTS0cn79uc6U1M5yRplSVKL2FFc7O2ZOPkFtlFJhr971/g7smayS2p4Rpwiti8nXxwKtjchUx+d/D/cmQvqx4ktj+dRW54rryWvP+9EnpKHWxn7w3tPT35vsoYNK6dSPUkzTSzPSjWS5xk2W6grNJo+e3Z+Pme2Fjx1aqTlUIvSAh2ETYjzd6TTrAp5UTaZfy8BLzMPMN7U3bSiCTcY3S8O3WZNEW4+LV1JlaTgYvaVyZ/DqOgEO/NI1VKzdDNPyM5OyMmxVhWD+3xxb5mL/YA9LAWkdPqi5Jes7KF9SZJDep4+Dw3k0sN7c/JqRunz+xoa8irhutfLjaNk83Xv8/SIVAD35fkm3g7tCAtBuf2NiTfeGrOPSS1jE2PvjMELjHh49Ex1lZKOjs6vg/I4Im+dmUqho1aLfBB1W1rkbSb7SnVhQU1VUY9xmZWdEjy9Zs0x88Pg++abLxnXoqothdU1BUVVwd8YV0/6WnLzRcb7ntivqnAskoW8qsLyckmdBwxRJcwYBUG4XAk/ABkxkBbKahpJzXT5joaZn3jnrRqf2C73o1nHXVurpmUuuId0T8fHujVT8BZKl/EkE7DLlZePmAsKPgpzYcEL9AXJRcG+4FroOzPxn/ZYHibGan3nxkZhRqG/8KysXLVh3Vl42bZtzf+KM2f/Hz7T83/ruZDndkajRILfmPwSWSW9BnHM7w7CH57el+LAU0/+gldgQfwOA/27+wqKMfd51/z+XZ4MbxIs8Kl5IMqBmWW6xiCMM98nkNhTifZluYyr1WFsjT5DS9SHknYm7UliSZiW+iSWCpEwT+T1TUJ6PC2/WO/Cg4BIIu7otUdlquw72nsUT+INJYGSb104KD8ScxFZCnwDP8WaF//VO+EfWbVmR8OOlv1rHp59H7/2Rz1fWNp/+Y+WrevDvSrADzdOfkmpYf8OPs8v9OH/0rfhi5ncSaSS7pL+ksESGd/sKWFNJQUaShJcLsh7/+SX6C3stHEeHf4dyZLwvCyipiZnSZFztc7xPsAxoNSo+QYOca7Vv4lzrTxkn9JqnmtVoY6Ez78rML6VJOVw+OzMD/leagxuiOYT2sXnEFJ5EiWuImIpMnnzm2dN0qVhzGqSZ7YkVeKdbogGrd1WKmxBSxA2sdfhhBjl9LNWg51ycaq4FNLJf0Y7BnaFh2UjsIeveHbkc/KqED1lNHy+ZxE4y+N2g6700d9DHywHOsui+uC78q3ibMqTcEMTL6fusqqyFWXMXdZdRs8r86DMqorIzqLTRdRmiNBWuLZwoJAVGsfHiNM51oXONpzubNMiycT24d8Dtsei+w/ixV3v/1xq5tkEDzSk3LPC0+8Z8uz0KHUeAcQrdomHaN3nHfBSO8RD/d4Rr+wVAblfqLFB9zFaEdHPlO9P/hzaLecJRLInp0E7qeF2UgdSqT2Vp/anjqTKqaF2wufH/VPakRpJMfRBWpjP58muySVSLneQ7mJiKzZl3FdIC0MH9Eghn0wrsO8MXUt5vmRYmnlQIpPvcHtKisUCf2X1WVusfVbZavyl/9P8nXG+q5oLf7fVPL+0R+FS1zPGydCNlgS9qo7XDdaxBXU1M4s58fPZfj/Pdul+Dgrv85NB/7ifVvm5v9vf7x/x7/Yf8p/wW/whF2YcxBPmTa4S8fWQQUu6V0mX5nM/secQW05mSgon2TwwW4fYYAa8wEDryyYD2buzKYYL3RAwjMAvx7K1kWwCcUFvhIT/v6F9Q1ZyQ1hWHlJBeqRnD0rWyUE+s9LvtlZZx6wML3TIutP6ffYKe52dtqqUiLNTmgLiDBUecObqUtNQ086mPU3yzqaxptNNTGqyN1VBctIPn6sVTTXJMnenkKGUnSmnU8AD1w4u8dfyLn8tjjBcXHj+rGrdVeurXVs7VDteq/hqia3WVctru+GTQ/CJVoudsM48tnadGUHg23XloXFErpJpWF4e6XXJ8LbOGTNQWOV+/8e4T+oKPkJ/gDFJym1o+/Jx0iddDfdXSj+B+zt4ncx4O1nQ3qlInJIVWf1ZVMpyLsJfsjj327J8WV1ZfVkyvhnPOpUl74YLzTJUyTyUWBwJgfkq2OkP5Fej8tV7wU51I+/kSQkpOs91Ah2SF7bXvIE8aofUsz9vJE/OC9lreSiPXco2sj2pqvLTqHMpL4L23xc8l8kLlesl3zOUjE6OH1i0oAhRXyBO1Umy6hdwMBTfBWTkAnJB5Axlf5Tev4FtJT1ktEX+Dm0JD+LsmJ+NLbWHWmoXLbWTkXbSHtPSP68d82zKAuNsSmEnTyttUvszpAa1NDVDx+vexBRdnBdcM8uawUk1mrs4TjndW6a3VO+uplXVvLq7eqT6ULVSbZKIyuFJMTOwftukcTtgbcER6c+80lvoyOLE54H/WzxdnrUe2TjOdsSz2zPuOeGZ9Fg8POD3oIl6MGqMnG9rjnVvCjv/jtl2Cdh5A7b9PveWFGXmcWL3Ep+3yzvk3e0d9ypV3m7vILiN3d6TXtWLrXqh1XCjIZloWlgmJdJatUJaJPo7yHMa6kAIlHTXD9SP1B+qP1l/ul7trx+qp3gE1z4wRHEtKTOO5EpItur1KLB6I+Jd12sIPyQXrSkslxKpVe2TlvFESnyVLZV9lQzP3N07w63jWW65leUgKErWVoxU7K5gLRVdFUMVTKrwVdAKk3BFiGAFtyTqFYLgeoOgaSuGvNRXw/IqgWjqA+liXgIMzVoxi+bNqnDmIZXKwcqRyt2VY5UnK09Xar7KfvhgqFKuNElVmjxWhkhWoiQro3kMxzqGjk2E5VkprVQLpJ4D4lD3Y35xJnaWv9aQqj6gj+iH9JO60q8P6VQ36ekmPT1ET0eZ6tH0jOAqLFdLWK6VUrdaKS3lVkpsZb6ylrJjZSfLlLIo2WaXlQjZ8tLuUtpV2l86VMqkUl8pLRWnsQD9Um7LhBcYO0qniDUi111huVaCXF+WFnIPsFS+opzmlZdmolyrIMxaWzZStrvsEIDQ+ssGy4bKmDiieFaVcURxArBZhtIsE5SihAmy9E0uVyvklRBLrDb0XTzclrSfShUVkhR99u1y2q9kwfh7QMSpRSXGXcX5pcZd5j0PyjvhnlHjngbjnpk5BaF7JF9wg8qj6HlwS10pey8TSrcX+mB08upnTdoRHxFD29ONHoIB8WIpnLeZ90XT91xv3jdzZvR9xpmMwh6TzDPg3gV7vPAZY4RLsqXr/e3kWPvJdsh0n+SV7e0ZMEi1c80CI19uoW5r72rvbz/RfqpdwUP71rYPtG9t39k+Dh9Z2sODFXqAUD8KWskGLanEoOUN0/KSYzB0UDz5rtLrRVpepOUVtGCc6fee8J7yKi6vz7sW4tSt3p0w7JzwWrzT0JKXCFopJq3ZQOsCnkL6A6RPHJp3LCCPTu7hlYGA08lJAOkEBJ1AV6A/cCJwKqC4Ar7A2sBAYGtgZ2AcPrIEouj4/0vOtAzr+80hOVkbQU67pAC2iUeuPQdOd6wKLPtpnlVVZs3CZn3YrE806xvxUZ84NjLmqMyQTES7KWa7l4SwzgtjnUekefPsdmx0LjY6VzQ6d2QunTvtmZ7BDZpFORLWHw/5kRmz2DraZtdGxzbgS54K971Huhfuc+6lRBwqnmBL1WtmldWEND0cNy0RbacYOgx2lrmfkhY8YXR08s1nZze1+s3TqxBLfnAR0MB8LKRf6fKtUgByij7weXSFB2T2R+72eGbMAKdYPFB8oniyWLYVr4W3zFbsKvbBW7lYBKRmD4fHvAuV6wDHD8x2T8vD0nm8htYUFaWlcVo8mOAvHqz2F/PsSn2keHcxbYEm6UjxnuLx4lPFstHyQKjt9aEDPf9r2zbkwdZHyeN1o5ageYq0mPFsgF3IjkRjwFx/H92KEnviWU+RTeLh2v053yvNCfbKPfK/Af1BMz+eJyfaNWsDWRP865Qc1oO5qzh7GzLZaXLcKd9LcyZvlXu0eVHtX8Y2OTT5OJ0nfVW6n6fek/Ni8ospjFF3ES9aUXSqCAz+P/YXFdozOclHtbt4tt+e786vymdSvh0uPH8of2f+WP7pfIsr3wW3fSmHMOqq7oI4bLxariZunCBzDyb6W9zE5fa5W9x97kPuE27V5h5w73aPw9tTbtVtZmV+SAD95vmKqKW9oh5v5JDaPKlYKpXqpGZiPyjlQAQ4Oy1Lx8yCZqrWLC1Vt1oCskzyuGSxW9wWpjGLRSKEO1L1KsIJJfV9EpFqBkpICffUjDIPT3D7qlsAK6v+HquQKlktbyxrKXdptJBLjfZGd+OeRlljjY3W2VauJes2qwtSVZbKrLPFnJzFoRMYz6ys1MurR1nP3hq3CFQtSXrNCywRGrxaKmcaKdgstbyFc6PZ9gveysl6A2d/jZra8TGxACM85Z2DT8oQn/3YBRPv9OZkT7yak3W0N9v+am/W0aO9kSMKc3AK72i2/aXy0FGD5zRNx/AU43xHvsfr8dbjIXxMN2btgsF23VKeMsMmO5zJOQ7ioUWyRU5OSZerfTPTV8+94MEuok18hVqTZjj83T25aZ/vql51+YBSe4U7MbN7nm2+tT5gYaotlVgLnIkz5c8VKo70ohmpq4IvfLXrvjOVxH5+9Yzmt1ds6H6E7SheGKkLgC6qtkBEN9WOkG6mPC8FpXtRe9EGzPtrtOK4+o0G9xWTNR/9vVQ4uZ8Nq1WQR/0W67RGnVqtkbKk7/HkdGdWWpYmg8IwNspSeV5WWnpWVprs1MSJiMksPZ2lWRLs9qSEhNTzEtgtUhJzwJ8y6GEuSUzjxaqanZDEU7P0pCR7miWVZdkSSBJLSHVDlJaakGq3Z2blkFFStBl6dwyS49psn7n+JrUxtbER513NDpZaci6YGGt5Cw+TxNmWRofR62PHx+5Q7OW32A/fcfiwHX7wmD+HOObPR/R6Z7qWDl3uddZmFKaRkxO/I9/t/uVLuXzFLIhqqoocn+vqApbt5MUFD5VdeyBLzQnMvX2N9ZIFwebInItaA/1xXmT+VL0pNH+aVEl6lJ1SC/ifAnSpGVn6zgIYwL7AUwoKMjMhmMzHMF8MEikQM7phaOjO350v55ueFaLGcAxlzM3qobaVXPJKMFNqfoa4hbdO1u1uaPpG7na7oWkcQxJ1GwwdK2DMOORWcBRZC4OH7A6dz7zOGL+N3NgZzo0rITeeLS3gqZS0Qpyun2w93UpHWsl4KzS/5EBra0kJAJ8v5uMhNZ0vUtP5xDd/ZP7u+Yfmy/MjCaqR6YdzXWc4162EXHe2VMpnUJLe0lJaioE7tlPFOe/mI3w3P8RVLg6LjMuXP1Ub0qLJv8jfwrGcPoz6nvyw9Prk9xya5UfST8g6qZdbZWavc9dRqa6kyMvB++/nGUVeB+Erild4+ov7PYPFgx5VZnXPs29LVCqaHOQZ1/mLuC1NryoitqJDRZQXTRbRIvOoRn+LGJn9Ivj/EPovkgqgv2YvtCxmsjS7vrOOHKsjl/yzgfQaCvUhWMajZFHtrqZS9YdDqP4ny+JYWBbVYVlUk2PV5JJ/NpCzy2IYsOwJ68VDgIUjltycGbqdu3kVZ3v4GKeDfIhTideUFxuw8suLAZaX135L9+BLGb6U4ksJvmAr7Nt8FnWV+EqoreRQyakS1ldyomSyhJXwlrVwV1EdvGTMgBdrGryA/yyRfOZx3usRuDnD5g/b1lmxGzq1mdtlJnE7Yr70fwjp9P0dwmno2z083T2LyCyAi3ZsASIFzh1r4J+HFTVinfShOnEsSq4BPBydXfo/g9WsB+2XJHqPwPkoxq/JDx8WI9rkYUC5jBcxas90Z1Ip0yJrnEiyRihfoaxQ+5V+dVAZVFVGM9Fw4CvDcGRhODKxyYdkynEtuzydBUtnp/2ioL1yL7SMVuNBC84kxzLJJf9MEMJ6AcPhaTGMR/HvcDuo5Dg7accn5n962sfC/DvC/DvIMQe55J8JIsR/fB8MH94T7v/tgMEtFpjjyAWRQZWb7XGPuemge8hNJXdqkgJwkhSAo6J+aviSiC8J+GLBF2wBdZa4LD4LtVkOWU5ZWJ/lhGXSwiyosxbUWQvqrAV11oI6a/nQUWta3TFwG7pzG69hAM+OeC/9H0B5tv41MBq6NcCrQLdy3blUyj03hLn/PISGDz0LvmNRMsy151blskv/+xGGZChthHG0RmDcbfh58v+x9ybQURzXwnBVdU/Pvu+j0ah7lp4ZjaQZzUgaJEBqQAIhNoldgNgx4I3FmMULxjYYcByMlxiw8ZoXZ/GOFzY7Jo7sJI4hvBdjE3+GODFOgvOUOHnJix2j1ldV3TOSWEyS887/nXfOzzKaVt/uvnvdW3VvNavEXJAtWqjIiwiIPpcX4+jyAoM03z3fs9K90rPJvcmDjUNUjMOlGIeLGocLWl2vu5Dk6nMh1yVijEs9+4f02cRCxaKFivC4COf+TyLRH19cCo+fDeCBwAsICJd+vPA/zIPjRR4IRR4I8LgA5/5PInFpHuzFeDxf1APiqTJFT5XhM5kM83zmSAZtyuzMIJAJl7gxSiVujJKH6KqXfATIh598+BT9zaj660v7kNX3uu+PPmae75e+Ph/jI/rrI/rrI/rrI/rrI/rru1x8dSm8FR3aKuWxlWVsGN9NGXaBguemkv8PUe36Clsr4Kro2e1SDutZik8hkPqH8Uz9D+K56nJ4Kjq5RarFPE3ZUpkUs+D/DaZqbPUT7F+XD/CvHd3biAVhv3vMrjVvQVcDO/jxQTxovyS5HTaTVWKAycoacSoKWCN2tbSUyFeilOfhn/TY6qbHkgF/ecz8mAWxDmJV+FJ8ckaXUsM3eYryc9x4+lNqHFFr2uSrtZoeNaFHTc+ZkAlBdtPKu2pYad5y/DGhE3+k2vCHrxR/YAJZkrw/yj6HIwiGVQvUaPFAWm1FwBSvUrW9Fit87WXp3YamY3p/KgXZdtujNtRqc/zvprjrIjKOmzr6uvvWEJ3EVL9clPLLipRHBQNOM6bZaR5As1FK9+HBEH9oyQdLPixEJ63kw0E+7OTDRlOAIFHTEUya0EWIe87EbDL1YfKk9GM1pk3ReI1J8pTWYGrTJP6DhKA+TBA5zUrhuEow1Vyit7XpogIXKjCLIv1H6FOk+n2pnQWBRwPHAx8FPgtoWgPB/0V0dl3MT3dgn7JNGe8Ua8Ua12+tYT5YhukLlrlKCH2uEuxbQqrOlqo/Q6rulhZ1t/SxEGLDiu4GFd0NqrobVHU3qOpukOhu8NEgejT4XBAFEXQR3XUR3XUR3XUR3XUREl1Ed11Ud13P4ZGUcf0j1npRP3o+zduYBzDNP5ECbDsPW/nw/26auy4azxCa1yhjiGKvVM6HFTm3VpRHSjHNkVJKM+864kIK4SVEe33kw0s+XOQjRBS3jHyEyYdAPniqzBWqMhPiCIXPBZlNwT5MI9HWIFHmIFFmTHKahEOQUNWHqSKnXUSZFaovo8xdBdH+I3Qqsn1DmsKC8kfLj5d/Vs62llf8r6MWCxWBMLif6dZ8CkaA0eCvkmNGGppK4KhAiGcTLVYP9Iw8wNRIcWtLFpqy1kTj8OFVQ6F1aNlQNLT+kTo4rw5OrIPpOlhXl8jX1BPYPIt5hm9s0GutGqjRWFsTNQbt8/kjedSRh1Ie5vOaegwz/GH2GRbNY+FEsqdk4/ADzGbJFMqaAqNYnreWw/IDjOkV78iWFo/Hcoi5FjgYDWjqyaXr0/W5pq76tBf/yOXSXV1dSg9YfdZHDo6Qvn7bW9l0V+6d3NGu+p5s1l5PTnTZjnZ1ZdNHSa9Zl60Xn3J46UYX0EXWnVzanDvCab10/YnTchF7I8yTlScuEo6Tn2JtDWkYoX/r8pHaXF0t/lXe6/J6mDinrWO6LZynFc1f5psq+Wzrrp30xIKu5pV1qREBk29kq7vMag/H101bMCmSnVtpf+gJpnFIeci3MdM0Y5Vm/Ogxpe1Boazt2QfXVMXK/C/W200wkR03bcfw6sa6ZKUvMmby+vkr21fOqRq5c9rWtlxTafXNt1gkt/3cyrbRjSY8zIAAOMJO5XiQAMPAM1JYr4XpyqFMbYpLepIo6QmFIr4STyAYdJh1Gp8GaTwHmLwUEfhIBDTW1porh+bT6VSec3gcyGHWAF+ED4ZKSkKhPBbDyzzWmVTiMJYCAGZm1osmvR4cYLSgKZvO9dh6MLObiGAc9Zj79np7fRfpu3HUk6090jayR8vRHvy7+mz6mLp05LMd68ravcoOjYTBtUjLCeFIvDZfp/ytrYljHsdr8h6yQORxeobCmEuL4i5FHAVhsFPHTqkrn/nIHvnXFuuau8eEj465vaHJdt9W25pK27jRrNk4aqy8vnz1ATHUPl2sE9u2XTH1dzB298rF8hcL5yEp67cvq5q2YOmurgVtc5qP3/9h22b5iyc/ybZCuGBy/fAhkx5qndU88X3FL9yHGT1TO9whmqxkHcTU3ncSXgk8kgEBnQ5CbPe6g6gGJAFxmzhX2yt3aJZpfg4EMFmq0Lq8LkJk1sybJfNOM8OZOXMk4MnyvozveRwplzgqSxk/8um0+gNozT6OtYKmXE+2qQlrPUx39WA9Jq8qtfXYc5RtNi0SwvE8abuuq7UrLY2c2y7YBXedwDs9ds2yymny2e/c0DmneSVvSo567cWZ4+UPoHgcGqH7mrFwmPzwVrmv5f/EXxlzBH7jDzf89LaVr577pebQv38qf7FPPqD0ue7GNEQ0h4AbzJWqtJzTbHE4zU5H1mJ2WSxmd5Z3Sk7kdHotWd6WsSGbE59wIJv5fCq6m7odZK24i/TadfVstaVs8Adb2Ztt3dBneydbnRFcpJu8QA8kdOAPTSQ35q2JK6sr/RP9lt4H5R7Io5nQ+d7sjaHP9LX8NObVc82aQ+cqmZ8Tfvf9lvI7AjqkrNbr9SKQ5e2SfaedsdtjpYFsiT6r40syJc+XMCW6QMDsrtSGYIhngshcyerJqndTjiJ4DCP6LtFsiqzKbk7gseIJ2OApiirHS2GR45pldzwmH5Zffvx6KLZNf+jx6ROjja89M28aYforUAvD109Gb8hvfv/XR+46vLJjwd2bP/7jslduu35/MzqFed63n/TzfgSuhDxzFdACKwhIJvaECZzQGc5wljMIpHs+7IHpntMYIWgTeDv+T5bE3a5cFvLyR2TLR8j/kG5e+Hv5FrgJ3ipv+tOf/0TXjzNgLejG9zWAoGTSG05oEDJozrAGCNKnTvU4sGSwjVZn8hE7p60lFpjr/v7c9fMm1PkeXIvgCOGhkmHlDQDK74K1MIfvUwJyUmAMN4NDAVhS4jqhh9Bywqw3W4xnbIEzkOJ6NAvTp7F3IB7CTm09JhTNG/MuXidgI3ZTf6sVYK73ccvYyutXe8uWLDC8VgYtqyd1zfdfO9wDG9ZeOaN2zqygGO+4zvbn6qFXLVsUmJ5xk/6lE5hfVRifBFgntSyNw+lxGI/n42PiTNweOeFx2O0Bj+6EXl9yIuABJ8xmT9xaEgj4HGfsVp1+kxU+bz1iPW5lrHqr3ug7U2Y8w1LUFVtbRTZ4IvqQs9cTX9ZjO41HINocmcN2WI85jUWhKK5IVZfSlfcUCczTLkNKogdWLe5cs27CNOsB24JrloaGe+eGTFOmWvf5q8dvXjqh012a3gbnrGwZPmT4atfVVy+y3ovK7Z6RCwNLK5qr6xfGhKpgtbI3yhEsgxYqSzNolsTFZhg3583IrDGK2jot0hoNeniCNS43QZNRx+g5TBRksJy7e7PdpIu6C6a7e7uPOvA4eLSekkA6IIVa8poOoVYLW67aJ++GG/deJX+8H+ruvffr8D256le/ov1ixzG/M8xcEARzpBqxpK4E2T3eE06HAzPZ7HZjFuv0Drse/zW+boXWM17SD/C8n/H7jZ4zzn724vG5p8vev4kWUROiK9hXkFH5QqbGnYJb0FJ2wkzXzJvXT5pp/b558YrrR9c9OBu+I79pz1RdP7EDbrhxfGvtsFW2pZvW1znh/Y/MsDa3Yp6dxHiHMc+coBRMlbI+7oTNZTxhwtblMpo8Zxw2x+umn5l+aWKAA+50POb4yPGZgzU5TA5L8AxrOaPDeH/YYyvoRZedyJ+gTZTiw56cqgbEJrMer5Z4Boyqllon8RcwPG3iOvk4bFxyp/UlQ+syc92sL15esshXWjsXLl8/egS8Ed6xZIZ16rvS5ztuHVJeTXl9EqyHcWY+MFGbBdwJYNQA/Rn8gXHBCvnOsR5iVpAjXijiaKJ7FsQ3TJ1+QHOMl/egSeg3S7737INeWP0X8WHAUB4kMQ+8oAzbywJp2I8NJw3ooAFO98C4J+8Z42EMHpfpRDCoOxHlXSd8PnCCN3hCZzaF4fPhI+HjYSYcDsTPsIEztiI/MDd6iGPv6TePemIYAywDh0nkf8EUPHHVaXnpT8KdZFfHug1T5q9fOGvcVdeOnTnvxuOzZ8+a47zm6sbqK+H01SPqh0jXrR1RvXRxXWVl3dLZDQ1vto1t+/MVC6qHgvNkO1FKa05wnOVEwAVOGIJnDCYNZzVBkgT/EefA7PPcEe44x5g4E6fznXHoVLeqyFU1eELMh4QS6mfDihLmMSmUCOxzieenXjcsvzFAoFjEMHOUyHTJIviZfIMi0L9h8cp/xTK9YweO0+o0MrxWexpLIA6ellaFeR4AtyNgFKNRjUZrdJd6sRP/iP+MRz/m4WEeNvBQz/v5JM+4eG94RhiFDSIsw9BjrbDBCvVWvzVpZQTrYi+s9bZ4p3kZFoekUS9T69VqWS+L6umL9d5nf4sTfA1mEA7Gjq5ePbcre3ouFtJR8oGj4rldp5XvhAdkNMChNf5rO/VONku+KMK0wpo8Db6ILLEoOaLoHBVhnZP4OHwCXlvmLj+0uMzmrh1a6So1GcuinlSX4HG6a0a/XCFxW/0us1WqitisTnfZkMYSj6XUEXSYrDUMXFRVWdJWkQgCnO9WEz7pVlM+pcF/So9gTpUnEkVmVVVUEH4BHn7Gw7d5uIf/Ln+QZ8r5Bh4RhiGeaCwKixgSJOBHic8S6O0E3JP4buJggilPNCSQPuFPIFcClNvKUVl5RUWDtc2Kigx1L/HC6V7Y4oV1XhjzQg6Hmwgz1ctCjoX1f2PhbxTGogFsxXxVGUvYShiaTZ+aW+Ss7dTpo6e6jioHBR4PZPM/xWnv5Thuy406WNH8erYZf34V3/9WlSptTSVKRmeUn4T/0yn/F2P+Dwet4G3p5rUNdzQ80MAsboAtDdMa0NhoZxQ1RKsjPJ+vHFPd2Jysbm4O4CH5BQfc5CAelMGCmq2FSW29dqyW0Ro1GqOWsMrbMGaYGIXuKOSi8K9R+JsoPBGFr0TfiqJvReHa6B3RB6JMtDJSM2JYJJGwut/0Qu8BOHQLSK/KHc2mPzz1IR656lfRP5jj+LvtdPYoiTVyeCxZhZn8zqpV2TQJ3U4ds53Glo2vwgM4veQf4S7OBrFHTUESqFCoAhDON+I1CmQZvDTbWRY1RMy5SC5WXel1myx1vKNUazGatDUlJq3OEeK+ShYVxoApEjflHPFoidnq8FSNiQctwbhBrxvpEAwaq91nIfvpgGYqnylYPpPALPCqdE1L59j2hCgmI2N50G5rR+3TxjYNqawe1dREpIJlMUACQ2qGjapMtiQ+6YT7O3/U+X4nc0fnA51PdjIzOpd2rutkxM66ztGdTKRTnDBFTCQqK39ihYescLt1j/W7OFZyY3m0bCEqv4pwOpdWRELVmojj1Kmj2YEyIeqN5YGV+1QWS+QUdjVYHEQodPOgf0QiIYgHDiKWCA0eaeStlIkqwVXdgKu1NaIy7HovLSOvzYpHhmF8snp4kNFZzBazxqLRWXhfAGlQpsJkdJSEYs6SrN1iNbFu/VdJ7KlApU9r0wuladHtr9KSiNOu9VW741Uhi9VltAhGk8srCNGSobYSl9nCOi399pXG8kuBIXjUivEVYjZ7oaiS6brIQL5PJHw/tQoz8ehFWXz09NHLc5QZsDuJVtVoEqVcml9VUloUhyTFmvK80+H3OiJ231fxZFyqpVysm9I0zJnh7T6DzkDiVtAmr4QbQAX16bul+ReMfYO1zFs6OgqjN4twkkjK+xnxUBg+FYZ7w3BLGH4Shq+E3wq/hyOSVTxs5+fzaAQP1ToLnqe8U5wG9svYtxLbJ5ty4T+n8LdVttNEd3MXGec0l+HdZb1uko5z6y/JnPHFUY7owdjeD+B6lScZcEBal0okioxJV1aqvHkqdTiFHkzB61NbUmh0anrqihTzSQq+knor9V6KSSUq01HxqfDhMLo+vCX8jTAzOjw9fEWYGcAmfqa4TFyP2ahxH7T+xIq+p3AaWb1aFpRqFGadyh7NKpyxnV51WmEYGbTUr5ces/5Rrnld3GXYl1AGrRIvGbW+iouFMcvrUgYtBOb0/ZYdww7HcWAZyEglmpO8N+OVvIzXK5Se5K0ZTKzrSYM58CQ4wDxLsv0eMh/hUFJ8mA0ht8uCIuEqVFvTiJxZxc8QAlDHxlc3No7cdHjDza/e3DTylsMbrlu1Yu2q1avY4eN2HNt8+892jBu342e3bz62Y9y5u598/Iknn3zi8SeV+ZMmrPg/ZIfgGD55EJjgTAmnZBkIIcJDgc6E8XgBmkBTEzZckmJ2vZPDqCSh3cJoyQRkDv1Q/m1y0vSFQx98P/8hwwg15VE76Ctf30rujT9YgW0CUTBOEpIl0OeDcQ463E6n/qQtxIdQKCRGT2JVAtGo4DiAHn/JbRKeZAvE25XNd9MKB5QUHXtwJ3WrlBk4K7cLNY2cwgjtqvB1W9685smVQyrb5i9dOnOEGS04F2+Yd8PGG+Y1jGvrvMKO3np15pKq6evHjlraPjQjxpMB+culj6zvbM7XDIlKtZPnK/NojfIVrIltsmuNH/f9Sb4F6F8AJRQpuicJAtXyjewkNkfz2+H79DruAOabxW2GnBmaGSMLTZzmAPPMPiPDYaJexNkuZmH3UZzdNtHQtftotqur9ygpOLcrWa07Yod2iLb3fgfd9J+vvCJ/Jj8n3wi3/Dcz/Fz33+Qb0U3waXmqitty1scmMG6f9H0s30Zws+BnKbjh80TH0pojds74Gw0A+hchsJrxSaWeW97EQlbE1/6276y8iVwLB147pe83rFdzxMEZf6fcS17MptlGDH8WlMgbgXEfvpvCCHq/6fhZFs0RG2f8iMKTZOd1evyrPeR4GJa/mx7/Wl+Aj9Ljj+lxFp9vp8dnTOS4HZ8v1zyJjz/5KzleiI9r6fnfGMnxOAxvoud/+5eL4TsNHyco/FkXkVN73ynNIs3Psd8aRXaAtrtcNiMvjhoVasnEAaiPW0NlWAdBRoxUVtfUpBorXX69XZeq1DDKVBtRvFxv9liWmGFhXqUnmyMTnM5Ghiqh3RVCXqEKxi1MwTLz2DCq8JEFaaEFai2MG8Pkso2o9hb3zPveve/WY/dMQFa+TP6RxaaLzlz9jQVLvndTS/3mk49ueL4JuoZePat5ybhaB+qYcGRpx8I6e2T41OyEHVePYMuu+ua1Q2rXHNgsr97w4l2r8lXjxfjoOr7hmr0LFj68dorfyds71rRFvHVzWuRfeasclkxjq1jVWh0IT9jYhfnR2fdbza2YH0EggrnScG3MG0M63scjrc/rQ3GQxzDxYNAV50M7iXEm3KXxjA5adWU6pAPBUMztZsOVJiagTkbSbckod7B5UiPFTOqiRkpy/ggfF+22GDFWthQKIUgnJiHplyHM0UyvfnLvr+UD+78L6+89tvLgvVeNjpyz63Op+Y+eHd+7BO0LzOm6Zcz1s4bDe/5jxfJfHoMd8Fj3nPpl97zw02vGzNiRW/0reG93V1dF1z3qPs+aCZi2UlArlYp6WMpDaCmz2Uw83abBYtdWehgrgmZiisUpa7oBF50/xT6tpgoRvJQpaiperL0T5JOVE5YPm3PzhLB8EjrKJl+1ZXJ+zYqF41LMxiVbJvLDrrpv5rlXNYf+o27GcMFVPfnGp1YW9rXWPYLxqQGjpCjGp6SGh3E+CQlGFowbTFeW8LyKVdIMdRgtihcerojb/5BMOJEZjOwlsUNeFUn8q8JZTZV8snzsgnznDW08wTfUvuzWCZlrr1oYi3Suvmva0A0r5o9JyidTYxfXT147PnoRGty1c8bUzWxUaTk3SwGpnbelg9J1V9/vNKM0hzGfc1Iwocf0WHiTqQzxfGmmFJUSgvQ2nRmiAWwmPM6lCR1OwV6wBUJHLTUatvYumCgwGSbkPwxgsubwudsKKDLNf2/5+SA2Y3yIz/k/mkPACGKSA+oMHGJ5g0ET0+mMbIxg0duN/8F0r7p/prNWwM425xZqc/ah6LFXX+2d/yr7xuefn6v929+Ynyr33IN16VF8TwNYJY14WAev1kGDAei0Ol5vcOn1huUQGgBEBgR5YHBhMFCtv1WP9HqTFvOBbKFB3r6OxwUEAaMItltdXejtxjFwVy69NWUDP9iqIcsLXVt9ttRW3c34WxcZW+nSgh0KUPOofFvvo/IvYBxNhht716CjvTnNod6laE/veDoOdfbN48qxjrlBDNwujXcJ0F0KtaUwUAK9FqvHutQDPXwUm2AsVua38VarIU72P9npZ/xl8QyAdLNl4PHEYlFvuNJptdpsdotTH6zUUgeYo7EU1kAaR1ErpzZD/eDNW7u7oa+ny3az0jlFcitnDXF9dTke2G04ioJCHPsAEPMWAxUHsf/OUdlnlm5/ETbDLT/Q6aFbfvAbG+6XD8obmZU75p7av/+j37xQWS73oXc/2r1yX6pBvlZ+UH74JzqdfGRfObz7e9+65XfnPv+y9wu5TwdrlPF4at/v2AVsI46r4qBNKmkpgRzHiiGG4UOZkBRiQqGkS8hYodV/AK3ZrzUYNQaGi5DlH0TeJZjFvr4pV4y1CMlEW7tg1ltLlRQWPDtTUF7V3JBr323QL3858rnZs5/YMLpl/b+NjErTc5lpTbFo0/RsdpoUZRvvv+nLD/bO7hx/9/HN2459bXTvfy7eNjWanHLj5K7bJ4uJSesUGm6TO+BDWOfI/rOC5OCAyALEowxiELRwLOBA0+mjTRjH7l4lbrATC4IPyb+Fflb8e0pzYidk5XNUf2/D4+Qyqr8rpBHXG7YY0MyCBouKBqvqK1L1zeNLAFVeEbBEfcm2+BCrL4dPMAbFMQ3UX6zB/fp7Ke1ll8nflO+VP4ElcDycIS+Cx+WM5tC5IziSMRIc+36D1tF1u5RkNxqAWO2CpDmQdzEugxbL5iWj2YipIZKhI0zvsSyh2+XxhiAO2OnG2fEqphbzgNXoxEp7whdfNn7NhHh1qRE/xzRyhtkXYjX/FUj7hnbduZRlVV2RWzV5rCsiaABTpWA44he5eJzzenkuw0kcw3HDqoWMBVrCZRiJlyMxq5erIKri1NbRBUO9kSwYKvFBtl9nMFtsvWSdEFYxw2G/yuBMg2jRILSZgrdW1Yl5gyCd/+b8RY+vbhx9w7fmXvnQMMgMpKo72jStOjtTikWHT81kZjQn5HW+lkVbZ13ZOnnaruM33vr218bOmv3wOVQkmjnZsaE9EZ+8qXPmze2x1IxbiV5YMQMkTRX2lZWSDUGjqNPymozmeQ2j0SBCrdGg41gs8Kaj3cRnduEfNEp19+/0i6Svyb+56y4YYMWPzh1iRn8EdfLn+N53yh3sFFbE491EKVjLt/BIFKN6fTTqrqsBQnW1T+TdGTdyM8QEK6wxLwdqSglD9RYDYegxsgTbowZaORppYTvEVqghfGtEmKc0wML5G8bC5VV+S1aW8ZGaFQ2Defhd/YxZTZ31gdKJc5bU1C6Y0uQUod9qndIUHVmXMLqhP73q+ztuefm6Orh0RK60cdHo+8qbM35f1cjUjPvR7XLtR7lcgzuWLW34BH7z3Jhdx24Zkp2xfrTWblDzt1KssyEcuU6QqsDJkOVkNBGCfDQTRaFoKFrjoe/F4apOkkVz5Es+yen1oOxJpxlf3aRkNJTGLJ2IIjP6th5CJYkStY0wd16O1wSZAd6GqAvz4E2T1s9pDqRXDl32yJV1I2545prr928cWXPFAwvncJXj6srK8uMqqifVlwkNkzSHNnZsXr0oXRYeu+nZxVe8cGvbuK//dNOS906evGLel2axZVGjNLcxJDTOqh9xxRgRY7gQ+42I5gilb5xUkQ/B0EngO1mVICTxVZkqBKpAVU30pBJSFaljgG4QdQppZPkOE4e9gpBvZPIDTUKh0gqZAUZAqITmZROvm9pYpG7Ds5S65MIn1gvh86i7qmPLKoW2Z5ZQ2r7245uvfPfDs7dE2E/irUuGF2iTlrXF1dwExwkOzrqb5gqq/8HHjxRqJ+DT5JjUTmBekEb54+xq7I3dYIckaQ2QsZhNOC1kRQ3n0nAaDTeT28ahBq6NQ0nMIC2y2kgSh52q1oUvAzO0UOu2mxirlrNYiUNDDMNyOH16SQMBS90qyQfJUqet2042k+7K4riAuFRLt6a72w5zeEy153wDf0lG2iSMC1oBCoyFseIxtoqJs8flH4+VE6Pln8HTULtNY7Q4reNg2SSr02Lk9u9nV8vHgqnKWvHf34/VpsrJawAB5gK7E9NnAQGQw56Qj1vDgk5XLvCejEfy7PSwHk+uFlpFPpfJoVyc+IcXrVaLndhszmA5hNaAEpI7YldI4jt1cChkAXTdz00cXiPEo3+8CkYYfEiPcPgPySokmTPFOZL6A2dKAjxwU9NUR8XQdKVz4cTlh9cL4pBJFbvlEUiz8qHauhZv+dDo8hXl468cUXrnCrmJuetthLi6eDynQUie9GdON6xictCCdvki0bVj4+NG1NjK7lnUuGJGXsuwEPuoOX1/YG9ltwABzJIqbILdDoTnBThC6BDuER4XWLIPAxKEiF/gdRmS8Qg2OpiFXK9iYs047w2hNS+QjaRp6tP/ZmE6BHR1qStyHNuv6Dg9xZQXtbwuz95aL/d13/D2vR0d3zh+y2GIquXTgRWThsxrEcXmrrqJ1/Pw+h8d6dj13ua7Tj/Y8cL+qjnjI+2b5y/ZPiW6+Bqil0Ru92G5OUAU5CWvXuCDmaAU3Blkg0HRKfKOjAM5XERIDoOTCAmoQhowleSk3GfIDBh2quStNoorxRZIBLUbdreuiU++ZXrl7PElrfPWtclpyN87tqueN3m8lSPKvbNb2NUGo3fh3Qev2fVha6C8zM5s751vj9RFR90y8/o2Ua/RKLU5GNcGjKuRjAlarYFhyG76vIHB8YcZj24AkJd/MIAjuqXTAZbwGWJ89ZjPOHoppJj9qkXH2eoMHojchb+7mbt670cjel9Ht7Grzx45+7ezhWczZ/CzyTvdyrRagalmENneHhshMOJnV5Ogx4YRYICGGKdWqzewh9Tn4wcrjy08t2vQU+27mfG978JfygJ+4vFP5WpVt97CupUEi6S4W/B4cCgUQuJjSdiRvCeJ+GQmKSWZZDIVEnhzxozMbg81KZwm+l/Dj3Vg9UqACJYbozMqJUmE9t5j2QEKRnaLVpQMhxT9Ew4X6BmWZi16EFUk12zf1Xb3rx+ZOnH3L+95Dw/48seB9TObV06qqGhfMVIY3yp54IO/lCvEkdnSGQ//4rabTjw865nncuOnJabcMqNre2eF2cc7lxZleQOVpSR5OZHFnt/MGEQiQGQnvMShIhna9XqkMxpwOEHYSIuqFEaqnOzuoXws/t0NefgELQ6ai73UVPj0lzvgKTkCCs+EB/AzGRCQ9Eh5FiB3pspBgmH1bvgu7Oovd5Brkn1/YCR8jRvUSd6EDrvju92Qd0O328sboVEwGIw2Yh1aozL11dTzDuZwTxflMH3tkRpPiPFYiKEDExJg2dCrds0++CaObhljIBWJV3k4dnWv55qHFqXfeau0sjVbUpIbkyrw6TPKp9ulMTotq9eKnMbFcRqdhtWzGj3OTBDD4mSRwTx0sXqBrWYRYG04Z2TNerHaCIHRZuSNjFGPcCxhMLCMguiAJLKrhySRJAZXS9TwUOFLO+pxLsZ2W7q3anBIrsO/JpaOQ3E9jsa1doGw+k04W66BZ+Qn5QMPyB9hjtfCn8p1vTPh7x+QnyrazRcYfw15Z9l8Fo5gO1ik5LSslinI4BDGiCkaab+GqsJ142ehEezqc+vOqvfUkLHGD26TJnncdW5Uz+IAEppY4HebOatRK27g4JUcHMaN51AlB4N4PDUYStY64RInzDlHOVHYCZ34nwWPR/aMHdn9btZo0dg4J+bNS2aT3qaOp90OOpDinFVd7Uvn6JeeHD6hFH3gWMRJVC8CI/QNFoIzxHgZH6s1WIwH4L3y39k+8LHcx8p/h/ceMlgMOg2cV1KZycdQ05c7mNpzPyX/sfRfi+bTlf6CzNdQmU+Xam/QwXE6qNP58AiiFZl7WKybEuaefi2CzQinXQNdD3OBtSjyzZKFeex1enIFpkLKWIzwbmiDBxlokz+VJzAYjbFo/5c70NO9U5X8hvihP2A/RHLhKVLlkFhrDOWFMQIa4mh1oLEMbGCgQejAQeuA3FiRKsmO91mNEeIFNectQFDTUHL8/gCO+J/YeSnxnI5dJ7fe8Ys9U6bseX/z1l/smQzjlROvbGxcPqGifNxVUtNVEypQ7uundrdP3vPBtu2/2NXRsev9r3dunpFKzdgyu/P2acnE9M2FcY7YsQuEwSgpaBBsQR6PckwwCKIe50Aeeoj7djhcBvcl3bfiJtRBj8YaKehHajgiKmPePct311dPbuBz7YsyFTdOumnR5qSYGp52tQ9jV2tdjsapVwyZtrEzZ9Br5cXMXfJ/22ySWN2sY9gC33doeMz3ElAHHpVaR2dgvgyOdsEWJ2w1wLgoVgYxxqP9MO+Hoh/n7B6hfHYEjo3AIVgN2yt3VqIRlZCvzFSiysohQYE3ZUzIlCUk2ZlnJSO+g6bcXY7KIwKdxAAQ30NLRgq62EUUPps+OkBgXUR1coohKEvZZB2MyjCmJfPV58XjZA0bUmHm8Vkc+3sJcxShavjrJ6+oGHbXJCLQgoCbpfLOcw9UTLyqsTJW1lY1f9jijD9YkPGwZyMTksFSLNw7CsK++cfjyurgb2ff0ZkyeCvd93uHR1LXtRVFrsq8B8ucB2lwjZT2ut2iy+FyOWyOMpfLIMC4PY7icVCdLlP8EAR2fJXX4SqzWa2ULWVlVS43b6gaoAnddAjCgZpdNa6CTtB3ZNLQWtGOECpEpG5MvBMH1hDH1ilodw6IYlPQvRuxC7YvGBksKXEPXzErvzx3SP7eN3OTA5YSPh5w7hwzPVCRzKVsU0fsYVdbw/lEYm6ucv6MsV7WvXiC/MnnEzttOr0GyfXo2wyrbUxUDOEQ+jX1vW19PWwc61AebJfGro7DeLhS0JUIweBeC7zSAjst0KLsxSXpWJ3OWQ+EfD4s8M6MEznzhBkCNgdgYSw1ZSVVQRgMxsviPjIq76sxlhGW+Iora0o0ZXeoXwYscHQRN0lq5Uj9KHaXSqKtUE/+iYVZDRpxcCTgwHwrsI6s28fhYt81MxOtdXx5xjWrdfZOcU3D6m9f/e4f7PIv7VMntc9w18wYOX1T+fSlZQ3T6pY/9Mu/CvDrc+dZyqrDQsaq9dg9Q/mFdzWv78w9+ZxphJQpd5YG/FZX0l2x+5rqedOaPeU/eIvyK4nHqj/THE2UrD9jIcuJK7CHBVoDBwm5DNGA3m48Ph3r6j1KElG7UEviN7hRfor5ifw0s/3s2XPr6L12Yr85B98rBjKS0ynabHEccMQyMQRj9hiK6UisVmq0q2MxtTNlYpsOsur0Dl37UWcktOp8RRWs3Ql5hjUum1w5MuVjNRrI6zyx0tIxc1aPueE71w63Gk3YjT84crarfoyjLOENzJbQ6t6nF2+Z1xwOZcKOynELajL3zsQ4GrB9bME42rF15MxGg96sN4oGvcugNxha9VBvZzkt1gxO1OpcWp3O/ih5+TzgcVYK9EYcS5A1SZ3eQEcaYhbQj0WPIwecZPbP55G0k+achV8UhkwcRdChEnVo9GaH5cewWm6Wv5RHw/zPLA4LZvm1NMdEtV/uwPS8qWaahLcuALhhlLd7pUXT/Vf4H/AznZ7lnj0eZql+lx6N0cFWCL8D4B4AlwE4JgRrQ1AMwVBMAMAbFfhIJoIivlYbbLDBpA3aDIJeb2R9gtcopE1N2E+ShXTktYVYRh8xeQmdoECnEhCc7sIKXU+SCaLettO0ir5HiQiKr4tmsHpHcB7KUEqhN0fpJjTnGiHhAMsetFoZlnGaX5b/LL8LhWvtfg5Bk9Wi2QUj97JWqxFnpH77tbBUPo521NbbrWPTvThs7v18yu2ifWhTgw2le//d1tA01C7ePgXplJjVgeX6dRo/XCk1Gjgj0ms5IxlZNDoGAg3Sa4ycUQQazEcNx+GYQS/qGJeOsZE4A5jJa2v1wGjgNIhRQ0UqYFp5Qyx6a2rrzd0kRNxqI9+s+A92eTgsLKHBoRE64G7563DMe8dhi3wX/v7CH/+I2lFY3gcn9r7fux8ul3cRPHUYz4cwnjowVUqwGpbRiJyWFkyIkGUQZCEjIujCJkgqCKAWqBgp4Xp3IXw9NWDxw2frxYdKsFqIVe3wiNwKR0MdRHAU1q/T6H65E36790o5quhTGbb7czS3myaJa7WwHkfK+KEUGWwBumoOkpfy8WQ2FxoZBqNCzFdv4JAS25CBAedX2SKHyIoM5Q2dxc7VkkplNxTcZWiYrGNu7f0euvZ36PGzP+0deVaZG+Juxc+34ihru1RNM9tqA+QNEBrsBmQwmN0WmxNanVYRQCw0qMWhK0l4yTaiZrOFIGOz20na+5JOx1pJJ8pLwGRwDkhAs03dPcrIlaZzsW+S+eVue65LwdPWjUcxWE9bytSkuBr2J8VkHztnzh5B1ezQ3h8jU+9f0IRz98mPrz3zXymSJX/632chlPvgZ/BpJWbkrqGxSxrcIEW8AZFJpRiHg/H7gdtNk3TEkJpXQeANGUygj1AQCCDPYYyvEwTxkcNqdZKsQMTfGY2mBEO8gAy0Iy7X05SjfVhqLq/OD9op3nZ16hzLP+YWarnB8+YqOfC8eULumnO/WfD8+lduaBx54/PXTtlZz2h6z8GTckK2Z6cME3x10xtHTK9xC8Mm//734+dO3/uL27ac3DO1pnIipvwv6Glhwi3zOrfNrsp1belYcNsEnujUEDXvMWOdEkwmaGW1OkYHDdjYEAOx19SKWL2RHkf1SMcRSo3F/IeQYztKXqWKRUXXGWkmRjcVVKREIgxtbR6PDDG3huRH8+fjbAz0ATQC3jX01aGoXN768GsPy8+cJXNzjX0HNUZ2HwiAKGb9u9JVWwJweQD6SuDXbHC5bYMNDbHBchsM2mCgJGqzAut2M/TG4Fp0B0J5PGJRIzTHMggHDOvhNmxHUCO0V8L+CNORtdxhheus8AortFpxEEHnjTIlZEr+FS+OVAMIu9Fn98WiCRJXGawWi81sGBhu9n9TggeiiHZ1noJ0N5J1we5uqLhW28ADmoV51Xk/Ei9o4/liVKEVlWmMsgGBB3v9A5ura6fsfu+2Jc+M3LR725WTcVi59LtjXh45t+nKCSnHWn5cJf5SgW1p3813jzly9db3H+ioiG/beN89n2x+f9eU8qrXEjjGnD1t5L/5PBWdW2alxpYNzDE8IAJaJY9J4PGYEwIxN+Mrzk2RZcJXVjB3M1gLiNT9aM3L893QTSR/qquH/KfTUwMTDXducKrh9sNiriHiVINfdeXd4SFdI2O5joWZipsm3rTopkh8SIrnH2dXv2PQWYZ3rmmZuG5ajUGvO4Zelc/p9E01qSaywTECUXX+zwMqQIcUCQR8emFEVFmCiEadVSU+0eNWQkKPr8Tp9AaVuUDvwLlAMhFzSl3gUSe4yO8umBkkaz4xd84dcV92hnDNGsj/7W9fPUsIPzz85z8f/q/zJgoh2IHj3hfYm0A1uElqmFGxtAJVVADBWen0+3mS90dy831whK/Dh3gfhD67D/l8RoMgKnFBhT9Y6fN6NUEyjZbEEa4RWLA/NWg0EbKylC5MpR3N2pUlzGPZLG24Lc4o0g5RUpWqpLQk+VFVLwVr8zTMVToXCzoaYtgXRqz79tKasUMqPI2BEfnM2IxvzXU1PymdPXzmQqtW/qhx0xub3/pM/IW0bFwSLu68a35WozVyHxoNgarGyKS53/h2aUnbOPHe3n3o8dtfXpV9YNuLuvz0lX19yroDF3GI1m/THk4O/AW0Kz2cXg+nlRD0HmSeU3s4LwLfDisL8B4/hfdcBJ4vwu+BRjDhcvCavxfhH4QOMFrFJ3opfDS/L8J3QB3wAb9kYvADSskFDBrwBFpHplzzSvGaR6C57yXgk4z4miAhmu7gQsvOYGHPoDlyF5nLx9d8l17zKBym7C0N0kmG6X9PFZ2DJu/AsD5V5Ockgj8EZhNEEoTmQfgr8JEifDsMKvyEwGSl8KaLwPfffw8OtiddDl7zn0X4Dhwm+Ql/cDZrcpILEDIN5k/fF9hIvs9F8TXPkX3ITdzPOpQnsCwiT9D0w1Oad2JHMW0AfPuJIjyEGJ4dDN/3Poa/ieqEAr/n3QkqvJZScD78aQy/UfNpEb7jF16VAroZCKaAHUhBUQ5rqB69pOpRs6JHWA4ByF0gBzqPRWl4WZEbrAMdit4lExoN1rvkV8K3w3kF+ESKwicuAh8uwu+BExW5fRU8xf9lFf/Ogh0k6y6FD+XRy6qcJwKvageJNLmAQYnz7IDmoJSGwyrNOqBKLi4CB+ZRfNAzzodvh9UFeDFJ4cWLwIeL8HtgqKCrl4anNBxWaQiBgqTFSnIBQuJ5NNAcgeL0uoqTqYCT3oSInPUX8Rc/Ktr+Q9AG6i/rv0qL8Hvx/dsU+FIvhQ8MhpdnkXXcIvzj6FzhnRoeOOB9dnRtkOL9XRXvpgLe4Rh59xEMXyDfWykvFfgnsH6qvAyLFP5C/XmLYzE8fYeI6WG4HI93FL68krxwF5Zf4Cfuo/f/nnJ/8J8F/YwlAXnbSGoQvBoXOJD1rX6/R/n6lMpXncLXr/RjwSL8XhgGYxV4p5nC2y4CrynCP4zHkexX3R/LoYHK4SlVDktVf43HcuOl/fUTkC36Uxu9r+MifA0W+boXXl3AuzpF+Vo1GF5eRtbpivCPwg04YCB45KvJ29MG6wNblO/DMFuQ10X1ga6PUbyfVW2rcsA4wA3mB+mzxPA/wnGcE1vUZClkMRtFuy5D1qmg3+PAyQZDikSNrM4CPQ4SgrtcnM1p0HN0IFQX1k534zCuEMcpgVy3UrKTI6EbyZ/w/xwt38HZNf6+e+FCZcVtwgSy5gafkOcy455bj/88d+5lsvKG3tqyhfj449jHb9Z8XvTxD55qVqjROOBFxpy+T8heUuRdGSr8Q/8x5CvHkD9h+AVUbgr83vdVqdGNKCHUnTemzZBnwbep/ijwj4cU7QmwgCm8z4auF1KZKTAP/0f1V+EAdvf9QdPKrrYp8Frr80in6OQGi4UMrAVdSGJdYKlsn1dlO6cgW48fkBHVc56uzyZrgBj+BQrfjeEVbE0Bg3aQrjNf0FhjnzJOB9RIg9NTfLnz8ZVnkxxVhcf3BV+q9+VcQHPeffvhjKdQjunE7hrfWatlWQlyHH0Zdu2FsFjP9/VOp/fE2RQ72C7XUP/4kuoflxX8o8mKNBex99lkTawI3w1bVVw9NqPu/PuGi3BPwNgAe+cG2ztZa8O5wr10nb1ZcpuEYDCV9HpgXCQL7CiZNHjJKtaLHpeRJ+kAAiw2F5r2kKI9kgrQbO1Y1l6Yu3XTZhI6f02THmWLj7pam1KlTgP/3TC0+0jzqpmS0+50OJxDJi0dedcNnbNytYnampnxsQ3lepf8a3b1dXfExywa3vCtpRteqqmbOjQ04mexnY9D3QjJH6/2Z6/svb8YF7xVjAsewnHBkMvGKcEi/F44WfFvCAe6FL7iIvBiEf4x6Mf8/Oq4g667UNkeUGWbKcROmRyMkzdbXSDbHirbA6psV6hjan0N7x4s2x4q2wOqbI2FMSxTAw34vnWD7kvXPygeB1U8tAUdGzLU58O6MOQi8OEi/B7wSUF3Lg6PfX+c+v6Dqu8Hqu9vbqup6cf7/Ps+AX5RvO8wet/GQfdNyl1kHQLDH1LuC15Sdd0VAAPsPdn79iC4H4JDKpxOPwiOrGvQ5x9Sn3+g8HydidqEZZBNFNZBrCAvGS1kUYBjGTx2kJJOaLEAg4Yk/9rCRGxvt1J1BtNHu9/pPXaUTr3S6k66OEKbkTb+/OfKEsmxY/DJg7D87Fn5vYPyLAU/JS78ohgXPghToEWNU2suFadSnT+s6rwAhlw2Tg0V4fdinzBOga+MgwtjJQV+cRH+ERgBC9U4tUJU4tTkeTpPrrmGixWveQx8CiZeJrbdiWOYOVR+yjWPw8Oq/IalyCudCvKj6x3k3cjW19Tx4pf43iq9Xt8F9Crw4SI8Bw8V5B0XKXz8K+Hb4X/1x/GXur/mvSJ8B3wfMEVayQWXiuPDxTh+D0SFZ1w0jqfwNK99XX0GKOa1ehu5ACH9ZZ7BgSOFZxj09BmGQc+g8/7UPxxR6Ab/XfAPBjOruQQ8U4R/GHwAMpeFDxfhnwAfFvCxWSn84BhYyUX2K7mFLa7MW1B5tIEzICa5WFBVnQhLhWkMtqp/IiNdq2xdqM5/cEru8QOFLvRwwf+6vA4W+0nXoOfS+WEK363K/2oFngHVNV6vxMDqC/HEessRPFW/vJMef+e8mh9RsmYQlpSWETMaqGENzIBpw0JpAR01cUC5m1nQ+zqpIvr03PpBNbMMjmqflCbnGcg6EWPcqoM6g0GEyAWRYT5ZGULbENyA4DIEx6JOhBoQjOKnMqZtZmg1m0XAuABj3kpKPGYwcDQDGdaqY4wMKZN5xWw2GQ0GI5nVBJCs8ZFGqe5sulD605VLd/1gK5tSemtydqX+h9bRDvo9be3vSkJaR6tlcKTM0EraLzPwXVhyL62hvQc+s4vW0LKr5R/Q1U15G8PAjYW1zUK+Qnn5FD1W16bw8ZHi+Rvo8bO0n5qMzz1qfU4KTJH4ITGYF+AQB8ybYcogZOgUdGWxKKechDOJRORixTlqbV3vMWXu+ZiylHm5Ch2yrDJn0gMn77zzg12TOr7x77fc96s9E6E5N+O6pqbV03MVk9e0tl3fUbEFrkK5bR8+OHXag7/YQpZP2ne9v2PhXZ3lyZlfXzJve2eqYvad//Hpp8W4m9L4XJHmz+jxC3Rvry/V2kE72CPNHq2frkdxPdTjf0azun69zADbDXCoAdoM0GAwt+pm6pbpmJRuqA5xWHs4Vl3TrqEr2nZ2NAvrWRhjIZsxQ7OZtQOW0+tILZjRoOUG14LllF0fsoV10IIydHX1/6I6A4kS0DVuogaonjOaHeZj8lH4PCyDz8tHj5ntFgPHCCWpiupU7zOk3BB1Yj1I9uuBRrGpF/vjWnr8EpX7ePzxB2obWhxzTJICKzkchusR4vUZfbue0et1Zq1WxzA6Uo76olaL6P50RgM6b+K+R9lQId1fD6sapJfsP4X/L2TWnrszxfDnPhrBPHFuLrv67Puf/vJsIaf9A45/OBIbqnVrV9D6iaRkRyLL6jm1wI/VGriBNTSFLr7+4s3dzDGcQK4mfGC2kxoKlWaJ0vwKvf8ojPeHtMZ8tpRESHfABDeYtptQqwnqTX4TMml0Gp3RlsRitFgwwzU4SDXSSguDwTKAbrJUSwvkyYoTmbavT6frFaNOK7S79ZAsFNbCWngFM7X3HEzI30Szzy2FnTJOGs8y8lF5D3O2By5GcOiAGIvieggUxyJ6/Loir74PNHn2fjyGRUEatEtBnwfqdNDLQE4oN8KYaHEKZQEfsEBLOkAk5YP+w9guYyCK8beQ5qWmU1mMOvkgbVvdH/bYcJJ+Wimkg251fQgjXcXQruFau9Ip7I01MnShhWldvf/WlnGbX7lS/svVr2xuG7Hx4Pq66UN5Ydi0WmiqnUa+Ta1h71+uG7fx6WXLnrttonbjRtO4m565dsFTt3bolsk/5NJtc2sy88bXaKA2M3ZubXruhJxGoV+tOcD0fp/KCuunJoJllQDDJLtDtIWMogBEpOOxRVCZSHohFNLzBjvUF+pRlXZoQhyl7fSAWhgvVpG6QjEMp6Vt0Fr8nRQQxcXa8djQXa45rdD4tZTXAK1ul7st7xsxflql/Ndpu3PXVlRgj/vuuKujYkKHunr/zdwWv6YFVshvztiWyU4VrF6bEclvwEZNqLTxiiueI/XXGH+A/WoGzJCiHvtjgecDKMDo0uly3uezCzyfLRd0ECqV/SW+NKRL2BlDjKiZSXGoZP85Qg7pPCLarrQHO+qPdZF2hlxtjooqX0cWyTyK9EgjqVIdVujRIfuvuud83NiRdj60B5ruOD5xr69m6vA/9vbNqOYj4dFXjW25sjUa5qs6zzIVi5ZfXXfy/vvaWh94v+7q5YsqmLP/XTEut2LksOvn1Oc6140auTLXWvm34hrJP7HO86+sY9xA88ZnVfgOMOVS81f//BrDPz0//8/OI1P5E/xtw1T4Kwv4V9eYTBh+UEz0L61h/Csx7j+93kNr2P+m2Y5tMQUmSE6LkCmDZWXJSq+HxcaTSnqJu3nF43QmDfEo0WJWz5QXnWVv94fE6+QUyzzW+44616H0fbgLreOFpffiUidRX45YqJBkfiQ/HWybPE2c+/i6ZmnFAzOqlqaHlEvBUC7mDmTHpuu/NlH+lfw09qsn3GGfue6K++fOuGd5g916xm7yxPNCeHhlICHKtcz24hwXlqMtrsbsvy/KUU/nzrhBuSzRk9uxHYtgpiSUYpdjFKBSdGJIIFFQmgjxqFhK1uoBIR8hi0AaRwLYiLVozQuWQoNOuvdYV9amNFDQ7QmOqR06boFU9tflNbRVhz2vhUKL/izvNaQax6dmrvfAWEaW317yxI0z84EJO392+08gTMm/4le31UxpSurRkx+MmN0QvGpJ/ZEfZqasuvVrLbd/8MiM/c+mZ7WFG2fmi3MJdMw9CC4SK/1Leqj2OOB7PE/jbqbvj9yvsL7EQQ0eaf3BhAjCQppPZ9JSmsGjV7rOamFEf6kSSgL4GuXWM8AKHHSsMiYPFGpZ+pfLyS6D72Qd6p6+tEBHUJ05o2gOwo6PoX38BYWC7qIyod/LX+j0pvzY6alhVwXLLXxZidGIo3imBZas/c7V2cbr/m2p/MmP4pNHVXhrpjUy22XrtJsj6eYKt9v6Iacn7w5185ko+rs8sWHhrWOm3jazCp78I+vJVAhVpWZQqBfWAky3CUTAZKkERETe7xC0vDajlbSMX+vXBmNlATEY4clMiB8AnxA6jOkuARDT6yP04igR0/pm75swTSshVGqVJut+avIFCoUBvSts4q34lGaKfhslac23lva+JT9P97ltx//78f1dkYZTckRpdJEnFmpYNY2YhhJs62GT2GFZYEGkvVKyMBaLv9QLWbGE92f8yG/xGbwuau/aADPA3k8TeycRGjF2e6FYX7F1paO0sD9Ewb5/LD+VfXTRlK3za+SPHMlRmWFXZFWDPuxPViz65lp5Nxw3fApOJb2yjtlejO1mkvkS21zVv7JgsmLHVVV0TmbwepS/77/YaWTe0rZUmcMBvYV1GT6Aw0QISwfP68rvsAtpDeQQyQWQUaSFVmatqPSe6GnJlZaYu9I7eawYlZLiqx7bUTqJVZQN+vsX8i4sgjshL78Da0grCrOdVFuC8/NhtQ5oB362DZSCMZIXIQPtgkQej62MDYrKxtE0LA8GGdq0bBuUGBcTsWJlucr/omEIMVWTSP04c1/v12GgYAS9b8FP4lMUK8BI/e7tgqqcLSjPHy/I2QfM2yPiVzENVsy/hygNHjBW8rIcB0W32+Zzae2izWjT6vU4ZHITO9DqNFqDfQD6p7tJYErSiqOOeptaHI49wVEazuUoVyP2HLZ1DYe0gv0TpmPJF71XfHF1MuVC0A2rU/AGwuDej2GN/A4q7TzS3d3VdVredz16/MIcGcs6AgC3ll2Hx+cD0njtJO+k+CRGx/m4BMeE0zBdXS1ma1zZmpq6VDY7cmSqQoRiNCpGBFdECAkoEnE68VAwhWz6nq5JVZeLQjSUL6tjp5CGOsmQSKVGRLORcsMIUlY5avRo6DygFCgqxdvExdlpVSKtSCUOz0teGWzrVuqDsO2TLQ4KzQGQZosDj+mm/IK9kSG7XZDhFAd8dODAIa7SOkAKie2kQw+nlE4MhONG2kpQqxgkrZdnvOiH0OkuKRGC8WkV7nx9vTea9qY96YqY0RRL1wstNw97TX76h6XD03IPppy3dctPv9Z4Y4tQn46ZjLEKDOpNR7319Xl3xdRECV8S9GDPkmEt8bGNnTf6TVbsRNFPWZPb4Rw/vcPH+m6+St4HV+SHaORS+DEy+8vL5B1w4jU34lMd08c7HW4T+1PSm2Y1+W/sHNaasLFYVqPxWPM5Ho9rQJcUMmmTyRqtUFVlE/gYjMUCdTUCACVCANSYTSmiXIGSZLKauNt9bmM10THUP1dxLNtbX0+G42KrQY+yuZcDR9dOR8FYCA8LcxfFHjxaipUrbHmmnT0VXr38mysa3BXNmatXNax5ds28B9bOLIN6ayw3qio0rDq0aEl7vmvB6DGjprmZdlibnbZieGzMyCEeNrJtQdvGOTUlLeu7JlcMjztMpenIkOb3pjRlmse1FvsO1X6uUZJgEPUIALOOYzwMYjjFH9lZPD5DVocYsiD7zD5lm4wmVYNoAxeJOHJktzTSaUZcUg5/MosZeYL8KbQx8CC0ka6tQgdX/1oY8Zlz1Hnv8v41eI1h8PyjiudMbEfl4BopWTSRoJCIRG51wgwpnSuvQAmRL8+Uo3IxmhAipUFiJPsTCVc0kjS4LjAMtV2GvCSbbrM7oAG2v1vGeYHyc4ruM0Xd3w35kBDwe4qqPco7qqLNayqrGJoIj2qscWLVftvVXE6bEOs03tTI6s6bfKrOuiKKxprqW9sjWGdXiZKmUPsNcXxYyq4CQVAjGYMihCGblREDzGtqP7oNOLHVW00m2F/8p0YyaWXruovGMGwpHgE/wgFLbsy0qsEByyxmG41NKporvefFJpeY9ynO950/56Kev4L67ZoL50wKdQcU/rsXzlNg+um4inXTB2ZJETJrSjYc8LnwMfBxjI8RWc7FspzZjK0aQQtxffvNnMHIMupeb91vdDdhvVSKIat+rNa90w7Son9zks4AqPCoVrHAvB82yO/CjHyt0DJp3tC66QmzIJQZSlPhUgvW4Y9R6bnHxlzVGjPq3kFYhuZQNlaY99JMpr2fAl2zdXJCFDqFMp8lICaNAEIohOlEl8VEQrMASGKVhD5aXjto+qT3zTdPk63MsUEVZ0yE4iyKk8yZxAWlHQmNveuNDXVDbzpyBzTf+YMb8nXr37gLNs9t8P9V/vNf/Q1zm2/Sj1//yJz5j68fwy1frhu34bHZsx9ZP15/E2zXCkM7m05ZraeaOocK2ovMk5A45QfUN9RJTm2azGNqRIYxI5G0F3Ok2+olvdHAFhqFjvUWJ89y6S5lSKXegAyru5UIZd4X544rEYoyiJLnLMbPTeDnePFzbCbRYLX68SNomwvdHme/1eGAFoOx8JziXEyP2mVd2GqrLk+fp7b7LYa8JTGmYcQVImm6lm6ZOPn+FSOxCR4dNT3rtHvh2S93wOd8pYmZdy0p+kKunNKblqxINDJ6UasReQYyCq1Ggw6yhQkhhdYPe2yneoqEkgZbSqgfluH/PPz7tQValYiM8pTbSdcvh0puJFoZnJKoj8lgn2ugT3rZbB34qGM0ZCEPy6aPnve8fuaqz1z6+Zeg/6EqkxFIYN1co8Z9TZLdWIj6QJkmKCJlW4JgEMBX1V6y0vO3JTjW319KW8v6M6F4f7wHN8rfQ2v7A75pxWiPufN3/dnNgHBP3Z+DC9C5UwfZQ1kq1Qs+m+gg+8pIPsbn8DmAwIQK07VEEqEQsNLG7DJS8A3o0kix/35gclOYxS1mbfj7wPgU862ILEoQPem9fUCE2o8ymfwdhPaAWNqCM5pGya0TeFfGhVwuSykKiMq+MYzSPQJJj8g+i6HQh39eEK0I9KIB9EAEzwufL8FPCMZiv7qSziu0SwG7ANSC+ZKEqBP1+qBYUhKM6XV0QiEW05TRGV2jZsDkIMGv95gyn4BNWV10IQM8JJs9ctpYXVSdWWEj4SiOXJSGQKGWadKXN07NtV1XJv8qBeFPbv/Zzgn+uuk3fnPZ27KcgTHP+pmp8Y0pg7wXPZmf2Rhum5V+dv+MRz64fdSdt66aVv3DI/VLrgo2zB7xAeVv3x+4LZiOAEiBTimEA7FwJiyRFx+gyhJhJge5gAaIZOMwhDQKo91x6mCNLFEOHv/K7UZ0cCR9Of0bbJzOdvUUWK/s4pVT54rUTka6kMQXthqEB0ieu8Xcvu0Hmzb+9Ovj0ZjtP75t0xvb2s3QGx61sAn0xUcvqK+b0xKH3fIwLJmhi5++ZeykBz742vYP9nSMveXphWsm3z67Gl4785bJ8djkOzBteqw7c7HuCCANlknlRrNZtNhcFout3NGAB0yHJSyIPMyQMc9XbbGUCz6nw2G0mdPKNBCgi2M888yLZgtQti2j1GHFz6nvwlDoI31opI9K7TpTY3crLMTqdHCpy5GKORraQDqrm2ManYE4HzSbQmKm7Jvy9w7lludnrRjuLq0Zl575KmLlj/aMmGpL5UQ++gT8EdLodTpvUkp/DksmLHaz3rEz5lfm5k5ssJd9uQN9+9cIcUMqUlmjqehnmeGabwEtiOzH8aaeFTmWdFdBWrehIXUbx0gggwkgG2jblXUY1PyFfCOJoWCu98y5dZh3JGao7fsMXY/+ZNdar4XT+u6gu8AiI921lZ6fjR/4R/RXp9a0D4DeJNDiHwayCyzJ27GSrafnXiycQ4VzCXzfW9Gf8LmX8LkYOZc0qufwOIl2ob/iZ66Gk/vupM8kQXHhmWF87W3oDD5/HT5/B7mWLVxL8L2F4rsGdqn4sgPwzeF734Z+h89fD2f3bSPXcgWcKvr+iG5Gn+Fza+HUvi3A+BIqXEzPp/G9N9B7r4MzLsILukcseWeW9T619uKBwjuzWprpvHRL/zuzLgLfDg8V4JvHUPjmr4TfAzf/A/CGIvyD8D44XcVn8qXw4fqK8B3wflih1ns1j1PqvQY8obaf5vuL1zyCcbpXvaatWblmzMWu4T4vXvMQ3PZP0b23n6/jWih862B4eRbZq7cI/zizSq0pm9Vst/XX1ij3fU+BozUXD0M9lcMLiMExSogFc+a0TZcKpLCT5sCmOdA6B85hUCdDSy9wglaovui/J342R+6Jj+k+uRT3+1WduL6AeyJuMtG1ioG4nw8/QCfi5RQ+/pXwe/p5c2l4KuP7VRnvKco4XkUuYFD8PHkp13xevOahf+QZA3DaC79XgK9KUPjUV8I/fLn7Y/neSuV7v1r/vUCVb0PFwDrT8+/7BNbnwn1T9L6VF+JBZXd///X/JK/o3sHU5r6h2ty3FZuDoKzCWorz7rJBz1Tghxfh2+FrCo4QhAQKHxoML88mexMX4bvhQbVuLFRhhv20n3/fJwoywIBhet/ooPvSvXgp/K7BvgvjHQKWC/A+H76opwRvCh+6EJ7ycpfKyx0KL7GLDcXIBQiFzuOl8gxD8Zqi/yK8vBROVE93qXq64/I4DaBhbz98rIzChy8Cf38R/hH4dcXXYRqiIYUG4aI0jCpe8xhsg1dfjm6s36M0h4vXPM6sVWVcE7JZ+2VM9yGk+O9Wa96EAv4mEzEEaB6E//nw7aC+H540TkDTIPh6DH96APweUFeEtxrZC+Dp/amMFfgODF9RXJ8kF5D1ycG0VuNrPqEyVq55EDQWZGwOGC9FQ6QIvxfT0F6Y16LwtsHw8iy6V2MB/nHwPZWXZT6d9tK8fBjUXJ7W/j0g+7bjeNOh+TkeRdrlY7QDYDfM41u7DgLY9+F+HECTmj9UrJX/V3h1/r6T/8o96F6V2ip8zSOKDvT9Hzi70H/gBrT/YCCdenk23dtSgedM3R+rlfdRNyj0SuB7MozmkK1wzw1wLqac9AhMwgkwBvP0001gxQGwD8MWpUdgnQJK5YFZ9oW6p28pmCbF/CwTYIIQlQRK/BYrRAwLxSDvh/6SAIMC+G8pstAqPqtd3e+uv42+S+mjfydrO9Vd7KQnUW/erb1gB+DhkHTWw4e2b79gH+Dt2zWHZM2a76+R3zxvO+A5+Jfo0//fHv+f2uMePC4+Su+7Rx0X96r3/b/VfXdgXMWZ+Mzr296+rW97b1qtdrVdq7JadVmybLnLcsPghnEDGxcgtimhQwgQmh1CTUIKIcEYQwgkgSRHYjnlcil32Em4hCN3GMglIQmg1W9m3q4kO8CRy+WPH0a7b+d9b96U7/vm+2a+otHTs9ZFEt+brJ+HanP0Krqh+F42IATEvpdUfqbes+FHoVyHjzUS+NgHwt8N4Qy8nnkf+CPT8PdA9XR7CgT+g9uzANIIvu6TgR/APhnTT+Sn+8xR08/cC1XTzyRjyjON7/UMe/P0M4eg5kP0Y6Zdh2f6kWog8Ikz4avjOM76NPz91IM1Ga4c4+r+R4Caeqa6gEL1AhpplW0Vr0otsBzPqNUULwggMiusuYrhSWDzF06S0OZ4K89AMs3gwwdlFyJq8puCUR4HOv/2jyDz/Zd3bVHCnV8No9Wff+IThJdVV+B456hdn6z5Rf3qPfHo/ws+iv2967GJJeVMgamuwnG7UTvuI+341CmlHToPM+37JqC2zoZ54eW6t9UMjB4A+uPsUUmBwW19rdbWFq0WN0Bba+usWOEm0FmxmTgW0hFJ1GqwtSql0tIctlclMcNNRokT6jHDZwWWOP4Cdi1RoofXXBCxS+J0FPE9e6qv7N1biyT+6qPVUfjYo68q0cRxW0k8cYKb99doOKbgJgT5FmsEzVX+DNw8G/5uaP2b4BcQeIXP5tvxAxSVP4u+zn6GA2/U31HIk3cUZp7AubOmfs08znwENIMyGAJPVsb6A7AQ3BCkgoE0HWmz+vJzTTCG/u+EQ50m2hqJroBwDoSwhE3fNyQgn1iWoBJzmOUM1ULSOjLRNVFozUejeSs9t9svpk2BTqavhZx7OxOMKhocikScT9OPgj40NSoAIQlXj+O0dJZSpVIWn3OfJra0p40yWm9xGB4lVmCWWEpLEwYSJxOvw+Qq3axEC5zJbpOEM0EDebkMi7JI8x4aKgFOlIRUMk02zcgGKPP4Z7Jrk9GhhedVzr1rczE0sKm3vamw5oqRgT1Lmk8+LFo0PxUdTrdBm8gXJr/Y1OTJFQsZvaOjp7i4z5dpjFo+87xcirvibjG1ZPdAx/rFg76+fcX21V3+UM+atk9e+k17RyzV3JOLW7Qup50acDiKvngmGTAn3dXv+deWOgd4vU0itliT3z3D/+v5aT7RUprt/3W2bzfWIOu+3XXf39m4pPggY/gv1uBX1eGnfbtn8AIHUX+aHWJ+DLrAMPhxZeuyLFzqgEvtMG/vs1PL22CsraVtsI1WtznaqLZyGfR4pO5gf7+s8UBPIBDc1LS3iVreBGNNLU2DTbS6ydFENaXTqoYG2JD5QQbJRj0ZKpSBwUwwIxfRUjMil8vpdCDg6ZHMx+h1R7rnzGmIHKO3fUWny3+V3gZUgKMPYhksmzqdISmOT02Q1GkpiO3LsxO17LMIK1ZlsvbURM32emKVoWRDIlvGUDLUihUXBEhMfvHpIadEBFS+8jmSW7sTom+TIsPRGJuKtZ/KL/KDjdYQqMAOefWqxILRQV/XnO6hkfFgSzjnveCJvYWAv1SgnMH9pmJLdlNgrYo1ip6bm3rmplSXCGq3+y6r8d2bA70LxxzaBqo1e6Tk14cyA37P+EWd/mTWHv7vviazx52LrRmutvWWMhHY6nWK+fZkqdp/3bAHXuNM6ZMbO6rJ7rHeLa6KjbNayD7tg0h/vIl6C42Zv6IVaIEGLAtYgL5TE6WSPZWCttoF9imAfCSKKMQKbxJshg2LBK99jNri3b6gZdi7c/F8kicIFuFhZhsQgbui0WjUahowao0GVZfF2c8mMtkUqgwHp+H4oBKBsWiVrfCwqItTNtk8mJu7Npyj+pLXLD//SwOd149888CWw6jeeTALf43q9YN0xWK1WiwGt8slCTqD4LC6XKhEAkpyPOnUBH5NRll7s8q7lHjsSiCgYISkuSbJm7JmDwV/LWgklbErqjHoeLUmrMtmd1Zy0Uh+KxelaEi/ag957TpbRIiMDPU4wuf3PX7tjY98b57LfbnaFwzhPvtglpKYDSAOBiu+WJT3BwKSy+V0mowaSaPh2ZDHEwpEo4GA0+Uy1pqJGnoig3Etk8J+ABg/7SlsmYMTAtZj92A8I63mg7lofbAwmmWVTw+kJIO/2RePWIxSiNeq2VDAprbqxCZvuWd+KgbDqpLbzvkpiuHLy/JyJihqVe6OjoL1vLs/vat5xOtfmPvJTf0Dm3I5V0rZt98I8/B7zFo0zt0VHz6O4BDrdvlEkfPZbD6by0cDE6cRaWg0IujURDaF+O6E4s2Au5NCWg7O/pohmXV5HGUzT9Lo1AiDpA9TMrRbzPB7pdtdzS1xTTwwr39o+BKbOeKSLmxNXgSnvmsT9ClvuVPKhC1pX9t55637AitKBt4WM5ksyQtjYZy3Dn6ZAvQfgBUJYZYngawNSF4hDHBOTjiTmJPnprNi44zYOG0Xj6N/0vVkiRSwh03urq78nHTz3K7l8bS9yVhY63IHkz6T4IksGLiQej3ftdriczgaYpVzjxz26MNy30P6uEV2aKlEKFVAI1GCbfDPzFYQAtmKFcvbHr9gk3WCTnJ5XLKMj12BMu+GrESyiL40QWZfwVA8UMo5DeYzJAkummSCozxJFgr/HFjp5UWdgDRPOtosj/giDO3nw4aBwn7GJjsp7697BqRoqjWsa27tdKsYi61PP3+kVeLs+o3De7qG0fs9sEgZmR1Kjhq9XhQMAuQF1FZRrzfwSvOyKdS2k/YTxpINIShpmwV7O8A6tZqs+FSpQBmTHXpLRDfHnnOaKkn56ovDnbKf2fGH3guS5a/s3f3ltqYNHWBqQ1U6erptVMEtD8yh929D72+qGGm9hIZJUulpSRLwwi4oDTAQPmE/YTuJX6/IzXQErb9oHvPYRgdivEfTSBmt1+yKdMrB3lSb3urXjThyTnMX1T6FcPjNo2+0LE7+oXdbY/nxvXu+3JbYgM8auxFvehO93w7CIFkxaQIMniiLg2E4R8gtSbUpOnkqQyZIoUmb9BJGJCw0ENavcH2CSF6IZojGVtbkTC2bgW+m8+18RzhUNjf5fJ0L22SNntXqdNJBriHgcWi1a92U+p/1E48YrFKknN2c2xQ2DhRv+VhjM2yINRlUJj6Ox8mF+ImVuQ4tsMOVAG5i2C/bbDotZzCEPH6tzibrPU4DZ9LjvEcwXOMoqNkZkgcYn+jiYHYTJGGoNFHDMVOROLIojcdh6XiMXQUk7pCVTQkYEMTx0Fx9DqvKa1ElGkqVeXLGPR5pTmZdLk9AfdEyvUvHckZTQOcTe+nHv1p2az3SonRisc+41yxKKd3+Kygq0Gpvf3AM8hfmlDjIYdQfDRp3K6KOvopXxtqByhuE0EEHJYfX7yclELo1Kp7XkO6QVuN0FBmyapyaMKJVQzn4JNkKi8CgJLufmRMiuSmLLGaS+dxzOWiLJlujgd6st2hJWGXLnEJTd1vc35bzx5P0Q9+t/lu1unB0uT1jtyR7EytTjfvmNy26uhDLVpqbl6J5SKJ200je9YBcRbbJMpoBo5EBHhuj1cl6xoLHH6QyKZIb+EQG25dhilbGHTWSJLSusZ2Z3KxFXqGnOziVLvK5TUsGezbohyrz1nQULtsfblvsCRdEmL2vsnSZadXag1sudzobQ+7M8Be9g/HsfesJHcmoXX5mPeJ6iytJp9OKOLHg12ot10jwYgkulTZIVEbqlqigBCV0jw4G3ZJa9DvdbouCKyePYzI7SRCFeJNiwsO9mMgozAghh7nGNjGeWGqLdSSKu2KVySfll53RAQtaWwSe1g4Y5PkqdZyOF0LDy3egp1TW4aAnSr9o7niY8jh4/kLx8Hfat+cv/v3liy8+6HTEVoVIfgEN+BMVRWsnziBr0Wi1RjStDrND61JxPK8ymTQqQpMGBSem+aaSt52cZZPWRglnyGdrcS+UBkaxb649eNVnrkj1bmqy2WMiyzWnC8Vz/L3wWU0mEk5rqRH3Lcue2zPn44PjkV7P+Y8u5VRmMsb9U16dF/4W6EBDReR5RmCAFlICj/Spp5CIyYDU6SxS84mV8cQJA5FpWH8078/hjTzEq7I67x8C72g+3TI0mje4NCd+9Xv3I19b/HqHO9lL6q9erXsNPAlGwCVPgXa6+clSm7mEk3kco1uOsiX0b37jMTpTUQU7O4vFJprikYBbUQ8NZRtisbb2djf+qco2ma1Go9Xqx21qAtjFiywwL53O1pnp5HGSCTxFztqJbTkpz2KzGdbMRwv5XDAgQi2tCBx4CxKSWUeXioArc5i3FRXGQSgrWsTfZZhgsAGwbNW99mT3Kp98/XenQPU/qv9afbX64rWWc+bP2dpfEVKR5kCq7aZt3+J5gy3B3TN/zril3JhcuqzhEn3Z0rjTdtP3IQM9MI7+qBM3yJ3RhqGdX7Nuj7k0Zrvb67abNT09JT6fLHUd+mNgpPH8MB+1/aBnoSG1YcPm9FD76uc1ZofH63GYNQlFhpl6espLPwJSaJIsRwANGYBHh8IzhgkUz5PBb6EendTSb/wKSm7Co9B8613wX4EbUdVQRW0NeCSznqb1nmN08Qm3OyaonUjVOOqT9AEeZ7DY9rhVowog3HwBe9khoecUdmRVxhsvGiQ6I36VIsRhzCBjWVspOiEaTAOPhp7HQ6t3vfuNy0utubZVfwq9o5Y25xq1PTQFl23f/MvtG75/083jzxw5WCr+6s6FvhD8vRsu6LtZ3RrMG/ds/NmW6gum7nvNFrxPtQ4cAndQAoiCNFhRScSibofTqXVLer1G0GpTlOD2ua1Wt1WrcTIOVGoyCT463NREw2YkNL2g7FQRvjuhyHM4z/mJLDaVVeLNY8xCi2HRnyeacC6SgpjrWnD6MhnJ2FHCKbCVjYUnZjWoc3dUT4RZg8nIakQ9oxO0VkGrpgSWUYsQcja3RzsY1hhMQqC/f/mhOWq9yLYWU2pzxMzygpZhaY1fp2F6LILI0yazvt+lUnMwh+b4HqqMyOZa4EB8w2yxchLqj1pFcxaLXpJMNK3GnA7ziews+VpZy+v57TFPoxWPMaQIyGZre8AnaBhGT+usPqtD8tmaIJJR6EXBkMpdMevjzmi51OpfYPXlBJVgVHDtCNUNLqGvAwGENX6f1846HBqLxWxG0pXGbLHYfT673eWSaUFgETbVdRTUHIVSSUboWdJ/loitJpwvPoo1FqWZ2HuWrGnTcv8lDodBr9LqWYHnRVa0m2xOX1BPy2hsdajJ52WjZlHFyhmjOe0Ndba2uJe0tDSYLRoTbvNhqhdspW9Aq3F3xWO3W40QCB60fuDFAtI+n8fuFCVRrRZFK2mwIrLilS2jtHf2amGqRbj9q8UCJyWXSTCirSq1QSWqWcTeIOviVV6aMcBoIpSQnIzKo5Y0HD1XsEt2n0TTTVzHAlvC0nNbOWuRwlqTdWoKNFfXMQeZFmNE8zG8HyGdplxTPwOeioaCIJNh8MZu9tjU1x8XpVwWpBqVqJpTU4gPbMfG7ei5W+rPVX8MouQ5GUfLo6BMnjPkyLdKnZPR8431sJzg/6aOM9svRXEdIGbgxRZ4C8iATMXH0GDDxkymUu8PQ59fMZpz56N+VYzWWqfqHav1rTo40y6lzuqrpM4Eal97xYbqnDdI2qe0k6FHKjZ7bgQ1sqJFrRxBDa9odaS1uPKZ2pV+/2PrB5Wp/XyGdxkjzNu4fk2IOYdZiMeXxXHhAxUzTYHBwZ6eCgQ9nbFYhaYGYTdI5VOkmtoYwDBzCtehuUepgxpT6qB903X09JTLqI5yq9+P6uiBHf/3dQD11Bb666Qvf1bqgA8pdVC3T9cRCnl9qA6vE8czoULQc1YdBEf4RXUcZ05SzeA+YCF4hmgojHEcpGpYVWt3M4G/RYGHf5iGl61qGuPl3wO/CYbhL7leBH85wfvXp05QzwATPkl+86jVqlZXoA+QoC8KnVxB4Pum4d8g8IaKCgIFOlyDxuNVPcxsp69FsKNK3VQEVUJguzK2hgpsn4ZF9LeCSjCvINgONLYRTQh9oifAm/hc4n++X3vXddPvemPmXZlMA3pX19nv+o+z6nrjrHe9732gnvwss53qnn7Xm/TCd9Yp7xrONPAVODjrXdVLqAT9Zr0usQWsw09A27sFpG0YaNBkNmLrIGDUIuKi45i3mF05/H1Up8vFKWjA04XpSiGrf0ydgJvaRh9m1hkjrF6ZK3g1eAnjATX1k6PhsNlcoVKz8KAGv34a/g0Cj8YAqYEEOjeDB33VZdwB+jXUXq9SN/MyWEdwrPqpo06nXj+DNWAG/vQ0/Bsz8Cdr8PHZ8GevG2/CP0z+oD4fWubM+ZhqOYPPI9h3/wASGDZFAqsm8GhJhhz51onKN+JzCcztG/O1uAD/V/Uo/JH5hcIfcT3sXrhYafsCzA/hklltxzwMw2IeRvCuXIedi3kWHP1fwdba8Md6G3TPMKGpFgW2UsFt6Dm73j/W69U9A39Sh21rw/WW/1ewoAHBLuZTCJ/UGBbx1gS3GLgrJgr09eVyFWqwotPnBisqTW4Q1DC39g7qZZ5H79Aqz4EMl1DeEY+LYgU2nNGeDw37PXA708T1I+o/fj7BWZCmnlXo4eWjvb3BYIWaN5svHgdfZx4m8BMLFPhMHf6/jra0SFKF6p4N/y+ofg83gOsfJzgO/Aie0I9S+6KZtkyguu8nsBMjCqy9DqvUPFCv2Y3kjId4PdcJ7gC/hCE4BNfBy+Fj8BvwJ/C38M8UT5mpINVFLaE2Uvuoj1DXUB+nDlGfoj5LfZn6KvUt6nvUD5HgKM+kMCh6aBkriljbNXsh0iNlklUK64hYAtRDnCgA55yx8EE5Wz9jU/IhEB0In7QhHdOvbOGQvWH8KVvbIMnXRctWORv1109ZyrAT0rNeyPFRE94p5RohkZRxTRF8EczXfPkgzvmVjRazJj/2syQpwFDlivqKe1Ivs0CSvBfpAkSGjXL1DVhUBW6SB9YMdJS97JmfpL0eWjkYOqMTHtgGzxoe9KFstGFBfmZDHKlKtTs1Gb9w5r16F/FuDFYiM0XSF+tMV6xn9ATvhOAJQoOA858pP1HV+DdN9p0yhaw/SsaK5LbCc4X3nRHA7OswuS6QYsXZXk8mH05vu+VznVDpSickO9Xoy1TXAqLTuwVFnNAXbxNYa3sz4bN+Qz5aezOe55mr8PQViyBY1D+S5Y3GyhseJkj0I3wVRlfWDLkyy+jtkHwyH1XTWl6l4SmasatE0ai1sFqkduqsCVE02YOmbEGbSab7KEoOtEd+R9HU4xd0GEsCb4kW/Nl2q64QL3i1+krhQHv0Y7dWrTmXK9Lc1ZxqpaMNWsM3aKsYFtQ8Q6vhflP1ZCDGsDqdzqHLu1gti94iN3KC6ITbw4lAJOvwNqqMrDk0+cNgl9dVjl7u7CpnNHKDbPCJ3iCzRw7zXrg05lG5kKJr9jsLvFPDe8zGWEgtsqrJBCuoaJ0z6rFrU/OjIYc20pjweOyyLe+mo4xBw8UDwaDOytBR1qwTSl6BhXYu4mR5Glav2emIijMt50ShbJoZByMzmXV3B41LOtQD1r4Wnc+QTZgdod53w7hYZY20NukGrMEe1/QdasTksFh8ktmuETTWydcGqZUmlUirNIJolUKMhlG79FaJ5Siu+slGPUUZTIxG1HFWc3U9/klxGjUp0OoEiloyXzSxjFYFZc4QElUBg8qqpgRb6BjN8gyMNCeEd9bP/kVNyqFjakG5/qnBE7NaWzzxW+UGr/Gdf1GrjQZJ5/IzWigjPZ6lVAzN6U28mlrja/B43BreyOpYtVnl91vszt9Btd4gsGpOp2UEjqbg5NkFdm+XB/7YGhpVCbRv8tz6xUdrF0zU0+We3KyPO1iDTrRflLUJeq1oUVO8I6oVTBqdRT25aPoSHugRXXb63/Anc0jN0mq9nlM5DFF/o0NHfZ/iKF+nV7CpjF1h9hmHGArx9myzYBBGzRqDzyAtPGYMWZxJvykXF/UaVsX6GgSPYWP+ugaLPt7U6JF4f9OvBuSIOKoWtVre13tM5xADxgaD6NA0QR+uvuxVWTVGX8bEVKfe/ZjTaedQU+3uhk6LVR2IJUyRdpOop5uHnL+eVz0h6HQ+n8MveF2yu6HgC6hNuQ7JoXVmaFFjt1t5F2S1JrFZL8o5QbBakmZLWNSp/U3ymqIoaXXrJZn3JdzndTh9NLXPq/cnDth9Vv3kj4v9sxsctD03u+PMo9UHB3ojDS6HU2rWBKxMKpEJpG6GS3EhpTLo7VLYNlM+uVmS9ALN+NQ0J+n1ok+U7ejLmhRFj0PQsgYn/b3siGBxC6k79gg2p0Nz8DNVm1Jia+5c2k7KulcPtsDWNrWeht1qE2q3Gl5ujOuHWckg0tBgNtLvXnTm71GjVz+sdrPkB3Ubq1FzkmimGB52e0xWVSDGy2zAKEgCbaCERkpdDYe0WgEhn0qr1X5Z7Q+FRLXbrDEVTSqLbuSs35Ph1kArfNbk1vs0TpbWVbcYPXqf2oUu509f5Vv9rQ/pJcbgN9Em6m2zlaJ5TfVZtUVDUbzGpZY16MvvohLVbeiD+F+qJ7+AdROQBh1gCGw8mim39PY28MfofEUfZIIN6J8JgLmyzeY8RrdUNKb8YFtXlxRhgecYfd4RySbLzU/T21BVPI5glyKediVsNIEPW0+TXcOUUUkiLp1WytPNSkZFsiVUO4dVFsnpg5qajU3dlKINLVk1ywq0QPA18xu8jBSY7UvCTef63db1W6775E0PfDqSvLlldf/uTQduveprOxKby1Fn9/j60R3Vu1f2FAqjbYWh9nlOR8jvSNsDMKzVcJFY8VC5udydyNxxy727bnw5ft+zK1dujgbP86kZyV3Y6xtt6XznT+n5zYmONYN91mLI7NKotDWZ/r5ZehXP2sHyt+PvX45lVl4g8qRGkSdpN5In5YoIwciAaKvAoYpGmxvCGyPTct97y6DkmUQEP9OAn2k4+xlmKXlGd/YzlVbJUYEd+JmO2c+AhuouXsCxi2tti1E/QDeUfYB5A1wWqYfzztg3qO6ifs9+brpdMaTN1eEjEWJ82nQWPLOU1I/bxGlie+vQXV2CgKC7pqFn6ed3IfgXFF0A/G7y3xTZO5vF+nnhTP18Dhs6U/9GT8yZ2gg+xP3au16rvwvpEn20QXlXSwt+V/6svQD2wTPrQp8c80/gQ9xX3sV8avpdEVimX6iNRHs7ehkFS2eMG66PW35WfWiA2f3gQ9wHA9Vx+DQTMUa0dxF7yfvFs/IJAAG8NvUL/ja+FXGAcbAebAP7wMfBQ+DzUFfZN7Zs0d4Lt+/avfuiXbsWDg33Lly0KNXUlI6r422lEgUKtz78yN333v/IIzdef/1llxz4yIF44cCBQpwOfdG6ads5K1aEtgV9vg3Sto9cdhl3zrmrVnC79164aGxseHjRktHRJd39/d2pBz9z/yOH77zxxra2VCro27Bty5Z4LFbIHaP3V1ScZDRyWq2amznrI4Zb6P9TJ2umW6dOnMycmqgZzRDjmQy29clIL02cnKhvpCO2I03gj1MTBsUekGxdk5OAkydxsfILlyqFqE5DfU8+I83YjMxoAnV9gGg3RNotFE2KaQaNi8+8PlM+NnPKYQ+Rjok8jmVaXJOpxteKUDmDQwKztXaJTUEUVcPkoU3oEST/YyaKXtCGj41qp0ackFRZjUuGG4PeSw+NJJsCl+U2r1re4W1xBAKugoui2/ab7a7StvlrxfLNjYEgNiQztt4Vq+5zujP+QLq02GlhQh0RiyE0yFlYrpp32MdfjLGJyCfuaAwH3A1wvdPNBEyuKN28od2mNzFqtYoRtbvbDVYduynfNv+pIF1Y4rjq4Ip1oY7VK9ZRrXs/G+B5s5S5OpnccbPTIYf3lVcHGq2iR5+bd1W1rdfpGYOtGevaPdX+68IRD7ym1bvq4mpyD/Vfw+mCfcnmWJ+gCmpLh/mV13Le+DtNSdkaWpBxMWaJaisXBLU6xAQKw0zY0NsXSe9+5627fmA7sKD7m9e6O9tzxu5hdecvqvee9+D1e5h8KVNIcy6uUBr68rb4VqCd+tzUFs2DCPebEO5vAh8Ft4B7wJfAU+Db4BT4HfgzXFD51NrnVzydGur++MevvGL/HXdcvHv7R/bvH0CoO7Z06fK5C0ZHR0bmzh0f/sV/v/XKf73+1ls//+lPX/zO8e8ed5WeLoHu4ePHh7tB6WnO9/aXPvvFQ/fdd+iQzsQcfcznfOzqG264P9cOrr72phvue/jQIfmI680/vP7Wb3/98+Ujc8eWjo4uXfrTn/+8f2DAtf7Zb635+G133bF795VX7j946aUHt1544datawKeY0fHhyUXopSj4MUXkyoGGx3g4xhpEn9lTp08kakbXxGyOIUoQjpZR2zF2Ayf30inMoSGXkKQL2UI1CnlBDt18gS+ebwOWiMe9B859DuLgjBU1lC30SC2J8TCUiIfiCSVtZ8o5DSPFFuk7hHiUawH/FhBrJliKf9Dv0Uhm5qBGwZFJBGJmqxumKUVNZrjzTLR+s3K0bRSG/tB9BbGpMwSegvXSA/pjVj/pOspDXmYi9ZsYZQrHPMUXf9tpHj/O9/e+pOtBofDt9ARMjNat7y9xVxYMb8lN9yppS44daSxZ8tnV6+P7V4QbTWbWqP0SPXzt965c8n5Tdesjt+9vbe/b8+nfaFcy80n91USSN2m7jMnQ1vf8SSTPVtisbZCOEzbCNU2t9apVgoTqv3LtxDVVq/BZMs/TghYPfKXfsro8EnY7hLpXZyg4WkOtjQ2B6POeyQrDaNht06W1FvauG2IsEUzrVKr2Tphr/9rwobh/pI95rGwsY6BjpimpengwsF7rtr5G/GtYe+uscaCTmcWqm/Ka+99MGNdWilviEU237Yg3DcnDcWP/0JDfSaeu32djZZ0bT1XrxMnP0GdKKfTF81rbU82OobTeUL3vIDpnltxDe9r/CMm+7sJ2d+Rkq3B+WmX4Jv8mbGtu9vBmcyiRzKnkazp8VafshbbxtupB5zBgM5s07ZPXl7nCLZSe8lW4wjrH7z+YmbuWRwB4OgM1WOqnYgn0MAHGkEBrAOXgY+BO8DzsFy54s7nj3zjuee++cTTTz119OgTTxz5yC23X3XdjbffvufiizcDilq9cf2mzcNz5y7oW7N69fJEOr1u+ZG+5cv7jtCPf8vv97jtkYhkUNvs9se+9KUHH3jg83c9/s2jT3zjOVTbc8/tufnWG2+/5oqL9+x5zB+MRQwGpMs7rVangJZA4UuPHaEhXL1mzRG8NOrufOCTDz788J3JRDqbrZDFcsmSOzduvHN4+E6QqqebxY4myiKIiO80OfRGVJ7BiSHP5AoYRFlIiU2IcqxbM3XLnEXINR5AFkpD3SQLm8bh3JOGWQzBMJsfSNjAAm/phD+IMKMzC+HsNZFkXOdrOXPrFl18faXELAEbIJKdrvDfRKB/E4Phv73lR5verbw3vekdjuVkkeQb6stlQedKeMu793zkkmcu7/FaNH5zh0rDenbsOHbk0kutmmRwLNgoeCbLM7Sm1+xuN1q170Vr1c3V3/2PnOFS+qnvbjs++V7E89uULAcQxSDi+ct3ZtZPeFPf1mXd9pzX37TswIL+/a3u7nDQYNONjJ7f093Xt66z3bu2B4qVZbZlV39rmoja2kvWGhFteOjavyKitw9/WJpfiuiNAy1T27XPMxQogm4wApaBFWANuLfSvnrlyvGxsbUdESSFg3jY5wt7vW4QDq9VLdaYmMXzBnt6XPNWrVmzfAUcHOrvgR2drS1w6WK3baE7gRfFeMzrK0bc6PJxjYrBNpwnMpPYFvKlzGm01mEXkdpaRz4Q5sKUIiRmTp4wEB0WYS42MLRJ6De6qqH3rEXMT0xP6doON1nEooo95XusZjMYHZ6F5zPrDKIOPcJD7fN/+s3OV3Z6Bhatylc/fdd/LPLnkzGzpy+pLBv01YZVo8MOUYTU/r9aQCZ/Wse+vzxSv4Jr6iyeWbn+a1u2oj8Y7mnPbVq7POTrvmVNZM7wSLzz/Djm3Wu2vb50efNHl53Jw6+aQZjRWbgzRdjsZPWZ8547gP6IfVzvlEfvol5Ds3iwElm2bKHZwJqLxY5CId0Q6wrHOtLmWDodM9PLNbpCseiMNTSMYA8NZyCJv8osQF9Hli0zaNXYlkoU+8tE9j+NZfjTGSTZvHR62hg4W+dE2GxtgswQtpbJ2hQLFBaxAJzdF++OFxR3Hiab8TBKeEV8lECuSCJc2mIIkhnFgZKDtTTcstZiaSu3y1KmMhz/EzelejXdZtaJznTvotWZYCmTTOV9hYLAlyVfQz7s9Is2v2nc7jFwGyorI55kY8JRXNKTb045YuVGa2nBcu+PaKPsEg0hj+m/vT6LNevObr9g7ZzGxsrcSmO26G0NtJfPn9vodzib4o2OrdGOypxs9QtBn9Uhsk0983qaPIm8NV5udHCKjlyaOspm6P80Rtg80Wi/Cg+//QuiEx6dvf+g++rUP31QuXIeyjnrdihI/13MVpAWGQC/AUfJcxcwzewbdZsPpGPeyJrJ/T9OvfZh7mMbA+6gMcJUFW2YMrHuv70cpKYOcBL3F9TfjeQ9EfrrnAe/h363pgsfoHZwlxkjuieJLhzAT4slxGIemr5/F+9H94/N3Me6MtdPxjM6uZZ5he0yRgxK/QH40cmXyfsfYDZM1//1M+vXhKbeYn8zUz9XRuNwFN3h8H1Sb3DqKH2YazZy7B8VO0RiE5EBfrC3EmUYYLU6HGbZ5mRMLp9k4jVqtZ+iOcYn8LwPiSC+oNflxXtsbpqvSJJGbRJ4o9npp2wyzZkReZxE4jux8MbMDSeRgPUdt9QEIhG8Rp9U/NxqxmXpZlM+Gw3msynEg6YXODlrCeI/Ew65RPf9UvfP33JWzsFLi7E5ZFg5X9edz0/+K3y0QK8bGhq6J37xkwojv3KjuBoVVH9YfRNKMDW9B4X7aOQMytj6q/OolzkezZ22Nup5NqHA0QtxTivNs0o5FNjr3r8cGKrzmHvpS1H5t8jempOKvrtqet9lew23o6wTOKoL0ByEAJi1L/O+92v1/mu9Xk2A4qip2nNp9uX6c2hON7P8WfV+wH1gn+qhS/RjaO7/MmMHQf9SsYOQ9AjeAgOlu4ESw+kd+gLmWgT7DrE9DYDb6RfZ/wQMGAP3VYrNCdC2NKcLhXw+pxXGaLRseF06tZrjxnQGg14j8DpdBQwP52jQ3T2yNNYGmUieBtjzLQeaEe4YRkasRoNL5/RqAmORIC8ECPIg1DmJ1sQMMeXDEQpwEhLETWHqFFn/sACYncCIQ9TAk1i3NJRKxEkFO2KUFNkuyvEFhFZFhFaFPDntROKZjM8w+ShCMYRY+I/j0VLohsrGb9CgHMgSE3JlU0VxDKr542CT8iL1bHPnsovk+cKhB+hyS9zjuFqkRc0ghJsvUl1/2J2r6DSCsHfr6P3pAVluDZQWOhMVh1buGbR49YIqENvdOJ6eH0yvsYrwlaGBDi38wlBhKNvpTl96uVixGBt654jFmMvglVDx+Wt2yQ0mr279eKukhTF7o8nU0Ti4zpsuFxqabP458XXt5+yIrSmtTHbfEs/gOXKArzOLOR/IggFEzTGnc05LpZBLm0x6g6TTmNM8D30qgaXSlUo0Gg47W1u7CwWfHZOzE02J1pw1dHdrBJ3EUoZpUsbSeSfe6TKW6ragKTwJ2ezxTG0CjhPxnUgpaOzzWTSEaOCjOSR81MhYOdY2kE0qJD77g9F8saD8y7fDKG/mqahZGXMy4Gi0qZ/3UCx92zXSroRhySi1cwfFsareOXMWFeLLP3lP9d/duz7WH5wYuLK1Ey6JX3Qs4p2/LFyIzLlu3dJX6R8OmULmoZU9P7zt5NDwUH7f4Kerb35sx7rqn9euoSoZu2Fjauk5G+9UmzVPZtDcrV1Y6izMPzQ43j36E2VfFAB6A4PoiPkcpj/mU/CbpBwNMpMj5Z9XyrGdFvYxR+VbSfkXauVjpLxp6s/MS6T8m7Xy3YROv8DsAotZl5FjCK1NxdHvn6LfUebuqf0E8m5wJVD8kT4PbfA0fSOwAE9FrRIEBoiCykgdg+6PAuzFAYlgmFW2BLESImMvoLpHhxWe3rql6Gn3N1asY9nsSLkhRtM7bbZCsT9aLHpLrh2fuGBwMN6gxJG8D1rhy8wv0bsiIF6RrF6vqLwx6DQKqto7j2dOEte12sbKxPu9mVa8A2da8vLZLXEavXFbJhAMBtPN/gAN36NdMG9v9BoCwVQqGAgEcBvtIMjso78NPKABdFcMapVGIzL6sBd4PI1y0BNDktqTQKNS6UVsUs/jJneSjagJJK8hPRAqdsG4JItHLUgcrXl/tBAqKg4aiuMUbYkqwjA+vmcC4YFrF/gHFp7TWr2V+j4srk5owiZ3P5GCTR6T+pnGFJJqRxYLVhhRNTWWNiwf8doHfnS5P3aeIs02LFkyGlhj6+gajwbB7H64QQyUK3qtRqeTOCSNARC3B6KkFzqNxiBxf9ULpRNn9oF+rz5Yz+jCvk0NI8PDsffpxLyvErl8HukBq7f5LH/dhweu77N1dI/HgkrMQtR+dg+ST1bX1iiZOXxG+Zozy6cO4P7Ogp9TW5Pq5WtmytEqY6/+bHqem0AajFVcyeZEPB6ePePZ5sZ4GnyIaSceZ2fO/czx34fBALoWkf9vwITP74Wb9n4IdKiWqhvh3fhvely586bHKUKl2GvPKF8zU47wKFp9i3mFPgoakca66MuJ4DE6/5WMF2ku6SddLk1JL0nmr9IFoAFRet0TqZyk1+eeRfzeBzh6P7ABHwwgmj51muzISNg/hByTktDJL+HsdspJg5/sdhQVt6GZrY5IlOemCdwSTSpHqdlWWGRescoLn6g+ccNPb52bzN7QviIa2X/g30/cey9kD2+/dGj+eVs6W59wtkTt7sV6Kw/V3+7s7L45OX7lktv3XPWN+JUrVy2+tKd3dHSDzmKiqR3rbrv1k4du+vFlnVmvvRsSvhgAP6Be4SSgB46KmphxCkAv8MSjAuKkCoQnirQarfgFByxTReqV8JyFq3fdNDYyftPONcvHMuzjXPulX6++Xv3Eb+e9BndA8zcuK/O4bjO4mPIzIqCxxy5NQwoQr8uUopKnm1UwCCl/dcNOeA8jvruRvhv74TFR2M4VgRXzaZ0oAsEo6hjLMTK+Cp8+rnjc1YdLkUYKyjhGkv5AvqsxPmQshCJpZzKYXMG+kAiGOtrH96+S045k0t+WlH0aE8aRJHiau5r9dyki/ZysFq+zxB9saoTzMQ9zzyHqUX8FuxSlJjLNaTrvt/CPs2MPc75PaW+r6WoXsxnmX2q6GpI/4ZuTT2Lag7+ZeovIkRcj+XRo+hwvAN7C0i34ZDVRkzM/8D44v3ou9SLzE7TuvUVwNQa+MvU6ttWs7hIOMgIqf1cpZ/fW7Ph3cQlcrrlPKadef/9yhPPk7Jr9EVgE1oB8RTU8NKTVudszRLrMggrNHxlbs3y152n6XKSm6EDnJN4RVIRJ4jvUnIY1Q0Cyvza9bCkmeZ3QglHewpnJoqbIforwongXI4pogNPHbdMUAUSKx3Z9FtpaWOBq7JYLAX88GGlWt4imbtecVGS88PKNl87bAi2u5b4Vbeua5/Tccu3wysjcmKUY2LanWq1+72drlrjEdLA9otMMDH6Hfm7piqVez5LxMT+VpylG0jjzzlhUDoaTmsrgungpaYpZDBHzktebop64QVDTss3X71jQco4/V32zy9GfkLubPrNo+VD3DWuWNW3ujA/HorFzQkF4Srbb+X6tz+dRr8M+WeRcnz2K+GwJxI5kStkW7zH63K+oNZ6voeFrQiQwbVPRWSqR0URDiBQzMh4pODOAyhCiMVDcRxWxwCpT9aGhXn73Z9R15rBJH3Nc6GvKCxk0NqUeR1+jOl6o+EytsfQ89+KBtd1bexd2dnU67OWuLifS3iQ5bhAD5rFQU07dOgd3PebXeQ2MZLFrX+dMOsmlDUqqvtXzDl4OfyIZjfyI2mazqNYpsZGIDQLCl24wDySfEPXeco7CuJIH3QhXBuYNjvgwrnj/ClcQ9Riyfyeq+Kfxov9z74cXv7rhg/CC+v40HuCh+DswgXr9jJnHtFSaOgB/S/8SuEAUuLtUQEbj4kVksw0tGSItABYgNWzy1Gk04XjnO1im87Ww9jU+5oY15yqzNQt/K7kbbMNaq6SyFMXM/JKnb/icBcWWve4lertRPa8blv0b913R3nng4g0RmvZ3jrV84sY7t267O0/dr7O69KGUIn9PbaF3YzuCmq9KAD7EXIKtJOB8gGWJ/upmxsdUEF8gcrjYDiF4kPCLW+lTzK2o/As1vvM68JDy9dTLjBqVf5HshcTm/q6W02sU6UsZxW6b8L+Lpn5I+NsgooeaPQneO9nxYo3vvWc5HkM2w95a56eont+S/YDPUqerb9f2YhL4/jS/JHfBq9W3p/dqPuA+KFV3za5fqRf3D36jzidnPR9VnsT9ZMGHuQ9KMIzWgx/V9+4Mn6C+Qv0G0GTfw85eDbRItugE0Yqus6PU1uZM6xoaeIGasbQiZzn4ICdbZwz18CUWGu9Nn+H8TpiCYp/sr4ULyZLTEpqP8tGiXKTt795PvaP2SIXRYafrdPWJ5pQ5ardzgsouOjU6hjeorKIh54EmTsOwkibKG8ysen+6P7o01xPGFNLT7Ox8fenKFU/B7QwvxhrS5gabq8lsMHk1RrtdRnUwrMnOq2Rxo63RFBqEpZXBuc3nRIZqez2oz0bOcPU0Lh7kkjVc5A13UkcYU32PhpXqezSo/E7qj2Qur0Bj/faMDQwfxXfBm/QvanP9gfdBCjKcxKwzcuzGadzYwdpq+3zT+3jK/h5zX23/cGZ/ryYPovZvnLbZ2sEdrz2P90Ft7O9q5Xdx7bXncfl2du0UznO9n1lMfw69/+D085npPSUMdwHLv185oKrfR4JIBJ5GMkoBOCuaXCZTaG42GKI+JEGdJC6lWIZqTjfAOJn8D4MbHjiNHDBSvdgdVqnMmojjPVBiUQ0lBMnMsuyn6zhBMYyuId48gwZm+Qw02CA3mkyF4DQeoH4gyQXq/oH90FWf+IB+zEZtlt3/YfuB0fnMfkw1I7Q4TjmBE3F185Net1uW1XoK9eE46UNzumhWfOiJKIMPQJVjR9xgC27r8dceMxo4nehJXOJvdfY3xFiLfDC1Ifn00zf5hgJat6wda52v0jiyI+lV3gW5l8fz4/gcrRt8VVXkG8EOsAvcC74AngQvgK2Pr/vcigdwUAD7ll0XbXn+6cPX3HrTnQf37Rt4tOmJbHbxwMAWLz5peeKJFSL+njt3hRWfxJRKK2abdWLLTfKnOCobiYln9mTmVIZoehM4nVoJ8yHsrkBisijxaqJ1kyniiqGE5Kit4xT2KDDVsu7Q9XBAdasp5ewWJ+XxY1E9Wg9/UxPkaeIccFbQLeU4mehJ+DC5pjFhfwcl46USaAuSkFvEdrTuB0FiV6mKk++0rVsy4BX0gtYhlrOrY/FQ3+jggrUtrY3ulDnvy5/btLzsa3Ubg4adFC85zTu0nlgh4u0uFyw4Lhdv1d9ciDWsLGkuEdStVzqXbLt2HtxBU4Ldt6VjfktxcP6C81et+sve/9z37pcd7qzRY7IYfcF4XNRZGKOx0aE1Whie0rrCMr5gxpwNNr3Lqgu75dRfjnr6FyeSNm0DvMPppqiAWhajMKzzpMOxbmdExdI2e8+SeChf/KinyZAQRbcruKd9ZcDqU7XmzPF0e7haTLRHDeZQxlOLACZn3dX+6yJhJQbY+N7qNji2b24g0WEqxTu78rkFux/4ypNPHqcv+uUlL1f/OJQuaHUho68l68j4VEJIaw222Odydg/rzcQaOVNq8vfNIb3Nb5S9zuqntznLMqfRmJiFhWHG5BT6ek2N9j14j4HgKHccbAc7weXgRrDs8fMOjO/B+ClesPPCC65sup4g5QUEKa+/fryGlOM1pBz/YKT8x2HiByLi+6DX34dR5yoY9TEFoy5FGHWLe/GWy4feG6Og6r2x5X+JImMBt9TajVHESlDkUU/WgFDEMbKlx/OeGPLu2+8x/f8P2gR4UnicY2BkYGBgZ2AwtWj4FM9v85VpPgcDCDxIP7UTRv/69eevAANHEZALkgTqAAB8yg5EAAB4nGNgZGDgKPrzl4FBgOHXr19VAgwMQBFkIDgTAJpWBqgAAAB4nN1ceXxVxfU/7925974EZDMsCRJ2JBoMhEVZZVEEWQxLwqq0NkAVLdZURPxJNVUBSZSA0LCEUqxoA6hUaxX4aay2iAjaalyoIoKggNqyaJEl8/uec+e+3DzyQvzV3z+/fD7fz5k7d+7MmTNnzpwzMy/hL+kqwl+4FOgpWGJvIwJ+bOfQUtBlyCtwSqnIfwa9Vu2ndJVHndQM/RW+fZ2/wfPQauiPQbMD9FG7jEbZ2/RZrg95A85HnZ50I9obG0uZF9DFoDZocrin3gxsAXYbfArsA/9DgGuca6gA9S0B2iJ/Lb5bjvQCoBDfl6DMXYbey9RqjPaZlotMipEuOoeu19vs7bQK6YfB1wTQ0bGU+bRa0DxD7zY0S+SYR519yjKFLFsyRZup5tlF+SVIF9aWuoXkou0EO0efRb31kNdEEbXxKfrH/W3ubKJUjMVKpOeBJoImoo6bKsdKn3WelTKTWd5qN40Er9Pst2iCbdFMtV9v4LGwm1HYvZ0Ws+4Ari9XpJuD1nf/CZ3ZpjcaGeU47+D7Z2i02wz0OGU7A6SvC0W/cigX3/xE7aSJ4U8p1cijmaGdnMcwFjuo0LkZ7aK/TproWbCPvYAJqgddAvTEu67AJOsU2lgrdSwM96VnrNP0jNpIOaj3hcRSejQBehlBHxNyqMS9iErU7bQksRcVR4iK8Vzk6zP05g1GYGxrNSb4dnjs3IiQLnVb0Hijz+0Cei3yi9Uj6VsPHj+9Nsiz/11kEOQ8Wuaor6Ox7VyJ/HHnzNGY+Yb6Lwc6ASeAg9Xrs95p9Phe08fp0T7H6vNqukylSXvefP0NrYJejbXroq660i8Zu1h+4s2nKB9Gv60KGuespyJVl1qybNzf0lhgkm/HUCYJ5Rsam9VT2kqjgdYnmHtsh7ZRE7RJfru+fXC6SjtSD/rZPDqf8uhqmQ/7KZ/nDp67mTbGCjDWDOj1cOjddUAzex41Uw/R6HCpfi1aDnOA54faBeynh1g2DJ43wAyrH10VfhI2+UNK4rml3qUlGMcHDOZi/q3jcVZHYNdYLuuBP2OOahqN8TlYCZpXCX1QrUdbDIwR82OwUo2S+ZZs5lpzdZKGqSdRfx41YnsivBYBLL/bMNd6GOTRQLYXPpXxOYKxfoiukz6W03xrPeYfZGStpvksU79s5EqM1QLMu6ehx/lodzC1dIqBE9TM6Y65/hD6fTW+zaf59nv6ICN8lDIZoYdh2xXSYIhhEWWqDKT3EYU+p8nWDroNcisG7gAeRb+OM7iclN1AUwwuYYRLQ63xfgvgpy/00pL3hsFxg3UBoBzWmlJ9OvwV2m6N+sPg62uPJ6sB5kkM8M2NBhbQAuzfBHq/wXaDIq99/RfgVeC4yf99ENZllMpAuhfR2WeIKiYATxOduQ30ZeT9EfR1Ij0bdBPQAem+oDOBp5DeBUwzz6+bsj+tBP/plgbwF/QUlJkH+iWwChhVCW5PN/a+OZPvtcdt6RlIHwO9xmuPv6/Y4rUvMO1WrDM8/wn0pcAz9wHtV+zz2pT2wUvFZtC2wAqUeRHPvb22K57weK9oCvoL0x55/ZTvnqiExjDp0fie+5cHlBgZcL23e6j43MsPhUAH4nkjKOStx8SHyBrjoX8LWgC84I1LxVqP77Mn8C4Z6GTez1djoR/Pylqcrp7CvDf6iDV4uX0hFbCvZexNtqFtuYz1gj4BW/YF64fzjt7iXqm3WG/oLc5yvc6doV93ntOrYNPSjE1cpt6iFajTs3mwv5zHazP7erz+sD0Unw9rid2BpvGcRnqFlMfazPyxPXSKKEfK3oV1HWsy2nhT7OQRGmmtopG85qPOfNiRWzhP7aNFYkfgS1hvAk97ZdQYGik2bhbS/P6AlKtjLZL3o51WWE+O0yysIyPtu/DdYjw/SbPsF/F+JTV0XJrFtg/t7+R8WS+f9PJkPd1H0/GcyP5CJAx+QdlOyvubKCmwtt0pst1Pv2Zb5UAzVB9q4czEmOyjRPZl2P5iDbuHbTavZep9+E3wWwTtsA68i+dPUcca2M96sHn3U0duQx2FH4W6ZW2BrK13aRTDjMFCXqtE5kfgkx2v9MWEsm80kZa6jSlDLcA4bKLxvM7yeIW76zdYDyJllBK5F/4L0eXglcd3uTqFfrLubBO6UsZ+Af3Oflaf4jrd3tQUvly6lCkTOa2wS6iVGftlMu5log9LZS1lvUSdzrvI5zXzA5SHLCKJtCJyMa1wvqEUt5xKpK1NNC7SHz5JGSle16X/WBesbNjyJP2d+BwbtOb1UdYwRgjvGlOyyKBc1orRhi5k2VlHqDGvwegjr7N18c0C9TjdjrWvwCmD71FOHZ1yyPMI+jKDrkC6SK3Xp826PgD1ELePd6Nk/WOftb9+W/yGMmrm9pe1lJgP4YfXe7Sf2JcmOL2gJycoBf1t7u5CezdgfcoRn6WO+1M8T4c/yvMAuhhZTQXuB3hv0WD0b5Cfz+Mu+vyA1nY61fFp5Fua4O5A/v3U1k6httye252y/XZ9nxzrVH1jE9muFno4+1fY2kuB4TKG4Bu0IWhzX7esA5D7EvRpgT6L/ruit9tpvow/xoB1QMYB4y99r6QNQS9wmlKKOgM9Zv2BPNwEjOvzND8hTMvdKRizbdRb/Ya6RfmEr27GKsT+g0+NvOo6f4fO/YoayzzC+AUox1KLnd3Q/1sxXw1lPY/yWgLeXkeb0FPRFcNTlJq6/Lnkx7TV+d5R3xcxDftssfJgyj5OQK5CA75oTpCyzrPe8RwR3YmhPm88B1kPea6Ivi6ghnhu7ssnSsvoBvHt+9EN7hz4ShtpsPMaDbIH0WB1LQ2KpFAr93FKZt/fnQZ7xbHAM2IvO9krIV/EaeyD+rKKdMDcPkTJzmxa6syghe53pJxD+rTpz6Ro7Mg2E7Y48hHqf5SSE2zUPway5f57Ml7lxd56vSrXJXVK9KmEFfo7pzVsggP4Y3MQevIScBy28SBNlPR7kOMcWsNp9xrYFX5XQGtgn9e482mNk45YohRlMqgP2suX7w7SQqcNvv0OzwdQ/zqaLXWtoJ85OyjLuRi2qo1pi8vfhjrzvfJqAOo8TLlOCvQpG3Q5YkvPJ7wj9KYuDIf0K+GpNC3cWZeqi2ig2w3z/gB0ZyrquR724zBwDGven5BXn4ogH3nHZcK9qQjztAjr2UQphzz1MA2R9Cc0B88F4d7w0w9DTu3hc+K91RR2httYTD9Tb8s33F6BmwH6GZ7/TROx7hXJ8yHowWmaiLg307lS/MHtVjtqE1F0CwP9y4INGARgRdM3AxsA+H86x/NlKt4HJsPxucHkAfJNHeRnm28nG3oHkGvK4b1+yKQHGeR6Zfj7sx+bdC3+hKcNXlr8p12wRfeAXg65w8+Ct0w6xH0DZb9qg9WE36Pvv4derqQB1hNYf6dBfocpP5yBOGYk5P0VzYN+38PPKp06Wl/RMOuk2Ph5diJdLuWaYA3+grLUBHxfRrnqD5RraaSbAUuhG/jOfgHj/BPqpG5APQbhHvgmgbLce2hwYjENDj8BOhuY5u2Xoe0ShrMSsUM5/IH99EC4WG8OF9L60CFKtQfozfDlGqAvFwDdIWv2edmnRR8r/gWkI/8MqoJfTHlM8e2aCBJWX/jyuzHHO8IHKaO5oS/ICW2lG+BPCeV80Pl2JvUMv0Q9mDIQZ3fzgfybGNYsSmS4mdSfAf9AoDqDv87CYzeGU4/SGFy3j9AyvdlpAH/jIF2MMmlovy1iq9ZI90Pd45kfvyzYHhyDITHPjqeDooewwvo6YLXxoVFWDwXmmvxrgW/U3NB8IAtQai6tBu0EehgoB1YBW4GvVXfIvpDKWPZIPyuyAM+oYwfkVD+0VX8D2oJlxjxH+TZyi4egPGOB/l/ny9ikpwWeM4A2vuxrgj8u54wNjwlkXx1kPAAer4R+sAugPD4+/LGMBY9fEDyOsbDK0LbXv/FWCqVEYeQWD0YPBorOBvTC+SVdxQg9SR25Tuh9mol1THxVgZVRz+GYNXKGMiMbKRPP8wHESfpKz5ZxPKsbh55DbP9vie0ewLOLOITLjjeYxWV9nYdePA78N7DHly3LlOcT6zD3szZj74+zP1b+fKkyPgEZc93+HInKlOUdGG+/bk4Lr0hDR98EDgbnny9bX4b+N4aPtCq8dq6cq/48jdbTk5KlrhmUEcqh+dwflofwu5F6Cg9en9KCMuB8GcNKG9APdv8w5H+rWQ8a8jh4OHs9/M+u7IMi3QdlFOhK0O+A6dYZ+trExalmvqeamPo6r4z+oxeDy/5AME2ev8tU4vF2wDiDxTHI8NY73Q3owuuMQk0OrC98vR/Db6svvulyrLHLqTn82gL28STurI/4BP4OYr56EnuYPTWJsY+CemgN/2gs1u1heDdGcAjlOL4AxN/1Ys9RTjvEF3slxqgje2cEe/AJcAzffomYkGMQ9os5tkEdHBuwv2Qh9rCLsAaspUyALKz7KCtQFuh/UWbodsSQe5B+BkhFfhvQO4HZSHcAnQNMAjaY/Lsp005CXTbSjNYo97xHLbNXJftVb3mwWqEN5IffQLn7MQeOIW8IkAgMNeAyW+GX87uBUi4zDF/FGg49b27Sg/BuNxDx9sRkr+6YeeeXGVhZxv0Rn0voV9jf5b0utwWndTnwFwtphsrTGu92Q56tUe5X4X+h7Y9opHOa935l37Q58pMwDknqpOzJzvPqo2ZOe4kZ+VziNm//FHrAsVELmsaxoLVZv8bjJXElyb7m0MCe7oDoXm4/GiU6A90w+7mFHCOILBMFDsuLZRn6FyUCxPKSPctf4Lm1J19Oh2G1Qg8jnYX3Qz15syytKfhmCvJOebKXsecx6onykLvVH7gBz4cNIMvwZ6CA9ZLHR/gLto8Viz2IL/gbALFixbsBOsWD7HNxmc8DsdIy8aXOpdGzPHNeUTOt5Tkf77nIOJ17vhdLeU+ot/+M2P3vHnj89S7//CSWKu9sb4lH9RFDPzZ0B8eLrBexNO7Zn6HnP6cw+zuV+zzB88BYOiH2XDAeVYHzwuporc8Nc7RmvfepHwOej54Tq8Y5bwzQxZgve8xZQj3vPI0KecwZ9osSR42s4Sz5h6G11Md4FDzfDFwve2/Qp/ONf1xqzkHPR2PHy/HPQM9D/fGIR50XsXalQO5J4Gc3jbEfQyx0BWTE+7Q1wOwhk3NcH3OOBykNYsi+bjVwUlEOq777lD7mPlVJZf+3BjiP4LtHiCIt9bFIyyClJIY5dwb088BrwB7gS+BZoMwK6WMWok5VpI+poiDF+lAka8To6uCUoN0StJON9hApu9vBL6I3WeNrgJOPshX47kbp43HeY64Ru9AOosPIg2jnQXxzCu2cEnqc4cvdl6MvF/Ttc3OWP9rf7/b3vBn/6TiizoKaEH9c9HHGD9Xvmni3t+m/AR9zGjbkI3NG95F3VoY6qvL8sPB9EH0E3HEe5I5LqT5mcBxyPQD8g9cSgz+beyVfsG5Z0AGG3JkRoJ1YPThuYJ55zsl5yUH9gXut/pjnAZ/ZMPh8pzr5uFP136CDH7vLQHfhm5vlvJDPgz6CPSXeK/BpeD3AuyvZYuPkLk9oBTLWR/dgPgLae7QCfqk+g+8GyP2dnrBrRPf770Cb+AgdoUKrnIG4sJxegPxuRn/fN3s1TaoD3nUHGgFtTLorwGtShnUpfCjb+JxDzBkp0uA50Zx1sG9xgVl3W0fKEOPupGWy5iyEL9ecZiO/Fe8vR57B3M2TM6xGcg9lm6RTpY5ZWP9y6CLlnflfql5F7DWdMt0rKIvPoZ1fe+st+rvSbYz47BA1ixyhx+wD+t98viWyDdH1zgaaDCQbmgZ0BjLY90OZ6yC35TG0mOGWh25G/Y+o9Yg3yqlEbWAabqPKQ7a9Xh+yKbTdXh+eK+lzaCxCZd47pozgu++b/79B+D17PU1D+rBdDh+hnBYzwu/RZAbLyj0S6gy08ine/0G9Ar+aaTndC1yCsiMil4aKIzNCL7jZ1MAhOgHMVP2pl92fLldldKVqjNiWqD3ys0HZx2lofHpH5hD7fOw3lHr3T4w/6Pt34mc4zWmCOb9SSJeoD8mJTIL+7CEH5TrKGet/0Xw+O7RXwK/nOxFsP0M0VO4UHBI94jturMsDTNy6FbpSweCxZvDdIR/I/x0jfAvNDu2m3PBU0EOU6/OItTzd/gt8s3upj2AI+ADsBh5UGvTmbro24WnYpgoamrAAMr2JhkbeAe1KQ903kT/5XIr670CfhoHWBU0O+Lzy7NShEmuC+A1NIEfb7YL5MYmS3AT4FgtpdOJSmhBpID7qhShzgfMRJSJOSnJXYI7sBu4w5wIHINNONIljK2sL6rgE/hAjxmdUG9G366mPqa+RX696DLH2J4i1/kRZDPUL9JmxDDYICG+kTs5gGms9Sksi98L3HkxF7BM7fajYUZSoUqkP6q8nMTfRKn6nXkA9nxnsp37iiz1Iq+xu8CNNGTuXJqqf00Rzz2K7dRFl890QhozNeEp1kiD7M6wvei/64przq8XuCMhiLmXZoOKfrkNdmyGrvXIWMNp/Bl/wIfQp1Jdo7Bj7NEyTwEMSZNAS+c2d5ygV8yBd9PMy734fyjQVG4VxcXpRhvC0jxZFkmminE3vQx0r9FEb8aKJWaeivhtZv9n/TJhOYXVEf+7aNF4p2J88suW8DPxyDGV9Rh2tdOoTPk0d3Sn4/qTEvEVqBY0T7KfpGLvxwAQG6wJDbcIYulQcPgk53wk0hp7OxHh1pSznGsqKxr37qTnzJfY6DXJYSQ3tDNCPgbegg1v1FXYzfQXoxWo41QNfKXJ/ZxH8thz0rQA6Vk5LoWdL0P7P3W1S51h7MvGZxAa7DTVzc4ARkH93xIafUueEt9DvAOqmwA/PIL7fsVf27++iTPt16mkvpkynCeXbyZgf7WiAUx/6MJ46wmfpxPZY9v0DkLMGH3zmsDZw5rAU69R9sAt83oB08LyBzxqi5wzmjKG68wU5p+B68Z2U+QcNCO3VL8s+frrezPhP0rxPF74N6eKqaTUbdtTf769F2uxh+/vZ10X3LiO8v4kyOXpzbdLR/c/RmHsv0Xjhc5HezM/WKvD4S7qaETpBU8PpNBW0CWiTAG0I2jB0ArF9OnAZFSJvEPIGhZbT4PDLNALI5n1LbpMRb39azcScMHISnIQeAuonZDHsG7G+1AB1C8aT0Qv9CqYD9WIZ7BI47+jvp/kcJYq9FA49Cf0vRN8K4Uu8TZe5L0Jf/wk0pe4J91PbOnsqvoq9S4RvvHqeBN+jqBdoWiBviKFphvr5P2Mqe96ufgu6dkrOkPai36tZth7f/BzUIx6feDr2PfSnytmT2oN3QDAte9Cst+lV09E6Y4B+DFZjzTgH0lV0/SBdHE1X1Yu26P9mhuz/j+Z+ejoa7bfRE5YNn92p16gB7GcbpFNiaUQOtELiWcu9efgAfN/Q3HUY7LaQ+1ITeZ3BuxnAIKwFF7HdkbPnUspDLMFxeA6wVnn3lEcAHQC+HznOYIzsOXj3/krNfcVsofDF3Z3Ul9cMs9f2a9k7y6O24gfspxLeo+L9BnN/awmv17xWe/dd0b7n4/Ae2lnQDqg3D7EB3+m/xOx/zjPr4VjDRzOzJ2rue+u1Zk91SWBPlePRhew3yDot90xlX6owuh+eJ/5JPdkXb4H1ie9ktxC7PKgytov+BqHY5194qh7Z0Ts+BuBpLvg7xHfCgLcDvMWisAry6Cqrq4wL9/kCoHd4J99X1RWyf4cYgQEd+MDEY7bKpS58p4TvWNvPwZ/IxbqRC1+IwXdfVtFM6wTW++dojrOMfot8CsNahL+l9uEvKQU+1+V8HwX185o8FXW+KuOcyzzoL0FbqgOYt3n0I+BmtL09Gr9DNngewuu4ies4Lrxf7pSa+6/MH9rP8Pd/QjkVv0fZvWhnGANtthSg72Y/5Q7+nrfuTVy1NEoBbw9Mvwe8A3zr61hUzwykLvG95O7qhbL+l9JOc7e1A/AjoCeXYZ8J5RMD+5ve7xWgG3xPm32/yj0sby/VzIVb8f0kc3e5o4nVGB05PvT3k+Vuo7+HGvO7FOWdEWwVnjLQNtZtWeNP6qEMnus1ge38+cqog7BVNbxnu3u+OmoDE+s3MbQV0x+i3u8Lew1dFpRPrIxi8/w7A9WViVlXu8Sr8/8T4B+8AWwD/vp/2g7W6hBhDQYakN5CdHY+0elXiM7w2RCs1JmNyMsGjgLN8HwTKLzg03vNGdJOYA1wtSm3znzb3ivP5U6dAu3h3Uk/DV/99EqkdwFjkX4V9FHQb1B+LtAN32YBGN8zf8MznzuHke4FIDo/0wFwgQx8sxqYxXbGnDUzTgD/9P0A6Eh9vk+Cub2IAR9gJ3yeBPZ7gv7hD+HzmPsC573/Ec8nqq1/FM//iRsDmDsjfF/E7Y92+p/jq0d9pWC6Nn5+0Lcy6U2MavIlHfS5YtNBmVaOjf4w6Gf74xVPVkHZIF7IAHoDjYBNwK1874H5t6Bh1mf6G5T9Jp6fF4+quXQ73y/Bc3081zd7Q2fVOMTvVTEoFlYDoRmxsBoIbR8Lk58SC+QzHRgL5A+sho945eLxES+/QyyQ3+EH4CNevW1jgfy2NfA3LBbIH/Y9+Ign53axQH67GvgYGQvkj4zlAzpzOftEbK8Mzpr7MPz7kZOc5v1PvjMYjalWsY7zPBDbFv0z82uTP8/wzWpjx55n/FD7DDXYwKp3pczcjBe31caG1cb+BOO5eLFdvHQVG1WNbT7fGZo5c/TPHV+LfT7fWSHKbA8i9r1vb+QO+3ZaJb/HAeW9LuhIZ7P+lgNlwNvAB1VBPcy+BN/7vcrQa4Gh6jGabN1FV6r5NESNge2dR13UFNCFNFl1hQw49nwE6ZmUY91HvdV9iGXuQ1y0ErHNfZSlFsCv7o25xeUegi/9GGXZfGb9IS1LuAQx6YdUYDWh3nYxLTdn3mPDLShf3Ub54Tvlt5Njw1nmt4958tuYG7k8v5N7GuiN+hqx1Da8Owr6IJCG/velyXYjxDVZVGy9TWnqBPLTESN2xLu6wLUoXwA6BvRbb19dJaPcEVqkFlOiM4qS1FrE6esogvpaOryX/iLKptMV9hD0vxDfHKV2dn16WHioDszTg4Yng3CW/g48LQJ9H9jj8xIL4SMI5iO2boD7Kf0GL7FtMUQOfU1ZyAPogXbfBg4AR8HLOJaR/UFVOQUhPPqgqvyK7HywDINgeQYR2ycDlnUQ0lcfkH0U6DePg8jfH/emAKe9cW8pfRxKk7lP0pc5+rQ/5qoXDRe++fwNY69SscYyX2jH/hUN5/G2Z6LMZPTL1Gl0aJH0lctN5rr1HuGN35fje+bhDbxHn7ldfs+ydNPJcoehzEMoczfKZFOyOmP4/QrU5/9T6DfqcpZjzcqhwb6s5Zs/Ukj4b2Tk7vPO48+8o057teHdRf7LlOv8GXW9h/JliHP/gLwtwA4a6nwq45Rg5YJH78w1Gg/HO4uV+Vpb8LyuLT6UuR9EwfnA896gp6FdAnkCNUIvCD6LnbgTfXYp3+rAaf3d+ephW6T8O301INxCb/XtVGwb0AMFRKw5VD9qv4J4D7aV54iZwxwHhzPpMWAZMBJoBUwHuoR5Xc2kVIOBwEVAe4C/aQrUuWAqDa6XybGu3lz/RqH8O4wVwHPAqnjrcZU1mO/4Bt5hvfspkB/0q+OlA/eQZb8+XhtV1s1gPDFC71CP6zdVP12u1uqdblusH4H6454f1II3/r8e7hL6sk5fXRr5O1Gda+gKyOiquP5KAPH2jePuFQf2zIPp4P3qaJwQ+L0Kn/2Y38Bcwr9R4N95qLtgL84Hvst9MeZtZ0oKzaHL+KwAdYwI9i16l9vEPkH5hQ55d7iDflZwXGry9axk9CvZ6E2grzXstUd9KvgdbwHfsn+SkE8DaeD/AJrjhaUAAHicXdp5tJXjGz/+++y9z977EEJo1KBRgxCSqHQiREUIUSoJ9ZGcBqROpEGlpLkQJUnzPKnTRHMnnWhCSJo7zaP6vfqu3/r+8W2taz37ue/7el/v9/u69nmevVYh/J9/jf+fGB5CJF8I0QYhxPKK3SGktgkhkRVCcmAIaSdCyNNIHAzhater+4l5Ym8I1+QXLcUEkS3OhJC3gmginMu7SMi/roqoJ7qISWJnCNfnEdWFWtcPFs5efyGEfPLzyc8nP5+1fOregN+NKwSsm0qGkB/PAmUF/gV6C3wK4FMQn4J1BcyCuBfEqRC8Qq1DKGy9cDtBb5FdIdwM42aab+4sRodQVM1i1oqlCzyLwSxGT/FiQm5xecXXhVCicgi3JENAI5T0uWQzoVZJfpXEr5S1UuqX4kkp9UtZK22tNJ9K01majtLWygAow5MyOJWZFkI59+VouJUH5XEuj095HpTnQXkeVCgs1KqARwW4FXGoCLciDyryoCK+FeVX4kEleivxuZI6t+F+m/Xb9eAO2u7QwzvhVLF+lxp38/GemiFUzRR03Cu3mvr3iepwq8u9H3YNvaqBZ61YCA/SV5t3tceFkK6PdXB6mHcPuz7i3KNyH7P/mPr1eP0E7fXNVQO8G64K4Uk4T7l/2rlnrDWms7EePDcmhOdzQngBlya8epH3L9lral5e5lVzc9CC7pY0v8K3V2lt7fNrtL4Op02PEP6Hz5vOvKnuW7i8xc/2tLeH/7act2G/bS/DXga+GfI64N6BFx3cd9gaQke96MinjvA6zhK4dlK7E/86ZQi6OznXuargRWcY7/DlHTrfgfGOmu/BfM/9e+biPR52wbMLP7voZ1ced+N1N/PUzdlMvcg0c5lwM611l9td/e7qd1e/uzn8QI8+wP0D+R+4/1DfPsSrB896uH6E30dwe+LU8/IVj5687ulsLz73stbLWi9rvXHtTX9v3HvL783z3nj0ca4PH/rg1se5PnI/VudjuR/z72Oa+/K3r170paWvuehLWz98+6nbz1z1k9vf7H9yOZwf4PwA/f6Uvs/4Otj+EDqGmulhZnoYrGF0DqNrOJzhOA3X+xE4jtC3ETwcYQZG+r6NNO8jcRklRuP7Ba5fuI7h7Ve4jNWbb/ToW3PxLb4TYE40C9+rP0mdSbkhTIEzhbYpuE3l9XT6pjs3A+ZM9WY5Pwu32fTNgTcXzjw15uvjAp8Xui5Sa7FzS+jJUm+p/i1zvxz3lfrwo3lc5cxq9dbgvlb+Oj6sM8cb+J2tz5tw/plnm/U5h9Yc3uXgsYX2X3j1q/Nb+bJNbMdlh72d6v/m/nd1/+DFLhh/0vUX3n/R+Lf+/U3XbjX/weUfc7FHjX/x2WfvwOXA6aC/QYesHbZ/RF4urkfNwDE1jss9IfcUPafVMQLhLB/O8+eCvl1U96L8S+4vnQkpnh8pKaPFpJASTYaUWH5RNqSkxkJK3DXeO6QkJoSUZOeQktYkpFyZHlKuahRSPCdSrmsdUq6HcWPJkHLTupBSYFpIKZQnpBR2tvCFkFIkK6TcPC+kFG0TUorJLQ6/eIaQUyI7pJTMF1JKwS+NQ2k1SjtbprDIFLtCStl2Ak65FSHl1mbC/a32yjvj72pKBRwrqFXhYEipWF3Yr7g7pFTCr9KqkHIbLbfRVdleZedvryl2hpQ78LhD3p00VLFXBYe75fg7mnJPA+H+Hnqq5hXWq/YTtNyr3r103ItrtcbC2n203zdY0FRdzv1VQsoDQdir4WwN15rO1sSxFtwHi4nL170hpTbs2rSlVxVq1LFXx9k640LKQzg+VFfAfthaXbXr0vKIq7/RKY84/6jro3Afw/sx5x7zuZ61ej7X49vj6j/u+sQYwc/68Oqr26BLSGlIW0N+N5TzJB5P8udJPXmKt0/lhpRG+vS0z0/3EDg+U1lsDSnPuj5r7VlnGstrfCKkPGdOnsPxOb48j8vz+v28nr6gZy/AbeLahDcvqv8in17Sp5fwaUp3U9ya0dSM5ma4vqxvzXnYfKBwpoUzLdRt6dwruL7Kl1fhv2rvDZ/fgPWG9TZmuK37tmayrVr/Mydvwn0Txzftv2Uu3+LHWz63l9Me1/Zm4W1Yb1vzPEnpgENHHnQyN53NZmf77+D/rrl+z7ku+HeZFVLerxdSuupVN2e6wezmXCbOmXzqjm932N15629+yge8+kA/PjRXPXDowdMe5q4H/3pa9zc+pRfuvfndx9x8bJ76wuin1/3Mcj/+9qejv/xP5H2C5yfqf6LuADoG0DmAVwP5PVDdgep+2lLA+xT2p7wbxI9BOA6i8zP+D+bTYPdDfB4Kc6j+DIUx1KwOxWsYbcP4NlytEXo70v0o8zKaL6PlfE7nF3R9AXsMTV/Z/wrXr3AdS8NYZ8fSNg7uNzwYr8Z4Gr/Fa4I63/Fzohn8/nL4/L3cSbyc5G/LJLwn83kKv6eKaTCm6cs0/Z5Oxwz9mYXbbH7McZ1jnufmhJR5PJsHawHOC5zxpzBlES2LcV7ibBb8LPO1VD+X47eChh/N7E94rrK+GsYan9fCXKdH6/HY4MwG6xvw20DbRvvZ+pyNZ7Zz2fRk82CTsz+bz5/V34xnjrpb6N5i/Rc1fvF9/1U/f1X7Vxr8iU/ZisM23Lbr7XY1drjugLtDzg61drrf6fxO538zE7/h8ptzf+jvLr37y77nRsrf/PHMSPmbD3/rzW693W02dvNuN389S1L+0as9lwP/f9X+Vw/2qr0X1j5/B/fDOEDzQb4fMlOH6ThsFo7AzIV9lLfH4B6T45Uw5STtp6yd8l07bf7OmIGzZu0cn8/BOofzORzPmbfz9Hv2pFyg5YL1/9z/x8+LdF6i69KuEAkiZUyIRCaESHRWiPgNE0mtIJqFSHy0WBciCWuJEyGSjImqom6IpDUKkSt8vvJyZIhxIidE8vh81YoQuUZ+Xp+vhXF9WT+TXG+Qc2O+ELkJjteMSAFnCvYLkcLFQqTI4BApmidEirULkeKiBD63rAqRUoVDpHTeECnTWMAoszNEyql5a5MQKd8lRCrgXqlHiHi0RipXFp1D5HY4t8u/MynkVHFfxfkq00LkLnh3Z4fIvTA9QyL3HQyR6vTd71oD71owa6nxYD2hfm210quHSB3cH/bZMyDyKE/qLQqRx517IjdEGlQJkYY8edLnRm1C5GlePev8s3AbtxQXQuS54SHy/LwQeYHfL8J4CX7T3iHSDMbLzrzsbHPcmzvbAnZLfF/hWys8W+H1Kp9aq/+a3Nfsvy73DZ/f4GcbtdvuDZH/0fDm5YDRTg/bwXiL1rdrhkiGsxn0dJgUIt7NI51gdeZLZ5zeyQyR9+z7+xrpolYX/N/n0/sNhLPv6837+vu+/r4Pu6vcrnrblcdd8e+GYzccMvUtE1YmnzPp7I5bdzq7W/MuHvEOHvmQVx+2FvryIW499KgHvB5ye6jRQ95H+viRPnwE5yO+9KSjp/yetPUqKfjvb3akD98+5nNf5/vh34+WfjT2x3MAzQNpHaT+Z/gPljsEtnfnyDB1h4sRZ0JkJPxRZmg0rM95+OXAEBnDuzFwvlL/azy9G0fG6c03ejt+q3BuvNxvcfe+HJlA53dmeKLr95eDf5Ocm4zXZHhT7E3BfyruU83BNL5O59l0fGeoO8PZmXjOomEWrrP5MVsf5jg3x0zNTRdmdZ5ezIcxn+/zaVmA00Lfi4X0LvJd+oGHP+C2WI0l+rdEr7J4vpQXS2lZ5swyvJfTvsLnFa4r1fhR7R/p/QnHVTissr5a3hpa1tCy1v5aPVvLi7Xy1/k+rDOD633n1rtu0ION9GzEy9/nSDaPN5mHTXT9bG2zz5vpyeFXjnnZAucXvv1C6680bFVzKw3bcNrm3Hb1ttO9g9875ezk02/m/Xd+/q6nf5ghP0Mju8zIn7D/9N34C4e/+fy3/d3m6B/fnX/4+I/e/uv8XjOzTy/28We/8wecP0DzQf4dxOMQ/od5e1g/jtB9hP4jtB3hYS5fj5rBo7gfg3VMvvf9yHH8jqt3Qt0T8E/ielKPTjp3Sg9OwT9t7QytZ5w769y5y8GT83w6T9N5/l5Q/wKNF2j+D/5/6l3Uv4tqXoR3Ua2L5vSSvUtm8dKsEA15RT3RI0RTiolmIRqZF6LRJiEayxA5IZraTkwL0XgbsTtE/R2PJp1NTgrRtNYhekUeMThEr5R75ZgQzVNWnAnRq7aG6NXur5Gb17lr4V1n7zr314t8w0VuiN5QV4wWB0P0RjxuhJ+/spBfwHqhpJBbGN8izhRVpxguxWHcUkWsCtGSdJRcFKJ+f0TL4FvOmVvdV6Cjos+V1KkcE/Zvd719XYjekU+oVcXeXdkheg8d95QUMO+Rc2+6kH+f8/d3DtEH7D1QPURr7BL01VSzJj21Cgs5tfCtBetBdR/kWzru6Tg/RIvfAdGH1X5YnUd490hVQcMjzjyC/yMnQvRR+I82Fvg/2jtE660I0Sfk1udd/cwQbTAhRBuq8VSjEH2aH8+o+Sw/Gjv3nHPPy/VsiL5AWxO4L6rz0t4Qbcanl/OHaHOamstv4XMLPrfAtSX+r6jXSo1WXULUu3n0VbVbtwzR18aF6Ov69wbcNrxoy5+26v2Pvjfht+NfOznew6Nv289QtwO/Orjv4FxHdTo2EAND1Pt4tJO9TnreaWeIemZEO1cQeHSG1Zmf7+D7jrrv4PsObu/y+l3779p/F957NQUf3oPfhfdd+NBF/S68fp9+z5ioZ0vUe320q/WuvPZ+H+2mB342RzNxyOR5pjPd3XdXvzuM7nR25/8HfOih154j0R4096C9h958JO8j/f9I33vh0Jtnvc17H33vw6s+/Ojr2hdGf/71x6W//E9wGABroHOfqvep79mn6g/i1SA+DNKrz9QbrJeD4Q3WqyH0D6FvCL1D5Q+HNVzOcB541kRH8G2EPo7Q8xF0jKJ5VFaIjlZ3tJqjfSc/59Hnzn4B+wv6x7h+7cxY+sbJGc+78ThPoH2iWpN8BybLnax/U2BPtT4Vp6l6MJ326XTNgD/TjMyyNtvabHM0hw9zzPUc9ebAnQd3Pr4LeLTA2QU8WQB/kdwf1FjMh8WwF8NezNvFvF1i5pfQuUSPsuBm0Z+F+1I9XAZ/mbPLYC/Hbzn/V8BaYS5WwF1xIURXyl8pf6UeruTJjz7/yKtVdKyicTX9q/VutZlaw4c1+K7pJ+yt4fFaNdfqx1reeC5F1/LAsym6Du46s7sO3jq11uGwnvfrra93fj2e6+2tl+PZFd2gdxv1eCO8jTzI5kG2ed+kHz+r+zPtP/u+eoZFN+Od4z7HfY6ZyNHfHJxyaMiBlaNWDr9y+L5F7q+XQ85WHm1Tb5u52ebMTlh/4POnOn+L3fb2iH9x+Nd1r/29PNsHfz8t+3E+QOchnhzi7SFrh8zhYd+Dw/ge1pvD+nbYTB3Wn8O4HNaLI2bniO/sEb7k0p7r+5yLay4eufZzzcRRfTmKy1H9OmYejvPsJC9P6+Npfpzm9Rmazqp/1v45Xp3Tl3N4nter89bPWz8P+7zaF6z7jRG9NC7EUuaFWGRSiEXzic4hFqsu6oVY6l5xJsTiSbEuxBLukytEjtgtToTYFQ1CLE/NELvK9apmop3IFAND7Oq6onGIeT7F8h4MsWt3hth1rtfbyxeEszf0E7khdmMVATt/D+FaAKeCPheCW2hriBWGUQSnm2eFWNGqAp/i8EssCrGS6SFWqmyIlcanzK4QK5sdYuUuhFj5kiFWAZeKat5WWUwIscr2b4d3h7iTjiry74Jzl893rwqxe9Ss6r4qrHvlVbN2n1r35xHWamSEWE2e1YJVy/2DNNcuJtSrw7eH1HyYrrpjQuwRnj4Kv16jEHucd/XxbsjLJ3uHWCOcPWNiz7QJscb2nndtMjjEXsorRodYU3xe5n1z/JvzqyW/XqkQYq2ceZWPr+nV6+INHNuq9T/63oTXDp+3eNXeWgZvPStiHfHv7P5dGt6z14W3XfHo5mx3/fGuH+sxPMQ+ahJiPdXq5dq7dYj10eOP+dSXhv7WBqjhfT02QL8GWhsI91N8Blkf1EWo9xncz/AbTKu/t7EhOA9tGWLD5A9Xa8TloGsUr0bz+gtefunzGPGVM1+7H4vXOPff5Bc4eI+PTVDnO72fCPt7Xn3P78m8mszryXyezIcpZmAK3lPMz9TCwixPdX6atWl0TaN7Gix/c2PT6Zhufbp17/exGbycwesZasxQcyavZvJlJk4z9Wum9ZmwvPvHZtE0i45Zzs12bjaM2TBmm6059M/hxxza5vBurv25tMzFcy6ec2HMU2uetXl8mcf3eXyc79x8czKfj/N5MP/ymvlaYLYWwFpgpheqvRCnhfQvhOX3RGwhHxaZuUXwF+G4CP4Pzv2Aww84/mDNsyG2WM3FZm6xXL87Yp4NscX6sAT+EvO+RP4S60uyBI+yeJtFd5Z8z4rYUmeW8ngZnGX0LuPxclqX6/NyPi6XuxzmcpxX8H4FbZ4hsRU4eo7EVvJsJS9X0rIS95W8+dG8/Aj/J2d/cvYn+KvkrvKdX6V3q8zsKpirzNtqPVutZ6vVWq3+an6v5vcaHNbQuobWNe7X4reWh2vVWMuLdbxYp/Y6tdep5/dQbJ0662laz+/1sNbjuAHOBv5s8B3awP8N+G3Uk436tNHaRngb4WVby6Y5G49sudl4+B0V26Qvm3joeRTbhMfP/NisrudQbIvzW8z0Fn5uoXeLfvyC8y/4/ELfr7j8av9X381feb+Vzq182srjbXRvc24bPtvx227db67YDvk71NiB006fd9K/0/zuVH+ntd/w/A333+T+BvN3343f5f5urjzTYn/g/wcvdvFnl97uwn2XHuwyZ7vMxZ84+c0W+1Mf/uTHn2r+5e/vXzT8RZ/fcLG/+eJ3XOxv/d2N8271d8PcLf8ffvwD0++62D9q7sFnDz579HoPTnv4sAfPf/nud1/sX1j/mr297vfC2mtO99K3lz974e1Tbx8++/DZh+c+Pdvvb+J+uftp2e/sfmcP8OuAvxUH9faQz4fpO4z7EflHzMAR547IzXWfq4bnbCxXP466P6oHR/E/Ju8YPsd4cRxnz9rYcf6f8J04YTZPwD/h/qTensTnJLxTOJ/ixWm5p/l8mr7TcM84cwaXM3LOOHcWxlk+noV5DrdzuJ/jz3k9PO+M35mxC85fgHEBxgW9+w/Gf+r+Z+0/M3FR3kX8Ltq7BOvStJAa8onOIjukppQVjUVvsUjkhtRISWEtMiukRouJfuJMSI01E6uEz6nyUpuIgQJOPK+oJ+DEd4bURLoYLvaG1GR+UVd0Eep7H0hNs5bWQDif5v6K6mK0uBBSr2wkJoXUPEmhRp7BQt2r3F9VVbQWuF0l72parnbmameuxuMa99eodQ1916wIqXnVydtOyL+2gsD3WnnXqXed2tfher3z18PLR2s+Wm9Q54YeQs6NeQQ+N+J2I29uousmtW6Ckd+694/UArAKyC8Iv+C4kFoIh0LyC8kvLL8wnYXlFN4aUosUFvgXcf5mPt+sXtEgMgQuxeAX41FxGMX5WRxO8ZyQWiIm4JRwvoTat9i/xdlbaLsFt1vwKElrSZpKwilFf+k2AlZpdctUES3FhJBaVq/KZgq9KUdDOX25FZdbYVRQp4KzFZytgH9FmirytyLfKmYJHlQyB5Vg3gajMs9ut387Xrebnzvg3OHzHZc/Hwypd9J7pxp30nEnzVVorSLfu1TqXebjbrrvxuOeysLM3UPLPetCalUcq9JXFf+q5u1eOu91vpreVHOuGg+r0ViN3mqX1+mqNk/gXA23ajCrybsv+f8HTdXhVbd2v7P38/AB3B+A+4C5qaFPNfSxBs9qmL0a5rAm/2vSXAvnWurUgv+gPj5orbYz6XLS+ZSOc/qukFqHzjqw6+BQR/2HeOkdL/WhmoLmh/j1MK/r2nuUL4/pVz1nHufxE2o1gPEkP55S+2lYz+L9HE5N7L2Eb1PevyynBT4tx4TUVrS0pvX13v/nvyiltlXbe11qOzP4lp68rWdvy8k4EVI72u9Efyc97qw/78B/lyfvmv33zEsXveqqR91wy+THB+JD3HvI7YVDbzh95ffHfwDuA3AeQM8AXgw0iwPhecdL/dT6p3h8yoNBeuQ3depn8j/D9zM1vOulDnZ2MN8H4zdYfwerNRj+ENqG8GqIvCH2hsAegs9QszAUxlDrQ3k9FPZQvIapNcwsDMN7mHka5uxwXIbTNNxsDNej4XBH6PMINUeYkxE4juTFSFpGOjMS15F4jTJ/o9yP8l0bJWe03o72N260c6P1zm/41DG0f+3sWH0Zq8ZYvR+L51h1xuI0Vo/GwR7Hn3Gwxtsbb/1bHnxL77c4TtCr7+BOdG4i/76H9b2zk2ic5MwkMzaZD5PVmkL/VL2fqvY0/KfjNAO2d8vUWWZktj56f0ydY27m6us8nOaZh/k8WsAv74GpC3nmnS/1Bx54n0tdYn6XyM/S+6VqLoO3TA+Ww1punryLpa7AYSUtP+L/Ez9/8nfnJ2d+4ssqWKvM2Cr1Vstd7fNqnq6BtQZHv+NT11pbS/c6uevo9f6Uut6ZDb7/3o9SN8LNpjubD9lwstXK1s9NfNqEx2Y1NuvlFv3dYv8X+n7Vh63wt9K3Xa3t5mmHMzv11LtL6m9m/nfrv8P+w/UPfd0lZ5f6u3D5k3feUVL/VOcve3/zYTc//hF7fFf20P4vfnv1YJ8Z3e/8fnoPWD+ov4foOqzeEX4egZGrbq7zR9XyOzv1qH4c07Pj8k84c5K+k/p3CrbnfOppc3oa5zO8PKPmWdrOwjwH45w++b2deoGOC/h6fqf+p9ZFc3epaoiHwmJviKd0CfFIBTE6xKN5RU6Ix4aLecJ+ah4xLcQ9h+PxCSGeSIreIZ6MiUyxIsTTnEmzn9ZPZIf4Fc555sav7BHieaoLOFdNCvGrnbmmQYjnTRfwr3W9Tq7f5PHr5fg9Hr8BhxsWhfiNONzkmr+ugFnAnmdh3HMwXmhciBe2XwSPImdC/GacbnamqHp+l8eLFRONhT2/0eMl3JeoLHC6Rb1bqogxIV7S+VIlRWuBY+mawufSPCiDX7kg8L61ZYiXV7s8LRXsV4Tn+RWvCL/SiRC/jQeV1b99cIjfwZM77VVx7i4Yd2eF+D20Vd0Z4vfSWy2/6Bzi9+Fxn73qePhtH/fsiPt9H/fsiNdQt8asEK8JoxY/aqn3IL8f1IfauNS2l24vHWYdntZR/yG+PkTDw2rVpa+u2o/AejQjxB+z95izj/H5MR7UU/NxHJ7gyRPWGsBq2CjEn3R9qlmIN3J9Wv7TuSH+DM3P8OlZdRvT15jm5+w93ybEX8DtBfWa8PBFWC8OFKuEMy+5fwnWS3JestaU9qZmrJn6L7s219sWMFrAegXOK7x4BZdWarei81VaWovX9PF13NvI+R8P3tT/N/WpHb/by2tfVrhv71x7et/eFeIZ/MqgOYPGDFoz1MhwPgNeBzkdzH8H3DqYow5874h/R33r6EwnuZ30rxPNnfS+k550ht/Z5864v0PjO3Le5de7vjvvwniPtvdoeY/WrvC74tRVTlfnu8Hupkfd9KEbHpn2M3mZKTfTrH5A64f6+RGfe8Huo/cfq9nX99OzMd4Xbj86+pv1T3y/PuHDJ/oywMwPMEsDaBrI70/dD4L/GV6f4fGZvgw2s4PxGKIXQ2B53sWH8mWY78QwGkfwawRdI3g/Ut5I3o/EayQeI3EfZW2U/VH8H63WaDpG4zva+dH2v6TtS2tf0val3n2lN19Z+9r352sejYM/jq/jfFfHyRtnDsbpzzh8v+HDeOfGOzcelmdYfIJz35mL7/jynfXvrE+EOVG/JuI9Ca9J+Ex2ZrLcyWpOMRNTeDXFzE+lbyrOU+1Pp2OePizk7SIclzizhH9LeJtFZxZNWXxcyrel9pbq91K+LeXbUvqWwl8KfykOy3BYBmsZL5fBX6Yny/Vkud6vdF2J10/2V8NdQ98auGv1aa3aa2lZS4tnVXz95Su8DfA26I3f+/EN+uA3f3wDbn73x7PpyeZVNg7ZWwWsTThu4v8mfdyEwyazvkmtn+3/rP+bzcxm+5vtb7afAy+HnhwccnDIUTuH3hx6ctTfor7nYHyL+r/w6Ve6t9Kwlfat6noexrequ03dbb4P2/i/jf/b1NxG7za92qZX25zfLn877tvV2qHmDlg79GiHv0k71Nyh5m94/UHXH5ev9P6B3x9y/qD3D736E8Zfau5Ry2/z/xv/6ue/MPbB83s6fsjZI2bqiO9pLpxc2o/p3TFcjuN6nC/HeXeC5pM4n9KLM65n5Z4ze+dpv+A7ctG5S/4uXLoQEqF3SKTkE8NDIlI2JKL5QyI2KSTi1hJBjA4Jvy0TaT1C4soGwp5nWeLqeSGRt1FIXFslJK5rFxL5ZoXEjZVD4iYY+ReFRAGfC8gpcDAkCo4ROSFRqGpIFKkbEjenh0TRzJAoJq9El5C4RZRqHBKlLwdOZZz17EmUaxMS5YuFRIU8wrrnTaKS6227QuJOdarAukudu9WpqobnSuI+Z+6n6YFpIVGDlpo413Kt1UT0E6tC4sG8Qq0HJwj8asOq7b62vNrrQiLdfjqO6e7TcamDQx04dXhUx/1DvPG8STxk/6GtIfGw+4fdP0zTwytCoq77us2E83V3hsQj8B5x9lHXx3jzuHr1Ydanr0EyJBqq/RQtjWh7Btdn+PGMOs/ytPHekHge1gvym6jxotwXrTWlpZmclyuERHP+NM8IiRawWuD/iusr/GjFp9d484b9Nji1gdcWh7a5IfGm/besv6WP7fXz7cEhkSEvo6ZQK4NPHXnQmW+d6eicHRLvuL6L87s0vYvrezC64NoFRpcTIfG+s11du8HKxLO72v6+Jz40Qx/K+ZDXPdTsSWNPZ3uq25OWXs720rtecHrpX28z1dt9b7m9aehTWPCgz0DB74+rC73ry7e+fOiLSz9c+7n2x/ETnnyCg+dEYoB+DJQ3MEu4/9TMfqruIDU+gzkY3hCe+I2UGMrPYWr5/ZPwGyfh+ZAYqaej+Pa5s19Y+8oMf+X6tfyvef41Hn6/JMbSMJY3Y92PpXUczG9gfsOj8fbG+zwe7niY4/k7fpzgqb/9iW/tf4vXt2p9i9u3OE2IiZJCzyfweALcCWbiO9+L7+j7DtZ3/P2OZ54ViYnqTeTLxNaC9on0TsRrkvxJ8ifJnyR/svzJ8ifLnyx/Mo8n4ztF7z1DElPonMLTKXCnwJ0K13MlMdVZv5kS0+RP48E0daapM02daepM19PpejCdvun6Pd38TDcLM8z5jHpCP2fQPAPGDJpn0jyT5pk0z6R5Js2zaJ7l+zzLbMzi0Sy+z9L/2WZmtpqzWwpaZtMym5bZ+M1WY44ac9SYo8YceXPMwBx9n6NPc/GdS8NcGubiPBfnuerN9T2Za/bmwZ6n5/Non0f7PPzn4TTPGb/7EvNxmo/TfJzmw56P03ycFshbgNMCnBaYrwW+1wvgLfQ9W6jXC83CQjwW4rEQj0VqLDJfi8zMIjOxSP1FZv0HPf5Bj36g6we6fqBrMc6L9WixHi3m+2I9WqxHS/RoCZ5L8PQsTyzRoyU8yKIviz7P9UQWfVl6kqUnS/VkqZ4spWmpnizVk2U+L6NhOfzl8JfDXw5/OfwV8FfAXwF/BXy/WRMr4K+EvxL+Svgr4a+EvxL+j/B/hP8jzB/h/wj/R/34ST9+omMVvFXyVtlfzcPV9tbAWGttHcx1aq/Xsw3uN9rfyG+/WxM/47aZf5vNSo69HL54Zie26MsvzvntmvhVL7b67Fmd8JxOeEYnPJ8T2/i4TT+2mbVt+G/j8zbz5vdtYjte2+Vsx3k77dvV2A5zO03b1djBl536/Bscv3sTv7v63Zv4Q71devUnrL9o2G1tt97u0dM9eOyx5lmd+Jeef3mzV//2Wt97+bPcfe73qb2P1n182Y/DfnOw3/4Bc3QAlwPq+12cOGh2DsI+aGYOOXfI3iHnDqt1mI+HzdkRvh/B/Yi+5ZqdXN7nOn/U2aPWjvHjmD4e08dj+niMD8f4ehzv43w6bmaP8+g4bid4fQKvE3p30ueTfDsJ65S59Ds7cYo/p8zrafenYZ3m0Wmzcsb34gxOZ9Q5y89z+nMe/nlY5/XE7+7EBbP/H8z/+Psf/P/gXsT9IsyLal+Sd4mOS7hcmhWSITckI8VCMlovJGNJsSokU3uHZLxNSCZah2SyZUim1Q3JK5y54kxIXpku7F05WMi/MkecCMk8+UQV0UiMEXCvyisqi6yQvNr+NaOF89fYy5tHOHt9EGVFA9FZDBfzxFahXr78oqqwfsO0kLypptgbkt51kt51kgWcKxgT7gviVRB/v9eThZqJ7JD0mz1ZxH0RdW+msahaReEXxbmYnOITQrKEMyV2h+QtFQS8kutCshSdpeSXdi09KSTL0FaG5rL4lsWz7MGQLAevHI63Wi+PQ3k45d1XwKNiYYFLJf5VgnkbPre5ryz39upC/h3430HLnY0FbVXUqILbXWrehe/d+N3Ns3t4dU+mwLlql5C8l6/3Xr6q5f0rWY2f9zlXnU/Vcb9f3v3yH+DvA+rUwK8mzJq7QrIW/2rh6bd90m/7ZG280p33uz5Zx5k6cB6i8SE5D+v5w3pcVw/qql8X1iMwH9HPR2l4lJ7H5D+mZj3c68F93Kw8ge8TztR3tj49DXjeAG5D+A1xfdKa3/zJp+Q3aiJwfbqdoO+ZDKEXz9L1rPXGNDVeEZLPyX1OH57Xy+f5+zy+L1h7AUYT1ybOvKj2i+NC8iX1X4LTFO+meDTj88twXsavufzmsL23JVs429J6S1fvb8lXcGxlvxXNr+rtq3Jb09WaT6/x/DWYr+H4Ol2v0/AG/DdgvcHXNji10ee2ZuZ//Ghnnt+C01687fuQQV+GfnX03eoIt5M6neB06iec9zs/+Q59ft8n3+NtF7zeV/N91650deV/V7PaFX5XHnaz103fuvGvG/7d9CYTZia+mXAzcc50NtPZ7vK7DxT4fSDvA/cfwPtAzod0fqhuD3V7wOmBy0dqfoTnR/z6SC96+l70pL2n/F7we9nrBbe32e5trQ+8PotC8uOSAt7HtH5sfj7Wm4+d68unvnrQ1+d+Zr2fev3NX3+f++PRn0f91fmE7k/U/ITHA3x/BsAdoO4AWAOcGWAeBvJrkNkZpMYgmgbROYjOQXrwGfzBZncwTwY7P0TdIT4P4f9QszxU3WG0DNO74XBHqDGC3pE+j5Q7ynWU62jXz537HO4X6nzJ1y/VGgNvDC5fyfsKl69x9w6aHOvcOD39Rs3x9r/l5QR53/FnIj++56d3wOQU91PsT6V7Gv3T+DMdr+n+zk43GzP0Y6bPs6zNgj+bn7PNxRx9n6vGfDO1AL9FNP+gV4vpyIKTxbMsni2lbyk9y/i2DM4yni9zzrtHchm8ZTxe5txyOctpWg5/uX4u9/1ZbmaW47ec9hXyVvJ4pVreL5I/4fsT7FXOrObnGvzWmPe1ZmmtWfBOkVzH//W+gxvU28iXjfzayPeNuGb7vMmZn/H6Wf3NvNnsfA7Ptqi/Bdct/g7+Qucv9P7qu73V2jbzvc25HXjuFL+p/xvM3/H93bld+rBLzT957D0h+Zfv79/2d+vdP3zeo96/zuzVo700eD9I7uXZXrX2Wd/HT+8HyX3q7jPH+/0N2G8G99O2H9Z+mAf07QAeB/hxgI4DOB/gy0F8DuJzkK6D/D0I85D5OKTmIZiH8DikZ4flH5Z/WL53ieRh64etH7F+BK8jeB3By3tF8gituTzN9TnX56M+H/X3+qi+HKXnqO/YUTNyTO+O8eAYnsf0/hhOx3A6rv5x9U/QccLMneDhCTpO0HGC7ydxPonzSZxP6udJPp8yC6f45b0jecq5U3w97f60+9P0nubvaTW9dyTP8PmM2T6D3xn8zuLhPSR51syc1fezZuycc+ecO+fcOd/Vc+qfM3feT5LneXTenF/A74LaF+BeUO8/WN5Tkhd5chG3i7RelHMRZ+8pyUs8uzQtpIWBYkxIS2kW0iI1RTvhPpId0qJBVBb2os5FV4gzIS1WQbimlhWu8aTIL+qJJiEt0SikJd0ns0RuSEsrJvqJ0SHtCjWuaCBgXnEhpF2ZJ6TlmRfSrpoU0q4uKeReU1dsFXsF/Lzw88LLq17eqsJ+XuvXyrt2VUi7DsfrfL6+sBgc0vK5zyf3hsyQdqOzN8HNj0P+NgKP/BMELfl3hbQCNBaQV6C6aCw6i+ECbgE1CqpZ0HpBeQXpKUhPIViF4BaipxDehXaGtMJ0FIZRmH+F+VeYf0VgF5FfRH6R1sL5IusE3TfjdDOtN/cQswS+RWksCrcoDkXhFsWvGO3FaC4mvxhexeQXk19cD4rLLy6/OM3F6SmObwnnS+BRgtYSelZikdgd0m6RewtNtzhTEqeS+lSSppL2S9ovlU/IKyWvFJ6l1CmlTmlelm4p1CitRumDIa2M3DLqlsG7jD6VjQl8ysovq69l7ZU1W+XklnNfDo9ycsudCGnl7ZWnrTzPKvDM+1xaJbor8e0297fBq+zM7XkF/DuqCNc71ayiRhVc7+oS0u7m0938ucc8VcW3Kr/vxbGant/Hg/voqk5L9XGCt/fLvd/e/XIekPOAGg+oXUPNGuaxhr0aONewX1PtmrTU5HnN3sK81MwR+Nfik/e9tFpq1YL7IO4PposModaDeNS25h0wrTZ/a5vL2jinw0yHmQ4z3Xyk8zddL+roRR3zUQefOuo/Lp7gcX2e1jeX9XGrb887X1p99RrAbkB7A/Ua4NCANw1wbmjWGprLhs435GVDnje01wied720Jnx8yZmmPGkKrynPmtpvSldTuprR1YxHzWhpxutmPG7mTDM+NtOrZmbhZWdeNrfN+dscj+b62xyX5rR6/0trbsaa49mcB819T1rQ3AKnFnS38LehpbVWZrkVjq340IrnreS04m8rHF+F9yo+rdV9DQfvhmmv8fA1vr6Gx+v4vs631/n5Bk5tYHlHTPOOmNYGdluc2lpry8+2+LTlQVvYbX1v2zrzJq/b4f4WDW/h+Za1t+S1t9Yez/Zy2+PWHrf2+t5ebnsz0p7vbzvztvy39T6Dlxl8ysAxA8cMfcjALYOGDLwy+NlB/zroXwdnOzjbwdkOznbkRSd7nfj7rppd8v5/qfAB9wAAAAABAAARmgLSADwAlAAGAAIAEAAvAFYAAAdLAsIABQACeJy1Wd1vI1cVv6m9X2FTSndpS2Nnr1TUTdA0H61E2l2omNjj2F3HNmMnaZ6q8cx1PJvJzGhmvFbEIyAh+oAQf0AfUR8QqnhEiBcQEvvWPvFU4K2CNyQEQgjOOffOeOw4obsShB2fe+655+N3zj135pYxVi8M2AKj/y188Rmu6AV2pfANRT/DioWmogvsTuHHii6yxcLvFH2F3Sz8VdFX2Y3ikqKvsa3idxR9nb1U/FTRN5hx5XuKXrq2eOuPoHmhWABbz778F0UX2csv/4voK8BfXH5R0UX2wvIrRF8F/tXl+4ousueXK0RfA/715UNFF9ntZYvo68C/uTxWdJG9tPx9om9AkCsUHdILENemokFPYUfRBfZ24duKBp2FjxR9hb1U+FjRV9nzhX8q+hrrF19U9HW2WfyZom+wHxb/oeilZ29f+T3Rixj78geKhtiXf070F4D//PJjRRfZyvKnRN+kGP+jaPCndIPoZ4H/XOmOoousVNoi+jnUU2orGvSUbKJvIYal7yoaMCy9T/Rt9Kf0gaLBn5L058vAv116rOgi46U/Ef0CypcLigb58i2iv4Ly5Q1Fg3zZIHoZc1o+VjTktBwTXUZ/yu8rGvwp/4ToOyT/U0Wj/C+I/irmtPxY0ZDT8h+I/hriU/6bogGf8r+Jfg31rNxSNOhZIayuE/4r24oG/1d2iaa4VmxFI5/8vCnlf6Ro5BNWNykvK79UNNhd+S37kHH2OttkW2wbqB4bMgG/eyxgPvxL2BkLiVOBUQQ0Pi3guySxDjM68+CPMxN4x7A+YTGNBPwKkH4ET4ckl9gi/asDpw8zgo2B2yYLPthObTXBwhnoH4EuDroD0OsyG2gb6BDmoswWzyLYZG8A9Wo22mYa+WGBhhBkOdi1wA7qsNmJkn0HRkPg4uwI/IyzuBALl2LxLvRnQHhwtgPjPswg1yI0pmOUegIVKScrI5i1KV4cDUD3GNZGxBmBlEPoceCnOWmAT4iOS+t8wvc+rRckIdgp2ES0HXpy5VEqy4kfAwfxC7MsTuLA+QS8cGFlDCiwD/nrm1vbvDcUfC/wg+QsFLwSRGEQWYkb+Otc9zxuusfDJOamiEX0SDjrfGlxabEu+pEY83Yo/B6ualpnwSjhXnDs2twOwrMIV3E0sPkGfxV/tjVuWl445HXLtwP7BLjvBEOf10dOjLZ6QzfmXl7PIIj4jtv3XNvyuLIIMgEY5XEwimwBP4NkbEWCj3xHRDzBSBo93nRt4cfiPo+F4OK0LxxHONyTXO6I2I7cEEMkG45ILNeLARCdsMMcMz1yLfjZAew8QI7tBB48Z7fOvdwSnglztgqSLqUiyApgDZYrlO+Rdo46+eqea0cBBrLG5mpjE2HGDqhu4iy325BH3A/sQEQxBrS9vrmZ1zOtRSrJW5HFa1Ep4uZ3qNCwVE+oqAdP1TiUz5AtiyeR5YhTKzrhweDiWmNPbIVdpOt8mniu/1RJyRiU+LDTsUMN4M9Vu/U16ioB7DSX8G3RzJBAtAAq7DodciKiGZeg68JzsqsR0C32FnsTelWWck77pBpZY9c/5u3BAIqRv8bNoO/6vOXaw8CzYo13rCRybdfiXYtKOuZbb72Jas6VE3aGEcQUUh+QHWFAcSfU4Y6oC3FK5hl1HdklkqzzpdLIC6j/Yn/C2ATF6ZBcqDqkRmXik52QopdrbaVFqLFFukNC4hSkEprDVX3yI+14s90rUStkL43OcQZZDFo2nnTP8+iENHZgjQ1jTXVSPLGkXS2zMxuBzPyYcLLpbJmH2VhF6tKp49H5kp6Fs9jjGo+oVZBfm+rm87VLH54W2/xZkdZ5RKdDWrfpJpoXQWr9vF/3czWAkchYErKXbs+Izpczqp8AUPLpTLUujFTWnjVVVfJsDNRTRiVpPKVDdVajt2k2Uz0oiW8El9WofK/xVWYm2tMd4iqUI3p7cKkXJCq36VtO2qwG1Bk8ijRFerqyNcqORbSjauH8uT+7G1bp/Qdjvcc24E9QW0UbJ3S6C8qsBTxE6Rgk0rkNpfO9mXeJNbWDJx0jzlBLvXmSt7XP+XbESzM6mqkOXs4q+iHwZK7SyhH0Zumpt6pJhV/2xpdW5sVvfWn2OtkOinNnqcy7rAah7B1TTfsq/xrFHak3MtmDsENYlAOZ67SeZX2F6kSQFvBckW9gflYtFpu8+c72tf9DPjKULIo9UGdY2kcc4owAG7lXJsctp1PSU3Wzmvp4cX4ZnotT776Q8bUcRg6dNt5Uvzkf4yX6qAu7tC6Vnt/ltJkul2I/uxpRk301H3fq1+S7ZLJzJidSmkON+n5AVgbZWOQqBPuXzFAM2iYnrfS6T74IdWKNslzm+4nM4YbKeEw7xct8SPf2dC19flTzJ72MMn/iTNf0BIkx4Xj6lHlMTwX8bvIVMiLngUNPtDnB5SFI2LkzJLmkJ8sTwKEI0pPv3rluboHWgDrP/K9R+U6ZnjgTjNJTbYJTvq9Mr4qpX8h89VXs889f64KsRhkCMVWqT9rlTpKncP50f9oqyJ91dWaQRJvVYHQIp6dJnAbw8H3YhJkDGFWBWwXOXZDoqvm7lLFDOpPqILdP553UYcKzBeMj6nU1xmmMowcg3wJduNZg75INA7R1SdIk3XvAbcKvoeRwRQU4+zBGepe6obTXglXy+7qhzkfpaQ/4PItw2qsGWUw924ORCfrralYH3Q3Sh/6j/RrRrczPmvJUJ4xQM+qsgEdNGiF3H347INcl+zrFLL1tUQw1mJexGOQBWl5XsUo5xOdAzWCO0L8m/E2i0gmDOnkzwa8Cvx3wHPXvwmyPToo2rKxSpF1Cz1CYYbRNGk2ikpmqUDSIKmJQBXoP/u1m2Jn0lL6YOW3T2B3S/ERKxqerZ4WQa9NIZqNCox7lCmc1lUuT4pi1ekiVaJCUThF3swqpUfVK79PqlDbaOU+kPcxt3pe0qvkle0RqSef3VabP44Ko64QJ+tXNLF+kGb6Ys5sDHo/C0HOFwweBn6zzo2DET60zPooFT/BeBdk8CbgdCSsRGnfcOPSsM41bvsPDyIVZG0QE/FoxD0V06iYJqOuf0Z1KenOSwETMgyglBmhBw1+6ecncCaPAGdmJxvHOCNZquCY1AN+74yF88OY8G4NR17e9kYMXTKn3ge+d8VV3Td7g5MRBw2Xeygsf/MyORIyf03gpMDGAyzNd9wmBVResJOIUbxAiF6w6wdj3AsuZRs+SUIkIwwnAFDxHSThKuCMwTJQZCi+cRnSd6/6ZEseEgELAZ+j2XfB5HW/T8CJjEHheQHcDCmyN960YvA387ForTcPqMEnCexsbwl8fuyduKBzXWg+i4w0cbYDke+oCbA0STIURo2uoZv6N3bybto+VRBMlPkGgHwYQFYIjHgkvCCXg03d6CObUrR6G18EExXQ7BbEDDALWHUcWoONofBAJgRVkD63oGKJGnAEvyCoo4EE/sVwfYbHoXjGttc8fB7pkxXFguxbWiBPYo1PIiiWv/1wPsFlFjVPx8q66WPxkjTxyBN5myUzMleNjNxkiO1dymio59D6d9lyoVWkbdUXychUs0EbCCDV+GjjuAH8FARKOIKB4SJsWVPdHuIFjZKo6gQg3IPBYeB5qwGwrlOa6Kjc9mJQbRyFNToyHweklMeJWGEU+OCNIgRPwOCBfHgo7SUtsUsmwARyXNt+9tMytfvBI5G6I/SDBjUMe4VYLJ7WipuKhBXH1xdT+tXKhRuhAnEA54ZUjbGG53S+DQO66usG77VrvUDcN3ujyjtk+aFSNKr+rd2F8V+OHjV69vd/jIGHqrd4Rb9e43jriDxqtqsaNdzum0e3ytskbe51mwwBeo1Vp7lcbrV2+A+ta7R5vNmA/gtJem6NBpaphdFHZnmFW6jDUdxrNRu9I47VGr4U6a6BU5x3d7DUq+03d5J19s9PuGmC+CmpbjVbNBCvGntHqrYNV4HHjAAa8W9ebTTKl74P3JvlXaXeOzMZuvcfr7WbVAOaOAZ7pO01DmoKgKk29safxqr6n7xq0qg1aTBJT3h3WDWKBPR3+X+k12i0Mo9Ju9UwYahCl2cuWHja6hsZ1s9FFQGpmG9QjnLCiTUpgXcuQWhBqPpUREMHxfteY+FI19Cbo6uLivDCchS14ZT2mF1d8JZ6+456dS9hoYQlejz+bkcvzB/QqPj2f8mqkKZmZzbiFHxR+VfhN4dfw/GhaZmYm9cu9xOd0Di9z8MPhEV2VgKcz8vPmd+nyIp6RnHBrEKnHTtjfYdVnwJ2NZ3Y2XRmrSIMLNOfnD4ielkt5dRo/IlxnZWbnOvSpEtFnj/y4OZtZMV8ij+OsvzNzxTvFt4v3i5Xi14tvFr9V/GbxQfGt6RUXSPQuqKc8vzYnxpT3AMcLW/jfNKbm8/wHVL8h5GM2iqmZhS+xPxdegU/QKZkct6muJmbrLc9/krp8AnyfSO//qN3/AsQm+fh4nGycBXjcxva3I2bapsxtym2alWZG2vJqrQk01EDTpJA6jhM7cezEECozMzMzMzMzMzMz8+d4fyvl/p+vz3N9ZtfSeUda6bw6nr0ZJA4a+O+fvQa9Nuj/819wZv8PYZA4SBoUDBoyaMNBGw/abNDmg4YNigbRQWxQPOieQW8OekgQBUmQBUVQBU3QBUMwBUuwBUdwBU/whUAoCSsIg4UVhZWElYVVhFWF1YTVhTWENYW1hLWFdYR1hfWE9YUhwgbChsJGwsbCJsKmwmbC5sIWwlBhS2GYUBZCIRKIQAUmxEIiVISthK2FbYRthe2E7YUdhKqQCjWhScgELgwXRggjhVHCjsJoYYwwVhgnjBd2EiYIE4VJwmRhZ2GKsIswVZgm7CrsJuwu7CFMF/YUmoUZQoswU2gVZgmzhTahXZgjzBU6hHlCp9AlzBcWCN1Cj9Ar9AkLhUXCYmGJsFTYS9hb2EfYV9hP2F84QDhQOEg4WDhEOFQ4TDhcOEI4UjhKOFo4RjhWOE44XjhBOFE4SThZOEU4VThNOF04QzhTOEs4WzhHOFc4TzhfuEC4ULhIuFi4RLhUuEy4XLhCuFK4SrhauEa4VrhOuF64QbhRuEm4WbhFuFW4TbhduEO4U7hLuFu4R7hXuE+4X3hAeFB4SHhYeER4VHhMeFx4QnhSeEp4WnhGeFZ4TnheeEF4UXhJeFl4RXhVeE14XXhDeFN4S3hbeEd4V3hPeF/4QPhQ+Ej4WPhE+FT4TPhc+EL4UvhK+Fr4RvhW+E74XvhB+FH4SfhZ+EX4VfhN+F34Q/hT+Ev4W/hH+Ff4TxwkCqIoSqIsKqIqaqIuGqIpWqItOqIreqIvBmJJXEEcLK4oriSuLK4iriquJq4uriGuKa4lri2uI64rrieuLw4RNxA3FDcSNxY3ETcVNxM3F7cQh4pbisPEshiKkUhEKjIxFhOxIm4lbi1uI24rbiduL+4gVsVUrIlNYiZycbg4QhwpjhJ3FEeLY8Sx4jhxvLiTOEGcKE4SJ4s7i1PEXcSp4jRxV3E3cXdxD3G6uKfYLM4QW8SZYqs4S5wttont4hxxrtghzhM7xS5xvrhA7BZ7xF6xT1woLhIXi0vEpeJe4t7iPuK+4n7i/uIB4oHiQeLB4iHioeJh4uHiEeKR4lHi0eIx4rHiceLx4gniieJJ4sniKeKp4mni6eIZ4pniWeLZ4jniueJ54vniBeKF4kXixeIl4qXiZeLl4hXileJV4tXiNeK14nXi9eIN4o3iTeLN4i3ireJt4u3iHeKd4l3i3eI94r3ifeL94gPig+JD4sPiI+Kj4mPi4+IT4pPiU+LT4jPis+Jz4vPiC+KL4kviy+Ir4qvia+Lr4hvim+Jb4tviO+K74nvi++IH4ofiR+LH4ifip+Jn4ufiF+KX4lfi1+I34rfid+L34g/ij+JP4s/iL+Kv4m/i7+If4p/iX+Lf4j/iv+J/0iBJkERJkmRJkVRJk3TJkEzJkmzJkVzJk3wpkErSCtJgaUVpJWllaRVpVWk1aXVpDWlNaS1pbWkdaV1pPWl9aYi0gbShtJG0sbSJtKm0mbS5tIU0VNpSGiaVpVCKJCJRiUmxlEgVaStpa2kbaVtpO2l7aQepKqVSTWqSMolLw6UR0khplLSjNFoaI42VxknjpZ2kCdJEaZI0WdpZmiLtIk2Vpkm7SrtJu0t7SNOlPaVmaYbUIs2UWqVZ0mypTWqX5khzpQ5pntQpdUnzpQVSt9Qj9Up90kJpkbRYWiItlfaS9pb2kfaV9pP2lw6QDpQOkg6WDpEOlQ6TDpeOkI6UjpKOlo6RjpWOk46XTpBOlE6STpZOkU6VTpNOl84YdJZ0pnSWdLZ0jnSudJ50vnSBdKF0kXSxdIl0qXSZdLl0hXSldJV0tXSNdK10nXS9dIN0o3STdLN0i3SrdJt0u3SHdKd0l3S3dI90r3SfdL/0gPSg9JD0sPSI9Kj0mPS49IT0pPSU9LT0jPSs9Jz0vPSC9KL0kvSy9Ir0qvSa9Lr0hvSm9Jb0tvSO9K70nvS+9IH0ofSR9LH0ifSp9Jn0ufSF9KX0lfS19I30rfSd9L30g/Sj9JP0s/SL9Kv0m/S79If0p/SX9Lf0j/Sv9J88SBZkUZZkWVZkVdZkXTZkU7ZkW3ZkV/ZkXw7kkryCPFheUV5JXlleRV5VXk1eXV5DXlNeS15bXkdeV15PXl8eIm8gbyhvJG8sbyJvKm8mby5vIQ+Vt5SHyWU5lCOZyFRmciwnckXeSt5a3kbeVt5O3l7eQa7KqVyTm+RM5vJweYQ8Uh4l7yiPlsfIY+Vx8nh5J3mCPFGeJE+Wd5anyLvIU+Vp8q7ybvLu8h7ydHlPuVmeIbfIM+VWeZY8W26T2+U58ly5Q54nd8pd8nx5gdwt98i9cp+8UF4kL5aXyEvlveS95X3kfeX95P3lA+QD5YPkg+VD5EPlw+TD5SPkI+Wj5KPlY+Rj5ePk4+UT5BPlk+ST5VPkU+XT5NPlM+Qz5bPks+Vz5HPl8+Tz5QvkC+WL5IvlS+RL5cvky+Ur5Cvlq+Sr5Wvka+Xr5OvlG+Qb5Zvkm+Vb5Fvl2+Tb5TvkO+W75Lvle+R75fvk++UH5Aflh+SH5UfkR+XH5MflJ+Qn5afkp+Vn5Gfl5+Tn5RfkF+WX5JflV+RX5dfk1+U35Dflt+S35Xfkd+X35PflD+QP5Y/kj+VP5E/lz+TP5S/kL+Wv5K/lb+Rv5e/k7+Uf5B/ln+Sf5V/kX+Xf5N/lP+Q/5b/kv+V/5H/l/5RBiqCIiqTIiqKoiqboiqGYiqXYiqO4iqf4SqCUlBWUwcqKykrKysoqyqrKasrqyhrKmspaytrKOsq6ynrK+soQZQNlQ2UjZWNlE2VTZTNlc2ULZaiypTJMKSuhEilEoQpTYiVRKspWytbKNsq2ynbK9soOSlVJlZrSpGQKV4YrI5SRyihlR2W0MkYZq4xTxis7KROUicokZbKyszJF2UWZqkxTdlV2U3ZX9lCmK3sqzcoMpUWZqbQqs5TZSpvSrsxR5iodyjylU+lS5isLlG6lR+lV+pSFyiJlsbJEWarspeyt7KPsq+yn7K8coByoHKQcrByiHKocphyuHKEcqRylHK0coxyrHKccr5ygnKicpJysnKKcqpymnK6coZypnKWcrZyjnKucp5yvXKBcqFykXKxcolyqXKZcrlyhXKlcpVytXKNcq1ynXK/coNyo3KTcrNyi3Krcptyu3KHcqdyl3K3co9yr3KfcrzygPKg8pDysPKI8qjymPK48oTypPKU8rTyjPKs8pzyvvKC8qLykvKy8oryqvKa8rryhvKm8pbytvKO8q7ynvK98oHyofKR8rHyifKp8pnyufKF8qXylfK18o3yrfKd8r/yg/Kj8pPys/KL8qvym/K78ofyp/KX8rfyj/Kv8pw5SBVVUJVVWFVVVNVVXDdVULdVWHdVVPdVXA7WkrqAOVldUV1JXVldRV1VXU1dX11DXVNdS11bXUddV11PXV4eoG6gbqhupG6ubqJuqm6mbq1uoQ9Ut1WFqWQ3VSCUqVZkaq4laUbdSt1a3UbdVt1O3V3dQq2qq1tQmNVO5OlwdoY5UR6k7qqPVMepYdZw6Xt1JnaBOVCepk9Wd1SnqLupUdZq6q7qburu6hzpd3VNtVmeoLepMtVWdpc5W29R2dY46V+1Q56mdapc6X12gdqs9aq/apy5UF6mL1SXqUnUvdW91H3VfdT91f/UA9UD1IPVg9RD1UPUw9XD1CPVI9Sj1aPUY9Vj1OPV49QT1RPUk9WT1FPVU9TT1dPUM9Uz1LPVs9Rz1XPU89Xz1AvVC9SL1YvUS9VL1MvVy9Qr1SvUq9Wr1GvVa9Tr1evUG9Ub1JvVm9Rb1VvU29Xb1DvVO9S71bvUe9V71PvV+9QH1QfUh9WH1EfVR9TH1cfUJ9Un1KfVp9Rn1WfU59Xn1BfVF9SX1ZfUV9VX1NfV19Q31TfUt9W31HfVd9T31ffUD9UP1I/Vj9RP1U/Uz9XP1C/VL9Sv1a/Ub9Vv1O/V79Qf1R/Un9Wf1F/VX9Tf1d/UP9U/1L/Vv9R/1X/U/bZAmaKImabKmaKqmabpmaKZmabbmaK7mab4WaCVtBW2wtqK2kraytoq2qraatrq2hramtpa2traOtq62nra+NkTbQNtQ20jbWNtE21TbTNtc20Ibqm2pDdPKWqhFGtGoxrRYS7SKtpW2tbaNtq22nba9toNW1VKtpjVpmca14doIbaQ2SttRG62N0cZq47Tx2k7aBG2iNkmbrO2sTdF20aZq07Rdtd203bU9tOnanlqzNkNr0WZqrdosbbbWprVrc7S5Woc2T+vUurT52gKtW+vRerU+baG2SFusLdGWantpe2v7aPtq+2n7awdoB2oHaQdrh2iHaodph2tHaEdqR2lHa8dox2rHacdrJ2gnaidpJ2unaKdqp2mna2doZ2pnaWdr52jnaudp52sXaBdqF2kXa5dol2qXaZdrV2hXaldpV2vXaNdq12nXazdoN2o3aTdrt2i3ardpt2t3aHdqd2l3a/do92r3afdrD2gPag9pD2uPaI9qj2mPa09oT2pPaU9rz2jPas9pz2svaC9qL2kva69or2qvaa9rb2hvam9pb2vvaO9q72nvax9oH2ofaR9rn2ifap9pn2tfaF9qX2lfa99o32rfad9rP2g/aj9pP2u/aL9qv2m/a39of2p/aX9r/2j/av/pg3RBF3VJl3VFV3VN13VDN3VLt3VHd3VP9/VAL+kr6IP1FfWV9JX1VfRV9dX01fU19DX1tfS19XX0dfX19PX1IfoG+ob6RvrG+ib6pvpm+ub6FvpQfUt9mF7WQz3SiU51psd6olf0rfSt9W30bfXt9O31HfSqnuo1vUnPdK4P10foI/VR+o76aH2MPlYfp4/Xd9In6BP1SfpkfWd9ir6LPlWfpu+q76bvru+hT9f31Jv1GXqLPlNv1Wfps/U2vV2fo8/VO/R5eqfepc/XF+jdeo/eq/fpC/VF+mJ9ib5U30vfW99H31ffT99fP0A/UD9IP1g/RD9UP0w/XD9CP1I/Sj9aP0Y/Vj9OP14/QT9RP0k/WT9FP1U/TT9dP0M/Uz9LP1s/Rz9XP08/X79Av1C/SL9Yv0S/VL9Mv1y/Qr9Sv0q/Wr9Gv1a/Tr9ev0G/Ub9Jv1m/Rb9Vv02/Xb9Dv1O/S79bv0e/V79Pv19/QH9Qf0h/WH9Ef1R/TH9cf0J/Un9Kf1p/Rn9Wf05/Xn9Bf1F/SX9Zf0V/VX9Nf11/Q39Tf0t/W39Hf1d/T39f/0D/UP9I/1j/RP9U/0z/XP9C/1L/Sv9a/0b/Vv9O/17/Qf9R/0n/Wf9F/1X/Tf9d/0P/U/9L/1v/R/9X/88YZAiGaEiGbCiGamiGbhiGaViGbTiGa3iGbwRGyVjBGGysaKxkrGysYqxqrGasbqxhrGmsZaxtrGOsa6xnrG8MMTYwNjQ2MjY2NjE2NTYzNje2MIYaWxrDjLIRGpFBDGowIzYSo2JsZWxtbGNsa2xnbG/sYFSN1KgZTUZmcGO4McIYaYwydjRGG2OMscY4Y7yxkzHBmGhMMiYbOxtTjF2MqcY0Y1djN2N3Yw9jurGn0WzMMFqMmUarMcuYbbQZ7cYcY67RYcwzOo0uY76xwOg2eoxeo89YaCwyFhtLjKXGXsbexj7GvsZ+xv7GAcaBxkHGwcYhxqHGYcbhxhHGkcZRxtHGMcaxxnHG8cYJxonGScbJxinGqcZpxunGGcaZxlnG2cY5xrnGecb5xgXGhcZFxsXGJcalxmXG5cYVxpXGVcbVxjXGtcZ1xvXGDcaNxk3GzcYtxq3Gbcbtxh3GncZdxt3GPca9xn3G/cYDxoPGQ8bDxiPGo8ZjxuPGE8aTxlPG08YzxrPGc8bzxgvGi8ZLxsvGK8arxmvG68YbxpvGW8bbxjvGu8Z7xvvGB8aHxkfGx8YnxqfGZ8bnxhfGl8ZXxtfGN8a3xnfG98YPxo/GT8bPxi/Gr8Zvxu/GH8afxl/G38Y/xr/Gf+YgUzBFUzJlUzFVUzN10zBN0zJt0zFd0zN9MzBL5grmYHNFcyVzZXMVc1VzNXN1cw1zTXMtc21zHXNdcz1zfXOIuYG5obmRubG5ibmpuZm5ubmFOdTc0hxmls3QjExiUpOZsZmYFXMrc2tzG3Nbcztze3MHs2qmZs1sMjOTm8PNEeZIc5S5oznaHGOONceZ482dzAnmRHOSOdnc2Zxi7mJONaeZu5q7mbube5jTzT3NZnOG2WLONFvNWeZss81sN+eYc80Oc57ZaXaZ880FZrfZY/aafeZCc5G52FxiLjX3Mvc29zH3Nfcz9zcPMA80DzIPNg8xDzUPMw83jzCPNI8yjzaPMY81jzOPN08wTzRPMk82TzFPNU8zTzfPMM80zzLPNs8xzzXPM883LzAvNC8yLzYvMS81LzMvN68wrzSvMq82rzGvNa8zrzdvMG80bzJvNm8xbzVvM2837zDvNO8y7zbvMe817zPvNx8wHzQfMh82HzEfNR8zHzefMJ80nzKfNp8xnzWfM583XzBfNF8yXzZfMV81XzNfN98w3zTfMt823zHfNd8z3zc/MD80PzI/Nj8xPzU/Mz83vzC/NL8yvza/Mb81vzO/N38wfzR/Mn82fzF/NX8zfzf/MP80/zL/Nv8x/zX/swZZgiVakiVbiqVamqVbhmValmVbjuVanuVbgVWyVrAGWytaK1krW6tYq1qrWatba1hrWmtZa1vrWOta61nrW0OsDawNrY2sja1NrE2tzazNrS2sodaW1jCrbIVWZBGLWsyKrcSqWFtZW1vbWNta21nbWztYVSu1alaTlVncGm6NsEZao6wdrdHWGGusNc4ab+1kTbAmWpOsydbO1hRrF2uqNc3a1drN2t3aw5pu7Wk1WzOsFmum1WrNsmZbbVa7Nceaa3VY86xOq8uaby2wuq0eq9fqsxZai6zF1hJrqbWXtbe1j7WvtZ+1v3WAdaB1kHWwdYh1qHWYdbh1hHWkdZR1tHWMdax1nHW8dYJ1onWSdbJ1inWqdZp1unWGdaZ1lnW2dY51rnWedb51gXWhdZF1sXWJdal1mXW5dYV1pXWVdbV1jXWtdZ11vXWDdaN1k3WzdYt1q3Wbdbt1h3WndZd1t3WPda91n3W/9YD1oPWQ9bD1iPWo9Zj1uPWE9aT1lPW09Yz1rPWc9bz1gvWi9ZL1svWK9ar1mvW69Yb1pvWW9bb1jvWu9Z71vvWB9aH1kfWx9Yn1qfWZ9bn1hfWl9ZX1tfWN9a31nfW99YP1o/WT9bP1i/Wr9Zv1u/WH9af1l/W39Y/1r/WfPcgWbNGWbNlWbNXWbN02bNO2bNt2bNf2bN8O7JK9gj3YXtFeyV7ZXsVe1V7NXt1ew17TXste217HXtdez17fHmJvYG9ob2RvbG9ib2pvZm9ub2EPtbe0h9llO7Qjm9jUZnZsJ3bF3sre2t7G3tbezt7e3sGu2qlds5vszOb2cHuEPdIeZe9oj7bH2GPtcfZ4eyd7gj3RnmRPtne2p9i72FPtafau9m727vYe9nR7T7vZnmG32DPtVnuWPdtus9vtOfZcu8OeZ3faXfZ8e4HdbffYvXafvdBeZC+2l9hL7b3sve197H3t/ez97QPsA+2D7IPtQ+xD7cPsw+0j7CPto+yj7WPsY+3j7OPtE+wT7ZPsk+1T7FPt0+zT7TPsM+2z7LPtc+xz7fPs8+0L7Avti+yL7UvsS+3L7MvtK+wr7avsq+1r7Gvt6+zr7RvsG+2b7JvtW+xb7dvs2+077Dvtu+y77Xvse+377PvtB+wH7Yfsh+1H7Eftx+zH7SfsJ+2n7KftZ+xn7efs5+0X7Bftl+yX7VfsV+3X7NftN+w37bfst+137Hft9+z37Q/sD+2P7I/tT+xP7c/sz+0v7C/tr+yv7W/sb+3v7O/tH+wf7Z/sn+1f7F/t3+zf7T/sP+2/7L/tf+x/7f+cQY7giI7kyI7iqI7m6I7hmI7l2I7juI7n+E7glJwVnMHOis5KzsrOKs6qzmrO6s4azprOWs7azjrOus56zvrOEGcDZ0NnI2djZxNnU2czZ3NnC2eos6UzzCk7oRM5xKEOc2IncSrOVs7WzjbOts52zvbODk7VSZ2a0+RkDneGOyOckc4oZ0dntDPGGeuMc8Y7OzkTnInOJGeys7MzxdnFmepMc3Z1dnN2d/Zwpjt7Os3ODKfFmem0OrOc2U6b0+7MceY6Hc48p9PpcuY7C5xup8fpdfqchc4iZ7GzxFnq7OXs7ezj7Ovs5+zvHOAc6BzkHOwc4hzqHOYc7hzhHOkc5RztHOMc6xznHO+c4JzonOSc7JzinOqc5pzunOGc6ZzlnO2c45zrnOec71zgXOhc5FzsXOJc6lzmXO5c4VzpXOVc7VzjXOtc51zv3ODc6Nzk3Ozc4tzq3Obc7tzh3Onc5dzt3OPc69zn3O884DzoPOQ87DziPOo85jzuPOE86TzlPO084zzrPOc877zgvOi85LzsvOK86rzmvO684bzpvOW87bzjvOu857zvfOB86HzkfOx84nzqfOZ87nzhfOl85XztfON863znfO/84Pzo/OT87Pzi/Or85vzu/OH86fzl/O384/zr/OcOcgVXdCVXdhVXdTVXdw3XdC3Xdh3XdT3XdwO35K7gDnZXdFdyV3ZXcVd1V3NXd9dw13TXctd213HXdddz13eHuBu4G7obuRu7m7ibupu5m7tbuEPdLd1hbtkN3cglLnWZG7uJW3G3crd2t3G3dbdzt3d3cKtu6tbcJjdzuTvcHeGOdEe5O7qj3THuWHecO97dyZ3gTnQnuZPdnd0p7i7uVHeau6u7m7u7u4c73d3TbXZnuC3uTLfVneXOdtvcdneOO9ftcOe5nW6XO99d4Ha7PW6v2+cudBe5i90l7lJ3L3dvdx93X3c/d3/3APdA9yD3YPcQ91D3MPdw9wj3SPco92j3GPdY9zj3ePcE90T3JPdk9xT3VPc093T3DPdM9yz3bPcc91z3PPd89wL3Qvci92L3EvdS9zL3cvcK90r3Kvdq9xr3Wvc693r3BvdG9yb3ZvcW91b3Nvd29w73Tvcu9273Hvde9z73fvcB90H3Ifdh9xH3Ufcx93H3CfdJ9yn3afcZ91n3Ofd59wX3Rfcl92X3FfdV9zX3dfcN9033Lfdt9x33Xfc99333A/dD9yP3Y/cT91P3M/dz9wv3S/cr92v3G/db9zv3e/cH90f3J/dn9xf3V/c393f3D/dP9y/3b/cf91/3P2+QJ3iiJ3myp3iqp3m6Z3imZ3m253iu53m+F3glbwVvsLeit5K3sreKt6q3mre6t4a3preWt7a3jreut563vjfE28Db0NvI29jbxNvU28zb3NvCG+pt6Q3zyl7oRR7xqMe82Eu8ireVt7W3jbett523vbeDV/VSr+Y1eZnHveHeCG+kN8rb0RvtjfHGeuO88d5O3gRvojfJm+zt7E3xdvGmetO8Xb3dvN29Pbzp3p5eszfDa/Fmeq3eLG+21+a1e3O8uV6HN8/r9Lq8+d4Cr9vr8Xq9Pm+ht8hb7C3xlnp7eXt7+3j7evt5+3sHeAd6B3kHe4d4h3qHeYd7R3hHekd5R3vHeMd6x3nHeyd4J3oneSd7p3ineqd5p3tneGd6Z3lne+d453rneed7F3gXehd5F3uXeJd6l3mXe1d4V3pXeVd713jXetd513s3eDd6N3k3e7d4t3q3ebd7d3h3end5d3v3ePd693n3ew94D3oPeQ97j3iPeo95j3tPeE96T3lPe894z3rPec97L3gvei95L3uveK96r3mve294b3pveW9773jveu9573sfeB96H3kfe594n3qfeZ97X3hfel95X3vfeN9633nfez94P3o/eT97v3i/er95v3t/eH96f3l/e/94/3r/+YN8wRd9yZd9xVd9zdd9wzd9y7d9x3d9z/f9wC/5K/iD/RX9lfyV/VX8Vf3V/NX9Nfw1/bX8tf11/HX99fz1/SH+Bv6G/kb+xv4m/qb+Zv7m/hb+UH9Lf5hf9kM/8olPfebHfuJX/K38rf1t/G397fzt/R38qp/6Nb/Jz3zuD/dH+CP9Uf6O/mh/jD/WH+eP93fyJ/gT/Un+ZH9nf4q/iz/Vn+bv6u/m7+7v4U/39/Sb/Rl+iz/Tb/Vn+bP9Nr/dn+PP9Tv8eX6n3+XP9xf43X6P3+v3+Qv9Rf5if4m/1N/L39vfx9/X38/f3z/AP9A/yD/YP8Q/1D/MP9w/wj/SP8o/2j/GP9Y/zj/eP8E/0T/JP9k/xT/VP80/3T/DP9M/yz/bP8c/1z/PP9+/wL/Qv8i/2L/Ev9S/zL/cv8K/0r/Kv9q/xr/Wv86/3r/Bv9G/yb/Zv8W/1b/Nv92/w7/Tv8u/27/Hv9e/z7/ff8B/0H/If9h/xH/Uf8x/3H/Cf9J/yn/af8Z/1n/Of95/wX/Rf8l/2X/Ff9V/zX/df8N/03/Lf9t/x3/Xf89/3//A/9D/yP/Y/8T/1P/M/9z/wv/S/8r/2v/G/9b/zv/e/8H/0f/J/9n/xf/V/83/3f/D/9P/y//b/8f/1/8vGBQIgRhIgRwogRpogR4YgRlYgR04gRt4gR8EQSlYIRgcrBisFKwcrBKsGqwWrB6sEawZrBWsHawTrBusF6wfDAk2CDYMNgo2DjYJNg02CzYPtgiGBlsGw4JyEAZRQAIasCAOkqASbBVsHWwTbBtsF2wf7BBUgzSoBU1BFvBgeDAiGBmMCnYMRgdjgrHBuGB8sFMwIZgYTAomBzsHU4JdgqnBtGDXYLdg92CPYHqwZ9AczAhagplBazArmB20Be3BnGBu0BHMCzqDrmB+sCDoDnqC3qAvWBgsChYHS4KlwV7B3sE+wb7BfsH+wQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfHBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXnB+cEFwYXBRcHFwSXBpcFlweXBFcGVwVXB1cE1wbXBdcH1wQ3BjcFNwc3BLcGtwW3B7cEdwZ3BXcHdwT3BvcF9wf3BA8GDwUPBw8EjwaPBY8HjwRPBk8FTwdPBM8GzwXPB88ELwYvBS8HLwSvBq8FrwevBG8GbwVvB28E7wbvBe8H7wQfBh8FHwcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wffBD8GPwU/Bz8Evwa/Bb8HvwR/Bn8Ffwd/BP8G/wX+lQSWhJJakklxSSmpJK+klo2SWrJJdckpuySv5paBUKq1QGlxasbRSaeXSKqVVS6uVVi+tUVqztFZp7dI6pXVL65XWLw0pbVDasLRRaePSJqVNS5uVNi9tURpa2rI0rFQuhaWoREq0xEpxKSlVSluVti5tU9q2tF1p+9IOpWopLdVKTaWsxEvDSyNKI0ujSjuWRpfGlMaWxpXGl3YqTShNLE0qTS7tXJpS2qU0tTSttGtpt9LupT1K00t7lppLM0otpZml1tKs0uxSW6m9NKc0t9RRmlfqLHWV5pcWlLpLPaXeUl9pYWlRaXFpSWlpaa/S3qV9SvuW9ivtXzqgdGDpoNLBpUNKh5YOKx2uVec1t3R3dWrN9ahWZ3S3LmxVmweCVu2a3dXZOldrrker1tLe3dI3b1ZH62KrpRibtZldvc0tLa2dvWZLPlSbWpqXpZxZD039+Zt7tQzAVgCzOrB1IJhZkag1H2oZptFaj2pWz9g6EKzhy01q9nKTGl7kml3k6utsH1YOQ8TIGrHc3m3FWB4xo7lbbuv/oY7sbe+Y2aq2DwRtJObfjvmPrM+/vX7CRmKm7fUojhwlts+xRi3HmFOM63OIGGJsz53d3dra2dHcObO9RR3d3NLX26p2DARskiLW1NH1U9AxEOTR/ccnd/T/UMfW9+pcbi9CEZk6tr5XZ/3EdTbP7+rp7e6a39YqZZ2zpdbO2do4HF4XDm9c/fC6BoIzrq2vc3Zzd9+8jua+Xqdr+VfqhDq5ezkyxaHRWJ1QJ3fXw8T6tj0DwZq43Onp+b+nh+GjYpE6qb5zb/2YJy37gHqXfUCT6x9QX/0Dmowj6MMRTK4fQd9AUCZ3t3fOVvqW/XQm/8/R9C3/SpuMD7IPV/6U5ea4aLnx1OXGS4qxOq1+hEsHgjmtuBSX5kOlo6tzdk/96JJhiGVEHHUSIRJEfJYJzmwSIyaIFcQqIq6YpIbYhJgh8nqsgF8BvwJuBdwKuBVwK+BWwK2AWwG3Am4F3Aq4FXArXBnX1tXdqXQt+1l/r4pjroJdBbsKdhXsKthVsKtgV8Gugl0Fuwp2NVMmDzD7CmaK403BTsFOwU7BTsFOwU7BTsFOwU7BTsFOwU5x3CnOdw3nuwZ+Dfwa+DXwa+DXwK+BXwO/Bn4N/Br4NfBr4NfAr4HfBH4T+E3gN4HfBH4T+E3gN4HfBH4T+E3gN4HfBH4T+E3gN4GfgZ+Bn4GfgZ+Bn1F1eP2unz0Q8C7oGegZ6BnoGegZ6BnoGegcdA46B52DzkHnOHqOo+c4eg4+r5jVZZWkfpM350OtmtVjc2u9wo3r6WjuaauPu4rxQJZw2DDEMmKIGCESRIrIEGPEBLGCWEVMEWuITYgZYv1shGXwy+CXwS+DXwa/DH4Z/DL4ZfDL4JfBL4NfBr8Mfhn8Mvgh+CH4kHMYgh+CH4Ifgh+CH4Ifgh+CH4Ifgh+CH4Ifgh+BH4EfgR+BH4EfgQ9hhxH4EfgR+BH4sHUYgR+BH4EfgU/AJ+AT8An4BHx4PCTgE/AJ+AR8Aj4Bn4BPwCfgE/Ap+BR8Cj4Fn4JPwYfVQwo+BZ+CT8Gn4FPwKfgUfAo+A5+BD+OHDHwGPgOfgc/AZ+Az8Bn4DHwGPgOfgc/Aj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GH+0O4P4T7Q7g/hPtDuD+E+0O4P4T7Q7g/hPtDuD+E+0O4P4T7Q7g/hPtDuD+sgI9ngBDPACGeAUI8A4R4BgjxDBDiGSDEM0CIZ4AQzwAhngFCPAOEFfCr4FfBx3NAiOeAEM8BIZ4DQjwHhHgOCPEcEOI5IMRzQIjngBDPASGeA8Iq+FXwU/DxLBDiWSDEs0CIZ4EQzwIhngVCPAuEeBYI8SwQ4lkgxLNAiGeBEM8CIZ4FQjwLhHgWCPEsEOJZIMSzQIhngRDPAiHcH8L5IZwfwvkhnB/C+SGcH8L5IZwfwvkhnB/C+SGcH8L5IZwfwuEhHB7C4SEcHsLhIRwewuFhhnwZ8mXIB4uHsHgIi4eweAiLh7B4CIuHsHgIi4eweAiLh7B4CIuHsHgIi4eweAiLhxx8Dj4Hn4PPwefgc27M7m5e2NrSNW+GMeDxZaOB30XDQmOgC1nuHYJIERlijJg4bV1dc5tndC1cfq8qYopYQ2xCzBDr5yKCwyM4PILDIzg8gsMjODyCwyM4PILDIzg8gsMjODyCwyM4PILDIzg8gsMjODwKQ7u/z5nR2tG1qDgoiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDyCyCOIPILII4g8gsgjiDuCuCOIO4K4o5grvV2dXT3OzPbW7tae9p6BV2a1Y35b88DQaO7s6m3taG1vtrP5Pe39/f3A23rWi9+P7MLIHjevfdlfJ+ovJi+3sTluXuvs+kZBe//m/8NSBlhy2trbrAxvnjevuT6xfkODJ0/r/5XUz1MmtfWP5GVAZcfm+fOb1dHN82bMbBbH9Ilj+8Rd2jXMQBzfLk1o61Imts+e1yxNau7TMBtpfFu7VOv/3/ie9jqmWrFHLjcjDxs2XpvN+YmwW5c//NbG4bc3Dn9w3//uWj+4gf3lGcsObvayg1Nmtnb0NmvIJS9ddmjLftk7cGjLkilzBw6tY+DQ6pNMa2Jnn7i4XeuqH5/U3dal9iw7uLIyEKTe/mMEX5rff3wt/f/rf6l0LTvx9vLn3Ps/07S7lv/U+pb/1LryT60+DUg3ahqmDky3rONs4dqEdKMmIvfPoawO7N/4Ha5HNNkRmuwITXaEJjtCkx2hyY4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoCIKOIOgIgo4g6AiCjiDoiNf5BI01QWNN0FgTNNYEaiZQM4GaCdRM0FgTNNYEUiaQMoGUCaRMIGUCKRNImUDKBFImkDKBlAmkTCBlAikTSJlAygRSJpAygZQJpEwgZQIpE0iZQMoEjTVBY03gYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBI01QWNN4GcCPxP4mcDPBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBI01QWNN0FgTNNYEjTVBY03QWBM01gSNNUFjTdBYEzTWBH9kJ/gjO0GjTfBHdoKGm6DhJmi4CRpugoabwP0EDTdBw03QcBO4n6DhJmi4CRpuAv8T+J7A9wS+J/A9ge8JfE/gewLfE/iewPcEvifwPYHvCXxP4HsC3xP4nsD3BL4n8D2B7wl8T+B7At8T+J7A9wS+J/A9ge8JfE/gewLfE/iewPcEvifwPYHvCXxP4XsK31P4nsL3FL6n8D2F7yl8T+F7Ct9T+J7C9xS+p/A9he8pfE/hewrfU/iewvcUvqfwPYXvKXxP4XsK31P4nsL3FL6n8D2F7yl8T+F7Ct9T+J7C9xS+p/A9he8pfE/hewrfU/iewvcUvqfwPYXvKXxP4XkKz1N4nsLzFJ6n8DyF5yk8T+F5Cs9TeJ7C8xSep/A8hecpPE/heQrPU3iewvMUnqfwPIXnKTxP4XkKz1N4nsLzFJ6n8DyF5yk8T+F5Cs9TeJ7C8xSep/A8hdcpvE7hdQqvU3idwusUXqfwOYXPKXxO4XMKn1P4nMLnFD6n8DmFzyl8TuFzCp9T+JzC5xQ+p/A5hc8pfE7hcwqfU/icwucUPqfwOYXPKXxO4XMKn1P4nMLnFD6n8DmFzyl8TuFzCp9T+JzC5xQep/A4hbcpvE3hbQpfU/iawtcUvqbwNYWvKXxN4WsKX1P4msLXFL6m8DWFryl8TeFrCl9T+JrC1xS+pvA1ha8pfE3hawpfU/iawtcUvqbwNYWvKXxN4WsKX1P4msLXFL6m8DWFryl8TeFrCl9T+JrC1xS+pvA1ha8pfE3hawpfU/iawtcUvqbwNYWvKXxN4VsK31L4lsK3FL6l8C2Fb2lTY3/MH/02hX8p/EvhXwr/UviXwr8U/qXwL4V/KfxL4V8K/1L4l8K/FP6l8C+Ffym8SuFVCq9SeJXCqwz+Y/Afg/8Y/MeGNbajiAwxRkwQK4hVxBSxhtiEmCHWj5/Bfwz+Y/Afg/8Y/MfgPwb/MfiPwX8M/mPwH4P/GPzH4D0G7zF4j8F7DN5j8B6D9xi8x+A9Bu8xeI/BewzeY/Aeg/cYvMfgPQbvMfS5DP5j8B+D/xj8x+A/Bv8x+I/Bfwz+Y/Afg/8Y/MfgPwb/MfiPwX8M/mPwH4P/GPzH4D8G/zH4j8F/DP5j8B+D/xj8x+A/Bv8x+I/Bfwz+Y/Afg/8Y/MfgPwb/MfS5DH0ugw8ZfMjgQwYfMviQwYcMPmTocxm8yOBFBi8yeJHBiwxeZPAigxcZvMjgRQYvMniRwYsMXmTwIoMXGbzI4EUGLzL4kMGHDD5k8CGDDxl8yOBDBh8y+JDBhww+ZPAhgw8ZfMjgQwYfMviQwYcMPmTobxm8yOBFhv6Wob9l8CSDJxk8ydDfMviSwZcMvmTwJYMvGXzJ4EsGXzL4ksGXDL5k8CWDLxl8yeBLBl8y+JLBlwy+ZPAlgy8ZfMngSwZfMviSwZcMvmTwJYMvGXzJ4EsGXzL4ksGXDL5k8CWDLxl8yeBLBl8y+JLBlwy+ZPAlgy8ZfMngSwZfMviSwZcMvmTwJYMvGXzJ4EuG/pahv2Xobxn6W4b+lqG/ZehvGfpbBt8y+JbBtwy+ZfAtg28ZfMvgWwbfMviWwbcMvmXwLYNvGXzL4FsG3zL4lsG3DL5l8C2Dbxl8y+BbBt8y+JbBtwz9LkO/y9DvMvS7DP0ua3gX/SxDP8vQtzL0rQx9K0PfytC3MvStMepnjPoZo37GqJ8x6meM+hmjfsaonzHqZ4z6GaN+xqifMepnjPoZo37GqJ8x6meM+hmjfsaonzHqZ4z6GaN+xqifMepnjPoZo37GqJ8x6meM+hmjfsaonzHqZ4z6GaN+xqifMfqKGHU0Rh2NUUdj1NEYdTRGHY1RR2PU0Rh1NEYdjVFHE9SRBHUkQR1JUEcS1JEEdSRBHUlQRxLUkQR1JEEdSVBHEtSRBHUkQR1JUEcS1JEEdSRBHUlQRxLUkQT1I0H9SFA/EtSPBPUjQf1IUD8S1I8E92OC+zHB/ZjgfkxwPya4HxPcjwnuxwT3Y9LUyIfjwP2Y4H5McD8muB8T3I8J7scE92OC+zHB/ZjgfkxwPya4HxPcjwnuxwT3Y4L7McH9mOA5OcFzcoLn5ATPyQnu1wT3a4L7NcHfnxL8/SnB358S3McJ7uME93GC+zjBfZzU7+NyU/35uz+WEUPECJEgUkSGGCMmiBXEKmKKWENsQswQwS+DXwa/DH4Z/DL4ZfDL4JfBL4NfBr8Mfhn8Mvhl8Mvgl8EPwQ/BD8EPwQ/BD8EPwQ/BD8EPwQ/BD8EPwQ/BD8EPwY/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/AJ+AT8An4BHwCPgGfgE/AJ+AT8An4BHwCPgGfgE/Ap+BT8Cn4FHwKPgWfgk/Bp+BT8Cn4FHwKPgWfgk/BZ+Az8Bn4DHwGPgOfgc/AZ+Az8Bn4DHwGPgOfgc/Aj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8FPwE/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwK+AXwG/An4F/Ar4FfAr4FfAr4BfAb8CfgX8CvgV8CvgV8Cvgl8Fvwp+Ffwq+FXwq+BXwa+CXwW/Cn4V/Cr4VfCr4FfBT8FPwU/BT8FPwU/BT8FPwU/BT8FPwU/BT8FPwU/BT8GvgV8DvwZ+Dfwa+DXwa+DXwK+BXwO/Bj4HB57J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4Jks5uqUgW8eq4vqYUr9/2S4aCAYUxpfUzMWNUb1/eCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JkMnsngmQyeyeCZDJ7J4JmsBn4N/Br4NfBr4DeB3wR+E/hN4DeB3wR+E/hN4DeB3wR+E/hN4DeB3wR+E/hN4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4Gfgc/B5WZ1avxGXDAS8CzoHnYPOQeegc9A56Bx0DjoHHfbPYH8O+3PYn8P+HPbnsD+H/Tnsz2F/Dvtz2J/D/hz257A/h/057M9hfw77c9ifw/4c9uewP4f9OWzPYXsO23PYnsP2HLbnsDuH3TnszmF3Drtz2J3D7hx257A7h9057M5hdw6787DBw/HB7hx257A7h9057M5hdw67c9idw+4cduewO4fdOezOYXcOu3PYncPuHHbnsDuH3TnszmF3Drtz2JzD5hw257A5h805bM5hbw57c9ibw94c9uawN4e9OezNYW0OW3PayIv5w84cduawM4edOezMYWcOO3PYmcPOHHbmsDOHnTnszGFnDjtz2JnDzhx25rAzh5057MxhZw47c9iZw84cduawM4edOezMYWeOro+j6+Po+ji6Po6uj6Pr47Axh405bMxhYw4bc9iYw8Y8afBwvLAxh405bMxhYw4bc9iYw8YcNuawMYeNOWzMYWMOG3PYmMPGHDbmsDGHjTlszGFjDhtz2JjDxhw25rAxh405bMxhYw4bc9iYw8YcNuawMYeNOWzMYWMOG3PYmMPCHBbmsDCHhTkszGFhDgtzWJjDwhwW5rAwh4U5LMxhYQ4Lc9iXw74c9uWwL4d9OezLYV8O+3LYl8O+HPblsC+HfTnsy2FbDtty2JbDthy25bAth2U5LMthWQ7LcliWw7IcluWwLIdlOSzLYVkOy3JYlsOyHJblsCyHZTksy2FZzsHj4MGrHD7l8CmHTzl8yuFTDp9y+JTDp7zu03BY3aP9sYwYIkaIBJEiMsQYMUGsIFYRU8QaYhNig8vNWe2z+7pbZzb3tNXfKlOnr3Nma3dPS1f/2zM6nAV9Xb2ty/69ku6e1pnYhtdjCEwITAhMCEyYqfPaOwf+dZXWlq5O7B0Ro3VxS0fzvP7seAfbR5gWRWTIz5CfIT/D9qyxHeYT4zTGOF0xTleM0xXjdMU4XTFOV4z9K9i/go+hgo+hgo+hgrzVYU5LV0dX57yuztbe5u4leDeUO9q7m/EC6CpT57f29G+FlyBXQa5W5ZldnbPxAodVxWFVMa0U00oxrRTTSjGtFNNKwUxxuCkONwU0BTTFaU1xWlOc1hT8FPwU/PozZljG1VeuP131R4YYG609ve3zmntxgZTrfu+Pmb7sFLW1d880ehd1DQx6jP63Wttnt/W22b1t3a0Y91iz2hc2xnZP//XWiRf1VAkxmru7uxZ1tM7q1QZGffPNgdi9bLP6L2d2Leqsj2b0wwxsNrPTzkczelrNru7etmX/lE5zh93e2bvsum7pbe/qtFoX9LUvbO5o7WxpVdq6+npanf7LvqNrdntLc0dnV6+5bOP+h+uO3vn5cEavPrH/KXTZf8sGZQyG5YOoMQgbA9IYJI1BpTFgjUHcGFAMSCNP2NidNhC0kTlq5Akb74SNbcJGHtqYKmlsHDWmEeaDBj1szCfKB41fkQainEMbmcPGVEm+cSMzacyH5MfVyEwau9P8APM8A+9offNndHS1zNX6P8NlUam/6phVj929eN3b09Y8s1UZ+KnNnDsQjVntHR39xaxrsTqi/+TEkTqinFBSD7Rs1n/d3X8ZaL3d7c2z++bXYzdez+ysx45Z6rJ/VqljoLsKaa02kCCKjPbOhTP6+nP0LhvVNzG75rd24s2eee39l21zS2v/9bYwfyH19HWqs1rn9V9x8rIfSs/8/rnKLR19M5S21uZ++Mz25v4SM9Oa19eDa7DVXW7cqJ/48k9Yqz/u9scyYogYIRJEisgQY8QEsYJYRUwRa4hNiBki+Ki/tRj8GPwYfNTlGupyDXW5hrpcQ12uoS7XYvBj8GPwY/Bj8FG/8UfdapzHBLGCWEVMEWuITYgZIq/HevvXH8uIIWKESBApIkMEPwQ/BD8EPwQ/BD8EPwQ/BD8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/Aj8Cn4BPwCfgE/AJ+AR8Aj4Bn4BPwCfgE/AJ+AR8Aj4Bn4JPwafgU/Ap+BR8Cj4Fn4JPwafgU/Ap+BR8Cj4Fn4HPwGfgM/AZ+Ax8Bj4Dn4HPwGfgM/AZ+Ax8Bj4DPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/Bj8GPwY/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwE/AT8BPwG/Am4F3Aq4FXAr4FbArYBbAbcCbgXcCrgVcCvgVsCtNLg47ir4VfCr4FfBr4JfBb8KfhX8KvhV8KvgV8Gvgl8Fvwp+Cm4KbgpuCm4KbgpuCm4KLm9E8Dn4HHwOPgefg8/Br/9Zr5qi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupKg7KepOirqTou6kqDsp6k6KupOi7qSoOynqToq6k6LupPW6w6N628jTehvZHyNEgkgRWT2W8fsyfl/G78uN38eITYgZIq/HEJwQ3LoX+yPyhsgbIm+IvCHy1r3YHyuIVcQUsYYIfgh+CH4EfgR+BH4EfgR+BH4EfgRuBG4EbgRuBG4EHgGHgEOQnyA/QV6C4yLIT5CfID9BfoL8BMdFGhwcFwWHgkPBoTgOCg4Fh4JDkZ8iP0V+irwMx8GQnyE/Q35cRylDfob8DPkZ8jPkZ8jPkD9G/hj5Y+SPkT9G/hj5Y+SPkT9G/hj5Y+SPkT9B/gT5E+RPkDdB3gT5EuRLkCdBngryVJCngjwVzLOCfBXkq2CeFeStIG8F86wgfwX5q8hbRZ4qro8q8lSRp4o8Vexfxf4p9k9xPaeYX4r5pcibIm+KeabInyJ/iusuBSfFfFPwUlx3Kbg1nJca+E3gNYHXBF4TOE3I34S8TciTYf8M886wf4b9M8w3Q54MeTLMM0O+DPPMMM8M+TnmycHhOE8cPI55c3A5uBxcDi7HeeLgc/A5uBzcug95rV6f+yNe435Cn8XRZ3H0WbyGedV443V9XvjSHseX9ji+tMfxpT3ehP2aGttjfk2YXxPH/pgnvnzC8eUTji+fcHz5hOPLARxfDuD4cgDHlwM4vhzA8aUAji8FcHwpgONLARxfCuD4UgDHlwI4vhTA8aWA/lg/jgz3a5aAl4CTgJMgf4K8uF+x2M+xyM+xuM+xuM+xuM+xqM+xmM+xmM+xmM+xiM+xiM+xiM+xeM+xeM+xeM+xaM+xaM+xaM+xWM+xWM+xWM+xSM+xOM+xKM+xGM+xCM+xCM+xCM+x+M6x+M6x+M6x6M6x6M6x6M6x2M6x2M6x2M6xyM6xyM6xyM6xuM6xuM6xuM6xqM6xqM6xqM6xmM6xmM6xmM6xiM6xiM6xiM6xeM6xeM6xeM6xaM6xaM6xaM6xWM6xWM6xWM6xSM6xSM6xSM6xOM6xOM6xOM6x6M2x2N0fsT/ucyxrcyxrcyxrcyxrcyxrcyxrcyxrc85r+tjmea1jWocOawzKjUHYGJDGgDYGrDGIG4OkMagYjTzD8lE5H4X5KMpHJB/RfMTyUZKP8sxhnjnMM4d55jDPHOaZwzxzmGcO43yUM8KcEeWMKGdEOSPKGVHOiHJGlGeO8nwkz0LyLCTfg+SzIvm+JN+X5nOh+b4034Pme9D8OGi+L8v3ZfkMWJ6F5cfB8uNg+axYzmA5g+UMljPinBHnjDhnxDkjzhlxzohzRpwz4pwR54wkZyQ5I8kZSc5IckaSM5KckeSMJGckOaOSMyo5o5IzKjmjkjMqOaOSMyo5o5IzKhUzvyuGFcNyMQyLYVQMSTGkxZAVw7gYJsWwoJULWrmglQtauaCVC1q5oJULWrmglQtauaCFBS0saGFBCwtaWNDCghYWtLCghQUtLGhRQYsKWlTQooIWFbSooEUFLSpoUUGLChopaKSgkYJGChopaKSgkYJGChopaKSg0YJGCxotaLSg0YJGCxotaLSg0YJGCxoraKygsYLGChoraKygsYLGChoraKygxQUtLmhxQYsLWlzQ4oIWF7S4oMUFLS5oSUFLClpS0JKClhS0pKAlBS0paElBSwpapaBVClqloFUKWqWgVQpapaBVClqloBW1JCxqSVjUkrCoJWFRS8KiloRFLQmLWhIWtSQsaklY1JKwqCVhUUvCopaERS0Ji1oSFrUkLGpJWNSSsKglYVFLwqKWhEUtCYtaEha1JCxqSVjUkrCoJWFRS8KiloRFLQmLWhIWtSQsaklY1JKwqCVhUUvCopaERS0Ji1oSFrUkLGpJWNSSsKglYVFLwqKWhEUtCYtaEha1JCxqSVjUkrCoJWFRS8KiloRFLQmLWhJSqs/uWDK/jVSixoDUB/EwOrj/6XHZP8kxfSCmw4a2tMyb/3/eTAbebOySNAYVDOJGtpg2BjEGSbkxCBuDqDFo7JXU58BIOoBjtLw8LslTNbhJg1sZ1hg0KJUGpXGkcX6klcbcKqwxaGSuIHMyLGoMSGNAGwPslYSNbcLGNmFjmzDfJm4MGplDzDmJhjUG5cYgbAwamaNG5qiROWpkjhqZo0Zm0tiYNDamjW1oYxvaoLMGnTXorLE7a+zOGizWyMMaeVgjT9zIEzfyxI2jiBtH0bgqksZVkcSNzI3LI4kbmeNG5qSRuXHlJI0rJ2lcOUnjykmSRuakkblxtSSNqyVpXC1J42pJGldLUiFroKWbjpZuIKbVdGhH++xmY2Cr/ge6cj4K81GUj0g+ovmI5aM4HyX5qNIY9bcmjVHOiHJGlDOinBHljChnRDkjyhlRziA5g+QMkjNIziA5g+QMkjNIziA5g+QMmjNozqA5g+YMmjNozqA5g+YMmjNozmA5g+UMljNYzmA5g+UMljNYzmA5g+WMOGfEOSPOGXHOiHNGnDPinBHnjDhnxDkjyRlJzkhyRpIzkpyR/L/GrmXLbRuJ7vzqdrsnxxuvJ2dWc3waBAmQS1GinM7D7djuceyNj9Lu2Er64enHTDxfPwQLuLxAIForVKEuULcAFAkRogQfNXzU8FHDRw0fDXw08NHARwMfDXw08NHARwMfDXw0wUf/6QeSglRA0pBKSBUkA8lCqiHBh4IPBR8KPhR8KPhQ8KHgQ8GHgg8FHwV8IM8V8lwhzxXyXCHPFfJcIc8V8lwhzxXyVyF/FfJXIX8V8lchfxWyViFrFbJWIWsVslYhVxVyVSFXFbJRIRsVslEhGxWyUSEbFbJRIRsVslEhGxWyUSEbFbJRIRsVslEhGxWyUSHzFPJNId8U8k0h3xTyTSHfFPJNId8U8k0h3xTyTSHfFPJNId8K5FGBPCqQR0VT7Q57GLN8ur5Y30A5P/2w9hiNK7zGFV5jhWjte7DF09/WFyuvaFaqQQkNMLW6Uh5QRwBjffU8ooGB1ja0W0QAq6W6VuS8VxhTe7Y1s+2VCNP46ooxFWNKXENKZH+JnC+R6SVytCzGOgsJbXE/LTHGJXKvRMaVyLOy9IPQzCJiSLWy9KE2bQxAX6WPs4nGucQtsaz8gDaLGABelZ+pposBIGk8ydkBDWWvjGutV7ipqX11wZhofkpb+GrNGB1h6gNfXTFG5tArlinVrMxihTqYcQctw1qGRSNeHQQu87i6gBSCjoaxUr5dy4PX8uC1B8Sn5SXd8vi1BcNKhpUMKyP32g9zy0PYVjHG+GrDGBNhyhCGZYyNMaWvrhlTxxg/Sm0TVWMvV1WBTDzOuB1UJjBZ8hBEF7sKN4AKW6qq9nkwX1C7eRcr3Al2MVXjmy4UX+JM4VNvGSWvwVXAaN9u2cYAn9PLOTnvlXHQllHwBndZg72xwRXA4H5rcFE2GE+DC4Gpyif0wQPX+qdX/ceOJ/RRJGdBG72xzV8saFNtbJNYsEzlk1HdxRY3JDmL2djGbGxjN7axG9vUG9vUf23jJ7J8enZ5cubvyHZQHvPHv7ZSA/xx9FnQV/qZs5jhWtXuw6P7F673cWmGpxcbjHbKWE8Zm5zRBNCUMUvITBEyU4RMROjxFsHbKZZ2m5ZZlnaKpZ1ime2unmJZT7Gst+k2y7KeYplt0UyxbKZYNlMsm218ZllG6xLrMccyNZopo50y1lPGiGU2QZAY2xizRLIJkhqzI5PNhdSYHZlsLqTGLKFsLkzGl82F1Jhlmc2F1Jhlmc2FyYHO5kJqzLLM5kJqnPSZZRnNOGY6xzI1mimjnTLWU8aIZXbpYcltY8yyzC6k1Jhlmb2TZHMAa3+K5VYts0Ts1PxlcyE1Zn1mcyE1Zgllc2EyhGwupMYsy2wupMZJn1mW0VhiDHMsU6OZMtopYz1ljFhmJxWTuY0xyzKbC6kxyzKbC9nVhVU1xTKbC6kxyzK7ylJjlmW2u8mBnoxvq26zqyybC6kx6zObC6kxOzLZXMiyBLscy9Ropox2ylhPGSOW2eHCMG1jzLLM5kJqzLLM5kJ23jBfUyyzuZAasyyzuZAasyyz3WVzITVmWWZzITVmWWbvJNmVjBU8xXJyFiaDj33Kp+iiCM/kCx3OKYsynLT0UgXJQLKQakhNkMKJalFDahr/4K3jJ0wdP7NaJgo9/pGnWfJ9iFa9l3IxDmbVFrlKHVUKE30QzqR6yUKqITVBCieNvSQPqGzFj3U1jhh7qfEAFQHCuPaS9oAiBlSQrAfoGAA2jfKAMgI0INkEklUMAMkmkOQnmVodhI7p0bFTIkzou2ZMHWMCVRwTahwOahwJ9lKIdB41V4Hdgl0sxlXgFDzwtVXHsI5hHcOWDFsybBm5948mraEn0U6JMJ65UYxR5M7Q02qnEKxgmGaYZphmWMmwkmHRIlBVIF/F1RjzKjCPp77ClPkjDWvieTeYP+NXgIknPZwd9pKfP9NEAIu1YAPJWQwASaQTzg21qgOvRdSo1t8Of6c85Lc+KKVU+j3+un7I+A0g/Kv9ZlC5TU/lVE9mG05mG05mG05mA6e/u398/sow5TDb9JMSYsymyPKYr/PZpp9t+KRx/cP/z/VXhmgjbKveUmIbYZO9bRqujbCtevsKt23WVY04No//iPl6P2aLfsx0dJsobYRt1VtKbCMs7u0JX/ccBoci/nrWXz131kOb4UAk1GL7oMNXJXpJQyohVZAMJAuphhQuqzp8NamX4KOBj0b7r4J2Q0Cm33JgUzV+PzSqXOYq55nKqshV+vOvquLmi6jy4f9Ory6fXp59uL75cna6e3lxOio3/x0te8MvQEF9+Nvl7RVp6/9Qu+v1n2O74QeiRnX4qaix4cWaHN4fuHy+uD13P0YlguPghAfi34n3B98iOb8DzvkccOJvEMXXABz8OOnO7Gkf/smdTornUvwkxbEUh0+vrw/0nR+k+FmKlRS/S/GHFGdS/FuKGym+DMXAyAnie7AMHStppe6sh1XZEzoprk/utFLMpVhI0UmxlOKZFN9JcSjF91L8IMWPUvwkxXMpjqR4IcXPUryU4pUUr6U4luJfUryR4hcp3krxbijuzoTa3SMpd368PltdfxL5aJQfvP50eXUxiPe6G6lzWw/3+8wCng2572VJVifvz9yvM92e/3Z2+qc33qzPPohxbxZ+q1qczK7WFx8H8eH8pL8YnJ2tpE1HnXfUeZd0vtdFHe4cUrtDaneYtjuM2z0fOe4cUR9H1MdRGtgRBXYU93dMfRxTH8cpj+O43dsRuzs7X51cXV74QfzV/UCgN7ifVjv9QwzzscXO/GQVGjx69qG/SZycnF7ciG0x2nr56nIl9bsde+lGL4+6uIPdjr121NszouauUKoopId53MP+d0nw97/7dXXl52ocyt1DZnRInR8Sg0eHced3DyWf9r9PnAglbfxqp/EVQ+sNY0D3f+y79ssihZeVN4zwe51fwrtHTPxoJP7N0afbi4+rq9vzs9Wt7/ll2nPlGb6kkX1FK+dVEtfDV1HCvBqbSX9GJsHfwyrT7LymEF9j5I9p5I85gOMxgAfHyNNvjv8Sy+4xzcv+mzRL3lAqvBkD2nsTrfz9t2lmvE0yg7p5N3bz6F2yzt9RDgyXF84ovpTIxW6seDBzHx9keNrTG5EePFudn6/GYdVN6bNBdjoCfxfg/aVyFS6foe7+4WWo/GH1+fMqLMTzXz+IfPenWymf+/KXdVhPa0zH3RdSee/lp0vp7NX6o2d27/Xq1s8Esbr34pNvMg/Ci+s1hTJr/Ci5uG8uLy5lpP/mQxtrHvZRjdqei4fgniXVHKcdPDo6P/3IbVwX0fQ+9m2iyoFmeaBYKVjRrJSsVKwYViwrNSsNKzNWWlbmrHSsLElRB6xwCIpDUByC4hAUh6A4BMUhKA5BcQiKQ1AcguIQ1IIVjkdxPAXHU3A8BcdTcDwFx1NwPAXHU3A8BcdTcDwFx1NwPAXHU3A8BcdTcDyNxCM71w8Xl7JzHQS3c3WC37k6UXauIrmd64Bz+8QBJzvXQZSd6wAcdo9O2lnJpcttUXdWcsFx8v6KLnlilGuxk2mn5FS/U3Ii9gVDE78vEIO/DjuFr31O9/cB05Q7p0SnIzqnCZ2904gCdgrScPTLOwUBEo+wUyAONrx80UtV2HkN2OcjG9xuxTB2snNL9G/HBrSTGkzHY7+4r4lhZO7va05M7mvSjOPwO0v3ASDsLJ0c7SxdBe0sBSs8RBbXTsZmxim8mXG63DKkN1xsnRpfOId+wiWOFCvezkaWfq8z9wYZzcHTmdvrSK1s/oUogtUUrE6D1XGwmoLVFKzmYHUSrMYGbWi1Is8r8rxKPIdcGVhEQ6IfrIZZHfpe+ZmXJsRoRYz2f08695SsNBvHUfM4ahpHjXHUNI4ebvSoFP2FeEDdUNsbtxkbar9QxF/Ssf4Sj/WXcaT2VuefT6+uVxcfxitc4e8M+/NkY7X/LKnIvW7o/maYXjfUFk9XLJ6uWDxdsXi6YvF0xeLpisXTFYunKxZPVyxObGwDHw18NPCBgxvbwEd48cv9xDIkBamApCGVkCpIxj9U5zMUw2cohs9QDJ+h8Cs11r9SI4qlL/Q7ZYTZA4YphhWxQm34vIRfvLGWT0VsFSvUQcUdGIYZhhmG8RFYrxDMMoxPwWzDyoyVlpV5rFDXc+6aT78sn35ZPv2yPHOWZ87yzFmeOcszZ2Xmoi+m241fZs9Y0Kbc2IYsYeWFd5wKfvmj4Jc/Cn75Q/PLKJpfRtEtw/i9Ac3vDeg5w/hFB71g2IJhfECtO4Z1DOPTas2n1To6WWzCCwe9VEDSkEpIFSTJz5rfL6r5/aJ6RqNUzwqGFQwrGKYZphmmGVYyrGRYybCKYRXDKoYZhhmGGYZZhlmGWYbVDKsZVjOsYVjDsIZhM4a1rMiCesKso+f2TziEyOJ/syF8HWFJX0dY6FxlmansZlHlQEof2BHRK++5UhZe/1FtfLmiv/GOSr+vDIr7rbTR4o6Mh33RsPT6D4jhFNdE1f7LB2bZjU3d1Ax7NJ7Bcfdl+LZhDhb83gdTM0L6n5L9EpYvv/KbAP3Hv8YzUTx5iidc8YR3DFvGCrWhu1rNr6nV/Jpaza+p1S0z4HfW6lbHCnXAaccvsNX8Alvdctq1nE/8flrdcj61nE/8ilrdcj61nE/8llrdcj61nE/tLFaozYzbcD61LcNahs0ZNmfYnGELhi0Yxl8MKMtwPNZLJaTqW1lMOlpM6aLaCvR/O3v3BgB4nKWXbUxb1x3Gz4vja0iMDSHEhZBziWOT4LoYB+p0ieBeCqlWa4oTaGX3RXXSIrWa1FjCbra+AO0UqUnUlLbbtK5acVKFRaMpl3vX1BSi0LFK1aYuaNM0OmmqP2Sflir9MO3bxJ5zbJJO40s1w3Oec8/5/87/3HOOr21zCxnms/KP9ZBWIvgH/DI5CL/suFvFhOnl75NZiBE/Sh0qQpwY/H1H88aNEryhUbndFInPry2h8p19qj364/jEIp8hT5B9aJ6xH5LNM44xEFe+70DFO7uU255Kt9YYF2YzsE6IEV+1dhh6HZqCrkFuTGiGfAmtQZxf4hfsQwIjXMRAPrORXyQUs7xIrkNrEMfsL+JeLpJb1RYXZvWeU7NFpn9PUS38PVA+lH5oApqFrkObyAmUU9AaxFG7gL4LhPEL/LztF36zlr9LxiHGf058lBKB0X/m+NXavO34tsYN089/QlIQIxb/HlmCGIZ9A9gbhCE8aUe71BImndq6uB/xZzHps5jIWaQsoqTq2oBk/Flna5Mc/ke2r15xL9ix7krF8QfiKazCDwjlI/xZEsSWjsF3wp+Ey60+zp8iXjVPw/H54xPI14fwPr6N7EW3yZtIHD7Am0mLCivYdZU8BXtPRxx3fD8PqBAf95JuuIdrdlzoC9xQi/+qU7NZzu9V278tfpWf4hppRNQEorYL31Vei52tVXcy7NR445PmFj6M2xzGsgjMkWKVn1UDPWtjILOeD/IdpAl93+etZBv8EN+p/Jf8PDkE/4UT3iGWFvhbinpTDor0vZWj1et46+JLZg3vRa/Fz2EDzqnkk054f5yYYb6HxCCGNR5HbVwd+jOoncGuncFOncFOncGkzuD0EX4aPacR08mfJzl+kkxCU6jLY7XNxoLOq8ruPfF5fhcPYGH8C1hKitZmp6ZOzixgN2xVYQFnS1287yofxTkfxZgGzzvbA/ETC7xD3crdTqBFAjkbx/Uq317ZGoBNckuu8h1YCLkwrXynvU1YpsC1PMiCUPY7tiIXif2J/VluN7uOa+m/r/rnVf9DxdeW2ErlTcH+KL1s7mB/x2BPsL+RKdQYW2DLJAbgr6wkZ8G+YPOkD76K66fg8/B98I/tts9EiZUcGOb+ju1tkjfLlu1IZ7UiQtXK9pZqpaEpbobYb9gnZAeG+At8N/wTtkR2wa/BA/AlliefwT/EU+sA/NdV/y1blEecfcSukP1wx66TU7BsTdqs7Zb2gU0qV6lOscg+YDOkGaGX7XAzWi854d3Ct4DxKLvI8naraDBr2Xmapv9EUJGsSicN7IKdkINM2ou6mGeTbNIIJIyQETWmeSwUi8amuR7So3pCn9ZNPzuHB8gUw/uXnUWZIDrD6YEMaJKdtl0Jy/w37kneFyMTKIuqlkWZUzWC0n+792tV62OnyGGIYYwxaByagF4mLpTPQy9AL0IvqZY8VIBO4mmSA5EDkQORU0QORA5EDkROETmVvQBJIgsiCyILIquILIgsiCyIrCLkfLMgsopIgUiBSIFIKSIFIgUiBSKliBSIFIiUIgwQBggDhKEIA4QBwgBhKMIAYYAwFBEDEQMRAxFTRAxEDEQMREwRMRAxEDFF6CB0EDoIXRE6CB2EDkJXhA5CB6Erwg/CD8IPwq8IPwg/CD8IvyL8an8KkCTKIMogyiDKiiiDKIMogygrogyiDKLMTs7xFfNTICtAVoCsKGQFyAqQFSArClkBsgJkpXrrebUYDMdmDBqHJiDJLoFdArsEdkmxS+p4FSDJWiAsEBYISxEWCAuEBcJShAXCAmEpogiiCKIIoqiIIogiiCKIoiKK6uAWIEl8+0P5rbeGvUzTHnzWsgm6V/k4ual8jKwqf4nMKX+RTCt/gbyi/HmSUH6ShJVjPOV5IjzUFgmf2YRHwGHoCegENAXJL0nXIE3VrkNfQmusx9jl8mmHtSltVrumbZrVyhrzuQ+7p9yz7mvuTbPuspvpZgvzqucoHi3kdVWOo7wF4UMEZZ+q9bFu5O3Gc7YHf92s26j/Sr/VQa930GsddLaDvt5BzRr2AHWpJ51OEgwTp2ljS7hXrEKJcHsvnkznrtzcLuzwvaJEFyu214jAb0Jz0DT0CpSA4lAUCkFCtXUgPm3sqg65CLVDbZAuU5CmJkJIQ73HmGdeOu186iU1Mk/7HnALdnsMVrLbD8M+stuPC7OGXiHt8lsR/RA7NwOftcUNdF+u2Pu2WIBdskU37HG7/R7Yo3b758L00oeIcEl0uOpDuG/pR23xMMKO2GIvLGK3h2V0BxKF0LuXpskNeKhK7a5kCtriAGyXLe6T0R7SLjeeuklUTW8TJJ07mNCteZp2UWOz+Eq8JW4C/wcWFsfjC73kgl0PlejDRq1YjL6LYFPYZq2Mx+fDXNUt6R+K6dBp8Q7GoqEr4m1xjzgXLXnQ/BrmfVqlsMUreonNGFvFhIiJfPSGGBUPimPiqHg8hHZbPCYW5TRJhqbZzBWRwoDfxV2EbPFAqKSmeEj8UBiiXdynL8r1Jfsr4yaii3IFSLyS/W6sb0eoJM/4Q4kSrTc6tK+1Se1RrV87oAW1XdpOrVVr9DR4/J46zxZPrcfjcXtcHuYhnsbSWtmIEBzbRrdfmtslS5eq+5ksUaAkjHoYeZBYW3mSJYf6adJaepIkj+vWv4aCJVp75BFrU7CfWg1Jkhzut/ZHkiVt7aiViCQtLfVoeo7Scxm0WuzVEiXD6RJdk02nWqyG+9FJTr3WMk8ovevUa5kMCTQ91xfoa+itv+/QwAZFtlpG7rwC36y2Wj9NDqWtX7VmrLisrLVmktbLQ/pj6XnmY97BgXlWJy2TnnflmG/wqGx35QYyCLuhwnCa6xBG2qUhzNNPdBmG50m/DMMeVeLCwBHXJg1xtV4SVnHhWq+Kc1EZN7eqDw7M6bqKCRGyqmJWQ+QbMTgxYAfmwmEVFdRpWkbRdFBXE9urBhICIVGhQii+16mBBFXJrM47IaFqSM/tkB6Vi9M7MaIS07hnPaZxD2Ii/+drpD9Cna7C2PLgSHAwGxwcgbLW2eeeDlgTx3V9bqwgO3SLh7PHn3xa+rERqxAcGbDGggP6XNfyBt3LsrsrODBHlgeH03PLxsiA3WV0DQaPDWScvoNp879ynb6dK31wg8EOysHSMlefuUG3Kbv7ZC5T5jJlrj6jT+UafEae+1R6zkP6M/c/VnGHba7FGc62tGX6m/y5Xnmg5w+0BcZaPnYReolsjmSsLcF+ywvJrqgZNWUX3meyqw7NvmpXYOxAW8vH9FK1y4/m+mA/WV9aIoOSVs+RpNU29EhaHhXLOLbxno3Kl+oOkMFnBvCP67wS/r4ZSUY3fOU3ehUKhVFZFCKjhCStjqGkde8RzETTkCo7kEHbPettnKu2uZqawdLaEjojmATNy3SyFqERrKBRi19dGiu6ixqTPxXyTnNr/MRVfIKPQ/gdx07anernMzvp7ArJ3y95p7On4vi5Kt1ubosjg5MAKj1UcaM+ispkaDI6mSiGitFiwo3WK9NoFNPyo9TunOYkHxldXwhU8xksNqYl8523d7SqxEVZiUQykVGq1ut/F5uuL/rthR2tjjqqhs+vb0ilfbQ6CHaikr2wjhWqkOosKKgySOXqdnHnlS/IoeR6/gfKEon/AAA=')format("woff");}.ff4{font-family:ff4;line-height:1.432129;font-style:normal;font-weight:normal;visibility:visible;}
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class="c x1 y1 w2 h0"><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">1 </div><div class="t m0 x4 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x6 h4 y7 ff3 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x7 h5 y8 ff3 fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x8 h6 y9 ff2 fs4 fc1 sc0 ls0 ws0">Sprawozdanie finansowe <span class="_ _0"></span> </div><div class="t m0 x9 h6 ya ff2 fs4 fc1 sc0 ls0 ws0">PRIMETECH S.A. za r<span class="_ _0"></span>ok <span class="ls1">20</span>22 </div><div class="t m0 x7 h6 yb ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 yc ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 yd ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 ye ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 yf ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y10 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y11 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y12 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y13 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y14 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y15 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7 h7 y16 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h7 y17 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h7 y18 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y19 ff4 fs6 fc1 sc0 ls0 ws0">PRIMETE<span class="_ _1"></span>CH S.A.<span class="ff5"> <span class="ff6">ro<span class="_ _1"></span>k założenia<span class="_ _1"></span>: 1962 ul<span class="_ _1"></span>. Armii K<span class="_ _1"></span>rajowej 51<span class="_ _1"></span>, 40<span class="ff5">-<span class="ls2">698</span> Kat<span class="_ _1"></span>owice <span class="ff1 fs0"> </span></span></span></span></div><div class="t m0 x5 h2 y1a ff5 fs6 fc1 sc0 ls0 ws0">primetech@p<span class="_ _1"></span>rimetechs<span class="_ _1"></span>a.pl, w<span class="_ _1"></span>ww.prime<span class="_ _1"></span>techsa.pl tel.<span class="_ _1"></span>: (32) 604 <span class="_ _1"></span>70 00<span class="_ _1"></span> faks: (32)<span class="_ _1"></span> 604 71 00<span class="ff1 fs0"> <span class="_ _1"></span> </span></div><div class="t m0 x5 h8 y1b ff5 fs6 fc1 sc0 ls0 ws0">NIP: 634-01<span class="_ _1"></span>2-<span class="ls2">68</span>-49<span class="_ _1"></span> Regon: P-<span class="ff6">2<span class="_ _1"></span>71981166<span class="_ _1"></span> KRS Nr 0000<span class="_ _1"></span>026782 <span class="_ _1"></span>Sąd Rejo<span class="_ _1"></span>n<span class="ff5">owy Katowi<span class="_ _1"></span>ce-<span class="ff6">Wschód<span class="_ _1"></span> w Kato<span class="_ _1"></span>wicach <span class="_ _1"></span>Wydział VII<span class="_ _1"></span>I Gospodar<span class="_ _1"></span>czy </span></span></span></div><div class="t m0 x5 h7 y1c ff6 fs6 fc1 sc0 ls0 ws0">Krajowego <span class="_ _1"></span>Rejestru S<span class="_ _1"></span>ądowego <span class="_ _1"></span>Kapitał <span class="_ _1"></span>zakładowy<span class="_ _1"></span>: 15.609.83<span class="_ _1"></span>3 PL<span class="_ _1"></span>N wpłacony <span class="_ _1"></span>w całości <span class="ff1 fs0"> <span class="_ _2"> </span><span class="ff2 fs5"> </span></span></div></div><a class="l" href="file:///C:/Users/ahadzel/AppData/Local/Temp/notes90C43B/www.primetechsa.pl"><span class="d m1" style="border-style:none;position:absolute;left:310.060000px;bottom:228.420000px;width:71.610000px;height:8.630000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi xa y1d w3 h9" alt="" 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class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _0"></span>ow<span class="_ _1"></span>e Primetech S.A. za ro<span class="_ _0"></span>k 2022 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">2 </span></div><div class="t m0 x5 ha y1e ff7 fs7 fc1 sc0 ls0 ws0">Spis treści<span class="ff1"> </span></div><div class="t m0 x5 ha y1f ff1 fs0 fc0 sc0 ls3 ws0">I.<span class="fs7 fc1 ls0"> <span class="_ _5"> </span></span><span class="ls0">SPRAWOZDANIE FIN<span class="_ _3"></span>ANSOWE PRIMETECH S.A.<span class="_ _3"></span> <span class="_ _6"> </span>4<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y20 ff7 fs0 fc0 sc0 ls0 ws0">Rachunek zys<span class="_ _3"></span>ków i strat<span class="ff1"> <span class="_ _7"> </span>4<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y21 ff7 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z całko<span class="_ _3"></span>witych dochod<span class="_ _3"></span>ów<span class="ff1"> <span class="_ _8"> </span>4<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y22 ff7 fs0 fc0 sc0 ls0 ws0">Zestawienie zmian w kap<span class="_ _3"></span>itale własn<span class="_ _3"></span>ym<span class="ff1"> <span class="_ _9"> </span>5<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y23 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z s<span class="_ _3"></span>ytuacji finansowej<span class="_ _3"></span> <span class="_ _a"> </span>5<span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y24 ff7 fs0 fc0 sc0 ls0 ws0">Sprawozdanie z przep<span class="_ _3"></span>ływów pieniężnych<span class="_ _3"></span><span class="ff1"> <span class="_ _b"> </span>7<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y25 ff1 fs0 fc0 sc0 ls3 ws0">II.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">ZASADY RACHUNKOWO<span class="_ _3"></span>ŚCI ORAZ DODA<span class="_ _3"></span>TKOWE NOTY O<span class="_ _3"></span>BJAŚNIAJĄCE<span class="_ _3"></span><span class="ff1"> <span class="_ _d"> </span>8<span class="fs7 fc1"> </span></span></span></div><div class="t m0 x5 ha y26 ff1 fs0 fc0 sc0 ls4 ws0">1.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Informacje ogólne<span class="_ _3"></span><span class="ff1"> <span class="_ _e"> </span>8<span class="fs7 fc1"> </span></span></span></div><div class="t m0 x5 ha y27 ff1 fs0 fc0 sc0 ls4 ws0">2.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Identyfikacja  s<span class="_ _3"></span>prawozdania finan<span class="_ _3"></span>sowego <span class="_ _f"> </span>8<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y28 ff1 fs0 fc0 sc0 ls4 ws0">3.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Zatwierdzenie sp<span class="_ _3"></span>rawozdania <span class="_ _3"></span>finansowego <span class="_ _10"> </span>8<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y29 ff1 fs0 fc0 sc0 ls4 ws0">4.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Szacunki i su<span class="_ _3"></span>biektywna ocena<span class="_ _3"></span> <span class="_ _11"> </span>8<span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y2a ff1 fs0 fc0 sc0 ls0 ws0">4.1.<span class="fs7 fc1"> <span class="_ _12"> </span></span>Szacunki <span class="_ _13"> </span>8<span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y2b ff1 fs0 fc0 sc0 ls0 ws0">4.2.<span class="fs7 fc1"> <span class="_ _12"> </span></span><span class="ff7">Niepewność związana z <span class="_ _3"></span>rozliczeniami pod<span class="_ _3"></span>atkowymi<span class="_ _3"></span></span> <span class="_ _14"> </span>8<span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y2c ff1 fs0 fc0 sc0 ls4 ws0">5.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Podstawa s<span class="_ _3"></span>porządzenia sprawozd<span class="_ _3"></span>ania finans<span class="_ _3"></span>owego<span class="ff1"> <span class="_ _15"> </span>9<span class="fs7 fc1"> </span></span></span></div><div class="t m0 x5 ha y2d ff1 fs0 fc0 sc0 ls0 ws0">5.1.<span class="fs7 fc1"> <span class="_ _12"> </span></span><span class="ff7">Oświadczenie o zgodno<span class="_ _3"></span>ści</span> <span class="_ _16"> </span>9<span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y2e ff1 fs0 fc0 sc0 ls0 ws0">5.2.<span class="fs7 fc1"> <span class="_ _12"> </span></span>Waluta funkcjonaln<span class="_ _3"></span>a i waluta sprawozd<span class="_ _3"></span>ania finanso<span class="_ _3"></span>wego <span class="_ _17"> </span>9<span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y2f ff1 fs0 fc0 sc0 ls4 ws0">6.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Istotne zas<span class="_ _3"></span>ady (polityka) rachunko<span class="_ _3"></span>wości<span class="ff1"> <span class="_ _18"> </span></span></span>10<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y30 ff1 fs0 fc0 sc0 ls0 ws0">6.1.<span class="fs7 fc1"> <span class="_ _12"> </span></span><span class="ff7">Przyjęte zasad<span class="_ _3"></span>y rachunkowości<span class="_ _3"></span></span> <span class="_ _19"> </span><span class="ls4">10</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y31 ff1 fs0 fc0 sc0 ls0 ws0">6.2.<span class="fs7 fc1"> <span class="_ _12"> </span></span><span class="ff7">Zmiany stos<span class="_ _3"></span>owanych zasad rachun<span class="_ _3"></span>kowości<span class="_ _3"></span></span> <span class="_ _1a"> </span><span class="ls4">13</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y32 ff1 fs0 fc0 sc0 ls0 ws0">6.3.<span class="fs7 fc1"> <span class="_ _12"> </span></span><span class="ff7">Nowe standardy<span class="_ _3"></span> i interpretacje, które zos<span class="_ _3"></span>tały opubliko<span class="_ _3"></span>wane, a nie weszły jes<span class="_ _3"></span>zcze w życie<span class="_ _0"></span></span> <span class="_ _1b"> </span><span class="ls4">14</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y33 ff1 fs0 fc0 sc0 ls4 ws0">7.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ff7 ls0">Przychody u<span class="_ _3"></span>mów z klientami<span class="ff1"> <span class="_ _1c"> </span></span></span>15<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y34 ff1 fs0 fc0 sc0 ls4 ws0">8.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Koszty rodza<span class="_ _3"></span>jowe <span class="_ _1d"> </span></span>17<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y35 ff1 fs0 fc0 sc0 ls4 ws0">9.<span class="fs7 fc1 ls0"> <span class="_ _c"> </span></span><span class="ls0">Zatrudnienie i kos<span class="_ _3"></span>zty zatrudnienia<span class="_ _3"></span> <span class="_ _1e"> </span></span>18<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y36 ff1 fs0 fc0 sc0 ls4 ws0">10.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Pozostałe przy<span class="_ _3"></span>chody i koszty operacyjne<span class="_ _3"></span><span class="ff1"> <span class="_ _20"> </span></span></span>18<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y37 ff1 fs0 fc0 sc0 ls0 ws0">10.1<span class="fs7 fc1"> <span class="_ _21"> </span></span>Inne przychod<span class="_ _3"></span>y operacyjne <span class="_ _22"> </span><span class="ls4">18</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y38 ff1 fs0 fc0 sc0 ls0 ws0">10.2<span class="fs7 fc1"> <span class="_ _21"> </span></span>Inne koszty<span class="_ _3"></span> operacyjne <span class="_ _23"> </span><span class="ls4">19</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y39 ff1 fs0 fc0 sc0 ls4 ws0">11<span class="fs7 fc1 ls0"> <span class="_ _24"> </span></span><span class="ls0">Przychody i koszt<span class="_ _3"></span>y finansowe<span class="_ _3"></span> <span class="_ _25"> </span></span>19<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y3a ff1 fs0 fc0 sc0 ls0 ws0">11.1<span class="fs7 fc1"> <span class="_ _21"> </span></span>Przychody finan<span class="_ _3"></span>sowe <span class="_ _26"> </span><span class="ls4">19</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y3b ff1 fs0 fc0 sc0 ls0 ws0">11.2<span class="fs7 fc1"> <span class="_ _21"> </span></span>Koszty finans<span class="_ _3"></span>owe <span class="_ _27"> </span><span class="ls4">19</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y3c ff1 fs0 fc0 sc0 ls4 ws0">12<span class="fs7 fc1 ls0"> <span class="_ _24"> </span></span><span class="ls0">Podatek dochod<span class="_ _3"></span>owy <span class="_ _28"> </span></span>19<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y3d ff1 fs0 fc0 sc0 ls0 ws0">12.1<span class="fs7 fc1"> <span class="_ _21"> </span></span>Uzgodnienie efektywnej s<span class="_ _3"></span>tawki podatku<span class="_ _3"></span> <span class="_ _29"> </span><span class="ls4">20</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y3e ff1 fs0 fc0 sc0 ls4 ws0">13<span class="fs7 fc1 ls0"> <span class="_ _24"> </span></span><span class="ff7 ls0">Zysk przypad<span class="_ _3"></span>ający na jedną <span class="_ _3"></span>akcję<span class="ff1"> <span class="_ _2a"> </span></span></span>20<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y3f ff1 fs0 fc0 sc0 ls4 ws0">14<span class="fs7 fc1 ls0"> <span class="_ _24"> </span></span><span class="ff7 ls0">Rzeczowe aktywa trwałe<span class="_ _3"></span><span class="ff1"> <span class="_ _2b"> </span></span></span>21<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y40 ff1 fs0 fc0 sc0 ls4 ws0">15.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Pozostałe długoterminow<span class="_ _3"></span>e aktywa<span class="_ _3"></span><span class="ff1"> <span class="_ _2c"> </span></span></span>22<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y41 ff1 fs0 fc0 sc0 ls0 ws0">15.1.<span class="fs7 fc1"> <span class="_ _2d"> </span></span><span class="ff7">Udziały w jednos<span class="_ _3"></span>tkach powiązanych<span class="_ _3"></span></span> <span class="_ _2e"> </span><span class="ls4">22</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y42 ff1 fs0 fc0 sc0 ls0 ws0">15.2.<span class="fs7 fc1"> <span class="_ _2d"> </span></span><span class="ff7">Długoterminowe pozos<span class="_ _3"></span>tałe należności<span class="_ _3"></span></span> <span class="_ _2f"> </span><span class="ls4">22</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y43 ff1 fs0 fc0 sc0 ls4 ws0">16.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Należności z ty<span class="_ _3"></span>tułu dostaw i usług <span class="_ _3"></span>oraz p<span class="_ _3"></span>ozostałe należności<span class="_ _3"></span><span class="ff1"> <span class="_ _30"> </span></span></span>23<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y44 ff1 fs0 fc0 sc0 ls4 ws0">17.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Należności warunko<span class="_ _3"></span>we<span class="ff1"> <span class="_ _31"> </span></span></span>24<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y45 ff1 fs0 fc0 sc0 ls4 ws0">18.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Środki pieniężne<span class="_ _3"></span><span class="ff1"> <span class="_ _32"> </span></span></span>24<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y46 ff1 fs0 fc0 sc0 ls4 ws0">19.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Aktywa trwałe zaklas<span class="_ _3"></span>yfikowane jako przezn<span class="_ _3"></span>aczone do s<span class="_ _3"></span>przedaży<span class="ff1"> <span class="_ _33"> </span></span></span>24<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y47 ff1 fs0 fc0 sc0 ls4 ws0">20.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Kapitał podstawowy i <span class="_ _3"></span>pozostałe kapita<span class="_ _3"></span>ły<span class="ff1"> <span class="_ _34"> </span></span></span>25<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y48 ff1 fs0 fc0 sc0 ls0 ws0">20.1.<span class="fs7 fc1"> <span class="_ _2d"> </span></span><span class="ff7">Kapitał zakł<span class="_ _3"></span>adowy</span> <span class="_ _35"> </span><span class="ls4">25</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y49 ff1 fs0 fc0 sc0 ls0 ws0">20.2.<span class="fs7 fc1"> <span class="_ _2d"> </span></span><span class="ff7">Kapitał z akt<span class="_ _3"></span>ualizacji wyceny</span> <span class="_ _36"> </span><span class="ls4">25</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y4a ff1 fs0 fc0 sc0 ls0 ws0">20.3.<span class="fs7 fc1"> <span class="_ _2d"> </span></span>Zyski zatrzy<span class="_ _3"></span>mane/skumulowane stra<span class="_ _3"></span>ty <span class="_ _37"> </span><span class="ls4">26</span><span class="fs7 fc1"> </span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1450.480000px;width:420.670000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1420.060000px;width:420.670000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1389.640000px;width:420.670000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1359.220000px;width:420.670000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1328.820000px;width:420.670000px;height:15.200000px;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:123.100000px;bottom:1298.400000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:1267.980000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:1237.580000px;width:420.670000px;height:15.200000px;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:123.100000px;bottom:1207.160000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:1176.740000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:1146.320000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:1115.920000px;width:420.670000px;height:15.200000px;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:123.100000px;bottom:1085.500000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:1055.080000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:1024.680000px;width:420.670000px;height:15.200000px;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:123.100000px;bottom:994.260000px;width:420.670000px;height:15.210000px;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:123.100000px;bottom:963.840000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:933.440000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:903.020000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:872.600000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:842.180000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:811.780000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:781.360000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:750.940000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:720.540000px;width:425.740000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:690.120000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:659.700000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:629.300000px;width:425.740000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:598.880000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:568.460000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:538.040000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:507.640000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:477.220000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:446.800000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:416.400000px;width:425.740000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:385.980000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:355.560000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:325.160000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:294.740000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:264.320000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:233.900000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:203.500000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:173.080000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:142.666000px;width:425.740000px;height:15.207000px;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 y1d w3 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">3 </span></div><div class="t m0 x5 ha y5 ff1 fs0 fc0 sc0 ls4 ws0">21.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Kredyty i pożyczk<span class="_ _3"></span>i<span class="ff1"> <span class="_ _38"> </span></span></span>26<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y6 ff1 fs0 fc0 sc0 ls4 ws0">22.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Zobowiązania han<span class="_ _3"></span>dlowe i pozosta<span class="_ _3"></span>łe<span class="ff1"> <span class="_ _39"> </span></span></span>27<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y4b ff1 fs0 fc0 sc0 ls4 ws0">23.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ls0">Rezerwy <span class="_ _3a"> </span></span>27<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y4c ff7 fs0 fc0 sc0 ls0 ws0">23.1 Rezerwy na świad<span class="_ _3"></span>czenia pracownicze<span class="_ _3"></span><span class="ff1"> <span class="_ _3b"> </span><span class="ls4">27</span><span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y4d ff7 fs0 fc0 sc0 ls0 ws0">23.2 Pozostałe rezerwy<span class="_ _3"></span><span class="ff1"> <span class="_ _3c"> </span><span class="ls4">28</span><span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y4e ff1 fs0 fc0 sc0 ls4 ws0">24.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Rozliczenia międzyokres<span class="_ _3"></span>owe<span class="ff1"> <span class="_ _1c"> </span></span></span>29<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y4f ff1 fs0 fc0 sc0 ls4 ws0">25.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Zobowiązania warun<span class="_ _3"></span>kowe<span class="ff1"> <span class="_ _3d"> </span></span></span>29<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y50 ff1 fs0 fc0 sc0 ls4 ws0">26.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Zarządzenie kapita<span class="_ _3"></span>łem<span class="ff1"> <span class="_ _3e"> </span></span></span>30<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y51 ff1 fs0 fc0 sc0 ls4 ws0">27.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Polityka zarząd<span class="_ _3"></span>zania ryzykiem finansowym i za<span class="_ _3"></span>bezpieczanie<span class="_ _3"></span><span class="ff1"> <span class="_ _3f"> </span></span></span>30<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y52 ff1 fs0 fc0 sc0 ls0 ws0">27.1<span class="fs7 fc1"> <span class="_ _21"> </span></span>Ryzyko rynko<span class="_ _3"></span>we <span class="_ _40"> </span><span class="ls4">30</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y53 ff1 fs0 fc0 sc0 ls0 ws0">27.2<span class="fs7 fc1"> <span class="_ _21"> </span></span><span class="ff7">Ryzyko płynn<span class="_ _3"></span>ości</span> <span class="_ _41"> </span><span class="ls4">32</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y54 ff1 fs0 fc0 sc0 ls0 ws0">27.3  Ryzyko kredy<span class="_ _3"></span>towe <span class="_ _42"> </span><span class="ls4">33</span><span class="fs7 fc1"> </span></div><div class="t m0 x5 ha y55 ff1 fs0 fc0 sc0 ls4 ws0">28.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ls0">Instrumenty finan<span class="_ _3"></span>sowe <span class="_ _43"> </span></span>33<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y56 ff1 fs0 fc0 sc0 ls4 ws0">29.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Wartość godziwa<span class="_ _3"></span><span class="ff1"> <span class="_ _44"> </span></span></span>34<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y57 ff1 fs0 fc0 sc0 ls4 ws0">30.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Transakcje z pod<span class="_ _3"></span>miotami powiązany<span class="_ _3"></span>mi<span class="ff1"> <span class="_ _45"> </span></span></span>35<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y58 ff1 fs0 fc0 sc0 ls4 ws0">31.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Analiza wpływu pan<span class="_ _3"></span>demii COVID<span class="_ _3"></span><span class="ff1">-</span>19 na akty<span class="_ _3"></span>wa i zobowiązania Sp<span class="_ _3"></span>ółki<span class="ff1"> <span class="_ _46"> </span></span></span>35<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y59 ff1 fs0 fc0 sc0 ls4 ws0">32.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Informacje <span class="_ _47"></span>dotyczące <span class="_ _47"></span>faktycznego <span class="_ _47"> </span>i <span class="_ _47"> </span>p<span class="_ _3"></span>otencjalnego <span class="_ _47"></span>wpływu <span class="_ _47"> </span>sytuacj<span class="_ _3"></span>i <span class="_ _47"></span>polityczno <span class="_ _48"> </span><span class="ff1">- <span class="_ _47"></span>gospodarczej <span class="_ _47"></span>w </span></span></div><div class="t m0 x5 ha y5a ff7 fs0 fc0 sc0 ls0 ws0">Ukrainie na działaln<span class="_ _3"></span>ość Spółki.<span class="_ _3"></span><span class="ff1"> <span class="_ _49"> </span><span class="ls4">36</span><span class="fs7 fc1"> </span></span></div><div class="t m0 x5 ha y5b ff1 fs0 fc0 sc0 ls4 ws0">33.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Wpływ zmian klimatyczn<span class="_ _3"></span>ych na prowadzo<span class="_ _3"></span>ną działalność o<span class="_ _3"></span>raz sytuację finans<span class="_ _3"></span>ową<span class="_ _3"></span><span class="ff1"> <span class="_ _4a"> </span></span></span>36<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y5c ff1 fs0 fc0 sc0 ls4 ws0">34.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ls0">Zdarzenia po d<span class="_ _3"></span>niu bilansowym<span class="_ _3"></span> <span class="_ _4b"> </span></span>36<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y5d ff1 fs0 fc0 sc0 ls4 ws0">35.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Wynagrodzenie kad<span class="_ _3"></span>ry kierowniczej Spółki<span class="_ _3"></span><span class="ff1"> <span class="_ _4c"> </span></span></span>36<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y5e ff1 fs0 fc0 sc0 ls4 ws0">36.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Wynagrodzenie pod<span class="_ _3"></span>miotu uprawnionego d<span class="_ _3"></span>o badan<span class="_ _3"></span>ia sprawozdań finan<span class="_ _3"></span>sowych<span class="_ _3"></span><span class="ff1"> <span class="_ _4d"> </span></span></span>37<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 ha y5f ff1 fs0 fc0 sc0 ls4 ws0">37.<span class="fs7 fc1 ls0"> <span class="_ _1f"> </span></span><span class="ff7 ls0">Oświadczenie Zarządu Sp<span class="_ _3"></span>ółki Primetech S.A.<span class="_ _3"></span><span class="ff1"> <span class="_ _4e"> </span></span></span>38<span class="fs7 fc1 ls0"> </span></div><div class="t m0 x5 h2 y60 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y61 ff1 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span><span class="ff2"> </span></div></div><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1483.320000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1452.920000px;width:425.740000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1422.500000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1392.080000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1361.660000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:1331.260000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:1300.840000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:1270.420000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:1240.020000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:1209.600000px;width:425.740000px;height:15.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:123.100000px;bottom:1179.180000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:1148.780000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:1118.360000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:1087.940000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:1057.520000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:1027.120000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:1002.700000px;width:465.100000px;height:12.210000px;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:123.100000px;bottom:972.280000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:941.880000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:911.460000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:881.040000px;width:425.740000px;height:15.210000px;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:123.100000px;bottom:850.640000px;width:425.740000px;height:15.200000px;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:123.100000px;bottom:820.220000px;width:425.740000px;height:15.210000px;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 y62 w4 hc" alt="" 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/3jNA9Zyn7ikQcfvmXz+ZdedfnubdWyRa+siqxqW8abzjn5lE3VZj9jr6qY/W/tyBuHKLK1qBqn02FYiph3VUVc/LlLVt+ntmzdsn40YLZc+slP/v1eu0pU9a985avvfMf7Zo98GIYHn/zg2U5nEbGPtczZrm7TQ+9+yJOf8t1vesMfVUXG8HuveeMzn/Wfdh5+aMv2mQsuet97Pzhbsm1D/NzP/fRrX/vGfX82K7JHVGa79NLLzj33NRv/sEWOp532kKc+9SnZKmrvax5rVz7XFs9j9U/23j9h9s+tDZ/+9D+ee+5rolrkhlcKPuQhJzz96U+p6K21Xbt2zT6kZduxY0fmuP6YOYvwjDMfeca6oY6oqMhaX5YRa3t0zB5Ezj+js6+UMEQBANzuLF5EmdOYtJwO0+mDjtx5/FGXXfjFm3ZP46Rj7tVi+slLvzKt7ZumuzNWxmgZ2SvufY+7HbVtU/TIYeOg6z70sUdEG4bVIdoWEVdeceVf/MXbhmEyjhGRhx56aMu2cZ+G/L7vfX6sbocckZFjRLXcNJ3OB45PPvnBOV83/ZpPMyL6k570XW98/VtmkwOZw//48z//wRf9QFWe+1u/EzF76Vk/+eSTjjn2/r2Pt5XFeyaYZ09n/emH1aGIb/atLmqIaFEt9roHScx3xbvmmmu+1iWodb/axme0/h37Lc7bV/8+kG7fAQB8E7J4EYcoqpYiIyY5iU1RL/z2417+3z+xOVdOudc9r57mxy+7IuPgMVvWsNynu9rW5b7r247Z2WIlhqVYa6uM2xii+Ou3/83b3vb2PRPAEfOf3VebXZls42mnnRqxVpOx2m0tNmz2MFT1Xn0YWlVE7n7e87+vqiLmu5ztY4hirbPjQccd8/jvesxf/eW7Wi5FtD/54z9/znOe+7nPXfKe97w3YylqiJw+93nPGibDba4y5nyvjKiM2WL2Xrfx67Pd0NpsffYbGKKY36KvRQwRrY+zaYdpxCRqY7Zmn91bpLW2dcuOiCsyK7JXjRE9Y3nP7h8VmdFrjBh7nw6TLVFjZGVNolpmVuUwxCMfdcaDjjt2Y+jPX9b3O69+XfUh1t3KJAxRAADfWBYv5BDFaoNFRNThB00edfzh4/XX3m3L5D1/f9k1N2eb1HS2e1hEZW3pNz70mCMmOazedGNPdO458sYhit5bxF4v7Vp7/x7RH/6Ihx1z7P0r+tpMwer7jPsI3L5166af/fmXP+ox3x41Xb3RXdz2C8Jmo7Q/8dIfe+ffvG/3rjEiLr/8qte/7vcvvfQLES0yKvqxx9zvOx/z6Kj6Wovgs73Z+kMfdtLr33hu7vWSu6jtO7bPn0d+Y0MUtae/KyKn33nWmccd98DMvbN427ataxW4devW1Y+u6diXh9wzBxHzI1Xl5V/6ys6dO1tmDi1qrHUPYDpdeew5Zz3hu87Z8PK+7BE1nda5v/WarMnsy8UQBQBwu7J48S216dkn3btfc01Fvf8zl/bc0qsyx8hx2lrrux90xNbDty9Hrxj2/6fp2Vqb32VjXU611nqtHHzw1l/4hVf0PrZhr/Ydjzn2frM7d6weZLjk4s/PlpBPechJT3zi4yOnuWdf46+tKu9+97t/37Oe8frX/WHUZDJZesMb/mC6stKy9aps/T//4Atay2zttg84278sMg877ODDDjv5lquSfXafjcr1f+f4BlTvKysrGe2oo+551FFHZA5Rs2GSuXGcLfSO1fvScq4uybfPXPDZkx78wMzp2hL6bFm9j/nM7/3+k0485QUvfPYpDzlxr33o9nyacu+/UkyGYf4OhigAgNufxYs5RLH+N4daPnzH8mRr/4errr3o6lxpQ0ZkVeUQ1TaNN5116onLsRJtKWLfR944RNFrd9awutXa/Ef6bWjDkN/+8G978Y/80BFH3mMYZjulzT8uooZJ/o+3/skwDNlytqvaONaTvvtpn7/ksqr2iU/83U037d62bXl2mtkJb2OIIlezL7K/6Ide+Od/9tZrrt5VPW684ebMmP28/aGnnvy4xz22DbMHvs8szqw2tOuuvakNEfsYrq6qpeWlpaVJ3q6dKKK14cqrrtq0+cjVeJ3ODr/+4QzDsLxpiIwTTjjuvPM+ntl6j99/01v+66t+fjJbXM4WEdPpWNV/9Zd/88or/vXdV77/Xe9617Oe8z0//TM/sW7DiljdsLnPcj7XrVrXrInHPn/8higAgNuTxYs5RLHhN8flmtQ4TP/2on/elYdW3DhURbWI5VZx+I7Nxx19aNT107Y0qX0fZOMQxX8489te8pIf2atRhmE45phjso29xog+L+LVY0RE79NhKatPM+Y3gcvMxzzmUa+55A0RceMNu//oLX/6ghc8d/X9Z/Ov+/wErO3hFtW3bdv09O95yu/97puz7dlvoap++mde1obVzeBua020xnHl9NO/I+pWX1TXIsbI6X/7lVc97nFnR7TbuRPFk5705CG2z3d9jtrrjBXjz7z8pc/8vv9Y1U992ENf//o/mN1E+q/+59s+d/Fnn/jEJxx77DFbtmzdtevmf/qny/70T/7soosurqrMnjk59tgH9l6tRWSvDXMjVRu2m2gb7lltJwoA4PZn8R1AjtPIzdPNR+84JOqyIdukD1mx0vq0xSn32rojbo7cPOl5m1MG08geOZ1F1MEHHXz88Q/MNq6+im5tNLZHZFt/cXI6f7FdtcyKnq0txXyTsopW5zzu0a/9vTdkLvfa/ZY3/+mzn/29k+VqORtXWImcRi3Nzz4f7N1z6Fk7tTZExFOf+tTXvuYPe00zW0aLXPnWh574LcccnTlmTtYeW0SPnEbbPbsTR2SPrKqWsTS7vdy6I6+vxiGiWstsG27sFzlG9cgxcnYLj3H1w3PjZYnZdhNV04hosblivMUTWf0/OcxGq1trZ5zxiIMP2nnttddkRu/tMxd8/jMX/MaGXp/dc3qIqpVt24ezznrkfFi5Zo+trSv7upW/U1SLGDYOXpuoAAC+PqsbNqz+AH3t7f7/5tf7/t/gQTKHjMzpw4474oF3G7JimsO0DUOM28cbTzn26OgV2WYjs/s+8iRqEjXkfNeztdmIr/FIoiYRQ1SL1R/t73mHiIg47vjjTjjxQWPf3drwpS9++S//8n+1XK4+iViKGjKG1crckI7zR1KZ809E3ec+Rz/xux/f2hDVqrLl5NnPfvYwDOtyM+cRX7PnsjR7RlE53/43ZrdZnr1tmcPa24gWNURN5vts7Hn6Q8T8Ca5/Umv/sPHK3Mrx9zrRLIjXluaXlie/9MuvWFru47g7549hyFj/tkW06rl1y/Zf+/VfP+igg2o+8D27Mm3tToG3eCSzJz3Of63eq3Bt2mRRvnr38UcAwMJl8R1giKL1SWVEbR9WnvvIB28fb+oZK5lD7b7fjnjg4QcPbahqs5XOfR2kes7u3FyzxdGKPrsDXHyNRxIZVT2iR0wrptV7733+DvP868/4j0+PWBnHlYh69bm/s+vm6ThG71F99qP/Hlm9at3P/auiz/Ymq9XJ5mz10pf96NJSy6zMuu/97nvW2We1+UxF9XGs1cGMzGGcRvXsfc/RZsMMVX317XxDtKoxYpx/YLTZRhprj6T37ONs7btX9Pk4b9+z7LxxJ4pbOf7GE/WqsWKs7BE9s1rL7zjztFf94s8vb4qKcfUOgrNybVV9Nolx9NFH/uGb3/DtZ5zRhqG1Nt+6IvrqZsyzGZL1n6PZrQp7xDRyJdt0dp/C+X0IF3uIwr96AGDR3GGGKCrG1icxTFqMxx269SFHbfvg5btuHra03h/+wKO31hgRvcVw21uYZVX0sx/76IiIHE848YSq/bnvR1SMDz31wQcdNBulHecTx/OF5Nlac/+uJ57zkQ9/dDodI3tmfOhDHzjzzP9Q1Y86+ojHnvOotcXOtbHds84+cxwrsu88/G69T1ubz0gccrcdL/qhF1x44cW996c+7burVmb7H8/i+qSTjutjj2oPPO7YyNldnccTTzpudRe5vW6ose6pZY9qUbHz8HvExi0yMmusfurDTjn44O2RY9RsIONWLsvJp5xY1W/516pb+ftWq3vd6+he45BDRO/jeM45Zx1/3HFvfOPv/9l/f+t0Wn06zu6gPZm0e+w87ElPfuL3P+8527dtW7+Sevg9dz72nEdFDZn9nkfevWrDniGzK181few539nHbEMeceRO39IAwDcme5/G7X5Z/b/Ha/ljd/bN0zZmTHNc+sxV17zyrR/716W776xrf+3Z33Fo7s5h6G2p1e6IYV8H6X1alZmTzIgYqw+RPbMyWs13Xbj1R1Ixzn/Wv7pXbmttaG11V4Qe0cexqrfJUouIqj72sWVmZu81DJOIqJ4VlTnOxg9ms7AVPWIlc4iYRE6r95pPMrSqqJq21jPnMxizhs9sUVlRVSuz8ZKovXaoWLtXxvp/HiNa9cgWva+0Nqw906peVRmTbBnR+9gie2afzTevrh/XfMOKWz/++t+siKxekT1yzMyMNo5R1VvL2evNdu+aXnLJJddff8PWrVuPOeb+y5s2RdRskbrlZN2B9qwKR6xEtpbDus9Ry+i9xpqPYUTktLWsGtaWlhd3J4oc/NsHABYxi+9YD7oip73e9KEL3nrhzY++76YXP+a4FoY1uUN947WJiwAAC6XdIZMioo0rZ5/6oKPjmofc61BNDADANyeL7wA7Uax/W30Y2s7Nw/PPfMBD73N49Pp33kDggOxa4KR3vpMCAIvjDjlEERGV0SNz3NVqOYa0Ty13sG88QxQAsGDumKvFGRUto1pGtArLmU5qtRgAuH3uqKvFcMf+xrNaDAALprkEAABwxxyicFInvVOcFABYHIYo4EB84xmiAIAFY4gCAAAMUTipkx64kwIAi8MQBRyIbzxDFACwYAxRAACAIQonddIDd1IAYHEYooAD8Y1niAIAFowhCgAAMEThpE564E4KACwOQxRwIL7xDFEAwIIxRAEAAIYonNRJD9xJAYDFYYgCDsQ3niEKAFgwhigAAMAQhZM66YE7KQCwOAxRwIH4xjNEAQALxhAFAAAYonBSJz1wJwUAFochCjgQ33iGKABgwRiiAAAAQxRO6qQH7qQAwOIwRAEH4hvPEAUALBirxU7qpAfspADA4siyVAwAwF2el9wBAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDALkJCnEAABKiSURBVIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsdgkAAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACYmbgE+y8zXQQAgDtn6VWVqwAAwF2cIQoAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgCA2zRxCfZfZroIAAB3ztKrKlcBAIC7OEMUAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAAD+bUxcgv2XmS4CAMCds/SqylUAAOAuzhAFAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAwG2auAT7LzNdBACAOyWrxQAAEFlVrgIAAHdxVosBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAOAbNnEJ9l9muggAAHfO0qsqVwEAgLs4QxQAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAt2niEuy/zHQRAADulKwWAwBAZFW5CgAA3MVZLQYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAgG/YxCXYf5npIgAA3ClZLQYAgMiqchUAALiLs1oMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwDAv5GJS7A/MtNFAAC4E7NaDAAAkVXlKgAAcBdntRgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAAP9/O3aMAjAMxEDQAv//y3KXIoUhwY1h5gmq9g5kMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsBgAAWQwAALIYAABkMQAAyGIAAJDFAAAgiwEAQBYDAIAsNgEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxSYAAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAADIYgAAkMUAACCLAQBAFgMAgCwGAABZDAAAshgAAGQxAAAcME0A/JPECMCjrRG4mm8xAACMuO0AAMC3GAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAEAWAwCALAYAAFkMAACyGAAAZDEAAMhiAACQxQAAIIsBAGBrmgD4KokRgJe2RuBqvsUAADAWgwnyZ3VzwckAAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">4 </span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls5 ws0">I.<span class="ff4 ls0"> <span class="_ _4f"> </span><span class="ff2">SPRAWOZDANIE FINAN<span class="_ _3"></span>SOWE <span class="_ _3"></span>PRIMETE<span class="_ _3"></span>CH S.A. </span></span></div><div class="t m0 x5 he y63 ff1 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y64 ff2 fs0 fc1 sc0 ls0 ws0">R<span class="ff8">achunek zysków <span class="_ _3"></span>i strat</span> </div></div><div class="c x5 y65 w5 hf"><div class="t m0 xd h3 y66 ff8 fs1 fc1 sc0 ls0 ws0">w tysiącach złotych z wyjątkiem zysku na jedną </div><div class="t m0 xd h3 y67 ff8 fs1 fc1 sc0 ls0 ws0">akcję<span class="ff2"> </span></div></div><div class="c xe y65 w6 hf"><div class="t m0 xf h3 y68 ff2 fs1 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y65 w7 hf"><div class="t m0 x11 h3 y68 ff2 fs1 fc1 sc0 ls0 ws0">od 01.01.2022 </div></div><div class="c x12 y65 w8 hf"><div class="t m0 x13 h3 y68 ff2 fs1 fc1 sc0 ls0 ws0">od 01.01.2021 </div></div><div class="c x5 y69 w5 h10"><div class="t m0 x14 h3 y6a ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c xe y69 w6 h10"><div class="t m0 x15 h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x10 y69 w7 h10"><div class="t m0 x11 h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">do 31.12.2022 </div></div><div class="c x12 y69 w8 h10"><div class="t m0 x13 h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">do 31.12.2021 </div></div><div class="c x5 y6c w5 h11"><div class="t m0 xd h3 y6d ff8 fs1 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="ff2"> </span></div></div><div class="c xe y6c w6 h11"><div class="t m0 x16 he y6d ff1 fs1 fc1 sc0 ls0 ws0">7 </div></div><div class="c x10 y6c w7 h11"><div class="t m0 x17 h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">573<span class="ls0"> </span></div></div><div class="c x12 y6c w8 h11"><div class="t m0 x18 h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">16 485<span class="ls0"> </span></div></div><div class="c x5 y6e w5 h11"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Koszt własny sprzedaży<span class="ff1"> </span></div></div><div class="c xe y6e w6 h11"><div class="t m0 x16 he y6d ff1 fs1 fc1 sc0 ls0 ws0">8 </div></div><div class="c x10 y6e w7 h11"><div class="t m0 x19 he y6d ff1 fs1 fc1 sc0 ls6 ws0">72<span class="ls0"> </span></div></div><div class="c x12 y6e w8 h11"><div class="t m0 x18 he y6d ff1 fs1 fc1 sc0 ls6 ws0">13 984<span class="ls0"> </span></div></div><div class="c x5 y6f w5 h10"><div class="t m0 xd h3 y6b ff8 fs1 fc1 sc0 ls0 ws0">Zysk brutto ze sprzedaży<span class="ff2"> </span></div></div><div class="c xe y6f w6 h10"><div class="t m0 xf h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y6f w7 h10"><div class="t m0 x17 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">501<span class="ls0"> </span></div></div><div class="c x12 y6f w8 h10"><div class="t m0 x1a h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">2 501<span class="ls0"> </span></div></div><div class="c x5 y70 w5 h11"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Koszty ogólnego zarządu<span class="ff1"> </span></div></div><div class="c xe y70 w6 h11"><div class="t m0 x16 he y6d ff1 fs1 fc1 sc0 ls0 ws0">8 </div></div><div class="c x10 y70 w7 h11"><div class="t m0 x5 he y6d ff1 fs1 fc1 sc0 ls6 ws0">1 010<span class="ls0"> </span></div></div><div class="c x12 y70 w8 h11"><div class="t m0 x1a he y6d ff1 fs1 fc1 sc0 ls6 ws0">2 039<span class="ls0"> </span></div></div><div class="c x5 y71 w5 h11"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Pozostałe przychody operacyjne<span class="ff1"> </span></div></div><div class="c xe y71 w6 h11"><div class="t m0 x1b he y6d ff1 fs1 fc1 sc0 ls0 ws0">10 </div></div><div class="c x10 y71 w7 h11"><div class="t m0 x5 he y6d ff1 fs1 fc1 sc0 ls6 ws0">1 921<span class="ls0"> </span></div></div><div class="c x12 y71 w8 h11"><div class="t m0 x1a he y6d ff1 fs1 fc1 sc0 ls6 ws0">1 368<span class="ls0"> </span></div></div><div class="c x5 y72 w5 h11"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Pozostałe koszty operacyjne<span class="ff1"> </span></div></div><div class="c xe y72 w6 h11"><div class="t m0 x1b he y6d ff1 fs1 fc1 sc0 ls0 ws0">10 </div></div><div class="c x10 y72 w7 h11"><div class="t m0 x17 he y6d ff1 fs1 fc1 sc0 ls6 ws0">760<span class="ls0"> </span></div></div><div class="c x12 y72 w8 h11"><div class="t m0 x1c he y6d ff1 fs1 fc1 sc0 ls6 ws0">557<span class="ls0"> </span></div></div><div class="c x5 y73 w5 h12"><div class="t m0 xd h3 y74 ff8 fs1 fc1 sc0 ls0 ws0">Zysk z działalności operacyjnej<span class="ff2"> </span></div></div><div class="c xe y73 w6 h12"><div class="t m0 xf h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y73 w7 h12"><div class="t m0 x17 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">652<span class="ls0"> </span></div></div><div class="c x12 y73 w8 h12"><div class="t m0 x1a h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">1 273<span class="ls0"> </span></div></div><div class="c x5 y75 w5 h11"><div class="t m0 xd he y6d ff1 fs1 fc1 sc0 ls0 ws0">Przychody finansowe </div></div><div class="c xe y75 w6 h11"><div class="t m0 x1b he y6d ff1 fs1 fc1 sc0 ls6 ws0">11<span class="ls0"> </span></div></div><div class="c x10 y75 w7 h11"><div class="t m0 x17 he y6d ff1 fs1 fc1 sc0 ls6 ws0">246<span class="ls0"> </span></div></div><div class="c x12 y75 w8 h11"><div class="t m0 x1d he y6d ff1 fs1 fc1 sc0 ls0 ws0">0 </div></div><div class="c x5 y76 w5 h11"><div class="t m0 xd he y6d ff1 fs1 fc1 sc0 ls0 ws0">Koszty finansowe </div></div><div class="c xe y76 w6 h11"><div class="t m0 x1b he y6d ff1 fs1 fc1 sc0 ls6 ws0">11<span class="ls0"> </span></div></div><div class="c x10 y76 w7 h11"><div class="t m0 x17 he y6d ff1 fs1 fc1 sc0 ls6 ws0">253<span class="ls0"> </span></div></div><div class="c x12 y76 w8 h11"><div class="t m0 x1c he y6d ff1 fs1 fc1 sc0 ls6 ws0">342<span class="ls0"> </span></div></div><div class="c x5 y77 w5 h10"><div class="t m0 xd h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">Zysk brutto </div></div><div class="c xe y77 w6 h10"><div class="t m0 xf h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y77 w7 h10"><div class="t m0 x17 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">645<span class="ls0"> </span></div></div><div class="c x12 y77 w8 h10"><div class="t m0 x1c h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">931<span class="ls0"> </span></div></div><div class="c x5 y78 w5 h11"><div class="t m0 xd he y6d ff1 fs1 fc1 sc0 ls0 ws0">Podatek dochodowy </div></div><div class="c xe y78 w6 h11"><div class="t m0 x1b he y6d ff1 fs1 fc1 sc0 ls6 ws0">12<span class="ls0"> </span></div></div><div class="c x10 y78 w7 h11"><div class="t m0 x1e he y6d ff1 fs1 fc1 sc0 ls0 ws0">0 </div></div><div class="c x12 y78 w8 h11"><div class="t m0 x1f he y6d ff1 fs1 fc1 sc0 ls6 ws0">88<span class="ls0"> </span></div></div><div class="c x5 y79 w5 h10"><div class="t m0 xd h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c xe y79 w6 h10"><div class="t m0 xf h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y79 w7 h10"><div class="t m0 x17 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">645<span class="ls0"> </span></div></div><div class="c x12 y79 w8 h10"><div class="t m0 x1c h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">843<span class="ls0"> </span></div></div><div class="c x5 y7a w5 h11"><div class="t m0 xd he y7b ff7 fs1 fc1 sc0 ls0 ws0">Zysk netto na jedną akcję zwykłą<span class="ff1"> </span></div></div><div class="c xe y7a w6 h11"><div class="t m0 x1b he y7b ff1 fs1 fc1 sc0 ls6 ws0">13<span class="ls0"> </span></div></div><div class="c x10 y7a w7 h11"><div class="t m0 x20 he y7b ff1 fs1 fc1 sc0 ls0 ws0">0,04 </div></div><div class="c x12 y7a w8 h11"><div class="t m0 x21 he y7b ff1 fs1 fc1 sc0 ls0 ws0">0,05 </div></div><div class="c x5 y7c w5 h11"><div class="t m0 xd he y7b ff7 fs1 fc1 sc0 ls0 ws0">Rozwodniony zysk netto na jedną akcję zwykłą<span class="ff1"> </span></div></div><div class="c xe y7c w6 h11"><div class="t m0 x1b he y7b ff1 fs1 fc1 sc0 ls6 ws0">13<span class="ls0"> </span></div></div><div class="c x10 y7c w7 h11"><div class="t m0 x20 he y7b ff1 fs1 fc1 sc0 ls0 ws0">0,04 </div></div><div class="c x12 y7c w8 h11"><div class="t m0 x21 he y7b ff1 fs1 fc1 sc0 ls0 ws0">0,05 </div></div><div class="c x5 y7d w5 h10"><div class="t m0 xd he y6b ff7 fs1 fc1 sc0 ls0 ws0">Średnia ważona liczba akcji (w milionach<span class="ff1 fs8"> <span class="fs1">) </span></span></div></div><div class="c xe y7d w6 h10"><div class="t m0 x1b he y6b ff1 fs1 fc1 sc0 ls6 ws0">13<span class="ls0"> </span></div></div><div class="c x10 y7d w7 h10"><div class="t m0 x22 he y6b ff1 fs1 fc1 sc0 ls6 ws0">15 609 833<span class="ls0"> </span></div></div><div class="c x12 y7d w8 h10"><div class="t m0 x23 he y6b ff1 fs1 fc1 sc0 ls6 ws0">15 609 833<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y7e ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h3 y7f ff2 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h3 y80 ff2 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h3 y81 ff2 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y82 ff8 fs0 fc1 sc0 ls0 ws0">Sprawozdanie z c<span class="_ _3"></span>ałkowitych doch<span class="_ _3"></span>odów<span class="ff2"> </span></div></div><div class="c x5 y83 w9 h13"><div class="t m0 xd h14 y84 ff9 fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y83 wa h13"><div class="t m0 x25 h3 y85 ff2 fs1 fc1 sc0 ls0 ws0">od 01.01.2022 do </div><div class="t m0 x23 h3 y86 ff2 fs1 fc1 sc0 ls6 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x26 y83 wb h13"><div class="t m0 xa h3 y85 ff2 fs1 fc1 sc0 ls0 ws0">od 01.01.2021 do </div><div class="t m0 x27 h3 y86 ff2 fs1 fc1 sc0 ls6 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x5 y87 w9 h11"><div class="t m0 x28 h3 y88 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y87 wa h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x26 y87 wb h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y11 w9 h11"><div class="t m0 xd h3 y6d ff2 fs1 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x24 y11 wa h11"><div class="t m0 x19 h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">645<span class="ls0"> </span></div></div><div class="c x26 y11 wb h11"><div class="t m0 x29 h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">843<span class="ls0"> </span></div></div><div class="c x5 y89 w9 h11"><div class="t m0 x28 h3 y88 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y89 wa h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x26 y89 wb h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y8a w9 h16"><div class="t m0 xd h3 y8b ff8 fs1 fc1 sc0 ls0 ws0">Inne <span class="_ _50"></span>całkowite <span class="_ _50"></span>dochody <span class="_ _50"></span>(straty), </div><div class="t m0 xd h3 y8c ff8 fs1 fc1 sc0 ls0 ws0">które <span class="_ _1"></span>ni<span class="_ _1"></span>e <span class="_ _1"></span>zostan<span class="_ _1"></span>ą <span class="_ _1"></span><span class="ff2">p<span class="_ _1"></span>rzeniesione <span class="_ _51"></span>do </span></div><div class="t m0 xd h3 y8d ff2 fs1 fc1 sc0 ls0 ws0">wyniku </div></div><div class="c x24 y8a wa h16"><div class="t m0 x2a h3 y8c ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 824</span> </div></div><div class="c x26 y8a wb h16"><div class="t m0 x2b h3 y8c ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">574</span> </div></div><div class="c x5 y8e w9 h13"><div class="t m0 xd he y85 ff7 fs1 fc1 sc0 ls0 ws0">Aktualizacja <span class="_ _52"> </span>wartości <span class="_ _52"> </span>udziałów </div><div class="t m0 xd he y86 ff1 fs1 fc1 sc0 ls0 ws0">oraz akcji  </div></div><div class="c x24 y8e wa h13"><div class="t m0 x2a he y8f ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 824</span> </div></div><div class="c x26 y8e wb h13"><div class="t m0 x2b he y8f ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">574</span> </div></div><div class="c x5 y90 w9 h16"><div class="t m0 xd he y8b ff7 fs1 fc1 sc0 ls0 ws0">Zyski <span class="_ _53"> </span>aktuarialne <span class="_ _53"> </span>z <span class="_ _53"> </span>tytułu </div><div class="t m0 xd he y8c ff7 fs1 fc1 sc0 ls0 ws0">programów <span class="_ _54"> </span>zdefiniowanych </div><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">świadczeń<span class="ff1"> </span></div></div><div class="c x24 y90 wa h16"><div class="t m0 x2c he y8c ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x26 y90 wb h16"><div class="t m0 x19 he y8c ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y91 w9 h17"><div class="t m0 x28 he y92 ff1 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y91 wa h17"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x26 y91 wb h17"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y93 w9 h13"><div class="t m0 xd h3 y85 ff8 fs1 fc1 sc0 ls0 ws0">Razem <span class="_ _55"> </span>inne <span class="_ _55"> </span>całkowite <span class="_ _55"> </span>dochody </div><div class="t m0 xd h3 y86 ff2 fs1 fc1 sc0 ls0 ws0">po opodatkowaniu </div></div><div class="c x24 y93 wa h13"><div class="t m0 x2a h3 y8f ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 824</span> </div></div><div class="c x26 y93 wb h13"><div class="t m0 x2b h3 y8f ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">574</span> </div></div><div class="c x5 y94 w9 h10"><div class="t m0 x28 h3 y95 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y94 wa h10"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x26 y94 wb h10"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y96 w9 h10"><div class="t m0 xd h3 y74 ff8 fs1 fc1 sc0 ls0 ws0">Całkowite dochody ogółem<span class="ff2"> </span></div></div><div class="c x24 y96 wa h10"><div class="t m0 x2a h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">-1 1<span class="ls6">79</span> </div></div><div class="c x26 y96 wb h10"><div class="t m0 x29 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">269<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y97 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y98 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y99 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y9a ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi xa y9b wc h18" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">5 </span></div><div class="t m0 x5 hb y5 ff8 fs0 fc1 sc0 ls0 ws0">Zestawienie zmian w kap<span class="_ _3"></span>itale własnym<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x5 y9c w9 h16"><div class="t m0 xd h14 y9d ff9 fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 y9c wa h16"><div class="t m0 x2d h3 y8c ff8 fs1 fc1 sc0 ls0 ws0">Kapitał akcyjny<span class="ff2"> </span></div></div><div class="c x26 y9c wb h16"><div class="t m0 x23 h3 y9e ff8 fs1 fc1 sc0 ls0 ws0">Kapitał z </div><div class="t m0 x2e h3 y9f ff2 fs1 fc1 sc0 ls0 ws0">aktualizacji wyceny </div></div><div class="c x2f y9c wd h16"><div class="t m0 x30 h3 y9e ff2 fs1 fc1 sc0 ls0 ws0">Zyski </div><div class="t m0 xd h3 y9f ff2 fs1 fc1 sc0 ls0 ws0">zatrzymane </div></div><div class="c x31 y9c we h16"><div class="t m0 x32 h3 y9e ff8 fs1 fc1 sc0 ls0 ws0">Kapitał własny </div><div class="t m0 x33 h3 y9f ff2 fs1 fc1 sc0 ls0 ws0">razem </div></div><div class="c x5 ya0 w9 h11"><div class="t m0 x28 h3 y88 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 ya0 wa h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x26 ya0 wb h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x2f ya0 wd h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x31 ya0 we h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 ya1 w9 h10"><div class="t m0 xd h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">Stan na 01.01.2022 </div></div><div class="c x24 ya1 wa h10"><div class="t m0 x5 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">15 610<span class="ls0"> </span></div></div><div class="c x26 ya1 wb h10"><div class="t m0 x34 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">4 792<span class="ls0"> </span></div></div><div class="c x2f ya1 wd h10"><div class="t m0 x1b h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">14 969</span> </div></div><div class="c x31 ya1 we h10"><div class="t m0 x35 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">5 433<span class="ls0"> </span></div></div><div class="c x5 ya2 w9 h11"><div class="t m0 xd he y6d ff1 fs1 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x24 ya2 wa h11"><div class="t m0 x2c he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x26 ya2 wb h11"><div class="t m0 x19 he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f ya2 wd h11"><div class="t m0 x36 he y6d ff1 fs1 fc1 sc0 ls6 ws0">645<span class="ls0"> </span></div></div><div class="c x31 ya2 we h11"><div class="t m0 x37 he y6d ff1 fs1 fc1 sc0 ls6 ws0">645<span class="ls0"> </span></div></div><div class="c x5 ya3 w9 h11"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Inne całkowite dochody<span class="ff1"> </span></div></div><div class="c x24 ya3 wa h11"><div class="t m0 x2c he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x26 ya3 wb h11"><div class="t m0 x38 he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 824</span> </div></div><div class="c x2f ya3 wd h11"><div class="t m0 x22 he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x31 ya3 we h11"><div class="t m0 x33 he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 824</span> </div></div><div class="c x5 ya4 w9 h10"><div class="t m0 xd h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">Stan na 31.12.2022 </div></div><div class="c x24 ya4 wa h10"><div class="t m0 x5 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">15 610<span class="ls0"> </span></div></div><div class="c x26 ya4 wb h10"><div class="t m0 x34 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">2 968<span class="ls0"> </span></div></div><div class="c x2f ya4 wd h10"><div class="t m0 x1b h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">-14 3<span class="ls6">24</span> </div></div><div class="c x31 ya4 we h10"><div class="t m0 x35 h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">4 2<span class="ls6">54</span> </div></div><div class="c x5 ya5 w9 h11"><div class="t m0 x28 h3 y88 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 ya5 wa h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x26 ya5 wb h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x2f ya5 wd h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x31 ya5 we h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 ya6 w9 h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x24 ya6 wa h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x26 ya6 wb h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x2f ya6 wd h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x31 ya6 we h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 ya7 w9 h10"><div class="t m0 xd h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">Stan na 01.01.2021 </div></div><div class="c x24 ya7 wa h10"><div class="t m0 x5 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">15 610<span class="ls0"> </span></div></div><div class="c x26 ya7 wb h10"><div class="t m0 x34 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">5 366<span class="ls0"> </span></div></div><div class="c x2f ya7 wd h10"><div class="t m0 x1b h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">15 812</span> </div></div><div class="c x31 ya7 we h10"><div class="t m0 x35 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">5 164<span class="ls0"> </span></div></div><div class="c x5 ya8 w9 h11"><div class="t m0 xd he y6d ff1 fs1 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x24 ya8 wa h11"><div class="t m0 x2c he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x26 ya8 wb h11"><div class="t m0 x19 he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f ya8 wd h11"><div class="t m0 x36 he y6d ff1 fs1 fc1 sc0 ls6 ws0">843<span class="ls0"> </span></div></div><div class="c x31 ya8 we h11"><div class="t m0 x37 he y6d ff1 fs1 fc1 sc0 ls6 ws0">843<span class="ls0"> </span></div></div><div class="c x5 ya9 w9 h17"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Inne całkowite dochody<span class="ff1"> </span></div></div><div class="c x24 ya9 wa h17"><div class="t m0 x2c he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x26 ya9 wb h17"><div class="t m0 x2b he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">574</span> </div></div><div class="c x2f ya9 wd h17"><div class="t m0 x22 he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x31 ya9 we h17"><div class="t m0 x39 he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">574</span> </div></div><div class="c x5 yaa w9 h10"><div class="t m0 xd h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">Stan na 31.12.2021 </div></div><div class="c x24 yaa wa h10"><div class="t m0 x5 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">15 610<span class="ls0"> </span></div></div><div class="c x26 yaa wb h10"><div class="t m0 x34 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">4 792<span class="ls0"> </span></div></div><div class="c x2f yaa wd h10"><div class="t m0 x1b h3 y74 ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">14 969</span> </div></div><div class="c x31 yaa we h10"><div class="t m0 x35 h3 y74 ff2 fs1 fc1 sc0 ls6 ws0">5 433<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 yab ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 yac ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 yad ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 yae ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x17 hb yaf ff2 fs0 fc1 sc0 ls0 ws0">S<span class="ls7">pr</span>awozdanie z sytuacji finan<span class="_ _3"></span>sowej </div><div class="t m0 x5 h2 yb0 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yb1 wf h11"><div class="t m0 xd h3 y6d ff2 fs1 fc1 sc0 ls0 ws0">AKTYWA </div></div><div class="c x3a yb1 w10 h11"><div class="t m0 xd h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x3b yb1 w11 h11"><div class="t m0 x3c h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x5 yb2 wf h11"><div class="t m0 x3d h3 y88 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3a yb2 w10 h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x3b yb2 w11 h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yb3 wf h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x3a yb3 w10 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x3b yb3 w11 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yb5 wf h1a"><div class="t m0 xd h3 yb6 ff8 fs1 fc1 sc0 ls0 ws0">Aktywa trwałe<span class="ff2"> </span></div></div><div class="c x3a yb5 w10 h1a"><div class="t m0 x3e h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">1 345<span class="ls0"> </span></div></div><div class="c x3b yb5 w11 h1a"><div class="t m0 x23 h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">7 458<span class="ls0"> </span></div></div><div class="c x5 yb7 wf h1b"><div class="t m0 xd he yb8 ff7 fs1 fc1 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff1"> </span></div></div><div class="c x3a yb7 w10 h1b"><div class="t m0 x3f he yb8 ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x3b yb7 w11 h1b"><div class="t m0 x5 he yb8 ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 yb9 wf h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Należności długoterminowe<span class="ff1"> </span></div></div><div class="c x3a yb9 w10 h19"><div class="t m0 x40 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">1345<span class="ls0"> </span></div></div><div class="c x3b yb9 w11 h19"><div class="t m0 x41 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">934<span class="ls0"> </span></div></div><div class="c x5 yba wf h1a"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Pozostałe długoterminowe aktywa<span class="ff1"> </span></div></div><div class="c x3a yba w10 h1a"><div class="t m0 x3f he yb6 ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x3b yba w11 h1a"><div class="t m0 x23 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">6 524<span class="ls0"> </span></div></div><div class="c x5 ybb wf h19"><div class="t m0 x3d he yb4 ff1 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x3a ybb w10 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x3b ybb w11 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 ybc wf h19"><div class="t m0 xd h3 yb6 ff2 fs1 fc1 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x3a ybc w10 h19"><div class="t m0 x3e h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">9 253<span class="ls0"> </span></div></div><div class="c x3b ybc w11 h19"><div class="t m0 x23 h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">3 031<span class="ls0"> </span></div></div><div class="c x5 ybd wf h16"><div class="t m0 xd he y9e ff7 fs1 fc1 sc0 ls0 ws0">Krótkoterminowe <span class="_ _56"> </span>należności <span class="_ _56"> </span>z <span class="_ _56"> </span>tytułu <span class="_ _56"> </span>dostaw <span class="_ _56"> </span>i <span class="_ _57"> </span>usług <span class="_ _56"> </span>oraz <span class="_ _56"> </span>pozo<span class="_ _3"></span>stałe </div><div class="t m0 xd he y9f ff7 fs1 fc1 sc0 ls0 ws0">należności<span class="ff1"> </span></div></div><div class="c x3a ybd w10 h16"><div class="t m0 x11 he y8c ff1 fs1 fc1 sc0 ls6 ws0">467<span class="ls0"> </span></div></div><div class="c x3b ybd w11 h16"><div class="t m0 x34 he y8c ff1 fs1 fc1 sc0 ls6 ws0">90<span class="ls0"> </span></div></div><div class="c x5 ybe wf h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Udzielone pożyczki krótkoterminowe<span class="ff1"> </span></div></div><div class="c x3a ybe w10 h19"><div class="t m0 x3e he yb6 ff1 fs1 fc1 sc0 ls6 ws0">3 271<span class="ls0"> </span></div></div><div class="c x3b ybe w11 h19"><div class="t m0 x5 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 ybf wf h1a"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Należności dotyczące bieżącego podatku d<span class="_ _1"></span>ochodowego<span class="ff1"> </span></div></div><div class="c x3a ybf w10 h1a"><div class="t m0 x3f he yb6 ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x3b ybf w11 h1a"><div class="t m0 x41 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">274<span class="ls0"> </span></div></div><div class="c x5 yc0 wf h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff1"> </span></div></div><div class="c x3a yc0 w10 h19"><div class="t m0 x11 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">812<span class="ls0"> </span></div></div><div class="c x3b yc0 w11 h19"><div class="t m0 x23 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">2 667<span class="ls0"> </span></div></div><div class="c x5 yc1 wf h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Pozostałe aktywa krótkoterminowe (rozliczenia międzyokresowe)<span class="ff1"> </span></div></div><div class="c x3a yc1 w10 h19"><div class="t m0 x42 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">3 </div></div><div class="c x3b yc1 w11 h19"><div class="t m0 x5 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 yc2 wf h1c"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Aktywa zaklasyfikowane jako przeznaczone do sprzedaży<span class="ff1"> </span></div></div><div class="c x3a yc2 w10 h1c"><div class="t m0 x3e he yb6 ff1 fs1 fc1 sc0 ls6 ws0">4 700<span class="ls0"> </span></div></div><div class="c x3b yc2 w11 h1c"><div class="t m0 x1a he yc3 ff1 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yc4 wf h19"><div class="t m0 x3d h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x3a yc4 w10 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x3b yc4 w11 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yc5 wf h1d"><div class="t m0 xd h3 yb8 ff2 fs1 fc1 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x3a yc5 w10 h1d"><div class="t m0 x43 h3 yb8 ff2 fs1 fc1 sc0 ls6 ws0">10 598<span class="ls0"> </span></div></div><div class="c x3b yc5 w11 h1d"><div class="t m0 x3f h3 yb8 ff2 fs1 fc1 sc0 ls6 ws0">10 489<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 yc6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 yc7 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 yc8 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 he yc9 ff1 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 he yca ff1 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 ycb ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi xa ycc w12 h1e" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">6 </span></div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x44 h2 yce ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x44 h2 ycf ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x44 h2 yd0 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x44 h2 y21 ff1 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span><span class="ff2 fs8"> </span></div></div><div class="c x5 yd1 w13 h1f"><div class="t m0 xd h3 y7b ff8 fs1 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA I KAPITAŁ WŁASNY<span class="ff2"> </span></div></div><div class="c x45 yd1 w10 h1f"><div class="t m0 xd h3 y7b ff2 fs1 fc1 sc0 ls6 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x46 yd1 w14 h1f"><div class="t m0 xd h3 y7b ff2 fs1 fc1 sc0 ls6 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x5 yd2 w13 h11"><div class="t m0 x47 h3 y88 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x45 yd2 w10 h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x46 yd2 w14 h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yd3 w13 h1a"><div class="t m0 xd h3 yb6 ff8 fs1 fc1 sc0 ls0 ws0">Kapitał własny<span class="ff2"> </span></div></div><div class="c x45 yd3 w10 h1a"><div class="t m0 x25 h3 yb6 ff2 fs1 fc1 sc0 ls0 ws0">4 2<span class="ls6">54</span> </div></div><div class="c x46 yd3 w14 h1a"><div class="t m0 x25 h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">5 433<span class="ls0"> </span></div></div><div class="c x5 yd4 w13 h20"><div class="t m0 xd he yb8 ff7 fs1 fc1 sc0 ls0 ws0">Kapitał zakładowy<span class="ff1"> </span></div></div><div class="c x45 yd4 w10 h20"><div class="t m0 x1b he yb8 ff1 fs1 fc1 sc0 ls6 ws0">15 610<span class="ls0"> </span></div></div><div class="c x46 yd4 w14 h20"><div class="t m0 x1b he yb8 ff1 fs1 fc1 sc0 ls6 ws0">15 610<span class="ls0"> </span></div></div><div class="c x5 yd5 w13 h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Kapitał z <span class="ff1">aktualizacji wyceny </span></div></div><div class="c x45 yd5 w10 h19"><div class="t m0 x25 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">2 968<span class="ls0"> </span></div></div><div class="c x46 yd5 w14 h19"><div class="t m0 x25 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">4 792<span class="ls0"> </span></div></div><div class="c x5 yd6 w13 h1a"><div class="t m0 xd he yb6 ff1 fs1 fc1 sc0 ls0 ws0">Zyski zatrzymane / Zakumulowane straty </div></div><div class="c x45 yd6 w10 h1a"><div class="t m0 x48 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">-14 3<span class="ls6">24</span> </div></div><div class="c x46 yd6 w14 h1a"><div class="t m0 x48 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">14 969</span> </div></div><div class="c x5 yd7 w13 h19"><div class="t m0 x47 he yb4 ff1 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x45 yd7 w10 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x46 yd7 w14 h19"><div class="t m0 xd h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yd8 w13 h19"><div class="t m0 xd h3 yb6 ff8 fs1 fc1 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="ff2"> </span></div></div><div class="c x45 yd8 w10 h19"><div class="t m0 x4 h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">12<span class="ls0"> </span></div></div><div class="c x46 yd8 w14 h19"><div class="t m0 x11 h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">149<span class="ls0"> </span></div></div><div class="c x5 y71 w13 h20"><div class="t m0 xd he yb8 ff7 fs1 fc1 sc0 ls0 ws0">Długoterminowa rezerwa z tytułu świadczeń p<span class="_ _1"></span>racowniczych<span class="ff1"> </span></div></div><div class="c x45 y71 w10 h20"><div class="t m0 x4 he yb8 ff1 fs1 fc1 sc0 ls6 ws0">12<span class="ls0"> </span></div></div><div class="c x46 y71 w14 h20"><div class="t m0 x4 he yb8 ff1 fs1 fc1 sc0 ls6 ws0">11<span class="ls0"> </span></div></div><div class="c x5 yd9 w13 h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Pozostałe długoterminowe rezerwy na zobowiązania<span class="ff1"> </span></div></div><div class="c x45 yd9 w10 h19"><div class="t m0 x42 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">0 </div></div><div class="c x46 yd9 w14 h19"><div class="t m0 x11 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">138<span class="ls0"> </span></div></div><div class="c x5 yda w13 h17"><div class="t m0 x47 he y88 ff1 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x45 yda w10 h17"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x46 yda w14 h17"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yaa w13 h19"><div class="t m0 xd h3 yb6 ff8 fs1 fc1 sc0 ls0 ws0">Zobowiązania krótkoterminowe<span class="ff2"> </span></div></div><div class="c x45 yaa w10 h19"><div class="t m0 x25 h3 yb6 ff2 fs1 fc1 sc0 ls0 ws0">6 3<span class="ls6">32</span> </div></div><div class="c x46 yaa w14 h19"><div class="t m0 x25 h3 yb6 ff2 fs1 fc1 sc0 ls6 ws0">4 907<span class="ls0"> </span></div></div><div class="c x5 ydb w13 h20"><div class="t m0 xd he yb8 ff7 fs1 fc1 sc0 ls0 ws0">Kredyty i pożyczki krótkoterminowe<span class="ff1"> </span></div></div><div class="c x45 ydb w10 h20"><div class="t m0 x25 he yb8 ff1 fs1 fc1 sc0 ls6 ws0">3 600<span class="ls0"> </span></div></div><div class="c x46 ydb w14 h20"><div class="t m0 x25 he yb8 ff1 fs1 fc1 sc0 ls6 ws0">1 000<span class="ls0"> </span></div></div><div class="c x5 ydc w13 h16"><div class="t m0 xd he y9e ff7 fs1 fc1 sc0 ls0 ws0">Krótkoterminowe <span class="_ _58"> </span>zobowiązania <span class="_ _58"> </span>z <span class="_ _58"> </span>tytułu <span class="_ _58"> </span>dostaw <span class="_ _58"> </span>i <span class="_ _58"> </span>usług <span class="_ _58"> </span>i<span class="_ _3"></span> <span class="_ _58"> </span>pozostałe </div><div class="t m0 xd he y9f ff7 fs1 fc1 sc0 ls0 ws0">zobowiązania  <span class="ff1"> </span></div></div><div class="c x45 ydc w10 h16"><div class="t m0 x11 he y8c ff1 fs1 fc1 sc0 ls6 ws0">214<span class="ls0"> </span></div></div><div class="c x46 ydc w14 h16"><div class="t m0 x25 he y8c ff1 fs1 fc1 sc0 ls6 ws0">1 947<span class="ls0"> </span></div></div><div class="c x5 ydd w13 h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Pozostałe krótkoterminowe rezerwy na zobowiązania<span class="ff1"> </span></div></div><div class="c x45 ydd w10 h19"><div class="t m0 x25 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">2 5<span class="ls6">06</span> </div></div><div class="c x46 ydd w14 h19"><div class="t m0 x25 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">1 721<span class="ls0"> </span></div></div><div class="c x5 y7c w13 h19"><div class="t m0 xd he yb6 ff7 fs1 fc1 sc0 ls0 ws0">Rozliczenia międzyokresowe<span class="ff1"> </span></div></div><div class="c x45 y7c w10 h19"><div class="t m0 x4 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">12<span class="ls0"> </span></div></div><div class="c x46 y7c w14 h19"><div class="t m0 x11 he yb6 ff1 fs1 fc1 sc0 ls6 ws0">239<span class="ls0"> </span></div></div><div class="c x5 yde w13 h20"><div class="t m0 xd h3 yb8 ff8 fs1 fc1 sc0 ls0 ws0">Zobowiązania i kapitał własny razem<span class="ff2"> </span></div></div><div class="c x45 yde w10 h20"><div class="t m0 x1b h3 yb8 ff2 fs1 fc1 sc0 ls6 ws0">10 598<span class="ls0"> </span></div></div><div class="c x46 yde w14 h20"><div class="t m0 x1b h3 yb8 ff2 fs1 fc1 sc0 ls6 ws0">10 489<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi xa ydf w15 h21" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">7 </span></div><div class="t m0 x5 hb y5 ff2 fs0 fc1 sc0 ls0 ws0">Sprawo<span class="ff8">zdanie z p<span class="_ _3"></span>rzepływów pieniężnych<span class="_ _3"></span></span> </div></div><div class="c x5 ye0 w16 h11"><div class="t m0 xd h14 y1 ff9 fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 ye0 w17 h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a ye0 w18 h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 ye1 w16 h22"><div class="t m0 xd h15 ye2 ff9 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h15 ye3 ff9 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 ye1 w17 h22"><div class="t m0 x3f h3 ye4 ff2 fs1 fc1 sc0 ls0 ws0">od 01.01.2022 </div><div class="t m0 x3f h3 ye5 ff2 fs1 fc1 sc0 ls0 ws0">do 31.12.2022 </div></div><div class="c x4a ye1 w18 h22"><div class="t m0 x16 h3 ye4 ff2 fs1 fc1 sc0 ls0 ws0">od 01.01.2021 </div><div class="t m0 x16 h3 ye5 ff2 fs1 fc1 sc0 ls0 ws0">do 31.12.2021 </div></div><div class="c x5 ye6 w16 h13"><div class="t m0 xd h3 y8f ff8 fs1 fc1 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI <span class="ff2">OPERACYJNEJ </span></div></div><div class="c x49 ye6 w17 h13"><div class="t m0 xd h3 y84 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a ye6 w18 h13"><div class="t m0 xd h15 y84 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 ye7 w16 h23"><div class="t m0 xd h15 ye8 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 ye7 w17 h23"><div class="t m0 xd h15 ye8 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a ye7 w18 h23"><div class="t m0 xd h15 ye8 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 ye9 w16 h24"><div class="t m0 xd h3 y8d ff8 fs1 fc1 sc0 ls0 ws0">Zysk  brutto z działalności kontynuowanej<span class="ff2"> </span></div></div><div class="c x49 ye9 w17 h24"><div class="t m0 x4b h3 y8d ff2 fs1 fc1 sc0 ls6 ws0">645<span class="ls0"> </span></div></div><div class="c x4a ye9 w18 h24"><div class="t m0 x4c h3 y8d ff2 fs1 fc1 sc0 ls6 ws0">931<span class="ls0"> </span></div></div><div class="c x5 yea w16 h24"><div class="t m0 xd h3 y8d ff2 fs1 fc1 sc0 ls0 ws0">Korekty razem: </div></div><div class="c x49 yea w17 h24"><div class="t m0 x21 h3 y8d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 </span>7<span class="ls6">91</span> </div></div><div class="c x4a yea w18 h24"><div class="t m0 x4c h3 y8d ff2 fs1 fc1 sc0 ls6 ws0">408<span class="ls0"> </span></div></div><div class="c x5 yeb w16 h25"><div class="t m0 xd he y6d ff1 fs1 fc1 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x49 yeb w17 h25"><div class="t m0 x4d he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a yeb w18 h25"><div class="t m0 x29 he y6d ff1 fs1 fc1 sc0 ls6 ws0">24<span class="ls0"> </span></div></div><div class="c x5 yec w16 h13"><div class="t m0 xd he y85 ff7 fs1 fc1 sc0 ls0 ws0">Inne korekty, <span class="_ _3"></span>których <span class="_ _3"></span>skutkami <span class="_ _3"></span>s<span class="_ _3"></span>ą <span class="_ _3"></span>przepływy z<span class="_ _3"></span> dział<span class="_ _3"></span>alności fi<span class="_ _3"></span>nansowej </div><div class="t m0 xd he yed ff1 fs1 fc1 sc0 ls0 ws0">lub inwestycyjnej </div></div><div class="c x49 yec w17 h13"><div class="t m0 x2c he yee ff1 fs1 fc1 sc0 ls6 ws0">38<span class="ls0"> </span></div></div><div class="c x4a yec w18 h13"><div class="t m0 x4c he yee ff1 fs1 fc1 sc0 ls6 ws0">242<span class="ls0"> </span></div></div><div class="c x5 yef w16 h24"><div class="t m0 xd he y8d ff1 fs1 fc1 sc0 ls0 ws0">Zmiana stanu rezerw </div></div><div class="c x49 yef w17 h24"><div class="t m0 x4b he y8d ff1 fs1 fc1 sc0 ls6 ws0">647<span class="ls0"> </span></div></div><div class="c x4a yef w18 h24"><div class="t m0 x34 he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">425</span> </div></div><div class="c x5 yf0 w16 h24"><div class="t m0 xd he y8d ff1 fs1 fc1 sc0 ls0 ws0">Zmiana <span class="ff7">stanu zapasów</span> </div></div><div class="c x49 yf0 w17 h24"><div class="t m0 x4d he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a yf0 w18 h24"><div class="t m0 x21 he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 yf1 w16 h26"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Zmiana stanu należności z tytułu dostaw i usług <span class="ff1"> </span></div></div><div class="c x49 yf1 w17 h26"><div class="t m0 x1f he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">379</span> </div></div><div class="c x4a yf1 w18 h26"><div class="t m0 x4e he y6d ff1 fs1 fc1 sc0 ls6 ws0">2 822<span class="ls0"> </span></div></div><div class="c x5 yf2 w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Zmiana stanu pozostałych należności<span class="ff1"> </span></div></div><div class="c x49 yf2 w17 h24"><div class="t m0 x1f he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">135</span> </div></div><div class="c x4a yf2 w18 h24"><div class="t m0 x4e he y8d ff1 fs1 fc1 sc0 ls6 ws0">2 224<span class="ls0"> </span></div></div><div class="c x5 yf3 w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Zmiana stanu zobowiązań krótkoterminowych z tytułu dostaw i usług <span class="ff1"> </span></div></div><div class="c x49 yf3 w17 h24"><div class="t m0 x1d he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">94</span> </div></div><div class="c x4a yf3 w18 h24"><div class="t m0 x2b he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">63</span> </div></div><div class="c x5 yf4 w16 h25"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Zmiana stanu pozostałych zobowiązań<span class="ff1"> </span></div></div><div class="c x49 yf4 w17 h25"><div class="t m0 x21 he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 638</span> </div></div><div class="c x4a yf4 w18 h25"><div class="t m0 x4f he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">4 005</span> </div></div><div class="c x5 yf5 w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Zmiana stanu rozliczeń międzyokresowych biernych<span class="ff1"> </span></div></div><div class="c x49 yf5 w17 h24"><div class="t m0 x1f he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">230</span> </div></div><div class="c x4a yf5 w18 h24"><div class="t m0 x34 he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">411</span> </div></div><div class="c x5 yf6 w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x49 yf6 w17 h24"><div class="t m0 x4d he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a yf6 w18 h24"><div class="t m0 x21 he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 yf7 w16 h13"><div class="t m0 xd h3 y85 ff8 fs1 fc1 sc0 ls0 ws0">Przepływy <span class="_ _59"> </span>pieniężne <span class="_ _59"> </span>netto <span class="_ _57"> </span>z<span class="_ _3"></span> <span class="_ _59"> </span>działalności <span class="_ _59"> </span>(wykorzystywane <span class="_ _59"> </span>w </div><div class="t m0 xd h3 y86 ff8 fs1 fc1 sc0 ls0 ws0">działalności)<span class="ff2"> </span></div></div><div class="c x49 yf7 w17 h13"><div class="t m0 x21 h3 y8f ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 146</span> </div></div><div class="c x4a yf7 w18 h13"><div class="t m0 x4e h3 y8f ff2 fs1 fc1 sc0 ls6 ws0">1 339<span class="ls0"> </span></div></div><div class="c x5 yf8 w16 h11"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Zapłacony podatek dochodowy<span class="ff1"> </span></div></div><div class="c x49 yf8 w17 h11"><div class="t m0 x50 h3 y6d ff2 fs1 fc1 sc0 ls0 ws0">0 </div></div><div class="c x4a yf8 w18 h11"><div class="t m0 x4c h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">396<span class="ls0"> </span></div></div><div class="c x5 yf9 w16 h25"><div class="t m0 xd h3 y6d ff8 fs1 fc1 sc0 ls0 ws0">Przepływy pieniężne netto z działalności <span class="ff2">operacyjnej </span></div></div><div class="c x49 yf9 w17 h25"><div class="t m0 x21 h3 y6d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 146</span> </div></div><div class="c x4a yf9 w18 h25"><div class="t m0 x4e h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">1 735<span class="ls0"> </span></div></div><div class="c x5 yfa w16 h27"><div class="t m0 xe h3 y6b ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 yfa w17 h27"><div class="t m0 xd h15 y6b ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a yfa w18 h27"><div class="t m0 xd h15 y6b ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yfb w16 h13"><div class="t m0 xd h3 y85 ff8 fs1 fc1 sc0 ls0 ws0">PRZEPŁYWY <span class="_ _5a"> </span>ŚRODKÓW <span class="_ _5a"> </span>PIENIĘŻNYCH <span class="_ _5a"> </span>Z <span class="_ _5a"> </span>DZIAŁALNOŚCI </div><div class="t m0 xd h3 y86 ff2 fs1 fc1 sc0 ls0 ws0">INWESTYCYJNEJ  </div></div><div class="c x49 yfb w17 h13"><div class="t m0 xd h3 y84 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a yfb w18 h13"><div class="t m0 xd h15 y84 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yfc w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Zbycie aktywów finansowych<span class="ff1"> </span></div></div><div class="c x49 yfc w17 h24"><div class="t m0 x4d he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a yfc w18 h24"><div class="t m0 x51 he y8d ff1 fs1 fc1 sc0 ls0 ws0">1 </div></div><div class="c x5 yfd w16 h26"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Zbycie wartości niematerialnych oraz rzeczowych aktywów trwały<span class="_ _1"></span>ch<span class="ff1"> </span></div></div><div class="c x49 yfd w17 h26"><div class="t m0 x4d he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a yfd w18 h26"><div class="t m0 x29 he y6d ff1 fs1 fc1 sc0 ls6 ws0">54<span class="ls0"> </span></div></div><div class="c x5 yfe w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Dywidendy i udziały w zyskach<span class="ff1"> </span></div></div><div class="c x49 yfe w17 h24"><div class="t m0 x4d he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a yfe w18 h24"><div class="t m0 x21 he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 yff w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Spłata udzielonych pożyczek<span class="ff1"> </span></div></div><div class="c x49 yff w17 h24"><div class="t m0 x4b he y8d ff1 fs1 fc1 sc0 ls6 ws0">500<span class="ls0"> </span></div></div><div class="c x4a yff w18 h24"><div class="t m0 x21 he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y100 w16 h25"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Udzielone pożyczki <span class="ff1"> </span></div></div><div class="c x49 y100 w17 h25"><div class="t m0 x52 he y6d ff1 fs1 fc1 sc0 ls6 ws0">3 660<span class="ls0"> </span></div></div><div class="c x4a y100 w18 h25"><div class="t m0 x21 he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y3b w16 h28"><div class="t m0 xd h3 y101 ff8 fs1 fc1 sc0 ls0 ws0">Przepływy pieniężne netto z działalności in<span class="_ _1"></span>westycyjnej<span class="ff2"> </span></div></div><div class="c x49 y3b w17 h28"><div class="t m0 x21 h3 y101 ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">3 160</span> </div></div><div class="c x4a y3b w18 h28"><div class="t m0 x29 h3 y101 ff2 fs1 fc1 sc0 ls6 ws0">55<span class="ls0"> </span></div></div><div class="c x5 y102 w16 h27"><div class="t m0 xe h3 y6b ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 y102 w17 h27"><div class="t m0 xd h15 y6b ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a y102 w18 h27"><div class="t m0 xd h15 y6b ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y103 w16 h13"><div class="t m0 xd h3 y8f ff8 fs1 fc1 sc0 ls0 ws0">PRZEPŁYWY ŚRODKÓW PIENIĘŻNYCH Z DZIAŁALNOŚCI FINANSOWEJ <span class="ff2"> </span></div></div><div class="c x49 y103 w17 h13"><div class="t m0 xd h3 y84 ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a y103 w18 h13"><div class="t m0 xd h15 y84 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y104 w16 h25"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Otrzymane kredyty i pożyczki<span class="ff1"> </span></div></div><div class="c x49 y104 w17 h25"><div class="t m0 x52 he y6d ff1 fs1 fc1 sc0 ls6 ws0">2 600<span class="ls0"> </span></div></div><div class="c x4a y104 w18 h25"><div class="t m0 x4c he y6d ff1 fs1 fc1 sc0 ls6 ws0">800<span class="ls0"> </span></div></div><div class="c x5 y105 w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Spłata kredytów i pożyczek<span class="ff1"> </span></div></div><div class="c x49 y105 w17 h24"><div class="t m0 x4d he y8d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a y105 w18 h24"><div class="t m0 x4f he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">5 900</span> </div></div><div class="c x5 y106 w16 h24"><div class="t m0 xd he y8d ff7 fs1 fc1 sc0 ls0 ws0">Zapłacone odsetki<span class="ff1"> </span></div></div><div class="c x49 y106 w17 h24"><div class="t m0 x1f he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">149</span> </div></div><div class="c x4a y106 w18 h24"><div class="t m0 x34 he y8d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">131</span> </div></div><div class="c x5 y107 w16 h25"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">Inne wpływy/wypływy z działalności finansowej<span class="ff1"> </span></div></div><div class="c x49 y107 w17 h25"><div class="t m0 x4d he y6d ff1 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a y107 w18 h25"><div class="t m0 x34 he y6d ff1 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">606</span> </div></div><div class="c x5 y108 w16 h28"><div class="t m0 xd h3 y101 ff8 fs1 fc1 sc0 ls0 ws0">Przepływy pieniężne netto z działalności fin<span class="_ _1"></span>ansowej<span class="ff2"> </span></div></div><div class="c x49 y108 w17 h28"><div class="t m0 x52 h3 y101 ff2 fs1 fc1 sc0 ls6 ws0">2 451<span class="ls0"> </span></div></div><div class="c x4a y108 w18 h28"><div class="t m0 x4f h3 y101 ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">5 837</span> </div></div><div class="c x5 y109 w16 h29"><div class="t m0 xe h3 y6b ff2 fs1 fc1 sc0 ls0 ws0"> </div></div><div class="c x49 y109 w17 h29"><div class="t m0 xd h15 y6b ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4a y109 w18 h29"><div class="t m0 xd h15 y6b ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y10a w16 h28"><div class="t m0 xd h3 y10b ff8 fs1 fc1 sc0 ls0 ws0">RAZEM <span class="_ _5b"> </span>PRZEPŁYWY <span class="_ _5b"> </span>PIENIĘŻNE <span class="_ _5b"> </span>NETTO <span class="_ _5b"> </span>Z <span class="_ _5b"> </span>DZIAŁALNOŚCI </div><div class="t m0 xd h3 y10c ff2 fs1 fc1 sc0 ls0 ws0">KONTYNUOWANEJ </div></div><div class="c x49 y10a w17 h28"><div class="t m0 x21 h3 y10d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 855</span> </div></div><div class="c x4a y10a w18 h28"><div class="t m0 x4f h3 y10d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">4 047</span> </div></div><div class="c x5 y10e w16 h2a"><div class="t m0 xd h3 yed ff8 fs1 fc1 sc0 ls0 ws0">Razem przepływy pieniężne netto za działalno<span class="_ _1"></span>ści zaniechanej<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x49 y10e w17 h2a"><div class="t m0 x4d h3 yed ff2 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a y10e w18 h2a"><div class="t m0 x21 h3 yed ff2 fs1 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y10f w16 h24"><div class="t m0 xd h3 y8d ff8 fs1 fc1 sc0 ls0 ws0">RAZEM PRZEPŁYWY PIENIĘŻNE NETTO <span class="ff2"> </span></div></div><div class="c x49 y10f w17 h24"><div class="t m0 x21 h3 y8d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 855</span> </div></div><div class="c x4a y10f w18 h24"><div class="t m0 x4f h3 y8d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">4 047</span> </div></div><div class="c x5 y110 w16 h24"><div class="t m0 xd h3 y8d ff8 fs1 fc1 sc0 ls0 ws0">Bilansowa zmiana stanu środków pieniężnych<span class="ff2"> </span></div></div><div class="c x49 y110 w17 h24"><div class="t m0 x21 h3 y8d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">1 855</span> </div></div><div class="c x4a y110 w18 h24"><div class="t m0 x4f h3 y8d ff2 fs1 fc1 sc0 ls0 ws0">-<span class="ls6">4 047</span> </div></div><div class="c x5 y111 w16 h25"><div class="t m0 xd h3 y112 ff8 fs1 fc1 sc0 ls0 ws0">Środki pieniężne na początek okresu<span class="ff2"> </span></div></div><div class="c x49 y111 w17 h25"><div class="t m0 x52 h3 y112 ff2 fs1 fc1 sc0 ls6 ws0">2 667<span class="ls0"> </span></div></div><div class="c x4a y111 w18 h25"><div class="t m0 x4e h3 y112 ff2 fs1 fc1 sc0 ls6 ws0">6 714<span class="ls0"> </span></div></div><div class="c x5 y113 w16 h24"><div class="t m0 xd h3 y8d ff8 fs1 fc1 sc0 ls0 ws0">Środki pieniężne na koniec <span class="ff2">okresu </span></div></div><div class="c x49 y113 w17 h24"><div class="t m0 x4b h3 y8d ff2 fs1 fc1 sc0 ls6 ws0">812<span class="ls0"> </span></div></div><div class="c x4a y113 w18 h24"><div class="t m0 x4e h3 y8d ff2 fs1 fc1 sc0 ls6 ws0">2 667<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y114 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi xa y1d w3 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">8 </span></div><div class="t m0 x5 hb y5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y115 ff2 fs0 fc1 sc0 ls5 ws0">II.<span class="ff4 ls0"> <span class="_ _52"> </span><span class="ff8">ZASADY RAC<span class="_ _3"></span>HUNKOWO<span class="_ _3"></span>ŚCI ORAZ DODATKO<span class="_ _3"></span>WE NOTY OBJ<span class="_ _3"></span>AŚNIAJĄCE <span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y116 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y117 ff2 fs0 fc1 sc0 ls4 ws0">1.<span class="ff4 ls0"> <span class="_ _5c"> </span><span class="ff8">Informacje ogólne<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y118 ff1 fs0 fc1 sc0 ls0 ws0">PRIMETECH S.A. (<span class="ffa">Spółka, Emitent<span class="ff7">) w Katowicach jest spółką akcyjną zarejestrowaną w dniu <span class="_ _51"></span>3 sty<span class="_ _3"></span>cznia 1994 <span class="_ _1"></span>roku w </span></span></div><div class="t m0 x5 h2 y119 ff7 fs0 fc1 sc0 ls0 ws0">Sądzie <span class="_ _52"> </span>Rejonowy<span class="_ _3"></span>m <span class="_ _52"> </span>w <span class="_ _5d"> </span>Katowicach <span class="_ _52"> </span>Wydzia<span class="_ _3"></span>ł <span class="_ _52"> </span>VIII <span class="_ _5d"> </span><span class="ff1">Gos<span class="_ _3"></span>podarczo<span class="_ _3"></span>-Rejestrowy <span class="_ _52"> </span>po<span class="_ _3"></span>d <span class="_ _5d"> </span>numerem <span class="_ _52"> </span>RHB <span class="_ _52"> </span>1<span class="_ _3"></span>0375. </span></div><div class="t m0 x5 h2 y6c ff7 fs0 fc1 sc0 ls0 ws0">Postanowieniem <span class="_ _3"></span>Sądu<span class="_ _3"></span> <span class="_ _3"></span>Rejono<span class="_ _3"></span>wego <span class="_ _3"></span>w <span class="_ _3"></span>Kato<span class="_ _3"></span>wicach <span class="_ _3"></span>Wy<span class="_ _3"></span>dział <span class="_ _3"></span>Gospo<span class="_ _3"></span>darczy <span class="_ _3"></span>Kraj<span class="_ _3"></span>owego <span class="_ _3"></span>Rejestru<span class="_ _3"></span> <span class="_ _3"></span>Sądowego, <span class="_ _0"></span>z<span class="_ _0"></span><span class="ff1"> dnia <span class="_ _0"></span>12 </span></div><div class="t m0 x5 h2 y11a ff7 fs0 fc1 sc0 ls0 ws0">lipca <span class="_ _5e"></span>2001 <span class="_ _0"></span>roku<span class="_ _3"></span> <span class="_ _5e"></span>PRIMETECH <span class="_ _5e"></span>S.A <span class="_ _5e"></span>zosta<span class="_ _3"></span>ła <span class="_ _5e"></span>wpisana <span class="_ _5e"></span>do <span class="_ _5e"></span>Rejestru <span class="_ _5e"></span>Przedsiębiorców <span class="_ _5e"></span>pod <span class="_ _5e"></span>nume<span class="_ _3"></span>rem <span class="_ _0"></span>KRS <span class="_ _47"></span><span class="ff1">- <span class="_ _5e"></span>0000026782.<span class="_ _3"></span> </span></div><div class="t m0 x5 h2 y11b ff1 fs0 fc1 sc0 ls0 ws0">Cza<span class="ff7">s trwania Spół<span class="_ _3"></span>ki jest nieoznaczony. <span class="_ _3"></span>Siedziba spółki zn<span class="_ _3"></span>ajduje się w Katowicach p<span class="_ _3"></span>rzy ulicy Armii Krajow<span class="_ _3"></span>ej 51.<span class="_ _0"></span></span> </div><div class="t m0 x5 h2 y11c ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _3"></span>dniu<span class="_ _3"></span> <span class="_ _3"></span>21 <span class="_ _3"></span>wrześn<span class="_ _3"></span>ia <span class="_ _3"></span>2018 <span class="_ _0"></span>roku <span class="_ _3"></span>Sąd<span class="_ _3"></span> <span class="_ _3"></span>Rejonowy <span class="_ _0"></span>w <span class="_ _3"></span>Katowicac<span class="_ _3"></span>h <span class="_ _3"></span>Wyd<span class="_ _3"></span>ział <span class="_ _3"></span>VIII <span class="_ _0"></span>Gospodarczo<span class="_ _0"></span><span class="ff1">-</span>Rejestrowy <span class="_ _3"></span>d<span class="_ _3"></span>okonał <span class="_ _0"></span>wpisu </div><div class="t m0 x5 h2 y53 ff1 fs0 fc1 sc0 ls0 ws0">zmiany firmy z <span class="ff7">„KOPE<span class="_ _3"></span>X” na „PRIMETECH”<span class="_ _3"></span>.<span class="_ _3"></span></span> </div><div class="t m0 x5 h2 y11d ff7 fs0 fc1 sc0 ls0 ws0">PRIMETECH <span class="_ _56"> </span>S.A. <span class="_ _56"> </span>jest <span class="_ _56"> </span>jednostką <span class="_ _56"> </span>dominującą <span class="_ _56"> </span>i <span class="_ _5f"> </span>sporządza <span class="_ _5f"> </span>s<span class="_ _3"></span>konsolido<span class="_ _3"></span>wane <span class="_ _5f"> </span>sprawozd<span class="_ _3"></span>anie <span class="_ _5f"> </span>finans<span class="_ _3"></span>owe <span class="_ _5f"> </span>Grupy </div><div class="t m0 x5 h2 y11e ff7 fs0 fc1 sc0 ls0 ws0">Kapitałowej PRIMETECH <span class="_ _3"></span><span class="ff1">- (<span class="ffb">Grup<span class="_ _3"></span>a</span>).  </span></div><div class="t m0 x5 h2 y11f ff7 fs0 fc1 sc0 ls0 ws0">Skonsolidowane <span class="_ _56"> </span>sp<span class="_ _3"></span>rawozdanie <span class="_ _5f"> </span>finan<span class="_ _3"></span>sowe <span class="_ _5f"> </span>E<span class="_ _3"></span>mitenta <span class="_ _56"> </span>zostało <span class="_ _56"> </span>objęte <span class="_ _56"> </span>kon<span class="_ _3"></span>solidacją <span class="_ _56"> </span>przez <span class="_ _5f"> </span>sp<span class="_ _3"></span>ółkę <span class="_ _56"> </span>dominującą </div><div class="t m0 x5 h2 y120 ff1 fs0 fc1 sc0 ls0 ws0">GRENEVIA <span class="_ _60"> </span>S.A. <span class="_ _60"> </span>(dawniej <span class="_ _60"> </span>FAMUR <span class="_ _60"> </span>S.A.) <span class="_ _60"> </span><span class="ff7">Podmiotem <span class="_ _60"> </span>bezpośrednio <span class="_ _60"> </span>dominują<span class="_ _3"></span>cym <span class="_ _60"> </span>spółki <span class="_ _60"> </span></span>PRIMETECH <span class="_ _60"> </span>S.A. <span class="_ _60"> </span>jest </div><div class="t m0 x5 h2 y121 ff1 fs0 fc1 sc0 ls0 ws0">GRENEVIA <span class="ff7">S.A. Podmiot<span class="_ _3"></span>em dominują<span class="_ _3"></span>cym całej Grupy jest <span class="_ _3"></span>TDJ S.A.<span class="_ _3"></span></span> </div><div class="t m0 x5 h2 y122 ff1 fs0 fc1 sc0 ls0 ws0">Czas trwania jedno<span class="_ _3"></span>stki: nieograniczony<span class="_ _3"></span> </div><div class="t m0 x5 h2 y5a ff7 fs0 fc1 sc0 ls0 ws0">Okres objęty s<span class="_ _3"></span>prawozdaniem finanso<span class="_ _3"></span>wym: 01.01.202<span class="_ _3"></span><span class="ff1">2<span class="ls8">r.</span></span>–<span class="ff1"> 31.12.20<span class="_ _3"></span>22<span class="ls8">r.</span> </span></div><div class="t m0 x5 h2 y123 ff1 fs0 fc1 sc0 ls0 ws0">Podsta<span class="ff7">wowym <span class="_ _47"> </span>przedmiot<span class="_ _3"></span>em <span class="_ _47"> </span>działaln<span class="_ _3"></span>ości <span class="_ _48"> </span>Spółki</span> <span class="_ _47"></span><span class="ff7">w <span class="_ _50"></span>2022 <span class="_ _47"> </span>roku<span class="_ _3"></span> <span class="_ _47"></span>było <span class="_ _47"></span>świadczenie <span class="_ _47"> </span>us<span class="_ _3"></span>ług <span class="_ _47"></span>w <span class="_ _47"></span>zakresie <span class="_ _47"></span>utrzymywania </span></div><div class="t m0 x5 h2 y124 ff7 fs0 fc1 sc0 ls0 ws0">infrastruktury<span class="_ _3"></span> <span class="_ _47"> </span>IT. <span class="_ _47"> </span>Do <span class="_ _48"> </span>czerwca <span class="_ _47"></span>2021 <span class="_ _47"> </span>Spół<span class="_ _3"></span>ka <span class="_ _48"> </span>świadcz<span class="ls9">yła</span><span class="ff1"> <span class="_ _47"> </span></span>usług<span class="ff1">i <span class="_ _47"> </span></span>górn<span class="_ _3"></span>icz<span class="ff1">e. <span class="_ _47"> </span>Przed <span class="_ _48"> </span>dniem <span class="_ _47"></span>23.07<span class="_ _3"></span>.2019r. <span class="_ _48"> </span>przedmiotem<span class="_ _1"></span> </span></div><div class="t m0 x5 h2 y125 ff7 fs0 fc1 sc0 ls0 ws0">działalności był<span class="_ _3"></span> również<span class="ff1"> </span>obró<span class="_ _3"></span>t węgla.<span class="ff1"> </span>Działalność Spół<span class="_ _3"></span>ki nie ma charakteru s<span class="_ _3"></span>ezonowego. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y5e ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y126 ff2 fs0 fc1 sc0 ls4 ws0">2.<span class="ff4 ls0"> <span class="_ _5c"> </span><span class="ff2">Identyfikacja  sprawozd<span class="_ _3"></span>ania finansowego<span class="_ _3"></span> </span></span></div><div class="t m0 x5 h2 y127 ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _60"> </span>sporządziła <span class="_ _60"> </span>sprawozdanie <span class="_ _60"> </span>finansowe <span class="_ _60"> </span>za <span class="_ _60"> </span>rok <span class="_ _60"> </span>zakończony <span class="_ _60"> </span>dnia <span class="_ _60"> </span>31 <span class="_ _61"> </span>grudnia <span class="_ _60"> </span>20<span class="_ _3"></span><span class="ff1">22 <span class="_ _61"> </span></span>roku<span class="_ _3"></span>, <span class="_ _61"> </span>któ<span class="_ _3"></span>re <span class="_ _61"> </span>zosta<span class="_ _3"></span>ło </div><div class="t m0 x5 h2 y128 ff1 fs0 fc1 sc0 ls0 ws0">zatwierdzone do pu<span class="_ _3"></span>blikacji 2<span class="ls4">1 </span>kwietnia<span class="_ _3"></span> 2023 roku<span class="_ _3"></span> </div><div class="t m0 x5 h2 y129 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y12a ff2 fs0 fc1 sc0 ls4 ws0">3.<span class="ff4 ls0"> <span class="_ _5c"> </span><span class="ff2">Zatwierdzenie spr<span class="_ _3"></span>awozdania finansowego<span class="_ _0"></span> </span></span></div><div class="t m0 x5 h2 y12b ff7 fs0 fc1 sc0 ls0 ws0">Niniejsze sprawozd<span class="_ _3"></span>anie finansowe zostało<span class="_ _3"></span> zatwierdzone do p<span class="_ _3"></span>ublikacji przez Za<span class="_ _3"></span>rząd w dniu <span class="_ _0"></span><span class="ff1 ls4">21<span class="ls3">.0<span class="ls0">4.2023<span class="ls8">r.</span> </span></span></span></div><div class="t m0 x5 h2 y12c ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y12d ff2 fs0 fc1 sc0 ls4 ws0">4.<span class="ff4 ls0"> <span class="_ _5c"> </span><span class="ff2">Szacunki i subiektywna <span class="_ _3"></span><span class="lsa">oce<span class="ls7">na</span></span> </span></span></div><div class="t m0 x17 hd y12e ff2 fs0 fc1 sc0 ls4 ws0">4.1.<span class="ff4 ls0"> <span class="ff2">Szacunki </span></span></div><div class="t m0 x5 h2 y12f ff7 fs0 fc1 sc0 ls0 ws0">Sporządzenie <span class="_ _48"> </span>sprawozdania <span class="_ _48"> </span>finansowego <span class="_ _47"> </span>wymaga <span class="_ _48"> </span>od <span class="_ _48"> </span>Zarządu <span class="_ _48"> </span>Spółki<span class="ff1"> <span class="_ _48"> </span></span>dokonania <span class="_ _47"> </span>sza<span class="_ _3"></span>cunków. <span class="_ _47"> </span>Za<span class="_ _3"></span>rząd <span class="_ _48"> </span>weryfikuje </div><div class="t m0 x5 h2 y130 ff7 fs0 fc1 sc0 ls0 ws0">przyjęte <span class="_ _3"></span>szacun<span class="_ _3"></span>ki <span class="_ _3"></span>w o<span class="_ _3"></span>parciu <span class="_ _3"></span>o<span class="_ _3"></span> <span class="_ _3"></span>zmiany <span class="_ _3"></span>czynnikó<span class="_ _3"></span>w b<span class="_ _3"></span>ranych <span class="_ _3"></span>pod<span class="_ _3"></span> <span class="_ _3"></span>uwagę <span class="_ _3"></span>przy <span class="_ _3"></span>ich <span class="_ _3"></span>doko<span class="_ _3"></span>nywaniu<span class="_ _3"></span>, <span class="_ _3"></span>nowe <span class="_ _3"></span>informacje <span class="_ _3"></span>lu<span class="_ _3"></span>b </div><div class="t m0 x5 h2 y131 ff7 fs0 fc1 sc0 ls0 ws0">doświadczenia <span class="_ _50"></span>z <span class="_ _47"></span>przeszłości. <span class="_ _50"></span>Dlatego <span class="_ _50"></span>też <span class="_ _50"></span>s<span class="_ _3"></span>zacun<span class="_ _3"></span>ki <span class="_ _50"></span>doko<span class="_ _3"></span>nane <span class="_ _50"></span>na <span class="_ _50"></span>dzień <span class="_ _47"></span>31.12.20<span class="ff1">22 <span class="_ _50"></span></span>roku<span class="_ _3"></span> <span class="_ _50"></span>mogą <span class="_ _50"></span>w <span class="_ _50"></span>przy<span class="_ _3"></span>szłości <span class="_ _47"></span>ulec </div><div class="t m0 x5 h2 y132 ff1 fs0 fc1 sc0 ls0 ws0">zmianie.  </div><div class="t m0 x5 h2 y133 ff7 fs0 fc1 sc0 ls0 ws0">W przy<span class="_ _3"></span>padku, gd<span class="_ _3"></span>y dana <span class="_ _3"></span>transakcja <span class="_ _3"></span>nie jest <span class="_ _3"></span>uregulowana <span class="_ _3"></span>w <span class="_ _3"></span>żadnym <span class="_ _3"></span>standardzie <span class="_ _3"></span>bądź <span class="_ _3"></span>interpretacji, Zarzą<span class="_ _3"></span>d kierują<span class="_ _3"></span>c </div><div class="t m0 x5 h2 y134 ff7 fs0 fc1 sc0 ls0 ws0">się subiektywną oceną,<span class="_ _1"></span> określ<span class="_ _1"></span>a i <span class="_ _51"></span>stosuje politykę <span class="_ _1"></span>rachunkowości, która <span class="_ _51"></span>zap<span class="_ _3"></span>ewni, iż <span class="_ _51"></span>sprawozdanie finansowe będzie </div><div class="t m0 x5 h2 y135 ff7 fs0 fc1 sc0 ls0 ws0">zawierać <span class="_ _58"> </span>wiarygodne <span class="_ _58"> </span>informacje <span class="_ _58"> </span>p<span class="_ _3"></span>rawidłowo, <span class="_ _58"> </span> <span class="_ _58"> </span>jasno <span class="_ _58"> </span>i <span class="_ _58"> </span>rzetelnie <span class="_ _58"> </span>przedstawiając<span class="_ _3"></span>e <span class="_ _58"> </span>sytuację <span class="_ _58"> </span>majątkową <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y136 ff7 fs0 fc1 sc0 ls0 ws0">i <span class="_ _47"> </span>finan<span class="_ _3"></span>sową <span class="_ _48"> </span>Spółki, <span class="_ _47"> </span>wyn<span class="_ _3"></span>iki <span class="_ _48"> </span>jej <span class="_ _47"></span>działalnoś<span class="_ _3"></span>ci <span class="_ _48"> </span>i <span class="_ _47"></span>przepływy <span class="_ _48"> </span>pieniężne. <span class="_ _47"></span>Subiektywna <span class="_ _48"> </span>ocena <span class="_ _47"> </span>z<span class="_ _3"></span>ostaje <span class="_ _48"> </span>dokonana <span class="_ _48"> </span>w <span class="_ _47"> </span>taki </div><div class="t m0 x5 h2 y137 ff7 fs0 fc1 sc0 ls0 ws0">sposób, <span class="_ _51"></span>ab<span class="_ _3"></span>y <span class="_ _51"></span>sprawozd<span class="_ _3"></span>anie <span class="_ _51"></span>finanso<span class="_ _3"></span>we <span class="_ _51"></span>odzwierciedlało <span class="_ _1"></span>treść <span class="_ _51"></span>ekon<span class="_ _3"></span>omiczną <span class="_ _51"></span>tran<span class="_ _3"></span>sakcji, było <span class="_ _51"></span>obiektywne, sporządzone </div><div class="t m0 x5 h2 y138 ff7 fs0 fc1 sc0 ls0 ws0">zgodnie z zas<span class="_ _3"></span>adą ostrożnej wyceny oraz <span class="_ _3"></span>kompletne we wszystk<span class="_ _3"></span>ich istotnych as<span class="_ _3"></span>pektach. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y46 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y47 ff2 fs0 fc1 sc0 ls4 ws0">4.2.<span class="ff4 ls0"> <span class="_ _62"> </span><span class="ff8">Niepewność związana z r<span class="_ _3"></span>ozliczeniami po<span class="_ _3"></span>datkowymi<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y139 ff7 fs0 fc1 sc0 ls0 ws0">Regulacje  dotyczące  pod<span class="_ _3"></span>atku  od <span class="_ _55"> </span>towarów  i  usług,  podatku  dochod<span class="_ _3"></span>owego  od  osób  prawnych  oraz <span class="_ _55"> </span>obc<span class="_ _0"></span>iążeń </div><div class="t m0 x5 h2 y49 ff7 fs0 fc1 sc0 ls0 ws0">związanych <span class="_ _61"> </span>z <span class="_ _61"> </span>ubezpieczeniami <span class="_ _61"> </span>społecznymi <span class="_ _61"> </span>podlegają <span class="_ _61"> </span>c<span class="_ _3"></span>zęstym <span class="_ _61"> </span>zmianom. <span class="_ _61"> </span>Te <span class="_ _61"> </span>częste <span class="_ _61"> </span>zmiany <span class="_ _61"> </span>powodują<span class="_ _3"></span> <span class="_ _61"> </span>brak </div><div class="t m0 x5 h2 y13a ff7 fs0 fc1 sc0 ls0 ws0">odpowiednich <span class="_ _60"> </span>punktów <span class="_ _60"> </span>odniesienia, <span class="_ _60"> </span>niespójne <span class="_ _60"> </span>interpreta<span class="_ _3"></span>cje <span class="_ _61"> </span>oraz <span class="_ _60"> </span>nieliczne <span class="_ _61"> </span>us<span class="_ _3"></span>tanowion<span class="_ _3"></span>e <span class="_ _61"> </span>precedensy, <span class="_ _60"> </span>które </div><div class="t m0 x5 h2 y13b ff7 fs0 fc1 sc0 ls0 ws0">mogłyby <span class="_ _55"> </span>mieć <span class="_ _55"> </span>zastoso<span class="_ _3"></span>wanie. <span class="_ _55"> </span>Obowiązujące <span class="_ _55"> </span>przepisy<span class="_ _3"></span><span class="ff1"> <span class="_ _55"> </span></span>zawierają <span class="_ _55"> </span>również <span class="_ _55"> </span>niejas<span class="_ _3"></span>ności, <span class="_ _55"> </span>które <span class="_ _55"> </span>powodują <span class="_ _55"> </span>ró<span class="_ _3"></span>żnice <span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi xa y1d w3 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="fc3">9 </span></div><div class="t m0 x5 h2 ycd ff7 fs0 fc1 sc0 ls0 ws0">w <span class="_ _3"></span>opiniach, <span class="_ _0"></span>co <span class="_ _0"></span>do <span class="_ _3"></span>interpreta<span class="_ _3"></span>cji <span class="_ _3"></span>p<span class="_ _3"></span>rawnej <span class="_ _3"></span>przepis<span class="_ _3"></span>ów <span class="_ _3"></span>p<span class="_ _3"></span>odatkowych, <span class="_ _0"></span>zarówno <span class="_ _0"></span>pomiędzy <span class="_ _0"></span>organami <span class="_ _0"></span>państwowymi <span class="_ _0"></span>jak <span class="_ _5e"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 yce ff7 fs0 fc1 sc0 ls0 ws0">i organami pańs<span class="_ _3"></span>twowymi i przedsiębiorstwami. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y13c ff7 fs0 fc1 sc0 ls0 ws0">Rozliczenia <span class="_ _55"> </span>podatkowe <span class="_ _55"> </span>oraz <span class="_ _55"> </span>inne <span class="_ _55"> </span>obszary <span class="_ _55"> </span>działaln<span class="_ _0"></span>ości <span class="_ _55"> </span>(na  p<span class="_ _3"></span>rzykład <span class="_ _55"> </span>kwestie <span class="_ _55"> </span>celne <span class="_ _55"> </span>czy <span class="_ _55"> </span>dewizowe) <span class="_ _55"> </span>mogą <span class="_ _55"> </span>być </div><div class="t m0 x5 h2 y13d ff7 fs0 fc1 sc0 ls0 ws0">przedmiotem <span class="_ _55"> </span>ko<span class="_ _3"></span>ntroli <span class="_ _55"> </span>organ<span class="_ _3"></span>ów, <span class="_ _55"> </span>które <span class="_ _61"> </span>uprawnione <span class="_ _55"> </span>s<span class="_ _3"></span>ą <span class="_ _55"> </span>do <span class="_ _61"> </span>nakładan<span class="_ _3"></span>ia <span class="_ _55"> </span>kar <span class="_ _61"> </span>i <span class="_ _55"> </span>grzywien, <span class="_ _61"> </span>a<span class="_ _3"></span><span class="ff1"> wszelkie <span class="_ _61"> </span>dodatkowe </span></div><div class="t m0 x5 h2 y13e ff7 fs0 fc1 sc0 ls0 ws0">zobowiązania podatko<span class="_ _3"></span>we, wynikające z kontroli, muszą zostać <span class="_ _51"></span>za<span class="_ _3"></span>płacone wraz z odsetkami. Te<span class="_ _1"></span> warunki p<span class="_ _3"></span>owodują, </div><div class="t m0 x5 h2 y13f ff7 fs0 fc1 sc0 ls0 ws0">że ryzyko po<span class="_ _3"></span>datkowe w Polsce jest większe n<span class="_ _3"></span>iż w krajach o b<span class="_ _3"></span>ardziej dojrzały<span class="_ _3"></span>m systemie podatkowym.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y140 ff7 fs0 fc1 sc0 ls0 ws0">W konsekwencji, kwoty prezentowane i ujawniane w <span class="_ _51"></span>sprawozd<span class="_ _3"></span>aniach finansowych mogą się <span class="_ _1"></span>zmienić w<span class="ff1"> </span>przy<span class="_ _3"></span>szłości </div><div class="t m0 x5 h2 y141 ff1 fs0 fc1 sc0 ls0 ws0">w wyniku ostateczn<span class="_ _3"></span>ej decyzji organu k<span class="_ _3"></span>ontro<span class="_ _3"></span>li podatkowej. </div><div class="t m0 x5 h2 y142 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd ya4 ff2 fs0 fc1 sc0 ls4 ws0">5.<span class="ff4 ls0"> <span class="_ _5c"> </span><span class="ff8">Podstawa sporząd<span class="_ _3"></span>zenia sprawozdan<span class="_ _3"></span>ia finansowego<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y143 ff7 fs0 fc1 sc0 ls0 ws0">Niniejsze <span class="_ _48"> </span>sprawozdan<span class="_ _3"></span>ie <span class="_ _48"> </span>finansowe <span class="_ _48"> </span>zostało<span class="_ _3"></span> <span class="_ _48"> </span>sporządzone <span class="_ _48"> </span>zgodn<span class="_ _3"></span>ie <span class="_ _48"> </span>z <span class="_ _48"> </span>zasadą <span class="_ _48"> </span>kos<span class="_ _3"></span>ztu <span class="_ _48"> </span>historycznego<span class="_ _0"></span><span class="ff1">. <span class="_ _48"> </span></span>Jednocześnie, </div><div class="t m0 x5 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0">g<span class="ff7">łówną kategorią akty<span class="_ _3"></span>wów wycenianych w wart<span class="_ _3"></span>ości godziwej s<span class="_ _3"></span>ą udziały i ak<span class="_ _3"></span>cje w <span class="_ _3"></span>jednostkach zależn<span class="_ _3"></span>ych</span>. </div><div class="t m0 x5 h2 y145 ff7 fs0 fc1 sc0 ls0 ws0">Istotne <span class="_ _62"> </span>zasady<span class="_ _3"></span> <span class="_ _62"> </span>rachunkowości <span class="_ _62"> </span>zostały <span class="_ _62"> </span>przedsta<span class="_ _3"></span>wione <span class="_ _60"> </span>ja<span class="_ _3"></span>ko <span class="_ _62"> </span>element <span class="_ _62"> </span>poszczególnych<span class="_ _3"></span> <span class="_ _62"> </span>not <span class="_ _62"> </span>objaśniający<span class="_ _3"></span>ch <span class="_ _62"> </span>do </div><div class="t m0 x5 h2 y146 ff7 fs0 fc1 sc0 ls0 ws0">sprawozdania <span class="_ _58"> </span>finan<span class="_ _3"></span>sowego. <span class="_ _58"> </span>Spółka <span class="_ _58"> </span>stos<span class="_ _3"></span>owała <span class="_ _58"> </span>zasady <span class="_ _58"> </span>rachunkowości <span class="_ _58"> </span>w <span class="_ _58"> </span>spos<span class="_ _3"></span>ób <span class="_ _58"> </span>ciągły <span class="_ _58"> </span>dla <span class="_ _58"> </span>wszystk<span class="_ _3"></span>ich </div><div class="t m0 x5 h2 y147 ff7 fs0 fc1 sc0 ls0 ws0">prezentowanych okres<span class="_ _3"></span>ów sprawozdawczyc<span class="_ _3"></span><span class="ff1 lsb">h.<span class="ls0"> </span></span></div><div class="t m0 x5 h2 y148 ff7 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _59"> </span>dzień <span class="_ _59"> </span>zatwierdzenia <span class="_ _59"> </span>niniejszego <span class="_ _59"> </span>sprawozd<span class="_ _3"></span>ania <span class="_ _59"> </span>finansowego <span class="_ _59"> </span>nie <span class="_ _59"> </span>stwierdza <span class="_ _59"> </span>się <span class="_ _59"> </span>istnienia <span class="_ _59"> </span>okoliczności </div><div class="t m0 x5 h2 y149 ff7 fs0 fc1 sc0 ls0 ws0">wskazujących <span class="_ _57"> </span>na <span class="_ _56"> </span>za<span class="_ _3"></span>grożenie <span class="_ _56"> </span>kontyn<span class="_ _3"></span>uowania <span class="_ _56"> </span>działaln<span class="_ _3"></span>ości <span class="_ _56"> </span>przez <span class="_ _56"> </span>Spół<span class="_ _3"></span>kę. <span class="_ _57"> </span><span class="ff1">W <span class="_ _57"> </span>2022 <span class="_ _56"> </span>roku <span class="_ _57"> </span>g</span>łównym <span class="_ _56"> </span>źród<span class="_ _3"></span>łem </div><div class="t m0 x5 h2 y14a ff7 fs0 fc1 sc0 ls0 ws0">finansowania Spółki <span class="_ _1"></span><span class="lsb">były<span class="ff1 ls0"> <span class="_ _51"></span><span class="ff7">pożyczki udzielone <span class="_ _51"></span>przez <span class="ff1">GRENEV<span class="lsc">IA</span> <span class="_ _1"></span><span class="ff7">S.A. Spółka <span class="_ _51"></span>uzy<span class="_ _3"></span>skiwała<span class="ff1"> </span>przychód <span class="_ _51"></span>z fakturowania <span class="_ _1"></span>usług </span></span></span></span></span></div><div class="t m0 x5 h2 y14b ff7 fs0 fc1 sc0 ls0 ws0">dotyczących <span class="_ _3"></span>IT na <span class="_ _3"></span>inną <span class="_ _3"></span>spółkę<span class="ff1"> <span class="_ _3"></span></span>(działaln<span class="_ _3"></span>ość mało<span class="_ _3"></span> istotna)<span class="_ _3"></span>, <span class="_ _3"></span>natomiast s<span class="_ _3"></span>półka <span class="_ _3"></span>zależna uzy<span class="_ _3"></span>skiwała<span class="ff1"> <span class="_ _3"></span></span>przych<span class="_ _3"></span>ód głó<span class="_ _3"></span>wnie z </div><div class="t m0 x5 h2 y14c ff7 fs0 fc1 sc0 ls0 ws0">tytułu <span class="_ _3"></span>realizacji ko<span class="_ _3"></span>ntraktów <span class="_ _3"></span>długoterminowych. Ró<span class="_ _3"></span>wnocześ<span class="_ _3"></span>nie Zarząd<span class="_ _3"></span> Primetech <span class="_ _3"></span>informuje <span class="_ _5e"></span>o toczący<span class="_ _3"></span>m się <span class="_ _3"></span>sporze </div><div class="t m0 x5 h2 y14d ff7 fs0 fc1 sc0 ls0 ws0">pomiędzy <span class="_ _5f"> </span>akcjon<span class="_ _3"></span>ariuszami <span class="_ _5f"> </span>mniejs<span class="_ _3"></span>zościowymi <span class="_ _5f"> </span>a <span class="_ _56"> </span>Spół<span class="_ _3"></span>ką, <span class="_ _5f"> </span>doty<span class="_ _3"></span>czącego <span class="_ _5f"> </span>podjęcia <span class="_ _56"> </span>przez <span class="_ _56"> </span>Nadzwyczajn<span class="_ _3"></span>e <span class="_ _5f"> </span>Walne </div><div class="t m0 x5 h2 y14e ff7 fs0 fc1 sc0 ls0 ws0">Zgromadzenie <span class="_ _5e"></span>Emitenta <span class="_ _50"></span>Uchwały <span class="_ _5e"></span>nr <span class="_ _5e"></span>2 <span class="_ _5e"></span>z <span class="_ _5e"></span>dnia<span class="_ _3"></span><span class="ff1"> <span class="_ _5e"></span></span>13 <span class="_ _5e"></span>listop<span class="_ _3"></span>ada <span class="_ _5e"></span>2020 <span class="_ _5e"></span>r. <span class="_ _5e"></span>w <span class="_ _5e"></span>spra<span class="_ _3"></span>wie: <span class="_ _5e"></span>wycofania <span class="_ _5e"></span>ak<span class="_ _3"></span>cji <span class="_ _0"></span>Sp<span class="_ _3"></span>ółki <span class="_ _5e"></span>z <span class="_ _5e"></span>obrotu <span class="_ _5e"></span>na </div><div class="t m0 x5 h2 y14f ff1 fs0 fc1 sc0 ls0 ws0">rynku regulowanym p<span class="_ _3"></span>rowadzon<span class="_ _3"></span><span class="ff7">ym przez Giełdę Papieró<span class="_ _3"></span>w Wartoś<span class="_ _3"></span>ciowych S.A. z siedzib<span class="_ _3"></span>ą w Warszawie. <span class="_ _0"></span></span> </div><div class="t m0 x5 h2 y150 ff7 fs0 fc1 sc0 ls0 ws0">Primetech <span class="_ _51"></span>S.A. <span class="_ _51"></span>p<span class="_ _3"></span>lanuje f<span class="_ _1"></span>inansować <span class="_ _51"></span>s<span class="_ _3"></span>woją <span class="_ _51"></span>dział<span class="_ _3"></span>alność <span class="_ _51"></span>ja<span class="_ _3"></span>ko <span class="_ _51"></span>spółki holdingowej <span class="_ _51"></span>z <span class="_ _51"></span>posiad<span class="_ _3"></span>anych <span class="_ _51"></span>środkó<span class="_ _3"></span>w <span class="_ _51"></span>własny<span class="_ _3"></span>ch <span class="_ _51"></span>oraz </div><div class="t m0 x5 h2 y151 ff7 fs0 fc1 sc0 ls0 ws0">z pożyczki, którą o<span class="_ _3"></span>trzymał od Grenevia S.A. Działalność Sp<span class="_ _3"></span>ółki będzie się k<span class="_ _0"></span>oncentrowała <span class="_ _3"></span>na sfinalizowaniu procesu </div><div class="t m0 x5 h2 y152 ff7 fs0 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _50"></span>udziałów <span class="_ _50"></span>spółki <span class="_ _50"></span>zależnej. <span class="_ _50"></span>Środki <span class="_ _50"></span>uzyskan<span class="_ _3"></span>e <span class="_ _5e"></span>z <span class="_ _50"></span>jej <span class="_ _50"></span>sprzedaży <span class="_ _50"></span>zos<span class="_ _3"></span>taną <span class="_ _5e"></span>przezn<span class="_ _3"></span>aczone <span class="_ _5e"></span>na <span class="_ _50"></span>s<span class="_ _3"></span>płatę <span class="_ _5e"></span>zad<span class="_ _3"></span>łużenia. </div><div class="t m0 x5 h2 y153 ff7 fs0 fc1 sc0 ls0 ws0">Pozostała <span class="_ _47"></span>nadwyżka <span class="_ _47"></span>pozwoli <span class="_ _50"></span>na <span class="_ _47"></span>kontynuowanie <span class="_ _47"></span>działalności <span class="_ _50"></span>w <span class="_ _47"></span>perspektywie <span class="_ _47"></span>kolejnych <span class="_ _47"></span>dwóch <span class="_ _47"></span>do <span class="_ _50"></span>trz<span class="_ _3"></span>ech <span class="_ _50"></span>lat. <span class="_ _47"></span>W </div><div class="t m0 x5 h2 y154 ff1 fs0 fc1 sc0 ls0 ws0">p<span class="ff7">rzypadku <span class="_ _3"></span>braku s<span class="_ _3"></span>przedaży <span class="_ _3"></span>posiadane <span class="_ _3"></span>środki p<span class="_ _3"></span>ieniężne pozwolą <span class="_ _3"></span>na <span class="_ _3"></span>kontyn<span class="_ _3"></span>uowanie dzia<span class="_ _3"></span>łalności przez <span class="_ _5e"></span></span>co <span class="_ _3"></span>najmniej </div><div class="t m0 x5 h2 y155 ff7 fs0 fc1 sc0 ls0 ws0">kolejne 12 miesięcy. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y156 ff7 fs0 fc1 sc0 ls0 ws0">Utrzymywanie dział<span class="_ _3"></span>alności <span class="_ _3"></span>Primetech S.A. <span class="_ _3"></span>jako <span class="_ _3"></span>spółki noto<span class="_ _3"></span>wanej na <span class="_ _3"></span>GPW <span class="_ _3"></span>ma wyłącznie <span class="_ _3"></span>związek ze ws<span class="_ _3"></span>trzymaniem </div><div class="t m0 x5 h2 y129 ff7 fs0 fc1 sc0 ls0 ws0">przez s<span class="_ _3"></span>ąd wyko<span class="_ _3"></span>nania<span class="ff1"> <span class="_ _3"></span></span>uchwały nr <span class="_ _3"></span>2 z <span class="_ _3"></span>dnia<span class="_ _3"></span><span class="ff1"> <span class="_ _3"></span></span>13 listopad<span class="_ _3"></span>a 2020 <span class="_ _3"></span>r. w <span class="_ _3"></span>sprawie: <span class="_ _3"></span>wycofania <span class="_ _3"></span>akcji <span class="_ _3"></span>Spółki <span class="_ _3"></span>z <span class="_ _3"></span>obrotu <span class="_ _3"></span>na rynku </div><div class="t m0 x5 h2 y12a ff7 fs0 fc1 sc0 ls0 ws0">regulowanym prowadzon<span class="_ _3"></span>ym przez Giełdę Pap<span class="_ _3"></span>ierów Wartościowych<span class="_ _3"></span> S.A. z siedzibą <span class="_ _3"></span>w Warsza<span class="_ _3"></span>wie.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y157 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _3"></span>związku <span class="_ _3"></span>z <span class="_ _3"></span>wystąpieniem <span class="_ _3"></span>przesłan<span class="_ _3"></span>ek <span class="_ _3"></span>z art.<span class="_ _3"></span> <span class="_ _3"></span>397 KSH,<span class="_ _3"></span> <span class="_ _3"></span>w ramach <span class="_ _3"></span>zatwierdzeni<span class="_ _0"></span>a <span class="_ _3"></span>sprawozdan<span class="_ _3"></span>ia <span class="_ _3"></span>finansowego <span class="_ _3"></span>Zarząd </div><div class="t m0 x5 h2 y158 ff7 fs0 fc1 sc0 ls0 ws0">złożył<span class="ff1"> <span class="_ _3"></span></span>wniosek w sprawie podjęcia przez Waln<span class="_ _3"></span>e Zgromadzen<span class="_ _3"></span>ia uchwały o<span class="_ _3"></span> kontynuacji d<span class="_ _3"></span>ziałalności.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y159 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x17 hd y15a ff2 fs0 fc1 sc0 ls4 ws0">5.1.<span class="ff4 ls0"> <span class="ff8">Oświadczenie o zgodności<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y15b ff7 fs0 fc1 sc0 ls0 ws0">Niniejsze <span class="_ _63"> </span>sprawozdanie <span class="_ _63"> </span>finan<span class="_ _3"></span>sowe <span class="_ _63"> </span>zostało <span class="_ _63"> </span>sporzą<span class="_ _3"></span>dzone <span class="_ _63"> </span>zgodnie <span class="_ _63"> </span>z <span class="_ _63"> </span>Międzynarodowymi <span class="_ _64"> </span><span class="ff1">Standardami </span></div><div class="t m0 x5 h2 y15c ff7 fs0 fc1 sc0 ls0 ws0">Sprawozdawczości <span class="_ _5e"></span>Finansowej <span class="_ _5e"></span>(„MSSF”) <span class="_ _0"></span>zat<span class="_ _3"></span>wierdzonymi <span class="_ _5e"></span>przez <span class="_ _5e"></span>UE <span class="_ _0"></span>(„MSSF <span class="_ _5e"></span>UE”)<span class="_ _3"></span><span class="ff1"> <span class="_ _5e"></span></span>oraz <span class="_ _0"></span>zgo<span class="_ _3"></span>dnie <span class="_ _0"></span>z <span class="_ _5e"></span>Rozporząd<span class="_ _3"></span>zeniem </div><div class="t m0 x5 h2 y15d ff7 fs0 fc1 sc0 ls0 ws0">Ministra Finans<span class="_ _3"></span>ów z dnia 29 marca 2018 roku w sprawie in<span class="_ _3"></span>formacji bieżących i okres<span class="_ _3"></span>owych przeka<span class="_ _3"></span>zywanych p<span class="_ _3"></span>rzez </div><div class="t m0 x5 h2 y15e ff7 fs0 fc1 sc0 ls0 ws0">emitentów <span class="_ _5f"> </span>papierów <span class="_ _56"> </span>warto<span class="_ _3"></span>ściowych<span class="_ _3"></span> <span class="_ _5f"> </span>oraz <span class="_ _56"> </span>warunków <span class="_ _5f"> </span>uzn<span class="_ _3"></span>awania <span class="_ _5f"> </span>za<span class="_ _3"></span> <span class="_ _5f"> </span>równoważne <span class="_ _56"> </span>informacji <span class="_ _5f"> </span>wy<span class="_ _3"></span>maganych </div><div class="t m0 x5 h2 y15f ff7 fs0 fc1 sc0 ls0 ws0">przepisami prawa pań<span class="_ _3"></span>stwa niebędącego pań<span class="_ _3"></span>stwem członko<span class="_ _3"></span>wskim (Dz. U. z <span class="_ _3"></span>2018, poz. 75<span class="_ _3"></span>7, „Rozpo<span class="_ _3"></span>rządzenie&quot;)<span class="_ _3"></span><span class="ff1">. <span class="_ _3"></span>Na </span></div><div class="t m0 x5 h2 y160 ff7 fs0 fc1 sc0 ls0 ws0">dzień <span class="_ _62"> </span>zatwierdzenia <span class="_ _62"> </span>niniejszego <span class="_ _62"> </span>sprawozdan<span class="_ _3"></span>ia <span class="_ _62"> </span>do <span class="_ _60"> </span>pub<span class="_ _3"></span>likacji, <span class="_ _60"> </span>biorą<span class="_ _3"></span>c <span class="_ _62"> </span>pod <span class="_ _60"> </span>uwagę <span class="_ _62"> </span>toczący <span class="_ _62"> </span>si<span class="_ _0"></span>ę <span class="_ _62"> </span>w <span class="_ _60"> </span>UE <span class="_ _62"> </span>proces </div><div class="t m0 x5 h2 y161 ff7 fs0 fc1 sc0 ls0 ws0">wprowadzania MSSF, MS<span class="_ _3"></span>SF mające zas<span class="_ _3"></span>tosowanie do t<span class="_ _3"></span>ego sprawozdania finans<span class="_ _3"></span>owego nie różnią <span class="_ _3"></span>się od MSSF UE.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y162 ff7 fs0 fc1 sc0 ls0 ws0">MSSF <span class="_ _62"> </span>UE <span class="_ _62"> </span>obejmują <span class="_ _62"> </span>s<span class="_ _3"></span>tandardy <span class="_ _62"> </span>i <span class="_ _62"> </span>interp<span class="_ _3"></span>retacje <span class="_ _62"> </span>zaakceptowane <span class="_ _62"> </span>przez <span class="_ _5f"> </span>Radę <span class="_ _60"> </span>Między<span class="_ _3"></span>narodowych <span class="_ _62"> </span>Sta<span class="_ _3"></span>ndardów </div><div class="t m0 x5 h2 y163 ff7 fs0 fc1 sc0 ls0 ws0">Rachunkowości („RMSR”).<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y138 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x17 hd y164 ff2 fs0 fc1 sc0 ls4 ws0">5.2.<span class="ff4 ls0"> <span class="ff2">Waluta funkcjonalna i waluta spr<span class="_ _3"></span>awozdania finansowego<span class="_ _3"></span> </span></span></div><div class="t m0 x5 h2 y165 ff7 fs0 fc1 sc0 ls0 ws0">Walutą funkcjonaln<span class="_ _3"></span>ą Spółki i walutą s<span class="_ _3"></span>prawozdawczą nin<span class="_ _3"></span>iejszego sprawozdan<span class="_ _3"></span>ia finansowego jest <span class="_ _3"></span>PLN<span class="_ _0"></span><span class="ff1">. </span></div><div class="t m0 x5 h2 y166 ff7 fs0 fc1 sc0 ls0 ws0">Prezentowane dane są <span class="_ _3"></span>w tysiącach <span class="_ _3"></span>złotych<span class="_ _3"></span>, o ile nie zaznaczono in<span class="_ _3"></span>aczej.<span class="ff1"> </span></div><div class="t m0 x5 h2 y167 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y168 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi xa y169 w19 h2b" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">10<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">6.<span class="ff4 ls0"> <span class="_ _5c"> </span><span class="ff8">Istotne zasady (polityka) rach<span class="_ _3"></span>unkowośc<span class="_ _3"></span><span class="ff2">i </span></span></span></div><div class="t m0 x17 hd y115 ff2 fs0 fc1 sc0 ls4 ws0">6.1.<span class="ff4 ls0"> <span class="ff8">Przyjęte zasady rachunkowości<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y116 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y117 ff7 fs0 fc1 sc0 ls0 ws0">Spółka stosu<span class="_ _3"></span>je następujące zasad<span class="_ _3"></span>y wyceny akty<span class="_ _3"></span>wów i pasywów oraz zasad<span class="_ _3"></span>y ustalania wyn<span class="_ _3"></span>iku finansowego:<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y16a ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y16b ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _5c"> </span><span class="ff7">Wartości n<span class="_ _3"></span>iematerialne <span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y16c ff7 fs0 fc1 sc0 ls0 ws0">Składnik <span class="_ _60"> </span>wartości <span class="_ _60"> </span>niematerialnych <span class="_ _60"> </span>wykazuje <span class="_ _60"> </span>się <span class="_ _61"> </span>w <span class="_ _60"> </span>cenie <span class="_ _61"> </span>n<span class="_ _3"></span>abycia <span class="_ _60"> </span>lub <span class="_ _61"> </span>ko<span class="_ _3"></span>szcie <span class="_ _61"> </span>wytworzenia <span class="_ _60"> </span>pomniejszo<span class="_ _3"></span>nym <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y16d ff7 fs0 fc1 sc0 ls0 ws0">o <span class="_ _47"> </span>umorzenie <span class="_ _48"> </span>i <span class="_ _50"></span>łączn<span class="_ _3"></span>ą <span class="_ _47"> </span>kwotę <span class="_ _48"> </span>odpisów <span class="_ _47"></span>aktualizują<span class="_ _3"></span>cych <span class="_ _47"></span>z <span class="_ _48"> </span>tyt<span class="_ _1"></span>ułu <span class="_ _47"> </span>u<span class="_ _3"></span>traty <span class="_ _47"> </span>wartości. <span class="_ _48"> </span>Odpisywanie <span class="_ _47"></span>wartości <span class="_ _47"> </span>skł<span class="_ _3"></span>adnika </div><div class="t m0 x5 h2 y16e ff7 fs0 fc1 sc0 ls0 ws0">wartości <span class="_ _47"> </span>nie<span class="_ _3"></span>materialnych <span class="_ _47"> </span>ro<span class="_ _3"></span>zkład<span class="_ _3"></span>a <span class="_ _47"> </span>s<span class="_ _3"></span>ię <span class="_ _48"> </span>równomiernie <span class="_ _47"></span>na <span class="_ _47"> </span>p<span class="_ _3"></span>rzestrzeni <span class="_ _48"> </span>jak <span class="_ _47"></span>najbardziej <span class="_ _48"> </span>prawidłowo <span class="_ _47"></span>oszacowanego </div><div class="t m0 x5 h2 y16f ff7 fs0 fc1 sc0 ls0 ws0">okresu <span class="_ _3"></span>jego <span class="_ _3"></span>użytkowania. <span class="_ _3"></span>Amorty<span class="_ _3"></span>zację <span class="_ _3"></span>rozpoczyna <span class="_ _3"></span>się <span class="_ _3"></span>w <span class="_ _3"></span>momencie, <span class="_ _3"></span>gdy <span class="_ _3"></span>składnik <span class="_ _3"></span>aktywów <span class="_ _3"></span>jest <span class="_ _3"></span>gotowy <span class="_ _3"></span>d<span class="_ _3"></span>o użycia. </div><div class="t m0 x5 h2 y170 ff7 fs0 fc1 sc0 ls0 ws0">Stosowana metoda o<span class="_ _3"></span>dzwierciedla spos<span class="_ _3"></span>ób konsumowania korzyś<span class="_ _3"></span>ci ekonomicznych ze s<span class="_ _3"></span>kł<span class="_ _0"></span>adnika aktywów.<span class="ff1"> </span></div><div class="t m0 x5 h2 y171 ff7 fs0 fc1 sc0 ls0 ws0">Wartości <span class="_ _50"></span>niematerialne, <span class="_ _5e"></span>za<span class="_ _3"></span> <span class="_ _5e"></span>w<span class="_ _3"></span>yjątkiem <span class="_ _50"></span>wartości <span class="_ _50"></span>firmy, <span class="_ _5e"></span>amo<span class="_ _3"></span>rtyzowane <span class="_ _50"></span>są <span class="_ _50"></span>metodą <span class="_ _50"></span>liniową, <span class="_ _50"></span>według <span class="_ _50"></span>następu<span class="_ _3"></span>jących </div><div class="t m0 x5 h2 y172 ff1 fs0 fc1 sc0 ls0 ws0">zasad: </div><div class="t m0 x5 h2 y173 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">licencje na uży<span class="_ _3"></span>tkowanie programów ko<span class="_ _3"></span>mputerowych  10<span class="_ _3"></span>% </span>- 30<span class="_ _3"></span>% </div><div class="t m0 x5 h2 y174 ff1 fs0 fc1 sc0 ls0 ws0">- programy komputerow<span class="_ _3"></span>e  20%<span class="_ _3"></span> </div><div class="t m0 x5 h2 y175 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">pozostałe wartoś<span class="_ _3"></span>ci niematerialne <span class="_ _3"></span>–</span> z<span class="ff7">godnie z okres<span class="_ _3"></span>em trwania <span class="_ _3"></span>umowy lub sza<span class="_ _3"></span>cowanego okresu uży<span class="_ _3"></span>tkowania.<span class="_ _3"></span></span> </div><div class="t m0 x5 h2 y176 ff7 fs0 fc1 sc0 ls0 ws0">Wartości <span class="_ _55"> </span>n<span class="_ _3"></span>iematerialne <span class="_ _55"> </span>o <span class="_ _61"> </span>niskiej <span class="_ _61"> </span>jednostkowej <span class="_ _55"> </span>ceni<span class="_ _3"></span>e <span class="_ _55"> </span>na<span class="_ _3"></span>bycia <span class="_ _61"> </span>(wartości <span class="_ _55"> </span>początko<span class="_ _3"></span>wej <span class="_ _55"> </span>pon<span class="_ _3"></span>iżej <span class="_ _55"> </span>3,5 <span class="_ _61"> </span>tys. <span class="_ _55"> </span>zł) <span class="_ _61"> </span>są </div><div class="t m0 x5 h2 y177 ff7 fs0 fc1 sc0 ls0 ws0">odpisywane <span class="_ _55"> </span>jednorazowo <span class="_ _55"> </span>w <span class="_ _55"> </span>koszty. <span class="_ _55"> </span>Pozostałe <span class="_ _55"> </span>wartości <span class="_ _55"> </span>niematerialne <span class="_ _55"> </span>amortyzowane <span class="_ _55"> </span>są <span class="_ _55"> </span>m<span class="_ _3"></span>etodą <span class="_ _55"> </span>liniową <span class="_ _55"> </span>na </div><div class="t m0 x5 h2 y178 ff7 fs0 fc1 sc0 ls0 ws0">przestrzeni jak n<span class="_ _3"></span>ajbardziej prawidłowo os<span class="_ _3"></span>zacowanego okres<span class="_ _3"></span>u jego użytk<span class="_ _3"></span>owania.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y179 ff1 fs0 fc1 sc0 ls0 ws0">Okres <span class="_ _51"></span>i <span class="ff7">metoda amortyzacji <span class="_ _51"></span>wartości <span class="_ _51"></span>niematerialnych <span class="_ _1"></span>o <span class="_ _51"></span>istotnej <span class="_ _51"></span>wartoś<span class="_ _3"></span>ci <span class="_ _51"></span>początko<span class="_ _3"></span>wej <span class="_ _51"></span>są <span class="_ _51"></span>weryfikowane <span class="_ _51"></span>co <span class="_ _1"></span>najmniej </span></div><div class="t m0 x5 h2 y17a ff7 fs0 fc1 sc0 ls0 ws0">na koniec każdego ro<span class="_ _3"></span>ku obrotowego. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y17b ff1 fs0 fc1 sc0 ls0 ws0">Amortyzacja <span class="_ _47"></span>wa<span class="ff7">rtości <span class="_ _47"></span>niematerialny<span class="_ _3"></span>ch <span class="_ _50"></span>za<span class="_ _3"></span>warta <span class="_ _50"></span>jes<span class="_ _3"></span>t <span class="_ _50"></span>w<span class="_ _3"></span> <span class="_ _50"></span>n<span class="_ _3"></span>astępujących<span class="_ _3"></span> <span class="_ _50"></span>po<span class="_ _3"></span>zycjach <span class="_ _47"></span>rachunku <span class="_ _47"></span>zysków <span class="_ _47"></span>i<span class="_ _0"></span></span> strat: <span class="_ _47"></span>koszty </div><div class="t m0 x5 h2 y17c ff7 fs0 fc1 sc0 ls0 ws0">wytworzenia sprzedan<span class="_ _3"></span>ych produ<span class="_ _3"></span>któw, koszty sp<span class="_ _3"></span>rzedaży, koszty ogóln<span class="_ _3"></span>ego zarządu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y17d ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y17e ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _5c"> </span><span class="ff7">Środki trwał<span class="_ _3"></span>e<span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y17f ff7 fs0 fc1 sc0 ls0 ws0">Początkową wartość rzeczowego majątku<span class="_ _3"></span> trwałego usta<span class="_ _3"></span>la się w cenie naby<span class="_ _3"></span>cia, a w przypadku wytworzenia środka </div><div class="t m0 x5 h2 y180 ff7 fs0 fc1 sc0 ls0 ws0">trwałego we w<span class="_ _1"></span>łasnym zakresie w<span class="_ _1"></span> wysokości technicznego <span class="_ _1"></span>kosztu<span class="_ _3"></span> wytworzenia. <span class="_ _51"></span>Kos<span class="_ _3"></span>zty finansowania zewnętrznego </div><div class="t m0 x5 h2 y181 ff7 fs0 fc1 sc0 ls0 ws0">powstałe <span class="_ _48"> </span>na <span class="_ _48"> </span>skutek <span class="_ _48"> </span>i <span class="_ _48"> </span>w <span class="_ _48"> </span>okresie <span class="_ _48"> </span>realizacji <span class="_ _48"> </span>inwestycji <span class="_ _48"> </span>zwiększają <span class="_ _48"> </span>cenę <span class="_ _48"> </span>nabycia <span class="_ _48"> </span>lub <span class="_ _48"> </span>koszt <span class="_ _48"> </span>wytworzenia. <span class="_ _48"> </span>Wartość </div><div class="t m0 x5 h2 y182 ff1 fs0 fc1 sc0 lsb ws0">po<span class="ff7 ls0">czątkową <span class="_ _48"> </span>środków <span class="_ _47"> </span>trwał<span class="_ _3"></span>ych <span class="_ _47"> </span>p<span class="_ _3"></span>owiększają <span class="_ _48"> </span>nakłady <span class="_ _47"></span>poniesione <span class="_ _48"> </span>na <span class="_ _47"> </span>ich <span class="_ _48"> </span>ulepszenie, <span class="_ _47"> </span>jeżeli <span class="_ _48"> </span>oczekuje <span class="_ _47"> </span>s<span class="_ _3"></span>ię, <span class="_ _47"> </span>że <span class="_ _48"> </span>będą </span></div><div class="t m0 x5 h2 y183 ff7 fs0 fc1 sc0 ls0 ws0">wykorzystywan<span class="_ _3"></span>e <span class="_ _61"> </span>p<span class="_ _3"></span>rzez <span class="_ _60"> </span>czas <span class="_ _60"> </span>dłuższy <span class="_ _60"> </span>niż <span class="_ _60"> </span>jed<span class="_ _3"></span>en <span class="_ _60"> </span>okres <span class="_ _60"> </span>oraz <span class="_ _60"> </span>istnieje <span class="_ _60"> </span>prawdopod<span class="_ _3"></span>obieństwo <span class="_ _60"> </span>uzyskan<span class="_ _3"></span>ia <span class="_ _60"> </span>korzyści </div><div class="t m0 x5 h2 y184 ff7 fs0 fc1 sc0 ls0 ws0">ekonomicznych <span class="_ _51"></span>związa<span class="_ _3"></span>nych <span class="_ _51"></span>z danym <span class="_ _51"></span>skł<span class="_ _3"></span>adnikiem <span class="_ _51"></span>akty<span class="_ _3"></span>wów. <span class="_ _1"></span>Jeżeli <span class="_ _51"></span>wartość <span class="_ _51"></span>koń<span class="_ _3"></span>cowa <span class="_ _51"></span>s<span class="_ _3"></span>kładnika <span class="_ _1"></span>rzeczowych <span class="_ _51"></span>aktywó<span class="_ _3"></span>w </div><div class="t m0 x5 h2 y3c ff7 fs0 fc1 sc0 ls0 ws0">trwałych <span class="_ _3"></span>wzrasta <span class="_ _0"></span>do kwoty<span class="_ _3"></span> <span class="_ _3"></span>wyższej <span class="_ _3"></span>lub ró<span class="_ _3"></span>wnej jego <span class="_ _3"></span>warto<span class="_ _3"></span>ści <span class="_ _3"></span>bilansowej, <span class="_ _3"></span>wówczas <span class="_ _3"></span>za<span class="_ _3"></span>przestaje <span class="_ _3"></span>się <span class="_ _3"></span>amortyzowania </div><div class="t m0 x5 h2 y185 ff7 fs0 fc1 sc0 ls0 ws0">tego <span class="_ _51"></span>składnika<span class="_ _3"></span> <span class="_ _51"></span>do <span class="_ _51"></span>czasu, <span class="_ _51"></span>gdy <span class="_ _51"></span>jego <span class="_ _51"></span>wartość <span class="_ _51"></span>końcowa <span class="_ _51"></span>spad<span class="_ _3"></span>nie <span class="_ _51"></span>poniżej <span class="_ _51"></span>wartoś<span class="_ _3"></span>ci <span class="_ _51"></span>bilansowej. <span class="_ _51"></span>War<span class="_ _0"></span>tość <span class="_ _51"></span>majątku<span class="_ _3"></span> <span class="_ _51"></span>trwałego </div><div class="t m0 x5 h2 y186 ff7 fs0 fc1 sc0 ls0 ws0">podlega <span class="_ _21"> </span>amortyzacji, <span class="_ _21"> </span>uwzględniając <span class="_ _21"> </span>planowany <span class="_ _21"> </span>okres <span class="_ _21"> </span>eksploatacji <span class="_ _21"> </span>i <span class="_ _21"> </span>wartość <span class="_ _21"> </span>odzysku <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y187 ff7 fs0 fc1 sc0 ls0 ws0">w  p<span class="_ _3"></span>rzypadku<span class="_ _3"></span> <span class="_ _55"> </span>likwidacji.  Środ<span class="_ _3"></span>ki <span class="_ _55"> </span>trwałe <span class="_ _55"> </span>o  nis<span class="_ _3"></span>kiej <span class="_ _55"> </span>wartości  p<span class="_ _3"></span>oczątkowej <span class="_ _55"> </span>(poniżej <span class="_ _55"> </span>10  tys<span class="_ _3"></span>. <span class="_ _55"> </span>zł) <span class="_ _55"> </span>amortyzowane <span class="_ _55"> </span>są </div><div class="t m0 x5 h2 y188 ff7 fs0 fc1 sc0 ls0 ws0">jednorazowo w momenci<span class="_ _3"></span>e przyjęcia do u<span class="_ _3"></span>żytkowan<span class="_ _3"></span><span class="ff1">ia. </span></div><div class="t m0 x5 h2 y189 ff7 fs0 fc1 sc0 ls0 ws0">Środki  trwałe  umarza<span class="_ _3"></span>ne  są  według <span class="_ _55"> </span>metody  liniowej  w  o<span class="_ _3"></span>kresie  odpowiadający<span class="_ _3"></span>m  szacowane<span class="_ _3"></span>mu  okresowi  ich </div><div class="t m0 x5 h2 y18a ff7 fs0 fc1 sc0 ls0 ws0">ekonomicznej <span class="_ _47"></span>użytecznoś<span class="_ _3"></span>ci. <span class="_ _47"></span>Wartość <span class="_ _47"> </span>koń<span class="_ _3"></span>cowa <span class="_ _47"></span>oraz <span class="_ _47"></span>okresy <span class="_ _47"></span>użytko<span class="_ _3"></span>wania <span class="_ _47"></span>poddawane <span class="_ _47"></span>są <span class="_ _47"></span>corocznym <span class="_ _47"> </span>p<span class="_ _3"></span>rzeglądom <span class="_ _5e"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y18b ff7 fs0 fc1 sc0 ls0 ws0">i aktualizowane sto<span class="_ _3"></span>sowaną w nas<span class="_ _3"></span>tępnych okr<span class="_ _3"></span>esach bil<span class="_ _3"></span>ansową stawką amorty<span class="_ _3"></span>zacyjną.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y18c ff7 fs0 fc1 sc0 ls0 ws0">Dla <span class="_ _5e"></span>celów <span class="_ _5e"></span>podatko<span class="_ _3"></span>wych <span class="_ _5e"></span>przy<span class="_ _3"></span>jmowane <span class="_ _0"></span>s<span class="_ _3"></span>ą <span class="_ _5e"></span>stawki <span class="_ _50"></span>amortyzacyjne <span class="_ _5e"></span>wynika<span class="_ _3"></span>jące <span class="_ _5e"></span>z <span class="_ _5e"></span>ustawy <span class="_ _50"></span>z <span class="_ _5e"></span>dnia <span class="_ _5e"></span>15<span class="_ _3"></span><span class="ff1"> <span class="_ _3"></span>lutego <span class="_ _5e"></span>1992 <span class="_ _5e"></span>roku  </span></div><div class="t m0 x5 h2 y18d ff7 fs0 fc1 sc0 ls0 ws0">o  podatku  dochodowym  od  osób  prawnych  określającej  wysokość  amortyza<span class="_ _3"></span>cji  stanowiącej  koszty  uzyskania </div><div class="t m0 x5 h2 y18e ff7 fs0 fc1 sc0 ls0 ws0">przychodów. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y18f ff1 fs0 fc1 sc0 ls0 ws0">Stawki <span class="ff7">amortyzacji s<span class="_ _3"></span>tosowane dla ś<span class="_ _3"></span>rodków trwałych są <span class="_ _3"></span>następujące:<span class="_ _3"></span></span> </div><div class="t m0 x5 h2 y190 ff1 fs0 fc1 sc0 ls0 ws0">- budynki i b<span class="_ _3"></span>udowle <span class="ff7">–</span> 2,5% - 4,<span class="_ _3"></span>5%, </div><div class="t m0 x5 h2 y191 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">urządzenia techniczn<span class="_ _3"></span>e i maszyny <span class="_ _3"></span>–</span> 10% - 38,72%,<span class="_ _3"></span> </div><div class="t m0 x5 h2 y192 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">środki trans<span class="_ _3"></span>portu –</span> 20% - 33,06%,<span class="_ _3"></span> </div><div class="t m0 x5 h2 y114 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">pozostałe <span class="_ _3"></span>–</span> 14% - 40%, </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi xa y193 w1a h2c" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">11<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">prawo <span class="_ _3"></span>wieczystego uży<span class="_ _3"></span>tkowania <span class="_ _3"></span>gruntu, za<span class="_ _3"></span>kupione n<span class="_ _3"></span>a <span class="_ _3"></span>własność <span class="_ _3"></span>–</span> <span class="ff7">w <span class="_ _3"></span>okresie umownym w <span class="_ _3"></span>jakim możn<span class="_ _3"></span>a te <span class="_ _3"></span>prawa </span></div><div class="t m0 x5 h2 yce ff7 fs0 fc1 sc0 ls0 ws0">wykorzystywać.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y4b ff7 fs0 fc1 sc0 ls0 ws0">Grunty własn<span class="_ _3"></span>e nie podlegają umorzeniu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y4c ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y194 ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _5c"> </span><span class="ff7">Długoterminow<span class="_ _3"></span>e aktywa<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y195 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _47"></span>pozycji <span class="_ _47"> </span>Pozostał<span class="_ _3"></span>e <span class="_ _50"></span>dłu<span class="_ _3"></span>goterminowe <span class="_ _50"></span>aktywa <span class="_ _47"> </span>u<span class="_ _3"></span>jęte <span class="_ _47"></span>są <span class="_ _47"></span>udziały <span class="_ _47"> </span>i <span class="_ _47"></span>akcje <span class="_ _47"></span>w <span class="_ _47"></span>spółkach <span class="_ _47"></span>zależnych. <span class="_ _66"> </span>Zgodnie <span class="_ _47"></span>z <span class="_ _47"></span>polityką </div><div class="t m0 x5 h2 y196 ff7 fs0 fc1 sc0 ls0 ws0">rachunkowości PRIMETECH S.A. <span class="_ _1"></span>udziały i <span class="_ _51"></span>akcje w <span class="_ _1"></span>spółkach zależnych <span class="_ _1"></span>wyceniane są <span class="_ _51"></span>w wartości godziwej. <span class="_ _51"></span>Późn<span class="_ _3"></span>iejsze </div><div class="t m0 x5 h2 y197 ff7 fs0 fc1 sc0 ls0 ws0">zmiany wartości god<span class="_ _3"></span>ziwej ujmowane są <span class="_ _3"></span>w pozostał<span class="_ _3"></span>ych całkowitych dochodach.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y198 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y199 ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _5c"> </span><span class="ff7">Należnoś<span class="_ _3"></span>ci z tytułu dostaw i usł<span class="_ _3"></span>ug oraz pozostałe należn<span class="_ _3"></span>ości<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y19a ff1 fs0 fc1 sc0 ls0 ws0">W <span class="_ _5f"> </span>momenci<span class="_ _3"></span><span class="ff7">e <span class="_ _5f"> </span>p<span class="_ _3"></span>oczątkowego <span class="_ _56"> </span>ujęcia <span class="_ _56"> </span>należnoś<span class="_ _3"></span>ci <span class="_ _5f"> </span>u<span class="_ _3"></span>jmowane <span class="_ _5f"> </span>s<span class="_ _3"></span>ą <span class="_ _56"> </span>w <span class="_ _5f"> </span>wartoś<span class="_ _3"></span>ci <span class="_ _5f"> </span>god<span class="_ _3"></span>ziwej, <span class="_ _5f"> </span>a <span class="_ _56"> </span>n<span class="_ _3"></span>astępnie <span class="_ _56"> </span>według </span></div><div class="t m0 x5 h2 y72 ff1 fs0 fc1 sc0 ls0 ws0">zamortyzowanego <span class="_ _48"> </span>kos<span class="_ _3"></span>ztu <span class="_ _48"> </span>z <span class="_ _48"> </span>zas<span class="_ _3"></span>tosowaniem <span class="_ _48"> </span>metody<span class="_ _3"></span> <span class="_ _48"> </span>efektywnej <span class="_ _48"> </span>sto<span class="_ _3"></span>py <span class="_ _48"> </span>procentowej, <span class="_ _48"> </span>p<span class="_ _3"></span>omniejszonego <span class="_ _48"> </span>o <span class="_ _48"> </span>odp<span class="_ _3"></span>isy <span class="_ _0"></span> </div><div class="t m0 x5 h2 y19b ff7 fs0 fc1 sc0 ls0 ws0">z tytułu trwałej utra<span class="_ _3"></span>ty wartości.<span class="ff1"> </span></div><div class="t m0 x5 h2 y19c ff1 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _50"></span>z <span class="_ _47"> </span>MSSF <span class="_ _47"></span>9 <span class="_ _50"></span>jedn<span class="_ _3"></span>ostka <span class="_ _50"></span>wycenia <span class="_ _47"></span>o<span class="ff7">d<span class="_ _3"></span>pis <span class="_ _47"></span>na <span class="_ _50"></span>oczekiwane <span class="_ _47"></span>straty <span class="_ _50"></span>kr<span class="_ _3"></span>edytowe <span class="_ _50"></span>w <span class="_ _47"></span>kwocie <span class="_ _47"></span>równej <span class="_ _50"></span>12<span class="_ _3"></span></span>-<span class="ff7">miesięczny<span class="_ _3"></span>m </span></div><div class="t m0 x5 h2 y19d ff7 fs0 fc1 sc0 ls0 ws0">oczekiwanym <span class="_ _62"> </span>stratom <span class="_ _62"> </span>kr<span class="_ _3"></span>edytowym <span class="_ _62"> </span>bądź <span class="_ _5f"> </span>oczekiwanym <span class="_ _60"> </span>s<span class="_ _3"></span>tratom <span class="_ _62"> </span>kredytowym <span class="_ _62"> </span>w <span class="_ _62"> </span>o<span class="_ _3"></span>kresie <span class="_ _62"> </span>życia <span class="_ _62"> </span>ins<span class="_ _3"></span>trumentu </div><div class="t m0 x5 h2 y19e ff7 fs0 fc1 sc0 ls0 ws0">finansowego. <span class="_ _61"> </span>W <span class="_ _61"> </span>przyp<span class="_ _3"></span>adku <span class="_ _61"> </span>należności <span class="_ _61"> </span>z <span class="_ _61"> </span>tytułu <span class="_ _61"> </span>dostaw <span class="_ _61"> </span>i <span class="_ _61"> </span>usług, <span class="_ _61"> </span>Spółka <span class="_ _61"> </span>zastosowała <span class="_ _61"> </span>up<span class="_ _3"></span>roszczone <span class="_ _61"> </span>po<span class="_ _0"></span>dejście <span class="ff1"> </span></div><div class="t m0 x5 h2 y19f ff7 fs0 fc1 sc0 ls0 ws0">i <span class="_ _5e"></span>wycenia <span class="_ _50"></span>odpis<span class="_ _3"></span> <span class="_ _5e"></span>n<span class="_ _3"></span>a <span class="_ _50"></span>oczekiwane <span class="_ _50"></span>straty <span class="_ _50"></span>kredyto<span class="_ _3"></span>we <span class="_ _5e"></span>w <span class="_ _50"></span>kwocie <span class="_ _50"></span>równej <span class="_ _5e"></span>o<span class="_ _3"></span>czekiwanym <span class="_ _50"></span>stratom <span class="_ _50"></span>kredytowym <span class="_ _50"></span>w <span class="_ _50"></span>całym </div><div class="t m0 x5 h2 y1a0 ff7 fs0 fc1 sc0 ls0 ws0">okresie <span class="_ _3"></span>życia. <span class="_ _0"></span>Spółka <span class="_ _0"></span>przeanalizowała <span class="_ _0"></span>ryzyko <span class="_ _0"></span>kredytowe <span class="_ _3"></span>p<span class="_ _3"></span>rzy <span class="_ _3"></span>użyciu <span class="_ _0"></span>uproszczonego <span class="_ _0"></span>modelu. <span class="_ _3"></span>Od<span class="_ _3"></span>pisy <span class="_ _0"></span>aktualizujące </div><div class="t m0 x5 h2 y1a1 ff7 fs0 fc1 sc0 ls0 ws0">odnoszon<span class="_ _3"></span>e <span class="_ _59"> </span>są <span class="_ _59"> </span>w <span class="_ _59"> </span>rachunku <span class="_ _59"> </span>zysków <span class="_ _59"> </span>i <span class="_ _59"> </span>s<span class="_ _3"></span>t<span class="_ _3"></span>rat. <span class="_ _59"> </span>Różnicę <span class="_ _59"> </span>pomiędzy <span class="_ _59"> </span>utworzony<span class="_ _3"></span>mi <span class="_ _59"> </span>a <span class="_ _59"> </span>rozwiązan<span class="_ _3"></span>ymi <span class="_ _59"> </span>odpisami </div><div class="t m0 x5 h2 y1a2 ff7 fs0 fc1 sc0 ls0 ws0">aktualizacyjny<span class="_ _3"></span>mi odnosi się odpowiednio w pozo<span class="_ _3"></span>stałe przychody<span class="_ _3"></span> operacyjne lub p<span class="_ _3"></span>ozostałe koszty o<span class="_ _3"></span>peracyjne.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1a3 ff7 fs0 fc1 sc0 ls0 ws0">Należności <span class="_ _3"></span>finans<span class="_ _3"></span>owe wyrażo<span class="_ _3"></span>ne <span class="_ _3"></span>w <span class="_ _3"></span>walutach <span class="_ _3"></span>obcych <span class="_ _3"></span>wyceni<span class="_ _3"></span>a <span class="_ _3"></span>się <span class="_ _3"></span>na <span class="_ _3"></span>dzień <span class="_ _0"></span>bilansowy <span class="_ _3"></span>po <span class="_ _3"></span>kursie <span class="_ _3"></span>śre<span class="_ _0"></span><span class="ff1">dnim <span class="_ _3"></span>usta<span class="_ _3"></span>lonym </span></div><div class="t m0 x5 h2 y1a4 ff7 fs0 fc1 sc0 ls0 ws0">dla  danej <span class="_ _66"> </span>waluty<span class="_ _3"></span> <span class="_ _48"> </span>przez  Narodowy  Bank <span class="_ _48"> </span>Polski  na <span class="_ _66"> </span>ten<span class="_ _3"></span> <span class="_ _48"> </span>dzi<span class="_ _3"></span>eń. <span class="_ _48"> </span>Powstał<span class="_ _3"></span>e <span class="_ _48"> </span>z  wyceny <span class="_ _48"> </span>różni<span class="_ _3"></span>ce <span class="_ _48"> </span>kursowe<span class="_ _3"></span> <span class="_ _48"> </span>ujmuje  się <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1a5 ff1 fs0 fc1 sc0 ls0 ws0">w przychodach lu<span class="_ _3"></span>b kosztach finan<span class="_ _3"></span>sowych. </div><div class="t m0 x5 h2 y1a6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y1a7 ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _5c"> </span><span class="ff7">Środki pieniężn<span class="_ _3"></span>e<span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y1a8 ff7 fs0 fc1 sc0 ls0 ws0">Środki <span class="_ _3"></span>pieniężne <span class="_ _3"></span>wykazuje <span class="_ _3"></span>s<span class="_ _3"></span>ię w <span class="_ _3"></span>wartoś<span class="_ _3"></span>ci <span class="_ _3"></span>nominalnej. <span class="_ _3"></span>Wyrażon<span class="_ _3"></span>e w <span class="_ _3"></span>waluta<span class="_ _3"></span>ch <span class="_ _3"></span>obcych<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span></span>środki <span class="_ _3"></span>pieniężne <span class="_ _3"></span>wycenia <span class="_ _3"></span>się </div><div class="t m0 x5 h2 y1a9 ff7 fs0 fc1 sc0 ls0 ws0">na dzień <span class="_ _1"></span>bilansowy po kursie <span class="_ _51"></span>ś<span class="_ _3"></span>rednim ustalonym dla <span class="_ _51"></span>dan<span class="_ _3"></span>ej waluty przez <span class="_ _51"></span>NBP na ten <span class="_ _51"></span>dzień.<span class="_ _3"></span> Różnice <span class="_ _1"></span>kursowe odnosi </div><div class="t m0 x5 h2 y1aa ff7 fs0 fc1 sc0 ls0 ws0">się w „Pozostał<span class="_ _3"></span>e zyski (straty)”.<span class="ff1"> </span></div><div class="t m0 x5 h2 y1ab ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y1ac ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _5c"> </span><span class="ff7">Rozliczenia między<span class="_ _3"></span>okresowe<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y1ad ff7 fs0 fc1 sc0 ls0 ws0">Rozliczenia <span class="_ _62"> </span>międzyokresowe <span class="_ _62"> </span>czynn<span class="_ _3"></span>e<span class="ff1"> <span class="_ _62"> </span></span>dokonywane <span class="_ _62"> </span>są, <span class="_ _62"> </span>jeżeli <span class="_ _60"> </span>kos<span class="_ _3"></span>zty <span class="_ _60"> </span>p<span class="_ _3"></span>oniesione <span class="_ _62"> </span>dotyczą <span class="_ _60"> </span>przy<span class="_ _3"></span>szłych <span class="_ _62"> </span>okresów </div><div class="t m0 x5 h2 y1ae ff7 fs0 fc1 sc0 ls0 ws0">sprawozdawczych. <span class="_ _3"></span>Tytuły<span class="_ _3"></span> czynn<span class="_ _3"></span>ych ro<span class="_ _3"></span>zliczeń między<span class="_ _3"></span>okresowych, <span class="_ _3"></span>które n<span class="_ _3"></span>ie d<span class="_ _3"></span>otyczą <span class="_ _3"></span>normalnego <span class="_ _3"></span>cyklu <span class="_ _3"></span>działalnoś<span class="_ _3"></span>ci </div><div class="t m0 x5 h2 y1af ff7 fs0 fc1 sc0 ls0 ws0">operacyjnej  Spółki,<span class="_ _3"></span>  a  ich  okres  rozliczenia  n<span class="_ _3"></span>astąpi  w <span class="_ _55"> </span>czasie  dłuższym  niż  12  miesięcy  od  dnia <span class="_ _55"> </span>bilan<span class="_ _3"></span><span class="ff1">sowego, </span></div><div class="t m0 x5 h2 y1b0 ff7 fs0 fc1 sc0 ls0 ws0">wykazywane <span class="_ _66"> </span>s<span class="_ _3"></span>ą <span class="_ _66"> </span>w <span class="_ _48"> </span>pozycji <span class="_ _66"> </span>„Pozostał<span class="_ _3"></span>e <span class="_ _66"> </span>długoterminowe <span class="_ _66"> </span>akty<span class="_ _3"></span>wa”. <span class="_ _66"> </span>Krótko<span class="_ _3"></span>terminowe <span class="_ _66"> </span>rozliczenia <span class="_ _48"> </span>międzyokresowe </div><div class="t m0 x5 h2 y1b1 ff7 fs0 fc1 sc0 ls0 ws0">prezentowane są w pozy<span class="_ _3"></span>cji „Krótkoterminow<span class="_ _3"></span>e pozostałe n<span class="_ _3"></span>ależności”.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1b2 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y1b3 ff7 fs0 fc1 sc0 ls0 ws0">Rozliczenia międzyokres<span class="_ _3"></span>owe kosztó<span class="_ _3"></span>w bierne  <span class="ff1"> </span></div><div class="t m0 x5 h2 y1b4 ff7 fs0 fc1 sc0 ls0 ws0">są <span class="_ _47"></span>zobowiązaniami <span class="_ _47"></span>przypadającymi <span class="_ _47"></span>do<span class="_ _3"></span><span class="ff1"> <span class="_ _47"></span></span>zapłaty <span class="_ _47"></span>za <span class="_ _47"></span>dobra <span class="_ _50"></span>lub <span class="_ _47"></span>usługi, <span class="_ _47"></span>które <span class="_ _50"></span>zo<span class="_ _3"></span>stały <span class="_ _47"></span>otrzymane/wykonane, <span class="_ _47"></span>ale <span class="_ _47"></span>nie </div><div class="t m0 x5 h2 y1b5 ff7 fs0 fc1 sc0 ls0 ws0">zostały <span class="_ _62"> </span>opłacone, <span class="_ _62"> </span>zafakturowane <span class="_ _62"> </span>lub <span class="_ _62"> </span>formalnie <span class="_ _62"> </span>uzgodnion<span class="_ _3"></span>e <span class="_ _60"> </span>z <span class="_ _62"> </span>dos<span class="_ _3"></span>tawcą. <span class="_ _62"> </span>Mimo <span class="_ _60"> </span>iż <span class="_ _5f"> </span>czasami <span class="_ _60"> </span>kon<span class="_ _3"></span>ieczne <span class="_ _60"> </span>jes<span class="_ _3"></span>t </div><div class="t m0 x5 h2 y1b6 ff7 fs0 fc1 sc0 ls0 ws0">oszacowanie <span class="_ _0"></span>kwoty <span class="_ _3"></span>lub<span class="_ _3"></span> <span class="_ _3"></span>t<span class="_ _3"></span>erminu <span class="_ _0"></span>zapłaty, <span class="_ _3"></span>s<span class="_ _3"></span>topień <span class="_ _3"></span>n<span class="_ _3"></span>iepewności <span class="_ _0"></span>jest <span class="_ _3"></span>mni<span class="_ _3"></span>ejszy <span class="_ _0"></span>niż <span class="_ _3"></span>w <span class="_ _0"></span>przyp<span class="_ _0"></span><span class="ff1">adku<span class="_ _3"></span> <span class="_ _3"></span>rezerw. <span class="_ _0"></span>Do <span class="_ _3"></span>b<span class="_ _3"></span>iernych </span></div><div class="t m0 x5 h2 y1b7 ff7 fs0 fc1 sc0 ls0 ws0">rozliczeń <span class="_ _66"> </span>międzyokresowych <span class="_ _48"> </span>kosztów <span class="_ _66"> </span>jedno<span class="_ _3"></span>stka <span class="_ _66"> </span>zalicza <span class="_ _66"> </span>planowane <span class="_ _66"> </span>koszt<span class="_ _3"></span>y <span class="_ _47"> </span>bad<span class="_ _3"></span>ania <span class="_ _66"> </span>sprawozdania <span class="_ _66"> </span>finans<span class="_ _3"></span>owego, </div><div class="t m0 x5 h2 y1b8 ff7 fs0 fc1 sc0 ls0 ws0">wartość <span class="_ _0"></span>wykonany<span class="_ _3"></span>ch <span class="_ _0"></span>na <span class="_ _3"></span>rzecz <span class="_ _0"></span>Spó<span class="_ _3"></span>łki <span class="_ _3"></span>ś<span class="_ _3"></span>wiadczeń, <span class="_ _0"></span>które <span class="_ _0"></span>nie <span class="_ _0"></span>zostały <span class="_ _0"></span>zafakturowane, <span class="_ _0"></span>a <span class="_ _0"></span>na <span class="_ _0"></span>mocy <span class="_ _0"></span>umowy <span class="_ _0"></span>wykonawca </div><div class="t m0 x5 h2 y1b9 ff7 fs0 fc1 sc0 ls0 ws0">nie był zobowiązany do<span class="ff1"> </span>jej <span class="_ _51"></span>za<span class="_ _3"></span>fakturowania, koszty z tytułu o<span class="_ _51"></span>p<span class="_ _3"></span>łat za emisję <span class="_ _1"></span>zanieczyszczeń, koszty bieżącego okresu </div><div class="t m0 x5 h2 y1ba ff7 fs0 fc1 sc0 ls0 ws0">udokumentowane <span class="_ _48"> </span>fakturą <span class="_ _66"> </span>w<span class="_ _3"></span> <span class="_ _66"> </span>nas<span class="_ _3"></span>tępnym <span class="_ _48"> </span>okresie. <span class="_ _66"> </span>Rozlicze<span class="_ _3"></span>nia <span class="_ _66"> </span>międzyokreso<span class="_ _3"></span>we <span class="_ _66"> </span>kosztów<span class="_ _3"></span> <span class="_ _66"> </span>bierne <span class="_ _48"> </span>wykazuje <span class="_ _48"> </span>się <span class="_ _66"> </span>w </div><div class="t m0 x5 h2 y1bb ff7 fs0 fc1 sc0 ls0 ws0">pasywach w zob<span class="_ _3"></span>owiązaniach krótk<span class="_ _3"></span>oterminowych w pozycji <span class="_ _3"></span>„Rozlicz<span class="_ _3"></span>enia mi<span class="_ _3"></span>ędzyokresowe”.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1bc ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y1bd ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi xa y1be w1b h2d" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">12<span class="ls0"> </span></span></div><div class="t m0 x53 h15 y1bf ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _5c"> </span><span class="ff7">Kapitały<span class="_ _3"></span> własne<span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y1c0 ff7 fs0 fc1 sc0 ls0 ws0">Kapitał <span class="_ _47"> </span>włas<span class="_ _3"></span>ny <span class="_ _47"> </span>obejmuje <span class="_ _66"> </span>kapitał <span class="_ _66"> </span>zakładowy <span class="_ _66"> </span>(akcyjny<span class="_ _3"></span>), <span class="_ _47"></span>kapitał <span class="_ _47"> </span>z <span class="_ _66"> </span>aktualizacji <span class="_ _66"> </span>wyceny, <span class="_ _47"> </span>zy<span class="_ _3"></span>sk <span class="_ _47"></span>(stratę) <span class="_ _66"> </span>netto <span class="_ _47"> </span>d<span class="_ _3"></span>anego </div><div class="t m0 x5 h2 y1c1 ff7 fs0 fc1 sc0 ls0 ws0">okresu i niepodzielony<span class="_ _3"></span> wynik z lat ubiegłych<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x5 h2 y1c2 ff7 fs0 fc1 sc0 ls0 ws0">Kapitał <span class="_ _66"> </span>p<span class="_ _3"></span>odstawowy <span class="_ _66"> </span>wyka<span class="_ _3"></span>zuje <span class="_ _66"> </span>się <span class="_ _48"> </span>w <span class="_ _48"> </span>wysokości <span class="_ _48"> </span>określonej <span class="_ _48"> </span>w <span class="_ _66"> </span>statu<span class="_ _3"></span>cie <span class="_ _66"> </span>Spółki <span class="_ _48"> </span>i <span class="_ _66"> </span>wpisan<span class="_ _3"></span>ej <span class="_ _66"> </span>w<span class="_ _3"></span><span class="ff1"> <span class="_ _3"></span>Krajowym <span class="_ _48"> </span>Rejestrze </span></div><div class="t m0 x5 h2 y1c3 ff7 fs0 fc1 sc0 ls0 ws0">Sądowym. <span class="_ _51"></span>Zadeklaro<span class="_ _3"></span>wane, <span class="_ _51"></span>lec<span class="_ _3"></span>z <span class="_ _51"></span>niewniesione <span class="_ _51"></span>wkł<span class="_ _3"></span>ady <span class="_ _51"></span>ka<span class="_ _3"></span>pitałowe <span class="_ _51"></span>ujmuje <span class="_ _51"></span>s<span class="_ _3"></span>ię <span class="_ _51"></span>jako <span class="_ _51"></span>n<span class="_ _3"></span>ależne <span class="_ _51"></span>wpł<span class="_ _3"></span>aty <span class="_ _51"></span>na <span class="_ _51"></span>p<span class="_ _3"></span>oczet <span class="_ _51"></span>kapitału. </div><div class="t m0 x5 h2 y1c4 ff7 fs0 fc1 sc0 ls0 ws0">Akcjonariusze <span class="_ _3"></span>mogą <span class="_ _3"></span>zwi<span class="_ _3"></span>ększać <span class="_ _3"></span>lub <span class="_ _3"></span>zmniejs<span class="_ _3"></span>zać <span class="_ _3"></span>ka<span class="_ _3"></span>pitał <span class="_ _3"></span>zgodnie <span class="_ _3"></span>z <span class="_ _3"></span>Kodekse<span class="_ _3"></span>m <span class="_ _3"></span>Spółek <span class="_ _3"></span>Hand<span class="_ _3"></span>lowych. <span class="_ _3"></span>Jeżeli <span class="_ _3"></span>zwiększenie<span class="_ _3"></span> </div><div class="t m0 x5 h2 y1c5 ff7 fs0 fc1 sc0 ls0 ws0">następuje na <span class="_ _3"></span>skutek podwyższenia ka<span class="_ _3"></span>pitału, księgowane jes<span class="_ _3"></span>t dopiero p<span class="_ _3"></span>od datą zarejestrowania <span class="_ _3"></span>zmiany przez s<span class="_ _3"></span>ąd.  <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1c6 ff7 fs0 fc1 sc0 ls0 ws0">Wycena kapitału<span class="_ _3"></span> podstawowego w sprawozd<span class="_ _3"></span>aniu z sytuacj<span class="_ _3"></span>i finansowej następuje<span class="_ _0"></span><span class="ff1"> </span>w wartoś<span class="_ _3"></span>ci nominalnej.<span class="ff1"> </span></div><div class="t m0 x5 h2 y1c7 ff7 fs0 fc1 sc0 ls0 ws0">Akcje <span class="_ _51"></span>włas<span class="_ _3"></span>ne <span class="_ _1"></span>są <span class="_ _1"></span>ujęte <span class="_ _51"></span>w sprawozdaniu <span class="_ _51"></span>z sytuacji <span class="_ _51"></span>finansowej <span class="_ _51"></span>w cenie <span class="_ _51"></span>nabycia jako <span class="_ _51"></span>pomniejszenie kapitału <span class="_ _51"></span>własnego. <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1c8 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>przypadku <span class="_ _0"></span>sprzedaży<span class="_ _3"></span>, <span class="_ _3"></span>emisji <span class="_ _0"></span>lub <span class="_ _0"></span>umorzenia <span class="_ _0"></span>ak<span class="_ _3"></span>cji <span class="_ _3"></span>włas<span class="_ _3"></span>nych, <span class="_ _0"></span>w <span class="_ _3"></span>ramach<span class="_ _3"></span> <span class="_ _3"></span>zys<span class="_ _3"></span>ków <span class="_ _0"></span>i <span class="_ _3"></span>strat <span class="_ _0"></span>n<span class="_ _3"></span>ie <span class="_ _3"></span>są <span class="_ _0"></span>wykazy<span class="_ _3"></span>wane <span class="_ _0"></span>żadne </div><div class="t m0 x5 h2 y1c9 ff1 fs0 fc1 sc0 ls0 ws0">zyski an<span class="_ _3"></span>i straty. </div><div class="t m0 x5 h2 y1ca ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y1cb ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _67"> </span><span class="ff7">Rezerwy na zob<span class="_ _3"></span>owiązania<span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y73 ff7 fs0 fc1 sc0 ls0 ws0">Rezerwy są zob<span class="_ _3"></span>owiązaniami, których<span class="_ _3"></span> kwota lub termin zap<span class="_ _3"></span>łaty nie są pewne.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1cc ff7 fs0 fc1 sc0 ls0 ws0">Rezerwę tworzy s<span class="_ _3"></span>ię, gdy:<span class="ff1"> </span></div><div class="t m0 x5 h2 y1cd ff1 fs0 fc1 sc0 lsd ws0">a)<span class="ls0"> <span class="_ _5f"> </span><span class="ff7">na Spółce ciąży<span class="_ _3"></span> obowiązek (prawny lu<span class="_ _3"></span>b zwyczajowy) wynika<span class="_ _3"></span>jący ze zdarzeń p<span class="_ _3"></span>rzeszłych,<span class="_ _0"></span></span> </span></div><div class="t m0 x5 h2 y1ce ff1 fs0 fc1 sc0 lsb ws0">b)<span class="ls0"> <span class="_ _62"> </span><span class="ff7">prawdopodobn<span class="_ _3"></span>e <span class="_ _48"> </span>jest, <span class="_ _48"> </span>że  wy<span class="_ _1"></span>pełni<span class="_ _3"></span>enie <span class="_ _48"> </span>obowiązku  spowoduje <span class="_ _48"> </span>konieczność  wypływu <span class="_ _48"> </span>środków <span class="_ _48"> </span>uos<span class="_ _3"></span>abiających </span></span></div><div class="t m0 x5 h2 y1cf ff7 fs0 fc1 sc0 ls0 ws0">korzyści ekonomiczne,<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1d0 ff1 fs0 fc1 sc0 lse ws0">c)<span class="ls0"> <span class="_ _57"> </span><span class="ff7">można <span class="_ _3"></span>oszacować wiarygod<span class="_ _3"></span>nie kwotę tego obowiązku<span class="_ _3"></span> <span class="_ _3"></span></span> </span></div><div class="t m0 x5 h2 y1a2 ff7 fs0 fc1 sc0 ls0 ws0">Jeśli warunki te nie s<span class="_ _3"></span>ą spełnione, rezerwy nie t<span class="_ _3"></span>worzy się.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1d1 ff7 fs0 fc1 sc0 ls0 ws0">Wysokość <span class="_ _48"> </span>rezerw <span class="_ _66"> </span>po<span class="_ _3"></span>winna <span class="_ _66"> </span>b<span class="_ _3"></span>yć <span class="_ _66"> </span>jak <span class="_ _48"> </span>najbard<span class="_ _3"></span>ziej <span class="_ _66"> </span>właściwym<span class="_ _3"></span> <span class="_ _66"> </span>s<span class="_ _0"></span>zacunkiem <span class="_ _66"> </span>nak<span class="_ _3"></span>ładów <span class="_ _48"> </span>niezbędny<span class="_ _3"></span>ch <span class="_ _66"> </span>do <span class="_ _48"> </span>wypełnienia </div><div class="t m0 x5 h2 y1d2 ff7 fs0 fc1 sc0 ls0 ws0">istniejącego obowiązku n<span class="_ _3"></span>a dzień sp<span class="_ _3"></span>rawozdawczy, czyli:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y33 ff1 fs0 fc1 sc0 lsd ws0">a)<span class="ls0"> <span class="_ _5f"> </span><span class="ff7">kwotą <span class="_ _47"></span>–</span> <span class="_ _50"></span><span class="ff7">jaką<span class="_ _3"></span> <span class="_ _50"></span>zgod<span class="_ _3"></span>nie <span class="_ _50"></span>z <span class="_ _47"></span>racjo<span class="_ _3"></span>nalnymi <span class="_ _47"></span>przesłanka<span class="_ _3"></span>mi <span class="_ _50"></span>Spółka <span class="_ _47"></span>zapłaciłab<span class="_ _3"></span>y <span class="_ _47"></span>w <span class="_ _50"></span>ramach <span class="_ _47"></span>wypełnienia <span class="_ _47"></span>obowiązku <span class="_ _47"></span>na </span></span></div><div class="t m0 x5 h2 y1d3 ff7 fs0 fc1 sc0 ls0 ws0">dzień sprawozd<span class="_ _3"></span>awczy lub,<span class="ff1"> </span></div><div class="t m0 x5 h2 y1d4 ff1 fs0 fc1 sc0 lsb ws0">b)<span class="ls0"> <span class="_ _62"> </span><span class="ff7">kwotą, <span class="_ _47"> </span>jaką<span class="_ _3"></span> <span class="_ _47"> </span>zap<span class="_ _3"></span>łaciłaby<span class="_ _3"></span></span> <span class="_ _47"> </span><span class="ff7">na <span class="_ _66"> </span>rzecz <span class="_ _47"> </span>stro<span class="_ _3"></span>ny <span class="_ _47"> </span>trz<span class="_ _3"></span>eciej <span class="_ _47"> </span>w<span class="_ _3"></span> <span class="_ _47"> </span>zamian<span class="_ _3"></span> <span class="_ _47"> </span>za<span class="_ _3"></span> <span class="_ _47"></span>przejęcie <span class="_ _66"> </span>na <span class="_ _66"> </span>siebie <span class="_ _66"> </span>obowiązku<span class="_ _3"></span> <span class="_ _47"></span>w <span class="_ _47"> </span>ty<span class="_ _3"></span>m <span class="_ _47"></span>samy<span class="_ _3"></span>m </span></span></div><div class="t m0 x5 h2 y1d5 ff1 fs0 fc1 sc0 ls0 ws0">terminie. </div><div class="t m0 x5 h2 y1d6 ff7 fs0 fc1 sc0 ls0 ws0">Rezerwę <span class="_ _47"> </span>wyc<span class="_ _3"></span>enia <span class="_ _66"> </span>się <span class="_ _66"> </span>uwzględn<span class="_ _3"></span>iając <span class="_ _66"> </span>ryzyko <span class="_ _66"> </span>i <span class="_ _47"> </span>n<span class="_ _3"></span>iepewność. <span class="_ _66"> </span>Jeśli <span class="_ _47"> </span>s<span class="_ _3"></span>kutek <span class="_ _66"> </span>zmiany <span class="_ _66"> </span>wartości <span class="_ _66"> </span>pieniądza<span class="_ _3"></span> <span class="_ _66"> </span>w <span class="_ _66"> </span>czasie <span class="_ _66"> </span>jest </div><div class="t m0 x5 h2 y1d7 ff7 fs0 fc1 sc0 ls0 ws0">istotny <span class="_ _3"></span>kwota <span class="_ _0"></span>rezerwy od<span class="_ _3"></span>powiada <span class="_ _3"></span>bieżącej <span class="_ _3"></span>wartości <span class="_ _3"></span>n<span class="_ _3"></span>akładów<span class="_ _3"></span>, <span class="_ _3"></span>kt<span class="_ _3"></span>óre b<span class="_ _3"></span>ędą <span class="_ _3"></span>niezbędne <span class="_ _3"></span>do <span class="_ _3"></span>wypełn<span class="_ _3"></span>ienia <span class="_ _3"></span>obowiązku. </div><div class="t m0 x5 h2 y1d8 ff7 fs0 fc1 sc0 ls0 ws0">Szacunki <span class="_ _3"></span>wyn<span class="_ _3"></span>iku <span class="_ _3"></span>ora<span class="_ _3"></span>z <span class="_ _3"></span>skutku <span class="_ _3"></span>finans<span class="_ _3"></span>owego <span class="_ _3"></span>są <span class="_ _0"></span>dokonywane <span class="_ _3"></span>na <span class="_ _0"></span>drodze <span class="_ _3"></span>os<span class="_ _3"></span>ądu <span class="_ _3"></span>kierownictwa <span class="_ _0"></span>Spółki, <span class="_ _0"></span>wspomaganego </div><div class="t m0 x5 h2 y1d9 ff7 fs0 fc1 sc0 ls0 ws0">dotychczaso<span class="_ _3"></span>wymi <span class="_ _0"></span>doświadcze<span class="_ _3"></span>niami <span class="_ _0"></span>doty<span class="_ _3"></span>czącymi <span class="_ _0"></span>podo<span class="_ _3"></span>bnych <span class="_ _5e"></span>transakcji <span class="_ _5e"></span>oraz <span class="_ _0"></span>ewentualnie<span class="_ _3"></span> <span class="_ _0"></span>raporta<span class="_ _3"></span>mi <span class="_ _0"></span>niezależn<span class="_ _3"></span>yc<span class="_ _0"></span><span class="ff1 lsb">h </span></div><div class="t m0 x5 h2 y1da ff7 fs0 fc1 sc0 ls0 ws0">ekspertów. <span class="_ _0"></span>Do <span class="_ _5e"></span>niepewności <span class="_ _0"></span>do<span class="_ _3"></span>tyczącej <span class="_ _0"></span>kwoty,<span class="_ _3"></span> <span class="_ _0"></span>na <span class="_ _5e"></span>jaką <span class="_ _0"></span>należy <span class="_ _0"></span>utworzy<span class="_ _3"></span>ć <span class="_ _0"></span>rezerwę <span class="_ _0"></span>podcho<span class="_ _3"></span>dzi <span class="_ _0"></span>się <span class="_ _5e"></span>z <span class="_ _0"></span>wykorzysta<span class="_ _3"></span>niem </div><div class="t m0 x5 h2 y1db ff7 fs0 fc1 sc0 ls0 ws0">różnych ś<span class="_ _3"></span>rodków w zależności od oko<span class="_ _3"></span>liczności.<span class="ff1"> </span></div><div class="t m0 x5 h2 y1dc ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y1dd ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _67"> </span><span class="ff7">Rezerwa na świadczenia<span class="_ _3"></span> pracownicze<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y1de ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _61"> </span>wypłaca <span class="_ _55"> </span>świadczenia <span class="_ _61"> </span>z <span class="_ _55"> </span>tytułu <span class="_ _55"> </span>jedno<span class="_ _3"></span>razowych <span class="_ _55"> </span>odpraw <span class="_ _61"> </span>emerytal<span class="_ _3"></span><span class="ff1 lsb">no<span class="ls0">-</span></span>rentowych,<span class="_ _3"></span> <span class="_ _55"> </span>odp<span class="_ _3"></span>raw <span class="_ _55"> </span>poś<span class="_ _3"></span>miertnych, </div><div class="t m0 x5 h2 y1df ff7 fs0 fc1 sc0 ls0 ws0">zgodnie z Zakład<span class="_ _3"></span>owym Układem Zbiorowym Pracy<span class="_ _3"></span>.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1e0 ff7 fs0 fc1 sc0 ls0 ws0">Zg<span class="_ _51"></span>od<span class="_ _51"></span>nie<span class="_ _1"></span> <span class="_ _47"></span>z <span class="_ _50"></span>MSR<span class="_ _51"></span> <span class="_ _47"> </span>19 <span class="_ _50"></span>re<span class="_ _51"></span>zer<span class="_ _1"></span>wy<span class="_ _51"></span> <span class="_ _47"> </span>na <span class="_ _50"></span>św<span class="_ _1"></span>ia<span class="_ _51"></span>dcz<span class="_ _51"></span>eni<span class="_ _51"></span>a <span class="_ _47"></span>pr<span class="_ _51"></span>acow<span class="_ _51"></span>ni<span class="_ _1"></span>c<span class="_ _1"></span>ze<span class="_ _51"></span> <span class="_ _47"> </span>są <span class="_ _50"></span>sza<span class="_ _51"></span>cow<span class="_ _51"></span>ane<span class="_ _51"></span> <span class="_ _47"> </span>me<span class="_ _1"></span>to<span class="_ _51"></span>dam<span class="_ _51"></span>i <span class="_ _47"></span>ak<span class="_ _51"></span>tua<span class="_ _1"></span>ri<span class="_ _51"></span>aln<span class="_ _51"></span>ymi<span class="_ _51"></span> <span class="_ _47"> </span>pr<span class="_ _1"></span>ze<span class="_ _51"></span>z <span class="_ _47"></span>ni<span class="_ _1"></span>e<span class="_ _1"></span>z<span class="_ _1"></span>ale<span class="_ _51"></span>żne<span class="_ _51"></span>go<span class="_ _51"></span> </div><div class="t m0 x5 h2 y1e1 ff1 fs0 fc1 sc0 ls0 ws0">ak<span class="_ _51"></span>tu<span class="_ _1"></span>ar<span class="_ _51"></span>ius<span class="_ _51"></span>za.<span class="_ _51"></span> </div><div class="t m0 x5 h2 y1e2 ff7 fs0 fc1 sc0 ls0 ws0">Koszty z ty<span class="_ _3"></span>tułu świadczeń po okresie zatrudn<span class="_ _3"></span>ienia spółk<span class="_ _0"></span>a ujmuje w następujący sp<span class="_ _3"></span>osób:<span class="ff1"> </span></div><div class="t m0 x5 h2 y1e3 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="_ _3"></span><span class="ff7">w <span class="_ _5e"></span>wyniku: <span class="_ _0"></span>koszty<span class="_ _3"></span> <span class="_ _0"></span>bieżącego <span class="_ _0"></span>zatrud<span class="_ _3"></span>nienia, <span class="_ _0"></span>koszty <span class="_ _0"></span>przeszł<span class="_ _3"></span>ego <span class="_ _0"></span>zatrudnienia, <span class="_ _0"></span>od<span class="_ _3"></span>setki <span class="_ _0"></span>netto <span class="_ _0"></span>od <span class="_ _0"></span>zob<span class="_ _3"></span>owiązań <span class="_ _0"></span>z <span class="_ _0"></span>tytułu </span></div><div class="t m0 x5 h2 y1e4 ff7 fs0 fc1 sc0 ls0 ws0">określonych ś<span class="_ _3"></span>wiadczeń<span class="ff1"> </span></div><div class="t m0 x5 h2 y1e5 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">w pozostały<span class="_ _3"></span>ch całkowitych dochod<span class="_ _3"></span>ach: zyski i stra<span class="_ _3"></span>ty aktuarialne z tytułu<span class="_ _3"></span> świadczeń po okr<span class="_ _3"></span></span>esie zat<span class="_ _3"></span>rudnienia.<span class="_ _3"></span> </div><div class="t m0 x5 h2 y1e6 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>p<span class="_ _3"></span>ozycji <span class="_ _5e"></span>„Rezerwy <span class="_ _5e"></span>na <span class="_ _5e"></span>świadczenia<span class="_ _3"></span> <span class="_ _0"></span>p<span class="_ _3"></span>racownicze” <span class="_ _5e"></span>Spółka<span class="_ _3"></span> <span class="_ _5e"></span>ujmuje <span class="_ _0"></span>równi<span class="_ _3"></span>eż <span class="_ _5e"></span>rozliczenia <span class="_ _5e"></span>między<span class="_ _3"></span>okresowe <span class="_ _0"></span>b<span class="_ _3"></span>ierne <span class="_ _0"></span>na </div><div class="t m0 x5 h2 y1e7 ff7 fs0 fc1 sc0 ls0 ws0">niewykorzystane u<span class="_ _3"></span>rlopy pracownicze oraz należn<span class="_ _3"></span>e premie.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1e8 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y1e9 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y1ea ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi xa y1eb w1c h2e" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">13<span class="ls0"> </span></span></div><div class="t m0 x53 h15 y1bf ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _67"> </span><span class="ff7">Zobowiązania z ty<span class="_ _3"></span>tułu dostaw i us<span class="_ _3"></span>ług oraz pozos<span class="_ _3"></span>tałe zo<span class="_ _3"></span>bowiązania<span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y1c0 ff7 fs0 fc1 sc0 ls0 ws0">Zobowiązania z tytułu dostaw i <span class="_ _1"></span>usług oraz pozostałe zobowiązania w m<span class="_ _1"></span>omencie początkowego ujęcia ujmuje się w </div><div class="t m0 x5 h2 y1ec ff7 fs0 fc1 sc0 ls0 ws0">wartości godziwej, a następnie według zamortyzowanego kosztu z zastosowaniem efektywnej stopy procentowej, </div><div class="t m0 x5 h2 y1ed ff7 fs0 fc1 sc0 ls0 ws0">za wyjątkiem zobowiązań<span class="_ _3"></span> fina<span class="_ _3"></span>nsowych krótk<span class="_ _3"></span>oterminowych, które ujmuje s<span class="_ _3"></span>ię w kwocie wymagają<span class="_ _3"></span>cej zapłaty.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1ee ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x53 h15 y1ef ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _67"> </span><span class="ff1">Aktywa i rezerwa na <span class="_ _3"></span>podatek dochodowy<span class="_ _3"></span> </span></span></div><div class="t m0 x5 h2 y1f0 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _60"> </span>związku <span class="_ _60"> </span>z <span class="_ _60"> </span>przejś<span class="_ _3"></span>ciowymi <span class="_ _60"> </span>różn<span class="_ _3"></span>icami <span class="_ _60"> </span>między <span class="_ _60"> </span>wykazy<span class="_ _3"></span>waną <span class="_ _60"> </span>w <span class="_ _60"> </span>księgach <span class="_ _60"> </span>rach<span class="_ _3"></span>unkowy<span class="_ _3"></span>ch <span class="_ _60"> </span>wartością <span class="_ _60"> </span>aktywów <span class="_ _5e"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1f1 ff7 fs0 fc1 sc0 ls0 ws0">i <span class="_ _51"></span>pas<span class="_ _3"></span>ywów, a <span class="_ _51"></span>ich <span class="_ _51"></span>warto<span class="_ _3"></span>ścią <span class="_ _1"></span>podatkową oraz <span class="_ _51"></span>str<span class="_ _3"></span>atą podatkową <span class="_ _51"></span>możliwą do <span class="_ _51"></span>odliczenia w<span class="ff1"> </span>przyszł<span class="_ _3"></span>ości, <span class="_ _51"></span>p<span class="_ _3"></span>odmiot <span class="_ _1"></span>tworzy </div><div class="t m0 x5 h2 y1f2 ff7 fs0 fc1 sc0 ls0 ws0">rezerwę i ustala akty<span class="_ _3"></span>wa z tytułu o<span class="_ _3"></span>droczonego podat<span class="_ _3"></span>ku dochodowego, którego jest po<span class="_ _3"></span>datnikiem.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1f3 ff7 fs0 fc1 sc0 ls0 ws0">Aktywa <span class="_ _5f"> </span>z <span class="_ _56"> </span>tytułu <span class="_ _56"> </span>odroczonego <span class="_ _5f"> </span>pod<span class="_ _3"></span>atku <span class="_ _5f"> </span>d<span class="_ _3"></span>ochodowego <span class="_ _5f"> </span>us<span class="_ _3"></span>tala <span class="_ _5f"> </span>s<span class="_ _3"></span>ię, <span class="_ _5f"> </span>przy <span class="_ _56"> </span>uwzględnieniu <span class="_ _5f"> </span>zas<span class="_ _3"></span>ady <span class="_ _56"> </span>ostrożności <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1f4 ff7 fs0 fc1 sc0 ls0 ws0">w wysokości kwoty p<span class="_ _3"></span>rzewidzianej w p<span class="_ _3"></span>rzyszłoś<span class="_ _3"></span>ci do odliczenia od p<span class="_ _3"></span>odatku dochodo<span class="_ _3"></span>wego ze względu na:<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1f5 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">ujemne różnice przejś<span class="_ _3"></span>ciowe,<span class="_ _3"></span></span> </div><div class="t m0 x5 h2 y1f6 ff1 fs0 fc1 sc0 ls0 ws0">- przeniesienie na ko<span class="_ _3"></span>lejny okres nierozliczo<span class="_ _3"></span>nych stra<span class="_ _3"></span>t podatkowych<span class="_ _3"></span> </div><div class="t m0 x5 h2 y1f7 ff1 fs0 fc1 sc0 ls0 ws0">- przeniesienie na ko<span class="_ _3"></span>lejny okres niewykorzy<span class="_ _3"></span>stanych<span class="_ _3"></span> ulg podat<span class="_ _3"></span>kowych. </div><div class="t m0 x5 h2 y1f8 ff7 fs0 fc1 sc0 ls0 ws0">Ujemne <span class="_ _3"></span>różnice <span class="_ _3"></span>przejścio<span class="_ _3"></span>we p<span class="_ _3"></span>owodują<span class="_ _3"></span> <span class="_ _3"></span>powstanie <span class="_ _3"></span>kwot <span class="_ _3"></span>pod<span class="_ _3"></span>legających <span class="_ _3"></span>odliczeniu <span class="_ _3"></span>pod<span class="_ _3"></span>atkowemu <span class="_ _3"></span>w <span class="_ _3"></span>toku <span class="_ _3"></span>u<span class="_ _3"></span>stalania </div><div class="t m0 x5 h2 y1f9 ff7 fs0 fc1 sc0 ls0 ws0">zysku <span class="_ _5e"></span>do <span class="_ _50"></span>opodatkowania <span class="_ _50"></span>(straty <span class="_ _5e"></span>podatkowej) <span class="_ _5e"></span>w <span class="_ _5e"></span>p<span class="_ _3"></span>rzyszły<span class="_ _3"></span>ch <span class="_ _5e"></span>okresach, <span class="_ _5e"></span>gd<span class="_ _3"></span>y <span class="_ _5e"></span>wartość <span class="_ _5e"></span>bilansowa <span class="_ _5e"></span>skł<span class="_ _3"></span>adnika <span class="_ _5e"></span>akty<span class="_ _3"></span>wów </div><div class="t m0 x5 h2 y1ce ff7 fs0 fc1 sc0 ls0 ws0">lub zobowiązań zostanie zrealizowana lub rozliczona. Aktywo z tytułu <span class="_ _1"></span>odroczonego podatku dochodowego ujmuje </div><div class="t m0 x5 h2 y1cf ff7 fs0 fc1 sc0 ls0 ws0">się <span class="_ _0"></span>w <span class="_ _0"></span>odn<span class="_ _3"></span>iesieniu <span class="_ _0"></span>do <span class="_ _5e"></span>wszy<span class="_ _3"></span>stkich <span class="_ _0"></span>ujemnych <span class="_ _5e"></span>różnic <span class="_ _0"></span>p<span class="_ _3"></span>rzejściowych <span class="_ _5e"></span>do <span class="_ _5e"></span>wysokości, <span class="_ _5e"></span>do <span class="_ _0"></span>któ<span class="_ _3"></span>rej <span class="_ _0"></span>jest <span class="_ _5e"></span>prawdopodobn<span class="_ _3"></span>e, <span class="_ _0"></span>iż </div><div class="t m0 x5 h2 y2f ff7 fs0 fc1 sc0 ls0 ws0">osiągnięty <span class="_ _3"></span>zostanie <span class="_ _3"></span>zysk <span class="_ _3"></span>do <span class="_ _3"></span>opodatkowania, <span class="_ _3"></span>który <span class="_ _3"></span>pozwoli <span class="_ _3"></span>na p<span class="_ _3"></span>otrącenie uje<span class="_ _3"></span>mn<span class="_ _0"></span>ych różn<span class="_ _3"></span>ic przejś<span class="_ _3"></span>ciowych.<span class="ff1"> <span class="_ _3"></span> <span class="_ _3"></span>Aktywa<span class="_ _3"></span> </span></div><div class="t m0 x5 h2 y1fa ff7 fs0 fc1 sc0 ls0 ws0">z <span class="_ _68"> </span>tytułu <span class="_ _68"> </span>odro<span class="_ _3"></span>czonego <span class="_ _68"> </span>podatku <span class="_ _68"> </span>do<span class="_ _3"></span>chodowego <span class="_ _68"> </span>w <span class="_ _68"> </span>wysokości <span class="_ _68"> </span>kwot <span class="_ _68"> </span>po<span class="_ _3"></span>dlegających <span class="_ _68"> </span>zwroto<span class="_ _3"></span>wi<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1fb ff7 fs0 fc1 sc0 ls0 ws0">od <span class="_ _60"> </span>władz <span class="_ _60"> </span>pod<span class="_ _3"></span>atkowych <span class="_ _60"> </span>zgodn<span class="_ _3"></span>ie <span class="_ _61"> </span>z <span class="_ _60"> </span>za<span class="_ _3"></span>stosowan<span class="_ _3"></span>iem <span class="_ _61"> </span>sta<span class="_ _3"></span>wek <span class="_ _60"> </span>podatko<span class="_ _3"></span>wych, <span class="_ _60"> </span>które <span class="_ _60"> </span>wed<span class="_ _3"></span>ług <span class="_ _60"> </span>przewidywań <span class="_ _60"> </span>będą </div><div class="t m0 x5 h2 y1fc ff7 fs0 fc1 sc0 ls0 ws0">stosowane, <span class="_ _50"></span>gdy <span class="_ _5e"></span>składnik <span class="_ _50"></span>aktywów <span class="_ _0"></span>zos<span class="_ _3"></span>tanie <span class="_ _5e"></span>zreal<span class="_ _3"></span>izowany,<span class="_ _3"></span> <span class="_ _5e"></span>przyjmują<span class="_ _3"></span>c <span class="_ _5e"></span>za <span class="_ _5e"></span>p<span class="_ _3"></span>odstawę <span class="_ _5e"></span>stawki <span class="_ _5e"></span>po<span class="_ _3"></span>datkowe <span class="_ _5e"></span>(i <span class="_ _5e"></span>przep<span class="_ _3"></span>isy </div><div class="t m0 x5 h2 y1fd ff7 fs0 fc1 sc0 ls0 ws0">podatkowe), które obo<span class="_ _3"></span>wiązywały prawnie lub<span class="_ _3"></span> obowiązywały fak<span class="_ _3"></span>tycznie na dzień <span class="_ _3"></span>sprawozdawczy.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y1fe ff7 fs0 fc1 sc0 ls0 ws0">Rezerwę <span class="_ _66"> </span>z <span class="_ _66"> </span>ty<span class="_ _3"></span>tułu <span class="_ _66"> </span>od<span class="_ _3"></span>roczonego <span class="_ _66"> </span>p<span class="_ _3"></span>odatku <span class="_ _66"> </span>doch<span class="_ _3"></span>odowego <span class="_ _66"> </span>tworzy <span class="_ _48"> </span>się <span class="_ _66"> </span>w <span class="_ _48"> </span>wysokości <span class="_ _48"> </span>kwoty <span class="_ _47"> </span>p<span class="_ _3"></span>odatku <span class="_ _66"> </span>doch<span class="_ _3"></span>odowego, </div><div class="t m0 x5 h2 y1ff ff1 fs0 fc1 sc0 ls0 ws0">wymag<span class="ff7">ającej <span class="_ _5e"></span>w <span class="_ _50"></span>przyszło<span class="_ _3"></span>ści <span class="_ _5e"></span>zapł<span class="_ _3"></span>aty, <span class="_ _5e"></span>w <span class="_ _5e"></span>związk<span class="_ _3"></span>u <span class="_ _5e"></span>z <span class="_ _5e"></span>wys<span class="_ _3"></span>tępowaniem <span class="_ _5e"></span>d<span class="_ _3"></span>odatnich <span class="_ _50"></span>różnic <span class="_ _5e"></span>przej<span class="_ _3"></span>ściowych, <span class="_ _50"></span>to <span class="_ _5e"></span>jest <span class="_ _50"></span>różnic, </span></div><div class="t m0 x5 h2 y200 ff7 fs0 fc1 sc0 ls0 ws0">które <span class="_ _3"></span>spo<span class="_ _3"></span>wodują <span class="_ _3"></span>zwiększen<span class="_ _3"></span>ie <span class="_ _3"></span>p<span class="_ _3"></span>odstawy <span class="_ _0"></span>obliczenia <span class="_ _3"></span>p<span class="_ _3"></span>odatku <span class="_ _3"></span>do<span class="_ _3"></span>chodowego <span class="_ _3"></span>w<span class="_ _0"></span><span class="ff1"> </span>przys<span class="_ _3"></span>złości. <span class="_ _0"></span>Rezerwa <span class="_ _3"></span>jest <span class="_ _0"></span>wycenian<span class="_ _3"></span>a </div><div class="t m0 x5 h2 y201 ff1 fs0 fc1 sc0 ls0 ws0">zgodnie <span class="_ _1"></span>z <span class="_ _51"></span>za<span class="_ _3"></span>stosowaniem <span class="_ _1"></span>stawek <span class="_ _51"></span>p<span class="_ _3"></span>odatkowych, kt<span class="ff7">óre w<span class="_ _1"></span>edług <span class="_ _1"></span>przewidywań będą <span class="_ _51"></span>stosowane, gdy <span class="_ _51"></span>rezerwa <span class="_ _51"></span>zo<span class="_ _3"></span>stanie </span></div><div class="t m0 x5 h2 y202 ff7 fs0 fc1 sc0 ls0 ws0">rozwiązana, <span class="_ _0"></span>przyjmując <span class="_ _0"></span>za <span class="_ _3"></span>p<span class="_ _3"></span>odstawę <span class="_ _3"></span>s<span class="_ _3"></span>tawki <span class="_ _3"></span>pod<span class="_ _3"></span>atkowe <span class="_ _0"></span>(i <span class="_ _3"></span>p<span class="_ _3"></span>rzepisy <span class="_ _0"></span>podatkowe), <span class="_ _0"></span>które <span class="_ _3"></span>ob<span class="_ _3"></span>owiązywały <span class="_ _0"></span>prawnie <span class="_ _3"></span>lub<span class="_ _3"></span> </div><div class="t m0 x5 h2 y203 ff7 fs0 fc1 sc0 ls0 ws0">obowiązywały fakty<span class="_ _3"></span>cznie na dzień sprawozd<span class="_ _3"></span>awczy.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y204 ff7 fs0 fc1 sc0 ls0 ws0">Rezerwę  na <span class="_ _48"> </span>podatek  dochodowy  i  aktywowany<span class="ff1">  </span>podatek  dochodowy  tworzy  się <span class="_ _48"> </span>tylko  w <span class="_ _48"> </span>sto<span class="_ _3"></span>sunku  do  korekt <span class="ff1"> </span></div><div class="t m0 x5 h2 y205 ff7 fs0 fc1 sc0 ls0 ws0">o charakterze przejś<span class="_ _3"></span>ciowym. <span class="ff1"> </span></div><div class="t m0 x5 h2 y206 ff7 fs0 fc1 sc0 ls0 ws0">Podatek odroczon<span class="_ _3"></span>y ujmuje się poza rachunkiem zysków i strat, jeżeli podatek dotyczy po<span class="_ _3"></span>zycji, które w tym samym </div><div class="t m0 x5 h2 y207 ff7 fs0 fc1 sc0 ls0 ws0">lub <span class="_ _3"></span>inn<span class="_ _3"></span>ym <span class="_ _3"></span>okresie <span class="_ _3"></span>zos<span class="_ _3"></span>tały <span class="_ _3"></span>ujęte <span class="_ _3"></span>poza<span class="_ _3"></span> <span class="_ _3"></span>rachunkiem <span class="_ _3"></span>zy<span class="_ _3"></span>sków <span class="_ _3"></span>i <span class="_ _3"></span>s<span class="_ _0"></span>trat. <span class="_ _3"></span>Jeżeli <span class="_ _0"></span>dotyczy <span class="_ _3"></span>p<span class="_ _3"></span>ozycji, <span class="_ _3"></span>które <span class="_ _3"></span>w <span class="_ _3"></span>ty<span class="_ _3"></span>m <span class="_ _3"></span>samym <span class="_ _0"></span>lub <span class="_ _0"></span>w </div><div class="t m0 x5 h2 y208 ff7 fs0 fc1 sc0 ls0 ws0">innym <span class="_ _1"></span>okresie <span class="_ _51"></span>zo<span class="_ _3"></span>stały ujęte <span class="_ _51"></span>w <span class="_ _51"></span>pozo<span class="_ _3"></span>stałych całkowitych <span class="_ _51"></span>dochodach, to <span class="_ _51"></span>podatek odroczony <span class="_ _51"></span>ujmuje <span class="_ _51"></span>s<span class="_ _3"></span>ię <span class="_ _51"></span>w pozostałych </div><div class="t m0 x5 h2 y209 ff7 fs0 fc1 sc0 ls0 ws0">całkowitych <span class="_ _66"> </span>dochodach. <span class="_ _66"> </span>Jeżeli <span class="_ _47"> </span>d<span class="_ _3"></span>otyczy <span class="_ _66"> </span>pozycji, <span class="_ _47"> </span>które <span class="_ _66"> </span>zostały <span class="_ _66"> </span>ujęte <span class="_ _47"> </span>b<span class="_ _3"></span>ezpośrednio <span class="_ _66"> </span>w <span class="_ _47"> </span>kapitale  własnym, <span class="_ _47"></span>podat<span class="_ _3"></span>ek </div><div class="t m0 x5 h2 y20a ff7 fs0 fc1 sc0 ls0 ws0">odroczony u<span class="_ _3"></span>jmuje się w kapitale włas<span class="_ _3"></span>nym.<span class="ff1"> </span></div><div class="t m0 x17 hd y20b ff2 fs0 fc1 sc0 ls4 ws0">6.2.<span class="ff4 ls0"> <span class="ff8">Zmiany stosowanych zasad rach<span class="_ _3"></span>unkowości <span class="_ _3"></span><span class="ff2">  </span></span></span></div><div class="t m0 x5 h2 y20c ff7 fs0 fc1 sc0 ls0 ws0">Zasady <span class="_ _66"> </span>(polityki) <span class="_ _66"> </span>rachunkowości <span class="_ _66"> </span>zastosowan<span class="_ _3"></span>e <span class="_ _47"></span>do <span class="_ _47"> </span>sp<span class="_ _3"></span>orządzenia <span class="_ _47"></span>niniejszego <span class="_ _66"> </span>sprawozdan<span class="_ _3"></span>ia <span class="_ _47"> </span>finan<span class="_ _3"></span>sowego <span class="_ _47"> </span>są <span class="_ _66"> </span>spó<span class="_ _3"></span>jne <span class="_ _47"></span>z </div><div class="t m0 x5 h2 y20d ff7 fs0 fc1 sc0 ls0 ws0">tymi, które <span class="_ _51"></span>zas<span class="_ _3"></span>tosowano przy <span class="_ _51"></span>s<span class="_ _3"></span>porządzaniu sprawozdania finansowego G<span class="_ _1"></span>rupy za <span class="_ _1"></span>rok <span class="_ _1"></span>zakończony dnia <span class="_ _51"></span>31 grudnia 2021 </div><div class="t m0 x5 h2 y20e ff7 fs0 fc1 sc0 ls0 ws0">roku, <span class="_ _3"></span>z <span class="_ _3"></span>wyjątkiem <span class="_ _3"></span>zastoso<span class="_ _3"></span>wania n<span class="_ _3"></span>owych <span class="_ _3"></span>lub <span class="_ _3"></span>zmienionych <span class="_ _3"></span>standard<span class="_ _3"></span>ów <span class="_ _3"></span>oraz <span class="_ _3"></span>interpretacji <span class="_ _3"></span>obowiązujących<span class="_ _3"></span> <span class="_ _3"></span>dla <span class="_ _3"></span>okresów </div><div class="t m0 x5 h2 y20f ff7 fs0 fc1 sc0 ls0 ws0">rocznych rozp<span class="_ _3"></span>oczynających się dnia 1 s<span class="_ _3"></span>tycznia 2022 roku i <span class="_ _3"></span>późn<span class="_ _3"></span><span class="ff1">iej. </span></div><div class="t m0 x5 h2 y210 ff7 fs0 fc1 sc0 ls0 ws0">Z dniem 1 stycznia <span class="_ _3"></span>2022 roku weszły w ży<span class="_ _3"></span>cie następujące zmian<span class="_ _3"></span>y standar<span class="_ _3"></span>dów:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y211 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">Zmian<span class="_ _3"></span>y <span class="_ _3"></span>do <span class="_ _3"></span>MSSF <span class="_ _3"></span>3 <span class="_ _3"></span>Zmiany<span class="_ _3"></span> <span class="_ _3"></span>do <span class="_ _3"></span>odniesień <span class="_ _3"></span>d<span class="_ _3"></span>o <span class="_ _3"></span>Założeń <span class="_ _3"></span>Koncepcyjn<span class="_ _3"></span>ych <span class="_ _3"></span>(opubliko<span class="_ _3"></span>wano <span class="_ _3"></span>dnia 14 <span class="_ _3"></span>maja <span class="_ _3"></span>202<span class="_ _3"></span>0 <span class="_ _3"></span>roku) <span class="_ _3"></span>mające </span></div><div class="t m0 x5 h2 y212 ff7 fs0 fc1 sc0 ls0 ws0">zastosowan<span class="_ _3"></span>ie dla okresów rocznych<span class="_ _3"></span> rozpoczynających s<span class="_ _3"></span>ię dnia 1 stycz<span class="_ _0"></span>nia 2022 roku lu<span class="_ _3"></span>b później;<span class="ff1"> </span></div><div class="t m0 x5 h2 y213 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="_ _69"> </span><span class="ff7">Zmiany <span class="_ _57"> </span>do <span class="_ _59"> </span>MSR <span class="_ _56"> </span>16 <span class="_ _57"> </span>Rzeczo<span class="_ _3"></span>we <span class="_ _57"> </span>aktywa <span class="_ _57"> </span>trwałe: <span class="_ _57"> </span>p<span class="_ _3"></span>rzychod<span class="_ _3"></span>y <span class="_ _57"> </span>osiągn<span class="_ _3"></span>ięte <span class="_ _57"> </span>przed <span class="_ _57"> </span>oddaniem <span class="_ _57"> </span>do <span class="_ _59"> </span>użytkowania </span></div><div class="t m0 x5 h2 y214 ff1 fs0 fc1 sc0 ls0 ws0">(opublikowano <span class="_ _50"></span>dnia <span class="_ _5e"></span>14 <span class="_ _50"></span>maja <span class="_ _5e"></span>2020 <span class="_ _50"></span>roku) <span class="_ _47"></span><span class="ff7">–</span> <span class="_ _5e"></span><span class="ff7">mające <span class="_ _5e"></span>zas<span class="_ _3"></span>tosowanie <span class="_ _5e"></span>d<span class="_ _3"></span>la <span class="_ _5e"></span>okresów <span class="_ _5e"></span>ro<span class="_ _3"></span>cznych<span class="_ _3"></span> <span class="_ _5e"></span>rozpoczyn<span class="_ _3"></span>ających <span class="_ _5e"></span>s<span class="_ _3"></span>ię <span class="_ _5e"></span>dnia <span class="_ _5e"></span>1 </span></div><div class="t m0 x5 h2 y215 ff7 fs0 fc1 sc0 ls0 ws0">stycznia 2022 roku<span class="_ _3"></span> lub póź<span class="ff1">n<span class="_ _3"></span>iej; </span></div><div class="t m0 x5 h2 y216 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="_ _69"> </span><span class="ff7">Zmiany do MSR 37 Umowy rodzące obciążenia <span class="_ _3"></span>–</span> <span class="ff7">koszty wypełnienia obowiązków umown<span class="_ _3"></span>ych (opublikowano dnia </span></div><div class="t m0 x5 h2 y217 ff1 fs0 fc1 sc0 ls0 ws0">14 maja <span class="_ _3"></span>2020 <span class="_ _3"></span>roku) <span class="_ _0"></span><span class="ff7">–</span> <span class="ff7">mają<span class="_ _3"></span>ce za<span class="_ _3"></span>stosowanie <span class="_ _3"></span>dla <span class="_ _3"></span>okresów roc<span class="_ _3"></span>znych <span class="_ _3"></span>rozpoczy<span class="_ _3"></span>nających <span class="_ _3"></span>się dn<span class="_ _3"></span>ia 1 <span class="_ _3"></span>stycznia <span class="_ _3"></span>2022 <span class="_ _3"></span>roku <span class="_ _3"></span>lub </span></div><div class="t m0 x5 h2 y218 ff7 fs0 fc1 sc0 ls0 ws0">później;<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi xa y1d w3 h9" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">14<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0">- <span class="_ _69"> </span><span class="ff7">Zmiany wyn<span class="_ _3"></span>ikające z <span class="_ _3"></span>prz<span class="_ _3"></span>eglądu<span class="_ _3"></span> MSSF <span class="_ _3"></span>2018<span class="_ _3"></span></span>-2020 (op<span class="_ _3"></span>ublikowan<span class="_ _3"></span>o dnia <span class="_ _3"></span>14 <span class="_ _3"></span>maja <span class="_ _3"></span>2020 <span class="_ _3"></span>roku) <span class="_ _3"></span><span class="ff7">–</span> <span class="_ _3"></span><span class="ff7">mające <span class="_ _3"></span>zastos<span class="_ _3"></span>owanie </span></div><div class="t m0 x5 h2 yce ff7 fs0 fc1 sc0 ls0 ws0">dla okresów rocznych<span class="_ _3"></span> rozpoczynających s<span class="_ _3"></span>ię dnia 1 styczn<span class="_ _3"></span>ia 2022 roku lub późn<span class="_ _3"></span>iej;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y13c ff7 fs0 fc1 sc0 ls0 ws0">Powyższe zmiany s<span class="_ _3"></span>tandardów nie miały is<span class="_ _3"></span>totnego wpływu na nin<span class="_ _3"></span>iejsze sprawozdan<span class="_ _3"></span>ie <span class="_ _3"></span><span class="ff1">finans<span class="_ _3"></span>owe. </span></div><div class="t m0 x5 h2 y219 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x17 hd y21a ff2 fs0 fc1 sc0 ls4 ws0">6.3.<span class="ff4 ls0"> <span class="ff8">Nowe standardy i interpretacje, któr<span class="_ _3"></span>e zostały opublikowane<span class="_ _3"></span>, a nie weszły jeszcze w<span class="_ _3"></span> życie<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y21b ff7 fs0 fc1 sc0 ls0 ws0">Następujące <span class="_ _56"> </span>standardy <span class="_ _56"> </span>i <span class="_ _5f"> </span>interpretacje <span class="_ _56"> </span>zostały <span class="_ _56"> </span>opublikowane <span class="_ _5f"> </span>p<span class="_ _3"></span>rzez <span class="_ _5f"> </span>Radę<span class="_ _3"></span> <span class="_ _5f"> </span>Międzyn<span class="_ _3"></span>arodowych <span class="_ _56"> </span>Standardów </div><div class="t m0 x5 h2 y21c ff7 fs0 fc1 sc0 ls0 ws0">Rachunkowości, jed<span class="_ _3"></span>nak nie weszły j<span class="_ _3"></span>eszcze w życie:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y11a ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span>MSSF <span class="_ _66"> </span></span>14 <span class="_ _47"> </span>Regulacyjn<span class="_ _3"></span>e <span class="_ _47"> </span>rozlicz<span class="_ _3"></span>enia <span class="_ _66"> </span>międzyokresowe <span class="_ _47"> </span>(opu<span class="_ _3"></span>blikowano <span class="_ _66"> </span>dnia <span class="_ _66"> </span>30 <span class="_ _47"></span>stycznia <span class="_ _47"> </span>2014 <span class="_ _66"> </span>roku)  –<span class="ff1"> <span class="_ _50"></span>zgodnie <span class="_ _47"> </span>z </span></div><div class="t m0 x5 h2 y21d ff7 fs0 fc1 sc0 ls0 ws0">decyzją <span class="_ _5e"></span>Komisji <span class="_ _50"></span>Europejskiej <span class="_ _5e"></span>pro<span class="_ _3"></span>ces <span class="_ _5e"></span>zatwierdzania <span class="_ _50"></span>standardu <span class="_ _5e"></span>w <span class="_ _5e"></span>wersji <span class="_ _50"></span>wstępnej <span class="_ _5e"></span>nie <span class="_ _50"></span>zostanie <span class="_ _5e"></span>zainicjowany <span class="_ _50"></span>przed </div><div class="t m0 x5 h2 y52 ff7 fs0 fc1 sc0 ls0 ws0">ukazaniem <span class="_ _66"> </span>się <span class="_ _66"> </span>stan<span class="_ _3"></span>dardu <span class="_ _66"> </span>w <span class="_ _47"></span>wersji <span class="_ _66"> </span>ostateczn<span class="_ _3"></span>ej <span class="_ _66"> </span><span class="ff1">- <span class="_ _66"> </span>do<span class="_ _3"></span> <span class="_ _66"> </span>dnia <span class="_ _47"> </span>zatwierdzenia <span class="_ _66"> </span>n<span class="_ _3"></span>iniejszego <span class="_ _66"> </span>sprawozd<span class="_ _3"></span>ania <span class="_ _66"> </span>finansowego </span></div><div class="t m0 x5 h2 y21e ff1 fs0 fc1 sc0 ls0 ws0">niezatwierdzony przez UE<span class="_ _3"></span> <span class="ff7">–</span> <span class="ff7">mający zas<span class="_ _3"></span>tosowanie dla okresów rocznych r<span class="_ _3"></span>ozpoczynający<span class="_ _3"></span>ch się dnia 1 stycznia 2016 </span></div><div class="t m0 x5 h2 y21f ff7 fs0 fc1 sc0 ls0 ws0">roku lub p<span class="_ _3"></span>óźniej;<span class="ff1"> </span></div><div class="t m0 x5 h2 y220 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>Zmian<span class="_ _3"></span>y <span class="_ _50"></span>do <span class="_ _47"></span>MSSF <span class="_ _50"></span>10 <span class="_ _47"></span>i <span class="_ _50"></span>MSR <span class="_ _47"></span>28: <span class="_ _50"></span>Trans<span class="_ _3"></span>akcje <span class="_ _50"></span>sprzed<span class="_ _3"></span>aży <span class="_ _50"></span>lub <span class="_ _47"></span>wniesienia <span class="_ _50"></span>aktywó<span class="_ _0"></span>w <span class="_ _50"></span>p<span class="_ _3"></span>omiędzy<span class="_ _3"></span> <span class="_ _50"></span>inwestorem <span class="_ _50"></span>a <span class="_ _47"></span>jego </div><div class="t m0 x5 h2 y221 ff7 fs0 fc1 sc0 ls0 ws0">jednostką <span class="_ _47"></span>stowarzyszoną <span class="_ _50"></span>lu<span class="_ _3"></span>b <span class="_ _50"></span>wspólny<span class="_ _3"></span>m <span class="_ _50"></span>przedsięwzięci<span class="_ _3"></span>em <span class="_ _50"></span>(opubliko<span class="_ _3"></span>wano <span class="_ _50"></span>dnia <span class="_ _47"></span>11 <span class="_ _50"></span>wrześ<span class="_ _3"></span>nia <span class="_ _50"></span>2014 <span class="_ _50"></span>roku<span class="_ _3"></span>) <span class="_ _66"> </span>–<span class="ff1"> <span class="_ _50"></span>p<span class="_ _3"></span>race </span></div><div class="t m0 x5 h2 y222 ff7 fs0 fc1 sc0 ls0 ws0">prowadzące do zatwierdzenia nin<span class="_ _3"></span>iejszych zmian zostały przez UE odłożone bezterminowo <span class="_ _3"></span><span class="ff1">- </span>termin wejścia w życie </div><div class="t m0 x5 h2 y223 ff7 fs0 fc1 sc0 ls0 ws0">został od<span class="_ _3"></span>roczony przez RMSR n<span class="_ _3"></span>a czas nieokreślon<span class="_ _3"></span>y; <span class="ff1"> </span></div><div class="t m0 x5 h2 y224 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span>MSSF  17  Um<span class="_ _1"></span>owy  ubezpieczeniowe  (opublikowano  dnia  1<span class="_ _51"></span>8  maja  2017 <span class="_ _48"> </span>roku)  w <span class="_ _48"> </span>tym  Zmiany <span class="_ _48"> </span>do  MSSF  1<span class="_ _51"></span>7 </span></div><div class="t m0 x5 h2 y225 ff1 fs0 fc1 sc0 ls0 ws0">(opublikowano <span class="_ _5e"></span>dnia <span class="_ _5e"></span>25 <span class="_ _0"></span>czerwca <span class="_ _5e"></span>2020) <span class="_ _5e"></span>- <span class="_ _0"></span><span class="ff7">mając<span class="_ _3"></span>e <span class="_ _0"></span>zastos<span class="_ _3"></span>owanie <span class="_ _0"></span>dla <span class="_ _5e"></span>okresów <span class="_ _0"></span>roczn<span class="_ _3"></span>ych <span class="_ _0"></span>rozp<span class="_ _3"></span>oczynających<span class="_ _3"></span> <span class="_ _0"></span>się <span class="_ _0"></span>d<span class="_ _3"></span>nia <span class="_ _0"></span>1 </span></div><div class="t m0 x5 h2 y226 ff1 fs0 fc1 sc0 ls0 ws0">stycznia 2023 rok<span class="_ _3"></span><span class="ff7">u lub p<span class="_ _3"></span>óźniej;</span> </div><div class="t m0 x5 h2 y227 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>Zmian<span class="_ _3"></span>y <span class="_ _61"> </span>d<span class="_ _3"></span>o <span class="_ _61"> </span>MSR <span class="_ _60"> </span>1: <span class="_ _61"> </span>Prezentacja <span class="_ _60"> </span>sprawozd<span class="_ _3"></span>ań <span class="_ _61"> </span>finansowych <span class="_ _62"> </span>–<span class="ff1"> <span class="_ _61"> </span></span>Podział <span class="_ _60"> </span>zobowiązań <span class="_ _61"> </span>n<span class="_ _3"></span>a <span class="_ _61"> </span>krótkoterminowe <span class="_ _61"> </span>i </div><div class="t m0 x5 h2 y228 ff7 fs0 fc1 sc0 ls0 ws0">długoterminowe <span class="_ _51"></span>oraz <span class="_ _51"></span>Podzia<span class="_ _3"></span>ł <span class="_ _51"></span>zobowiązań <span class="_ _51"></span>na <span class="_ _51"></span>kró<span class="_ _3"></span>tkoterminowe <span class="_ _51"></span>i <span class="_ _51"></span>dłu<span class="_ _3"></span>goterminowe –<span class="ff1"> <span class="_ _51"></span><span class="ff7">odroczenie <span class="_ _51"></span>daty <span class="_ _51"></span>wejś<span class="_ _3"></span>cia <span class="_ _51"></span>w <span class="_ _51"></span>życie </span></span></div><div class="t m0 x5 h2 y229 ff1 fs0 fc1 sc0 ls0 ws0">(opublikowano <span class="_ _55"> </span>odpowiednio <span class="_ _55"> </span>dnia  23  st<span class="_ _3"></span>y<span class="_ _3"></span>cznia  2020 <span class="_ _55"> </span>roku  oraz  15 <span class="_ _55"> </span>lipca  2020  roku<span class="_ _3"></span>) <span class="_ _55"> </span><span class="ff7">–</span>  do  d<span class="_ _3"></span>nia  za<span class="_ _3"></span>twierdzenia </div><div class="t m0 x5 h2 y22a ff1 fs0 fc1 sc0 ls0 ws0">niniejszego <span class="_ _50"></span>sprawozdan<span class="_ _3"></span>ia <span class="_ _5e"></span>finans<span class="_ _3"></span>owego <span class="_ _5e"></span>niezatwierdzon<span class="_ _3"></span>e <span class="_ _5e"></span>przez <span class="_ _50"></span>UE <span class="_ _47"> </span><span class="ff7">–</span> <span class="_ _50"></span><span class="ff7">mające <span class="_ _5e"></span>za<span class="_ _3"></span>stosowanie <span class="_ _50"></span>dla <span class="_ _50"></span>okresów <span class="_ _50"></span>rocznych </span></div><div class="t m0 x5 h2 y22b ff7 fs0 fc1 sc0 ls0 ws0">rozpoczynający<span class="_ _3"></span>ch się dnia 1 stycznia <span class="_ _3"></span>2023 roku lub pó<span class="_ _3"></span>źniej;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y22c ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span>Zmian<span class="_ _3"></span>y <span class="_ _5f"> </span>do <span class="_ _5f"> </span>MSR <span class="_ _5f"> </span>1 <span class="_ _5f"> </span>i <span class="_ _5f"> </span>Stano<span class="_ _3"></span></span>wiska <span class="_ _5f"> </span>Praktyczn<span class="_ _3"></span>ego <span class="_ _5f"> </span>2: <span class="_ _5f"> </span>Ujawnianie <span class="_ _5f"> </span>informacji <span class="_ _5f"> </span>dotyczą<span class="_ _3"></span>cych <span class="_ _5f"> </span>zas<span class="_ _3"></span>ad <span class="_ _5f"> </span>(polityki) </div><div class="t m0 x5 h2 y22d ff7 fs0 fc1 sc0 ls0 ws0">rachunkowości <span class="_ _62"> </span>(op<span class="_ _3"></span>ublikowano <span class="_ _62"> </span>d<span class="_ _3"></span>nia <span class="_ _62"> </span>12 <span class="_ _62"> </span>lute<span class="_ _3"></span>go <span class="_ _62"> </span>2021 <span class="_ _62"> </span>rok<span class="_ _3"></span>u) <span class="_ _5f"> </span>–<span class="ff1"> <span class="_ _62"> </span></span>mające<span class="_ _3"></span> <span class="_ _62"> </span>zasto<span class="_ _3"></span>sowanie <span class="_ _62"> </span>d<span class="_ _3"></span>la <span class="_ _62"> </span>okresów <span class="_ _62"> </span>roczn<span class="_ _3"></span>ych </div><div class="t m0 x5 h2 y22e ff7 fs0 fc1 sc0 ls0 ws0">rozpoczynający<span class="_ _3"></span>ch się dnia 1 stycznia <span class="_ _3"></span>2023 roku lub pó<span class="_ _3"></span>źniej;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y22f ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span>Zmian<span class="_ _3"></span>y  do <span class="_ _66"> </span>MSR  8: <span class="_ _66"> </span>Definic<span class="_ _3"></span></span>ja  wartości <span class="_ _66"> </span>s<span class="_ _3"></span>zacunkowych  (opublikowano <span class="_ _48"> </span>dnia  12 <span class="_ _48"> </span>lutego <span class="_ _48"> </span>2021  roku)  –<span class="ff1"> <span class="_ _66"> </span></span>mające<span class="_ _3"></span> </div><div class="t m0 x5 h2 y230 ff7 fs0 fc1 sc0 ls0 ws0">zastosowan<span class="_ _3"></span>ie dla okresów rocznych<span class="_ _3"></span> rozpoczynających s<span class="_ _3"></span>ię dnia 1 styczn<span class="_ _3"></span>ia 2023 roku lub później;<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y231 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>Zmian<span class="_ _3"></span>y do MSR 12: Podat<span class="_ _3"></span>ek odroczony dotyczący a<span class="_ _3"></span>ktywów i zobowiązań powsta<span class="_ _3"></span>jących na sku<span class="_ _0"></span><span class="ff1">tek pojedynczej </span></div><div class="t m0 x5 h2 y232 ff1 fs0 fc1 sc0 ls0 ws0">transakcji <span class="_ _3"></span>(op<span class="_ _3"></span>ublikowano <span class="_ _3"></span>dnia <span class="_ _3"></span>7 <span class="_ _3"></span>maja <span class="_ _3"></span>2021 <span class="_ _3"></span>roku<span class="_ _3"></span>) <span class="_ _3"></span><span class="ff7">–</span> <span class="_ _0"></span><span class="ff7">mające <span class="_ _3"></span>zas<span class="_ _3"></span>tosowanie <span class="_ _3"></span>dla <span class="_ _3"></span>okres<span class="_ _3"></span>ów <span class="_ _3"></span>rocznych <span class="_ _3"></span>rozp<span class="_ _3"></span>oczynających </span></div><div class="t m0 x5 h2 y233 ff7 fs0 fc1 sc0 ls0 ws0">się dnia 1 sty<span class="_ _3"></span>cznia 2023 roku lub p<span class="_ _3"></span>óźniej;<span class="ff1"> </span></div><div class="t m0 x5 h2 y234 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span>Zmian<span class="_ _3"></span>y  d<span class="_ _3"></span>o  MSSF <span class="_ _55"> </span>17  Umowy<span class="_ _3"></span>  u<span class="_ _3"></span>bezpieczeniowe:  Pier<span class="_ _3"></span>wsze <span class="_ _55"> </span>zastosowanie <span class="_ _55"> </span>MSSF  17  i <span class="_ _55"> </span>MSSF  9 <span class="_ _61"> </span></span>–<span class="ff1">  Informacj<span class="_ _3"></span>e </span></div><div class="t m0 x5 h2 y235 ff7 fs0 fc1 sc0 ls0 ws0">porównawcze <span class="_ _56"> </span>(opublikowan<span class="_ _3"></span>o <span class="_ _56"> </span>dnia <span class="_ _56"> </span>9 <span class="_ _5f"> </span>grud<span class="_ _3"></span>nia <span class="_ _5f"> </span>2021 <span class="_ _56"> </span>roku) <span class="_ _57"> </span><span class="ff1">- <span class="_ _56"> </span></span>mające <span class="_ _56"> </span>zastoso<span class="_ _3"></span>wanie <span class="_ _5f"> </span>dla <span class="_ _56"> </span>okr<span class="_ _3"></span>esów <span class="_ _5f"> </span>ro<span class="_ _3"></span>cznych </div><div class="t m0 x5 h2 y236 ff7 fs0 fc1 sc0 ls0 ws0">rozpoczynający<span class="_ _3"></span>ch się dnia 1 stycznia <span class="_ _3"></span>2023 roku lub pó<span class="_ _3"></span>źniej.<span class="ff1"> </span></div><div class="t m0 x5 h2 y237 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>Zmian<span class="_ _3"></span>y <span class="_ _61"> </span>d<span class="_ _3"></span>o <span class="_ _61"> </span>MSR <span class="_ _60"> </span>1: <span class="_ _61"> </span>Prezentacja <span class="_ _60"> </span>sprawozd<span class="_ _3"></span>ań <span class="_ _61"> </span>finansowych <span class="_ _62"> </span>–<span class="ff1"> <span class="_ _61"> </span></span>Podział <span class="_ _60"> </span>zobowiązań <span class="_ _61"> </span>n<span class="_ _3"></span>a <span class="_ _61"> </span>krótkoterminowe <span class="_ _61"> </span>i<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y238 ff7 fs0 fc1 sc0 ls0 ws0">długoterminowe <span class="_ _51"></span>oraz <span class="_ _51"></span>Podzia<span class="_ _3"></span>ł <span class="_ _51"></span>zobowiązań <span class="_ _51"></span>na <span class="_ _51"></span>kró<span class="_ _3"></span>tkoterminowe <span class="_ _51"></span>i <span class="_ _51"></span>dłu<span class="_ _3"></span>goterminowe –<span class="ff1"> <span class="_ _51"></span><span class="ff7">odroczenie <span class="_ _51"></span>daty <span class="_ _51"></span>wejś<span class="_ _3"></span>cia <span class="_ _51"></span>w <span class="_ _51"></span>życie </span></span></div><div class="t m0 x5 h2 y239 ff7 fs0 fc1 sc0 ls0 ws0">oraz <span class="_ _0"></span>Zobowiązania <span class="_ _0"></span>d<span class="_ _3"></span>ługoterminowe <span class="_ _0"></span>za<span class="_ _3"></span>wierające <span class="_ _0"></span>klauzule <span class="_ _0"></span>u<span class="_ _3"></span>mowne <span class="_ _0"></span>(opublikowan<span class="_ _3"></span>o <span class="_ _0"></span>odpowiednio <span class="_ _0"></span>dnia <span class="_ _0"></span>2<span class="_ _3"></span>3 <span class="_ _0"></span>stycznia </div><div class="t m0 x5 h2 y23a ff1 fs0 fc1 sc0 ls0 ws0">2020 <span class="_ _55"> </span>roku <span class="_ _61"> </span>oraz <span class="_ _61"> </span>15 <span class="_ _55"> </span>lipca <span class="_ _61"> </span>2020 <span class="_ _55"> </span>roku<span class="_ _3"></span> <span class="_ _55"> </span>oraz <span class="_ _61"> </span>31 <span class="_ _61"> </span><span class="ff7">października<span class="_ _3"></span> <span class="_ _55"> </span>2022 <span class="_ _61"> </span>roku) <span class="_ _61"> </span>–</span> <span class="_ _55"> </span>do <span class="_ _61"> </span>dnia <span class="_ _55"> </span>za<span class="_ _3"></span>twierdzenia <span class="_ _61"> </span>niniejszego </div><div class="t m0 x5 h2 y23b ff1 fs0 fc1 sc0 ls0 ws0">sprawozdania <span class="_ _52"> </span>finansowego <span class="_ _58"> </span>niezatwierdzone <span class="_ _58"> </span>przez <span class="_ _52"> </span>UE <span class="_ _52"> </span><span class="ff7">–</span> <span class="_ _58"> </span><span class="ff7">mające <span class="_ _58"> </span>zastosowan<span class="_ _3"></span>ie <span class="_ _58"> </span>dla <span class="_ _58"> </span>okresó<span class="_ _3"></span>w <span class="_ _58"> </span>rocznych </span></div><div class="t m0 x5 h2 y23c ff7 fs0 fc1 sc0 ls0 ws0">rozpoczynający<span class="_ _3"></span>ch się dnia 1 stycznia <span class="_ _3"></span>2024 roku lub pó<span class="_ _3"></span>źniej;<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y23d ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>Zmian<span class="_ _3"></span>a <span class="_ _62"> </span>do <span class="_ _62"> </span>MSS<span class="_ _3"></span>F <span class="_ _62"> </span>16 <span class="_ _62"> </span>Leas<span class="_ _3"></span>ing: <span class="_ _62"> </span>Zob<span class="_ _3"></span>owiązanie <span class="_ _62"> </span>l<span class="_ _3"></span>easin<span class="_ _3"></span>gowe <span class="_ _62"> </span>w <span class="_ _62"> </span>tra<span class="_ _3"></span>nsakcji <span class="_ _62"> </span>s<span class="_ _3"></span>przedaży <span class="_ _62"> </span>i <span class="_ _62"> </span>l<span class="_ _3"></span>easingu <span class="_ _62"> </span>zwrot<span class="_ _3"></span>nego </div><div class="t m0 x5 h2 y23e ff7 fs0 fc1 sc0 ls0 ws0">(opublikowano  dnia  22 <span class="_ _48"> </span>września  2022  roku)  –<span class="ff1"> <span class="_ _48"> </span>do  dnia <span class="_ _48"> </span>zatwierdzenia  niniejszego  sprawozdania  finansowego </span></div><div class="t m0 x5 h2 y23f ff1 fs0 fc1 sc0 ls0 ws0">niezatwierdzone przez UE <span class="ff7">–</span> <span class="ff7">maj<span class="_ _3"></span>ąca zastosowanie dla okresów rocznych rozpoczyn<span class="_ _3"></span>ających się dnia 1 sty<span class="_ _3"></span></span>cznia 2024 </div><div class="t m0 x5 h2 y240 ff7 fs0 fc1 sc0 ls0 ws0">roku lub p<span class="_ _3"></span>óźniej;<span class="ff1"> </span></div><div class="t m0 x5 h2 y241 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y242 ff7 fs0 fc1 sc0 ls0 ws0">Daty <span class="_ _5e"></span>wejścia <span class="_ _5e"></span>w <span class="_ _0"></span>ży<span class="_ _3"></span>cie <span class="_ _0"></span>są <span class="_ _5e"></span>datami <span class="_ _5e"></span>wynikającymi <span class="_ _5e"></span>z <span class="_ _5e"></span>treści <span class="_ _5e"></span>standardów <span class="_ _5e"></span>ogłoszonych <span class="_ _5e"></span>przez <span class="_ _5e"></span>Radę <span class="_ _0"></span>ds<span class="_ _3"></span>. <span class="_ _0"></span>Międzynaro<span class="_ _3"></span>dowej </div><div class="t m0 x5 h2 y243 ff7 fs0 fc1 sc0 ls0 ws0">Sprawozdawczości <span class="_ _62"> </span>Finansowej. <span class="_ _62"> </span>Daty <span class="_ _60"> </span>s<span class="_ _3"></span>tosowania <span class="_ _62"> </span>standardów <span class="_ _60"> </span>w <span class="_ _62"> </span>Unii <span class="_ _60"> </span>E<span class="_ _3"></span>uropejskiej <span class="_ _62"> </span>mogą <span class="_ _60"> </span>różn<span class="_ _3"></span>ić <span class="_ _60"> </span>się <span class="_ _62"> </span>od <span class="_ _60"> </span>dat </div><div class="t m0 x5 h2 y244 ff7 fs0 fc1 sc0 ls0 ws0">stosowania wyn<span class="_ _3"></span>ikających z treści standard<span class="_ _3"></span>ów i są ogłaszane w momencie zatwierdzenia d<span class="_ _3"></span>o stosowania p<span class="_ _3"></span>rzez Unię </div><div class="t m0 x5 h2 y245 ff7 fs0 fc1 sc0 ls0 ws0">Europejską.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi xa y1d w3 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">15<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff7 fs0 fc1 sc0 ls0 ws0">W niniejs<span class="_ _3"></span>zym sp<span class="_ _3"></span>rawozdaniu <span class="_ _3"></span>finansowym <span class="_ _3"></span>Spółka <span class="_ _3"></span>nie zd<span class="_ _3"></span>ecydowała <span class="_ _3"></span>o wcześniejszy<span class="_ _3"></span>m zas<span class="_ _3"></span>tosowaniu <span class="_ _3"></span>opublikowan<span class="_ _3"></span>ych </div><div class="t m0 x5 h2 yce ff7 fs0 fc1 sc0 ls0 ws0">standardó<span class="_ _3"></span>w <span class="_ _5e"></span>lub <span class="_ _5e"></span>interp<span class="_ _3"></span>retacji <span class="_ _5e"></span>przed <span class="_ _5e"></span>ich <span class="_ _50"></span>datą <span class="_ _50"></span>wejścia<span class="_ _3"></span><span class="ff1"> <span class="_ _5e"></span></span>w <span class="_ _5e"></span>życi<span class="_ _3"></span>e <span class="_ _5e"></span>oraz <span class="_ _50"></span>nie <span class="_ _5e"></span>stosu<span class="_ _3"></span>je <span class="_ _5e"></span>stand<span class="_ _3"></span>ardów <span class="_ _0"></span>opu<span class="_ _3"></span>blikowanych <span class="_ _50"></span>przez </div><div class="t m0 x5 h2 ycf ff7 fs0 fc1 sc0 ls0 ws0">radę <span class="_ _52"> </span>Między<span class="_ _3"></span>narodowych <span class="_ _5d"> </span>Sta<span class="_ _3"></span>ndardów <span class="_ _5d"> </span>Rachunkowoś<span class="_ _3"></span>ci <span class="_ _52"> </span>lub<span class="_ _3"></span> <span class="_ _5d"> </span>Komitet <span class="_ _52"> </span>d<span class="_ _3"></span>s. <span class="_ _5d"> </span>Interpretacji <span class="_ _5d"> </span>Międzynarod<span class="_ _3"></span>owej </div><div class="t m0 x5 h2 yd0 ff7 fs0 fc1 sc0 ls0 ws0">Sprawozdawczości Finan<span class="_ _3"></span>sowej, a n<span class="_ _3"></span>iezatwierdzonych przez <span class="_ _3"></span>Unię Europejską<span class="_ _3"></span>.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y13e ff7 fs0 fc1 sc0 ls0 ws0">Na dzień zatwierdzenia niniejs<span class="_ _3"></span>zego spra<span class="_ _3"></span>wozdania finansowego do publika<span class="_ _3"></span>cji Zarząd nie zakończył jeszcze prac nad </div><div class="t m0 x5 h2 y13f ff7 fs0 fc1 sc0 ls0 ws0">oceną  wpływu  wpro<span class="_ _3"></span>wadzeni<span class="_ _3"></span>a  pozos<span class="_ _3"></span>tałych  stand<span class="_ _3"></span>ardów  oraz  interpretacji  n<span class="_ _3"></span>a  stos<span class="_ _3"></span>owane  przez  Spół<span class="_ _3"></span>kę  zasady </div><div class="t m0 x5 h2 y246 ff7 fs0 fc1 sc0 ls0 ws0">(politykę) <span class="_ _5e"></span>rachun<span class="_ _3"></span>kowości <span class="_ _5e"></span>w <span class="_ _5e"></span>odniesieniu <span class="_ _50"></span>do <span class="_ _5e"></span>działalności <span class="_ _50"></span>Spółki <span class="_ _5e"></span>lub <span class="_ _5e"></span>jej <span class="_ _5e"></span>wynikó<span class="_ _0"></span><span class="ff1">w <span class="_ _5e"></span>finanso<span class="_ _3"></span>wych. <span class="_ _5e"></span>Niemniej, <span class="_ _5e"></span>w <span class="_ _5e"></span>o<span class="_ _3"></span>cenie </span></div><div class="t m0 x5 h2 y16b ff7 fs0 fc1 sc0 ls0 ws0">Zarządu, <span class="_ _47"></span>wyżej <span class="_ _47"></span>wymienione <span class="_ _50"></span>z<span class="_ _3"></span>miany <span class="_ _47"></span>stand<span class="_ _3"></span>ardów <span class="_ _50"></span>n<span class="_ _3"></span>ie <span class="_ _50"></span>będą <span class="_ _47"> </span>miały<span class="_ _3"></span> <span class="_ _50"></span>is<span class="_ _3"></span>totnego <span class="_ _47"></span>wpływu <span class="_ _50"></span>n<span class="_ _3"></span>a <span class="_ _50"></span>s<span class="_ _3"></span>prawozdanie <span class="_ _47"></span>finansowe </div><div class="t m0 x5 h2 y247 ff7 fs0 fc1 sc0 ls0 ws0">Spółki.<span class="ff1"> </span></div><div class="t m0 x5 h2 y248 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y249 ff2 fs0 fc1 sc0 ls4 ws0">7.<span class="ff4 ls0"> <span class="_ _5c"> </span><span class="ff8">Przychody umów <span class="_ _3"></span>z klientami<span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y24a ff7 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _66"> </span>z <span class="_ _48"> </span>MSSF <span class="_ _66"> </span>15 <span class="_ _48"> </span>przychody<span class="_ _3"></span> <span class="_ _66"> </span>ujmuje <span class="_ _48"> </span>się <span class="_ _66"> </span>w <span class="_ _48"> </span>kwocie <span class="_ _66"> </span>wyna<span class="_ _3"></span>grodzenia, <span class="_ _48"> </span>które  –<span class="ff1"> <span class="_ _47"> </span>zgodn<span class="_ _3"></span>ie <span class="_ _66"> </span>z <span class="_ _66"> </span>o<span class="_ _3"></span>czekiwaniem <span class="_ _66"> </span>jedno<span class="_ _3"></span>stki <span class="_ _48"> </span></span>–<span class="ff1"> </span></div><div class="t m0 x5 h2 y24b ff7 fs0 fc1 sc0 ls0 ws0">przysługuje jej w zamian<span class="_ _3"></span> za przekazan<span class="_ _3"></span>ie przyrzeczonych d<span class="_ _3"></span>óbr lub usług kliento<span class="_ _3"></span>wi.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y146 ff7 fs0 fc1 sc0 ls0 ws0">Do <span class="_ _51"></span>zakoń<span class="_ _3"></span>czenia <span class="_ _51"></span>kontra<span class="_ _3"></span>ktu <span class="_ _51"></span>we Francji, <span class="_ _51"></span>tj. <span class="_ _51"></span>30.06.2021r.<span class="_ _3"></span> <span class="_ _1"></span>Spółka <span class="_ _51"></span>d<span class="_ _3"></span>ziała<span class="lsf">ła</span><span class="ff1"> <span class="_ _1"></span>w <span class="_ _51"></span>segmencie <span class="_ _51"></span><span class="ff7">USŁU<span class="_ _3"></span>GI <span class="_ _1"></span>GÓRNICZE<span class="ff1">. <span class="_ _51"></span>W 2022 <span class="_ _51"></span>roku </span></span></span></div><div class="t m0 x5 h2 y147 ff7 fs0 fc1 sc0 ls0 ws0">Spółka prowad<span class="_ _3"></span>ziła jedynie <span class="_ _3"></span>pozostałą działaln<span class="_ _3"></span>ość, niezwiązaną z s<span class="_ _3"></span>egmentem USŁUG GÓRNI<span class="_ _3"></span>CZYCH<span class="_ _3"></span><span class="ff1">. </span></div><div class="t m0 x5 h2 y24c ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h15 y24d ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _6a"> </span><span class="ff8">Sprzedaż towar<span class="_ _3"></span>ów<span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y24e ff7 fs0 fc1 sc0 ls0 ws0">Jeżeli <span class="_ _66"> </span>umowa <span class="_ _66"> </span>za<span class="_ _3"></span>wiera <span class="_ _66"> </span>ty<span class="_ _3"></span>lko <span class="_ _66"> </span>jedno<span class="_ _3"></span> <span class="_ _66"> </span>zobowiązan<span class="_ _3"></span>ie <span class="_ _66"> </span>do <span class="_ _48"> </span>wykonania <span class="_ _48"> </span>świadczenia  –<span class="ff1"> <span class="_ _66"> </span></span>sprzedaż <span class="_ _48"> </span>towaru, <span class="_ _66"> </span>p<span class="_ _3"></span>rzychód <span class="_ _66"> </span>jest </div><div class="t m0 x5 h2 y24f ff7 fs0 fc1 sc0 ls0 ws0">rozpoznawany<span class="_ _3"></span> <span class="_ _0"></span>w <span class="_ _3"></span>okr<span class="_ _3"></span>eślonym <span class="_ _0"></span>mom<span class="_ _3"></span>encie, <span class="_ _0"></span>tj. <span class="_ _5e"></span>gdy <span class="_ _0"></span>klient <span class="_ _0"></span>uzyska<span class="_ _3"></span> <span class="_ _0"></span>kontrolę <span class="_ _0"></span>nad <span class="_ _0"></span>toware<span class="_ _3"></span>m <span class="_ _3"></span>(co<span class="_ _3"></span> <span class="_ _0"></span>do<span class="_ _3"></span> <span class="_ _0"></span>zasady <span class="_ _0"></span>w <span class="_ _0"></span>momencie </div><div class="t m0 x5 h2 y250 ff1 fs0 fc1 sc0 ls0 ws0">dostawy).  </div><div class="t m0 x5 h2 y228 ff1 fs0 fc1 sc0 ls0 ws0">-  <span class="_ _5c"> </span>Wynagrodzenie zmienne<span class="_ _3"></span> </div><div class="t m0 x5 h2 y125 ff7 fs0 fc1 sc0 ls0 ws0">Niektóre umowy <span class="_ _1"></span>z klientami <span class="_ _51"></span>z<span class="_ _3"></span>awierają kwoty <span class="_ _51"></span>z<span class="_ _3"></span>mienne wynagrodzenia w <span class="_ _51"></span>zw<span class="_ _3"></span>iązku z udzielaniem <span class="_ _51"></span>upus<span class="_ _3"></span>tów, rabatów, </div><div class="t m0 x5 h2 y251 ff7 fs0 fc1 sc0 ls0 ws0">nakładan<span class="_ _3"></span>iem  ka<span class="_ _3"></span>r. <span class="_ _55"> </span>Zgodnie <span class="_ _55"> </span>z <span class="_ _55"> </span>MSSF  15, <span class="_ _55"> </span>j<span class="_ _3"></span>eśli <span class="_ _55"> </span>wynagrodze<span class="_ _3"></span>nie <span class="_ _55"> </span>określone <span class="_ _55"> </span>w <span class="_ _55"> </span>umowie <span class="_ _55"> </span>obejmuje <span class="_ _55"> </span>kwotę <span class="_ _55"> </span>zmienną, </div><div class="t m0 x5 h2 y252 ff7 fs0 fc1 sc0 ls0 ws0">jednostka <span class="_ _57"> </span>oszacowuje <span class="_ _57"> </span>kwotę <span class="_ _57"> </span>wynagrodzenia, <span class="_ _57"> </span>do <span class="_ _57"> </span>któ<span class="_ _3"></span>rego <span class="_ _56"> </span>będzie <span class="_ _57"> </span>uprawniona <span class="_ _57"> </span>w <span class="_ _56"> </span>za<span class="_ _3"></span>mian <span class="_ _56"> </span>za<span class="_ _3"></span> <span class="_ _56"> </span>p<span class="_ _3"></span>rzekazanie </div><div class="t m0 x5 h2 y253 ff7 fs0 fc1 sc0 ls0 ws0">przyrzeczonych dóbr <span class="_ _51"></span>lub <span class="_ _51"></span>usług <span class="_ _51"></span>na rzecz <span class="_ _51"></span>klienta <span class="_ _51"></span>i <span class="_ _51"></span>zalicza do <span class="_ _51"></span>ceny <span class="_ _1"></span>transakcyjnej <span class="_ _51"></span>część lub <span class="_ _51"></span>całość <span class="_ _51"></span>kwoty<span class="_ _0"></span><span class="ff1"> <span class="_ _51"></span>wyn<span class="_ _3"></span>agrodzenia </span></div><div class="t m0 x5 h2 y254 ff7 fs0 fc1 sc0 ls0 ws0">zmiennego wyłącznie w takim zakresie, w jakim istnieje wysokie prawdopodobieństwo, że nie nastąpi odwrócenie </div><div class="t m0 x5 h2 y255 ff7 fs0 fc1 sc0 ls0 ws0">znaczącej części kwoty wcześ<span class="_ _3"></span>niej ujętych s<span class="_ _3"></span>kumulowanych<span class="_ _3"></span> przychodów w momencie, kied<span class="_ _3"></span>y ustanie niepewność co<span class="_ _3"></span> </div><div class="t m0 x5 h2 y256 ff7 fs0 fc1 sc0 ls0 ws0">do wysokoś<span class="_ _3"></span>ci wynagrodzenia<span class="_ _3"></span><span class="ff1"> zmiennego.  </span></div><div class="t m0 x5 h2 y257 ff1 fs0 fc1 sc0 ls0 ws0">-  <span class="_ _5c"> </span>Gwarancje </div><div class="t m0 x5 h2 y258 ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _47"></span>udziela <span class="_ _47"></span>gwarancji <span class="_ _50"></span>na <span class="_ _47"> </span>sp<span class="_ _3"></span>rzedawane <span class="_ _50"></span>to<span class="_ _3"></span>wary. <span class="_ _50"></span>Za<span class="_ _3"></span>zwyczaj <span class="_ _47"></span>gwarancje <span class="_ _47"></span>stanowią <span class="_ _47"></span>zapew<span class="_ _3"></span>nienie <span class="_ _50"></span>klienta, <span class="_ _47"></span>że <span class="_ _47"></span>dany </div><div class="t m0 x5 h2 y259 ff1 fs0 fc1 sc0 ls0 ws0">produkt  jest <span class="_ _48"> </span>zgodny  z <span class="ff7">ustaloną <span class="_ _48"> </span>przez  strony <span class="_ _66"> </span>s<span class="_ _3"></span>pecyfikacją  i <span class="_ _66"> </span>nie  stanowią <span class="_ _48"> </span>dodatko<span class="_ _3"></span>wej <span class="_ _48"> </span>usługi.  W <span class="_ _48"> </span>konsekwencji, </span></div><div class="t m0 x5 h2 y25a ff7 fs0 fc1 sc0 ls0 ws0">większość <span class="_ _47"></span>istniejących<span class="_ _3"></span> <span class="_ _47"></span>gwaran<span class="_ _3"></span>cji <span class="_ _47"></span>nadal <span class="_ _47"> </span>jest <span class="_ _66"> </span>ujmowana <span class="_ _47"></span>zgo<span class="_ _3"></span>dnie <span class="_ _47"></span>z <span class="_ _47"></span>MSR <span class="_ _47"> </span>37<span class="_ _3"></span> <span class="_ _47"></span>Rezerwy, <span class="_ _47"></span>zob<span class="_ _3"></span>owiązania <span class="_ _47"> </span>warun<span class="_ _3"></span>kowe <span class="_ _47"></span>i </div><div class="t m0 x5 h2 y25b ff7 fs0 fc1 sc0 ls0 ws0">aktywa <span class="_ _48"> </span>warunkowe. <span class="_ _48"> </span>Niemniej  jednak, <span class="_ _66"> </span>niektóre <span class="_ _48"> </span>niestandardowe <span class="_ _48"> </span>umowy <span class="_ _48"> </span>z<span class="_ _3"></span><span class="ff1"> </span>klienta<span class="_ _3"></span>mi <span class="_ _66"> </span>mo<span class="_ _3"></span>gą <span class="_ _48"> </span>zawierać <span class="_ _48"> </span>gwarancje </div><div class="t m0 x5 h2 y25c ff7 fs0 fc1 sc0 ls0 ws0">rozszerzone, <span class="_ _48"> </span>które <span class="_ _66"> </span>do <span class="_ _48"> </span>dnia <span class="_ _48"> </span>31.12.2017r. <span class="_ _66"> </span>był<span class="_ _3"></span>y <span class="_ _66"> </span>ujmowa<span class="_ _3"></span><span class="ff1">n<span class="_ _3"></span>e <span class="_ _66"> </span>zgodnie <span class="_ _48"> </span>MSR <span class="_ _66"> </span>37. <span class="_ _48"> </span>Zgodnie <span class="_ _48"> </span>z <span class="_ _66"> </span>MSSF<span class="_ _3"></span> 15 <span class="_ _66"> </span>taka<span class="_ _3"></span> <span class="_ _66"> </span>gwaran<span class="_ _3"></span>cja </span></div><div class="t m0 x5 h2 y25d ff7 fs0 fc1 sc0 ls0 ws0">stanowi oddzielną usługę <span class="_ _1"></span>–<span class="ff1"> <span class="_ _1"></span><span class="ff7">ujmowaną jako zobowiązanie <span class="_ _51"></span>d<span class="_ _3"></span>o wykonania świadczenia, <span class="_ _1"></span>do <span class="_ _1"></span>której przypisuje się <span class="_ _51"></span>część </span></span></div><div class="t m0 x5 h2 y25e ff1 fs0 fc1 sc0 ls0 ws0">ceny transakcy<span class="_ _3"></span>jnej. </div><div class="t m0 x5 h2 y25f ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _48"> </span>okresie  objętym <span class="_ _66"> </span>n<span class="_ _3"></span>iniejszym  sprawozdaniem <span class="_ _48"> </span>finansowym  nie <span class="_ _66"> </span>wys<span class="_ _3"></span>tąpiły  przyp<span class="_ _3"></span>adki <span class="_ _48"> </span>skutkują<span class="_ _3"></span>ce <span class="_ _48"> </span>wystąpieniem </div><div class="t m0 x5 h2 y260 ff7 fs0 fc1 sc0 ls0 ws0">korekt dotyczący<span class="_ _3"></span>ch przychodów ze sprzedaży<span class="_ _3"></span> towarów.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h15 y261 ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _6b"> </span><span class="ff8">Sprzedaż pakietu d<span class="_ _3"></span>óbr i usług lub p<span class="_ _3"></span>akietu kilku usług, świadczo<span class="_ _3"></span>nych w różnym okr<span class="_ _3"></span>esie<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y262 ff7 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _66"> </span>z <span class="_ _66"> </span>MSSF <span class="_ _66"> </span>15, <span class="_ _66"> </span>cenę <span class="_ _66"> </span>tra<span class="_ _3"></span>nsakcy<span class="_ _3"></span>jną <span class="_ _47"> </span>p<span class="_ _3"></span>rzypisuje <span class="_ _66"> </span>się <span class="_ _66"> </span>do <span class="_ _66"> </span>każdego <span class="_ _66"> </span>zobowiązan<span class="_ _3"></span>ia <span class="_ _66"> </span>do <span class="_ _66"> </span>wykonan<span class="_ _3"></span>ia <span class="_ _66"> </span>ś<span class="_ _0"></span><span class="ff1">wiadczenia <span class="_ _66"> </span>na </span></div><div class="t m0 x5 h2 y263 ff7 fs0 fc1 sc0 ls0 ws0">podstawie propo<span class="_ _3"></span>rcjonalnej indywidualnej ceny<span class="_ _3"></span> sprzedaży<span class="_ _3"></span>. <span class="ff1"> </span></div><div class="t m0 x5 h2 y264 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _51"></span>ramach <span class="_ _51"></span>ś<span class="_ _3"></span>wiadczenia usług <span class="_ _51"></span>górniczych<span class="_ _3"></span> <span class="_ _51"></span>Spółka przenosi <span class="_ _51"></span>kontrolę <span class="_ _51"></span>i tym <span class="_ _51"></span>samym <span class="_ _51"></span>spełn<span class="_ _3"></span>ia <span class="_ _51"></span>zob<span class="_ _3"></span>owiązanie <span class="_ _51"></span>d<span class="_ _3"></span>o <span class="_ _51"></span>wyko<span class="_ _3"></span>nania </div><div class="t m0 x5 h2 y265 ff7 fs0 fc1 sc0 ls0 ws0">świadczenia w<span class="ff1"> </span>miarę u<span class="_ _3"></span>pływu czas<span class="_ _3"></span>u otrzymując jedn<span class="_ _3"></span>ocześnie wynagrodzenie za św<span class="_ _0"></span>iadczone u<span class="_ _3"></span>sługi.<span class="ff1"> </span></div><div class="t m0 x5 h2 y266 ff7 fs0 fc1 sc0 ls0 ws0">Spółka rozpo<span class="_ _3"></span>znaje przychody w korespo<span class="_ _3"></span>ndencji z pozy<span class="_ _3"></span>cją „Należności z ty<span class="_ _3"></span>tułu dostaw i usług”. <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y19 ff7 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>MSSF <span class="_ _0"></span>15, <span class="_ _0"></span>jeśli <span class="_ _0"></span>j<span class="_ _3"></span>ednostka <span class="_ _0"></span>sp<span class="_ _3"></span>ełnia <span class="_ _0"></span>zobowiązanie, <span class="_ _0"></span>dokonu<span class="_ _3"></span>jąc <span class="_ _0"></span>przekazania <span class="_ _0"></span>d<span class="_ _3"></span>óbr <span class="_ _0"></span>lub <span class="_ _0"></span>usług <span class="_ _0"></span>klientowi, <span class="_ _0"></span>zan<span class="_ _3"></span>im </div><div class="t m0 x5 h2 y267 ff7 fs0 fc1 sc0 ls0 ws0">klient zapłaci wynagrodzenie lub przed terminem jego wymagalności, jednostka przedstawia umowę jako składnik </div><div class="t m0 x5 h2 y268 ff7 fs0 fc1 sc0 ls0 ws0">aktywów <span class="_ _47"></span>z <span class="_ _47"></span>tytuł<span class="_ _3"></span>u <span class="_ _50"></span>u<span class="_ _3"></span>mowy, <span class="_ _47"></span>z<span class="ff1"> </span>wył<span class="_ _3"></span>ączeniem <span class="_ _47"></span>wszelkich <span class="_ _47"> </span>kwot <span class="_ _66"> </span>przedstawiany<span class="_ _3"></span>ch <span class="_ _47"></span>jako <span class="_ _47"> </span>należności. <span class="_ _47"> </span>W <span class="_ _66"> </span>okresie <span class="_ _47"></span>objętym </div><div class="t m0 x5 h2 y269 ff7 fs0 fc1 sc0 ls0 ws0">niniejszym spra<span class="_ _3"></span>wozdaniem finan<span class="_ _3"></span>sowym w Spółce nie wystą<span class="_ _3"></span>piły t<span class="_ _3"></span>akie przypadki.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y26a ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi xa y26b w1d h2f" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">16<span class="ls0"> </span></span></div><div class="t m0 x5 h15 y1bf ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _6b"> </span><span class="ff8">Zaliczki otrzymane od k<span class="_ _3"></span>lientów<span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y1c0 ff7 fs0 fc1 sc0 ls0 ws0">Spółka prezentu<span class="_ _3"></span>je zaliczki otrzymane od<span class="_ _3"></span> klientów w pozycji „Krót<span class="_ _3"></span>koterminowe pozos<span class="_ _3"></span>tałe zobowiązan<span class="_ _3"></span>ia”.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y26c ff7 fs0 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _47"> </span>z <span class="_ _66"> </span>MSSF <span class="_ _47"> </span>15, <span class="_ _66"> </span>Spółka <span class="_ _66"> </span>ocenia <span class="_ _66"> </span>czy <span class="_ _47"> </span>umowa <span class="_ _66"> </span>zawiera <span class="_ _66"> </span>istotny <span class="_ _66"> </span>element <span class="_ _47"> </span>finans<span class="_ _3"></span>owania. <span class="_ _47"> </span>Sp<span class="_ _3"></span>ółka <span class="_ _47"> </span>zd<span class="_ _3"></span>ecydowała <span class="_ _66"> </span>się </div><div class="t m0 x5 h2 y26d ff7 fs0 fc1 sc0 ls0 ws0">skorzysta<span class="_ _3"></span>ć <span class="_ _61"> </span>z<span class="ff1"> praktyc</span>zn<span class="_ _3"></span>ego <span class="_ _61"> </span>rozwiązania, <span class="_ _61"> </span>zgodnie <span class="_ _61"> </span>z <span class="_ _61"> </span>który<span class="_ _3"></span>m <span class="_ _61"> </span>nie <span class="_ _61"> </span>koryguje <span class="_ _61"> </span>przyrzeczo<span class="_ _3"></span>nej <span class="_ _61"> </span>kwoty <span class="_ _61"> </span>wyn<span class="_ _3"></span>agrodzenia <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y26e ff7 fs0 fc1 sc0 ls0 ws0">o <span class="_ _5e"></span>wpływ <span class="_ _5e"></span>is<span class="_ _3"></span>totnego <span class="_ _5e"></span>elementu <span class="_ _50"></span>finansowania,<span class="_ _3"></span> <span class="_ _5e"></span>jeśli <span class="_ _5e"></span>w <span class="_ _5e"></span>momen<span class="_ _3"></span>cie <span class="_ _5e"></span>zawarcia <span class="_ _5e"></span>umo<span class="_ _3"></span>wy <span class="_ _5e"></span>oczekuje<span class="_ _3"></span>, <span class="_ _5e"></span>że <span class="_ _5e"></span>okres<span class="_ _3"></span> <span class="_ _5e"></span>od <span class="_ _5e"></span>momentu </div><div class="t m0 x5 h2 y26f ff7 fs0 fc1 sc0 ls0 ws0">przekazania <span class="_ _47"> </span>przy<span class="_ _3"></span>rzeczonego <span class="_ _47"></span>dobra <span class="_ _47"></span>lub <span class="_ _47"></span>usługi <span class="_ _47"> </span>klientowi <span class="_ _47"> </span>do <span class="_ _47"></span>momentu <span class="_ _47"></span>zapł<span class="_ _0"></span>aty <span class="_ _47"> </span>za <span class="_ _47"></span>dobro <span class="_ _47"></span>lub <span class="_ _47"></span>usługę <span class="_ _47"></span>przez <span class="_ _47"> </span>klienta </div><div class="t m0 x5 h2 y270 ff7 fs0 fc1 sc0 ls0 ws0">wyniesie <span class="_ _66"> </span>nie <span class="_ _66"> </span>więcej <span class="_ _66"> </span>niż <span class="_ _66"> </span>jede<span class="_ _3"></span>n <span class="_ _66"> </span>rok. <span class="_ _66"> </span>Dlatego <span class="_ _66"> </span>też, <span class="_ _66"> </span>dla <span class="_ _66"> </span>kr<span class="_ _3"></span>ótkoterminowych <span class="_ _66"> </span>zaliczek <span class="_ _66"> </span>Spółka<span class="_ _3"></span> <span class="_ _66"> </span>nie <span class="_ _66"> </span>wydziela <span class="_ _66"> </span>istotnego </div><div class="t m0 x5 h2 y271 ff1 fs0 fc1 sc0 ls0 ws0">elementu finansowania.<span class="_ _3"></span> </div><div class="t m0 x5 h2 y272 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _48"> </span>przyp<span class="_ _3"></span>adku <span class="_ _48"> </span>umów  z <span class="_ _66"> </span>klient<span class="_ _3"></span>ami,  dla <span class="_ _66"> </span>kt<span class="_ _3"></span>órych  okres <span class="_ _66"> </span>p<span class="_ _3"></span>omiędzy <span class="_ _48"> </span>przekaza<span class="_ _3"></span>niem <span class="_ _48"> </span>przyrzecz<span class="_ _3"></span>onego  d<span class="_ _3"></span>obra  lub <span class="_ _48"> </span>usługi </div><div class="t m0 x5 h2 y273 ff7 fs0 fc1 sc0 ls0 ws0">klientowi <span class="_ _51"></span>a <span class="_ _51"></span>momentem <span class="_ _51"></span>zap<span class="_ _3"></span>łaty <span class="_ _51"></span>za <span class="_ _51"></span>dobro<span class="_ _3"></span> <span class="_ _51"></span>lub <span class="_ _51"></span>usługę <span class="_ _51"></span>przekracza<span class="_ _3"></span> <span class="_ _51"></span>jeden <span class="_ _51"></span>rok <span class="_ _51"></span>Spółka <span class="_ _51"></span>ocenia, <span class="_ _51"></span>że <span class="_ _51"></span>u<span class="_ _3"></span>mowy <span class="_ _51"></span>zawierają <span class="_ _51"></span>istotny </div><div class="t m0 x5 h2 y274 ff1 fs0 fc1 sc0 ls0 ws0">element finansowania. <span class="_ _3"></span> </div><div class="t m0 x5 h15 y275 ffc fs0 fc1 sc0 ls0 ws0">•<span class="ff5"> <span class="_ _6b"> </span><span class="ff2">Wymogi w zakresie pr<span class="_ _3"></span>ezentacji i ujawnian<span class="_ _3"></span>ia informacji<span class="_ _3"></span><span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y276 ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _50"></span>przed<span class="_ _3"></span>stawiła <span class="_ _50"></span>ujęte <span class="_ _50"></span>przych<span class="_ _3"></span>ody <span class="_ _50"></span>z <span class="_ _50"></span>tytułu <span class="_ _47"></span>umów <span class="_ _50"></span>z <span class="_ _50"></span>klientami <span class="_ _50"></span>w <span class="_ _50"></span>p<span class="_ _3"></span>odziale <span class="_ _50"></span>na <span class="_ _50"></span>ka<span class="_ _3"></span>tegorie, <span class="_ _50"></span>które <span class="_ _50"></span>odzwierciedlaj<span class="_ _3"></span>ą </div><div class="t m0 x5 h2 y277 ff7 fs0 fc1 sc0 ls0 ws0">sposób, w <span class="_ _51"></span>jaki <span class="_ _51"></span>czynn<span class="_ _3"></span>iki <span class="_ _51"></span>ekonomiczne <span class="_ _1"></span>wpływają na <span class="_ _51"></span>charakter, <span class="_ _1"></span>kwotę, <span class="_ _51"></span>termin płatności <span class="_ _51"></span>oraz <span class="_ _51"></span>niepewnoś<span class="_ _3"></span>ć <span class="_ _51"></span>p<span class="_ _3"></span>rzychodów </div><div class="t m0 x5 h2 y278 ff7 fs0 fc1 sc0 ls0 ws0">i przepływów pieniężnych<span class="_ _3"></span>. <span class="ff1"> </span></div><div class="t m0 x5 h2 yf3 ff1 fs0 fc1 sc0 ls0 ws0">Segment <span class="_ _47"></span>US<span class="ff7">ŁUGI <span class="_ _47"></span>GÓRNICZE<span class="_ _3"></span> <span class="_ _47"> </span>obejm<span class="_ _3"></span>ował</span> <span class="_ _47"></span><span class="ff7">usłu<span class="_ _3"></span>gi <span class="_ _47"></span>wykonawcze <span class="_ _47"></span>budownictwa <span class="_ _47"> </span>górn<span class="_ _3"></span>iczego,</span> <span class="_ _66"> </span><span class="ff7">usł<span class="_ _3"></span>ugi <span class="_ _47"></span>utrzymania <span class="_ _47"></span>ruchu </span></div><div class="t m0 x5 h2 y279 ff7 fs0 fc1 sc0 ls0 ws0">poeksploatacyjn<span class="_ _3"></span>ego instalacji górniczych k<span class="_ _3"></span>opalni so<span class="_ _3"></span>li potasowej.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y176 ff7 fs0 fc1 sc0 ls0 ws0">Poniższa  tabela  przedstawia  podstawowe <span class="_ _48"> </span>infor<span class="_ _3"></span>macje  finansowe  dotyczące  segmentu  operacyjnego <span class="_ _55"> </span><span class="ff1">-  </span>USŁUGI </div><div class="t m0 x5 h2 y27a ff7 fs0 fc1 sc0 ls0 ws0">GÓRNICZE<span class="ff1">: </span></div></div><div class="c x5 y27b w1e h30"><div class="t m0 xd h14 y1 ff9 fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x54 y27b wa h30"><div class="t m0 x55 hb y27c ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2022 </div><div class="t m0 x56 hb y74 ff2 fs0 fc1 sc0 ls0 ws0"> do 31.12.2022<span class="_ _3"></span> </div></div><div class="c x57 y27b w1f h30"><div class="t m0 xf hb y27c ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2021<span class="_ _3"></span> </div><div class="t m0 xf hb y74 ff2 fs0 fc1 sc0 ls0 ws0">do 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y27d w1e h11"><div class="t m0 x58 hb y88 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x54 y27d wa h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x57 y27d w1f h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y27e w1e h1a"><div class="t m0 xd h2 ye8 ff7 fs0 fc1 sc0 ls0 ws0">Przychody n<span class="_ _3"></span>etto ze sprzedaży produkt<span class="_ _3"></span>ów, towarów i materiałów<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x54 y27e wa h1a"><div class="t m0 x59 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">0 </div></div><div class="c x57 y27e w1f h1a"><div class="t m0 x5a he yb6 ff1 fs1 fc1 sc0 ls6 ws0">16 018<span class="ls0"> </span></div></div><div class="c x5 y27f w1e h19"><div class="t m0 xd h2 ye8 ff7 fs0 fc1 sc0 ls0 ws0">Koszty sp<span class="_ _3"></span>rzedanych produktów, towarów i <span class="_ _3"></span>materiałów<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x54 y27f wa h19"><div class="t m0 x59 he yb6 ff1 fs1 fc1 sc0 ls0 ws0">0 </div></div><div class="c x57 y27f w1f h19"><div class="t m0 x5a he yb6 ff1 fs1 fc1 sc0 ls6 ws0">13 984<span class="ls0"> </span></div></div><div class="c x5 y280 w1e h31"><div class="t m0 xd hb y281 ff2 fs0 fc1 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- <span class="ff8">wynik brutto<span class="_ _3"></span> na sprzed<span class="_ _3"></span>aży</span> </div></div><div class="c x54 y280 wa h31"><div class="t m0 x1d hb y281 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x57 y280 w1f h31"><div class="t m0 x5b hb y281 ff2 fs0 fc1 sc0 ls0 ws0">2 034 </div></div><div class="c x5 y282 w1e h1a"><div class="t m0 xd h2 ye8 ff7 fs0 fc1 sc0 ls0 ws0">Koszty ogólnego za<span class="_ _3"></span>rządu<span class="ff1"> </span></div></div><div class="c x54 y282 wa h1a"><div class="t m0 x1d h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x57 y282 w1f h1a"><div class="t m0 x5b h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">1 658 </div></div><div class="c x5 y283 w1e h20"><div class="t m0 xd hb y284 ff2 fs0 fc1 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- <span class="ff8">wynik na sp<span class="_ _3"></span>rzedaży</span> </div></div><div class="c x54 y283 wa h20"><div class="t m0 x1d hb y284 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x57 y283 w1f h20"><div class="t m0 x5c hb y284 ff2 fs0 fc1 sc0 ls4 ws0">376<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y285 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y183 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y286 ff7 fs0 fc1 sc0 ls0 ws0">Poniższa tab<span class="_ _3"></span>ela przedstawia pods<span class="_ _3"></span>tawowe informacje <span class="_ _3"></span>finans<span class="_ _3"></span>owe dotyczące pozo<span class="_ _3"></span>stałej sprzedaży<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y287 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y288 w1e h9"><div class="t m0 xd h14 y1 ff9 fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x54 y289 wa h30"><div class="t m0 x5d hb y28a ff2 fs0 fc1 sc0 ls10 ws0">      <span class="ls0">od 01.01.2022 </span></div></div><div class="c x57 y289 w20 h30"><div class="t m0 x2e hb y28a ff2 fs0 fc1 sc0 ls10 ws0">        <span class="ls0">od 01.01.2021 </span></div></div><div class="c x54 y288 wa h11"><div class="t m0 x5d hb y28b ff2 fs0 fc1 sc0 ls10 ws0">      <span class="ls0">do 31.12.2022 </span></div></div><div class="c x57 y288 w20 h11"><div class="t m0 xa hb y28b ff2 fs0 fc1 sc0 ls10 ws0">      <span class="ls0">do 31.12.2021 </span></div></div><div class="c x5 y28c w1e h19"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Przychody n<span class="_ _3"></span>etto ze <span class="ff7">sp<span class="_ _3"></span>rzedaży</span> <span class="ff7">usług</span> </div></div><div class="c x54 y28c wa h19"><div class="t m0 x5e h2 ye8 ff1 fs0 fc1 sc0 ls4 ws0">573<span class="ls0"> </span></div></div><div class="c x57 y28c w20 h19"><div class="t m0 x17 h2 ye8 ff1 fs0 fc1 sc0 ls4 ws0">467<span class="ls0"> </span></div></div><div class="c x5 y28d w1e h19"><div class="t m0 xd h2 ye8 ff7 fs0 fc1 sc0 ls0 ws0">Koszty sp<span class="_ _3"></span>rzedanych usług<span class="ff1"> </span></div></div><div class="c x54 y28d wa h19"><div class="t m0 x1f h2 ye8 ff1 fs0 fc1 sc0 ls4 ws0">72<span class="ls0"> </span></div></div><div class="c x57 y28d w20 h19"><div class="t m0 x1d h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y1b5 w1e h1c"><div class="t m0 xd hb y28e ff2 fs0 fc1 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- <span class="ff8">wynik brutto<span class="_ _3"></span> na sprzed<span class="_ _3"></span>aży</span> </div></div><div class="c x54 y1b5 wa h1c"><div class="t m0 x5e hb y28e ff2 fs0 fc1 sc0 ls4 ws0">501<span class="ls0"> </span></div></div><div class="c x57 y1b5 w20 h1c"><div class="t m0 x17 hb y28e ff2 fs0 fc1 sc0 ls4 ws0">467<span class="ls0"> </span></div></div><div class="c x5 y44 w1e h19"><div class="t m0 xd h2 ye8 ff7 fs0 fc1 sc0 ls0 ws0">Koszty ogólnego za<span class="_ _3"></span>rządu<span class="ff1"> </span></div></div><div class="c x54 y44 wa h19"><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls4 ws0">1010<span class="ls0"> </span></div></div><div class="c x57 y44 w20 h19"><div class="t m0 x17 h2 ye8 ff1 fs0 fc1 sc0 ls4 ws0">381<span class="ls0"> </span></div></div><div class="c x5 y28f w1e h1d"><div class="t m0 xd hb y284 ff2 fs0 fc1 sc0 ls0 ws0">Wynik segmentu <span class="_ _3"></span>- <span class="ff8">wynik na sp<span class="_ _3"></span>rzedaży</span> </div></div><div class="c x54 y28f wa h1d"><div class="t m0 x51 hb y284 ff2 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">509</span> </div></div><div class="c x57 y28f w20 h1d"><div class="t m0 x5f hb y284 ff2 fs0 fc1 sc0 ls4 ws0">86<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y290 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y291 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y292 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi xa y293 w21 h32" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">17<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y294 ff7 fs0 fc1 sc0 ls0 ws0">Poniższa tab<span class="_ _3"></span>ela przedstawia strukt<span class="_ _3"></span>urę geograficzną przycho<span class="_ _3"></span>dów<span class="_ _3"></span><span class="ff1">: </span></div></div><div class="c x5 y295 w22 h33"><div class="t m0 xd h14 y296 ff9 fs9 fc1 sc0 ls0 ws0"> </div></div><div class="c x60 y297 w23 h19"><div class="t m0 x61 hb ye8 ff2 fs0 fc1 sc0 ls10 ws0">      <span class="ls0">od 01.01.2022  </span></div></div><div class="c x62 y297 w24 h19"><div class="t m0 x63 hb ye8 ff2 fs0 fc1 sc0 ls10 ws0">       <span class="ls0">od 01.01.2021 </span></div></div><div class="c x60 y295 w23 h1a"><div class="t m0 x61 hb ye8 ff2 fs0 fc1 sc0 ls10 ws0">      <span class="ls0">do 31.12.2022 </span></div></div><div class="c x62 y295 w24 h1a"><div class="t m0 x63 hb ye8 ff2 fs0 fc1 sc0 ls10 ws0">       <span class="ls0">do 31.12.2021 </span></div></div><div class="c x5 y298 w22 h19"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Region Geograficzny<span class="_ _3"></span> </div></div><div class="c x60 y298 w23 h19"><div class="t m0 xd h2 yb4 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y298 w24 h19"><div class="t m0 x64 h15 yb4 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y299 w22 h19"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Polska </div></div><div class="c x60 y299 w23 h19"><div class="t m0 x65 h2 ye8 ff1 fs0 fc1 sc0 ls4 ws0">573<span class="ls0"> </span></div></div><div class="c x62 y299 w24 h19"><div class="t m0 x4b h2 ye8 ff1 fs0 fc1 sc0 ls4 ws0">467<span class="ls0"> </span></div></div><div class="c x5 y29a w22 h1a"><div class="t m0 xd h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">Unia Europejska </div></div><div class="c x60 y29a w23 h1a"><div class="t m0 x66 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x62 y29a w24 h1a"><div class="t m0 x20 h2 ye8 ff1 fs0 fc1 sc0 ls0 ws0">16 018 </div></div><div class="c x5 y11c w22 h20"><div class="t m0 xd hb y67 ff8 fs0 fc1 sc0 ls0 ws0">Przychody  z  tytułu<span class="_ _3"></span>  dostaw <span class="_ _55"> </span>i </div><div class="t m0 xd hb y29b ff8 fs0 fc1 sc0 ls0 ws0">usług, razem<span class="ff2"> </span></div></div><div class="c x60 y11c w23 h20"><div class="t m0 x65 hb y284 ff2 fs0 fc1 sc0 ls4 ws0">573<span class="ls0"> </span></div></div><div class="c x62 y11c w24 h20"><div class="t m0 x20 hb y284 ff2 fs0 fc1 sc0 ls0 ws0">16 485 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y29c ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y29d ff7 fs0 fc1 sc0 ls0 ws0">Informacja <span class="_ _1"></span>na <span class="_ _1"></span>temat <span class="_ _1"></span>głównych zewnętrznych <span class="_ _51"></span>klientó<span class="_ _3"></span>w, <span class="_ _51"></span>od<span class="_ _3"></span> <span class="_ _51"></span>k<span class="_ _3"></span>tórych przychody przekraczają <span class="_ _51"></span>10% <span class="_ _51"></span>lub<span class="_ _3"></span> wię<span class="_ _1"></span>cej <span class="_ _1"></span>łącznych </div><div class="t m0 x5 hb y29e ff7 fs0 fc1 sc0 ls0 ws0">przychodów Grupy<span class="_ _3"></span> Emitenta<span class="ff2"> </span></div><div class="t m0 x5 h2 y29f ff1 fs0 fc1 sc0 ls0 ws0">Za okres od s<span class="_ _3"></span>tycznia do <span class="_ _3"></span>grudnia <span class="ls4">2022</span> <span class="ff7">roku<span class="_ _3"></span> kryterium ilościo<span class="_ _3"></span>we, określające klienta<span class="_ _3"></span> głównego <span class="_ _3"></span>zostało<span class="_ _3"></span> osiągnięte </span> </div><div class="t m0 x5 h2 y2a0 ff1 fs0 fc1 sc0 ls11 ws0">z <span class="ls0">dwoma kontrahent<span class="_ _3"></span>ami. Przychody<span class="_ _3"></span> z GRENE<span class="_ _3"></span>VIA S.A. <span class="ff7">w wysokoś<span class="_ _3"></span>ci </span><span class="ls4">312</span> <span class="ff7">tys<span class="_ _3"></span>. zł. zostały zrealizowane w seg<span class="_ _3"></span>mencie  </span></span></div><div class="t m0 x5 h2 y2a1 ff7 fs0 fc1 sc0 ls0 ws0">dotyczącym pozo<span class="_ _3"></span>stałej sprzedaży i do<span class="_ _3"></span>tyczyły obciążenia za<span class="_ _3"></span> korzystanie z infrastru<span class="_ _3"></span>ktury IT. Z powyższym odbiorcą<span class="_ _3"></span> </div><div class="t m0 x5 h2 y2a2 ff1 fs0 fc1 sc0 ls0 ws0">istnieje <span class="ff7">powiązani</span>e <span class="ff7">ka<span class="_ _3"></span>pitałowe</span>.<span class="_ _3"></span> </div><div class="t m0 x5 h2 y2a3 ff7 fs0 fc1 sc0 ls0 ws0">Również z tytułu<span class="_ _3"></span> korzystania z infrastru<span class="_ _3"></span>ktury IT Spół<span class="_ _3"></span>ka zrealizowała<span class="_ _3"></span><span class="ff1"> </span>przy<span class="_ _3"></span>chód na poziomie 261 tys<span class="_ _3"></span> zł ze Spółką<span class="_ _3"></span> </div><div class="t m0 x5 h2 y2a4 ff7 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo Budo<span class="_ _3"></span>wy Szybów S.A., z któ<span class="_ _3"></span>rą nie łączą jej p<span class="_ _3"></span>owiązania kapita<span class="_ _3"></span>łowe.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 hb y2a5 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2a6 ff7 fs0 fc1 sc0 ls0 ws0">Aktywa trwałe (inn<span class="_ _3"></span>e niż instru<span class="_ _3"></span>menty finansowe, akty<span class="_ _3"></span>wa z tytu<span class="_ _3"></span>łu pod<span class="_ _3"></span>atku odroczonego, akt<span class="_ _3"></span>ywa z tytuł<span class="_ _3"></span>u świadczeń </div><div class="t m0 x5 h2 y2a7 ff1 fs0 fc1 sc0 ls0 ws0">pracowniczych <span class="_ _48"> </span>po  okr<span class="ff7">esie <span class="_ _66"> </span>zatrudnienia  oraz <span class="_ _47"> </span>p<span class="_ _3"></span>rawa <span class="_ _48"> </span>wynikające <span class="_ _66"> </span>z  umów <span class="_ _66"> </span>ubezpieczeniowych<span class="_ _3"></span>) <span class="_ _66"> </span>Grup<span class="_ _3"></span>y <span class="_ _48"> </span>w <span class="_ _48"> </span>100,0% </span></div><div class="t m0 x5 h2 y2a8 ff7 fs0 fc1 sc0 ls0 ws0">zlokalizowane są w k<span class="_ _3"></span>raju pochodzenia Grup<span class="_ _3"></span>y.<span class="ff1"> </span></div><div class="t m0 x5 h2 y2a9 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y2aa ff2 fs0 fc1 sc0 ls4 ws0">8.<span class="ff4 ls0"> <span class="_ _63"> </span><span class="ff2">Koszty rodzajow<span class="_ _3"></span>e </span></span></div></div><div class="c x5 yfe w25 h34"><div class="t m0 xd hb y2ab ff8 fs0 fc1 sc0 ls0 ws0">Koszty według rodzaju<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x67 y2ac w26 h17"><div class="t m0 x2b hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x68 y2ac w27 h17"><div class="t m0 x20 hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x67 yfe w26 h11"><div class="t m0 x69 hb y28b ff2 fs0 fc1 sc0 ls0 ws0">1.1.2022 - 31.12.202<span class="_ _3"></span>2 </div></div><div class="c x68 yfe w27 h11"><div class="t m0 x6a hb y28b ff2 fs0 fc1 sc0 ls0 ws0">1.1.2021 - 31.12.202<span class="_ _3"></span>1 </div></div><div class="c x5 y2ad w25 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">a) amortyzacja </div></div><div class="c x67 y2ad w26 h11"><div class="t m0 x6b h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y2ad w27 h11"><div class="t m0 x6c h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">24<span class="ls0"> </span></div></div><div class="c x5 y2ae w25 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">b)  <span class="ff7">zużycie materiałów i ener<span class="_ _3"></span>gii</span> </div></div><div class="c x67 y2ae w26 h11"><div class="t m0 x4d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x68 y2ae w27 h11"><div class="t m0 x1e h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 602 </div></div><div class="c x5 y2af w25 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">c) usługi obce<span class="ff1"> </span></div></div><div class="c x67 y2af w26 h11"><div class="t m0 x4b h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">828<span class="ls0"> </span></div></div><div class="c x68 y2af w27 h11"><div class="t m0 x1e h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 145 </div></div><div class="c x5 y2b0 w25 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">d) podatki i o<span class="_ _3"></span>płaty<span class="ff1"> </span></div></div><div class="c x67 y2b0 w26 h11"><div class="t m0 x6d h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x68 y2b0 w27 h11"><div class="t m0 x6e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">455<span class="ls0"> </span></div></div><div class="c x5 y2b1 w25 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">e) wynagrodzenia<span class="_ _3"></span> </div></div><div class="c x67 y2b1 w26 h11"><div class="t m0 x4b h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">173<span class="ls0"> </span></div></div><div class="c x68 y2b1 w27 h11"><div class="t m0 x1e h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">7 174 </div></div><div class="c x5 y2b2 w25 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">f) ubezpieczenia sp<span class="_ _3"></span>ołeczne i inne świadczenia<span class="_ _3"></span> <span class="ff1"> </span></div></div><div class="c x67 y2b2 w26 h11"><div class="t m0 x6d h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">36<span class="ls0"> </span></div></div><div class="c x68 y2b2 w27 h11"><div class="t m0 x1e h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 725 </div></div><div class="c x5 y2b3 w25 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">g) pozostałe k<span class="_ _3"></span>oszty rodzajowe <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x67 y2b3 w26 h11"><div class="t m0 x4d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c x68 y2b3 w27 h11"><div class="t m0 x6e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">868<span class="ls0"> </span></div></div><div class="c x5 y2b4 w25 h10"><div class="t m0 xd hb y8d ff8 fs0 fc1 sc0 ls0 ws0">Koszty według rodzaju, r<span class="_ _3"></span>azem<span class="ff2"> </span></div></div><div class="c x67 y2b4 w26 h10"><div class="t m0 x1c hb y8d ff2 fs0 fc1 sc0 ls0 ws0">1 074 </div></div><div class="c x68 y2b4 w27 h10"><div class="t m0 x19 hb y8d ff2 fs0 fc1 sc0 ls4 ws0">15 993<span class="ls0"> </span></div></div><div class="c x5 y18a w25 h30"><div class="t m0 xd h2 y27c ff7 fs0 fc1 sc0 ls0 ws0">Zmiana stanu<span class="_ _3"></span> zapasów, produktów i ro<span class="_ _3"></span>zliczeń </div><div class="t m0 xd h2 y74 ff7 fs0 fc1 sc0 ls0 ws0">międzyokresowych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x67 y18a w26 h30"><div class="t m0 x4d h2 y2b5 ff1 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x68 y18a w27 h30"><div class="t m0 x6c h2 y2b5 ff1 fs0 fc1 sc0 ls4 ws0">30<span class="ls0"> </span></div></div><div class="c x5 y2b6 w25 h11"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">Koszty ogólnego za<span class="_ _3"></span>rządu (wielkość u<span class="_ _3"></span>jemna)<span class="ff1"> </span></div></div><div class="c x67 y2b6 w26 h11"><div class="t m0 x17 h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">-1 010 </div></div><div class="c x68 y2b6 w27 h11"><div class="t m0 x6f h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">-2 039 </div></div><div class="c x5 y2b8 w25 h12"><div class="t m0 xd hb y2b9 ff8 fs0 fc1 sc0 ls0 ws0">Koszt wytworzenia sprze<span class="_ _3"></span>danych pro<span class="_ _3"></span>duktów<span class="ff2"> </span></div></div><div class="c x67 y2b8 w26 h12"><div class="t m0 x6d hb y2b9 ff2 fs0 fc1 sc0 ls4 ws0">72<span class="ls0"> </span></div></div><div class="c x68 y2b8 w27 h12"><div class="t m0 x19 hb y2b9 ff2 fs0 fc1 sc0 ls0 ws0">13 984 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y2ba ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2bb ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2bc ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y96 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2bd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2be ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi xa y2bf w28 h35" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">18<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">9.<span class="ff4 ls0"> <span class="_ _63"> </span><span class="ff2">Zatru<span class="_ _3"></span>dnienie i koszty zatrud<span class="_ _3"></span>nienia </span></span></div><div class="t m0 x5 h2 y2c0 ff7 fs0 fc1 sc0 ls0 ws0">W tabeli <span class="_ _3"></span>poniżej <span class="_ _3"></span>przeds<span class="_ _3"></span>tawiono informację o <span class="_ _3"></span>przeciętnym <span class="_ _3"></span>zatru<span class="_ _3"></span>dnieniu <span class="_ _3"></span>w osobach <span class="_ _3"></span>i wynagrodzen<span class="_ _3"></span>iach w<span class="_ _0"></span><span class="ff1"> </span>Spółce <span class="_ _3"></span>(z </div><div class="t m0 x5 h2 y4b ff7 fs0 fc1 sc0 ls0 ws0">uwzględnieniem Zarządu):<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x5 y2c1 w29 h36"><div class="t m0 x70 hb y2c2 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x71 y2c3 w2a h11"><div class="t m0 x72 hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x73 y2c3 w2b h11"><div class="t m0 x19 hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x71 y2c1 w2a h37"><div class="t m0 x32 hb y2c4 ff2 fs0 fc1 sc0 ls0 ws0">1.1.2022 <span class="ff8">–</span> 31.12.202<span class="_ _3"></span>2 </div></div><div class="c x73 y2c1 w2b h37"><div class="t m0 x74 hb y2c4 ff2 fs0 fc1 sc0 ls0 ws0">1.1.2021 <span class="ff8">–</span> 31.12.202<span class="_ _3"></span>1 </div></div><div class="c x5 y2c5 w29 h11"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">Pracownicy umysło<span class="_ _3"></span>wi<span class="ff1"> </span></div></div><div class="c x71 y2c5 w2a h11"><div class="t m0 x75 h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x73 y2c5 w2b h11"><div class="t m0 x76 h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x5 y2c6 w29 h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">Pracownicy fizyczni<span class="_ _3"></span> </div></div><div class="c x71 y2c6 w2a h10"><div class="t m0 x75 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x73 y2c6 w2b h10"><div class="t m0 x70 h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x5 y2c7 w29 h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x71 y2c7 w2a h10"><div class="t m0 x75 hb y6d ff2 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c x73 y2c7 w2b h10"><div class="t m0 x70 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">28<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y1f3 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2c8 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y2c9 w2c h38"><div class="t m0 x9 hb y2ca ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y2cb w2d h11"><div class="t m0 x5e hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x78 y2cb w2e h11"><div class="t m0 x79 hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x77 y2c9 w2d h39"><div class="t m0 x7a hb y2c4 ff2 fs0 fc1 sc0 ls0 ws0">1.1.2022 <span class="ff8">–</span> 31.12.202<span class="_ _3"></span>2 </div></div><div class="c x78 y2c9 w2e h39"><div class="t m0 x3c hb y2c4 ff2 fs0 fc1 sc0 ls0 ws0">1.1.2021 <span class="ff8">–</span> 31.12.202<span class="_ _3"></span>1 </div></div><div class="c x5 y14a w2c h37"><div class="t m0 xd hb y2cc ff8 fs0 fc1 sc0 ls0 ws0">Spółka poniosła nastę<span class="_ _3"></span>pujące </div><div class="t m0 xd hb y284 ff2 fs0 fc1 sc0 ls0 ws0">koszty zatrudnienia:<span class="_ _3"></span> </div></div><div class="c x77 y14a w2d h37"><div class="t m0 x7b hb y2cd ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x78 y14a w2e h37"><div class="t m0 x7c hb y2cd ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x5 y2ce w2c h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">Wynagrodzenia<span class="_ _3"></span> </div></div><div class="c x77 y2ce w2d h10"><div class="t m0 x4d h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">173<span class="ls0"> </span></div></div><div class="c x78 y2ce w2e h10"><div class="t m0 x7d h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">7 174 </div></div><div class="c x5 y2cf w2c h30"><div class="t m0 xd h2 y27c ff7 fs0 fc1 sc0 ls0 ws0">Składki na <span class="_ _3"></span>ubezpieczenie </div><div class="t m0 xd h2 y74 ff7 fs0 fc1 sc0 ls0 ws0">społeczne<span class="ff1"> </span></div></div><div class="c x77 y2cf w2d h30"><div class="t m0 x7e h2 y2b5 ff1 fs0 fc1 sc0 ls4 ws0">36<span class="ls0"> </span></div></div><div class="c x78 y2cf w2e h30"><div class="t m0 x7d h2 y2b5 ff1 fs0 fc1 sc0 ls0 ws0">3 018 </div></div><div class="c x5 y2d0 w2c h11"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">Inne świadczenia p<span class="_ _3"></span>racownicze <span class="ff1"> </span></div></div><div class="c x77 y2d0 w2d h11"><div class="t m0 x7f h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x78 y2d0 w2e h11"><div class="t m0 x80 h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">293</span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y2d1 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2d2 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y2d3 ff2 fs0 fc1 sc0 ls4 ws0">10.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Pozostałe przychody i <span class="ff2">ko<span class="_ _3"></span>szty operacyjne<span class="_ _3"></span> </span></span></span></div><div class="t m0 x5 h2 y2d4 ff7 fs0 fc1 sc0 ls0 ws0">Pozostałe <span class="_ _50"></span>przych<span class="_ _3"></span>ody <span class="_ _50"></span>i <span class="_ _5e"></span>ko<span class="_ _3"></span>szty <span class="_ _5e"></span>operacyjn<span class="_ _3"></span>e <span class="_ _5e"></span>obejmują<span class="_ _3"></span> <span class="_ _5e"></span>ogół<span class="_ _3"></span> <span class="_ _5e"></span>p<span class="_ _3"></span>rzychod<span class="_ _3"></span>ów <span class="_ _5e"></span>i <span class="_ _50"></span>kos<span class="_ _3"></span>ztów <span class="_ _5e"></span>n<span class="_ _3"></span>ie <span class="_ _5e"></span>z<span class="_ _3"></span>wiązany<span class="_ _3"></span>ch <span class="_ _5e"></span>b<span class="_ _3"></span>ezpośrednio <span class="_ _50"></span>ze </div><div class="t m0 x5 h2 y2d5 ff7 fs0 fc1 sc0 ls0 ws0">zwykłą działaln<span class="_ _3"></span>ością operacyjną, a wywierających wpł<span class="_ _3"></span>yw na wynik finan<span class="_ _3"></span>sowy.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y2d6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y2d7 ff2 fs0 fc1 sc0 ls4 ws0">10.1<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> Inne przych<span class="_ _3"></span>ody operacyjne </span></span></div></div><div class="c x5 y2d8 w2c h30"><div class="t m0 x1a hb y2b5 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y2d8 w2f h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2022 <span class="_ _3"></span>- </div><div class="t m0 x4f hb y74 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x81 y2d8 w30 h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x4f hb y74 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y2d9 w2c h30"><div class="t m0 xd h2 y27c ff7 fs0 fc1 sc0 ls0 ws0">Rozwiązanie odpisów n<span class="_ _3"></span>a </div><div class="t m0 xd h2 y74 ff7 fs0 fc1 sc0 ls0 ws0">należności<span class="ff1"> </span></div></div><div class="c x77 y2d9 w2f h30"><div class="t m0 x6e h2 y2b5 ff1 fs0 fc1 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x81 y2d9 w30 h30"><div class="t m0 x79 h2 y2b5 ff1 fs0 fc1 sc0 ls4 ws0">623<span class="ls0"> </span></div></div><div class="c x5 y2da w2c h11"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">Rozwiązanie rezerw<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x77 y2da w2f h11"><div class="t m0 x7d h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y2da w30 h11"><div class="t m0 x79 h2 y2b7 ff1 fs0 fc1 sc0 ls4 ws0">550<span class="ls0"> </span></div></div><div class="c x5 y2db w2c h11"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">Przedawnione zobowiązan<span class="_ _3"></span>ia<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x77 y2db w2f h11"><div class="t m0 x6f h2 y2b7 ff1 fs0 fc1 sc0 ls4 ws0">1712<span class="ls0"> </span></div></div><div class="c x81 y2db w30 h11"><div class="t m0 x7d h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y2dc w2c h11"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">Zwrot kosztów pro<span class="_ _3"></span>cesu<span class="ff1"> </span></div></div><div class="c x77 y2dc w2f h11"><div class="t m0 x6e h2 y2b7 ff1 fs0 fc1 sc0 ls4 ws0">36<span class="ls0"> </span></div></div><div class="c x81 y2dc w30 h11"><div class="t m0 x7d h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y2dd w2c h30"><div class="t m0 xd h2 y27c ff1 fs0 fc1 sc0 ls0 ws0">Zysk ze zby<span class="_ _3"></span>cia niefinansowych </div><div class="t m0 xd h2 y74 ff7 fs0 fc1 sc0 ls0 ws0">aktywów trwałych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x77 y2dd w2f h30"><div class="t m0 x7d h2 y2b5 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y2dd w30 h30"><div class="t m0 x6e h2 y2b5 ff1 fs0 fc1 sc0 ls4 ws0">97<span class="ls0"> </span></div></div><div class="c x5 y2de w2c h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x77 y2de w2f h10"><div class="t m0 x79 h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">150<span class="ls0"> </span></div></div><div class="c x81 y2de w30 h10"><div class="t m0 x6e h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">98<span class="ls0"> </span></div></div><div class="c x5 y2df w2c h39"><div class="t m0 xd hb y2cc ff2 fs0 fc1 sc0 ls0 ws0">Inne przych<span class="_ _3"></span>ody operacyjne, </div><div class="t m0 xd hb y284 ff2 fs0 fc1 sc0 ls0 ws0">razem </div></div><div class="c x77 y2df w2f h39"><div class="t m0 x52 hb y2cd ff2 fs0 fc1 sc0 ls0 ws0">1 921 </div></div><div class="c x81 y2df w30 h39"><div class="t m0 x52 hb y2cd ff2 fs0 fc1 sc0 ls0 ws0">1 368 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y2e0 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2e1 ff7 fs0 fc1 sc0 ls0 ws0">Przedawnione <span class="_ _6d"> </span>zobowiązania <span class="_ _6d"> </span>obejmują <span class="_ _6d"> </span>głównie <span class="_ _6d"> </span>wartość <span class="_ _6d"> </span>dotyczącą <span class="_ _6d"> </span>przymus<span class="_ _3"></span>owego <span class="_ _59"> </span>wykup<span class="_ _3"></span>u <span class="_ _6d"> </span>akcji. <span class="_ _6d"> </span>Okres </div><div class="t m0 x5 h2 y2e2 ff7 fs0 fc1 sc0 ls0 ws0">przedawnienia niezrealizo<span class="_ _3"></span>wanego wykup<span class="_ _3"></span>u upły<span class="_ _3"></span>nął w 2022 roku.  <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y2e3 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2e4 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi xa y2e5 w31 h3a" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">19<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">10.2<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> Inne koszty op<span class="_ _3"></span>eracyjne </span></span></div></div><div class="c x5 y2e6 w2c h30"><div class="t m0 x1a hb y28a ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y2e6 w2f h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2022 <span class="_ _3"></span>- </div><div class="t m0 x4f hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x81 y2e6 w30 h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x4f hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y2e7 w2c h3b"><div class="t m0 xd h2 y2e8 ff7 fs0 fc1 sc0 ls0 ws0">Utworzone odpisy a<span class="_ _3"></span>ktualizujące </div><div class="t m0 xd h2 y2e9 ff7 fs0 fc1 sc0 ls0 ws0">rzeczowe aktywa trwałe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x77 y2e7 w2f h3b"><div class="t m0 x7d h2 y2ea ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y2e7 w30 h3b"><div class="t m0 x79 h2 y2ea ff1 fs0 fc1 sc0 ls4 ws0">181<span class="ls0"> </span></div></div><div class="c x5 yd5 w2c h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Utworzone rezerwy<span class="_ _3"></span> </div></div><div class="c x77 yd5 w2f h11"><div class="t m0 x79 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">427<span class="ls0"> </span></div></div><div class="c x81 yd5 w30 h11"><div class="t m0 x79 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">151<span class="ls0"> </span></div></div><div class="c x5 y2eb w2c h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Kary, odszk<span class="_ _3"></span>odowania </div></div><div class="c x77 y2eb w2f h11"><div class="t m0 x79 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">229<span class="ls0"> </span></div></div><div class="c x81 y2eb w30 h11"><div class="t m0 x6e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">55<span class="ls0"> </span></div></div><div class="c x5 y2ec w2c h10"><div class="t m0 xd h2 y8d ff7 fs0 fc1 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c x77 y2ec w2f h10"><div class="t m0 x79 h2 y8d ff1 fs0 fc1 sc0 ls4 ws0">104<span class="ls0"> </span></div></div><div class="c x81 y2ec w30 h10"><div class="t m0 x79 h2 y8d ff1 fs0 fc1 sc0 ls4 ws0">170<span class="ls0"> </span></div></div><div class="c x5 y2ed w2c h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Inne koszty oper<span class="_ _3"></span>acyjne, razem<span class="_ _3"></span> </div></div><div class="c x77 y2ed w2f h10"><div class="t m0 x79 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">760<span class="ls0"> </span></div></div><div class="c x81 y2ed w30 h10"><div class="t m0 x79 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">557<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y144 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y145 ff7 fs0 fc1 sc0 ls0 ws0">Wartość utworzonych rezerw<span class="_ _1"></span> dotyczy <span class="_ _1"></span>głównie re<span class="_ _1"></span>zerw <span class="_ _1"></span>na roszczenia <span class="_ _51"></span>pra<span class="_ _3"></span>cownicze byłych pr<span class="_ _51"></span>aco<span class="_ _3"></span>wników oddziału we<span class="_ _51"></span> </div><div class="t m0 x5 h2 y146 ff7 fs0 fc1 sc0 ls0 ws0">Francji oraz na <span class="_ _3"></span>potencjalne przegrane sprawy, k<span class="_ _3"></span>tóre się toczą w His<span class="_ _3"></span>zpanii odn<span class="_ _3"></span>ośnie świadczeń pracowniczych<span class="_ _3"></span>. <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y2ee ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y2ef ff2 fs0 fc1 sc0 ls4 ws0">11<span class="ff4 ls0"> <span class="_ _58"> </span><span class="ff2">Przycho<span class="_ _3"></span>dy i koszty finansowe<span class="_ _3"></span> </span></span></div><div class="t m0 x5 hd y2f0 ff2 fs0 fc1 sc0 ls4 ws0">11.1<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2 ls10">  <span class="ls0">Przychody finansowe<span class="_ _3"></span> </span></span></span></div></div><div class="c x5 y2f1 w2c h30"><div class="t m0 x1a hb y28a ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y2f1 w2f h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2022 <span class="_ _3"></span>- </div><div class="t m0 x4f hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x81 y2f1 w30 h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x4f hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 yb w2c h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Odsetki od p<span class="_ _3"></span>ożyczek<span class="ff1"> </span></div></div><div class="c x77 yb w2f h11"><div class="t m0 x79 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">111<span class="ls0"> </span></div></div><div class="c x81 yb w30 h11"><div class="t m0 x7d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y32 w2c h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Pozostałe od<span class="_ _3"></span>setki<span class="ff1"> </span></div></div><div class="c x77 y32 w2f h11"><div class="t m0 x4d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x81 y32 w30 h11"><div class="t m0 x7d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y2f2 w2c h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Różnice kursowe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x77 y2f2 w2f h11"><div class="t m0 x6e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">63<span class="ls0"> </span></div></div><div class="c x81 y2f2 w30 h11"><div class="t m0 x7d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y2f3 w2c h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">Sprzedaż wierzytelności<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x77 y2f3 w2f h10"><div class="t m0 x6e h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">70<span class="ls0"> </span></div></div><div class="c x81 y2f3 w30 h10"><div class="t m0 x7d h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y2f4 w2c h10"><div class="t m0 xd hb y8d ff2 fs0 fc1 sc0 ls0 ws0">Przychody finansowe, razem<span class="_ _0"></span> </div></div><div class="c x77 y2f4 w2f h10"><div class="t m0 x79 hb y8d ff2 fs0 fc1 sc0 ls4 ws0">246<span class="ls0"> </span></div></div><div class="c x81 y2f4 w30 h10"><div class="t m0 x7d hb y8d ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y2f5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2f6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y2f7 ff2 fs0 fc1 sc0 ls4 ws0">11.2<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> Koszty finansowe </span></span></div></div><div class="c x5 y2f8 w2c h30"><div class="t m0 x1a hb y28a ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y2f8 w2f h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres <span class="ls4">1.1.2022 <span class="_ _3"></span></span>- </div><div class="t m0 x4f hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x81 y2f8 w30 h30"><div class="t m0 x1b hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 x4f hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y184 w2c h1d"><div class="t m0 xd h2 y284 ff7 fs0 fc1 sc0 ls0 ws0">Odsetki od kredy<span class="_ _3"></span>tów i pożyczek<span class="ff1"> </span></div></div><div class="c x77 y184 w2f h1d"><div class="t m0 x79 h2 y284 ff1 fs0 fc1 sc0 ls4 ws0">148<span class="ls0"> </span></div></div><div class="c x81 y184 w30 h1d"><div class="t m0 x79 h2 y284 ff1 fs0 fc1 sc0 ls4 ws0">116<span class="ls0"> </span></div></div><div class="c x5 y2f9 w2c h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Odsetki pozos<span class="_ _3"></span>tałe<span class="ff1"> </span></div></div><div class="c x77 y2f9 w2f h11"><div class="t m0 x4d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c x81 y2f9 w30 h11"><div class="t m0 x7d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y2fa w2c h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Różnice kursowe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x77 y2fa w2f h11"><div class="t m0 x7d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x81 y2fa w30 h11"><div class="t m0 x79 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">116<span class="ls0"> </span></div></div><div class="c x5 y2fb w2c h37"><div class="t m0 xd h2 y2fc ff7 fs0 fc1 sc0 ls0 ws0">Koszty doty<span class="_ _3"></span>czące poręczeń i </div><div class="t m0 xd h2 y6b ff1 fs0 fc1 sc0 ls0 ws0">gwarancji finansowych<span class="_ _3"></span> </div></div><div class="c x77 y2fb w2f h37"><div class="t m0 x6e h2 y2c4 ff1 fs0 fc1 sc0 ls4 ws0">98<span class="ls0"> </span></div></div><div class="c x81 y2fb w30 h37"><div class="t m0 x79 h2 y2c4 ff1 fs0 fc1 sc0 ls4 ws0">110<span class="ls0"> </span></div></div><div class="c x5 y40 w2c h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Koszty finansowe, razem<span class="_ _3"></span> </div></div><div class="c x77 y40 w2f h10"><div class="t m0 x79 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">253<span class="ls0"> </span></div></div><div class="c x81 y40 w30 h10"><div class="t m0 x79 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">342<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y2fd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y2fe ff7 fs0 fc1 sc0 ls0 ws0">Kwota dotycząca gwaran<span class="_ _3"></span>cji związana <span class="_ _3"></span>jest z ceną jaką<span class="_ _3"></span> Primetech S.A. płaci za<span class="_ _3"></span> udzielone zabezp<span class="_ _3"></span>ieczenia.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y2ff ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y300 ff2 fs0 fc1 sc0 ls4 ws0">12<span class="ff4 ls0"> <span class="_ _58"> </span><span class="ff2">Podate<span class="_ _3"></span>k dochodowy<span class="_ _3"></span> </span></span></div><div class="t m0 x5 h2 y301 ff7 fs0 fc1 sc0 ls0 ws0">Obciążenie <span class="_ _50"></span>po<span class="_ _3"></span>datkowe <span class="_ _47"></span>skład<span class="_ _3"></span>a <span class="_ _50"></span>s<span class="_ _3"></span>ię <span class="_ _50"></span>z <span class="_ _47"></span>bieżącego <span class="_ _47"></span>obciąż<span class="_ _3"></span>enia<span class="_ _3"></span>, <span class="_ _47"></span>które <span class="_ _47"></span><span class="ff1">jest <span class="_ _50"></span>o<span class="_ _3"></span>bliczane <span class="_ _47"></span>na <span class="_ _47"></span>podstawie <span class="_ _47"> </span>wyniku<span class="_ _3"></span> <span class="_ _50"></span>pod<span class="_ _3"></span>atkowego </span></div><div class="t m0 x5 h2 y302 ff1 fs0 fc1 sc0 ls0 ws0">(podstawy <span class="_ _5e"></span>opodatkowania) <span class="_ _5e"></span>d<span class="ff7">anego <span class="_ _0"></span>ro<span class="_ _3"></span>ku <span class="_ _0"></span>obro<span class="_ _3"></span>towego. <span class="_ _0"></span>Bieżący <span class="_ _0"></span>p<span class="_ _3"></span>odatek <span class="_ _0"></span>za <span class="_ _0"></span>o<span class="_ _3"></span>kres <span class="_ _0"></span>bieżący <span class="_ _0"></span>i <span class="_ _5e"></span>poprzednie <span class="_ _5e"></span>okresy <span class="_ _0"></span>ujmuje </span></div><div class="t m0 x5 h2 y303 ff7 fs0 fc1 sc0 ls0 ws0">się jako zobowiązan<span class="_ _3"></span>ie w<span class="ff1"> </span>kwocie, w jak<span class="_ _3"></span>iej nie został z<span class="_ _3"></span>apłacony.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 ha y304 ff1 fs7 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi xa y305 w32 h3c" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6QAAAOZCAIAAACGOXr5AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42u3deZhld1no+/f9rV3VcxJC6JCBOQEyBwmJEDxhMCGAyCjniAwCcjh4r4h6hauCqJzncPU48KjBAZkxODxHD3o8IDIfxkQGQQkhJJggZELJnHTXXr/3/rF3VVd10iGodLqLz4d+6gndVWvtvap28u3fevda2fs0qgLYi7JNHAQA2AuaQwAAwDqP3czc7eMd/81v9fP/XTZip3a6DnYKAHy7pTEGuBNeeMYYAGCvMMYAAMB6j11nn+3UTsMYAwCsO8YY4M544RljAIC9whgDAADrPXadfbZTOw1jDACw7hhjgDvjhWeMAQD2CmMMAACs99h19tlO7TSMMQDAumOMAe6MF54xBgDYK4wxAACw3mPX2Wc7tdMwxgAA644xBrgzXnjGGABgrzDGAADAeo9dZ5/t1E7DGAMArDvGGODOeOEZYwCAvcIYAwAA6z12nX22UzsNYwwAsO4YY4A744VnjAEA9gpjDAAArPfYdfbZTu00jDEAwLqzD44xZEWrjKwxo9+RL+jZIzKjZQ1RGTn6vrKvv/CMMQDAXrFP/Rd3ttxVGdOsqBgqhjvyZa3GiD7/cktmAACshOI8M/eBE8EV1asiZsvMPWts1bN6Vm97+Dj7h+iZfRKVGTn7cufZ7dQYAwAQ+9QYQ0X1qLFHDAsVMVTPukNjDGO0iDZEDBlRPdLFJdjnX3jGGABgr5j/Fzczq2r1xzv+m9/q5+9pIxGVVVf8y3Wf++o1O3OoFq33rOzZKsdWu0YaekZGz6qxtaEqKzZOhtOPvdfWmla0/LY98n+vZ/odv9OImC/Czz9mfKcdXv/qAYC9tMC0D63sZlaMV9+w86fPPe+63Da2cXFcan3Y2Rai7Wjj4spnji2G2LEwxvULGzaMY1bEMLzw9CPOOuqgPmyaZPd93cd/6tbOVq/MrnwnHQIruwCwV+xD19mtiOpxyOb2uO+6V4s+7Jj02nTzsKGyDdOtlbHyq0UN42LUpqEvTGNbxMLOMf7sYxdfvbTQ+i2+qfu8ihhX/TJ2AgB8m2N3X3iLT0a0bJOox598z3tuazHUDQsLOxenQ3xjOvSaL/1GZY4ZNy4s3jS0hbwuh51Lka0Nl083//HHvzRtQ3gH1T6804qoqqpY+bXCG9QAgH93wytf+fP7yEPJ6BlRbWGhlhY3Lv7dl78ybRseuGV62qEtFod/vikqonL2sXosbB5vOeM+k3tszcuvb1lLPSdf/cb1Rxyy+V4HbfZ93ZdVZctJ9dayZbTZJTi+0yZZM928EAD2hn1ucHCMnEQ85L53e+ffLnz1mhue+7jvOnb7pt/58Be+dPVNux50tTYu3e+gDS94xAlX3jh+5OJP5kJrNd3ZNpz7oS8c//TT7rJhyOrVJhGRaxYPI3p+8YsXtzZ7u1u/zeg+4vDDN23e2Hu12dXMIiLia1+94qabZjMStz1jmi0PO+ywzZs29qrW5m+/qqrrr7/xqiu/HpFV/aij75vzi0XkxV+6tPc+W+mr6kcffd+YLX3m7CvXPKTqcd2111999dURGdEiasuWzYcdfuhsN5d/7Yobb1x5bHuMzIisqKOOuk9m/OOXL5tO+8q1jW81RLtGa3nf+907oq644qobrr/xjl3NuI448rCNGxcz2+wJZuY41kUXXfyed7/3i1/88nXXXTddmrahbdq8cMIJx571mLPuf/T9anb1uOrZMqrdcMONV1x+dURkxiF3O/jAA7ft/q2KisqLLrokorWWhxxylwMPOmDVO98AgO908zeo7YPvZ//klTf+1XvP/6n/9Mhp9Z8496NX37xx5Y+yssUtL3zUfR5zz+1v//Rlb//sP2fs2shph9WPn33y1ux9sjGihqiVLfc+rT45/rhTo4aqnjmtXdG0cmWAHIbh6KPv819e9IJHP/pRk8lQVVX1vOe+6BMf/1RVRVZGr92+KqJXtdZOefCp//eLf+TBp5yUOevp+su/eOfPvOznqyaR/bOfO2+yUJkR0U46/vSlpaWat3j92Iv/ywtf9PzJEJXTjDZ/olURMY7TqIUX/9hPfeADH+g9oobMeOjDHvL7r/vtNlRV+8mXvOyv3/X+zFYxxq0e2PLHimhR/RPnf2jrtk1nfe/jL//aP/eeEX3XcZ0dw9kS+/JPSEZs3bbxvPM/nG18yYt/5l3vfO/K7TtWR+Wtjsb0j/74LSc/6LiIyBiWlpYuvPBL//1XfuO8T3y698jMVdcl6L3G1uphp3/3K17xs0cccfdhEpHVYuFd73zfT7zk/62Kiukv/8qrnvikx639acnMmE7j+GNPib4YOf2l//qzT3/6k2r+bYx9+moMOfi3DwDsBfNzqbP/Kq/+eMd/81v9/Du4kQfebctzzzp50vJjX/zq13cMq/9oWnHIpsnD7nvYtNV5F1895uLqjXz68vETF15eudiqt5qu3nJVREZbrpCqSdQkalKrPmYsjNO44IKLfuzHfuIjH/loLS96tvlq7ewKabt/VdUkYyFqcv755z/3h3/ks3/3DzUbM55dVysiIobW2qpT9b33lceW2c455/euvPzqiozKqlx9TCLaRV/80vvf98FxXHkusbCwkC0jdy0+V83afqjb/tiiWmsLES1zyMze5wvbtds3pRaqFmL+a1eTVVXEkLGQtbD8OfPt33p3mW12o5DZ9q++6trnP+//+sTHP1M1tLawvOCeVVHVWi5ELX70w3/79Kc957LLvtp7ZrT511ZExDAMs2XyW/+0rFzZIbPFqhngO/en9w5+PgCwl2J3H7S59SPvummM+sjnv7aUi6v/aGh1whEHbK3xkm/c+E/Xj9XXpMNYue2AbZGzRcY1gwptaBk5Lkfe7B1TmZkZK7/mC281tFx85StftWPnzt6nq0/cz99oVbX6q2YrduM4RkTvw5ve+LbIbK1l2zVG0Xtflabz1c2Vrfax3vCGNy/tHMdxzWOeFfprX/t7vUfmsPJIxnFsObuocKxsZhha1Zg5e+K7/aqIXtUjqqrX2rdJrcmvqpbZZn9aVTUL/Vgp41mvZcRt7WX513xNuveqcRxf9tJXXPON65cHVXtmz+wR08wxovfeI7JquO66m1/20pfPt72rw6P3nnuYnWitzb+R1Q3CAgC72YduKrHbH02jDTH9ylXXfvHKm9qGrbM4nP3R0G962FH3qXH4q8995Za2sFhjrdrIPTYvPfCIA7N2ZA4VuWbLUauf72Qhh2ESa0/BT6fTcTqNWMjKK6+46vzzzzv99NNWkjSiqsYNGxdytuVVt0XYuWMcxzFzqGof+uDHaqzeessWd3SANM8994+e8cyn3+teR679prSPfPgj7373e1pbnBX2njaVWb1uPvW0UzIjbuPNXj2iZcQw9Kqdbe0VEoZhPq2RmdHGqrH33lqLjKqYrQFnZsQYuZSRFXXiySdt2Hh7cblp06bM6H38/D9ceN5552dGxLSqH3ro9oec+qB73vOewzCM43j11V//2MfOu+zSrw7DpKp97rNf+PD/+dgZj3hoaxHzv36sfo63/mmJVd+dVWMVbioBAKzE7j44xpCZPRfvfvDGe2ycfK5PNtc0Km9pOeR45Oa8/5F3ueq6HZ+64Bu1YUOPatUr21JbmPQdjz3+wA1ZUUPFsPuWlxtj9ptnnvnoX/21V2f21Svc119349N/4JmXXvrVqsyafPbv/v70h58W1ZcjqmXrn/r0xyNy9XJnVb/h+puf+tQf/MpXrohot9xy8+cv+IcTTzp2+W1huby2utoYkRlDxVjVIzKqvfUt5778FT8d1SKratp7VM9f/v9+I3MyO+mfucdyrsqIyZvf8vqKaURbs3AcEbN7L2eMfZpR57z2NTt3jstxWBHtl37h1Z/97AVVlTn+8Z+8bViYz8VG5WShRfZdS9TVM/uvv+a/HXbYIVEtIrPNnmCu3VtVji3a+9/3fzIzs0WMp5x64h+8/nc2bty46yiM03FaP/mTL33v33ywqk0W4gMf+MAZZ5xeNZvomD3qIaplDNVjZQRi9ra3qoiKbMs/ORH7wk/vN/18uQsAezV290GtorK2TOrxDz36Sx++rOeQNemtNtQtp93/yEnmRy649JZhY1ZWRlZlZFZtrB2nHHNcRkYOy9cY2OOiau66+kHF7NR59i1bN/3A05/yK78878udO+YLmWuiMiPbqg1nz+xbtm467bRTvnLZ/4qoyLjmmm9EzjabUXtMm6q6+2GHXnHl5VFRFe9657t/5md/amiT5atxtY9/4pOXXHxp7zUMFVF3veshX//61/f0hKKGjKgYe6+hTdae+c/I6H2cbfbo+99v9aOIGLZs2bzykI474Zg2jFGx6q8By+9Dq2zZIvuWLZt6X8pcbLc1PDD23uZzEO3CL1w0L9SMZz7rGYsbJqu/Ka1lDfWqV/3i+9/3iC1btjz1aU949rOfldnWft/y13/tnDe96W1r5lJyGjH0sUUMhmABgNuL3X1wjKF6z5y2aqfe/7AHXXjZ+Ve3iknk0tZ+06OOvfvOndP3XPRPNywctDC2rF7ZKofF6S2PPG77ARs2TbJVRZvF5p7HGGr5Lf05fwP/WNEr6rDDt6+M4e7cubP3lWHQ5csQrHm//8pGY+fSzpUT69u2HbD6iga3VWMZUZH9Bf/5Ob/5m7917TU3RbRrrrn+N1/z2p/6f14yuwBZ7/nWt5w7W0XufXriSccffvgRf/2u9+z5GzpGRlR+8cKL3/feD2TWfN/zR1WHHb79SU9+wvx57DYMsDzYULMuXvXIb3XyvSKiZcvWPv3Jz3zso+dnzv5GsGt3hx66/SlPfWK21qf9uuuun225Vz3soQ/N3X7kIodhOOigA177O7916qmnbty4MFu9Xrn/QlX13q+66qorr7xy9lDnxzMrI6OGqklmlDEGAGBPsbsPjjFEZI/ImG7OyRO/696f+d+fn+ZBC9mPP/zAQzdtPP/Sqy/fuaVatuiVVZFVbdN489knnbyh2uwsd1XF7H8rW147xpCtRdU4nQ7DQsS8liri4i9dsvw5tWnzptUn52dLm5/5zN/vdmWFqv71r3/jPe/+4OyRD8Nw4kknzq7hFRF7WHecXa9sevBdD3rSk7//LW/6o6rIGP7gdW9+xjP/0/ZDD27ZvnDBRR/8wEdmy6ttiF/4hZ97/evfvOfvZkX2iMpsl1562TnnvG7tH7bI8dRTH/SUpzw5W0Xtfsxj5cjnykJ3LP/J7tcQmP1za8PnPvf5c855XVSLXPO+ugc96LinPe3JFb21tmPHjtmXtGzbtm3LHFdvM2dpnXHGI05fNVYRFRVZq3sxYuU6FbMHkfPv6OwnJYwxAAB7iN19UeY0Ji2nw3T6wMO3H3vEZRd+9ead0zjhqHu0mH7m0q9Pa+uG6c6MpTFaRvaKe97tLkds2RA9clg7QLoHfewR0YZheTi1RcRVV171F3/xzmGYjGNE5MEHH9yyrb1WQf7QDz4vli/fG5GRY0S13DCdzgd5TzrpxJyvcX7TpxkR/YlP/L43v/Hts3P3mcP//PM/f+GLfqQqz/nt342YvVGrn3TSCUcdfd/ex9uL3V2TwbOns3r3w/JYwr/3DRdqiGhRLXa7E0bMr/d27bXXfrNDUKt+tbXPaPUn9lvtty9XfrqJBACwx9jdF8cYqhYiIyY5iQ1RL3j4Ma/4H5/emEsn3+Pu10zzU5ddmXHgmC1rWOzTHW3zYt/x3Udtb7EUw0KsFFPG7Ywx/PW7/uad73zXrsnaiPnZ82qzI5NtPPXUUyJWGjGWa6zFmgseDFW9Vx+GVhWRO5/7vB+qqoj59bv2MMawUs/xwGOOetz3Pfqv/vK9LRci2p/88Z8/+9nP+dKXLnn/+z+QsRA1RE6f89xnDpPhdlcEc369iKiM2cLzbreI67PrfLXZWuq/Yoxhfvu3FjFEtD7O5g2mEZOotTGafXaHi9ba5k3bIq7MrMheNUb0jMVdV8CoyIxeY8TY+3SYbIoaIytrEtUysyqHIR7xyNMfeMzRa/N9/ia4333tG6oPseqGGmGMAQBYHbv75BjDcllFRNShB0weeeyh4w3X3WXT5P1/f9m1t2Sb1HR2XayIytrUb3rwUYdNcli+9cOulNy15bVjDL23iN3eCLXy+T2iP/RhDznq6PtW9JWz+sufM+4hW/vmzRt+/hdf8chHPzxqunwTtbj9t0/NRlR/+qU/+Z6/+eDOHWNEXH751W98w1svvfQrES0yKvrRR93nex/9qKj6ZgvWs6uO9Qc/5IQ3vvmc3O0NalFbt22dP4/8140x1K6qroicfu+ZZxxzzAMyd4/dLVs2r7Td5s2bl7+6pmNfHHLXJELMt1SVl3/t69u3b2+ZObSosVY9gOl06TFnn/n47zt7zZvhskfUdFrn/PbrsiazHxdjDADAbcTuvm+hTc864Z792msr6kNfuLTnpl6VOUaO09Za3/nAwzYfunUxesVwx89nZ2ttfq+HVZHUWuu1dOCBm3/pl17Z+9iG3Yp2POro+8zuH7G8keGSi788W+49+UEnPOEJj4uc5q7r8H5zVXnXu971h5759De+4Q+jJpPJwpve9Lbp0lLL1quy9f/8wue3ltna7W9wdmWuyDzkkAMPOeSkW68g9tndHipX/03iX6F6X1paymhHHHH3I444LHOImo1zzI3jbFF2rN4XFnN5+bx94YIvnnDiAzKnK8vdsyXwPuYzfvCHTzj+5Oe/4FknP+j43a6wtuvblLv/RWEyDPNPMMYAAOwpdvfNMYbVvznU4qHbFieb+z9cfd1F1+RSGzIiqyqHqLZhvPnMU45fjKVoCxF73vLaMYZeO7OG5YuIzU+qt6ENQz78od/94h//0cMOv9swzK4BNv+6iBom+T/f8SfDMGTL2fXCxrGe+P1P/fIll1W1T3/6726+eeeWLYuz3cx2eDtjDLkcc5H9RT/6gj//s3dce82O6nHTjbdkxuyM94NPOemxj31MG2YPfI+xm1ltaNdfd3MbIvYwtFxVC4sLCwuT/DddjSFaG666+uoNGw9fTtLpbPOrH84wDIsbhsg47rhjzjvvU5mt93jrW97+3179i5PZQnC2iJhOx6r+67/6W1dd+S/vu+pD733ve5/57B/4uZf/9KqLNsTyBYb7LNJz1QpzzUp37PPHb4wBALh17O6bYwxrfnNcrEmNw/RvL/qnHXlwxU1DVVSLWGwVh27beMyRB0fdMG0Lk9rzRtaOMfyHM777JS/58d3KYxiGo446KtvYa4zo885d3kZE9D4dFrL6NGN+g7HMfPSjH/m6S94UETfduPOP3v6nz3/+c5Y/fzZXusdvwMrVyaL6li0bnvYDT/6D3zs3265rDlTVz738ZW1YvszZ7a1f1jgunXba90Td5lvQWsQYOf3vv/bqxz72rIj2b7wawxOf+KQhts6vUhy12x4rxpe/4qXP+KH/WNVPeciD3/jGt81uO/xX/+udX7r4i094wuOPPvqoTZs279hxyz/+42V/+id/dtFFF1dVZs+cHH30A3qv1iKy15rJjao1l1xoa+5y7GoMAMCeYnc/kOM0cuN045HbDoq6bMg26UNWLLU+bXHyPTZvi1siN0563u55/mlkj5zO0ujAAw489tgHZBuX33O2MnLaI7KtPjg5nb81rVpmRc/WFmJ++a2KVmc/9lGv/4M3ZS722vn2c//0Wc/6wclitZwNDCxFTqMW5nufD8zu2vSsiFobIuIpT3nK61/3h72mmS2jRS5914OPv99RR2aOmZOVxxbRI6fRds7uBxHZI6uqZSzMbl22asurW3CIqNYy25qbxkWOUT1yjJzdSGJc/vJce1hidsmFqmlEtNhYMd7qiSz/nxxmI8uttdNPf9iBB2y/7rprM6P39oULvvyFC35zTYXP7lI8RNXSlq3DmWc+Yj4EXLPH1lb1et3G3xSqRQxrB5rNNAAA83qYpUnu9vGO/+a3+vn/yo1kDhmZ04ccc9gD7jJkxTSHaRuGGLeON5189JHRK7LNRlH3vOVJ1CRqyPn1vFamE77JI4maRAxRLZZPru/6hIiIOObYY447/oFj39na8LWvXvGXf/m/Wy5Wn0QsRA0Zw3I7rgnC+SOpzPk3ou51ryOf8P2Pa22IalXZcvKsZz1rGIZVEZnzNK/Zc1mYPaOonF+uNmY35p19bJnDyseIFjVETebXmtj19IeI+RNc/aRW/mHtkbmN7e+2o1nmriyjLyxOfuVXX7mw2MdxZ84fw5Cx+mOLaNVz86atv/Ga1xxwwAE1H6SeHZm2che6Wz2S2ZMe57+W74O3Mu+xr/z07uGPAIC9FLv7wRhD65PKiNo6LD3nESduHW/uGUuZQ+28z7Z4wKEHDm2oarNVyT1tpHrO7vVbs4XMij67u1h8k0cSGVU9okdMK6bVe+99/gnzqOtP/49Pi1gax6WIeu05v7vjluk4Ru9RfXbyvUdWr1p15r0q+uyqW7U8MZytXvqyn1hYaJmVWfe+z73PPOvMNp9qqD6OtTwakTmM06ieve/a2mycoKovf5xf6qtqjBjnXxhtdjGJlUfSe/Zxtk7dK/p8TLbvWiJeezWG29j+2h31qrFirOwRPbNay+8549RX//IvLm6IinH57nSzHm1VfTYLceSRh//huW96+Omnt2Forc0v3xB9+eLBsymO1d+j2W3wesQ0cinbdHYPvPk97vbtMQb/6gGAvWO/GWOoGFufxDBpMR5z8OYHHbHlI5fvuGXY1Hp/6AOO3FxjRPQWw+1fnCurop/1mEdFROR43PHHVd2Ru09ExfjgU0484IDZiOo4n+SdL/rO1oX79z3h7I9/7BPT6RjZM+OjH/3wGWf8h6p+xJGHPebsR64sTK6Mw5551hnjWJF9+6F36X3a2nxK4aC7bHvRjz7/wgsv7r0/5anfX7U0u17vLJlPOOGYPvao9oBjjo6c3Qd4PP6EY5avj7bbbR1WPbXsUS0qth96t1h7mYjMGquf8pCTDzxwa+QYNRuJuI3DctLJx1f1W/9l6Tb+FtXqHvc4stc45BDR+zieffaZxx5zzJvf/NY/+x/vmE6rT8fZPZcnk3a37Yc88UlP+OHnPnvrli2rVz0Pvfv2x5z9yKghs9/98LtWrbluxuzIV00fc/b39jHbkIcdvt1LGgBYU3+9T+Pf/NbyvfF+9tiZfeO0jRnTHBe+cPW1r3rHJ/9l4a7b67rfeNb3HJw7cxh6W2i1M2LY00Z6n1Zl5iQzIsbqQ2TPrIxW8ysP3PYjqRjnZ9uXr+3aWhtaW74yQI/o41jV22ShRURVH/vYMjOz9xqGSURUz4rKHGcDALMZ04oesZQ5REwip9V7zWcJWlVUTVvrmfMpiFmZZ7aorKiqpdmAR9RuV2lYuWPD6n8eI1r1yBa9L7U2rDzTql5VGZNsGdH72CJ7Zp/NDS+v9db8og23vf3Vv1kRWb0ie+SYmRltHKOqt5azd2ft3DG95JJLbrjhxs2bNx911H0XN2yIqNmCcsvJqg3tWsGNWIpsLYdV36OW0XuNNR+EiMhpa1k1rCwD77tXY8jBv30AYO/F7v71oCty2ustH73gHRfe8qh7b3jxo49pYQiS/eqF1yYOAgDsBW2/DIWINi6ddcoDj4xrH3SPg5UuAAC3F7v7wdUYVn+sPgxt+8bheWfc/8H3OjR67eU30d8p79y30/W3UwDg222/HGOIiMrokTnuaLUYQ7quKvvZC88YAwDsFfvnym5GRcuolhGtwtKjnVrZBQBuc4FpP13Zhf37hWdlFwD2iuYQAACwzmPX2Wc7tdMwxgAA644xBrgzXnjGGABgrzDGAADAeo9dZ5/t1E7DGAMArDvGGODOeOEZYwCAvcIYAwAA6z12nX22UzsNYwwAsO4YY4A744VnjAEA9gpjDAAArPfYdfbZTu00jDEAwLpjjAHujBeeMQYA2CuMMQAAsN5j19lnO7XTMMYAAOuOMQa4M154xhgAYK8wxgAAwHqPXWef7dROwxgDAKw7xhjgznjhGWMAgL3CGAMAAOs9dp19tlM7DWMMALDuGGOAO+OFZ4wBAPYKYwwAAKz32HX22U7tNIwxAMC6Y4wB7owXnjEGANgrrOzaqZ3eaTsFAL7tC0xlWRcAgHXKG9QAABC7AAAgdgEAQOwCAIDYBQAAsQsAAGIXAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAQOwCACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQAAsQsAAGIXAADELgAAiF0AAMQuAACIXQAAELsAACB2AQBA7AIAgNgFAOA7xMQhuON+/5OOAQDA/sTKLgAAYhcAAMQuAACIXQAAELsAACB2AQBA7AIAIHYBAEDsAgCA2AUAALELAABiFwAAxC4AAGIXAADELgAAiF0AABC7AAAgdgEAQOwCACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAACIXQAAxC4AAIhdAAAQuwAAIHYBAEDsAgCA2AUAQOwCAIDYBQAAsQsAAGIXAADELgAAiF0AAMQuAACIXQAAELsAACB2AQBA7AIAgNgFAACxCwCA2AUAALELAABiFwAAxC4AAIhdAAAQuwAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAgNgFAACxCwAAYhcAAMQuAACIXQAAELsAAIhdAAAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAA7CVZVY4CAADrkpVdAADELgAAiF0AABC7AAAgdgEAQOwCAIDYBQBA7AIAgNgFAACxCwAAYhcAAMQuAACIXQAAxC4AAIhdAAAQuwAAIHYBAEDsAgCA2AUAQOwCAIDYBQAAsQsAAOWv4r0AAAtXSURBVGIXAADELgAAiF0AABC7AACIXQAAELsAACB2AQBA7AIAgNgFAACxCwCA2AUAALELAABiFwAAxC4AAIhdAAAQuwAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAAGIXAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAELsAACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQAAsQsAAGIXAADELgAAYhcAAMQuAACIXQAAELsAACB2AQBA7AIAgNgFAEDsAgCA2AUAALELAABiFwAAxC4AAIhdAADELgAAiF0AABC7AAAgdgEAQOwCAIDYBQBA7AIAgNgFAACxCwAAYhcAAMQuAACIXQAAxK5DAACA2AUAALELAABiFwAAxC4AAIhdAAAQuwAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAgNgFAACxCwAAYhcAAMQuAACIXQAAELsAAIhdAAAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAELsAACB2AQBA7AIAgNgFAACxCwAAYhcAALELAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQAAsQsAAGIXAADELgAAYhcAAMQuAACIXQAAELsAACB2AQBA7AIAIHYBAEDsAgCA2AUAALELAABiFwAAxC4AAGIXAADELgAAiF0AABC7AAAgdgEAQOwCAIDYBQBA7AIAgNgFAACxCwAAYhcAAMQuAACIXQAAxC4AAIhdAAAQuwAAIHYBAEDsAgCA2AUAQOwCAIDYBQAAsQsAAGIXAADELgAAiF0AABC7AACIXQAAELsAACB2AQBA7AIAgNgFAACxCwCA2AUAALELAABiFwAAxC4AAIhdAAAQuwAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAgNgFAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAELsAACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQAAsQsAAGIXAADELgAAYhcAAMQuAADsDyYOwR2XmQ4CAMB+xMouAADrVlaVowAAwLpkjOFb+ZuBMQYAgP2KMQYAANYtYwwAAKxbVnYBABC7AAAgdgEAQOwCAIDYBQAAsQsAAGIXAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAQOwCACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQAAsQsAAGIXAADELgAAiF0AAMQuAACIXQAAELsAAPDtNnEI7rjMdBAAAPanfqsqRwEAgHXJGAMAAOuWMYZvgTEGAID9rN+MMQAAsF4ZYwAAQOwCAIDYBQAAsQsAAGIXAADELgAAiF0AAMQuAACIXQAAELsAACB2AQBA7AIAgNgFAEDsAgCA2AUAALELAABiFwAAxC4AAIhdAADELgAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAgNgFAACxCwAAYhcAAMQuAACIXQAAELsAAIhdAAAQuwAAIHYBAEDsAgCA2AUAALELAIDYBQAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAELsAACB2AQBA7AIAgNgFAACxCwAAYhcAALELAABiFwAAxC4AAIhdAAAQuwAAIHYBABC7AAAgdgEAQOwCAIDYBQAAsQsAAGIXAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQBA7AIAIHYBAEDsAgCA2AUAALELAABiFwAAxC4AAGIXAADELgAAiF0AABC7AAAgdgEAQOwCACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAACIXQAAxC4AAIhdAAAQuwAAIHYBAEDsAgCA2AUAQOwCAIDYBQAAsQsAAGIXAADELgAAiF0AAMQuAACIXQAAELsAACB2AQBA7AIAgNgFAEDsOgQAAIhdAAAQuwAAIHYBAEDsAgCA2AUAALELAIDYBQAAsQsAAGIXAADELgAAiF0AABC7AACIXQAAELsAACB2AQBA7AIAgNgFAACxCwCA2AUAALELAABiFwAAxC4AAIhdAAAQuwAAIHYBABC7AAAgdgEAQOwCAIDYBQAAsQsAAGIXAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAxC4AAGIXAADELgAAiF0AABC7AAAgdgEAQOwCACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQAAsQsAAGIXAADELgAAiF0AAMQuAACIXQAAELsAACB2AQBA7AIAgNgFAEDsAgCA2AUAALELAABiFwAAxC4AAIhdAADELgAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAgNgFAACxCwAAYhcAAMQuAACIXQAAELsAAIhdAAAQuwAAIHYBAEDsAgCA2AUAALELAIDYBQAAsQsAAGIXAADELgAAiF0AABC7AACIXQAAELsAACB2AQBA7AIAgNgFAACxCwAAYhcAALELAABiFwAAxC4AAOwtE4fgjvv9TzoGAAD7Eyu7AACIXQAAELsAACB2AQBA7AIAgNgFAACxCwCA2AUAALELAABiFwAAxC4AAIhdAAAQuwAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAgNgFAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAELsAACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQCAvSmrylEAAGBdsrILAIDYBQAAsQsAAGIXAADELgAAiF0AABC7AACIXQAAELsAACB2AQBA7AIAgNgFAACxCwCA2AUAALELAABiFwAAxC4AAIhdAAAQuwAAiF0AABC7AAAgdgEAQOwCAIDYBQAAsQsAAGIXAACxCwAAYhcAAMQuAACIXQAAELsAACB2AQAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAGIXAADELgAAiF0AABC7AAAgdgEAQOwCACB2AQBA7AIAgNgFAACxCwAAYhcAAMQuAABiFwAAxC4AAIhdAAAQuwAAIHYBAEDsAgAgdgEAQOwCAIDYBQAAsQsAAGIXAADELgAAYhcAAMQuAACIXQAAELsAACB2AQBA7AIAgNgFAEDsAgCA2AUAALELAABiFwAAxC4AAIhdAADELgAAiF0AABC7AAAgdgEAQOwCAIDYBQBA7AIAgNgFAACxCwAAYhcAAMQuAACIXQAAELsAAIhdAAAQuwAAIHYBAEDsAgCA2AUAALELAIDYBQAAsQsAAGIXAADELgAAiF0AABC7AACIXQAAELsAACB2AQBA7AIAgNgFAACxCwCA2HUIAAAQuwAAIHYBAEDsAgCA2AUAALELAABiFwAAsQsAAPuxiUNwR2SmgwAAsN+xsgsAwLr1/wO5aeLETgtVIAAAAABJRU5ErkJggg=="/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">20<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">12.1<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> Uzgodnienie efektywnej sta<span class="_ _3"></span>wki podatku<span class="_ _3"></span> </span></span></div></div><div class="c x5 y306 w33 h3d"><div class="t m0 xd h3e y307 ff2 fs8 fc1 sc0 ls0 ws0">Uzgodnienie efekty<span class="_ _51"></span>wne<span class="_ _3"></span>j stawki poda<span class="_ _51"></span>tku </div></div><div class="c x82 y306 w34 h3d"><div class="t m0 x36 hb y308 ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div><div class="t m0 x56 hb y8c ff2 fs0 fc1 sc0 ls0 ws0">1.1.2022 - </div><div class="t m0 xf hb y309 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x46 y306 w35 h3d"><div class="t m0 x13 hb y308 ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div><div class="t m0 x30 hb y8c ff2 fs0 fc1 sc0 ls0 ws0">1.1.2021 - </div><div class="t m0 x25 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y16a w33 h30"><div class="t m0 xd h2 y27c ff7 fs0 fc1 sc0 ls0 ws0">Zysk (stra<span class="_ _3"></span>ta) przed opodatkowaniem (dzia<span class="_ _3"></span>łalność ko<span class="_ _3"></span>ntynuowana </div><div class="t m0 xd h2 y74 ff1 fs0 fc1 sc0 ls0 ws0">i zaniechana) </div></div><div class="c x82 y16a w34 h30"><div class="t m0 x41 h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">645<span class="ls0"> </span></div></div><div class="c x46 y16a w35 h30"><div class="t m0 x4e h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">931<span class="ls0"> </span></div></div><div class="c x5 y30a w33 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Podatek wyliczony wedłu<span class="_ _3"></span>g stawki 19%<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x82 y30a w34 h11"><div class="t m0 x41 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">123<span class="ls0"> </span></div></div><div class="c x46 y30a w35 h11"><div class="t m0 x4e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">177<span class="ls0"> </span></div></div><div class="c x5 y30b w33 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Efekt zastoso<span class="_ _3"></span>wania stawek podatkowych<span class="_ _3"></span> w innych kraja<span class="_ _3"></span>ch </div></div><div class="c x82 y30b w34 h11"><div class="t m0 x2a h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x46 y30b w35 h11"><div class="t m0 x4e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">677<span class="ls0"> </span></div></div><div class="c x5 y30c w33 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Dochody <span class="ff7">n<span class="_ _3"></span>iepodlegające opodatko<span class="_ _3"></span>waniu</span> </div></div><div class="c x82 y30c w34 h11"><div class="t m0 x39 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-1 347 </div></div><div class="c x46 y30c w35 h11"><div class="t m0 x83 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">1431</span> </div></div><div class="c x5 y30d w33 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Koszty niesta<span class="_ _3"></span>nowiące kosztów uzy<span class="_ _3"></span>skania przych<span class="_ _3"></span>odów<span class="ff1"> </span></div></div><div class="c x82 y30d w34 h11"><div class="t m0 x41 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">895<span class="ls0"> </span></div></div><div class="c x46 y30d w35 h11"><div class="t m0 x4e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">665<span class="ls0"> </span></div></div><div class="c x5 y30e w33 h30"><div class="t m0 xd h2 y27c ff7 fs0 fc1 sc0 ls0 ws0">Brak utworzonego akty<span class="_ _3"></span>wa na odroczo<span class="_ _3"></span>ny ze względu na <span class="_ _3"></span>brak </div><div class="t m0 xd h2 y74 ff7 fs0 fc1 sc0 ls0 ws0">możliwości uwiarygod<span class="_ _3"></span>nienia jego odzys<span class="_ _3"></span>kiwalności<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x82 y30e w34 h30"><div class="t m0 x34 h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">86<span class="ls0"> </span></div></div><div class="c x46 y30e w35 h30"><div class="t m0 x5c h2 y28a ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y30f w33 h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">Odliczona stra<span class="_ _3"></span>ta z lat ubiegłych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x82 y30f w34 h10"><div class="t m0 x37 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">1 <span class="ls4">096</span> </div></div><div class="c x46 y30f w35 h10"><div class="t m0 x5c h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y310 w33 h3f"><div class="t m0 xd hb y8c ff8 fs0 fc1 sc0 ls0 ws0">Obciążenie wyniku finansow<span class="_ _3"></span>ego z tytu<span class="_ _3"></span>łu podatku </div><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">dochodowego </div></div><div class="c x82 y310 w34 h3f"><div class="t m0 x5 hb y311 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x46 y310 w35 h3f"><div class="t m0 x5b hb y311 ff2 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x5 y312 w33 h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">Podatek dochod<span class="_ _3"></span>owy oddział we Francji<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x82 y312 w34 h10"><div class="t m0 x5 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x46 y312 w35 h10"><div class="t m0 x5b h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y313 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y314 ff2 fs0 fc1 sc0 ls4 ws0">13<span class="ff4 ls0"> <span class="_ _58"> </span><span class="ff8">Zysk pr<span class="_ _3"></span>zypadający na jedną ak<span class="_ _3"></span>cję<span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y315 ff7 fs0 fc1 sc0 ls0 ws0">Zysk podstawowy <span class="_ _51"></span>przyp<span class="_ _3"></span>adający <span class="_ _1"></span>na <span class="_ _1"></span>jedną <span class="_ _1"></span>akcję <span class="_ _51"></span>o<span class="_ _3"></span>blicza <span class="_ _1"></span>się <span class="_ _51"></span>p<span class="_ _3"></span>oprzez <span class="_ _1"></span>podzielenie <span class="_ _51"></span>zy<span class="_ _3"></span>sku netto <span class="_ _51"></span>za okres przypadającego </div><div class="t m0 x5 h2 y316 ff7 fs0 fc1 sc0 ls0 ws0">na zwykłych <span class="_ _51"></span>ak<span class="_ _3"></span>cjonariuszy Spółki przez <span class="_ _51"></span>średnią ważoną liczb<span class="_ _1"></span>ę w<span class="_ _1"></span>yemitowanych akcji występujących w <span class="_ _51"></span>ciągu okresu,<span class="_ _1"></span> </div><div class="t m0 x5 h2 y317 ff7 fs0 fc1 sc0 ls0 ws0">po skorygowan<span class="_ _3"></span>iu o liczbę akcji odkup<span class="_ _3"></span>ionych i umorzonych<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x5 h2 y318 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 yd w33 h30"><div class="t m0 xd h2 y28a ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x82 yd w34 h30"><div class="t m0 x27 hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Stan na </div><div class="t m0 xf hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x46 yd w35 h30"><div class="t m0 x84 hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Stan na </div><div class="t m0 x25 hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y319 w33 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x82 y319 w34 h11"><div class="t m0 x41 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">645<span class="ls0"> </span></div></div><div class="c x46 y319 w35 h11"><div class="t m0 x4e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">843<span class="ls0"> </span></div></div><div class="c x5 y31a w33 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Średnioważona liczba ak<span class="_ _3"></span>cji<span class="ff1"> </span></div></div><div class="c x82 y31a w34 h11"><div class="t m0 xf h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">15<span class="ls0"> 609 833 </span></div></div><div class="c x46 y31a w35 h11"><div class="t m0 x25 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">15<span class="ls0"> 609 833<span class="_ _3"></span> </span></div></div><div class="c x5 y31b w33 h17"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Zysk netto n<span class="_ _3"></span>a jedną akcję zwykłą <span class="_ _3"></span>(w PLN)<span class="ff1"> </span></div></div><div class="c x82 y31b w34 h17"><div class="t m0 x85 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">0,04 </div></div><div class="c x46 y31b w35 h17"><div class="t m0 x4f h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">0,05 </div></div><div class="c x5 y31c w33 h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">Zysk netto ro<span class="_ _3"></span>zwodniony na jedną ak<span class="_ _3"></span>cję zwykłą (w PLN)<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x82 y31c w34 h10"><div class="t m0 x85 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0,04 </div></div><div class="c x46 y31c w35 h10"><div class="t m0 x4f h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0,05 </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w36 h40" ><div class="pc pc15 w36 h40"><img class="bi x0 y31d w37 h41" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w38 h40"><div class="t m0 x2 h2 y31e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h2 y3 ff1 fs0 fc0 sc0 ls4 ws0">21<span class="ls0"> </span></div><div class="t m0 x4 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y31f ff2 fs0 fc1 sc0 ls4 ws0">14<span class="ff4 ls0"> <span class="_ _58"> </span><span class="ff8">Rzec<span class="_ _3"></span>zowe aktywa trwałe<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y320 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y321 w39 h11"><div class="t m0 xd h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">01.01.2022 - 31.12.2<span class="_ _3"></span>022 </div></div><div class="c x73 y321 w3a h11"><div class="t m0 xd h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x87 y321 w3b h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x88 y321 w3c h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x89 y321 w3d h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x8a y321 w3e h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x8b y321 w3d h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y322 w39 h42"><div class="t m0 x8c h3e y323 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x73 y322 w3a h42"><div class="t m0 x32 h3e y324 ff2 fs8 fc1 sc0 ls0 ws0">grunty(w tym prawo </div><div class="t m0 x8d h3e y323 ff8 fs8 fc1 sc0 ls0 ws0">użytkowania </div><div class="t m0 x8e h3e y2ca ff2 fs8 fc1 sc0 ls0 ws0">wieczystego gruntu)<span class="_ _51"></span> </div></div><div class="c x87 y322 w3b h42"><div class="t m0 x8f h3e y325 ff2 fs8 fc1 sc0 ls0 ws0">budynki, lokale i<span class="_ _1"></span> obiekty </div><div class="t m0 x90 h3e y326 ff8 fs8 fc1 sc0 ls0 ws0">inżynierii lądowej i wo<span class="_ _51"></span>dnej<span class="ff2"> </span></div></div><div class="c x88 y322 w3c h42"><div class="t m0 xd h3e y325 ff8 fs8 fc1 sc0 ls0 ws0">urządzenia techni<span class="_ _1"></span>czne i </div><div class="t m0 x30 h3e y326 ff2 fs8 fc1 sc0 ls0 ws0">maszyny </div></div><div class="c x89 y322 w3d h42"><div class="t m0 x6a h3e y323 ff8 fs8 fc1 sc0 ls0 ws0">środki transportu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8a y322 w3e h42"><div class="t m0 x8e h3e y323 ff8 fs8 fc1 sc0 ls0 ws0">inne środki trwał<span class="_ _51"></span>e<span class="ff2"> </span></div></div><div class="c x8b y322 w3d h42"><div class="t m0 x69 h3e y323 ff8 fs8 fc1 sc0 ls0 ws0">Środki  trwałe, ra<span class="_ _51"></span>z<span class="_ _3"></span>em<span class="ff2"> </span></div></div><div class="c x5 y327 w39 h43"><div class="t m0 xd h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">a) wartość<span class="_ _1"></span> brutto środk<span class="_ _1"></span>ów trwałych na poc<span class="_ _1"></span>zątek okr<span class="_ _1"></span>esu <span class="ff1"> </span></div></div><div class="c x73 y327 w3a h43"><div class="t m0 x21 h3e y328 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y327 w3b h43"><div class="t m0 x70 h3e y328 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y327 w3c h43"><div class="t m0 x5 h3e y328 ff2 fs8 fc1 sc0 ls0 ws0">2 762 </div></div><div class="c x89 y327 w3d h43"><div class="t m0 x91 h3e y328 ff2 fs8 fc1 sc0 ls12 ws0">462<span class="ls0"> </span></div></div><div class="c x8a y327 w3e h43"><div class="t m0 x38 h3e y328 ff2 fs8 fc1 sc0 ls12 ws0">119<span class="ls0"> </span></div></div><div class="c x8b y327 w3d h43"><div class="t m0 x5 h3e y328 ff2 fs8 fc1 sc0 ls0 ws0">3 343 </div></div><div class="c x5 y329 w39 h45"><div class="t m0 xd h44 y32a ff7 fs8 fc1 sc0 ls0 ws0">b) wartość<span class="_ _1"></span> brutto środk<span class="_ _1"></span>ów trwałych na ko<span class="_ _1"></span>niec okre<span class="_ _1"></span>su<span class="ff1"> </span></div></div><div class="c x73 y329 w3a h45"><div class="t m0 x21 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y329 w3b h45"><div class="t m0 x70 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y329 w3c h45"><div class="t m0 x5 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">2 762 </div></div><div class="c x89 y329 w3d h45"><div class="t m0 x91 h3e y32a ff2 fs8 fc1 sc0 ls12 ws0">462<span class="ls0"> </span></div></div><div class="c x8a y329 w3e h45"><div class="t m0 x38 h3e y32a ff2 fs8 fc1 sc0 ls12 ws0">119<span class="ls0"> </span></div></div><div class="c x8b y329 w3d h45"><div class="t m0 x5 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">3 343 </div></div><div class="c x5 y32b w39 h46"><div class="t m0 xd h44 y32c ff1 fs8 fc1 sc0 ls13 ws0">c) <span class="ff7 ls0">sk<span class="_ _1"></span>umulowana <span class="_ _51"></span>amortyzacja <span class="_ _1"></span>(umorze<span class="_ _51"></span>nie) na <span class="_ _51"></span>początek <span class="_ _51"></span>okresu<span class="ff1"> </span></span></div></div><div class="c x73 y32b w3a h46"><div class="t m0 x21 h3e y32c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y32b w3b h46"><div class="t m0 x70 h3e y32c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y32b w3c h46"><div class="t m0 x5 h3e y32c ff2 fs8 fc1 sc0 ls0 ws0">2 581 </div></div><div class="c x89 y32b w3d h46"><div class="t m0 x91 h3e y32c ff2 fs8 fc1 sc0 ls12 ws0">462<span class="ls0"> </span></div></div><div class="c x8a y32b w3e h46"><div class="t m0 x38 h3e y32c ff2 fs8 fc1 sc0 ls12 ws0">119<span class="ls0"> </span></div></div><div class="c x8b y32b w3d h46"><div class="t m0 x5 h3e y32c ff2 fs8 fc1 sc0 ls0 ws0">3 1<span class="ls12">62</span> </div></div><div class="c x5 y32d w39 h11"><div class="t m0 xd h44 y6b ff7 fs8 fc1 sc0 ls0 ws0">d) amortyzacja za o<span class="_ _1"></span>kres (z ty<span class="_ _1"></span>tułu)<span class="ff1"> </span></div></div><div class="c x73 y32d w3a h11"><div class="t m0 x21 h3e y6b ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y32d w3b h11"><div class="t m0 x70 h3e y6b ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y32d w3c h11"><div class="t m0 x4b h3e y88 ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x89 y32d w3d h11"><div class="t m0 x4b h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x8a y32d w3e h11"><div class="t m0 x1a h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x8b y32d w3d h11"><div class="t m0 x4b h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y32e w39 h45"><div class="t m0 xd h44 y32a ff1 fs8 fc1 sc0 ls14 ws0">    <span class="ls0">- <span class="ff7">zwiększeń</span> </span></div></div><div class="c x73 y32e w3a h45"><div class="t m0 x21 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y32e w3b h45"><div class="t m0 x70 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y32e w3c h45"><div class="t m0 x92 h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x89 y32e w3d h45"><div class="t m0 x92 h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y32e w3e h45"><div class="t m0 x29 h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x8b y32e w3d h45"><div class="t m0 x92 h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y32f w39 h47"><div class="t m0 xd h44 y67 ff1 fs8 fc1 sc0 ls0 ws0">e) skumulo<span class="_ _1"></span>wana amortyzacja (<span class="_ _1"></span>umorzenie<span class="_ _1"></span>) na koniec<span class="_ _1"></span> okresu </div></div><div class="c x73 y32f w3a h47"><div class="t m0 x21 h3e y67 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y32f w3b h47"><div class="t m0 x70 h3e y67 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y32f w3c h47"><div class="t m0 x5 h3e y67 ff2 fs8 fc1 sc0 ls0 ws0">2 581 </div></div><div class="c x89 y32f w3d h47"><div class="t m0 x91 h3e y67 ff2 fs8 fc1 sc0 ls12 ws0">462<span class="ls0"> </span></div></div><div class="c x8a y32f w3e h47"><div class="t m0 x38 h3e y67 ff2 fs8 fc1 sc0 ls12 ws0">119<span class="ls0"> </span></div></div><div class="c x8b y32f w3d h47"><div class="t m0 x5 h3e y67 ff2 fs8 fc1 sc0 ls0 ws0">3 162 </div></div><div class="c x5 y330 w39 h48"><div class="t m0 xd h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">f) odpisy<span class="_ _1"></span> <span class="ff7">aktualizujące</span> </div></div><div class="c x73 y330 w3a h48"><div class="t m0 x21 h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y330 w3b h48"><div class="t m0 x70 h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y330 w3c h48"><div class="t m0 x91 h3e ye3 ff2 fs8 fc1 sc0 ls12 ws0">181<span class="ls0"> </span></div></div><div class="c x89 y330 w3d h48"><div class="t m0 x92 h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y330 w3e h48"><div class="t m0 x29 h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x8b y330 w3d h48"><div class="t m0 x91 h3e ye3 ff2 fs8 fc1 sc0 ls12 ws0">181<span class="ls0"> </span></div></div><div class="c x5 y3d w39 h49"><div class="t m0 xd h3e y6a ff8 fs8 fc1 sc0 ls0 ws0">g) wartość netto <span class="_ _1"></span>środków trwa<span class="_ _1"></span>łych na ko<span class="_ _1"></span>niec okresu<span class="ff2"> </span></div></div><div class="c x73 y3d w3a h49"><div class="t m0 x21 h3e y6a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y3d w3b h49"><div class="t m0 x70 h3e y6a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x88 y3d w3c h49"><div class="t m0 x92 h3e y6a ff2 fs8 fc1 sc0 ls0 ws0">-  </div></div><div class="c x89 y3d w3d h49"><div class="t m0 x92 h3e y6a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y3d w3e h49"><div class="t m0 x29 h3e y6a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x8b y3d w3d h49"><div class="t m0 x92 h3e y6a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w38 h40"><div class="t m0 x5 h2 y331 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y332 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1a y333 w3f h4a"><div class="t m0 xd h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">01.01.2021 - 31.12.2<span class="_ _3"></span>021 </div></div><div class="c x93 y333 w40 h4a"><div class="t m0 xd h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x87 y333 w41 h4a"><div class="t m0 xd h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x94 y333 w42 h4a"><div class="t m0 xd h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x95 y333 w43 h4a"><div class="t m0 xd h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x96 y333 w44 h4a"><div class="t m0 xd h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x97 y333 w45 h4a"><div class="t m0 xd h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1a y335 w3f h4b"><div class="t m0 x7d h3e y336 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x93 y335 w40 h4b"><div class="t m0 x5d h3e y337 ff2 fs8 fc1 sc0 ls0 ws0">grunty(w tym prawo </div><div class="t m0 xf h3e y336 ff8 fs8 fc1 sc0 ls0 ws0">użytkowania </div><div class="t m0 x98 h3e y338 ff2 fs8 fc1 sc0 ls0 ws0">wieczystego gruntu)<span class="_ _51"></span> </div></div><div class="c x87 y335 w41 h4b"><div class="t m0 x32 h3e y337 ff2 fs8 fc1 sc0 ls0 ws0">budynki, lokale i<span class="_ _1"></span> obiekty </div><div class="t m0 x15 h3e y336 ff8 fs8 fc1 sc0 ls0 ws0">inżynierii lądowej i </div><div class="t m0 x36 h3e y338 ff2 fs8 fc1 sc0 ls0 ws0">wodnej </div></div><div class="c x94 y335 w42 h4b"><div class="t m0 x69 h3e y339 ff8 fs8 fc1 sc0 ls0 ws0">urządzenia <span class="ff2">techniczn<span class="_ _1"></span>e i </span></div><div class="t m0 x2d h3e y33a ff2 fs8 fc1 sc0 ls0 ws0">maszyny </div></div><div class="c x95 y335 w43 h4b"><div class="t m0 xa h3e y336 ff8 fs8 fc1 sc0 ls0 ws0">środki transportu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x96 y335 w44 h4b"><div class="t m0 x5d h3e y336 ff8 fs8 fc1 sc0 ls0 ws0">inne środki trwał<span class="_ _51"></span>e<span class="ff2"> </span></div></div><div class="c x97 y335 w45 h4b"><div class="t m0 x2e h3e y336 ff8 fs8 fc1 sc0 ls0 ws0">Środki  trwałe, ra<span class="_ _51"></span>z<span class="_ _3"></span>em<span class="ff2"> </span></div></div><div class="c x1a y33b w3f h4c"><div class="t m0 xd h44 y33c ff7 fs8 fc1 sc0 ls0 ws0">a) wartość<span class="_ _1"></span> brutto środk<span class="_ _1"></span>ów trwałych na poc<span class="_ _1"></span>zątek okr<span class="_ _1"></span>esu <span class="ff1"> </span></div></div><div class="c x93 y33b w40 h4c"><div class="t m0 x1d h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y33b w41 h4c"><div class="t m0 x2c h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x94 y33b w42 h4c"><div class="t m0 x17 h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">2 762  </div></div><div class="c x95 y33b w43 h4c"><div class="t m0 x17 h3e y33c ff2 fs8 fc1 sc0 ls12 ws0">462 <span class="ls0"> </span></div></div><div class="c x96 y33b w44 h4c"><div class="t m0 x29 h3e y33c ff2 fs8 fc1 sc0 ls12 ws0">119 <span class="ls0"> </span></div></div><div class="c x97 y33b w45 h4c"><div class="t m0 x2b h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">3 343  </div></div><div class="c x1a y33d w3f h4d"><div class="t m0 xd h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">b<span class="ff7">) wartość<span class="_ _1"></span> brutto środk<span class="_ _1"></span>ów trwałych na ko<span class="_ _1"></span>niec okre<span class="_ _1"></span>su<span class="ff1"> </span></span></div></div><div class="c x93 y33d w40 h4d"><div class="t m0 x1d h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y33d w41 h4d"><div class="t m0 x2c h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x94 y33d w42 h4d"><div class="t m0 x17 h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">2 762  </div></div><div class="c x95 y33d w43 h4d"><div class="t m0 x17 h3e y33e ff2 fs8 fc1 sc0 ls12 ws0">462 <span class="ls0"> </span></div></div><div class="c x96 y33d w44 h4d"><div class="t m0 x29 h3e y33e ff2 fs8 fc1 sc0 ls12 ws0">119 <span class="ls0"> </span></div></div><div class="c x97 y33d w45 h4d"><div class="t m0 x2b h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">3 343  </div></div><div class="c x1a y1b8 w3f h4e"><div class="t m0 xd h44 y33f ff1 fs8 fc1 sc0 ls0 ws0">c<span class="ls15">)  </span><span class="ff7">sk<span class="_ _51"></span>umulowana  amort<span class="_ _1"></span>yzacja <span class="_ _47"> </span>(umorzenie) <span class="_ _47"> </span>na <span class="_ _47"> </span>początek </span></div><div class="t m0 xd h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">okresu </div></div><div class="c x93 y1b8 w40 h4e"><div class="t m0 x1d h3e y340 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y1b8 w41 h4e"><div class="t m0 x2c h3e y340 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x94 y1b8 w42 h4e"><div class="t m0 x17 h3e y340 ff2 fs8 fc1 sc0 ls0 ws0">2 557 </div></div><div class="c x95 y1b8 w43 h4e"><div class="t m0 x17 h3e y340 ff2 fs8 fc1 sc0 ls12 ws0">462<span class="ls0"> </span></div></div><div class="c x96 y1b8 w44 h4e"><div class="t m0 x29 h3e y340 ff2 fs8 fc1 sc0 ls12 ws0">119<span class="ls0"> </span></div></div><div class="c x97 y1b8 w45 h4e"><div class="t m0 x2b h3e y340 ff2 fs8 fc1 sc0 ls0 ws0">3 138 </div></div><div class="c x1a y341 w3f h4c"><div class="t m0 xd h44 y33c ff1 fs8 fc1 sc0 ls16 ws0">d)<span class="ls0"> <span class="ff7">amortyzacja za ok<span class="_ _1"></span>res (z tyt<span class="_ _1"></span>ułu)<span class="ff1"> </span></span></span></div></div><div class="c x93 y341 w40 h4c"><div class="t m0 x1d h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y341 w41 h4c"><div class="t m0 x2c h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x94 y341 w42 h4c"><div class="t m0 x99 h3e y33c ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x95 y341 w43 h4c"><div class="t m0 x1d h3e y33c ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x96 y341 w44 h4c"><div class="t m0 x6f h3e y33c ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x97 y341 w45 h4c"><div class="t m0 x1e h3e y33c ff2 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1a y342 w3f h4c"><div class="t m0 xd h44 y33c ff1 fs8 fc1 sc0 ls14 ws0">    <span class="ls0">- <span class="ff7">zwiększeń</span> </span></div></div><div class="c x93 y342 w40 h4c"><div class="t m0 x1d h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x87 y342 w41 h4c"><div class="t m0 x2c h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x94 y342 w42 h4c"><div class="t m0 x4b h44 y33c ff1 fs8 fc1 sc0 ls12 ws0">24<span class="ls0"> </span></div></div><div class="c x95 y342 w43 h4c"><div class="t m0 x4b h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x96 y342 w44 h4c"><div class="t m0 x52 h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x97 y342 w45 h4c"><div class="t m0 x21 h44 y33c ff1 fs8 fc1 sc0 ls12 ws0">24<span class="ls0"> </span></div></div><div class="c x1a y343 w3f h4f"><div class="t m0 xd h44 y344 ff1 fs8 fc1 sc0 ls0 ws0">e) <span class="_ _55"> </span>skumulowana <span class="_ _61"> </span>amortyzacja <span class="_ _55"> </span>(umorzenie) <span class="_ _55"> </span>na <span class="_ _61"> </span>koniec </div><div class="t m0 xd h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">okresu </div></div><div class="c x93 y343 w40 h4f"><div class="t m0 x1d h3e y345 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y343 w41 h4f"><div class="t m0 x2c h3e y345 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x94 y343 w42 h4f"><div class="t m0 x17 h3e y345 ff2 fs8 fc1 sc0 ls0 ws0">2 5<span class="ls12">81</span> </div></div><div class="c x95 y343 w43 h4f"><div class="t m0 x17 h3e y345 ff2 fs8 fc1 sc0 ls12 ws0">462<span class="ls0"> </span></div></div><div class="c x96 y343 w44 h4f"><div class="t m0 x29 h3e y345 ff2 fs8 fc1 sc0 ls12 ws0">119<span class="ls0"> </span></div></div><div class="c x97 y343 w45 h4f"><div class="t m0 x2b h3e y345 ff2 fs8 fc1 sc0 ls0 ws0">3 1<span class="ls12">62</span> </div></div><div class="c x1a y346 w3f h4d"><div class="t m0 xd h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">f) odpisy<span class="_ _1"></span> <span class="ff7">aktualizujące</span> </div></div><div class="c x93 y346 w40 h4d"><div class="t m0 x1d h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y346 w41 h4d"><div class="t m0 x2c h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x94 y346 w42 h4d"><div class="t m0 x6f h3e y33e ff2 fs8 fc1 sc0 ls12 ws0">181<span class="ls0"> </span></div></div><div class="c x95 y346 w43 h4d"><div class="t m0 x4b h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x96 y346 w44 h4d"><div class="t m0 x52 h3e y33e ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x97 y346 w45 h4d"><div class="t m0 x20 h3e y33e ff2 fs8 fc1 sc0 ls12 ws0">181<span class="ls0"> </span></div></div><div class="c x1a y347 w3f h4c"><div class="t m0 xd h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">g<span class="ff8">) wartość netto <span class="_ _1"></span>środków trwa<span class="_ _1"></span>łych na ko<span class="_ _1"></span>niec okresu<span class="ff2"> </span></span></div></div><div class="c x93 y347 w40 h4c"><div class="t m0 x1d h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x87 y347 w41 h4c"><div class="t m0 x2c h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x94 y347 w42 h4c"><div class="t m0 x6d h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">-  </div></div><div class="c x95 y347 w43 h4c"><div class="t m0 x4b h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x96 y347 w44 h4c"><div class="t m0 x52 h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x97 y347 w45 h4c"><div class="t m0 x9a h3e y33c ff2 fs8 fc1 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x0 y348 w4 h50" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9b h2 y3 ff1 fs0 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div><div class="t m0 x4 h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y115 ff2 fs0 fc1 sc0 ls4 ws0">15.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Pozostałe długoterminowe<span class="_ _3"></span> aktywa <span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y116 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>p<span class="_ _3"></span>ozycji <span class="_ _5e"></span>długoterminowych <span class="_ _50"></span>aktywów <span class="_ _5e"></span>finansowych <span class="_ _5e"></span>Spół<span class="_ _3"></span>ka <span class="_ _5e"></span>ujmuje <span class="_ _5e"></span>udziały <span class="_ _5e"></span>i <span class="_ _5e"></span>akcje <span class="_ _5e"></span>w <span class="_ _5e"></span>jed<span class="_ _3"></span>nostkach<span class="_ _3"></span> <span class="_ _0"></span>za<span class="_ _3"></span>leżnych <span class="_ _5e"></span>oraz </div><div class="t m0 x5 h2 y349 ff7 fs0 fc1 sc0 ls0 ws0">prezentowane są kau<span class="_ _3"></span>cje jako dłu<span class="_ _3"></span>goterminowe pozostałe n<span class="_ _3"></span>ależności.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y34a ff7 fs0 fc1 sc0 ls0 ws0">Udziały <span class="_ _3"></span>w <span class="_ _0"></span>jednostkach <span class="_ _3"></span>p<span class="_ _3"></span>owiązanych <span class="_ _0"></span>wyceniane <span class="_ _3"></span>są <span class="_ _0"></span>w <span class="_ _3"></span>wartościach <span class="_ _3"></span>god<span class="_ _3"></span>ziwych. <span class="_ _3"></span>Wy<span class="_ _3"></span>ceny <span class="_ _3"></span>wartoś<span class="_ _0"></span>ci <span class="_ _3"></span>godziwych<span class="_ _3"></span> <span class="_ _3"></span>zostały </div><div class="t m0 x5 h2 y34b ff7 fs0 fc1 sc0 ls0 ws0">dokonane przez <span class="_ _3"></span>niezależnych rzeczoznawcó<span class="_ _3"></span>w.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y4f ff1 fs0 fc1 sc0 ls0 ws0">W dniu <span class="_ _51"></span>14 listopada 2022 <span class="_ _51"></span>roku<span class="_ _3"></span><span class="ff7">, w <span class="_ _51"></span>związku z toczącym <span class="_ _51"></span>się procesem <span class="_ _51"></span>sprzedaż<span class="_ _3"></span>y udziałów s<span class="_ _1"></span>półki zależnej <span class="_ _1"></span>ŚTW <span class="_ _1"></span>Dalbis, </span></div><div class="t m0 x5 h2 y34c ff7 fs0 fc1 sc0 ls0 ws0">podjęto <span class="_ _5e"></span>decyzj<span class="_ _3"></span>ę<span class="ff1"> <span class="_ _5e"></span></span>o <span class="_ _5e"></span>reklas<span class="_ _3"></span>yfikacji <span class="_ _5e"></span>ww. <span class="_ _5e"></span>ud<span class="_ _3"></span>ziałów <span class="_ _5e"></span>do <span class="_ _50"></span>aktywów <span class="_ _50"></span>przeznaczonych<span class="_ _3"></span> <span class="_ _5e"></span>do <span class="_ _5e"></span>sprzedaży. <span class="_ _47"> </span>Warto<span class="_ _3"></span>ść <span class="_ _5e"></span>wynikają<span class="_ _3"></span>ca <span class="_ _5e"></span>z </div><div class="t m0 x5 h2 y34d ff7 fs0 fc1 sc0 ls0 ws0">oferty <span class="_ _0"></span>złożo<span class="_ _3"></span>nej <span class="_ _0"></span>przez <span class="_ _5e"></span>podmiot <span class="_ _0"></span>niepowiązany<span class="_ _3"></span> <span class="_ _0"></span>opiewa <span class="_ _0"></span>n<span class="_ _3"></span>a <span class="_ _0"></span>4,7 <span class="_ _0"></span>mln <span class="_ _0"></span>zł<span class="_ _3"></span>.<span class="_ _3"></span><span class="ff1"> <span class="_ _5e"></span></span>i <span class="_ _0"></span>jest <span class="_ _0"></span>zbliżo<span class="_ _3"></span>na <span class="_ _0"></span>do <span class="_ _0"></span>szacunku<span class="_ _3"></span> <span class="_ _0"></span>wartości <span class="_ _5e"></span>godziwej </div><div class="t m0 x5 h2 y34e ff7 fs0 fc1 sc0 ls0 ws0">ustalonej na <span class="_ _3"></span>dzień bilansowy.<span class="ff1"> </span></div><div class="t m0 x5 h2 y34f ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y350 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y145 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y11f w46 h51"><div class="t m0 xd hb y28a ff8 fs0 fc1 sc0 ls0 ws0">Długoterminowe aktywa <span class="_ _3"></span>finansowe<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x9c y11f w47 h51"><div class="t m0 x5b hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c x9d y11f w48 h51"><div class="t m0 x9e hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y351 w46 h52"><div class="t m0 xd h2 y352 ff7 fs0 fc1 sc0 ls0 ws0">Udziały w jednos<span class="_ _3"></span>tkach powiązanych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x9c y351 w47 h52"><div class="t m0 x9f h2 y352 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x9d y351 w48 h52"><div class="t m0 x6e h2 y352 ff1 fs0 fc1 sc0 ls0 ws0">6 524 </div></div><div class="c x5 y353 w46 h53"><div class="t m0 xd h2 y354 ff7 fs0 fc1 sc0 ls0 ws0">Długoterminowe pozos<span class="_ _3"></span>tałe </div><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">należności<span class="ff1"> </span></div></div><div class="c x9c y353 w47 h53"><div class="t m0 xa0 h2 y355 ff1 fs0 fc1 sc0 ls0 ws0">1 345 </div></div><div class="c x9d y353 w48 h53"><div class="t m0 x7d h2 y355 ff1 fs0 fc1 sc0 ls4 ws0">934<span class="ls0"> </span></div></div><div class="c x5 y356 w46 h54"><div class="t m0 xd hb y357 ff8 fs0 fc1 sc0 ls0 ws0">Długoterminowe aktywa <span class="_ _3"></span>finansowe </div><div class="t m0 xd hb y358 ff2 fs0 fc1 sc0 ls0 ws0">razem </div></div><div class="c x9c y356 w47 h54"><div class="t m0 xa0 hb y101 ff2 fs0 fc1 sc0 ls0 ws0">1 345 </div></div><div class="c x9d y356 w48 h54"><div class="t m0 x5f hd y101 ff2 fs0 fc1 sc0 ls0 ws0">7<span class="ff4"> <span class="_ _5b"> </span></span><span class="ls4">458</span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y359 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h55 y35a ffb fs8 fc4 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y35b ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y35c ff2 fs0 fc1 sc0 ls4 ws0">15.1.<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> <span class="_ _3"></span><span class="ff8">Udziały w jednostkach <span class="_ _3"></span>powiązanych<span class="_ _3"></span></span> </span></span></div><div class="t m0 x5 h2 y35d ff7 fs0 fc1 sc0 ls0 ws0">Na <span class="_ _3"></span>koniec <span class="_ _3"></span>2022 <span class="_ _3"></span>roku<span class="_ _3"></span> <span class="_ _3"></span>Spółka <span class="_ _3"></span>nad<span class="_ _3"></span>al <span class="_ _3"></span>posiad<span class="_ _3"></span>a <span class="_ _3"></span>100% u<span class="_ _3"></span>działu <span class="_ _3"></span>w <span class="_ _3"></span>kapita<span class="_ _3"></span>le za<span class="_ _3"></span>kładowym <span class="_ _3"></span>podmiotu<span class="_ _3"></span> <span class="_ _3"></span>zależnego <span class="_ _3"></span>ŚTW <span class="_ _3"></span>Dalbis<span class="_ _3"></span> </div><div class="t m0 x5 h2 y35e ff7 fs0 fc1 sc0 ls0 ws0">Sp. <span class="_ _61"> </span>z <span class="_ _55"> </span>o.o<span class="_ _3"></span>. <span class="_ _61"> </span>Jednak <span class="_ _61"> </span>na <span class="_ _61"> </span>skutek <span class="_ _61"> </span>rozpoczęcia <span class="_ _61"> </span>procesu <span class="_ _61"> </span>sprzedaż<span class="_ _3"></span>y, <span class="_ _61"> </span>udziały <span class="_ _61"> </span>zostały <span class="_ _61"> </span>zreklasyfikowane <span class="_ _55"> </span>d<span class="_ _3"></span>o <span class="_ _61"> </span>aktywów </div><div class="t m0 x5 h2 y35f ff7 fs0 fc1 sc0 ls0 ws0">przeznaczonych<span class="_ _3"></span> <span class="_ _48"> </span>do  sprzedaży. <span class="_ _48"> </span>Na  koniec  2021 <span class="_ _66"> </span>roku<span class="_ _3"></span> <span class="_ _48"> </span>war<span class="_ _3"></span>tość  udziałów <span class="_ _48"> </span>w <span class="_ _48"> </span>sprawozd<span class="_ _3"></span>aniu  z <span class="_ _66"> </span>sy<span class="_ _3"></span>tuacji  finansowej </div><div class="t m0 x5 h2 y360 ff7 fs0 fc1 sc0 ls0 ws0">prezentuje poniżs<span class="_ _3"></span>za tabela.<span class="ff1"> </span></div><div class="t m0 x5 h2 y1a8 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y1a9 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y361 w49 h56"><div class="t m0 xd hb y362 ff8 fs0 fc1 sc0 ls0 ws0">Udziały w jednostkach p<span class="_ _3"></span>owiązanych<span class="_ _3"></span><span class="ff2"> na </span></div><div class="t m0 xd hb y311 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xa1 y361 w4a h56"><div class="t m0 x4 hb y8c ff2 fs0 fc1 sc0 ls0 ws0">siedziba </div></div><div class="c xa2 y361 w4b h56"><div class="t m0 x5d hb y308 ff2 fs0 fc1 sc0 ls0 ws0">%posiadanego </div><div class="t m0 x4 hb y8c ff8 fs0 fc1 sc0 ls0 ws0">kapitału </div><div class="t m0 x15 hb y309 ff8 fs0 fc1 sc0 ls0 ws0">zakł<span class="ff2">adowego </span></div></div><div class="c xa3 y361 w4c h56"><div class="t m0 x32 hb y308 ff8 fs0 fc1 sc0 ls0 ws0">Wartość bilansowa </div><div class="t m0 xf hb y8c ff8 fs0 fc1 sc0 ls0 ws0">udziałów/akcji<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x5 y11 w49 h57"><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">Śląskie Towarzystwo Wi<span class="_ _3"></span>ertnicze Dalbis<span class="_ _3"></span> Sp. z o.o.<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa1 y11 w4a h57"><div class="t m0 x25 h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">Tarnowskie Góry<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa2 y11 w4b h57"><div class="t m0 x11 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c xa3 y11 w4c h57"><div class="t m0 xa4 h2 y309 ff1 fs0 fc1 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c x5 y363 w49 h58"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xa1 y363 w4a h58"><div class="t m0 x6c hb y309 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xa2 y363 w4b h58"><div class="t m0 x5c hb y309 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y363 w4c h58"><div class="t m0 xa4 hb y309 ff2 fs0 fc1 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y364 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y365 ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y366 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y367 ff2 fs0 fc1 sc0 ls4 ws0">15.2.<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> <span class="_ _3"></span><span class="ff8">Długoterminowe p<span class="_ _3"></span>ozostałe należności<span class="_ _3"></span></span> </span></span></div><div class="t m0 x5 h2 y368 ff7 fs0 fc1 sc0 ls0 ws0">W pozycji długoterminowe pozos<span class="_ _3"></span>tałe należności ujęto wpłaconą kwotę kaucji dotyczącej sprawy sąd<span class="_ _3"></span>owej toczącej </div><div class="t m0 x5 h2 y28c ff7 fs0 fc1 sc0 ls0 ws0">się <span class="_ _55"> </span>w  Hiszp<span class="_ _3"></span>anii <span class="_ _55"> </span>przeciwko  Primetech <span class="_ _55"> </span>z <span class="_ _55"> </span>udzia<span class="_ _3"></span>łem <span class="_ _55"> </span>hiszpańskiego  zakł<span class="_ _3"></span>adu <span class="_ _55"> </span>ubezpieczeń  sp<span class="_ _3"></span>ołecznych, <span class="_ _55"> </span>dotycząca </div><div class="t m0 x5 h2 y369 ff7 fs0 fc1 sc0 ls0 ws0">wyrównania <span class="_ _0"></span>wysokoś<span class="_ _3"></span>ci <span class="_ _0"></span>składek <span class="_ _3"></span>z <span class="_ _0"></span>tytuł<span class="_ _3"></span>u <span class="_ _3"></span>ub<span class="_ _3"></span>ezp<span class="_ _3"></span>ieczenia <span class="_ _0"></span>społecznego, <span class="_ _0"></span>odprowadzan<span class="_ _3"></span>ych <span class="_ _0"></span>przez <span class="_ _0"></span>Oddział <span class="_ _0"></span>Primetech <span class="_ _0"></span>w </div><div class="t m0 x5 h2 y36a ff1 fs0 fc1 sc0 ls0 ws0">Hiszpanii. </div><div class="t m0 x5 h2 y36b ff1 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi xa y36c w4d h5a" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">23<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y115 ff8 fs0 fc1 sc0 ls0 ws0">Zmiana stanu od<span class="_ _3"></span>pisów aktualizujących war<span class="_ _3"></span>tość należności dłu<span class="_ _3"></span>goterminowych<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x5 y36d w4e h3b"><div class="t m0 xd h15 y36e ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xa5 y36d w4f h3b"><div class="t m0 xa6 hb y36f ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div><div class="t m0 xf hb y2ea ff2 fs0 fc1 sc0 ls0 ws0">1.1.2022 - </div><div class="t m0 x48 hb ye8 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xa7 y36d w50 h3b"><div class="t m0 x27 hb y36f ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div><div class="t m0 x9e hb y2ea ff2 fs0 fc1 sc0 ls0 ws0">1.1.2021 - </div><div class="t m0 x3c hb ye8 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y370 w4e h11"><div class="t m0 xd hb y28b ff8 fs0 fc1 sc0 ls0 ws0">Stan na począte<span class="_ _3"></span>k okresu<span class="ff2"> </span></div></div><div class="c xa5 y370 w4f h11"><div class="t m0 x0 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">460<span class="ls0"> </span></div></div><div class="c xa7 y370 w50 h11"><div class="t m0 x5c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x5 y371 w4e h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">zwiększenia<span class="ff1"> </span></div></div><div class="c xa5 y371 w4f h11"><div class="t m0 x34 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c xa7 y371 w50 h11"><div class="t m0 x5a h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">460<span class="ls0"> </span></div></div><div class="c x5 y372 w4e h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenia, w tym:<span class="_ _3"></span> </div></div><div class="c xa5 y372 w4f h11"><div class="t m0 x34 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xa7 y372 w50 h11"><div class="t m0 x5c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x5 y373 w4e h11"><div class="t m0 xd h5b y28b ffb fs0 fc1 sc0 ls0 ws0">- <span class="ffa">rozwiązanie <span class="_ _3"></span></span> </div></div><div class="c xa5 y373 w4f h11"><div class="t m0 x34 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xa7 y373 w50 h11"><div class="t m0 x5c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x5 y374 w4e h10"><div class="t m0 xd hb y8d ff2 fs0 fc1 sc0 ls0 ws0">Stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xa5 y374 w4f h10"><div class="t m0 x0 hb y8d ff2 fs0 fc1 sc0 ls4 ws0">469<span class="ls0"> </span></div></div><div class="c xa7 y374 w50 h10"><div class="t m0 x5a hb y8d ff2 fs0 fc1 sc0 ls4 ws0">460<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y375 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y171 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y376 ff2 fs0 fc1 sc0 ls4 ws0">16.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Należności z tytułu dostaw i usłu<span class="_ _3"></span>g oraz pozostałe<span class="_ _3"></span> należności<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y377 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _6d"> </span>momencie <span class="_ _58"> </span>początkowego <span class="_ _6d"> </span>u<span class="_ _3"></span>jęcia <span class="_ _6d"> </span>należn<span class="_ _3"></span>ości <span class="_ _6d"> </span>u<span class="_ _3"></span>jmowane <span class="_ _6d"> </span>są <span class="_ _58"> </span>w <span class="_ _6d"> </span>wartości <span class="_ _58"> </span>godziwej, <span class="_ _59"> </span>a <span class="_ _58"> </span>następnie <span class="_ _58"> </span>według </div><div class="t m0 x5 h2 y378 ff7 fs0 fc1 sc0 ls0 ws0">zamortyzowanego kos<span class="_ _3"></span>ztu z zastos<span class="_ _3"></span>owaniem metody efektywn<span class="_ _3"></span>ej stopy p<span class="_ _3"></span>rocentowej, pomniejszonego o<span class="_ _3"></span> odpisy z<span class="_ _3"></span> tytułu </div><div class="t m0 x5 h2 y175 ff7 fs0 fc1 sc0 ls0 ws0">trwałej utra<span class="_ _3"></span>ty wartoś<span class="_ _3"></span>ci. <span class="ff1">Zgodnie z <span class="_ _3"></span>MSSF <span class="_ _3"></span>9 jednos<span class="_ _3"></span>tka w</span>y<span class="_ _3"></span>cenia odpis <span class="_ _3"></span>na oczekiwane <span class="_ _3"></span>straty kredytowe <span class="_ _3"></span>w kwocie ró<span class="_ _3"></span>wnej </div><div class="t m0 x5 h2 y379 ff1 fs0 fc1 sc0 ls4 ws0">12<span class="ls0">-<span class="ff7">miesięcznym <span class="_ _62"> </span>oczekiwany<span class="_ _3"></span>m <span class="_ _60"> </span>s<span class="_ _3"></span>tratom <span class="_ _62"> </span>kredytowym <span class="_ _62"> </span>bądź <span class="_ _62"> </span>oczekiwanym <span class="_ _62"> </span>stratom <span class="_ _62"> </span>kredytowym <span class="_ _62"> </span>w <span class="_ _60"> </span>o<span class="_ _3"></span>kresie <span class="_ _60"> </span>ży<span class="_ _3"></span>cia </span></span></div><div class="t m0 x5 h2 y250 ff1 fs0 fc1 sc0 ls0 ws0">instrumentu finansowe<span class="ff7">go. W <span class="_ _1"></span>przypadku należności z <span class="_ _51"></span>tytułu dostaw i<span class="ff1"> </span>usług, Spółka <span class="_ _1"></span>zastosowała uproszczone podejście </span></div><div class="t m0 x5 h2 y37a ff1 fs0 fc1 sc0 ls0 ws0">i <span class="ff7">wycenia <span class="_ _51"></span>o<span class="_ _3"></span>dpis na <span class="_ _51"></span>oczekiwan<span class="_ _3"></span>e <span class="_ _1"></span>straty kredytowe <span class="_ _51"></span>w kwocie <span class="_ _51"></span>r<span class="_ _3"></span>ównej <span class="_ _1"></span>oczekiwanym stratom <span class="_ _1"></span>kredytowym w<span class="_ _3"></span><span class="ff1"> </span>całym okresie </span></div><div class="t m0 x5 h2 y37b ff7 fs0 fc1 sc0 ls0 ws0">życia. <span class="_ _3"></span>Spółka <span class="_ _3"></span>p<span class="_ _3"></span>rzeanalizowała <span class="_ _3"></span>ryzy<span class="_ _3"></span>ko <span class="_ _3"></span>kredytowe <span class="_ _3"></span>przy <span class="_ _3"></span>u<span class="_ _3"></span>życiu <span class="_ _3"></span>upros<span class="_ _3"></span>zczonego <span class="_ _3"></span>modelu. <span class="_ _5e"></span>Odpisy<span class="_ _3"></span> <span class="_ _3"></span>aktualizujące <span class="_ _3"></span>odn<span class="_ _3"></span>oszone </div><div class="t m0 x5 h2 y37c ff7 fs0 fc1 sc0 ls0 ws0">są <span class="_ _0"></span>w <span class="_ _5e"></span>rachunku <span class="_ _0"></span>zy<span class="_ _3"></span>sków <span class="_ _5e"></span>i <span class="_ _3"></span>s<span class="_ _3"></span>trat. <span class="_ _0"></span>Różnicę <span class="_ _0"></span>p<span class="_ _3"></span>omiędzy <span class="_ _0"></span>utworzo<span class="_ _3"></span>nymi <span class="_ _0"></span>a <span class="_ _5e"></span>rozwiązanymi <span class="_ _0"></span>od<span class="_ _3"></span>pisami <span class="_ _0"></span>ak<span class="_ _3"></span>tualizacyjnymi <span class="_ _5e"></span>odnosi <span class="_ _0"></span>s<span class="_ _3"></span>ię </div><div class="t m0 x5 h2 y37d ff1 fs0 fc1 sc0 ls0 ws0">odpowiednio <span class="_ _0"></span>w <span class="ff7">pozosta<span class="_ _3"></span>łe <span class="_ _3"></span>przychody<span class="_ _3"></span> <span class="_ _3"></span>operacyjn<span class="_ _3"></span>e <span class="_ _3"></span>lub <span class="_ _3"></span>pozostałe <span class="_ _0"></span>koszty <span class="_ _3"></span>o<span class="_ _3"></span>peracyjne. <span class="_ _3"></span>N<span class="_ _3"></span>ależności <span class="_ _3"></span>finanso<span class="_ _3"></span>we <span class="_ _3"></span>wyrażone <span class="_ _0"></span>w </span></div><div class="t m0 x5 h2 y37e ff7 fs0 fc1 sc0 ls0 ws0">walutach obcych wycenia się na dzień bilansowy po kur<span class="_ _3"></span>sie średnim ustalony<span class="_ _3"></span>m dla danej waluty przez Narodowy Bank </div><div class="t m0 x5 h2 y37f ff7 fs0 fc1 sc0 ls0 ws0">Polski <span class="_ _6e"> </span>na <span class="_ _6e"> </span>ten <span class="_ _1f"> </span>dzień.<span class="_ _3"></span> <span class="_ _1f"> </span>Po<span class="_ _3"></span>wstałe <span class="_ _6e"> </span>z <span class="_ _6e"> </span>wyceny <span class="_ _6e"> </span>różnice <span class="_ _6e"> </span>kurso<span class="_ _3"></span>we <span class="_ _1f"> </span>ujmuje<span class="_ _3"></span> <span class="_ _1f"> </span>s<span class="_ _3"></span>ię <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y380 ff1 fs0 fc1 sc0 ls0 ws0">w przychodach lu<span class="_ _3"></span>b kosztach finan<span class="_ _3"></span>sowych. </div><div class="t m0 x5 h2 y381 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y382 w51 h51"><div class="t m0 xd h15 y28a ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xa8 y382 w52 h51"><div class="t m0 x5d hb y2b5 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c xa9 y382 w53 h51"><div class="t m0 x25 hb y2b5 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y383 w51 h53"><div class="t m0 xd h2 y8c ff7 fs0 fc1 sc0 ls0 ws0">Należności krótk<span class="_ _3"></span>oterminowe </div><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">netto, razem  </div></div><div class="c xa8 y383 w52 h53"><div class="t m0 x5e h2 y311 ff1 fs0 fc1 sc0 ls4 ws0">46<span class="ls0">7 </span></div></div><div class="c xa9 y383 w53 h53"><div class="t m0 x6e h2 y311 ff1 fs0 fc1 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c x5 y384 w51 h37"><div class="t m0 xd h2 y2fc ff7 fs0 fc1 sc0 ls0 ws0">odpisy aktualizu<span class="_ _3"></span>jące wartość </div><div class="t m0 xd h2 y284 ff7 fs0 fc1 sc0 ls0 ws0">należności <span class="ff1"> </span></div></div><div class="c xa8 y384 w52 h37"><div class="t m0 x5e h2 y2cd ff1 fs0 fc1 sc0 ls0 ws0">3<span class="ls4">40</span> </div></div><div class="c xa9 y384 w53 h37"><div class="t m0 x6e h2 y2cd ff1 fs0 fc1 sc0 ls4 ws0">363<span class="ls0"> </span></div></div><div class="c x5 y2fa w51 h5c"><div class="t m0 xd hb y8c ff8 fs0 fc1 sc0 ls0 ws0">Należności krótkote<span class="_ _3"></span>rminowe </div><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">brutto, raze<span class="_ _3"></span>m </div></div><div class="c xa8 y2fa w52 h5c"><div class="t m0 x5e hb y311 ff2 fs0 fc1 sc0 ls4 ws0">80<span class="ls0">7 </span></div></div><div class="c xa9 y2fa w53 h5c"><div class="t m0 x6e hb y311 ff2 fs0 fc1 sc0 ls4 ws0">727<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y385 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y386 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y387 ff8 fs0 fc1 sc0 ls0 ws0">Zmiana stanu od<span class="_ _3"></span>pisów aktualizujących war<span class="_ _3"></span>tość należności kr<span class="_ _3"></span>ótkoterminowych<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x5 h2 y388 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y389 w54 h5d"><div class="t m0 xd h15 y36e ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xaa y389 w53 h5d"><div class="t m0 x3e hb y2e8 ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2022 <span class="_ _3"></span>- </div><div class="t m0 x5a hb y2e9 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x47 y389 w55 h5d"><div class="t m0 x8d hb y2e8 ff2 fs0 fc1 sc0 ls0 ws0">Za okres 1.1.2021 <span class="_ _3"></span>- </div><div class="t m0 xab hb y2e9 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y38a w54 h11"><div class="t m0 xd hb y28b ff8 fs0 fc1 sc0 ls0 ws0">Stan na począte<span class="_ _3"></span>k okresu<span class="ff2"> </span></div></div><div class="c xaa y38a w53 h11"><div class="t m0 x6e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">363<span class="ls0"> </span></div></div><div class="c x47 y38a w55 h11"><div class="t m0 x5e h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">1 446 </div></div><div class="c x5 y38b w54 h57"><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">zwiększenia<span class="ff1"> </span></div></div><div class="c xaa y38b w53 h57"><div class="t m0 x70 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x47 y38b w55 h57"><div class="t m0 x6c h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y38c w54 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">zmniejszenia, w tym:<span class="_ _3"></span> </div></div><div class="c xaa y38c w53 h11"><div class="t m0 x6c h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x47 y38c w55 h11"><div class="t m0 x5e h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">1 083 </div></div><div class="c x5 y139 w54 h11"><div class="t m0 xd h5b y28b ffb fs0 fc1 sc0 ls0 ws0">- <span class="ffa">rozwiązanie <span class="_ _3"></span></span> </div></div><div class="c xaa y139 w53 h11"><div class="t m0 x6c h5b y28b ffb fs0 fc1 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x47 y139 w55 h11"><div class="t m0 x5e h5b y28b ffb fs0 fc1 sc0 ls0 ws0">1 083 </div></div><div class="c x5 y49 w54 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xaa y49 w53 h57"><div class="t m0 x6e hb y309 ff2 fs0 fc1 sc0 ls4 ws0">340<span class="ls0"> </span></div></div><div class="c x47 y49 w55 h57"><div class="t m0 xac hb y309 ff2 fs0 fc1 sc0 ls4 ws0">363<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y38d ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi xa y38e w21 h5e" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">24<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 yce ff1 fs0 fc1 sc0 ls0 ws0">Na <span class="ff7">należnoś<span class="_ _3"></span>ci z tytułu dostaw i usłu<span class="_ _3"></span>g </span>o<span class="_ _3"></span>raz <span class="ff7">pozostałe należności skł<span class="_ _3"></span>ada<span class="ls17">ją</span></span> <span class="ff7">s<span class="_ _3"></span>ię:</span> </div></div><div class="c x5 y38f w56 h30"><div class="t m0 xd h15 y390 ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x2 y38f w24 h30"><div class="t m0 x7a hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c xa9 y38f w57 h30"><div class="t m0 x5d hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y4e w56 h30"><div class="t m0 xd h2 y27c ff7 fs0 fc1 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tułu dostaw i </div><div class="t m0 xd h2 y7b ff7 fs0 fc1 sc0 ls0 ws0">usług<span class="ff1"> </span></div></div><div class="c x2 y4e w24 h30"><div class="t m0 x1e h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">466<span class="ls0"> </span></div></div><div class="c xa9 y4e w57 h30"><div class="t m0 x1f h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x5 y391 w56 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Należności pu<span class="_ _3"></span>bliczno<span class="ff1">-prawne </span></div></div><div class="c x2 y391 w24 h11"><div class="t m0 x4d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y391 w57 h11"><div class="t m0 x5e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">274<span class="ls0"> </span></div></div><div class="c x5 y392 w56 h5c"><div class="t m0 xd h2 y8c ff7 fs0 fc1 sc0 ls0 ws0">Rozliczenia międzyokres<span class="_ _3"></span>owe </div><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">czynne </div></div><div class="c x2 y392 w24 h5c"><div class="t m0 x50 h2 y311 ff1 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c xa9 y392 w57 h5c"><div class="t m0 x2c h2 y311 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y393 w56 h37"><div class="t m0 xd h2 y2cc ff7 fs0 fc1 sc0 ls0 ws0">Pozostałe <span class="_ _3"></span>należności </div><div class="t m0 xd h2 y284 ff1 fs0 fc1 sc0 ls0 ws0">niefinansowe </div></div><div class="c x2 y393 w24 h37"><div class="t m0 x50 h2 y2cd ff1 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c xa9 y393 w57 h37"><div class="t m0 x59 h2 y2cd ff1 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x5 y394 w56 h57"><div class="t m0 xd hb y309 ff8 fs0 fc1 sc0 ls0 ws0">Pozostałe należności, razem<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x2 y394 w24 h57"><div class="t m0 x1e hb y309 ff2 fs0 fc1 sc0 ls4 ws0">470<span class="ls0"> </span></div></div><div class="c xa9 y394 w57 h57"><div class="t m0 x5e hb y309 ff2 fs0 fc1 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y395 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y396 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y397 ff2 fs0 fc1 sc0 ls4 ws0">17.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Należności warunkowe<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y398 ff7 fs0 fc1 sc0 ls0 ws0">W związku ze zgłos<span class="_ _3"></span>zeniem przez Spółkę w 2017 roku r<span class="_ _3"></span>oszczenia z Umowy ub<span class="_ _3"></span>ezpieczenia <span class="_ _3"></span>D&amp;O, wynikającego z </div><div class="t m0 x5 h2 y399 ff7 fs0 fc1 sc0 ls0 ws0">nienależytego wykonywania <span class="_ _3"></span>obowiązków zarząd<span class="_ _3"></span>czych w Spółce przez <span class="_ _3"></span>osoby u<span class="_ _3"></span>bezpieczone, sprawa nadal <span class="_ _3"></span>jest </div><div class="t m0 x5 h2 y39a ff7 fs0 fc1 sc0 ls0 ws0">rozpoznawana <span class="_ _3"></span>przez firmę ubezpieczeniową. E<span class="_ _3"></span>wentualn<span class="_ _3"></span>e korzy<span class="_ _3"></span>stne rozstrzygnięcie sp<span class="_ _3"></span>rawy może mieć istotny<span class="_ _3"></span> </div><div class="t m0 x5 h2 y39b ff7 fs0 fc1 sc0 ls0 ws0">wpływ na wyniki Primetech<span class="_ _3"></span> w przy<span class="_ _3"></span>szłości. Obecnie nie moż<span class="_ _3"></span>na jednozn<span class="_ _3"></span>acznie określić terminu rozs<span class="_ _3"></span>trzygnięcia </div><div class="t m0 x5 h2 y39c ff7 fs0 fc1 sc0 ls0 ws0">zgłoszony<span class="_ _3"></span>ch roszczeń.<span class="ff1"> </span></div><div class="t m0 x5 h2 y39d ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y39e ff2 fs0 fc1 sc0 ls4 ws0">18.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Środki pieniężne<span class="ff2"> </span></span></span></div></div><div class="c x5 y39f w58 h58"><div class="t m0 xd hb y3a0 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xad y39f w59 h58"><div class="t m0 x3e hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c xae y39f w59 h58"><div class="t m0 x3e hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y3a1 w58 h57"><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">Środki pieniężne <span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xad y3a1 w59 h57"><div class="t m0 xaf h2 y309 ff1 fs0 fc1 sc0 ls4 ws0">812<span class="ls0"> </span></div></div><div class="c xae y3a1 w59 h57"><div class="t m0 x4b h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">2 667 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y3a2 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3a3 ff7 fs0 fc1 sc0 ls0 ws0">Na środki <span class="_ _3"></span>pieniężne i ich ekwiwalenty s<span class="_ _3"></span>kładają się <span class="_ _3"></span>środki <span class="_ _3"></span>na rachunkach b<span class="_ _3"></span>ankowych<span class="_ _3"></span>. Wartość księgowa ty<span class="_ _3"></span>ch </div><div class="t m0 x5 h2 y3a4 ff7 fs0 fc1 sc0 ls0 ws0">aktywów odpowiada <span class="_ _3"></span>wartości godziwej.<span class="_ _3"></span><span class="ff1">  </span></div><div class="t m0 x5 h2 y3a5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y3a6 ff2 fs0 fc1 sc0 ls4 ws0">19.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Aktywa trwałe zaklasyfikowan<span class="_ _3"></span>e jako przezn<span class="_ _3"></span>aczone do sprzedaży<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y3a7 ff7 fs0 fc1 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>trwałe, <span class="_ _5e"></span>których <span class="_ _5e"></span>sprzedaż<span class="_ _3"></span> <span class="_ _0"></span>jest <span class="_ _5e"></span>wysoce <span class="_ _0"></span>prawdop<span class="_ _3"></span>odobna, <span class="_ _0"></span>d<span class="_ _3"></span>la <span class="_ _0"></span>których <span class="_ _5e"></span>istnieje <span class="_ _0"></span>aktywny <span class="_ _5e"></span>program <span class="_ _0"></span>zn<span class="_ _3"></span>alezienia </div><div class="t m0 x5 h2 y3a8 ff7 fs0 fc1 sc0 ls0 ws0">nabywcy <span class="_ _0"></span>oraz <span class="_ _3"></span>oczeku<span class="_ _3"></span>je <span class="_ _3"></span>się <span class="_ _0"></span>zakończenia <span class="_ _0"></span>planu <span class="_ _0"></span>sprzedaży<span class="_ _3"></span> <span class="_ _3"></span>w <span class="_ _3"></span>czasie <span class="_ _0"></span>jednego <span class="_ _3"></span>roku<span class="_ _3"></span> <span class="_ _3"></span>klasy<span class="_ _3"></span>fikuje <span class="_ _3"></span>się <span class="_ _0"></span>jako <span class="_ _0"></span>aktywa <span class="_ _3"></span>trwał<span class="_ _3"></span>e </div><div class="t m0 x5 h2 y3a9 ff7 fs0 fc1 sc0 ls0 ws0">przeznaczone do s<span class="_ _3"></span>przedaży.<span class="ff1"> </span></div><div class="t m0 x5 h2 y3aa ff7 fs0 fc1 sc0 ls0 ws0">Grupa wycenia składnik aktywów trwałych przeznaczony do sprzedaży w kwocie niższej z jego <span class="_ _1"></span>wartości bilansowej </div><div class="t m0 x5 h2 y3ab ff7 fs0 fc1 sc0 ls0 ws0">i wartości godziwej pomni<span class="_ _3"></span>ejszonej o ko<span class="_ _3"></span>szty sprzedaży<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y3ac ff7 fs0 fc1 sc0 ls0 ws0">Zwiększenie  stanu <span class="_ _55"> </span>aktywów  przeznaczonych <span class="_ _55"> </span>do  sprzedaży  związane  jest  z <span class="_ _55"> </span>reklasyfikacją,  zgodnie  z  MSSF  5, </div><div class="t m0 x5 h2 y3ad ff7 fs0 fc1 sc0 ls0 ws0">udziałów <span class="_ _0"></span>spółk<span class="_ _3"></span>i <span class="_ _0"></span>zależnej <span class="_ _0"></span>ŚTW <span class="_ _0"></span>Dalbis.<span class="_ _3"></span><span class="ff1"> <span class="_ _0"></span></span>W <span class="_ _0"></span>listopadzie <span class="_ _0"></span>2022 <span class="_ _0"></span>roku<span class="_ _3"></span>, <span class="_ _0"></span>Spółka <span class="_ _0"></span>przyjęła <span class="_ _0"></span>niewiążącą <span class="_ _0"></span>ofertę <span class="_ _0"></span>zbycia <span class="_ _0"></span>ud<span class="_ _3"></span>ziałów </div><div class="t m0 x5 h2 y3ae ff7 fs0 fc1 sc0 ls0 ws0">na <span class="_ _0"></span>rzecz <span class="_ _5e"></span>podmiotu <span class="_ _5e"></span>zewnętrznego.<span class="_ _3"></span><span class="ff1"> <span class="_ _0"></span></span>Wycena <span class="_ _5e"></span>udziałów <span class="_ _5e"></span>dokonan<span class="_ _3"></span>a <span class="_ _0"></span>metodą <span class="_ _5e"></span>DCF<span class="ff1"> <span class="_ _5e"></span></span>potwierdza <span class="_ _5e"></span>wartość <span class="_ _5e"></span><span class="ff1">jednej <span class="_ _5e"></span></span>przyjętej </div><div class="t m0 x5 h2 y3af ff7 fs0 fc1 sc0 ls0 ws0">oferty <span class="_ _48"> </span>sprzedaży  na <span class="_ _66"> </span>poziomi<span class="_ _3"></span>e <span class="_ _66"> </span>4,7  mln <span class="_ _66"> </span>zł.  <span class="ff1">Jest <span class="_ _48"> </span>to <span class="_ _48"> </span>jedna<span class="_ _3"></span> <span class="_ _48"> </span></span>z <span class="_ _48"> </span>ofert <span class="_ _48"> </span>pot<span class="_ _3"></span>wierdzona <span class="_ _48"> </span>niezal<span class="_ _3"></span>eżną <span class="_ _48"> </span>wyceną <span class="_ _48"> </span>do  wartości </div><div class="t m0 x5 h2 y43 ff1 fs0 fc1 sc0 ls0 ws0">godziwej. </div><div class="t m0 x5 h2 y3b0 ff1 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi xa y3b1 w21 h5f" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">25<span class="ls0"> </span></span></div><div class="t m0 x5 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y115 ff2 fs0 fc1 sc0 ls4 ws0">20.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Kapitał podstawowy i pozostałe kapitały<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 hd y116 ff2 fs0 fc1 sc0 ls4 ws0">20.1.<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2 fc3"> <span class="_ _3"></span><span class="ff8 fc1">Kapitał zakładowy</span> </span></span></div><div class="t m0 x5 h2 y3b2 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3b3 ff7 fs0 fc1 sc0 ls0 ws0">Kapitał <span class="_ _66"> </span>p<span class="_ _3"></span>odstawowy <span class="_ _48"> </span>zarówno <span class="_ _48"> </span>na <span class="_ _66"> </span>d<span class="_ _3"></span>zień <span class="_ _66"> </span>31 <span class="_ _48"> </span>grudnia <span class="_ _66"> </span>202<span class="_ _3"></span><span class="ff1">2  roku <span class="_ _66"> </span>jak <span class="_ _66"> </span>i <span class="_ _48"> </span>na <span class="_ _48"> </span>31 <span class="_ _66"> </span>grudnia <span class="_ _48"> </span>2021 <span class="_ _48"> </span></span>roku <span class="_ _48"> </span>został<span class="_ _3"></span> <span class="_ _66"> </span>w <span class="_ _66"> </span>cał<span class="_ _3"></span>ości </div><div class="t m0 x5 h2 y3b4 ff7 fs0 fc1 sc0 ls0 ws0">opłacony.<span class="ff1"> </span></div><div class="t m0 x5 h2 y3b5 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y3b6 w58 h57"><div class="t m0 xd hb y3b7 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xad y3b6 w59 h57"><div class="t m0 x3e hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c xae y3b6 w59 h57"><div class="t m0 x3e hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y3b8 w58 h58"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- rodzaj akcji  </div></div><div class="c xad y3b8 w59 h58"><div class="t m0 xb0 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">na okaziciela </div></div><div class="c xae y3b8 w59 h58"><div class="t m0 xb0 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">na okaziciela </div></div><div class="c x5 y3b9 w58 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- rodzaj uprzy<span class="_ _3"></span>wilejowania </div></div><div class="c xad y3b9 w59 h57"><div class="t m0 xb1 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">nieuprzywilejowane<span class="_ _3"></span> </div></div><div class="c xae y3b9 w59 h57"><div class="t m0 xb1 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">nieuprzywilejowane<span class="_ _3"></span> </div></div><div class="c x5 yef w58 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- emisja akcji serii &quot;A&quot; (data <span class="_ _3"></span>rejestracji)<span class="_ _3"></span> </div></div><div class="c xad yef w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">03.01.1994 </div></div><div class="c xae yef w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">03.01.1994 </div></div><div class="c x5 y3ba w58 h58"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- prawo do dywidend<span class="_ _3"></span>y (od daty)<span class="_ _3"></span> </div></div><div class="c xad y3ba w59 h58"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">03.01.1994 </div></div><div class="c xae y3ba w59 h58"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">03.01.1994 </div></div><div class="c x5 y3bb w58 h60"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xad y3bb w59 h60"><div class="t m0 x17 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">417 747<span class="ff1"> </span></div></div><div class="c xae y3bb w59 h60"><div class="t m0 x17 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">417 747<span class="ff1"> </span></div></div><div class="c x5 y3bc w58 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xad y3bc w59 h57"><div class="t m0 x6b hb y309 ff2 fs0 fc1 sc0 ls4 ws0">10<span class="ff1 ls0"> </span></div></div><div class="c xae y3bc w59 h57"><div class="t m0 x6b hb y309 ff2 fs0 fc1 sc0 ls4 ws0">10<span class="ff1 ls0"> </span></div></div><div class="c x5 y3bd w58 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- data splitu </div></div><div class="c xad y3bd w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">01.08.2006 </div></div><div class="c xae y3bd w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">01.08.2006 </div></div><div class="c x5 y3be w58 h58"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xad y3be w59 h58"><div class="t m0 x5 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">4 177 467<span class="ff1"> </span></div></div><div class="c xae y3be w59 h58"><div class="t m0 x5 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">4 177 467<span class="ff1"> </span></div></div><div class="c x5 y3bf w58 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xad y3bf w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c xae y3bf w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x5 y3c0 w58 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- emisja akcji serii &quot;B&quot; (data <span class="_ _3"></span>rejestracji)<span class="_ _3"></span> </div></div><div class="c xad y3c0 w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">10.08.2007 </div></div><div class="c xae y3c0 w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">10.08.2007 </div></div><div class="c x5 y3c1 w58 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- prawo do dywidend<span class="_ _3"></span>y (od daty)<span class="_ _3"></span> </div></div><div class="c xad y3c1 w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">10.08.2007 </div></div><div class="c xae y3c1 w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">10.08.2007 </div></div><div class="c x5 y3c2 w58 h58"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xad y3c2 w59 h58"><div class="t m0 x5b hb y309 ff2 fs0 fc1 sc0 ls4 ws0">10<span class="ls0"> 025 366<span class="ff1"> </span></span></div></div><div class="c xae y3c2 w59 h58"><div class="t m0 x5b hb y309 ff2 fs0 fc1 sc0 ls4 ws0">10<span class="ls0"> 025 366<span class="ff1"> </span></span></div></div><div class="c x5 y3c3 w58 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xad y3c3 w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c xae y3c3 w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x5 y3c4 w58 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- emisja akcji serii &quot;C&quot; (data <span class="_ _3"></span>rejestracji)<span class="_ _3"></span> </div></div><div class="c xad y3c4 w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">01.12.2009 </div></div><div class="c xae y3c4 w59 h57"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">01.12.2009 </div></div><div class="c x5 y3c5 w58 h58"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- prawo do dywidend<span class="_ _3"></span>y (od daty)<span class="_ _3"></span> </div></div><div class="c xad y3c5 w59 h58"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">01.12.2009 </div></div><div class="c xae y3c5 w59 h58"><div class="t m0 x34 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">01.12.2009 </div></div><div class="c x5 y3c6 w58 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- liczba akcji<span class="ff1"> </span></div></div><div class="c xad y3c6 w59 h57"><div class="t m0 x5 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1 407 000<span class="ff1"> </span></div></div><div class="c xae y3c6 w59 h57"><div class="t m0 x5 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1 407 000<span class="ff1"> </span></div></div><div class="c x5 y5f w58 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">- <span class="ff8">wartość nom<span class="_ _3"></span>inalna jednej akcji<span class="_ _3"></span><span class="ff1"> </span></span></div></div><div class="c xad y5f w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c xae y5f w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x5 y3c7 w58 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xad y3c7 w59 h57"><div class="t m0 xb2 hb y309 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xae y3c7 w59 h57"><div class="t m0 xb2 hb y309 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y3c8 w58 h58"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Liczba akcji razem<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xad y3c8 w59 h58"><div class="t m0 x5b hb y309 ff2 fs0 fc1 sc0 ls4 ws0">15<span class="ls0"> 609 833<span class="ff1"> </span></span></div></div><div class="c xae y3c8 w59 h58"><div class="t m0 x5b hb y309 ff2 fs0 fc1 sc0 ls4 ws0">15<span class="ls0"> 609 833<span class="ff1"> </span></span></div></div><div class="c x5 y3c9 w58 h57"><div class="t m0 xd hb y309 ff8 fs0 fc1 sc0 ls0 ws0">Wartość nominalna je<span class="_ _3"></span>dnej akcji<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xad y3c9 w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c xae y3c9 w59 h57"><div class="t m0 x80 hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1<span class="ff1"> </span></div></div><div class="c x5 y3ca w58 h60"><div class="t m0 xd hb y309 ff8 fs0 fc1 sc0 ls0 ws0">Kapitał zakładowy, raze<span class="_ _3"></span>m<span class="ff1"> </span></div></div><div class="c xad y3ca w59 h60"><div class="t m0 x5f hb y309 ff2 fs0 fc1 sc0 ls0 ws0">15 610<span class="ff1"> </span></div></div><div class="c xae y3ca w59 h60"><div class="t m0 x5f hb y309 ff2 fs0 fc1 sc0 ls0 ws0">15 610<span class="ff1"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y3cb ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3cc ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y3cd ff2 fs0 fc1 sc0 ls4 ws0">20.2.<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> <span class="_ _3"></span><span class="ff8">Kapitał z aktualizacji wycen<span class="_ _3"></span>y</span> </span></span></div><div class="t m0 x5 hb y3ce ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y12d w58 h57"><div class="t m0 xd hb y3b7 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xad y12d w59 h57"><div class="t m0 x3e hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c xae y12d w59 h57"><div class="t m0 x3e hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y3cf w58 h58"><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">Kapitał z akt<span class="_ _3"></span>ualizacji wyceny <span class="ff1"> </span></div></div><div class="c xad y3cf w59 h58"><div class="t m0 x4b h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">2 968 </div></div><div class="c xae y3cf w59 h58"><div class="t m0 x4b h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">4 792 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y3d0 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3d1 ff7 fs0 fc1 sc0 ls0 ws0">Udziały <span class="_ _5e"></span>w <span class="_ _5e"></span>jed<span class="_ _3"></span>nostkach <span class="_ _5e"></span>po<span class="_ _3"></span>wiązanych <span class="_ _5e"></span>wycenian<span class="_ _3"></span>e <span class="_ _5e"></span>są <span class="_ _5e"></span>w <span class="_ _50"></span>wartościach <span class="_ _5e"></span>godziwych. <span class="_ _50"></span>Wycen<span class="_ _3"></span><span class="ff1">a<span class="_ _3"></span> <span class="_ _0"></span></span>warto<span class="_ _3"></span>ści <span class="_ _5e"></span>godziw<span class="ff1 ls18">ej<span class="_ _3"></span><span class="ls0"> <span class="_ _5e"></span></span></span>zosta<span class="_ _3"></span>ł<span class="ff1">a </span></div><div class="t m0 x5 h2 y3d2 ff1 fs0 fc1 sc0 ls0 ws0">dokonan<span class="_ _3"></span><span class="ff7">a <span class="_ _55"> </span>w <span class="_ _61"> </span>oparciu <span class="_ _55"> </span>o <span class="_ _61"> </span>wycenę <span class="_ _55"> </span>udziałów <span class="_ _61"> </span>ŚTW <span class="_ _55"> </span>Dalbis <span class="_ _61"> </span>oraz <span class="_ _55"> </span>ofertę <span class="_ _55"> </span>s<span class="_ _3"></span>przedaży <span class="_ _61"> </span>tychże <span class="_ _61"> </span>udziałów <span class="_ _55"> </span>do<span class="_ _3"></span> <span class="_ _55"> </span>podmiotu </span></div><div class="t m0 x5 h2 y3d3 ff7 fs0 fc1 sc0 ls0 ws0">niepowiązanego<span class="ff1">.  <span class="_ _3"></span> </span></div><div class="t m0 x5 h2 y28c ff7 fs0 fc1 sc0 ls0 ws0">Zmiana wartości kap<span class="_ _3"></span>itału z aktualizacji wyceny<span class="_ _3"></span> wynikała z:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y3d4 ff1 fs0 fc1 sc0 ls0 ws0">- reklasyfikacja zgodn<span class="_ _3"></span>ie z MSSF 5<span class="ls19">: <span class="_ _3"></span></span>-1 824 <span class="ff7">tys<span class="_ _3"></span>.zł</span> </div><div class="t m0 x5 h2 y3d5 ff1 fs0 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi xa y3d6 w5a h61" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">26<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd yce ff2 fs0 fc1 sc0 ls4 ws0">20.3.<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> <span class="_ _3"></span>Zyski zatrzymane/sku<span class="_ _3"></span>mulowane straty<span class="_ _3"></span> </span></span></div><div class="t m0 x5 hb y4b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y3b2 w5b h30"><div class="t m0 xd h15 y390 ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb3 y3b2 w52 h30"><div class="t m0 x5d hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c x4a y3b2 w57 h30"><div class="t m0 x5d hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y3d7 w5b h62"><div class="t m0 xd h2 y8d ff7 fs0 fc1 sc0 ls0 ws0">kapitał zap<span class="_ _3"></span>asowy tworzony zgodnie ze sta<span class="_ _3"></span>tutem<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb3 y3d7 w52 h62"><div class="t m0 xb4 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">587 636 </div></div><div class="c x4a y3d7 w57 h62"><div class="t m0 x38 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">587 636 </div></div><div class="c x5 y3d8 w5b h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">kapitał z p<span class="_ _3"></span>ołączenia<span class="ff1"> </span></div></div><div class="c xb3 y3d8 w52 h11"><div class="t m0 x41 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-550 687 </div></div><div class="c x4a y3d8 w57 h11"><div class="t m0 x41 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-550 687 </div></div><div class="c x5 y3d9 w5b h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">kapitały rezerwowe<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb3 y3d9 w52 h11"><div class="t m0 x4c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">17 021 </div></div><div class="c x4a y3d9 w57 h11"><div class="t m0 x4c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">17 021 </div></div><div class="c x5 y3da w5b h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">niepodzielone zyski <span class="_ _3"></span>z lat <span class="ff7">u<span class="_ _3"></span>biegłych</span> </div></div><div class="c xb3 y3da w52 h11"><div class="t m0 x17 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">850</span> </div></div><div class="c x4a y3da w57 h11"><div class="t m0 x18 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-1 693 </div></div><div class="c x5 y3db w5b h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Podział KOPEX S.A.<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb3 y3db w52 h11"><div class="t m0 x41 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-260 360 </div></div><div class="c x4a y3db w57 h11"><div class="t m0 x41 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">-260 360 </div></div><div class="c x5 y3dc w5b h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Połączenie z PBSZ 1<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb3 y3dc w52 h11"><div class="t m0 xb4 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">190 386 </div></div><div class="c x4a y3dc w57 h11"><div class="t m0 x38 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">190 386 </div></div><div class="c x5 y3dd w5b h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">zysk okresu<span class="_ _3"></span> bieżącego<span class="ff1"> </span></div></div><div class="c xb3 y3dd w52 h11"><div class="t m0 x5e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">645<span class="ls0"> </span></div></div><div class="c x4a y3dd w57 h11"><div class="t m0 x5e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">843<span class="ls0"> </span></div></div><div class="c x5 yd9 w5b h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">zyski (straty) akt<span class="_ _3"></span>uarialne </div></div><div class="c xb3 yd9 w52 h10"><div class="t m0 x5c h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">1 885 </div></div><div class="c x4a yd9 w57 h10"><div class="t m0 x5c h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">1 885 </div></div><div class="c x5 y3de w5b h60"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">zyski zatrzy<span class="_ _3"></span>mane/skumulowane stra<span class="_ _3"></span>ty razem<span class="_ _3"></span> </div></div><div class="c xb3 y3de w52 h60"><div class="t m0 xa4 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">-14 3<span class="ls1a">24</span> </div></div><div class="c x4a y3de w57 h60"><div class="t m0 xa4 h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">-14 969 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 hb y3df ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y57 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y3e0 ff2 fs0 fc1 sc0 ls4 ws0">21.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Kredyty i pożyczki<span class="ff2"> </span></span></span></div></div><div class="c x5 y3e1 w5c h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Na <span class="ff8">dzień 31.12.2022<span class="_ _3"></span></span> </div></div><div class="c xb5 y3e1 w3e h10"><div class="t m0 xd h15 ye3 ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb6 y3e1 w5d h10"><div class="t m0 xd h15 ye3 ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb7 y3e1 w5e h10"><div class="t m0 xd h15 ye3 ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb8 y3e1 w5f h10"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x88 y3e1 w5e h10"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y3e2 w60 h63"><div class="t m0 xd h44 y3e3 ff1 fs8 fc1 sc0 ls0 ws0">Nazwa (firma) </div><div class="t m0 xd h44 y3e4 ff7 fs8 fc1 sc0 ls0 ws0">pożyczkodawcy/k<span class="_ _1"></span>redyto<span class="_ _1"></span>dawcy, ze </div><div class="t m0 xd h44 y358 ff1 fs8 fc1 sc0 ls0 ws0">wskazaniem for<span class="_ _1"></span>my prawnej </div></div><div class="c xb5 y3e2 w61 h63"><div class="t m0 xd h44 y3e3 ff1 fs8 fc1 sc0 ls0 ws0">Kwota kredy<span class="_ _51"></span>tu / </div><div class="t m0 xd h44 y3e4 ff7 fs8 fc1 sc0 ls0 ws0">pożyczki wg </div><div class="t m0 xd h44 y358 ff1 fs8 fc1 sc0 ls0 ws0">umowy w tys. <span class="ff7">zł. <span class="_ _51"></span><span class="ff1"> </span></span></div></div><div class="c xb6 y3e2 w62 h63"><div class="t m0 x63 h44 y3e5 ff7 fs8 fc1 sc0 ls0 ws0">Część </div><div class="t m0 xd h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">długoterminowa<span class="_ _51"></span><span class="ff1"> </span></div></div><div class="c xb7 y3e2 w63 h63"><div class="t m0 xf h44 y3e5 ff7 fs8 fc1 sc0 ls0 ws0">Część </div><div class="t m0 xd h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">krótkote<span class="_ _1"></span>rminowa<span class="ff1"> </span></div></div><div class="c xb8 y3e2 w64 h63"><div class="t m0 xd h44 y3e5 ff1 fs8 fc1 sc0 ls0 ws0">Warunki </div><div class="t m0 xd h44 y328 ff1 fs8 fc1 sc0 ls0 ws0">oprocent<span class="_ _51"></span>owania </div></div><div class="c x88 y3e2 w63 h63"><div class="t m0 xd h44 y3e4 ff7 fs8 fc1 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x5 y3e6 w60 h63"><div class="t m0 x35 h44 y3e7 ff1 fs8 fc1 sc0 ls0 ws0">GRENEVIA S.A. </div></div><div class="c xb5 y3e6 w61 h63"><div class="t m0 xb9 h44 y3e7 ff1 fs8 fc1 sc0 ls0 ws0">3 600  </div></div><div class="c xb6 y3e6 w62 h63"><div class="t m0 x41 h44 y3e7 ff1 fs8 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb7 y3e6 w63 h63"><div class="t m0 x3f h44 y3e7 ff1 fs8 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c xb8 y3e6 w64 h63"><div class="t m0 x8f h44 y3e5 ff1 fs8 fc1 sc0 ls0 ws0">WIBOR 3M + </div><div class="t m0 xf h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">marża<span class="ff1"> </span></div></div><div class="c x88 y3e6 w63 h63"><div class="t m0 x25 h44 y3e5 ff1 fs8 fc1 sc0 ls0 ws0">CZAS </div><div class="t m0 x69 h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">NIEOKREŚLONY<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x5 y3e8 w5c h10"><div class="t m0 x4f h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xb5 y3e8 w3e h10"><div class="t m0 xb9 h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c xb6 y3e8 w5d h10"><div class="t m0 x41 h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb7 y3e8 w5e h10"><div class="t m0 x3f h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c xb8 y3e8 w5f h10"><div class="t m0 xd h15 y8d ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x5 y3e9 w5c h11"><div class="t m0 xd h2 y88 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3e9 w3e h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb6 y3e9 w5d h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb7 y3e9 w5e h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y3e9 w5f h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x88 y3e9 w5e h11"><div class="t m0 xd h15 y88 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y22f w5c h12"><div class="t m0 xd hb y3ea ff8 fs0 fc1 sc0 ls0 ws0">Na dzień 31.12.2021<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xb5 y22f w3e h12"><div class="t m0 xd h15 y3eb ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb6 y22f w5d h12"><div class="t m0 xd h15 y3eb ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb7 y22f w5e h12"><div class="t m0 xd h15 y3eb ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xb8 y22f w5f h12"><div class="t m0 xd h15 y3ec ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x88 y22f w5e h12"><div class="t m0 xd h15 y3ec ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y3ed w60 h63"><div class="t m0 xd h44 y3e3 ff1 fs8 fc1 sc0 ls0 ws0">Nazwa (firma) </div><div class="t m0 xd h44 y3e7 ff7 fs8 fc1 sc0 ls0 ws0">pożyczkodawcy/k<span class="_ _1"></span>redyto<span class="_ _1"></span>dawcy, ze </div><div class="t m0 xd h44 y358 ff1 fs8 fc1 sc0 ls0 ws0">wskazaniem for<span class="_ _1"></span>my prawnej </div></div><div class="c xb5 y3ed w61 h63"><div class="t m0 xd h44 y3e3 ff1 fs8 fc1 sc0 ls0 ws0">Kwota kredy<span class="_ _51"></span>tu / </div><div class="t m0 xd h44 y3e7 ff7 fs8 fc1 sc0 ls0 ws0">pożyczki wg </div><div class="t m0 xd h44 y358 ff1 fs8 fc1 sc0 ls0 ws0">umowy w tys. <span class="ff7">zł. <span class="_ _51"></span><span class="ff1"> </span></span></div></div><div class="c xb6 y3ed w62 h63"><div class="t m0 x63 h44 y3e5 ff7 fs8 fc1 sc0 ls0 ws0">Część </div><div class="t m0 xd h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">długoterminowa<span class="_ _51"></span><span class="ff1"> </span></div></div><div class="c xb7 y3ed w63 h63"><div class="t m0 xf h44 y3e5 ff7 fs8 fc1 sc0 ls0 ws0">Część </div><div class="t m0 xd h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">krótkote<span class="_ _1"></span>rminowa<span class="ff1"> </span></div></div><div class="c xb8 y3ed w64 h63"><div class="t m0 xd h44 y3e5 ff1 fs8 fc1 sc0 ls0 ws0">Warunki </div><div class="t m0 xd h44 y328 ff1 fs8 fc1 sc0 ls0 ws0">oprocent<span class="_ _51"></span>owania </div></div><div class="c x88 y3ed w63 h63"><div class="t m0 xd h44 y3e7 ff7 fs8 fc1 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x5 y3ee w60 h63"><div class="t m0 x35 h44 y3e4 ff1 fs8 fc1 sc0 ls0 ws0">GRENEVIA S.A. </div></div><div class="c xb5 y3ee w61 h63"><div class="t m0 xb9 h44 y3e4 ff1 fs8 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c xb6 y3ee w62 h63"><div class="t m0 x41 h44 y3e4 ff1 fs8 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb7 y3ee w63 h63"><div class="t m0 x3f h44 y3e4 ff1 fs8 fc1 sc0 ls0 ws0">1 0<span class="ls12">00</span> </div></div><div class="c xb8 y3ee w64 h63"><div class="t m0 x8f h44 y336 ff1 fs8 fc1 sc0 ls0 ws0">WIBOR 3M + </div><div class="t m0 xf h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">marża<span class="ff1"> </span></div></div><div class="c x88 y3ee w63 h63"><div class="t m0 x25 h44 y336 ff1 fs8 fc1 sc0 ls0 ws0">CZAS </div><div class="t m0 x69 h44 y328 ff7 fs8 fc1 sc0 ls0 ws0">NIEOKREŚLONY<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x5 y3ef w5c h10"><div class="t m0 x4f h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xb5 y3ef w3e h10"><div class="t m0 xb9 h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">1 0<span class="ls12">00</span> </div></div><div class="c xb6 y3ef w5d h10"><div class="t m0 x41 h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb7 y3ef w5e h10"><div class="t m0 x3f h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">1 0<span class="ls12">00</span> </div></div><div class="c xb8 y3ef w5f h10"><div class="t m0 xd h15 y8d ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y3f1 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y3f2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y8a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y3f3 ff8 fs0 fc1 sc0 ls0 ws0">Uzgodnienie pożyczek<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x5 hb y3f4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y3f5 w65 h64"><div class="t m0 xd h15 yee ff9 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xba y3f5 w66 h64"><div class="t m0 x13 h3 y344 ff2 fs1 fc1 sc0 ls0 ws0">Kredyty i </div><div class="t m0 x33 h3 y8d ff8 fs1 fc1 sc0 ls0 ws0">pożyczki<span class="ff2"> </span></div></div><div class="c x5 y3f6 w65 h11"><div class="t m0 xd h3 y6d ff2 fs1 fc1 sc0 ls0 ws0">Stan na 01.01.2022 </div></div><div class="c xba y3f6 w66 h11"><div class="t m0 x23 h3 y6d ff2 fs1 fc1 sc0 ls6 ws0">1 000<span class="ls0"> </span></div></div><div class="c x5 y210 w65 h17"><div class="t m0 xd he y6d ff7 fs1 fc1 sc0 ls0 ws0">przepływy z działalności <span class="ff1">finansowej </span></div></div><div class="c xba y210 w66 h17"><div class="t m0 x23 he y6d ff1 fs1 fc1 sc0 ls6 ws0">2 451<span class="ls0"> </span></div></div><div class="c x5 y3f7 w65 h10"><div class="t m0 xd he y6b ff7 fs1 fc1 sc0 ls0 ws0">pozostałe zmiany bezgotówkowe<span class="ff1"> </span></div></div><div class="c xba y3f7 w66 h10"><div class="t m0 x4e he y6b ff1 fs1 fc1 sc0 ls6 ws0">149<span class="ls0"> </span></div></div><div class="c x5 y3f8 w65 h10"><div class="t m0 xd h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">Stan na 31.12.2022 </div></div><div class="c xba y3f8 w66 h10"><div class="t m0 x23 h3 y6b ff2 fs1 fc1 sc0 ls6 ws0">3 600<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 hb y3f9 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3fa ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3fb ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3fc ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y3fd ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi xa y3fe w67 h65" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">27<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">22.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Zobowiązania handlowe i pozostałe<span class="_ _3"></span><span class="ff2"> </span></span></span></div></div><div class="c x5 y2e6 w68 h30"><div class="t m0 xd hb y28a ff8 fs0 fc1 sc0 ls0 ws0">zobowiązania<span class="ff2"> </span></div></div><div class="c xbb y2e6 w69 h30"><div class="t m0 xbc hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c xbd y2e6 w6a h30"><div class="t m0 x5d hb y28a ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y38f w68 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">handlowe </div></div><div class="c xbb y38f w69 h57"><div class="t m0 x19 h2 y309 ff1 fs0 fc1 sc0 ls4 ws0">126<span class="ls0"> </span></div></div><div class="c xbd y38f w6a h57"><div class="t m0 x5e h2 y309 ff1 fs0 fc1 sc0 ls4 ws0">221<span class="ls0"> </span></div></div><div class="c x5 y3ff w68 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">pozostałe:<span class="ff1"> </span></div></div><div class="c xbb y3ff w69 h11"><div class="t m0 xac h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c xbd y3ff w6a h11"><div class="t m0 x5c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">1 726 </div></div><div class="c x5 y400 w68 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">z tytułu dział<span class="_ _3"></span>alności finansowej<span class="_ _3"></span></span> </div></div><div class="c xbb y400 w69 h11"><div class="t m0 x6e h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xbd y400 w6a h11"><div class="t m0 x5c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">1 705 </div></div><div class="c x5 y401 w68 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">z tytułu wy<span class="_ _3"></span>nagrodzeń</span> </div></div><div class="c xbb y401 w69 h11"><div class="t m0 x2c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">4 </div></div><div class="c xbd y401 w6a h11"><div class="t m0 x59 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x5 y402 w68 h30"><div class="t m0 xd h2 y27c ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">z tytułu pod<span class="_ _3"></span>atków, ceł, ubezpieczeń i inny<span class="_ _3"></span>ch </span></div><div class="t m0 xd h2 y7b ff7 fs0 fc1 sc0 ls0 ws0">świadczeń<span class="ff1"> </span></div></div><div class="c xbb y402 w69 h30"><div class="t m0 xac h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">77<span class="ls0"> </span></div></div><div class="c xbd y402 w6a h30"><div class="t m0 x2c h2 y28a ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y403 w68 h57"><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- inne </div></div><div class="c xbb y403 w69 h57"><div class="t m0 x2c h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">7 </div></div><div class="c xbd y403 w6a h57"><div class="t m0 x1f h2 y309 ff1 fs0 fc1 sc0 ls4 ws0">13<span class="ls0"> </span></div></div><div class="c x5 y404 w68 h57"><div class="t m0 xd hb y309 ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania, razem<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xbb y404 w69 h57"><div class="t m0 x19 hb y309 ff2 fs0 fc1 sc0 ls4 ws0">214<span class="ls0"> </span></div></div><div class="c xbd y404 w6a h57"><div class="t m0 x5c hb y309 ff2 fs0 fc1 sc0 ls0 ws0">1 947 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y405 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y406 ff2 fs0 fc1 sc0 ls4 ws0">23.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff2">Rezerwy  </span></span></div></div><div class="c x5 y407 w39 h57"><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Rezerwy  </div></div><div class="c x73 y407 w55 h57"><div class="t m0 x7a hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c x2f y407 w6b h57"><div class="t m0 x7a hb y309 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y408 w39 h11"><div class="t m0 xd hb y28b ff8 fs0 fc1 sc0 ls0 ws0">Długoterminowe, w tym:<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x73 y408 w55 h11"><div class="t m0 x2c hb y28b ff2 fs0 fc1 sc0 ls4 ws0">12<span class="ls0"> </span></div></div><div class="c x2f y408 w6b h11"><div class="t m0 x1e hb y28b ff2 fs0 fc1 sc0 ls4 ws0">149<span class="ls0"> </span></div></div><div class="c x5 y409 w39 h30"><div class="t m0 xd h2 y27c ff7 fs0 fc1 sc0 ls0 ws0">z tytułu odp<span class="_ _3"></span>raw <span class="ff1">emerytalnych, rentowych<span class="_ _3"></span> i </span></div><div class="t m0 xd h2 y7b ff7 fs0 fc1 sc0 ls0 ws0">pośmiertnych<span class="ff1"> </span></div></div><div class="c x73 y409 w55 h30"><div class="t m0 x2c h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">12<span class="ls0"> </span></div></div><div class="c x2f y409 w6b h30"><div class="t m0 x2c h2 y28a ff1 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x5 y40a w39 h57"><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c x73 y40a w55 h57"><div class="t m0 x6c h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f y40a w6b h57"><div class="t m0 x1e h2 y309 ff1 fs0 fc1 sc0 ls4 ws0">138<span class="ls0"> </span></div></div><div class="c x5 y40b w39 h11"><div class="t m0 xd hb y2b7 ff8 fs0 fc1 sc0 ls0 ws0">Krótkoterminowe<span class="_ _3"></span>, w tym:<span class="ff2"> </span></div></div><div class="c x73 y40b w55 h11"><div class="t m0 x5e hb y2b7 ff2 fs0 fc1 sc0 ls0 ws0">2 5<span class="ls4">06</span> </div></div><div class="c x2f y40b w6b h11"><div class="t m0 x5e hb y2b7 ff2 fs0 fc1 sc0 ls0 ws0">1 721 </div></div><div class="c x5 y40c w39 h11"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">na roszczenia i s<span class="_ _3"></span>prawy sądowe<span class="ff1"> </span></div></div><div class="c x73 y40c w55 h11"><div class="t m0 x17 h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0"> 2 5<span class="ls4">06</span> </div></div><div class="c x2f y40c w6b h11"><div class="t m0 x5e h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">1 721 </div></div><div class="c x5 y40d w39 h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Rezerwy razem<span class="_ _3"></span> </div></div><div class="c x73 y40d w55 h10"><div class="t m0 x5e hb y6d ff2 fs0 fc1 sc0 ls0 ws0">2 5<span class="ls4">18</span> </div></div><div class="c x2f y40d w6b h10"><div class="t m0 x5e hb y6d ff2 fs0 fc1 sc0 ls0 ws0">1 870 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 yde ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y40e ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y40f ff2 fs0 fc1 sc0 ls4 ws0">23.1 <span class="ff8 ls0">Rezerwy na świadcze<span class="_ _3"></span>nia prac<span class="_ _3"></span>ownicze<span class="ff2"> </span></span></div><div class="t m0 x5 hb y410 ff8 fs0 fc1 sc0 ls0 ws0">Podstawowe założe<span class="_ _3"></span>nia przyjęte do <span class="_ _3"></span><span class="ff2">wyceny aktu<span class="_ _3"></span>arialnej </span></div></div><div class="c x5 y205 w5 h56"><div class="t m0 xbe h2 y8c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe y205 w6c h56"><div class="t m0 xbf hb y308 ff2 fs0 fc1 sc0 ls0 ws0">Wycena na </div><div class="t m0 x35 hb y8c ff8 fs0 fc1 sc0 ls0 ws0">dzień </div><div class="t m0 xbf hb y309 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xc0 y205 w6d h56"><div class="t m0 xbf hb y308 ff2 fs0 fc1 sc0 ls0 ws0">Wycena na </div><div class="t m0 x35 hb y8c ff8 fs0 fc1 sc0 ls0 ws0">dzień </div><div class="t m0 xbf hb y309 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y411 w5 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">stopa  wzros<span class="_ _3"></span>tu wynagrodzeń<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xe y411 w6c h11"><div class="t m0 x33 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">4,40% </div></div><div class="c xc0 y411 w6d h11"><div class="t m0 x33 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2,80% </div></div><div class="c x5 y412 w5 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">stopa zwrotu<span class="_ _3"></span> z inwestycji               <span class="_ _3"></span>                  <span class="_ _3"></span> </div></div><div class="c xe y412 w6c h11"><div class="t m0 x33 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">6,00% </div></div><div class="c xc0 y412 w6d h11"><div class="t m0 x33 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2,00% </div></div><div class="c x5 y413 w5 h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">współczynnik <span class="_ _3"></span>mobilności<span class="ff1"> </span></div></div><div class="c xe y413 w6c h10"><div class="t m0 x11 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">11,00% </div></div><div class="c xc0 y413 w6d h10"><div class="t m0 x11 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">10,75% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y414 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y186 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y415 w6e h66"><div class="t m0 xd h2 y416 ff1 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _55"> </span>stanu <span class="_ _55"> </span><span class="ff7">długoterminowej <span class="_ _55"> </span>rezerwy <span class="_ _55"> </span>na<span class="_ _3"></span> </span></div><div class="t m0 xd h2 y2c2 ff7 fs0 fc1 sc0 ls0 ws0">świadczenia pracownicze<span class="_ _3"></span>:<span class="ff1"> </span></div></div><div class="c xba y415 w2b h66"><div class="t m0 x84 hb y416 ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2022 do </div><div class="t m0 x5 hb y2c2 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x2f y415 w6f h66"><div class="t m0 x56 hb y416 ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2021 do </div><div class="t m0 x41 hb y2c2 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y417 w6e h67"><div class="t m0 xd hb y74 ff8 fs0 fc1 sc0 ls0 ws0">stan na począte<span class="_ _3"></span>k okresu <span class="ff2"> </span></div></div><div class="c xba y417 w2b h67"><div class="t m0 x70 hb y74 ff2 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x2f y417 w6f h67"><div class="t m0 x7d hb y74 ff2 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x5 y418 w6e h17"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">rezerwy na świadczenia<span class="_ _3"></span> emerytaln<span class="_ _3"></span>e</span> </div></div><div class="c xba y418 w2b h17"><div class="t m0 x70 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x2f y418 w6f h17"><div class="t m0 x7d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c x5 y419 w6e h10"><div class="t m0 xd h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">rezerwa na inne ś<span class="_ _3"></span>wiadczenia pra<span class="_ _3"></span>cownicze<span class="_ _3"></span></span> </div></div><div class="c xba y419 w2b h10"><div class="t m0 xc1 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f y419 w6f h10"><div class="t m0 x64 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y41a w6e h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Zmiana Stanu <span class="_ _3"></span> </div></div><div class="c xba y41a w2b h10"><div class="t m0 x76 hb y6d ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x2f y41a w6f h10"><div class="t m0 x7d hb y6d ff2 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c x5 y41b w6e h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">zawiązanie<span class="ff1"> </span></div></div><div class="c xba y41b w2b h11"><div class="t m0 x76 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x2f y41b w6f h11"><div class="t m0 x7d h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">3 </div></div><div class="c x5 y41c w6e h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">rozwiązanie<span class="ff1"> </span></div></div><div class="c xba y41c w2b h10"><div class="t m0 xc1 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f y41c w6f h10"><div class="t m0 x64 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y41d w6e h10"><div class="t m0 xd hb y41e ff2 fs0 fc1 sc0 ls0 ws0">stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xba y41d w2b h10"><div class="t m0 x70 hb y41e ff2 fs0 fc1 sc0 ls0 ws0">12 </div></div><div class="c x2f y41d w6f h10"><div class="t m0 x99 hb y41e ff2 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x5 y41f w6e h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">rezerwy na świadczenia<span class="_ _3"></span> emerytaln<span class="_ _3"></span>e</span> </div></div><div class="c xba y41f w2b h10"><div class="t m0 x70 h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">12<span class="ls0"> </span></div></div><div class="c x2f y41f w6f h10"><div class="t m0 x99 h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x5 y420 w6e h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">rezerwa na inne ś<span class="_ _3"></span>wiadczenia pra<span class="_ _3"></span>cownicze<span class="_ _3"></span></span> </div></div><div class="c xba y420 w2b h10"><div class="t m0 xc1 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f y420 w6f h10"><div class="t m0 x64 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi xa y421 w15 h68" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">28<span class="ls0"> </span></span></div></div><div class="c x5 y422 w6e h17"><div class="t m0 xc2 h2 y1 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xba y422 w2b h17"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x2f y422 w6f h17"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y3b2 w6e h66"><div class="t m0 xd h2 y416 ff7 fs0 fc1 sc0 ls0 ws0">Zmiana <span class="_ _66"> </span>s<span class="_ _3"></span>tanu <span class="_ _48"> </span>krótkoterminowej <span class="_ _66"> </span>rez<span class="_ _3"></span>erwy <span class="_ _66"> </span>na </div><div class="t m0 xd h2 y2c2 ff7 fs0 fc1 sc0 ls0 ws0">świadczenia pracownicze<span class="_ _3"></span>:<span class="ff1"> </span></div></div><div class="c xba y3b2 w2b h66"><div class="t m0 x84 hb y416 ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2022 do </div><div class="t m0 x5 hb y2c2 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x2f y3b2 w6f h66"><div class="t m0 x56 hb y416 ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2021 do </div><div class="t m0 x41 hb y2c2 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y423 w6e h67"><div class="t m0 xd hb y74 ff8 fs0 fc1 sc0 ls0 ws0">stan na począte<span class="_ _3"></span>k okresu <span class="ff2"> </span></div></div><div class="c xba y423 w2b h67"><div class="t m0 x76 hb y74 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x2f y423 w6f h67"><div class="t m0 x99 hb y74 ff2 fs0 fc1 sc0 ls4 ws0">29<span class="ls0"> </span></div></div><div class="c x5 y424 w6e h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Zmiana Stanu <span class="_ _3"></span> </div></div><div class="c xba y424 w2b h10"><div class="t m0 xc1 hb y6d ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f y424 w6f h10"><div class="t m0 x2c hb y6d ff2 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">29</span> </div></div><div class="c x5 y425 w6e h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">rozwiązanie<span class="ff1"> </span></div></div><div class="c xba y425 w2b h10"><div class="t m0 xc1 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f y425 w6f h10"><div class="t m0 x2c h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">29</span> </div></div><div class="c x5 y426 w6e h10"><div class="t m0 xd hb y8d ff2 fs0 fc1 sc0 ls0 ws0">stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xba y426 w2b h10"><div class="t m0 x76 hb y8d ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x2f y426 w6f h10"><div class="t m0 x7d hb y8d ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x5 y427 w6e h67"><div class="t m0 xd h2 y74 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">rezerwa na inne ś<span class="_ _3"></span>wiadczenia pra<span class="_ _3"></span>cownicze<span class="_ _3"></span></span> </div></div><div class="c xba y427 w2b h67"><div class="t m0 xc1 h2 y74 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x2f y427 w6f h67"><div class="t m0 x64 h2 y74 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y428 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y429 ff8 fs0 fc1 sc0 ls0 ws0">Zmiana wartości zo<span class="_ _3"></span>bowiązania z tytułu<span class="_ _3"></span> określonych św<span class="_ _3"></span>iadczeń<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x5 y42a w70 h3b"><div class="t m0 xd hb y42b ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x87 y42a w71 h3b"><div class="t m0 x74 hb y42c ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div><div class="t m0 x15 hb y42b ff2 fs0 fc1 sc0 ls0 ws0">1.1.2022-</div><div class="t m0 x69 hb ye8 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xc3 y42a w18 h3b"><div class="t m0 xc4 hb y42c ff2 fs0 fc1 sc0 ls0 ws0">Za okres </div><div class="t m0 x4 hb y42b ff2 fs0 fc1 sc0 ls0 ws0">1.1.2021-</div><div class="t m0 x30 hb ye8 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y42d w70 h53"><div class="t m0 xd hb y8c ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania z tytułu św<span class="_ _3"></span>iadczeń praco<span class="_ _3"></span>wniczych na początek </div><div class="t m0 xd hb y309 ff2 fs0 fc1 sc0 ls0 ws0">okresu </div></div><div class="c x87 y42d w71 h53"><div class="t m0 x39 h2 y311 ff1 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c xc3 y42d w18 h53"><div class="t m0 x29 h2 y311 ff1 fs0 fc1 sc0 ls4 ws0">37<span class="ls0"> </span></div></div><div class="c x5 y42e w70 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Koszt bieżących ś<span class="_ _3"></span>wiadczeń<span class="ff1"> </span></div></div><div class="c x87 y42e w71 h11"><div class="t m0 xab h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xc3 y42e w18 h11"><div class="t m0 x21 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y42f w70 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Koszt ods<span class="_ _3"></span>etkowy </div></div><div class="c x87 y42f w71 h11"><div class="t m0 xab h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xc3 y42f w18 h11"><div class="t m0 x21 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y430 w70 h10"><div class="t m0 xd h2 y8d ff7 fs0 fc1 sc0 ls0 ws0">Zyski/straty<span class="_ _3"></span> aktuarialne z przeszacowania <span class="_ _3"></span>i zmian założeń<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x87 y430 w71 h10"><div class="t m0 x0 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c xc3 y430 w18 h10"><div class="t m0 x72 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">26</span> </div></div><div class="c x5 y431 w70 h10"><div class="t m0 xd hb y6d ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania z tytułu św<span class="_ _3"></span>iadczeń praco<span class="_ _3"></span>wniczych na koniec okresu<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c x87 y431 w71 h10"><div class="t m0 x39 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">12<span class="ls0"> </span></div></div><div class="c xc3 y431 w18 h10"><div class="t m0 x29 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y432 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y433 ff2 fs0 fc1 sc0 ls4 ws0">23.2 <span class="ff8 ls0">Pozostałe reze<span class="_ _3"></span>rwy<span class="ff2"> </span></span></div><div class="t m0 x5 hb y434 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y435 w72 h69"><div class="t m0 xd hb y436 ff8 fs0 fc1 sc0 ls0 ws0">Pozostałe rezer<span class="_ _3"></span>wy<span class="ff2"> </span></div></div><div class="c xc5 y435 w57 h69"><div class="t m0 x7a hb y416 ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2022 <span class="ls7">do </span></div><div class="t m0 x39 hb y2c2 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xc6 y435 w3c h69"><div class="t m0 x5d hb y416 ff2 fs0 fc1 sc0 ls0 ws0">od 01.01.2021 do </div><div class="t m0 x4 hb y2c2 ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y437 w72 h67"><div class="t m0 xd hb y74 ff8 fs0 fc1 sc0 ls0 ws0">stan na począte<span class="_ _3"></span>k okresu, w tym:<span class="ff2"> </span></div></div><div class="c xc5 y437 w57 h67"><div class="t m0 x5c hb y74 ff2 fs0 fc1 sc0 ls0 ws0">1 859 </div></div><div class="c xc6 y437 w3c h67"><div class="t m0 x5b hb y74 ff2 fs0 fc1 sc0 ls0 ws0">2 259 </div></div><div class="c x5 y438 w72 h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls10 ws0">   <span class="ls0">- <span class="ff7">roszczenia i sp<span class="_ _3"></span>rawy sądowe</span> </span></div></div><div class="c xc5 y438 w57 h11"><div class="t m0 x5c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">1 859 </div></div><div class="c xc6 y438 w3c h11"><div class="t m0 x5b h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">1 709 </div></div><div class="c x5 y439 w72 h10"><div class="t m0 xd h2 y8d ff1 fs0 fc1 sc0 ls10 ws0">   <span class="ls0">- na ryzyko procesowe<span class="_ _3"></span> </span></div></div><div class="c xc5 y439 w57 h10"><div class="t m0 x2c h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xc6 y439 w3c h10"><div class="t m0 x5c h2 y8d ff1 fs0 fc1 sc0 ls4 ws0">550<span class="ls0"> </span></div></div><div class="c x5 y43a w72 h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">zmiana stanu, w tym:<span class="_ _3"></span> </div></div><div class="c xc5 y43a w57 h10"><div class="t m0 x5e hb y6d ff2 fs0 fc1 sc0 ls4 ws0">647<span class="ls0"> </span></div></div><div class="c xc6 y43a w3c h10"><div class="t m0 xc7 hb y6d ff2 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">400</span> </div></div><div class="c x5 y43b w72 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">zawiązanie<span class="ff1"> </span></div></div><div class="c xc5 y43b w57 h11"><div class="t m0 x5e h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">647<span class="ls0"> </span></div></div><div class="c xc6 y43b w3c h11"><div class="t m0 x5c h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">150<span class="ls0"> </span></div></div><div class="c x5 y43c w72 h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">rozwiązanie<span class="ff1"> </span></div></div><div class="c xc5 y43c w57 h10"><div class="t m0 x2c h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xc6 y43c w3c h10"><div class="t m0 xc7 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">550</span> </div></div><div class="c x5 y43d w72 h10"><div class="t m0 xd hb y8d ff2 fs0 fc1 sc0 ls0 ws0">stan na koniec o<span class="_ _3"></span>kresu </div></div><div class="c xc5 y43d w57 h10"><div class="t m0 x5c hb y8d ff2 fs0 fc1 sc0 ls0 ws0">2 5<span class="ls4">06</span> </div></div><div class="c xc6 y43d w3c h10"><div class="t m0 x5b hb y8d ff2 fs0 fc1 sc0 ls0 ws0">1 859 </div></div><div class="c x5 y43e w72 h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls10 ws0">   <span class="ls0">- <span class="ff7">roszczenia i sp<span class="_ _3"></span>rawy sądowe</span> </span></div></div><div class="c xc5 y43e w57 h10"><div class="t m0 x5c h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">2 5<span class="ls4">06</span> </div></div><div class="c xc6 y43e w3c h10"><div class="t m0 x5b h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">1 859 </div></div><div class="c x5 y43f w72 h17"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls10 ws0">   <span class="ls0">- na ryzyko procesowe<span class="_ _3"></span> </span></div></div><div class="c xc5 y43f w57 h17"><div class="t m0 x2c h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xc6 y43f w3c h17"><div class="t m0 x1f h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y440 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y137 ff7 fs0 fc1 sc0 ls0 ws0">Kwota <span class="_ _5e"></span>rezer<span class="_ _3"></span>wy <span class="_ _5e"></span>w <span class="_ _50"></span>wysokoś<span class="_ _3"></span>ci <span class="_ _5e"></span>75<span class="ff1">1 <span class="_ _50"></span>tys<span class="_ _3"></span> <span class="_ _50"></span></span>zł <span class="_ _5e"></span> <span class="_ _50"></span>dotyczy <span class="_ _50"></span>rezerwy <span class="_ _50"></span>utworzonej <span class="_ _5e"></span>n<span class="_ _3"></span>a <span class="_ _5e"></span>s<span class="_ _3"></span>prawy <span class="_ _5e"></span>sąd<span class="_ _3"></span>owe, <span class="_ _5e"></span>kt<span class="_ _3"></span>óre <span class="_ _5e"></span>rozp<span class="_ _3"></span>atrywane <span class="_ _5e"></span>są </div><div class="t m0 x5 h2 y138 ff7 fs0 fc1 sc0 ls0 ws0">obecnie <span class="_ _48"> </span>przez  sądy <span class="_ _48"> </span>w  Hi<span class="_ _51"></span>s<span class="_ _3"></span>zpanii <span class="_ _48"> </span>z  powództwa <span class="_ _48"> </span>byłych <span class="_ _48"> </span>pracowników  oddelegowanych <span class="_ _48"> </span>do  pracy <span class="_ _66"> </span>w  hiszpańskim </div><div class="t m0 x5 h2 y46 ff7 fs0 fc1 sc0 ls0 ws0">oddziale. Spory d<span class="_ _3"></span>otyczą żądania uzup<span class="_ _3"></span>ełnienia składek emeryta<span class="_ _3"></span>lnych.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y47 ff1 fs0 fc1 sc0 ls0 ws0">Kwota rezerwy <span class="_ _3"></span>w <span class="_ _3"></span>w<span class="ff7">ysokoś<span class="_ _3"></span>ci 1 <span class="_ _3"></span>755 tys<span class="_ _3"></span> zł <span class="_ _3"></span>to <span class="_ _3"></span>rezerwa na <span class="_ _3"></span>potencjalne <span class="_ _3"></span>roszczenia <span class="_ _3"></span>jakie <span class="_ _3"></span>mogłyby <span class="_ _3"></span>się poja<span class="_ _3"></span>wić ze s<span class="_ _3"></span>trony </span></div><div class="t m0 x5 h2 y441 ff7 fs0 fc1 sc0 ls0 ws0">byłych pracowników, którzy <span class="_ _51"></span>wykonywali pracę we<span class="_ _1"></span> Francji. <span class="ff1"> <span class="_ _51"></span><span class="ff7">Obecnie z <span class="_ _1"></span>tego tytułu <span class="_ _51"></span>nie toczą <span class="_ _1"></span>się żadne <span class="_ _51"></span>s<span class="_ _3"></span>pory s<span class="_ _1"></span>ądowe.<span class="ff1"> </span></span></span></div><div class="t m0 x5 h2 y442 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi xa y443 w73 h6a" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">29<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">24.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Rozliczenia międzyokresowe<span class="_ _3"></span><span class="ff2"> </span></span></span></div></div><div class="c x5 y2e6 w5 h30"><div class="t m0 xd hb y28a ff8 fs0 fc1 sc0 ls0 ws0">Rozliczenia międzyok<span class="ff2">re<span class="_ _3"></span>sowe </span></div></div><div class="c xe y2e6 w6c h30"><div class="t m0 x9e hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Stan na </div><div class="t m0 xbf hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xc0 y2e6 w6d h30"><div class="t m0 x9e hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Stan na </div><div class="t m0 xbf hb y7b ff2 fs0 fc1 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x5 y444 w5 h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">bierne rozliczenia międzyokr<span class="_ _3"></span>esowe koszt<span class="_ _3"></span>ów<span class="ff1"> </span></div></div><div class="c xe y444 w6c h11"><div class="t m0 x34 h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y444 w6d h11"><div class="t m0 x83 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">233<span class="ls0"> </span></div></div><div class="c x5 y445 w5 h10"><div class="t m0 xd h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">rezerwy na urlop<span class="_ _3"></span>y </div></div><div class="c xe y445 w6c h10"><div class="t m0 x4f h2 y8d ff1 fs0 fc1 sc0 ls4 ws0">12<span class="ls0"> </span></div></div><div class="c xc0 y445 w6d h10"><div class="t m0 xb4 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">6 </div></div><div class="c x5 y446 w5 h10"><div class="t m0 xd hb y6d ff8 fs0 fc1 sc0 ls0 ws0">Rozliczenia międzyokresowe,<span class="_ _3"></span> razem<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xe y446 w6c h10"><div class="t m0 x4f hb y6d ff2 fs0 fc1 sc0 ls4 ws0">12<span class="ls0"> </span></div></div><div class="c xc0 y446 w6d h10"><div class="t m0 x83 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">239<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y447 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y448 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y449 ff2 fs0 fc1 sc0 ls4 ws0">25.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Zobowiązania warunkowe<span class="ff2"> </span></span></span></div></div><div class="c x5 y44a w74 h10"><div class="t m0 xc8 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xc9 y44a w75 h10"><div class="t m0 xca hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c x4a y44a w57 h10"><div class="t m0 x5d hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y44b w74 h5c"><div class="t m0 xd h2 y8c ff1 fs0 fc1 sc0 ls0 ws0">udzielone <span class="ff7">gwarancje, z t<span class="_ _3"></span>ytułu dobrego wykon<span class="_ _3"></span>ania </span></div><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">kontraktu </div></div><div class="c xc9 y44b w75 h5c"><div class="t m0 xcb h2 y311 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x4a y44b w57 h5c"><div class="t m0 x2c h2 y311 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y44c w74 h17"><div class="t m0 xd h2 y2b7 ff7 fs0 fc1 sc0 ls0 ws0">pozostałe gwaran<span class="_ _3"></span>cje<span class="ff1"> </span></div></div><div class="c xc9 y44c w75 h17"><div class="t m0 x2c h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">19 520 </div></div><div class="c x4a y44c w57 h17"><div class="t m0 x4c h2 y2b7 ff1 fs0 fc1 sc0 ls0 ws0">19 520 </div></div><div class="c x5 y44d w74 h37"><div class="t m0 xd h2 y2cc ff7 fs0 fc1 sc0 ls0 ws0">kapitał emerytalny d<span class="_ _3"></span>otyczący byłych<span class="_ _3"></span> pracowników </div><div class="t m0 xd h2 y284 ff7 fs0 fc1 sc0 ls0 ws0">oddziału w His<span class="_ _3"></span>zpanii<span class="ff1"> </span></div></div><div class="c xc9 y44d w75 h37"><div class="t m0 x50 h2 y2cd ff1 fs0 fc1 sc0 ls0 ws0">2 606 </div></div><div class="c x4a y44d w57 h37"><div class="t m0 xaf h2 y44e ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y225 w74 h10"><div class="t m0 xd hb y6d ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania warun<span class="_ _3"></span>kowe razem<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xc9 y225 w75 h10"><div class="t m0 x2c hb y6d ff2 fs0 fc1 sc0 ls0 ws0">22 126 </div></div><div class="c x4a y225 w57 h10"><div class="t m0 x4c hb y6d ff2 fs0 fc1 sc0 ls0 ws0">19 520 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y44f ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y450 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y451 ff7 fs0 fc1 sc0 ls0 ws0">Zobowiązanie <span class="_ _3"></span>warunkowe <span class="_ _3"></span>pozo<span class="_ _3"></span>stałe <span class="_ _3"></span>w <span class="_ _0"></span><span class="ff1">kwocie <span class="_ _3"></span>19.520 </span>ty<span class="_ _3"></span>ś <span class="_ _3"></span>zł<span class="ff1"> <span class="_ _3"></span>dotyczy <span class="_ _3"></span></span>umowy <span class="_ _3"></span>gwarancji <span class="_ _3"></span>między <span class="_ _0"></span><span class="ff1">Grenevia <span class="_ _3"></span>S.A. <span class="_ _3"></span>(<span class="ls17">jako</span> </span></div><div class="t m0 x5 h2 y452 ff7 fs0 fc1 sc0 ls0 ws0">Gwarant) oraz <span class="_ _51"></span>Przeds<span class="_ _3"></span>iębiorstwem Budowy <span class="_ _51"></span>Szyb<span class="_ _3"></span>ów S.A. <span class="_ _51"></span>(<span class="_ _3"></span><span class="ff1">jako Beneficjent <span class="_ _51"></span>u<span class="_ _3"></span>mowy) przy <span class="_ _51"></span>udziale Primetech <span class="_ _51"></span>S.A. (jako </span></div><div class="t m0 x5 h2 y453 ff1 fs0 fc1 sc0 ls0 ws0">D<span class="ff7">łużnik) <span class="_ _66"> </span>i <span class="_ _47"> </span>JSW <span class="_ _66"> </span>S.A. <span class="_ _47"> </span>(jako<span class="_ _3"></span> <span class="_ _66"> </span></span>K<span class="ff7">upu<span class="_ _3"></span>jący)</span>. <span class="_ _66"> </span><span class="ff7">W <span class="_ _47"> </span>umowi<span class="_ _3"></span>e <span class="_ _47"></span>tej <span class="_ _66"> </span>Gwara<span class="_ _3"></span>nt <span class="_ _47"> </span>u<span class="_ _3"></span>dzielił <span class="_ _47"> </span>zab<span class="_ _3"></span>ezpieczenia <span class="_ _47"> </span>za <span class="_ _66"> </span>z<span class="_ _3"></span></span>o<span class="_ _3"></span><span class="ff7">bowiązania <span class="_ _66"> </span>Dłużnika</span><span class="ls1b">, </span></div><div class="t m0 x5 h2 y454 ff7 fs0 fc1 sc0 ls0 ws0">określone <span class="_ _0"></span>w <span class="_ _0"></span>Warunkowej <span class="_ _0"></span>Um<span class="_ _3"></span>owie <span class="_ _0"></span>Zobowiązują<span class="_ _3"></span>cej <span class="_ _0"></span>Sprzeda<span class="_ _3"></span>ży <span class="_ _0"></span>Akcji <span class="_ _0"></span>PBSZ <span class="_ _0"></span>S.A.<span class="_ _3"></span><span class="ff1">, <span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _3"></span>p<span class="_ _3"></span>ostaci <span class="_ _0"></span>gwarancji <span class="_ _0"></span>korpo<span class="_ _3"></span>racyjnej </span></div><div class="t m0 x5 h2 y455 ff1 fs0 fc1 sc0 ls0 ws0">do kwoty 14.520 ty<span class="_ _3"></span><span class="ff7">ś zł</span> i <span class="_ _3"></span><span class="lsb">do</span> 5.000 ty<span class="ff7">ś</span> <span class="ff7 ls11">zł</span>.  </div><div class="t m0 x5 h2 y456 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>dniach <span class="_ _0"></span>28.06 <span class="_ _0"></span>do <span class="_ _0"></span>30.06.202<span class="_ _3"></span>1 <span class="_ _0"></span>odbył<span class="_ _3"></span>a <span class="_ _0"></span>się <span class="_ _0"></span>Procedura<span class="_ _3"></span> <span class="_ _0"></span>Odbioru <span class="_ _0"></span>Końcowego <span class="_ _0"></span>usług <span class="_ _0"></span>PRIMETE<span class="_ _3"></span>CH <span class="_ _0"></span>S.A <span class="_ _0"></span>świadczony<span class="_ _3"></span>ch <span class="_ _0"></span>w </div><div class="t m0 x5 h2 y457 ff7 fs0 fc1 sc0 ls0 ws0">oparciu <span class="_ _55"> </span>o <span class="_ _55"> </span>doty<span class="_ _3"></span>chczasowy <span class="_ _55"> </span>długoterminowy <span class="_ _55"> </span>kontrakt. <span class="_ _55"> </span>Z <span class="_ _61"> </span>dniem, <span class="_ _55"> </span>30 <span class="_ _55"> </span>czerwca <span class="_ _55"> </span>zakończo<span class="_ _3"></span>no <span class="_ _55"> </span>operacyjne <span class="_ _55"> </span>dzia<span class="_ _3"></span>łania </div><div class="t m0 x5 h2 y458 ff7 fs0 fc1 sc0 ls0 ws0">usługowe. W dniu 17 grudnia 2021 <span class="_ _51"></span>r. do Spółki wpłyn<span class="_ _3"></span>ęło pismo <span class="_ _51"></span>p<span class="_ _3"></span>ełnomocnika kopalni Mine<span class="_ _3"></span><span class="ff1">s<span class="_ _3"></span> de Potasse d&apos;Alsace z<span class="_ _1"></span> </span></div><div class="t m0 x5 h2 y459 ff7 fs0 fc1 sc0 ls0 ws0">siedzibą <span class="_ _0"></span>w <span class="_ _5e"></span>Wittelsheim <span class="_ _5e"></span>(„MDPA”<span class="_ _3"></span>) <span class="_ _0"></span>informują<span class="_ _3"></span>ce <span class="_ _0"></span>o <span class="_ _0"></span>ros<span class="_ _3"></span>zczeniu <span class="_ _5e"></span>odszkod<span class="_ _3"></span>owawczym <span class="_ _0"></span>względ<span class="_ _3"></span>em <span class="_ _0"></span>Spó<span class="_ _3"></span>łki <span class="_ _0"></span>(&quot;Roszczeni<span class="_ _3"></span>e&quot;). </div><div class="t m0 x5 h2 y45a ff7 fs0 fc1 sc0 ls0 ws0">Roszczenie <span class="_ _3"></span>określon<span class="_ _3"></span>e <span class="_ _3"></span>przez <span class="_ _0"></span>MDPA <span class="_ _3"></span>ob<span class="_ _3"></span>ejmowało <span class="_ _3"></span>zapł<span class="_ _3"></span>atę <span class="_ _3"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>kwoty <span class="_ _3"></span>ok.<span class="_ _3"></span> <span class="_ _3"></span>118 <span class="_ _3"></span>ty<span class="_ _3"></span>s. <span class="_ _3"></span>EUR <span class="_ _3"></span>netto <span class="_ _0"></span>tj. <span class="_ _3"></span>o<span class="_ _3"></span>k. <span class="_ _3"></span>547 <span class="_ _0"></span>tys. </div><div class="t m0 x5 h2 y45b ff7 fs0 fc1 sc0 ls0 ws0">PLN <span class="_ _5e"></span>wg <span class="_ _5e"></span>średn<span class="_ _3"></span>iego <span class="_ _5e"></span><span class="ff1">kurs<span class="_ _3"></span>u <span class="_ _5e"></span>EUR/PLN <span class="_ _5e"></span>z <span class="_ _50"></span>dnia <span class="_ _5e"></span>17 <span class="_ _5e"></span>grudnia <span class="_ _50"></span>2021 <span class="_ _5e"></span>r. <span class="_ _5e"></span>tj. <span class="_ _5e"></span>1 <span class="_ _50"></span>EUR <span class="_ _5e"></span>= <span class="_ _5e"></span>4,6334 <span class="_ _5e"></span>PLN<span class="_ _3"></span>. <span class="_ _5e"></span>W<span class="_ _3"></span> <span class="_ _5e"></span>d<span class="_ _3"></span>niu <span class="_ _5e"></span>27 <span class="_ _5e"></span>czerwca <span class="_ _5e"></span>2022 <span class="_ _50"></span>r. </span></div><div class="t m0 x5 h2 y45c ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _3"></span>powzięła wiado<span class="_ _3"></span>mość o <span class="_ _3"></span>podpis<span class="_ _3"></span>aniu przez <span class="_ _3"></span>Zarząd <span class="_ _3"></span>spółki Mines <span class="_ _3"></span>de Potas<span class="_ _3"></span>se d<span class="_ _3"></span>&apos;Alsace z siedzib<span class="_ _3"></span>ą w <span class="_ _3"></span>Wittelsheim </div><div class="t m0 x5 h2 y45d ff7 fs0 fc1 sc0 ls0 ws0">(dalej: &quot;MDPA&quot;) <span class="_ _51"></span>Protoko<span class="_ _3"></span>łu Zawarcia <span class="_ _51"></span>Ugod<span class="_ _3"></span>y. Na <span class="_ _1"></span>mocy zawartej Ugody Spółka <span class="_ _51"></span>zo<span class="_ _3"></span>bowiązała <span class="_ _1"></span>się zapłacić <span class="_ _51"></span>MDPA kwotę </div><div class="t m0 x5 h2 y45e ff7 fs0 fc1 sc0 ls0 ws0">50 <span class="_ _3"></span>tys. <span class="_ _0"></span>EUR <span class="_ _3"></span>ty<span class="_ _3"></span>tułem <span class="_ _3"></span>zgłoszo<span class="_ _3"></span>nych <span class="_ _3"></span>roszcz<span class="_ _3"></span>eń <span class="_ _3"></span>odszkodo<span class="_ _3"></span>wawczych <span class="_ _3"></span>oraz <span class="_ _0"></span>tych, <span class="_ _3"></span>kt<span class="_ _3"></span>óre <span class="_ _3"></span>mogłyby<span class="_ _3"></span> <span class="_ _3"></span>zostać <span class="_ _0"></span>zgłoszone <span class="_ _3"></span>do<span class="_ _3"></span> <span class="_ _3"></span>dnia </div><div class="t m0 x5 h2 y45f ff7 fs0 fc1 sc0 ls0 ws0">30 czerw<span class="_ _3"></span>ca <span class="_ _3"></span>2023 <span class="_ _3"></span>r. <span class="_ _3"></span>w <span class="_ _3"></span>ramach <span class="_ _3"></span>gwarancji <span class="_ _3"></span>techn<span class="_ _3"></span>icznej <span class="_ _3"></span>udzielon<span class="_ _3"></span>ej <span class="_ _3"></span>przez <span class="_ _3"></span>Spółkę. <span class="_ _3"></span>Zgodn<span class="_ _3"></span>ie z <span class="_ _0"></span>zawartym po<span class="_ _0"></span><span class="ff1">rozumieniem </span></div><div class="t m0 x5 h2 y460 ff7 fs0 fc1 sc0 ls0 ws0">zapłacona <span class="_ _3"></span>kwota zamyka kwestię wszelkich<span class="_ _3"></span> innych po<span class="_ _3"></span>dobnych roszczeń M<span class="_ _3"></span>DPA.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y461 ff7 fs0 fc1 sc0 ls0 ws0">W <span class="_ _66"> </span>związku <span class="_ _66"> </span>ze <span class="_ _66"> </span>sprawą <span class="_ _66"> </span>s<span class="_ _3"></span>ądową <span class="_ _66"> </span>toczącą <span class="_ _66"> </span>się <span class="_ _66"> </span>w <span class="_ _66"> </span>Hiszp<span class="_ _3"></span>anii <span class="_ _66"> </span>przeciwko <span class="_ _66"> </span>Pr<span class="_ _3"></span>imetech <span class="_ _66"> </span>z <span class="_ _66"> </span>udziałem<span class="_ _3"></span> <span class="_ _66"> </span>hiszpań<span class="_ _3"></span>skiego <span class="_ _47"> </span>za<span class="_ _3"></span>kładu </div><div class="t m0 x5 h2 y462 ff7 fs0 fc1 sc0 ls0 ws0">ubezpieczeń <span class="_ _56"> </span>społeczny<span class="_ _3"></span>ch, <span class="_ _56"> </span>dotycząca <span class="_ _56"> </span>wyrównania <span class="_ _56"> </span>wysokoś<span class="_ _3"></span>ci <span class="_ _5f"> </span>s<span class="_ _3"></span>kładek <span class="_ _56"> </span>z <span class="_ _56"> </span>t<span class="_ _3"></span>ytułu <span class="_ _56"> </span>ubezpieczenia <span class="_ _56"> </span>społ<span class="_ _3"></span>ecznego, </div><div class="t m0 x5 h2 y463 ff7 fs0 fc1 sc0 ls0 ws0">odprowadzany<span class="_ _3"></span>ch przez Oddział Primetech w Hiszpan<span class="_ _3"></span>ii w latach  1997 <span class="_ _3"></span>–<span class="ff1"> </span>2003, Spół<span class="_ _3"></span>ka wpłaciła kwotę potrzebn<span class="_ _3"></span>ą do </div><div class="t m0 x5 h2 y1b2 ff7 fs0 fc1 sc0 ls0 ws0">wniesienia <span class="_ _0"></span>ś<span class="_ _3"></span>rodka <span class="_ _5e"></span>zaska<span class="_ _3"></span>rżenia <span class="_ _0"></span>do<span class="_ _3"></span> <span class="_ _0"></span>s<span class="_ _3"></span>ądu <span class="_ _5e"></span>wyższej <span class="_ _5e"></span>instancji, <span class="_ _5e"></span>równowartość <span class="_ _5e"></span>386 <span class="_ _0"></span>ty<span class="_ _3"></span>s. <span class="_ _5e"></span>EUR <span class="_ _5e"></span>(jest <span class="_ _5e"></span>to <span class="_ _5e"></span>kwota <span class="_ _5e"></span> <span class="_ _0"></span>sta<span class="_ _3"></span>nowiąca </div><div class="t m0 x5 h2 y464 ff7 fs0 fc1 sc0 ls0 ws0">całość <span class="_ _3"></span>zobowiązań <span class="_ _3"></span>lokalnego <span class="_ _3"></span>zakładu<span class="_ _3"></span> ubezpieczeń <span class="_ _3"></span>społecznych<span class="_ _3"></span> w <span class="_ _3"></span>stosunku <span class="_ _3"></span>do <span class="_ _3"></span>byłych <span class="_ _3"></span>trzech pracowników <span class="_ _5e"></span><span class="ff1">-</span>którzy </div><div class="t m0 x5 h2 y465 ff7 fs0 fc1 sc0 ls0 ws0">są <span class="_ _61"> </span>powodami <span class="_ _61"> </span>w <span class="_ _61"> </span>sp<span class="_ _3"></span>rawie, <span class="_ _61"> </span>a <span class="_ _61"> </span>n<span class="_ _3"></span>ie <span class="_ _61"> </span>kwota <span class="_ _61"> </span>która <span class="_ _61"> </span>był<span class="_ _3"></span>aby <span class="_ _61"> </span>ewentu<span class="_ _3"></span>alnie <span class="_ _61"> </span>należna <span class="_ _61"> </span>od <span class="_ _61"> </span>E<span class="_ _3"></span>mitenta<span class="_ _3"></span>, <span class="_ _61"> </span>tj. <span class="_ _61"> </span>kwota <span class="_ _61"> </span>s<span class="_ _3"></span>amego </div><div class="t m0 x5 h2 y466 ff7 fs0 fc1 sc0 ls0 ws0">wyrównania). <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y467 ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _61"> </span>rozp<span class="_ _3"></span>oznała <span class="_ _61"> </span>zobowiązanie <span class="_ _61"> </span>warun<span class="_ _3"></span>kowe <span class="_ _61"> </span>związane <span class="_ _61"> </span>z <span class="_ _61"> </span>możliwymi <span class="_ _61"> </span>obo<span class="_ _3"></span>wiązkami <span class="_ _61"> </span>doty<span class="_ _3"></span>czącymi <span class="_ _61"> </span>wyrównania </div><div class="t m0 x5 h2 y468 ff7 fs0 fc1 sc0 ls0 ws0">wysokości <span class="_ _47"> </span>skł<span class="_ _3"></span>adek <span class="_ _47"></span>z <span class="_ _47"></span>tytułu <span class="_ _47"> </span>ubezpieczenia <span class="_ _47"> </span>spo<span class="_ _3"></span>łecznego <span class="_ _47"></span>odp<span class="_ _3"></span>rowadzanych <span class="_ _47"> </span>w <span class="_ _47"> </span>His<span class="_ _3"></span>zpanii <span class="_ _47"> </span>w <span class="_ _47"> </span>latach <span class="_ _47"> </span> <span class="_ _47"> </span>199<span class="_ _5e"></span><span class="ff1">7 <span class="_ _47"></span></span>–<span class="ff1"> <span class="_ _47"></span><span class="ls4">2003</span> <span class="_ _47"></span>za </span></div><div class="t m0 x5 h2 y469 ff7 fs0 fc1 sc0 ls0 ws0">pracowników <span class="_ _50"></span>zatru<span class="_ _3"></span>dnionych <span class="_ _50"></span>w <span class="_ _50"></span>hiszpańskim <span class="_ _47"></span>oddziale. <span class="_ _50"></span>Ze <span class="_ _50"></span>względu <span class="_ _50"></span>na <span class="_ _47"></span>brak <span class="_ _50"></span>moż<span class="_ _3"></span>liwości <span class="_ _50"></span>wiarygod<span class="_ _3"></span>nej <span class="_ _50"></span>wyceny <span class="_ _50"></span>tego </div><div class="t m0 x5 h2 y46a ff7 fs0 fc1 sc0 ls0 ws0">zobowiązania  Sp<span class="_ _3"></span>ółka  nie  rozpozn<span class="_ _3"></span>ała  rezerwy  z <span class="_ _55"> </span>tytułu  potencjalnych  roszcz<span class="_ _3"></span>eń.  Brak  możliwości  wyceny <span class="_ _55"> </span>tego </div><div class="t m0 x5 h2 y46b ff7 fs0 fc1 sc0 ls0 ws0">zobowiązania <span class="_ _1"></span>w <span class="_ _51"></span>sposó<span class="_ _3"></span>b <span class="_ _51"></span>wiarygodny <span class="_ _1"></span>wynika <span class="_ _51"></span>z <span class="_ _1"></span>przyjęcia <span class="_ _51"></span>szeregu założeń, <span class="_ _51"></span>z <span class="_ _51"></span>których <span class="_ _1"></span>część <span class="_ _51"></span>oparta <span class="_ _51"></span>jest na <span class="_ _51"></span>szczątkowych </div><div class="t m0 x5 h2 y46c ff1 fs0 fc1 sc0 ls0 ws0">danych <span class="ff7">s<span class="_ _3"></span>tatystycznych. Dla aktualn<span class="_ _3"></span>ie toczących się w His<span class="_ _3"></span>zpanii spraw sąd<span class="_ _3"></span>owych w sprawie wyrównania wysoko<span class="_ _3"></span>ści </span></div><div class="t m0 x5 h2 y46d ff7 fs0 fc1 sc0 ls0 ws0">składek <span class="_ _1"></span>z <span class="_ _51"></span>tytułu <span class="_ _51"></span>ub<span class="_ _3"></span>ezpieczenia <span class="_ _51"></span>społ<span class="_ _3"></span>ecznego <span class="_ _51"></span>Spółka u<span class="_ _1"></span>tworzyła <span class="_ _51"></span>rezerwę <span class="_ _51"></span>w <span class="_ _51"></span>kwo<span class="_ _3"></span>cie <span class="ff1">160 <span class="_ _51"></span><span class="ff7">tys. <span class="_ _1"></span>euro. <span class="_ _51"></span>Z <span class="_ _51"></span>ko<span class="_ _3"></span>lei <span class="_ _51"></span>wartość <span class="_ _51"></span>556,5 </span></span></div><div class="t m0 x5 h2 y46e ff7 fs0 fc1 sc0 ls0 ws0">tys.  euro  rozpoznano  jako <span class="_ _48"> </span>zobowiązanie  warunkowe.    Do  dnia <span class="_ _48"> </span>31.12.2022r.  zostało  zakończonych  15  spraw<span class="_ _51"></span> </div><div class="t m0 x5 h2 y46f ff7 fs0 fc1 sc0 ls0 ws0">sądowych, z cz<span class="_ _3"></span>ego 12 spraw zosta<span class="_ _3"></span>ło rozstrzygniętych<span class="_ _3"></span> na korzyść Spółki.<span class="_ _3"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi xa y470 w76 h6b" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">30<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">26.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Zarządz<span class="ff2">e<span class="ls7">ni</span>e </span>kapitałem<span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y2c0 ff7 fs0 fc1 sc0 ls0 ws0">Celem zarządza<span class="_ _3"></span>nia ry<span class="_ _3"></span>zykiem k<span class="_ _3"></span>apitałowym <span class="_ _3"></span>jest za<span class="_ _3"></span>pewnienie <span class="_ _3"></span>konty<span class="_ _3"></span>nuowania <span class="_ _3"></span>działalności <span class="_ _3"></span>w takiej <span class="_ _3"></span>formie <span class="_ _3"></span>i <span class="_ _0"></span><span class="ff1">za<span class="_ _3"></span>kresie, </span></div><div class="t m0 x5 h2 y4b ff7 fs0 fc1 sc0 ls0 ws0">aby <span class="_ _6d"> </span>możliwe <span class="_ _59"> </span>b<span class="_ _3"></span>yło <span class="_ _6d"> </span>zapewnienie <span class="_ _6d"> </span>zwrotu <span class="_ _6d"> </span>z <span class="_ _6d"> </span>inwesty<span class="_ _3"></span>cji <span class="_ _59"> </span>ak<span class="_ _3"></span>cjonariuszo<span class="_ _3"></span>m, <span class="_ _59"> </span>zap<span class="_ _3"></span>ewnienie <span class="_ _59"> </span>ko<span class="_ _3"></span>rzyści <span class="_ _6d"> </span>dla <span class="_ _6d"> </span>innych </div><div class="t m0 x5 h2 y219 ff7 fs0 fc1 sc0 ls0 ws0">zainteresowanych s<span class="_ _3"></span>tron, a także utrzymanie op<span class="_ _3"></span>tymalnej strukt<span class="_ _3"></span>ury kapitału w celu o<span class="_ _3"></span>bniżenia jego kos<span class="_ _3"></span>ztu.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y26e ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _0"></span>mon<span class="_ _3"></span>itoruje <span class="_ _0"></span>kap<span class="_ _3"></span>itał <span class="_ _3"></span>p<span class="_ _3"></span>rzy <span class="_ _0"></span>pomocy <span class="_ _0"></span>ws<span class="_ _3"></span>kaźnik<span class="_ _3"></span>a <span class="_ _0"></span>zadłużenia. <span class="_ _5e"></span>Wskaźnik <span class="_ _0"></span>ten<span class="_ _3"></span> <span class="_ _0"></span>oblicza <span class="_ _0"></span>się <span class="_ _5e"></span>jako <span class="_ _0"></span>stosunek <span class="_ _5e"></span>zadłużenia </div><div class="t m0 x5 h2 y471 ff7 fs0 fc1 sc0 ls0 ws0">netto <span class="_ _50"></span>d<span class="_ _3"></span>o <span class="_ _50"></span>ł<span class="_ _3"></span>ącznej <span class="_ _50"></span>warto<span class="_ _3"></span>ści <span class="_ _50"></span>kapitał<span class="_ _3"></span>u. <span class="_ _47"></span>Zadłużenie <span class="_ _50"></span>netto <span class="_ _47"></span>oblicza <span class="_ _47"></span>się <span class="_ _47"></span>jako <span class="_ _50"></span>su<span class="_ _3"></span>mę <span class="_ _50"></span>zobowiązań<span class="_ _3"></span> <span class="_ _50"></span>(obejmują<span class="_ _3"></span>cych <span class="_ _47"></span>kredyty, </div><div class="t m0 x5 h2 y472 ff7 fs0 fc1 sc0 ls0 ws0">pożyczki, <span class="_ _3"></span>zobowiązania <span class="_ _3"></span>handlowe i p<span class="_ _3"></span>ozostałe) <span class="_ _3"></span>pomniejszoną <span class="_ _3"></span>o <span class="_ _3"></span>środki <span class="_ _3"></span>pieniężne <span class="_ _3"></span>i ich <span class="_ _5e"></span>ekwiwalenty. Łączną <span class="_ _3"></span>wartość </div><div class="t m0 x5 h2 y473 ff7 fs0 fc1 sc0 ls0 ws0">kapitału ob<span class="_ _3"></span>licza się jako kapitał włas<span class="_ _3"></span>ny wykazany w s<span class="_ _3"></span>prawozdaniu z sytu<span class="_ _3"></span>acji finansowej plus zadłu<span class="_ _3"></span>żenie netto. <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y34d ff7 fs0 fc1 sc0 ls0 ws0">Spółka  <span class="_ _1"></span>zarządza kapitałem <span class="_ _1"></span>by zagwarantować, że <span class="_ _51"></span>nal<span class="_ _3"></span>eżące do <span class="_ _1"></span>niej jednostki <span class="_ _1"></span>będą zdolne <span class="_ _1"></span>kontynuować działalność </div><div class="t m0 x5 h2 y34e ff1 fs0 fc1 sc0 ls0 ws0">przy j<span class="ff7">ednoczes<span class="_ _3"></span>nej maksymalizacji rentowno<span class="_ _3"></span>ści dla akcjon<span class="_ _3"></span>ariuszy d<span class="_ _3"></span>zięki optymalizacji relacji zad<span class="_ _3"></span>łużenia do kapita<span class="_ _3"></span>łu<span class="_ _1"></span> </span></div><div class="t m0 x5 h2 y34f ff7 fs0 fc1 sc0 ls0 ws0">własnego. Ogólna s<span class="_ _3"></span>trategia działan<span class="_ _3"></span>ia Spółki  nie ulega zmian<span class="_ _3"></span>ie.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y474 ff7 fs0 fc1 sc0 ls0 ws0">Struktura <span class="_ _5e"></span>kapitałowa <span class="_ _0"></span>spółki <span class="_ _0"></span>obejmuje <span class="_ _0"></span>za<span class="_ _3"></span>dłużenie, <span class="_ _5e"></span>na <span class="_ _0"></span>które <span class="_ _0"></span>skład<span class="_ _3"></span>ają <span class="_ _0"></span>się <span class="_ _5e"></span>po<span class="_ _3"></span>życzki<span class="ff1"> <span class="_ _0"></span>ujawnion<span class="_ _3"></span>e <span class="_ _0"></span>w <span class="_ _0"></span>nocie <span class="_ _5e"></span>nr <span class="_ _0"></span>2<span class="_ _3"></span>1</span>, <span class="_ _0"></span>środki </div><div class="t m0 x5 h2 y475 ff7 fs0 fc1 sc0 ls0 ws0">pieniężne i <span class="_ _51"></span>ich ekwiwalenty oraz <span class="_ _51"></span>ka<span class="_ _3"></span>pitał prz<span class="_ _1"></span>ypadający akcjonariuszom jednostki <span class="_ _51"></span>d<span class="_ _3"></span>ominującej, w<span class="_ _1"></span> tym <span class="_ _51"></span>wyemitowane </div><div class="t m0 x5 h2 y476 ff1 fs0 fc1 sc0 ls0 ws0">akcje, i zysk za<span class="_ _3"></span>trzymany.   </div><div class="t m0 x5 h2 y477 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y478 ff2 fs0 fc1 sc0 ls4 ws0">27.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Polityka zarządzania ryzykiem<span class="_ _3"></span> finansowym i zabezpiecza<span class="_ _3"></span>nie<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y2f0 ff7 fs0 fc1 sc0 ls0 ws0">Zarządzanie <span class="_ _50"></span>ryzykiem <span class="_ _50"></span>finansowym <span class="_ _50"></span>ma <span class="_ _5e"></span>n<span class="_ _3"></span>a <span class="_ _5e"></span>celu <span class="_ _50"></span>ograniczenie <span class="_ _50"></span>lub <span class="_ _50"></span>eliminację <span class="_ _50"></span>niekorzystnych <span class="_ _50"></span>wpływów <span class="_ _50"></span>na <span class="_ _5e"></span>s<span class="_ _3"></span>ytuację </div><div class="t m0 x5 h2 y479 ff7 fs0 fc1 sc0 ls0 ws0">finansową Spółki,<span class="_ _3"></span> ryzyk związanych z<span class="_ _3"></span> jej funkcjonowaniem, a w s<span class="_ _3"></span>zczególności : <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y47a ff1 fs0 fc1 sc0 ls0 ws0">- ryzyka rynko<span class="_ _3"></span>wego <span class="ff7">–</span> ryzyko walutowe, stop<span class="_ _3"></span>y procentowej<span class="_ _3"></span>, ryzyko <span class="_ _3"></span>cenowe;<span class="_ _3"></span> </div><div class="t m0 x5 h2 y47b ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">ryzyka płynn<span class="_ _3"></span>ości –</span> <span class="ff7">ryzy<span class="_ _3"></span>ko, że Spółka nap<span class="_ _3"></span>otka trudności w wywiązaniu s<span class="_ _3"></span>ię ze zobowiązań;<span class="_ _0"></span></span> </div><div class="t m0 x5 h2 y1d2 ff1 fs0 fc1 sc0 ls0 ws0">- ryzyka kredyto<span class="_ _3"></span>wego - <span class="ff7">kontrahent <span class="_ _3"></span>nie dopełni zobo<span class="_ _3"></span>wiązań umownych.<span class="_ _3"></span></span> </div><div class="t m0 x5 h2 y47c ff7 fs0 fc1 sc0 ls0 ws0">Spółka dąż<span class="_ _3"></span>y do minimalizacji wpływu różn<span class="_ _3"></span>ych rodzajó<span class="_ _3"></span>w ryzyka poprzez wykorzy<span class="_ _3"></span>stanie mechanizmó<span class="_ _0"></span><span class="ff1 ls1c">w </span></div><div class="t m0 x5 hb y47d ff1 fs0 fc1 sc0 ls0 ws0">zabezpieczenia natura<span class="_ _3"></span>lnego.<span class="ff2"> </span></div><div class="t m0 x5 h2 y47e ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y155 ff2 fs0 fc1 sc0 ls4 ws0">27.1<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2 ls10">  <span class="ls0">Ryzyko rynkowe </span></span></span></div><div class="t m0 x5 h2 y47f ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko cenowe<span class="_ _3"></span> </div><div class="t m0 x5 h2 y480 ff7 fs0 fc1 sc0 ls0 ws0">Na ryzyko wzrostu cen Spółka narażona jest w <span class="_ _1"></span>przypadku materiałów niezbędnych dla działalności.<span class="_ _0"></span><span class="ff1"> </span>Spółka dąży do </div><div class="t m0 x5 h2 y481 ff7 fs0 fc1 sc0 ls0 ws0">minimalizowania <span class="_ _61"> </span>ryzyka <span class="_ _55"> </span>po<span class="_ _3"></span>przez <span class="_ _55"> </span>zagwarantowanie <span class="_ _61"> </span>w <span class="_ _55"> </span>umowach <span class="_ _61"> </span>z <span class="_ _55"> </span>odbiorca<span class="_ _3"></span>mi <span class="_ _55"> </span>możliwości <span class="_ _61"> </span>ne<span class="_ _3"></span>gocjacji. <span class="_ _61"> </span>Spółka <span class="ff1"> </span></div><div class="t m0 x5 h2 y482 ff7 fs0 fc1 sc0 ls0 ws0">w <span class="_ _66"> </span>zakresie <span class="_ _48"> </span>w <span class="_ _66"> </span>jaki<span class="_ _3"></span>m <span class="_ _66"> </span>jest <span class="_ _48"> </span>to  m<span class="_ _1"></span>ożliwe <span class="_ _66"> </span>pos<span class="_ _3"></span>iada <span class="_ _66"> </span>zd<span class="_ _3"></span>ywersyfikowane <span class="_ _48"> </span>źródła <span class="_ _48"> </span>zaopat<span class="_ _3"></span>rzenia <span class="_ _66"> </span>w <span class="_ _48"> </span>materiały <span class="_ _48"> </span>do <span class="_ _66"> </span>p<span class="_ _3"></span>rodukcji <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y483 ff7 fs0 fc1 sc0 ls0 ws0">i świadczenia usł<span class="_ _3"></span>ug kooperacyjnych.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y484 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y12e ff7 fs0 fc1 sc0 ls0 ws0">Ryzyko stó<span class="_ _3"></span>p procentowych    <span class="ff1"> </span></div><div class="t m0 x5 h2 y12f ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _61"> </span>narażona <span class="_ _55"> </span>jes<span class="_ _3"></span>t <span class="_ _55"> </span>na <span class="_ _61"> </span>to <span class="_ _55"> </span>ryzyko <span class="_ _61"> </span>z <span class="_ _55"> </span>tytu<span class="_ _3"></span>łu <span class="_ _55"> </span>finan<span class="_ _3"></span>sowania <span class="_ _55"> </span>dział<span class="_ _3"></span>alności <span class="_ _61"> </span>poprzez <span class="_ _55"> </span>kredyty<span class="_ _3"></span> <span class="_ _55"> </span>ban<span class="_ _3"></span>kowe <span class="_ _55"> </span>i <span class="_ _55"> </span>p<span class="_ _3"></span>ożyczki <span class="_ _5e"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y130 ff7 fs0 fc1 sc0 ls0 ws0">o <span class="_ _0"></span>zmiennej <span class="_ _0"></span>stopie <span class="_ _0"></span>procentowej <span class="_ _0"></span>opartej <span class="_ _0"></span>o <span class="_ _0"></span>WIBOR. <span class="_ _0"></span>Spół<span class="_ _3"></span>ka <span class="_ _0"></span>na <span class="_ _0"></span>bieżąco <span class="_ _0"></span>monitoruje <span class="_ _0"></span>decyzje <span class="_ _0"></span>Rady <span class="_ _0"></span>Polity<span class="_ _3"></span>ki <span class="_ _0"></span>Pieniężnej. </div><div class="t m0 x5 h2 y131 ff7 fs0 fc1 sc0 ls0 ws0">Na dzień 31.12.20<span class="ff1">22 <span class="_ _3"></span></span>Spółka n<span class="_ _3"></span>ie posiadała <span class="_ _3"></span>instrumentów zab<span class="_ _3"></span>ezpieczających ryzy<span class="_ _3"></span>ko stopy procentowej.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y23b ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y485 ff1 fs0 fc1 sc0 ls0 ws0">Ryzyko walutowe      <span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x5 h2 y486 ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _47"> </span>narażona <span class="_ _47"></span>jest <span class="_ _47"></span>na <span class="_ _47"> </span>ryzyko <span class="_ _47"></span>walutowe, <span class="_ _47"></span>które <span class="_ _47"> </span>powodu<span class="_ _3"></span>je <span class="_ _50"></span>niepewność <span class="_ _47"> </span>co <span class="_ _66"> </span>do <span class="_ _47"></span>wartości <span class="_ _47"></span>przyszłych <span class="_ _47"> </span>przepływów </div><div class="t m0 x5 h2 y418 ff7 fs0 fc1 sc0 ls0 ws0">pieniężnych. <span class="ff1"> </span></div><div class="t m0 x5 h2 y487 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y488 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y489 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y242 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y48a ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y244 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y245 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi xa y48b w77 h6c" alt="" 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KrqvV9//fXXXXfd7K7O1zMrI6OGqklmlNEvAID7Xqgs4OhXRPaIjOm2nDzta77qo//rH6d5+FL204897OitWy69+oZrd22vli16ZVVkVds63nHRmWdtrjabDKqqmP1v9ZbXj35la1E1TqfDsBQxf6ZbEVd+6qqV96mt27auHWiabSl89KN/v8cVvKr6F77wxbf/5Xtm93wYhkec+YjZdX4jYi+/759d03h6xP0Pf/q3fPOb3vB7VZEx/OZr3/jtz/lPRx19RMv2icuueM+73zfb1mhD/MRP/NjrXvfGvX81K7JHVGa7+uprLr74tev/sUWO55zzyGc841uyVdSeax6rK5+rG0yx8i97Xqtq9t+tDR//+D9efPFro1rkumsAPPKRpz3rWd9S0VtrO3funH1Iy3bIIYdkjmtvM2dZlHH+485bM4oWFRVZa5/rR6xeD212J3L+FZ19p4TRLwCA+1yoLKLMaUxaTofp9OHHHnXqcddc/tk7dk3jjBMe1GL60au/MK0dm6e7MpbHaBnZKx78gPsdt31z9Mhh/QkTe9HHHhFtGFZOxmgRcf111//pn751GCbjGBF5xBFHtGzrr4mV3/Ft3xUrL88SkZFjRLXcPJ3OT1w588xH5Hxv4Ut+mhHRn/a0b3rj698ym3fKHP7HH//xi1/y3VV58a/9RsTspPJ+5plnnHDiw3of9xUqu8+EmX06aw8/rIxy/Xu/GGINES2qxR6vUhnza0LfdNNNX2oJas2ftv4zWvuO/S7H7SuFll7gEQDgPhgqizj6VbUUGTHJSWyOetHXnfLK//6RLbl81oMeeOM0//aa6zIOG7NlDZv6dGfbtqnv/NoTjmqxHMNSrD7bzdjH6NdfvO2v3vrWt+0+kyRiPnFUbbYy2cZzzjk7YvX5faw8k26x7sJaQ1Xv1YehVUXkrhd813dUVcT8Gr97Gf1aLZ94+CknPOWbnvjnf/aOlksR7Q9+/4+f97znf+pTV73rXe/OWIoaIqfPf8Fzhsmwz9/E5/y6ZFEZsw2fvkeaza4F3GZ7GP+G0a+sldUYIlofZzNa04hJ1PqQyD579cnW2rath0Rcl1mRvWqM6Bmbdl9prSIzeo0RY+/TYbI1aoysrElUy8yqHIZ43OPPe/gpJ65Pr/kJ+7/x6t+qPsSaF7sMo18AAPeNUFnI0a+VZ8UREXX0oZPHn3r0eOvN99s6edffX3PTndkmNZ1dOzeisrb22x91wjGTHFZelnF3Buy+5fWjX723iD1O2l59/x7RH/PYR59w4sMq+uok1Mr7jHtJjr5t2+b/8pOvfPwTvy5quvLi9LHvU71np2T88Mt/8O1/9Z5dO8eIuPbaG17/W7999dWfiWiRUdFPPOGh3/DEJ8Tqy0/us1Uy+qMefcbr33hx7nEyfdSOQ3bMP4/8t41+1e4iqoicfsMF559yysmZe4bK9u3bVp+Xb9u2beWjazr2TUPunt6K+S1V5bWf+8JRRx3VMnNoUWOtuQPT6fKTLrrgG7/ponUn7mePqOm0Lv6112ZNZt8uRr8AAO5TobL4ltr0wjMe3G+6qaL++hNX99zaqzLHyHHaWuu7Hn7MtqN3bIpeMWx8Bihba/PXYVzzBLe11mv5sMO2/dRPvar3sQ171Mh4wokPnb2248qNDFdd+enZNstZjzzjqU99SuQ0d7/OypdWlfe///2/4znPfv1v/W7UZDJZesMbfme6vNyy9aps/Xte/MLWMlvb9w3Ort4bmUceediRR55519/c99krMVaurcB/g+p9eXk5ox133AOPO+6YzCFqNgI3N46zzZCxel/alCvbVu0Tl33yjEecnDld3WaabT31Mb/9277zjNPPeuGLnnvWI0/f4yrMu79MuWfkTYZh/g5GvwAA7nuhspijX2v/cqhNRx+yabKt/8MNN19xYy63ISOyqnKIapvHOy44+/RNsRxtKWLvt7x+9KvXrqxh5ULD80GkNrRhyK97zNe+9Pu/95hjHzAMs+sEzz8uooZJ/o8/+YNhGLLl7JrC41hP++Znfvqqa6raRz7yd3fcsWv79k2zw8wOuI/Rr1x5Ih7ZX/K9L/rjP/qTm27cWT1uv+3OzJhNCT3q7DOf/OQntWF2x/caKpnVhnbLzXe0IWIvJ+lU1dKmpaWlSe7XVb+iteH6G27YvOXYlZyYzm5+7d0ZhmHT5iEyTjvtlEsu+dvM1nv89pve8l9/5icnsw2YbBExnY5V/Rd//levv+5f33n9X7/jHe94zvO+9cd+/IfXXBwsVl5Aps8CK9fs7NSsUsY+v/9GvwAA7kuhspijX+v+ctxUkxqH6Yev+OedeUTF7UNVVIvY1CqOPmTLKccfEXXrtC1Nau83sn706z+c/7Uve9n37/GscRiGE044IdvYa4zo80ZZuY2I6H06LGX1acb8hdsz84lPfPxrr3pDRNx+267fe8sfvvCFz195/9l5FHv9AqxewTiqb9+++Vnf+i2/+Zo3Z9t9bauq+rEff0UbVi6FvK99gxrH5XPP/fqouz1dvkWMkdP/9gs/8+QnXxjR9vOqX0972tOH2DF/FZqoPY5YMf74K1/+7d/xH6v62Y9+1Otf/ztV0Vr78//51k9d+cmnPvUbTzzxhK1bt+3ceec//dM1f/gHf3TFFVdWVWbPnJx44sm9V2sR2WvdtFvVukt7tVq3HEa/AADuc6FyEMhxGrlluuX4Qw6PumbINulDViy3Pm1x1oO2HRJ3Rm6Z9NznbNQ0skdOZ09rDzv0sFNPPTnbuHJ+/OopFj0i29rFyen8NPpqmRU9W1uK+SV6K1pd9OQnvO4335C5qdeut7z5D5/73G+bbKqWsyGr5chp1NL86PMTRHbf9OzZbGtDRDzjGc943Wt/t9c0s2W0yOWvedTpX33C8Zlj5mT1vkX0yGm0XbPXaozskVXVMpZmLwm/5pbXPo8fIqq1zNbXXVwrx6geOUbOXuRxXPnwXL8sMbu0V9U0IlpsqRjv8oms/J8cZqfotNbOO++xhx161M0335QZvbdPXPbpT1z2K+sKqjIz2hBVy9t3DBdc8Lj5SS81u29tTWvV3VRetYhh/Qk85sAAAA5uKxfHWhn7WX278b/8ct//33gjmUNG5vTRpxxz8v2GrJjmMG3DEOOO8fazTjw+ekW22akXe7/lSdQkasj5NX9XJ7q+xD2JmkQMUS1WBpJ2v0NERJxy6imnnf7wse9qbfjcZz//Z3/2v1puqj6JWIoaMoaV5/3rnszP70llzr8Q9ZCHHP/Ub35Ka0NUq8qWk+c+97nDMKwJgJxnVc0+l6XZZxSV85cjicxsK29b5rD6NqJFDVGT+TXNdn/6Q8T8E1z7Sa3+x/qVuZvb3+NAs0RZ3b5a2jT5uZ9/1dKmPo67cn4fhoy1b1tEq57btu74pV/+5UMPPbTmJw7NVqbNXr7m7u7J7JMe53/mG0G5OiO3KN+9e/knAAC+RKgcBKNfrU8qI2rHsPz8xz1ix3hHz1jOHGrXQw+Jk48+bGhDVZvtBuztRqpnVWZkzTYQKvrsVdvjS9yTyKjqET1iWjGt3nvv83eYPyHvz/6Pz4pYHsfliHr1xb+x887pOEbvUX02sNQjq1etmVaqij67Mm+tnCGTrV7+ih9YWmqZlVlf9dCvuuDCC9p8Eqz6ONbKOFnmME6jeva++9ZmI1hVfeXt/HLAVWPEOP/AaLOLlq3ek96zj7P9oV7R56eF9N1bM+uv+nU3t7/+QL1qrBgre0TPrNby688/52d+9ic3bY6KMefXjJ61RKvqs/mx448/9nff/IavO++8NgyttfllwqKvvDjMbPJt7dcoq2Z3Yxq5nG2aOdbKyTkLPvrlRw8AwL4dNKNfFWPrkxgmLcZTjtj2yOO2v+/anXcOW1vvjzn5+G01RkRvMez7Ar5ZFf3CJz0hIiLH004/rWojrwwZFeOjzn7EoYfOTskY52euzDdbZvsx/ZueetEHP/Ch6XSM7Jnx/ve/9/zz/0NVP+74Y5500eNXNwRWT/+44MLzx7Ei+1FH36/3aWvzya7D73fIS773hZdffmXv/RnP/Oaq5dnrscxy54wzTuljj2onn3JiZEVm1Xj6GaesXEN5j5dcXPOpZY9qUXHU0Q+I9Zcjy6yx+tmPPuuww3ZEjlGzMbK7WZYzzzq9qt81dO+mgFs96EHH9xqHHCJ6H8eLLrrg1FNOeeMbf/uP/vufTKfVp2NFZOZk0h5w1JFPe/pTv/MFz9uxffva3YajH3jUky56fNSQ2R947P2r1l2fbbbyVdMnXfQNfcw25DHHHuUhDQBw35C9T2O/L2F0b1w3KXZl3zJtY8Y0x6VP3HDTT//J3/zr0v2Pqpt/6blff0TuymHobanVrohhbzfS+7QqMyeZETFWHyJ7ZmW0ml/h6u7vScU4n1Baee2O1trQ2soVqHpEH8eq3iZLLSKq+tjHlpmZvdcwTCKielZU5jgbmpqdU1HRI5Yzh4hJ5LR6r/n8VauKqmlrPXM+OTarqswWlRVVtTwbiova42pgq6+muPa/x4hWPbJF78utDaufaVWvqoxJtozofWyRPbPPzpNZ2WOp+cXB7v721/5lRWT1iuyRY2ZmtHGMqt5azs4k37VzetVVV916623btm074YSHbdq8OaJmGzktJ2tuaPfOScRyZGs5rPkatYzea6z58FhETlvLqmF1+2Vxr/qVg58+AABfOlQOrjtdkdNeb3r/ZX9y+Z1P+KrNL33iKS0M/XNQPfDaxCIAAOxDOyif5EW0cfnCsx9+fNz0yAcdoVIAAOC+GSoHwVW/1r6tPgztqC3Dd51/0qMecnT0upcv1nRArhDloPe9gwIAsDcH5ehXRFRGj8xxZ6tNMaTXzeAge+AZ/QIA2KeDc0clo6JlVMuIVuFX/g5qRwUA4L7lYN1RgYP7gWdHBQBgn5olAAAAFjRUTOw4qIOG0S8AgIVh9AsOxAPP6BcAwD4Z/QIAABY1VEzsOKiDhtEvAICFYfQLDsQDz+gXAMA+Gf0CAAAWNVRM7Diog4bRLwCAhWH0Cw7EA8/oFwDAPhn9AgAAFjVUTOw4qIOG0S8AgIVh9AsOxAPP6BcAwD4Z/QIAABY1VEzsOKiDhtEvAICFYfQLDsQDz+gXAMA+Gf0CAAAWNVRM7Diog4bRLwCAhWH0Cw7EA8/oFwDAPhn9AgAAFjVUTOw4qIOG0S8AgIVh9AsOxAPP6BcAwD4Z/QIAABY1VEzsOKiDhtEvAICFYfQLDsQDz+gXAMA+2VFxUAc9YAcFAGBvsmynAAAAC8bJ9AAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAPeyiSXYuMyMiNd8uCwFcFB78dlpEQC4p1Xt19NmOyoAAMDCsaMC8BXK/vDMbH/JalhwS40FXDR2VAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAAC+QmRVWYWNLlZmRLzmw1YMOLi9+Gw/zfZcDQDuCfvTGnZUAACAhTOxBABgf+ne8UtPLywAABnvSURBVD2PMp5w77F3agEX4cG+P+yoAAAAC0eoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAICDW1aVVdjoYmVaBAAA2KD9aQ07KgAAwMKZWIIv1+WXX24RgIPaySef7KeZ1TggTjrppNl4ggX3vW0Bv0Ie7PvDjgoAALBwhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAOLhlVVmFjS5WpkUAAIAN2p/WsKMCAAAsnIkluDe7EGARzPaH/TSzGhbcUmMB7+kF3B92VAAAgIUjVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAADAYsuqsgobXaxMiwAAABu0P61hRwUAAFg4E0twb3YhwCKY7Q/7aWY1LLilxgLe0wu4P+yoAAAAC0eoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAIDFllVlFTa6WJkWAQAANmh/WsOOCgAAsHAmluDe7EKARTDbH/bTzGpYcEuNBbynF3B/2FEBAAAWjlABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAANyTsqqswkYXK9MiAADABu1Pa9hRAQAAFs7EEtybXQiwCGb7w36aWQ0LbqmxgPf0Au4POyoAAMDCESoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAgAMpq8oqbHSxMi0CAABs0P60hh0VAABg4Uwswb3ZhQAsmtluuZ/tFtxSYwHviQXcH3ZUAACAhSNUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAAAHUlaVVdjoYmVaBAAA2KD9aQ07KgAAwMKZWIJ7swsBWDSz3XI/2y24pcYC3hMLuD/sqAAAAAtHqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAADqSsKquw0cXKtAgAALBB+9MadlQAAICFM7EE92YXArBoZrvlfrZbcEuNBbwnFnB/2FEBAAAWjlABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAAe3rCqrsNHFyrQIAACwQfvTGnZUAACAhTOxBF+uyy+/3CIAB7WTTz7ZTzOrcUCcdNJJs/EEC+572wJ+hTzY94cdFQAAYOEIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAACw2LKqrMJGFyvTIgAAwAbtT2vYUQEAABbOxBLcm10IsAhm+8N+mlkNC26psYD39ALuDzsqAADAwhEqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAIB7UlaVVdjoYmVaBAAA2KD9aQ07KgAAwMKZWIJ7swsBFsFsf9hPM6thwS01FvCeXsD9YUcFAABYOEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAAHBPyqqyChtdrEyLAAAAG7Q/rWFHBQAAWDgTS3BvdiEAi2a2W+5nuwW31FjAe2IB94cdFQAAYOEIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAADAgZRVZRU2uliZFgEAADZof1rDjgoAALBwJpbg3uxCABbNbLfcz3YLbqmxgPfEAu4POyoAAMDCESoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAgAMpq8oqbHSxMi0CAABs0P60hh0VAABg4dhRAQAAFo4dFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAADAV7KJJdi4zIyI13y4LAVwwL347LQIANxXVZUdFQAAYOHYUQE4WNng3bfZppNV8lXAF8LCHqTsqAAAAEIFAABAqAAAAEIFAABAqAAAAEIF4P9v1w5r3QaCKIz6SoslAdBiajGVUwkEzfSHAXitKM6sew6Eu0+WvjcBABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAQBupKivMjpVs2/bnr8WA7/v9Mz5HhxMZAWBdLioAAEA7wwQA3Ji703ftdy2v8F2/fvhViL/wJYd1UQEAANoRKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAACAT0pVWWF2rMQIAABwARcVAACgnWGCs16vlxGAr3s+nz5HhxP5aHsFtm17PB77r0I8hL/wtYZ1UQEAANoRKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAACAT0pVWWF2rMQIAABwARcVAACgnWGCs9yggA4SJ/HjiXy0vQIewrDrDuuiAgAAtCNUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAuJVUlRVmx0qMAAAAFxgmOEvaAR0k/tN0PJGPtlfAQxh23WH99AsAAGhHqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAAHArqSorzI6VGAEAAC7gogIAALQzTHCWGxTQQeIkfjyRj7ZXwEMYdt1hXVQAAIB2hAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAA4B2pKivMjpUYAQAALuCiAgAAtDNMcJYbFNBB4iR+PJGPtlfAQxh23WFdVAAAgHaECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAADgk1JVVpgdKzECAABcwEUFAABoZ5jgLDcogCXsZ3Afba+AhzDsosO6qAAAAO0IFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAADAJ6WqrDA7VmIEoImq8lEC4MZcVAAAgHaGCc5ygwJ8jpawX5ys5BXwEIZddFgXFQAAoB2hAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAD4pFSVFWbHSowANFFVPkoA3JiLCgAA0M4wwVluUIDP0RL2i5OVvAIewrCLDuuiAgAAtCNUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAA+K+kqqwwO1ZiBAAAuICLCgAA0M4wwVmv18sIwNc9n0+fo8OJfLS9Atu2PR6P/VchHsJf+FrDuqgAAADtCBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAwDtSVVaYHSsxAgAAXMBFBQAAaGeY4Cw3KKCDxEn8eCIfba+AhzDsusO6qAAAAO0IFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAADAO1JVVpgdKzECAABcwEUFAABoZ5jgLDcooIPESfx4Ih9tr4CHMOy6w7qoAAAA7QgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAMA7UlVWmB0rMQIAAFzARQUAAGhnmOAsNyiAJexncB9tr4CHMOyiw7qoAAAA7QgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAA/iupKivMjpUYAWiiqnyUALgxFxUAAKCdYYKz3KAAn6Ml7BcnK3kFPIRhFx3WRQUAAGhHqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAPilVZYXZsRIjAADABVxUAACAdv4BZ2FwuLrtwfYAAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">31<span class="ls0"> </span></span></div></div><div class="c x29 y48c w78 h6d"><div class="t m0 xd h3e y48d ff2 fs8 fc1 sc0 ls0 ws0">AKTYWA FINANSO<span class="_ _51"></span>W<span class="_ _3"></span>E na 31.12.202<span class="_ _51"></span>2 </div></div><div class="c x73 y48c w79 h6d"><div class="t m0 xd h3 y48e ff8 fs1 fc1 sc0 ls0 ws0">wartość </div><div class="t m0 xd h3 y48f ff2 fs1 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c xcc y48c w7a h6d"><div class="t m0 xd h3 y490 ff8 fs1 fc1 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 xd h3 y491 ff2 fs1 fc1 sc0 ls0 ws0">procentowych </div><div class="t m0 xd h3 y492 ff2 fs1 fc1 sc0 ls0 ws0">plus 1% </div></div><div class="c x68 y48c w7b h6d"><div class="t m0 xd h3 y490 ff8 fs1 fc1 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 xd h3 y491 ff2 fs1 fc1 sc0 ls0 ws0">procentowych </div><div class="t m0 xd h3 y492 ff2 fs1 fc1 sc0 ls0 ws0">minus 1% </div></div><div class="c xcd y48c w7c h6d"><div class="t m0 xd h3 y493 ff2 fs1 fc1 sc0 ls0 ws0">Ryzyko </div><div class="t m0 xd h3 y48e ff2 fs1 fc1 sc0 ls0 ws0">kursu </div><div class="t m0 xd h3 y48f ff2 fs1 fc1 sc0 ls0 ws0">walutowego </div><div class="t m0 xd h3 y494 ff2 fs1 fc1 sc0 ls0 ws0">plus 10% </div></div><div class="c xce y48c w7d h6d"><div class="t m0 xd h3 y493 ff2 fs1 fc1 sc0 ls0 ws0">Ryzyko </div><div class="t m0 xd h3 y48e ff2 fs1 fc1 sc0 ls0 ws0">kursu </div><div class="t m0 xd h3 y48f ff2 fs1 fc1 sc0 ls0 ws0">walutowego </div><div class="t m0 xd h3 y494 ff2 fs1 fc1 sc0 ls0 ws0">minus 10% </div></div><div class="c x29 y495 w78 h10"><div class="t m0 xd h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x73 y495 w79 h10"><div class="t m0 xd h3 y6b ff2 fs1 fc1 sc0 ls0 ws0">  </div></div><div class="c xcc y495 w7e h10"><div class="t m0 xd h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c x68 y495 w7f h10"><div class="t m0 xd h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xcd y495 w7c h10"><div class="t m0 xd h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xce y495 w80 h10"><div class="t m0 xd h3e yb8 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c x29 y496 w78 h10"><div class="t m0 xd h44 y3f0 ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne zł<span class="ff1"> </span></div></div><div class="c x73 y496 w79 h10"><div class="t m0 x55 h44 y3f0 ff1 fs8 fc1 sc0 ls12 ws0">154<span class="ls0"> </span></div></div><div class="c xcc y496 w7e h10"><div class="t m0 x23 h44 y3f0 ff1 fs8 fc1 sc0 ls0 ws0">1,5 </div></div><div class="c x68 y496 w7f h10"><div class="t m0 xcf h44 y3f0 ff1 fs8 fc1 sc0 ls0 ws0">-1,5 </div></div><div class="c xcd y496 w7c h10"><div class="t m0 xd0 h44 y3f0 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y496 w80 h10"><div class="t m0 xd0 h44 y3f0 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y497 w78 h6e"><div class="t m0 xd h44 y74 ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne USD w przelic<span class="_ _1"></span>zeniu na zł<span class="ff1"> </span></div></div><div class="c x73 y497 w79 h6e"><div class="t m0 x35 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xcc y497 w7e h6e"><div class="t m0 x38 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y497 w7f h6e"><div class="t m0 xd1 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xcd y497 w7c h6e"><div class="t m0 xd0 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y497 w80 h6e"><div class="t m0 xd0 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y498 w78 h6e"><div class="t m0 xd h44 y74 ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne EUR w przeli<span class="_ _1"></span>czeniu na zł<span class="ff1"> </span></div></div><div class="c x73 y498 w79 h6e"><div class="t m0 x55 h44 y74 ff1 fs8 fc1 sc0 ls12 ws0">658<span class="ls0"> </span></div></div><div class="c xcc y498 w7e h6e"><div class="t m0 xd1 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y498 w7f h6e"><div class="t m0 xd1 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xcd y498 w7c h6e"><div class="t m0 x3f h44 y74 ff1 fs8 fc1 sc0 ls12 ws0">66<span class="ls0"> </span></div></div><div class="c xce y498 w80 h6e"><div class="t m0 x35 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">66</span> </div></div><div class="c x29 y499 w78 h6f"><div class="t m0 xd h44 y49a ff7 fs8 fc1 sc0 ls0 ws0">Należności <span class="_ _47"> </span>z <span class="_ _47"> </span>tyt.  dostaw <span class="_ _47"> </span>i <span class="_ _47"> </span>usług  oraz <span class="_ _47"> </span>pozostałe  na<span class="_ _1"></span>leżności<span class="_ _51"></span> </div><div class="t m0 xd h44 y494 ff7 fs8 fc1 sc0 ls0 ws0">krótkote<span class="_ _1"></span>rminowe  w zł<span class="ff1"> </span></div></div><div class="c x73 y499 w79 h6f"><div class="t m0 x55 h44 y49b ff1 fs8 fc1 sc0 ls12 ws0">464<span class="ls0"> </span></div></div><div class="c xcc y499 w7e h6f"><div class="t m0 x41 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">5 </div></div><div class="c x68 y499 w7f h6f"><div class="t m0 x85 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">-5 </div></div><div class="c xcd y499 w7c h6f"><div class="t m0 xd0 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y499 w80 h6f"><div class="t m0 xd0 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y49c w78 h70"><div class="t m0 xd h44 y49d ff7 fs8 fc1 sc0 ls0 ws0">Należności <span class="_ _47"> </span>z <span class="_ _47"> </span>tyt.  dostaw <span class="_ _47"> </span>i <span class="_ _47"> </span>usług  oraz <span class="_ _47"> </span>pozostałe  należnośc<span class="_ _1"></span>i </div><div class="t m0 xd h44 ye5 ff7 fs8 fc1 sc0 ls0 ws0">krótkote<span class="_ _1"></span>rminowe w EUR<span class="ff1"> </span></div></div><div class="c x73 y49c w79 h70"><div class="t m0 x27 h44 y492 ff1 fs8 fc1 sc0 ls0 ws0">3 </div></div><div class="c xcc y49c w7e h70"><div class="t m0 xd1 h44 y492 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y49c w7f h70"><div class="t m0 xd1 h44 y492 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xcd y49c w7c h70"><div class="t m0 xc4 h44 y492 ff1 fs8 fc1 sc0 ls0 ws0">0,3 </div></div><div class="c xce y49c w80 h70"><div class="t m0 x27 h44 y492 ff1 fs8 fc1 sc0 ls0 ws0">-0,3 </div></div><div class="c x29 y49e w81 h70"><div class="t m0 xd h3e y49d ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nansowy, pozostałe całkowi<span class="_ _1"></span>te dochody </div><div class="t m0 xd h3e y49f ff2 fs8 fc1 sc0 ls0 ws0">przed opodatkowani<span class="_ _1"></span>em </div></div><div class="c x73 y49e w79 h70"><div class="t m0 xd h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xcc y49e w7e h70"><div class="t m0 x23 h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">6,5 </div></div><div class="c x68 y49e w7f h70"><div class="t m0 xcf h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">-6,5 </div></div><div class="c xcd y49e w7c h70"><div class="t m0 x4 h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">66,3 </div></div><div class="c xce y49e w80 h70"><div class="t m0 x36 h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">-66,3 </div></div><div class="c x29 y4a1 w81 h71"><div class="t m0 xd h3e y4a2 ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nansowy, pozostałe całkowi<span class="_ _1"></span>te dochody </div><div class="t m0 xd h3e y4a3 ff2 fs8 fc1 sc0 ls0 ws0">po opodatkowani<span class="_ _1"></span>u </div></div><div class="c x73 y4a1 w79 h71"><div class="t m0 xd h3e y4a4 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xcc y4a1 w7e h71"><div class="t m0 x23 h3e y4a4 ff2 fs8 fc1 sc0 ls0 ws0">5,2 </div></div><div class="c x68 y4a1 w7f h71"><div class="t m0 xcf h3e y4a4 ff2 fs8 fc1 sc0 ls0 ws0">-5,2 </div></div><div class="c xcd y4a1 w7c h71"><div class="t m0 x4 h3e y4a4 ff2 fs8 fc1 sc0 ls0 ws0">53,7 </div></div><div class="c xce y4a1 w80 h71"><div class="t m0 x36 h3e y4a4 ff2 fs8 fc1 sc0 ls0 ws0">-53,7 </div></div><div class="c x29 y4a5 w81 h10"><div class="t m0 xd h3e y3f0 ff8 fs8 fc1 sc0 ls0 ws0">ZOBOWIĄZANI<span class="_ _1"></span>A FINASOWE n<span class="_ _1"></span>a 31.12.2022<span class="ff2"> </span></div></div><div class="c x73 y4a5 w79 h10"><div class="t m0 xd h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xcc y4a5 w7e h10"><div class="t m0 xd h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x68 y4a5 w7f h10"><div class="t m0 xd h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xcd y4a5 w7c h10"><div class="t m0 xd h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xce y4a5 w80 h10"><div class="t m0 xd h3e y3f0 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x29 y4a6 w78 h72"><div class="t m0 xd h44 y74 ff7 fs8 fc1 sc0 ls0 ws0">Kredyty i<span class="_ _1"></span> pożyczki w zł<span class="ff1"> </span></div></div><div class="c x73 y4a6 w79 h72"><div class="t m0 x25 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c xcc y4a6 w7e h72"><div class="t m0 x23 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">36</span> </div></div><div class="c x68 y4a6 w7f h72"><div class="t m0 x0 h44 y74 ff1 fs8 fc1 sc0 ls12 ws0">36<span class="ls0"> </span></div></div><div class="c xcd y4a6 w7c h72"><div class="t m0 xd0 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y4a6 w80 h72"><div class="t m0 xd0 h44 y74 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4a7 w81 h73"><div class="t m0 xd h44 y4a8 ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _6d"> </span>z <span class="_ _58"> </span>tyt<span class="_ _1"></span>. <span class="_ _6d"> </span>dostaw <span class="_ _58"> </span>i <span class="_ _59"> </span>usług <span class="_ _58"> </span>oraz <span class="_ _6d"> </span>pozostałe<span class="_ _1"></span> </div><div class="t m0 xd h44 y494 ff7 fs8 fc1 sc0 ls0 ws0">zobowiązania zł<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x73 y4a7 w82 h73"><div class="t m0 xa6 h44 y49b ff1 fs8 fc1 sc0 ls12 ws0">214<span class="ls0"> </span></div></div><div class="c xcc y4a7 w7e h73"><div class="t m0 x85 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">-2 </div></div><div class="c x68 y4a7 w7f h73"><div class="t m0 x41 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">2 </div></div><div class="c xcd y4a7 w7c h73"><div class="t m0 xd0 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y4a7 w80 h73"><div class="t m0 xd0 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4a9 w81 h73"><div class="t m0 xd h44 y4a8 ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _6d"> </span>z <span class="_ _58"> </span>tyt<span class="_ _1"></span>. <span class="_ _6d"> </span>dostaw <span class="_ _58"> </span>i <span class="_ _59"> </span>usług <span class="_ _58"> </span>oraz <span class="_ _6d"> </span>pozostałe<span class="_ _1"></span> </div><div class="t m0 xd h44 y494 ff7 fs8 fc1 sc0 ls0 ws0">zobowiązania w <span class="_ _1"></span>EUR<span class="ff1"> </span></div></div><div class="c x73 y4a9 w82 h73"><div class="t m0 x84 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xcc y4a9 w7e h73"><div class="t m0 xd1 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x68 y4a9 w7f h73"><div class="t m0 xd1 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xcd y4a9 w7c h73"><div class="t m0 xd0 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y4a9 w80 h73"><div class="t m0 xd0 h44 y49b ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4aa w81 h70"><div class="t m0 xd h3e y49d ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nansowy, pozostałe całkowi<span class="_ _1"></span>te dochody </div><div class="t m0 xd h3e y49f ff2 fs8 fc1 sc0 ls0 ws0">przed opodatkowani<span class="_ _1"></span>em </div></div><div class="c x73 y4aa w79 h70"><div class="t m0 xd h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xcc y4aa w7e h70"><div class="t m0 x23 h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">38</span> </div></div><div class="c x68 y4aa w7f h70"><div class="t m0 x0 h3e y4a0 ff2 fs8 fc1 sc0 ls12 ws0">38<span class="ls0"> </span></div></div><div class="c xcd y4aa w7c h70"><div class="t m0 xd0 h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y4aa w80 h70"><div class="t m0 xd0 h3e y4a0 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4ab w81 h70"><div class="t m0 xd h3e y49d ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nansowy, pozostałe całkowi<span class="_ _1"></span>te dochody </div><div class="t m0 xd h3e y49f ff2 fs8 fc1 sc0 ls0 ws0">po opodatkowani<span class="_ _1"></span>u </div></div><div class="c x73 y4ab w79 h70"><div class="t m0 xd h3e y492 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xcc y4ab w7e h70"><div class="t m0 x23 h3e y492 ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">31</span> </div></div><div class="c x68 y4ab w7f h70"><div class="t m0 x0 h3e y492 ff2 fs8 fc1 sc0 ls12 ws0">31<span class="ls0"> </span></div></div><div class="c xcd y4ab w7c h70"><div class="t m0 xd0 h3e y492 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xce y4ab w80 h70"><div class="t m0 xd0 h3e y492 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y4ac ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4ad ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x29 yfc w83 h74"><div class="t m0 xd h3e y4ae ff2 fs8 fc1 sc0 ls0 ws0">AKTYWA FINANSO<span class="_ _51"></span>W<span class="_ _3"></span>E na 31.12.202<span class="_ _1"></span>1 </div></div><div class="c xd2 yfc w84 h74"><div class="t m0 xd h3 y4af ff8 fs1 fc1 sc0 ls0 ws0">wartość </div><div class="t m0 xd h3 y4a0 ff2 fs1 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c x10 yfc w85 h74"><div class="t m0 xd h3 y48e ff8 fs1 fc1 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 xd h3 y4b0 ff2 fs1 fc1 sc0 ls0 ws0">procentowych </div><div class="t m0 xd h3 y494 ff2 fs1 fc1 sc0 ls0 ws0">plus 1% </div></div><div class="c xd3 yfc w86 h74"><div class="t m0 xd h3 y48e ff8 fs1 fc1 sc0 ls0 ws0">Ryzyko stóp </div><div class="t m0 xd h3 y4b0 ff2 fs1 fc1 sc0 ls0 ws0">procentowych </div><div class="t m0 xd h3 y494 ff2 fs1 fc1 sc0 ls0 ws0">minus 1% </div></div><div class="c x94 yfc w87 h74"><div class="t m0 xd h3 y48e ff2 fs1 fc1 sc0 ls0 ws0">Ryzyko kursu </div><div class="t m0 xd h3 y4b0 ff2 fs1 fc1 sc0 ls0 ws0">walutowego </div><div class="t m0 xd h3 y494 ff2 fs1 fc1 sc0 ls0 ws0">plus 10% </div></div><div class="c xd4 yfc w88 h74"><div class="t m0 xd h3 y48e ff2 fs1 fc1 sc0 ls0 ws0">Ryzyko kursu </div><div class="t m0 xd h3 y4b0 ff2 fs1 fc1 sc0 ls0 ws0">walutowego </div><div class="t m0 xd h3 y494 ff2 fs1 fc1 sc0 ls0 ws0">minus 10% </div></div><div class="c x29 y4b1 w83 h75"><div class="t m0 xd h3e y95 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xd2 y4b1 w84 h75"><div class="t m0 xd h3 y4b2 ff2 fs1 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y4b1 w89 h75"><div class="t m0 xd h3e y95 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xd5 y4b1 w86 h75"><div class="t m0 xd h3e y95 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xd6 y4b1 w87 h75"><div class="t m0 xd h3e y95 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c xd4 y4b1 w88 h75"><div class="t m0 xd h3e y95 ff2 fs8 fc1 sc0 ls0 ws0"> zysk/strata </div></div><div class="c x29 y4b3 w83 h6f"><div class="t m0 xd h44 y49b ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne zł<span class="ff1"> </span></div></div><div class="c xd2 y4b3 w84 h6f"><div class="t m0 x40 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">1 4<span class="ls12">84</span> </div></div><div class="c x10 y4b3 w89 h6f"><div class="t m0 x41 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">15 </div></div><div class="c xd5 y4b3 w86 h6f"><div class="t m0 x85 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">-15 </div></div><div class="c xd6 y4b3 w87 h6f"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y4b3 w88 h6f"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4b4 w83 h76"><div class="t m0 xd h44 y32c ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne USD w przelic<span class="_ _1"></span>zeniu na zł<span class="ff1"> </span></div></div><div class="c xd2 y4b4 w84 h76"><div class="t m0 xd7 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">6 </div></div><div class="c x10 y4b4 w89 h76"><div class="t m0 x5b h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y4b4 w86 h76"><div class="t m0 x5b h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y4b4 w87 h76"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y4b4 w88 h76"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4b5 w83 h76"><div class="t m0 xd h44 y32c ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne EUR w przeli<span class="_ _1"></span>czeniu na zł<span class="ff1"> </span></div></div><div class="c xd2 y4b5 w84 h76"><div class="t m0 x40 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">1 1<span class="ls12">77</span> </div></div><div class="c x10 y4b5 w89 h76"><div class="t m0 x5b h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y4b5 w86 h76"><div class="t m0 x5b h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y4b5 w87 h76"><div class="t m0 x3f h44 ye3 ff1 fs8 fc1 sc0 ls12 ws0">118<span class="ls0"> </span></div></div><div class="c xd4 y4b5 w88 h76"><div class="t m0 x35 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">118</span> </div></div><div class="c x29 y15a w83 h76"><div class="t m0 xd h44 y4b6 ff7 fs8 fc1 sc0 ls0 ws0">Należności z <span class="_ _3"></span>tyt. <span class="_ _3"></span>dostaw <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>oraz pozostałe <span class="_ _3"></span>należności<span class="ff1"> </span></div><div class="t m0 xd h44 y4b7 ff7 fs8 fc1 sc0 ls0 ws0">krótkote<span class="_ _1"></span>rminowe <span class="ff1"> </span>w zł<span class="ff1"> </span></div></div><div class="c xd2 y15a w84 h76"><div class="t m0 x36 h44 ye3 ff1 fs8 fc1 sc0 ls12 ws0">364<span class="ls0"> </span></div></div><div class="c x10 y15a w89 h76"><div class="t m0 xa4 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">4 </div></div><div class="c xd5 y15a w86 h76"><div class="t m0 x38 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">-4 </div></div><div class="c xd6 y15a w87 h76"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y15a w88 h76"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4b8 w83 h77"><div class="t m0 xd h44 y49a ff7 fs8 fc1 sc0 ls0 ws0">Należności z <span class="_ _3"></span>tyt. <span class="_ _3"></span>dostaw <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>oraz pozostałe <span class="_ _3"></span>należności<span class="ff1"> </span></div><div class="t m0 xd h44 y4b9 ff7 fs8 fc1 sc0 ls0 ws0">krótkote<span class="_ _1"></span>rminowe<span class="ff1"> w EUR </span></div></div><div class="c xd2 y4b8 w84 h77"><div class="t m0 x39 h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x10 y4b8 w89 h77"><div class="t m0 x5b h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y4b8 w86 h77"><div class="t m0 x5b h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y4b8 w87 h77"><div class="t m0 x4f h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y4b8 w88 h77"><div class="t m0 x4f h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 ybe w8a h77"><div class="t m0 xd h3e y4ba ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nansowy, pozostałe całkowi<span class="_ _1"></span>te </div><div class="t m0 xd h3e y4b9 ff2 fs8 fc1 sc0 ls0 ws0">dochody przed op<span class="_ _1"></span>odatkowani<span class="_ _1"></span>em </div></div><div class="c xd2 ybe w84 h77"><div class="t m0 xd h3e y95 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 ybe w89 h77"><div class="t m0 x41 h3e y32a ff2 fs8 fc1 sc0 ls12 ws0">19<span class="ls0"> </span></div></div><div class="c xd5 ybe w86 h77"><div class="t m0 x85 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">19</span> </div></div><div class="c xd6 ybe w87 h77"><div class="t m0 x3f h3e y32a ff2 fs8 fc1 sc0 ls12 ws0">118<span class="ls0"> </span></div></div><div class="c xd4 ybe w88 h77"><div class="t m0 x35 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">118</span> </div></div><div class="c x29 y4bb w8a h6f"><div class="t m0 xd h3e y49a ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nansowy, pozostałe całkowi<span class="_ _1"></span>te </div><div class="t m0 xd h3e y494 ff2 fs8 fc1 sc0 ls0 ws0">dochody po opod<span class="_ _1"></span>atkowaniu </div></div><div class="c xd2 y4bb w84 h6f"><div class="t m0 xd h3e y49b ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y4bb w89 h6f"><div class="t m0 x41 h3e ye3 ff2 fs8 fc1 sc0 ls12 ws0">15<span class="ls0"> </span></div></div><div class="c xd5 y4bb w86 h6f"><div class="t m0 x85 h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">15</span> </div></div><div class="c xd6 y4bb w87 h6f"><div class="t m0 x37 h3e ye3 ff2 fs8 fc1 sc0 ls12 ws0">96<span class="ls0"> </span></div></div><div class="c xd4 y4bb w88 h6f"><div class="t m0 x22 h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">96</span> </div></div><div class="c x29 y4bc w8a h6f"><div class="t m0 xd h3e y49b ff8 fs8 fc1 sc0 ls0 ws0">ZOBOWIĄZANI<span class="_ _1"></span>A FINASOWE n<span class="_ _1"></span>a <span class="ff2">31.12.2021 </span></div></div><div class="c xd2 y4bc w84 h6f"><div class="t m0 xd h3e y49b ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y4bc w89 h6f"><div class="t m0 xd h3e y49b ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xd5 y4bc w86 h6f"><div class="t m0 xd h3e y49b ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xd6 y4bc w87 h6f"><div class="t m0 xd h3e y49b ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xd4 y4bc w88 h6f"><div class="t m0 xd h3e y49b ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x29 y4bd w83 h78"><div class="t m0 xd h44 y4b2 ff7 fs8 fc1 sc0 ls0 ws0">Kredyty i<span class="_ _1"></span> pożyczki w zł<span class="ff1"> </span></div></div><div class="c xd2 y4bd w84 h78"><div class="t m0 x40 h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c x10 y4bd w89 h78"><div class="t m0 x85 h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">10</span> </div></div><div class="c xd5 y4bd w86 h78"><div class="t m0 x41 h44 y32a ff1 fs8 fc1 sc0 ls12 ws0">10<span class="ls0"> </span></div></div><div class="c xd6 y4bd w87 h78"><div class="t m0 x4f h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y4bd w88 h78"><div class="t m0 x4f h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4be w8a h76"><div class="t m0 xd h44 y4b6 ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _5f"> </span>z <span class="_ _5f"> </span>ty<span class="_ _1"></span>t. <span class="_ _5f"> </span>dostaw <span class="_ _5f"> </span>i <span class="_ _5f"> </span>us<span class="_ _1"></span>ług <span class="_ _5f"> </span>oraz <span class="_ _5f"> </span>pozostałe </div><div class="t m0 xd h44 y4b7 ff7 fs8 fc1 sc0 ls0 ws0">zobowiązania zł<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c xd2 y4be w8b h76"><div class="t m0 x40 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">1 947 </div></div><div class="c x10 y4be w89 h76"><div class="t m0 x85 h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">19</span> </div></div><div class="c xd5 y4be w86 h76"><div class="t m0 x41 h44 ye3 ff1 fs8 fc1 sc0 ls12 ws0">19<span class="ls0"> </span></div></div><div class="c xd6 y4be w87 h76"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y4be w88 h76"><div class="t m0 x4f h44 ye3 ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4bf w8a h76"><div class="t m0 xd h44 y4b6 ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _5f"> </span>z <span class="_ _5f"> </span>ty<span class="_ _1"></span>t. <span class="_ _5f"> </span>dostaw <span class="_ _5f"> </span>i <span class="_ _5f"> </span>us<span class="_ _1"></span>ług <span class="_ _5f"> </span>oraz <span class="_ _5f"> </span>pozostałe </div><div class="t m0 xd h44 y4b7 ff7 fs8 fc1 sc0 ls0 ws0">zobowiązania w <span class="_ _1"></span>EUR<span class="ff1"> </span></div></div><div class="c xd2 y4bf w8b h76"><div class="t m0 x3f h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x10 y4bf w89 h76"><div class="t m0 x5b h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd5 y4bf w86 h76"><div class="t m0 x5b h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y4bf w87 h76"><div class="t m0 x4f h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y4bf w88 h76"><div class="t m0 x4f h44 y32a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y4c0 w8a h77"><div class="t m0 xd h3e y4ba ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nans<span class="_ _3"></span>owy, po<span class="_ _1"></span>zostałe całkowit<span class="_ _1"></span>e </div><div class="t m0 xd h3e y4b9 ff2 fs8 fc1 sc0 ls0 ws0">dochody przed op<span class="_ _1"></span>odatkowani<span class="_ _1"></span>em </div></div><div class="c xd2 y4c0 w84 h77"><div class="t m0 xd h3e y95 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y4c0 w89 h77"><div class="t m0 x85 h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">29</span> </div></div><div class="c xd5 y4c0 w86 h77"><div class="t m0 x41 h3e y32a ff2 fs8 fc1 sc0 ls12 ws0">29<span class="ls0"> </span></div></div><div class="c xd6 y4c0 w87 h77"><div class="t m0 x4f h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y4c0 w88 h77"><div class="t m0 x4f h3e y32a ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x29 y41d w8a h6f"><div class="t m0 xd h3e y4c1 ff8 fs8 fc1 sc0 ls0 ws0">Wpływ na wynik fi<span class="_ _51"></span>nansowy, pozostałe całkowi<span class="_ _1"></span>te </div><div class="t m0 xd h3e y494 ff2 fs8 fc1 sc0 ls0 ws0">dochody po opod<span class="_ _1"></span>atkowaniu </div></div><div class="c xd2 y41d w84 h6f"><div class="t m0 xd h3e y4c2 ff2 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x10 y41d w89 h6f"><div class="t m0 x85 h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">-<span class="ls12">23</span> </div></div><div class="c xd5 y41d w86 h6f"><div class="t m0 x41 h3e ye3 ff2 fs8 fc1 sc0 ls12 ws0">23<span class="ls0"> </span></div></div><div class="c xd6 y41d w87 h6f"><div class="t m0 x4f h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xd4 y41d w88 h6f"><div class="t m0 x4f h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y4c3 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi xa y4c4 w8c h79" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">32<span class="ls0"> </span></span></div><div class="t m0 x5 hd y5 ff2 fs0 fc1 sc0 ls4 ws0">27.2<span class="ff4 ls0"> <span class="_ _6c"></span><span class="ff2"> <span class="ff8">Ryzyko płynności</span> </span></span></div><div class="t m0 x5 h2 y2c0 ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _5f"> </span>jest <span class="_ _62"> </span>narażon<span class="_ _3"></span>a <span class="_ _62"> </span>n<span class="_ _3"></span>a <span class="_ _62"> </span>ryzyko <span class="_ _5f"> </span>utraty <span class="_ _5f"> </span>płynności <span class="_ _62"> </span>tj. <span class="_ _5f"> </span>zdolności <span class="_ _62"> </span>do <span class="_ _56"> </span>terminowego <span class="_ _5f"> </span>regulowania <span class="_ _5f"> </span>zobowiązań </div><div class="t m0 x5 h2 y4b ff7 fs0 fc1 sc0 ls0 ws0">finansowych. Spółka monitoruje <span class="_ _51"></span>ryzy<span class="_ _3"></span>ko braku funduszy <span class="_ _51"></span>przy<span class="_ _3"></span> <span class="_ _51"></span>p<span class="_ _3"></span>omocy narzędzia <span class="_ _1"></span>okresowego planowania płynności. </div><div class="t m0 x5 h2 y219 ff7 fs0 fc1 sc0 ls0 ws0">Spółka zabezpiecza <span class="_ _51"></span>się przed <span class="_ _51"></span>tru<span class="_ _3"></span>dnościami w <span class="_ _51"></span>wywiązywaniu się <span class="_ _51"></span>z zobowiązań <span class="_ _1"></span>odpowiednio kształtując cykle <span class="_ _51"></span>rotacji </div><div class="t m0 x5 h2 y4c5 ff1 fs0 fc1 sc0 ls0 ws0">n<span class="ff7">ależności <span class="_ _5e"></span>i <span class="_ _5e"></span>zobowiązań. <span class="_ _5e"></span>Spó<span class="_ _3"></span>łka <span class="_ _0"></span>n<span class="_ _3"></span>a <span class="_ _5e"></span>dzień <span class="_ _5e"></span>31.12.20</span>22 <span class="_ _5e"></span><span class="ff7">r <span class="_ _5e"></span>korzys<span class="_ _3"></span>tała <span class="_ _5e"></span>z <span class="_ _5e"></span>finansowania <span class="_ _5e"></span>działalności <span class="_ _5e"></span>w <span class="_ _5e"></span>postaci <span class="_ _5e"></span>pożyczki </span></div><div class="t m0 x5 h2 y4c6 ff7 fs0 fc1 sc0 ls0 ws0">udzielonej przez sp<span class="_ _3"></span>ółkę dominującą <span class="_ _3"></span><span class="ff1">Grenevia <span class="_ _3"></span>S.A.  </span></div><div class="t m0 x5 hb y4f ff8 fs0 fc1 sc0 ls0 ws0">Struktura wieko<span class="_ _3"></span>wa zobowiązań finansow<span class="_ _3"></span>ych<span class="ff2"> </span></div><div class="t m0 x5 h2 y50 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y51 ff1 fs0 fc1 sc0 ls0 ws0">Na 31.12.2022<span class="_ _3"></span> </div><div class="t m0 x5 h2 y52 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x29 y2c9 w8d h69"><div class="t m0 xd hb y4c7 ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _53"> </span>wymaga<span class="_ _3"></span>lne <span class="_ _53"> </span>w </div><div class="t m0 xd hb y2ca ff2 fs0 fc1 sc0 ls0 ws0">okresie: </div></div><div class="c xd8 y2c9 w8e h69"><div class="t m0 x69 hb y4c7 ff2 fs0 fc1 sc0 ls0 ws0">Kredyty i </div><div class="t m0 x5d hb y2ca ff8 fs0 fc1 sc0 ls0 ws0">pożyczki<span class="ff2"> </span></div></div><div class="c x93 y2c9 w8f h69"><div class="t m0 xd hb y4c8 ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x55 hb y4c7 ff8 fs0 fc1 sc0 ls0 ws0">z tytułu </div><div class="t m0 x3c hb y2ca ff2 fs0 fc1 sc0 ls0 ws0">dostaw i </div><div class="t m0 x84 hb y3b7 ff8 fs0 fc1 sc0 ls0 ws0">usług<span class="ff2"> </span></div></div><div class="c xb7 y2c9 w90 h69"><div class="t m0 x43 hb y4c9 ff8 fs0 fc1 sc0 ls0 ws0">Pozostałe </div><div class="t m0 xd hb y4ca ff8 fs0 fc1 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x7a hb y49a ff2 fs0 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c xb8 y2c9 w64 h69"><div class="t m0 x4 hb y4c9 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div><div class="t m0 x2e hb y4ca ff8 fs0 fc1 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x1b hb y49a ff2 fs0 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c x29 y4a6 w8d h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">przeterminowane<span class="_ _3"></span> </div></div><div class="c xd8 y4a6 w8e h10"><div class="t m0 x27 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c x93 y4a6 w8f h10"><div class="t m0 x38 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">6 </div></div><div class="c xb7 y4a6 w90 h10"><div class="t m0 xd1 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">8 </div></div><div class="c xb8 y4a6 w64 h10"><div class="t m0 x41 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">14<span class="ls0"> </span></div></div><div class="c x29 y4cb w8d h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">do 1 miesiąca<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd8 y4cb w8e h10"><div class="t m0 x27 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c x93 y4cb w8f h10"><div class="t m0 x85 h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">60<span class="ls0"> </span></div></div><div class="c xb7 y4cb w90 h10"><div class="t m0 xab h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">80<span class="ls0"> </span></div></div><div class="c xb8 y4cb w64 h10"><div class="t m0 xd0 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">140<span class="ls0"> </span></div></div><div class="c x29 y4cc w8d h10"><div class="t m0 xd h2 y8d ff7 fs0 fc1 sc0 ls0 ws0">od 1 do 3 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd8 y4cc w8e h10"><div class="t m0 x27 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c x93 y4cc w8f h10"><div class="t m0 x41 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c xb7 y4cc w90 h10"><div class="t m0 x41 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c xb8 y4cc w64 h10"><div class="t m0 xa4 hb y8d ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x29 y4cd w8d h10"><div class="t m0 xd h2 y6d ff7 fs0 fc1 sc0 ls0 ws0">Od 3 do 6 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd8 y4cd w8e h10"><div class="t m0 x27 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c x93 y4cd w8f h10"><div class="t m0 x85 h2 y6d ff1 fs0 fc1 sc0 ls4 ws0">60<span class="ls0"> </span></div></div><div class="c xb7 y4cd w90 h10"><div class="t m0 x41 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c xb8 y4cd w64 h10"><div class="t m0 x41 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">60<span class="ls0"> </span></div></div><div class="c x29 y4ce w8d h10"><div class="t m0 xd h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">od 6 do <span class="ff7">12 miesięcy<span class="_ _3"></span></span> </div></div><div class="c xd8 y4ce w8e h10"><div class="t m0 x16 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c x93 y4ce w8f h10"><div class="t m0 x41 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c xb7 y4ce w90 h10"><div class="t m0 x41 h2 y6d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c xb8 y4ce w64 h10"><div class="t m0 x39 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">3600<span class="ls0"> </span></div></div><div class="c x29 y4cf w8d h10"><div class="t m0 xd h2 y8d ff7 fs0 fc1 sc0 ls0 ws0">powyżej 12 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd8 y4cf w8e h10"><div class="t m0 x27 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c x93 y4cf w8f h10"><div class="t m0 x41 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c xb7 y4cf w90 h10"><div class="t m0 x41 h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">0  </div></div><div class="c xb8 y4cf w64 h10"><div class="t m0 xa4 hb y8d ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x29 y4d0 w8d h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xd8 y4d0 w8e h10"><div class="t m0 x16 hb y6d ff2 fs0 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c x93 y4d0 w8f h10"><div class="t m0 x37 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">12<span class="ls0">6 </span></div></div><div class="c xb7 y4d0 w90 h10"><div class="t m0 xab hb y6d ff2 fs0 fc1 sc0 ls0 ws0">88 </div></div><div class="c xb8 y4d0 w64 h10"><div class="t m0 x42 hb y6d ff2 fs0 fc1 sc0 ls0 ws0">3 814 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y4d1 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4d2 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4d3 ff1 fs0 fc1 sc0 ls0 ws0">Na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x5 y4d4 w91 h7a"><div class="t m0 x32 hb y4d5 ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x32 hb y336 ff2 fs0 fc1 sc0 ls0 ws0">wymagalne w okr<span class="_ _3"></span>esie: </div></div><div class="c xd9 y4d4 w11 h7a"><div class="t m0 x30 hb y4d5 ff2 fs0 fc1 sc0 ls0 ws0">Kredyty i </div><div class="t m0 x9e hb y336 ff8 fs0 fc1 sc0 ls0 ws0">pożyczki<span class="ff2"> </span></div></div><div class="c xda y4d4 w92 h7a"><div class="t m0 xdb hb y4d5 ff8 fs0 fc1 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 xca hb y336 ff8 fs0 fc1 sc0 ls0 ws0">z tytułu </div><div class="t m0 x8e hb y4d6 ff8 fs0 fc1 sc0 ls0 ws0">dostaw i usług<span class="ff2"> </span></div></div><div class="c xb7 y4d4 w61 h7a"><div class="t m0 x3c hb y4d5 ff8 fs0 fc1 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x90 hb y336 ff8 fs0 fc1 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x16 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c xdc y4d4 w11 h7a"><div class="t m0 x27 hb y4d5 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div><div class="t m0 x90 hb y336 ff8 fs0 fc1 sc0 ls0 ws0">zobowiązania </div><div class="t m0 x16 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c x5 y4d7 w91 h4a"><div class="t m0 x32 h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">przeterminowane<span class="_ _3"></span> </div></div><div class="c xd9 y4d7 w11 h4a"><div class="t m0 x4c h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xda y4d7 w92 h4a"><div class="t m0 xd1 h2 y334 ff1 fs0 fc1 sc0 ls4 ws0">15<span class="ls0"> </span></div></div><div class="c xb7 y4d7 w61 h4a"><div class="t m0 x4c h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xdc y4d7 w11 h4a"><div class="t m0 xd1 hb y334 ff2 fs0 fc1 sc0 ls4 ws0">15<span class="ls0"> </span></div></div><div class="c x5 y4d8 w91 h4a"><div class="t m0 x32 h2 y334 ff7 fs0 fc1 sc0 ls0 ws0">do 1 miesiąca<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd9 y4d8 w11 h4a"><div class="t m0 x4c h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xda y4d8 w92 h4a"><div class="t m0 xab h2 y334 ff1 fs0 fc1 sc0 ls4 ws0">204<span class="ls0"> </span></div></div><div class="c xb7 y4d8 w61 h4a"><div class="t m0 x4c h2 y334 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xdc y4d8 w11 h4a"><div class="t m0 xab hb y334 ff2 fs0 fc1 sc0 ls4 ws0">204<span class="ls0"> </span></div></div><div class="c x5 y4d9 w91 h7b"><div class="t m0 x32 h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">od 1 do 3 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd9 y4d9 w11 h7b"><div class="t m0 x4c h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xda y4d9 w92 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c xb7 y4d9 w61 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xdc y4d9 w11 h7b"><div class="t m0 xdd hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x5 y4da w91 h7b"><div class="t m0 x32 h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">Od 3 do 6 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd9 y4da w11 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xda y4da w92 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb7 y4da w61 h7b"><div class="t m0 x39 h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">1 705 </div></div><div class="c xdc y4da w11 h7b"><div class="t m0 x39 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">1 705 </div></div><div class="c x5 y4db w91 h7b"><div class="t m0 x32 h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">od 6 do 12 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd9 y4db w11 h7b"><div class="t m0 x39 h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c xda y4db w92 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb7 y4db w61 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xdc y4db w11 h7b"><div class="t m0 x39 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c x5 y4dc w91 h7b"><div class="t m0 x32 h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">powyżej 12 miesięcy<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xd9 y4dc w11 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xda y4dc w92 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb7 y4dc w61 h7b"><div class="t m0 xdd h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c xdc y4dc w11 h7b"><div class="t m0 xdd hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">0 </div></div><div class="c x5 y4dd w91 h7b"><div class="t m0 x32 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xd9 y4dd w11 h7b"><div class="t m0 x39 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c xda y4dd w92 h7b"><div class="t m0 xab hb y4d6 ff2 fs0 fc1 sc0 ls4 ws0">221<span class="ls0"> </span></div></div><div class="c xb7 y4dd w61 h7b"><div class="t m0 x39 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">1 705 </div></div><div class="c xdc y4dd w11 h7b"><div class="t m0 x39 hb y4d6 ff2 fs0 fc1 sc0 ls0 ws0">2 926 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h59 y4de ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y43d ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y4df ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y4e0 ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y4e1 ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y4e2 ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y4e3 ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y41b ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y48a ffd fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h59 y4e4 ffd fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi xa y4e5 w93 h7c" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">33<span class="ls0"> </span></span></div><div class="t m0 x5 hb y5 ff2 fs0 fc1 sc0 ls0 ws0">27.3  Ryzyko kred<span class="_ _3"></span>ytowe </div><div class="t m0 x5 h2 y2c0 ff7 fs0 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _5f"> </span>kredytowe <span class="_ _5f"> </span>związane <span class="_ _5f"> </span>jest <span class="_ _5f"> </span> <span class="_ _5f"> </span>z <span class="_ _5f"> </span>prowadzeniem <span class="_ _5f"> </span>podsta<span class="_ _3"></span>wowej <span class="_ _5f"> </span>działalności. <span class="_ _5f"> </span>Ryzyko <span class="_ _5f"> </span>kredytowe <span class="_ _5f"> </span>wynika  <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y4b ff7 fs0 fc1 sc0 ls0 ws0">z zawarty<span class="_ _3"></span>ch umów <span class="_ _3"></span>i <span class="_ _3"></span>związane <span class="_ _3"></span>jest <span class="_ _3"></span>z <span class="_ _3"></span>ewentualny<span class="_ _3"></span>m wystąpie<span class="_ _3"></span>niem takich <span class="_ _3"></span>zdarzeń <span class="_ _3"></span>jak <span class="_ _3"></span>niewy<span class="_ _3"></span>płacalnoś<span class="_ _3"></span>ć kontra<span class="_ _3"></span>henta, </div><div class="t m0 x5 h2 y219 ff7 fs0 fc1 sc0 ls0 ws0">częściowej spłat<span class="_ _3"></span>y należności lu<span class="_ _3"></span>b znaczącego opó<span class="_ _3"></span>źnienia w zapłacie n<span class="_ _3"></span>ależności bąd<span class="_ _3"></span>ź spłaty udzielonych<span class="_ _3"></span> pożyczek.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y4e6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hb y4e7 ff8 fs0 fc1 sc0 ls0 ws0">Struktura wieko<span class="_ _3"></span>wa należności finansowych<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x5 h2 y21c ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x29 y4e8 w94 h9"><div class="t m0 x22 hb y4e9 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xde y4e8 w95 h9"><div class="t m0 xd hb y4e9 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xdf y4e8 w96 h9"><div class="t m0 xd hb y4e9 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe0 y4e8 w97 h9"><div class="t m0 xd hb y4ea ff8 fs0 fc1 sc0 ls0 ws0">Należności </div><div class="t m0 xd hb y4eb ff2 fs0 fc1 sc0 ls0 ws0">przeterm<span class="_ _3"></span>inowane </div></div><div class="c xe1 y4e8 w98 h9"><div class="t m0 xd hb y4e9 ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x29 y4ec w94 h5d"><div class="t m0 xd hb y4ed ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="_ _3"></span> </div></div><div class="c xde y4ec w95 h5d"><div class="t m0 x36 hb y4ee ff8 fs0 fc1 sc0 ls0 ws0">wartość  </div><div class="t m0 xf hb y4ef ff8 fs0 fc1 sc0 ls0 ws0">należności<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xdf y4ec w96 h5d"><div class="t m0 x83 hb y4ee ff8 fs0 fc1 sc0 ls0 ws0">Należności  </div><div class="t m0 xd hb y4ef ff2 fs0 fc1 sc0 ls0 ws0">nieprzeterm<span class="_ _3"></span>inowane  </div></div><div class="c xe0 y4ec w99 h5d"><div class="t m0 xd hb y4ed ff2 fs0 fc1 sc0 ls0 ws0">&lt;360 dni </div></div><div class="c xe1 y4ec w98 h5d"><div class="t m0 xd hb y4ed ff2 fs0 fc1 sc0 ls0 ws0">1-5 lata </div></div><div class="c x5 y4f0 w9a h5c"><div class="t m0 xd h2 y8c ff7 fs0 fc1 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tuł </div><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">dostaw i us<span class="_ _3"></span>ług<span class="ff1"> </span></div></div><div class="c xde y4f0 w9b h5c"><div class="t m0 x85 h2 y311 ff1 fs0 fc1 sc0 ls4 ws0">466<span class="ls0"> </span></div></div><div class="c xdf y4f0 w9c h5c"><div class="t m0 x19 h2 y311 ff1 fs0 fc1 sc0 ls4 ws0">438<span class="ls0"> </span></div></div><div class="c xe0 y4f0 w97 h5c"><div class="t m0 x1a h2 y311 ff1 fs0 fc1 sc0 ls4 ws0">27<span class="ls0"> </span></div></div><div class="c xe1 y4f0 w9d h5c"><div class="t m0 x2a h2 y311 ff1 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x5 y4f1 w9a h53"><div class="t m0 xd h2 y354 ff7 fs0 fc1 sc0 ls0 ws0">Pozostałe należn<span class="_ _3"></span>ości </div><div class="t m0 xd h2 y309 ff1 fs0 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c xde y4f1 w9b h53"><div class="t m0 x4c h2 y355 ff1 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c xdf y4f1 w9c h53"><div class="t m0 x6e h2 y355 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe0 y4f1 w97 h53"><div class="t m0 x52 h2 y355 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe1 y4f1 w9d h53"><div class="t m0 x2a h2 y355 ff1 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x5 y39a w9a h10"><div class="t m0 xd hb y6d ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xde y39a w9b h10"><div class="t m0 x85 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">467<span class="ls0"> </span></div></div><div class="c xdf y39a w9c h10"><div class="t m0 x19 hb y6d ff2 fs0 fc1 sc0 ls4 ws0">438<span class="ls0"> </span></div></div><div class="c xe0 y39a w97 h10"><div class="t m0 x1a hb y6d ff2 fs0 fc1 sc0 ls4 ws0">27<span class="ls0"> </span></div></div><div class="c xe1 y39a w9d h10"><div class="t m0 x2a hb y6d ff2 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y4f2 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y228 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x20 yde w9e h54"><div class="t m0 xb9 hb y9f ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x71 yde w9f h54"><div class="t m0 xd hb y9f ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe2 yde wa0 h54"><div class="t m0 xd hb y9f ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe3 yde w57 h54"><div class="t m0 xd hb y357 ff8 fs0 fc1 sc0 ls0 ws0">Należności </div><div class="t m0 xd hb y4f3 ff2 fs0 fc1 sc0 ls0 ws0">przeterm<span class="_ _3"></span>inowane </div></div><div class="c x3b yde wa1 h54"><div class="t m0 xd hb y9f ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x20 y4f4 w9e h56"><div class="t m0 xd hb y354 ff2 fs0 fc1 sc0 ls0 ws0">Stan na 31.12.2021<span class="_ _3"></span> </div></div><div class="c x71 y4f4 w9f h56"><div class="t m0 x43 hb y4f5 ff8 fs0 fc1 sc0 ls0 ws0">wartość  </div><div class="t m0 x5d hb y311 ff8 fs0 fc1 sc0 ls0 ws0">należności<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xe2 y4f4 wa0 h56"><div class="t m0 x9e hb y4f6 ff8 fs0 fc1 sc0 ls0 ws0">Należności  </div><div class="t m0 x5d hb y354 ff2 fs0 fc1 sc0 ls0 ws0">nieprzeterm<span class="_ _3"></span>ino</div><div class="t m0 x4f hb y309 ff2 fs0 fc1 sc0 ls0 ws0">wane  </div></div><div class="c xe3 y4f4 wa2 h56"><div class="t m0 xd hb y354 ff2 fs0 fc1 sc0 ls0 ws0">&lt;360 dni </div></div><div class="c x3b y4f4 wa1 h56"><div class="t m0 xd hb y354 ff2 fs0 fc1 sc0 ls0 ws0">1-5 lata </div></div><div class="c x20 y4f7 wa3 h3f"><div class="t m0 xd h2 y4f8 ff7 fs0 fc1 sc0 ls0 ws0">Należności z ty<span class="_ _3"></span>tuł </div><div class="t m0 xd h2 y309 ff7 fs0 fc1 sc0 ls0 ws0">dostaw i us<span class="_ _3"></span>ług<span class="ff1"> </span></div></div><div class="c x71 y4f7 wa4 h3f"><div class="t m0 x39 h2 y4f9 ff1 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c xe2 y4f7 wa5 h3f"><div class="t m0 x29 h2 y4f9 ff1 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c xe3 y4f7 w57 h3f"><div class="t m0 x2c h2 y4f9 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x3b y4f7 w3a h3f"><div class="t m0 x17 h2 y4f9 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x20 y4fa wa3 h7d"><div class="t m0 xd h2 y4fb ff7 fs0 fc1 sc0 ls0 ws0">Pozostałe należn<span class="_ _3"></span>ości </div><div class="t m0 xd h2 y8d ff1 fs0 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c x71 y4fa wa4 h7d"><div class="t m0 x84 h2 y345 ff1 fs0 fc1 sc0 ls4 ws0">276<span class="ls0"> </span></div></div><div class="c xe2 y4fa wa5 h7d"><div class="t m0 x5b h2 y345 ff1 fs0 fc1 sc0 ls4 ws0">276<span class="ls0"> </span></div></div><div class="c xe3 y4fa w57 h7d"><div class="t m0 x2c h2 y345 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x3b y4fa w3a h7d"><div class="t m0 x17 h2 y345 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x20 y2ae wa3 h7e"><div class="t m0 xd hb y74 ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x71 y2ae wa4 h7e"><div class="t m0 x84 hb y74 ff2 fs0 fc1 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c xe2 y2ae wa5 h7e"><div class="t m0 x5b hb y74 ff2 fs0 fc1 sc0 ls4 ws0">364<span class="ls0"> </span></div></div><div class="c xe3 y2ae w57 h7e"><div class="t m0 x2c hb y74 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x3b y2ae w3a h7e"><div class="t m0 x17 hb y74 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y3a6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4d9 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4fc ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y4fd ff2 fs0 fc1 sc0 ls4 ws0">28.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff2">Instrumenty finansowe<span class="_ _3"></span> </span></span></div><div class="t m0 x5 h2 y4fe ff7 fs0 fc1 sc0 ls0 ws0">Poniżej  p<span class="_ _3"></span>rzedstawiono <span class="_ _55"> </span>szczegóły <span class="_ _55"> </span>dotyczące  wartości <span class="_ _55"> </span>godziwych <span class="_ _55"> </span>instru<span class="_ _3"></span>mentów  finans<span class="_ _3"></span>owych, <span class="_ _55"> </span>dla  których <span class="_ _55"> </span>jest </div><div class="t m0 x5 h2 y4ff ff7 fs0 fc1 sc0 ls0 ws0">możliwe ich oszacowan<span class="_ _3"></span>ie:<span class="ff1"> </span></div><div class="t m0 x5 h2 y2fd ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>Środ<span class="_ _3"></span>ki <span class="_ _5f"> </span>pieniężne <span class="_ _56"> </span>i <span class="_ _5f"> </span>ich <span class="_ _56"> </span>ekwiwalenty, <span class="_ _56"> </span>krótkoterminowe <span class="_ _56"> </span>depozy<span class="_ _3"></span>ty <span class="_ _5f"> </span>ban<span class="_ _3"></span>kowe. <span class="_ _5f"> </span>Wartość <span class="_ _5f"> </span>b<span class="_ _3"></span>ilansowa <span class="_ _5f"> </span>ta<span class="_ _3"></span>kich </div><div class="t m0 x5 h2 y485 ff7 fs0 fc1 sc0 ls0 ws0">instrumentów jest zb<span class="_ _3"></span>liżona do ich wartoś<span class="_ _3"></span>ci godziwej z uwagi n<span class="_ _3"></span>a szybką zap<span class="_ _3"></span>adalność tych inst<span class="_ _0"></span>rumentów.<span class="ff1"> </span></div><div class="t m0 x5 h2 y108 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>N<span class="_ _3"></span>ależności handlowe, pozostałe należności, zobowiązania handlowe. <span class="_ _51"></span>Warto<span class="_ _3"></span>ść bilansowa takich instrumentów </div><div class="t m0 x5 h2 y500 ff7 fs0 fc1 sc0 ls0 ws0">jest zbliżona <span class="_ _3"></span>do ich wartości godziwej z uwagi n<span class="_ _3"></span>a ich krótkotermino<span class="_ _3"></span>wy charakter.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y487 ff7 fs0 fc1 sc0 ls0 ws0">•<span class="ff1"> <span class="_ _5c"> </span></span>Ot<span class="_ _3"></span>rzymane pożyczki i kredyty bankowe. Wartość bilansowa t<span class="_ _3"></span>akich  instrumentów jest zbliżona do ich wartości </div><div class="t m0 x5 h2 y501 ff1 fs0 fc1 sc0 ls0 ws0">godziwej z uwagi na zmi<span class="_ _3"></span>enny, oparty<span class="_ _3"></span> na stopach<span class="_ _3"></span> rynkowych charakter ich oprocento<span class="_ _3"></span>wania.<span class="_ _0"></span> </div><div class="t m0 x5 h2 y502 ff7 fs0 fc1 sc0 ls0 ws0">Instrumenty  f<span class="_ _1"></span>inansowe <span class="_ _48"> </span>typu <span class="_ _48"> </span>swap <span class="_ _48"> </span>na  stopę <span class="_ _66"> </span>procento<span class="_ _3"></span>wą <span class="_ _66"> </span>(zwan<span class="_ _3"></span>y <span class="_ _48"> </span>dalej <span class="_ _48"> </span>IRS) <span class="_ _48"> </span>są <span class="_ _48"> </span>ujmowa<span class="_ _3"></span>ne <span class="_ _48"> </span>początkowo <span class="_ _48"> </span>według </div><div class="t m0 x5 h2 y503 ff7 fs0 fc1 sc0 ls0 ws0">wartości <span class="_ _50"></span>godziwej <span class="_ _5e"></span> <span class="_ _50"></span>s<span class="_ _3"></span>korygowanej <span class="_ _5e"></span>o<span class="_ _3"></span> <span class="_ _5e"></span>koszty <span class="_ _50"></span>transakcyjn<span class="_ _3"></span>e, <span class="_ _5e"></span>a <span class="_ _5e"></span>nas<span class="_ _3"></span>tępnie <span class="_ _5e"></span>na <span class="_ _50"></span>każdy <span class="_ _50"></span>dzień <span class="_ _5e"></span>bilan<span class="_ _3"></span>sowy <span class="_ _50"></span>według <span class="_ _50"></span>wartości </div><div class="t m0 x5 h2 y504 ff7 fs0 fc1 sc0 ls0 ws0">godziwej, przy czym ef<span class="_ _3"></span>ekt wyceny ujmowan<span class="_ _3"></span>y jest bieżąco <span class="_ _3"></span>w rachunku zyskó<span class="_ _3"></span>w i strat.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y505 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y506 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi xa y507 wa6 h7f" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">34<span class="ls0"> </span></span></div></div><div class="c x29 y508 wa7 h80"><div class="t m0 x2e h3e y509 ff2 fs8 fc1 sc0 ls0 ws0">Klasy <span class="ff8">instrumentów fi<span class="_ _1"></span>nansowych<span class="_ _51"></span><span class="ff2"> </span></span></div></div><div class="c xe4 y508 wa8 h80"><div class="t m0 x74 h3e y50a ff2 fs8 fc1 sc0 ls0 ws0">Nota </div></div><div class="c xe5 y508 w98 h80"><div class="t m0 x69 h44 y50b ff1 fs8 fc1 sc0 ls0 ws0">Aktywa fi<span class="_ _1"></span>nansowe </div><div class="t m0 xbf h44 y50c ff1 fs8 fc1 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x69 h44 y50a ff7 fs8 fc1 sc0 ls0 ws0">wartości<span class="_ _1"></span> <span class="ff1">godziwej </span></div><div class="t m0 xbc h44 y50d ff7 fs8 fc1 sc0 ls0 ws0">przez pozostałe </div><div class="t m0 x2e h44 y50e ff7 fs8 fc1 sc0 ls0 ws0">całkowite d<span class="_ _1"></span>ochody<span class="ff1"> </span></div></div><div class="c x54 y508 wa9 h80"><div class="t m0 x43 h44 y50b ff1 fs8 fc1 sc0 ls0 ws0">Aktywa </div><div class="t m0 xbf h44 y50c ff1 fs8 fc1 sc0 ls0 ws0">finansowe </div><div class="t m0 x98 h44 y50a ff1 fs8 fc1 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x2e h44 y50d ff1 fs8 fc1 sc0 ls0 ws0">zamortyzowany</div><div class="t m0 x7a h44 y50e ff1 fs8 fc1 sc0 ls0 ws0">m koszcie </div></div><div class="c xe6 y508 waa h80"><div class="t m0 xbf h44 y50b ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x63 h44 y50c ff1 fs8 fc1 sc0 ls0 ws0">finansowe </div><div class="t m0 x15 h44 y50a ff1 fs8 fc1 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> wg </div><div class="t m0 x69 h44 y50d ff1 fs8 fc1 sc0 ls0 ws0">zamortyzowane<span class="_ _1"></span>go </div><div class="t m0 x40 h44 y50e ff1 fs8 fc1 sc0 ls0 ws0">kosztu </div></div><div class="c xe7 y508 wab h80"><div class="t m0 xe8 h44 y50a ff7 fs8 fc1 sc0 ls0 ws0">Ogółem<span class="ff1"> </span></div></div><div class="c x5 y50f wac h6e"><div class="t m0 xd hb y10c ff8 fs0 fc1 sc0 ls0 ws0">Stan na dzień 31.12.2022r<span class="_ _3"></span>.<span class="ff2"> </span></div></div><div class="c xe4 y50f wad h6e"><div class="t m0 xd h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe5 y50f wae h6e"><div class="t m0 xd h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x54 y50f w86 h6e"><div class="t m0 xd h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe6 y50f waf h6e"><div class="t m0 xd h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe7 y50f wb0 h6e"><div class="t m0 xd h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x29 y448 wa7 h6f"><div class="t m0 xd h44 y49a ff7 fs8 fc1 sc0 ls0 ws0">Udziały <span class="_ _58"> </span>i <span class="_ _52"> </span>akcje <span class="_ _58"> </span>(reklas<span class="ff1"> <span class="_ _52"> </span></span>do <span class="_ _58"> </span>aktywów </div><div class="t m0 xd h44 y4b9 ff7 fs8 fc1 sc0 ls0 ws0">przeznaczonych do s<span class="_ _1"></span>przedaży)<span class="ff1"> </span></div></div><div class="c xe4 y448 wa8 h6f"><div class="t m0 x16 h2 y510 ff1 fs0 fc1 sc0 ls0 ws0">19 </div></div><div class="c xe5 y448 w98 h6f"><div class="t m0 xd0 h2 y510 ff1 fs0 fc1 sc0 ls0 ws0">4 700 </div></div><div class="c x54 y448 wa9 h6f"><div class="t m0 xa4 h2 y510 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y448 waa h6f"><div class="t m0 x20 h2 y510 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y448 wab h6f"><div class="t m0 x8d hb y510 ff2 fs0 fc1 sc0 ls0 ws0">4 700 </div></div><div class="c x29 y511 wa7 h6e"><div class="t m0 xd h44 y74 ff7 fs8 fc1 sc0 ls0 ws0">Należności z t<span class="_ _1"></span>ytułu dost<span class="_ _1"></span>aw i usług (netto)<span class="ff1"> </span></div></div><div class="c xe4 y511 wa8 h6e"><div class="t m0 x16 h2 y10c ff1 fs0 fc1 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c xe5 y511 w98 h6e"><div class="t m0 x1a h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y511 wa9 h6e"><div class="t m0 x37 h2 y10c ff1 fs0 fc1 sc0 ls4 ws0">466<span class="ls0"> </span></div></div><div class="c xe6 y511 waa h6e"><div class="t m0 x20 h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y511 wab h6e"><div class="t m0 x3c hb y10c ff2 fs0 fc1 sc0 ls4 ws0">466<span class="ls0"> </span></div></div><div class="c x29 y512 wa7 h48"><div class="t m0 xd h44 ye3 ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne<span class="ff1"> </span></div></div><div class="c xe4 y512 wa8 h48"><div class="t m0 x16 h2 y513 ff1 fs0 fc1 sc0 ls4 ws0">18<span class="ls0"> </span></div></div><div class="c xe5 y512 w98 h48"><div class="t m0 x20 h2 y513 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x54 y512 wa9 h48"><div class="t m0 x37 h2 y513 ff1 fs0 fc1 sc0 ls4 ws0">812<span class="ls0"> </span></div></div><div class="c xe6 y512 waa h48"><div class="t m0 x91 h2 y513 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xe7 y512 wab h48"><div class="t m0 x3c hb y513 ff2 fs0 fc1 sc0 ls4 ws0">812<span class="ls0"> </span></div></div><div class="c x29 y514 wa7 h81"><div class="t m0 xd h44 y6d ff7 fs8 fc1 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _51"></span>i finansowe (netto)<span class="ff1"> </span></div></div><div class="c xe4 y514 wa8 h81"><div class="t m0 x16 h2 y4f3 ff1 fs0 fc1 sc0 ls4 ws0">16<span class="ls0"> </span></div></div><div class="c xe5 y514 w98 h81"><div class="t m0 x1a h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y514 wa9 h81"><div class="t m0 xb4 h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c xe6 y514 waa h81"><div class="t m0 x20 h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y514 wab h81"><div class="t m0 x4 hb y4f3 ff2 fs0 fc1 sc0 ls0 ws0">1 </div></div><div class="c x29 y515 wa7 h6e"><div class="t m0 xd h44 y74 ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu dost<span class="_ _1"></span>aw i usług<span class="ff1"> </span></div></div><div class="c xe4 y515 wa8 h6e"><div class="t m0 x16 h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">22 </div></div><div class="c xe5 y515 w98 h6e"><div class="t m0 x1a h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y515 wa9 h6e"><div class="t m0 xa4 h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y515 waa h6e"><div class="t m0 x41 h2 y10c ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">127</span> </div></div><div class="c xe7 y515 wab h6e"><div class="t m0 x16 hb y10c ff2 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">127</span> </div></div><div class="c x29 y516 wa7 h82"><div class="t m0 xd h44 y10c ff7 fs8 fc1 sc0 ls0 ws0">Kredyty i<span class="_ _1"></span> pożyczki zaciągni<span class="_ _1"></span>ęte<span class="ff1"> </span></div></div><div class="c xe4 y516 wa8 h82"><div class="t m0 x16 h2 y517 ff1 fs0 fc1 sc0 ls0 ws0">21 </div></div><div class="c xe5 y516 w98 h82"><div class="t m0 x1a h2 y517 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y516 wa9 h82"><div class="t m0 xa4 h2 y517 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y516 waa h82"><div class="t m0 x83 h2 y517 ff1 fs0 fc1 sc0 ls0 ws0">-3 600 </div></div><div class="c xe7 y516 wab h82"><div class="t m0 x15 hb y517 ff2 fs0 fc1 sc0 ls0 ws0">-3 600 </div></div><div class="c x29 y518 wa7 h83"><div class="t m0 xd h44 y8d ff7 fs8 fc1 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _51"></span>z<span class="_ _3"></span>ania finans<span class="_ _1"></span>owe<span class="ff1"> </span></div></div><div class="c xe4 y518 wa8 h83"><div class="t m0 x16 h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">22 </div></div><div class="c xe5 y518 w98 h83"><div class="t m0 x1a h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y518 wa9 h83"><div class="t m0 xa4 h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xe6 y518 waa h83"><div class="t m0 x34 h2 y4f3 ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">87</span> </div></div><div class="c xe7 y518 wab h83"><div class="t m0 x56 hb y4f3 ff2 fs0 fc1 sc0 ls0 ws0">-<span class="ls4">87</span> </div></div><div class="c x5 y519 wac h6e"><div class="t m0 xd hb y10c ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xe4 y519 wad h6e"><div class="t m0 xd hb y51a ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe5 y519 wae h6e"><div class="t m0 xd0 hb y10c ff2 fs0 fc1 sc0 ls0 ws0">4 700 </div></div><div class="c x54 y519 w86 h6e"><div class="t m0 x84 hb y10c ff2 fs0 fc1 sc0 ls0 ws0">1 279 </div></div><div class="c xe6 y519 waf h6e"><div class="t m0 x83 hb y10c ff2 fs0 fc1 sc0 ls0 ws0">-3 814 </div></div><div class="c xe7 y519 wb0 h6e"><div class="t m0 x8d hb y10c ff2 fs0 fc1 sc0 ls0 ws0">2 165 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y312 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y51b ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4c y51c wb1 h84"><div class="t m0 x43 h3e y51d ff8 fs8 fc1 sc0 ls0 ws0">Klasy instrumentów fi<span class="_ _51"></span>nansowych<span class="ff2"> </span></div></div><div class="c xe9 y51c w79 h84"><div class="t m0 xa h3e y51d ff2 fs8 fc1 sc0 ls0 ws0">Nota </div></div><div class="c xea y51c wb2 h84"><div class="t m0 x2e h44 y51e ff1 fs8 fc1 sc0 ls0 ws0">Aktywa fi<span class="_ _1"></span>nansowe </div><div class="t m0 x15 h44 y51f ff1 fs8 fc1 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x69 h44 y51d ff7 fs8 fc1 sc0 ls0 ws0">wartości<span class="_ _1"></span> godziwej </div><div class="t m0 x98 h44 y520 ff7 fs8 fc1 sc0 ls0 ws0">przez pozostałe </div><div class="t m0 x8e h44 y2fc ff7 fs8 fc1 sc0 ls0 ws0">całkowite d<span class="_ _1"></span>ochody<span class="ff1"> </span></div></div><div class="c xeb y51c wb3 h84"><div class="t m0 x74 h44 y51e ff1 fs8 fc1 sc0 ls0 ws0">Aktywa </div><div class="t m0 xa h44 y51f ff1 fs8 fc1 sc0 ls0 ws0">finansowe </div><div class="t m0 x5d h44 y51d ff1 fs8 fc1 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> w </div><div class="t m0 x8e h44 y520 ff1 fs8 fc1 sc0 ls0 ws0">zamortyzowany</div><div class="t m0 xbf h44 y2fc ff1 fs8 fc1 sc0 ls0 ws0">m koszcie </div></div><div class="c xec y51c wb4 h84"><div class="t m0 x6a h44 y51e ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania </div><div class="t m0 x74 h44 y51f ff1 fs8 fc1 sc0 ls0 ws0">finansowe </div><div class="t m0 xbc h44 y51d ff1 fs8 fc1 sc0 ls0 ws0">wyceniane<span class="_ _1"></span> wg </div><div class="t m0 x8e h44 y520 ff1 fs8 fc1 sc0 ls0 ws0">zamortyzowane<span class="_ _1"></span>go </div><div class="t m0 x3e h44 y2fc ff1 fs8 fc1 sc0 ls0 ws0">kosztu </div></div><div class="c xed y51c wb5 h84"><div class="t m0 x98 h44 y51d ff7 fs8 fc1 sc0 ls0 ws0">Ogółem<span class="ff1"> </span></div></div><div class="c xdd y521 wb6 h85"><div class="t m0 xd hb y522 ff8 fs0 fc1 sc0 ls0 ws0">Stan na dzień 31.12.202<span class="_ _3"></span><span class="ff2">1<span class="ls1d">r.</span> </span></div></div><div class="c xe9 y521 wb7 h85"><div class="t m0 xd h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xea y521 wb8 h85"><div class="t m0 xd h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xeb y521 wb9 h85"><div class="t m0 xd h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xec y521 wba h85"><div class="t m0 xd h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y521 w84 h85"><div class="t m0 xd h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x4c y523 wb1 h85"><div class="t m0 xd h44 y4f3 ff7 fs8 fc1 sc0 ls0 ws0">Udziały i akcje<span class="_ _1"></span> <span class="ff1"> </span></div></div><div class="c xe9 y523 w79 h85"><div class="t m0 x48 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">19 </div></div><div class="c xea y523 wb2 h85"><div class="t m0 x37 h2 y522 ff1 fs0 fc1 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c xeb y523 wb3 h85"><div class="t m0 x38 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xec y523 wb4 h85"><div class="t m0 x5 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xed y523 wb5 h85"><div class="t m0 x16 hb y522 ff2 fs0 fc1 sc0 ls4 ws0">6 524<span class="ls0"> </span></div></div><div class="c x4c y524 wb1 h86"><div class="t m0 xd h44 y86 ff7 fs8 fc1 sc0 ls0 ws0">Należności z t<span class="_ _1"></span>ytułu dost<span class="_ _1"></span>aw i usług <span class="ff1">(netto) </span></div></div><div class="c xe9 y524 w79 h86"><div class="t m0 x48 h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">16 </div></div><div class="c xea y524 wb2 h86"><div class="t m0 x2a h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xeb y524 wb3 h86"><div class="t m0 x0 h2 y525 ff1 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c xec y524 wb4 h86"><div class="t m0 x5 h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xed y524 wb5 h86"><div class="t m0 x13 hb y525 ff2 fs0 fc1 sc0 ls4 ws0">88<span class="ls0"> </span></div></div><div class="c x4c y526 wb1 h85"><div class="t m0 xd h44 y4f3 ff7 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>eniężne<span class="ff1"> </span></div></div><div class="c xe9 y526 w79 h85"><div class="t m0 x48 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">18 </div></div><div class="c xea y526 wb2 h85"><div class="t m0 x5c h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xeb y526 wb3 h85"><div class="t m0 x33 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">2 667 </div></div><div class="c xec y526 wb4 h85"><div class="t m0 x29 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y526 wb5 h85"><div class="t m0 x16 hb y522 ff2 fs0 fc1 sc0 ls0 ws0">2 667 </div></div><div class="c x4c y527 wb1 h86"><div class="t m0 xd h44 y86 ff7 fs8 fc1 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _51"></span>i finansowe (netto)<span class="ff1"> </span></div></div><div class="c xe9 y527 w79 h86"><div class="t m0 x48 h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">16 </div></div><div class="c xea y527 wb2 h86"><div class="t m0 x2a h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xeb y527 wb3 h86"><div class="t m0 x38 h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xec y527 wb4 h86"><div class="t m0 x5 h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xed y527 wb5 h86"><div class="t m0 xd7 hb y525 ff2 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c x4c y156 wb1 h87"><div class="t m0 xd h44 y4f3 ff7 fs8 fc1 sc0 ls0 ws0">Zobowiązania z t<span class="_ _1"></span>ytułu dost<span class="_ _1"></span>aw i usług<span class="ff1"> </span></div></div><div class="c xe9 y156 w79 h87"><div class="t m0 x48 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">22 </div></div><div class="c xea y156 wb2 h87"><div class="t m0 x2a h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xeb y156 wb3 h87"><div class="t m0 x38 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xec y156 wb4 h87"><div class="t m0 xb9 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">-2<span class="ls4">21</span> </div></div><div class="c xed y156 wb5 h87"><div class="t m0 x40 hb y522 ff2 fs0 fc1 sc0 ls0 ws0">-2<span class="ls4">21</span> </div></div><div class="c x4c y528 wb1 h86"><div class="t m0 xd h44 y86 ff7 fs8 fc1 sc0 ls0 ws0">Kredyty i<span class="_ _1"></span> pożyczki zaciągni<span class="_ _1"></span>ęte<span class="ff1"> </span></div></div><div class="c xe9 y528 w79 h86"><div class="t m0 x48 h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">21 </div></div><div class="c xea y528 wb2 h86"><div class="t m0 x2a h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xeb y528 wb3 h86"><div class="t m0 x38 h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xec y528 wb4 h86"><div class="t m0 x3f h2 y525 ff1 fs0 fc1 sc0 ls0 ws0">-1 000 </div></div><div class="c xed y528 wb5 h86"><div class="t m0 x74 hb y525 ff2 fs0 fc1 sc0 ls0 ws0">-1 000 </div></div><div class="c x4c y3ed wb1 h85"><div class="t m0 xd h44 y4f3 ff7 fs8 fc1 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _51"></span>z<span class="_ _3"></span>ania <span class="ff1">finansowe<span class="_ _1"></span> </span></div></div><div class="c xe9 y3ed w79 h85"><div class="t m0 x48 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">22 </div></div><div class="c xea y3ed wb2 h85"><div class="t m0 x2a h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xeb y3ed wb3 h85"><div class="t m0 x38 h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xec y3ed wb4 h85"><div class="t m0 x3f h2 y522 ff1 fs0 fc1 sc0 ls0 ws0">-1 7<span class="ls4">05</span> </div></div><div class="c xed y3ed wb5 h85"><div class="t m0 x74 hb y522 ff2 fs0 fc1 sc0 ls0 ws0">-1 7<span class="ls4">05</span> </div></div><div class="c xdd y529 wb6 h88"><div class="t m0 xd hb y33c ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xe9 y529 wb7 h88"><div class="t m0 xb1 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xea y529 wb8 h88"><div class="t m0 x37 hb y33c ff2 fs0 fc1 sc0 ls0 ws0">6 <span class="ls4">524</span> </div></div><div class="c xeb y529 wb9 h88"><div class="t m0 x33 hb y33c ff2 fs0 fc1 sc0 ls0 ws0">2 755 </div></div><div class="c xec y529 wba h88"><div class="t m0 x3f hb y33c ff2 fs0 fc1 sc0 ls0 ws0">-2 926 </div></div><div class="c xed y529 w84 h88"><div class="t m0 x16 hb y33c ff2 fs0 fc1 sc0 ls0 ws0">6 3<span class="ls4">53</span> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y52a ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y52b ff2 fs0 fc1 sc0 ls4 ws0">29.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Wartość godziwa<span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y52c ff1 fs0 fc1 sc0 ls0 ws0">Aktywa i zo<span class="ff7">bowiązan<span class="_ _3"></span>ia finansowe wyceniane w <span class="_ _3"></span>wartości go<span class="_ _3"></span>dziwej:<span class="_ _3"></span></span> </div></div><div class="c x1a y14 wbb h25"><div class="t m0 xd hb y28b ff8 fs0 fc1 sc0 ls0 ws0">Hierarchia wartości godziwej<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xa9 y14 wbc h25"><div class="t m0 xd hb y52d ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y14 wbd h25"><div class="t m0 xd hb y52d ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x1a y52e wbb h89"><div class="t m0 xd hb y2cd ff8 fs0 fc1 sc0 ls0 ws0">Klasy instrumentów <span class="_ _3"></span>finansowych<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xa9 y52e wbc h89"><div class="t m0 xbc hb y2cd ff2 fs0 fc1 sc0 ls0 ws0">Poziom 1 </div></div><div class="c xee y52e wbd h89"><div class="t m0 x7a hb y2cd ff2 fs0 fc1 sc0 ls0 ws0">Poziom 3 </div></div><div class="c x1a y161 wbb h88"><div class="t m0 xd hb y33c ff8 fs0 fc1 sc0 ls0 ws0">Na dzień 31.12.202<span class="ff2">2<span class="_ _3"></span> </span></div></div><div class="c xa9 y161 wbc h88"><div class="t m0 x23 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y161 wbd h88"><div class="t m0 xb0 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x1a y52f wbb h8a"><div class="t m0 xd h2 y33c ff7 fs0 fc1 sc0 ls0 ws0">Udziały i akcje w sp<span class="_ _3"></span>ółkach zależnych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa9 y52f wbc h8a"><div class="t m0 x83 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xee y52f wbd h8a"><div class="t m0 x11 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">4 700 </div></div><div class="c x1a y1e5 wbb h88"><div class="t m0 xd hb y33c ff8 fs0 fc1 sc0 ls0 ws0">Na dzień 31.12.20<span class="ff2">21<span class="_ _3"></span> </span></div></div><div class="c xa9 y1e5 wbc h88"><div class="t m0 x23 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y1e5 wbd h88"><div class="t m0 xb0 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x1a y530 wbb h88"><div class="t m0 xd h2 y33c ff7 fs0 fc1 sc0 ls0 ws0">Udziały i akcje w sp<span class="_ _3"></span>ółkach zależnych<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xa9 y530 wbc h88"><div class="t m0 x83 h2 y33c ff1 fs0 fc1 sc0 ls0 ws0">- </div></div><div class="c xee y530 wbd h88"><div class="t m0 x11 h2 y33c ff1 fs0 fc1 sc0 ls4 ws0">6 471<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y164 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y531 ff7 fs0 fc1 sc0 ls0 ws0">Metody i założen<span class="_ _3"></span>ia przyjęte przez Spółkę przy<span class="_ _3"></span> ustalaniu warto<span class="_ _3"></span>ści godziwych:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y532 ff7 fs0 fc1 sc0 ls0 ws0">Dla <span class="_ _66"> </span>instru<span class="_ _3"></span>mentów <span class="_ _66"> </span>finans<span class="_ _3"></span>owych <span class="_ _66"> </span>wyceniany<span class="_ _3"></span>ch <span class="_ _66"> </span>w  sprawozdaniu <span class="_ _66"> </span>z <span class="_ _48"> </span>sytuacji <span class="_ _48"> </span>finansowej <span class="_ _66"> </span>wedłu<span class="_ _3"></span>g <span class="_ _66"> </span>wartości <span class="_ _48"> </span>godziwej </div><div class="t m0 x5 h2 y533 ff7 fs0 fc1 sc0 ls0 ws0">przyjęto nas<span class="_ _3"></span>tępujące poziomy wyceny:<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h15 y534 ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _6f"> </span></span>poziom 1 <span class="ff7">–</span> <span class="ff7">ceny noto<span class="_ _3"></span>wane z akt<span class="_ _3"></span>ywnych rynkó<span class="_ _3"></span>w dla identycznych akt<span class="_ _3"></span>ywów lub zobowiązań;<span class="_ _0"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xa y535 wbe h8b" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">35<span class="ls0"> </span></span></div><div class="t m0 x5 h15 ycd ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _6f"> </span></span>poziom <span class="_ _66"> </span>2 <span class="_ _66"> </span><span class="ff7">–</span> <span class="_ _66"> </span><span class="ff7">dan<span class="_ _3"></span>e <span class="_ _66"> </span>wejściowe <span class="_ _48"> </span>inne <span class="_ _66"> </span>niż <span class="_ _66"> </span>ceny <span class="_ _66"> </span>noto<span class="_ _3"></span>wane <span class="_ _66"> </span>zalic<span class="_ _3"></span>zane <span class="_ _66"> </span>do <span class="_ _66"> </span>poziomu <span class="_ _66"> </span>1, <span class="_ _48"> </span>k<span class="_ _3"></span>tóre <span class="_ _66"> </span>są<span class="_ _3"></span> <span class="_ _66"> </span>obserwowalne <span class="_ _66"> </span>d<span class="_ _3"></span>la </span></div><div class="t m0 x9a h2 yce ff7 fs0 fc1 sc0 ls0 ws0">składnika aktywów lub zobowiązań w sposób bezpośredni (tj. jako ceny) lub pośrednio (tj. <span class="_ _1"></span>bazujące na cenach)<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 ycf ff7 fs0 fc1 sc0 ls0 ws0">Zarówno <span class="_ _55"> </span>w <span class="_ _55"> </span>okresie <span class="_ _55"> </span>sprawozdawczy<span class="_ _3"></span>m, <span class="_ _55"> </span>jak <span class="_ _55"> </span>i <span class="_ _55"> </span>w <span class="_ _55"> </span>okresie <span class="_ _55"> </span>porównywalnym <span class="_ _55"> </span>nie <span class="_ _55"> </span>dokonano <span class="_ _55"> </span>p<span class="_ _3"></span>rzesunięć <span class="_ _55"> </span>pomiędzy </div><div class="t m0 x5 h2 yd0 ff1 fs0 fc1 sc0 ls0 ws0">poziomem 1 i 2.<span class="_ _3"></span> </div><div class="t m0 x5 h15 y26d ff1 fs0 fc1 sc0 ls0 ws0">-<span class="ff5"> <span class="_ _6f"> </span></span>poziom <span class="_ _60"> </span>3 <span class="_ _62"> </span><span class="ff7">–</span> <span class="_ _60"> </span><span class="ff7">dane <span class="_ _62"> </span>wejściowe <span class="_ _62"> </span>do <span class="_ _60"> </span>wyceny <span class="_ _62"> </span>składnika<span class="_ _3"></span> <span class="_ _60"> </span>aktywów <span class="_ _60"> </span>lub<span class="_ _3"></span> <span class="_ _60"> </span>zobowiązań<span class="_ _3"></span>, <span class="_ _60"> </span>które <span class="_ _62"> </span>nie <span class="_ _60"> </span>są <span class="_ _62"> </span>oparte <span class="_ _60"> </span>n<span class="_ _3"></span>a </span></div><div class="t m0 x9a h2 y536 ff1 fs0 fc1 sc0 ls0 ws0">obserwowalnych dan<span class="_ _3"></span>ych rynkowych). <span class="_ _3"></span> </div><div class="t m0 x5 h2 y537 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y538 ff1 fs0 fc1 sc0 ls0 ws0">Metoda wyceny<span class="_ _3"></span> </div><div class="t m0 x5 h2 y539 ff7 fs0 fc1 sc0 ls0 ws0">Kalkulacja <span class="_ _61"> </span>wartości <span class="_ _61"> </span>kapitałów <span class="_ _61"> </span>własnych <span class="_ _61"> </span>Przedmiotu <span class="_ _61"> </span>Wyceny<span class="_ _3"></span> <span class="_ _55"> </span>zo<span class="_ _3"></span>stała <span class="_ _61"> </span>przeprowadzo<span class="_ _3"></span>na <span class="_ _61"> </span>w <span class="_ _55"> </span>op<span class="_ _3"></span>arciu <span class="_ _61"> </span>o <span class="_ _61"> </span>metodę </div><div class="t m0 x5 h2 y53a ff7 fs0 fc1 sc0 ls0 ws0">zdyskon<span class="_ _3"></span>towanych <span class="_ _59"> </span>przepływów <span class="_ _59"> </span>pieniężnych, <span class="_ _59"> </span>która <span class="_ _59"> </span>jest <span class="_ _59"> </span>jedną <span class="_ _59"> </span>z <span class="_ _59"> </span>najczęściej <span class="_ _59"> </span>stosowanych <span class="_ _59"> </span>metod <span class="_ _59"> </span>wyceny </div><div class="t m0 x5 h2 y53b ff7 fs0 fc1 sc0 ls0 ws0">przedsiębiorstw.  Metoda  ta  przyjmuje,  że  wartość  kapitałów  własnych  przeds<span class="_ _3"></span>iębiorstwa  jest  równa  bieżącej </div><div class="t m0 x5 h2 ya5 ff7 fs0 fc1 sc0 ls0 ws0">wartości <span class="_ _0"></span>su<span class="_ _3"></span>my <span class="_ _0"></span>przys<span class="_ _3"></span>złych <span class="_ _0"></span>przepływów <span class="_ _0"></span>pieniężnych,<span class="_ _3"></span> <span class="_ _0"></span>które <span class="_ _0"></span>to<span class="_ _3"></span> <span class="_ _0"></span>przeds<span class="_ _3"></span>iębiorstwo <span class="_ _0"></span>wyg<span class="_ _0"></span><span class="ff1">eneruje. <span class="_ _5e"></span>Tym <span class="_ _0"></span>samym, <span class="_ _5e"></span>metoda </span></div><div class="t m0 x5 h2 y53c ff7 fs0 fc1 sc0 ls0 ws0">DCF bierze pod u<span class="_ _3"></span>wagę potencjał<span class="_ _3"></span> przedsiębiorstwa <span class="_ _3"></span>do generowania przepł<span class="_ _3"></span>ywów pieniężnych<span class="_ _3"></span> w przyszł<span class="_ _3"></span>ości i opiera </div><div class="t m0 x5 h2 y53d ff7 fs0 fc1 sc0 ls0 ws0">się na założen<span class="_ _3"></span>iach oraz planach finan<span class="_ _3"></span>sowych.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y53e ff7 fs0 fc1 sc0 ls0 ws0">Wycena <span class="_ _50"></span>DCF <span class="_ _50"></span>występuje <span class="_ _50"></span>w <span class="_ _50"></span>dwóch<span class="_ _3"></span> <span class="_ _5e"></span>warianta<span class="_ _3"></span>ch: <span class="_ _5e"></span>n<span class="_ _3"></span>a <span class="_ _5e"></span>p<span class="_ _3"></span>odstawie <span class="_ _50"></span>przepł<span class="_ _3"></span>ywów <span class="_ _5e"></span>śro<span class="_ _3"></span>dków <span class="_ _50"></span>pi<span class="_ _0"></span>eniężnych <span class="_ _50"></span>do <span class="_ _50"></span>udzia<span class="_ _3"></span>łowców </div><div class="t m0 x5 h2 y172 ff7 fs0 fc1 sc0 ls0 ws0">(„FCFE”) <span class="_ _50"></span>ora<span class="_ _3"></span>z <span class="_ _50"></span>n<span class="_ _3"></span>a <span class="_ _50"></span>p<span class="_ _3"></span>odstawie <span class="_ _50"></span>przepł<span class="_ _3"></span>ywu <span class="_ _50"></span>ś<span class="_ _3"></span>rodków <span class="_ _47"></span>pieniężnych <span class="_ _50"></span>do <span class="_ _47"></span>wszystkich <span class="_ _47"></span>inwestorów <span class="_ _50"></span>d<span class="_ _3"></span>ostarczających<span class="_ _3"></span> <span class="_ _50"></span>kapitał </div><div class="t m0 x5 h2 y53f ff7 fs0 fc1 sc0 ls0 ws0">(„FCFF”). <span class="_ _48"> </span>W <span class="_ _48"> </span>tym <span class="_ _48"> </span>przypadku<span class="_ _3"></span>, <span class="_ _66"> </span>zdecydowano  się <span class="_ _66"> </span>zaprezentować <span class="_ _48"> </span>wycenę <span class="_ _66"> </span>w  w<span class="_ _1"></span>ariancie <span class="_ _48"> </span>FCFF. <span class="_ _48"> </span>Na  potrzeby <span class="_ _66"> </span>analizy </div><div class="t m0 x5 h2 y540 ff7 fs0 fc1 sc0 ls0 ws0">wartości  Przedmiotu <span class="_ _48"> </span>Wyc<span class="_ _3"></span>eny  zdecydowano  się  na <span class="_ _48"> </span>zastosowanie  metody  DCF, <span class="_ _48"> </span>ze  względu  na  prognozowaną </div><div class="t m0 x5 h2 y24d ff7 fs0 fc1 sc0 ls0 ws0">możliwość generowania po<span class="_ _3"></span>zytywnych p<span class="_ _3"></span>rzepływów pieniężnych w p<span class="_ _3"></span>rzyszłości oraz <span class="_ _3"></span>ze względu na cel Wyceny.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y541 ff7 fs0 fc1 sc0 ls0 ws0">Dla metody DCF przyjęto WA<span class="_ _3"></span>CC na poziomie 16,<span class="_ _3"></span>7%<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y542 ff1 fs0 fc1 sc0 ls0 ws0">Wynik <span class="_ _50"></span>wyceny <span class="_ _50"></span>w <span class="_ _5e"></span>kwo<span class="_ _3"></span>cie <span class="_ _50"></span>-1 <span class="_ _50"></span>824 <span class="_ _50"></span><span class="ff7">tys. <span class="_ _50"></span>zł<span class="_ _3"></span>, <span class="_ _5e"></span>zgo<span class="_ _3"></span>dnie <span class="_ _50"></span>z <span class="_ _5e"></span>p<span class="_ _3"></span>olityką <span class="_ _5e"></span>rachu<span class="_ _3"></span>nkowości <span class="_ _50"></span>Spółki, <span class="_ _50"></span>zos<span class="_ _3"></span>tał <span class="_ _5e"></span>odniesiony<span class="_ _3"></span> <span class="_ _5e"></span>w <span class="_ _50"></span>pozos<span class="_ _3"></span>tałe </span></div><div class="t m0 x5 h2 y543 ff7 fs0 fc1 sc0 ls0 ws0">całkowite dochody<span class="_ _3"></span>.<span class="ff1"> </span></div><div class="t m0 x5 h2 y544 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y545 ff2 fs0 fc1 sc0 ls4 ws0">30.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Transakcje z podmiotami p<span class="_ _3"></span>owiązanymi<span class="ff2"> </span></span></span></div></div><div class="c x5 y22c w3b h8c"><div class="t m0 xd h2 y546 ff1 fs0 fc1 sc0 ls0 ws0"> <span class="ls4">2022</span> </div></div><div class="c x71 y22c wbf h8c"><div class="t m0 x98 h3e y4e9 ff2 fs8 fc1 sc0 ls0 ws0">przychody ze </div><div class="t m0 x7a h3e y547 ff8 fs8 fc1 sc0 ls0 ws0">sprzedaży<span class="ff2"> </span></div></div><div class="c xe9 y22c wc0 h8c"><div class="t m0 xbc h3e y4e9 ff2 fs8 fc1 sc0 ls0 ws0">przychody </div><div class="t m0 xbc h3e y547 ff2 fs8 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c x7 y22c wc1 h8c"><div class="t m0 x74 h3e y548 ff2 fs8 fc1 sc0 ls0 ws0">zakup </div><div class="t m0 xdb h3e y549 ff8 fs8 fc1 sc0 ls0 ws0">materiałów i </div><div class="t m0 x43 h3e ye5 ff8 fs8 fc1 sc0 ls0 ws0">usług<span class="ff2"> </span></div></div><div class="c xef y22c wc2 h8c"><div class="t m0 xd h3e y4e9 ff2 fs8 fc1 sc0 ls0 ws0">koszty </div><div class="t m0 xd h3e y547 ff2 fs8 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c xf0 y22c wc2 h8c"><div class="t m0 xd h3e y549 ff8 fs8 fc1 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c xf1 y22c wc3 h8c"><div class="t m0 xd h3e y549 ff8 fs8 fc1 sc0 ls0 ws0">zobowiązania<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xf2 y22c wc4 h8c"><div class="t m0 xd h3e y4e9 ff8 fs8 fc1 sc0 ls0 ws0">pożyczki </div><div class="t m0 xd h3e y547 ff8 fs8 fc1 sc0 ls0 ws0">zaciągnięte<span class="ff2"> </span></div></div><div class="c x5 y54a w3b h8d"><div class="t m0 xd h3e y84 ff8 fs8 fc1 sc0 ls0 ws0">Jednostka dominuj<span class="_ _51"></span>ąca –<span class="ff2"> </span></div><div class="t m0 xd h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">Grenevia S.A. </div></div><div class="c x71 y54a wbf h8d"><div class="t m0 x40 h44 y51a ff1 fs8 fc1 sc0 ls12 ws0">319<span class="ls0"> </span></div></div><div class="c xe9 y54a wc0 h8d"><div class="t m0 x56 h44 y51a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y54a wc1 h8d"><div class="t m0 xf h44 y51a ff1 fs8 fc1 sc0 ls12 ws0">158<span class="ls0"> </span></div></div><div class="c xef y54a wc2 h8d"><div class="t m0 x15 h44 y51a ff1 fs8 fc1 sc0 ls12 ws0">246<span class="ls0"> </span></div></div><div class="c xf0 y54a wc2 h8d"><div class="t m0 x3c h44 y51a ff1 fs8 fc1 sc0 ls12 ws0">385<span class="ls0"> </span></div></div><div class="c xf1 y54a wc3 h8d"><div class="t m0 x3f h44 y51a ff1 fs8 fc1 sc0 ls12 ws0">30<span class="ls0"> </span></div></div><div class="c xf2 y54a wc4 h8d"><div class="t m0 xf h44 y51a ff1 fs8 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c x5 y54b w3b h8e"><div class="t m0 xd h3e y54c ff8 fs8 fc1 sc0 ls0 ws0">pozostałe jedno<span class="_ _1"></span>stki </div><div class="t m0 xd h3e y54d ff8 fs8 fc1 sc0 ls0 ws0">powiązane<span class="ff2"> </span></div></div><div class="c x71 y54b wbf h8e"><div class="t m0 x11 h44 y54e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe9 y54b wc0 h8e"><div class="t m0 xf h44 y54e ff1 fs8 fc1 sc0 ls12 ws0">111<span class="ls0"> </span></div></div><div class="c x7 y54b wc1 h8e"><div class="t m0 x3e h44 y54e ff1 fs8 fc1 sc0 ls12 ws0">82<span class="ls0"> </span></div></div><div class="c xef y54b wc2 h8e"><div class="t m0 x1b h44 y54e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xf0 y54b wc2 h8e"><div class="t m0 x4 h44 y54e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xf1 y54b wc3 h8e"><div class="t m0 x3f h44 y54e ff1 fs8 fc1 sc0 ls12 ws0">11<span class="ls0"> </span></div></div><div class="c xf2 y54b wc4 h8e"><div class="t m0 x9e h44 y54e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x5 y54f w3b h10"><div class="t m0 xd h44 y3f0 ff1 fs8 fc1 sc0 ls0 ws0">razem </div></div><div class="c x71 y54f wbf h10"><div class="t m0 x40 h44 y3f0 ff1 fs8 fc1 sc0 ls12 ws0">319<span class="ls0"> </span></div></div><div class="c xe9 y54f wc0 h10"><div class="t m0 xf h44 y3f0 ff1 fs8 fc1 sc0 ls12 ws0">111<span class="ls0"> </span></div></div><div class="c x7 y54f wc1 h10"><div class="t m0 xf h44 y3f0 ff1 fs8 fc1 sc0 ls12 ws0">240<span class="ls0"> </span></div></div><div class="c xef y54f wc2 h10"><div class="t m0 x15 h44 y3f0 ff1 fs8 fc1 sc0 ls12 ws0">246<span class="ls0"> </span></div></div><div class="c xf0 y54f wc2 h10"><div class="t m0 x15 h44 y3f0 ff1 fs8 fc1 sc0 ls12 ws0">385<span class="ls0"> </span></div></div><div class="c xf1 y54f wc3 h10"><div class="t m0 x3f h44 y3f0 ff1 fs8 fc1 sc0 ls12 ws0">41<span class="ls0"> </span></div></div><div class="c xf2 y54f wc4 h10"><div class="t m0 xf h44 y3f0 ff1 fs8 fc1 sc0 ls0 ws0">3 600 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h2 y550 ff1 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x1a y551 wc5 h8f"><div class="t m0 xd h2 y4b0 ff1 fs0 fc1 sc0 ls0 ws0"> <span class="ls4">2021</span> </div></div><div class="c xf3 y551 wc6 h8f"><div class="t m0 x69 h3e y552 ff2 fs8 fc1 sc0 ls0 ws0">przychody ze </div><div class="t m0 xbc h3e y9f ff8 fs8 fc1 sc0 ls0 ws0">sprzedaży<span class="ff2"> </span></div></div><div class="c xf4 y551 wc7 h8f"><div class="t m0 x2e h3e y552 ff2 fs8 fc1 sc0 ls0 ws0">przychody </div><div class="t m0 x2e h3e y9f ff2 fs8 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c x3d y551 wc8 h8f"><div class="t m0 x6a h3e y553 ff2 fs8 fc1 sc0 ls0 ws0">zakup </div><div class="t m0 x32 h3e y554 ff8 fs8 fc1 sc0 ls0 ws0">materiałów </div><div class="t m0 x8f h3e y6b ff8 fs8 fc1 sc0 ls0 ws0">i usług<span class="ff2"> </span></div></div><div class="c xf5 y551 wc9 h8f"><div class="t m0 xd h3e y552 ff2 fs8 fc1 sc0 ls0 ws0">koszty </div><div class="t m0 xd h3e y9f ff2 fs8 fc1 sc0 ls0 ws0">finansowe </div></div><div class="c xf6 y551 wc7 h8f"><div class="t m0 x2e h3e y554 ff8 fs8 fc1 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c xf7 y551 wca h8f"><div class="t m0 xd h3e y554 ff8 fs8 fc1 sc0 ls0 ws0">zobowiązania<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xf8 y551 wcb h8f"><div class="t m0 xd h3e y552 ff8 fs8 fc1 sc0 ls0 ws0">pożyczki </div><div class="t m0 xd h3e y9f ff8 fs8 fc1 sc0 ls0 ws0">zaciągnięte<span class="ff2"> </span></div></div><div class="c x1a y555 wc5 h90"><div class="t m0 xd h3e y68 ff8 fs8 fc1 sc0 ls0 ws0">Jednostka dominuj<span class="_ _51"></span>ąca –<span class="ff2"> </span></div><div class="t m0 xd h3e ye3 ff2 fs8 fc1 sc0 ls0 ws0">Grenevia S.A. </div></div><div class="c xf3 y555 wc6 h90"><div class="t m0 x56 h44 y51a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xf4 y555 wc7 h90"><div class="t m0 x16 h44 y51a ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x3d y555 wc8 h90"><div class="t m0 x48 h44 y51a ff1 fs8 fc1 sc0 ls12 ws0">575<span class="ls0"> </span></div></div><div class="c xf5 y555 wc9 h90"><div class="t m0 x48 h44 y51a ff1 fs8 fc1 sc0 ls12 ws0">225<span class="ls0"> </span></div></div><div class="c xf6 y555 wc7 h90"><div class="t m0 x35 h44 y51a ff1 fs8 fc1 sc0 ls0 ws0">3 </div></div><div class="c xf7 y555 wca h90"><div class="t m0 x42 h44 y51a ff1 fs8 fc1 sc0 ls0 ws0">82 </div></div><div class="c xf8 y555 wcb h90"><div class="t m0 x15 h44 y51a ff1 fs8 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c x1a y556 wc5 h91"><div class="t m0 xd h3e y33e ff8 fs8 fc1 sc0 ls0 ws0">pozostałe jedno<span class="_ _1"></span>stki powiązan<span class="_ _1"></span>e<span class="ff2"> </span></div></div><div class="c xf3 y556 wc6 h91"><div class="t m0 xb1 h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">2<span class="ls12">01</span> </div></div><div class="c xf4 y556 wc7 h91"><div class="t m0 x16 h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x3d y556 wc8 h91"><div class="t m0 x48 h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">1<span class="ls12">23</span> </div></div><div class="c xf5 y556 wc9 h91"><div class="t m0 x16 h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xf6 y556 wc7 h91"><div class="t m0 x42 h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xf7 y556 wca h91"><div class="t m0 x42 h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">11 </div></div><div class="c xf8 y556 wcb h91"><div class="t m0 xb1 h44 y33e ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x1a y2db wc5 h7e"><div class="t m0 xd h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">razem </div></div><div class="c xf3 y2db wc6 h7e"><div class="t m0 xb1 h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">2<span class="ls12">01</span> </div></div><div class="c xf4 y2db wc7 h7e"><div class="t m0 x16 h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x3d y2db wc8 h7e"><div class="t m0 x48 h44 y33c ff1 fs8 fc1 sc0 ls12 ws0">698<span class="ls0"> </span></div></div><div class="c xf5 y2db wc9 h7e"><div class="t m0 x48 h44 y33c ff1 fs8 fc1 sc0 ls12 ws0">225<span class="ls0"> </span></div></div><div class="c xf6 y2db wc7 h7e"><div class="t m0 x35 h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">3 </div></div><div class="c xf7 y2db wca h7e"><div class="t m0 x42 h44 y33c ff1 fs8 fc1 sc0 ls12 ws0">93<span class="ls0"> </span></div></div><div class="c xf8 y2db wcb h7e"><div class="t m0 x15 h44 y33c ff1 fs8 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x5 h44 y557 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y23a ff7 fs0 fc1 sc0 ls0 ws0">Transakcje z jednos<span class="_ _3"></span>tkami powiązany<span class="_ _3"></span>mi są zawierane wyłącznie na <span class="_ _3"></span>zasadach<span class="_ _3"></span> rynko<span class="_ _3"></span><span class="ff1">wych. </span></div><div class="t m0 x5 h2 y2fd ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y558 ff2 fs0 fc1 sc0 ls4 ws0">31.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Anali<span class="_ _1"></span>za wpływu p<span class="_ _3"></span>andemii COVID<span class="_ _3"></span><span class="ff2">-</span>19 na aktywa <span class="_ _3"></span>i zobowiąz<span class="_ _3"></span>ania Spółki<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y559 ff7 fs0 fc1 sc0 ls0 ws0">W 2022 <span class="_ _3"></span>roku Po<span class="_ _3"></span>lska <span class="_ _3"></span>oraz inn<span class="_ _3"></span>e kraje wciąż <span class="_ _3"></span>zmagały <span class="_ _3"></span>się z <span class="_ _3"></span>wpływem pan<span class="_ _3"></span>demii <span class="_ _3"></span>COVID<span class="_ _3"></span><span class="ff1">-</span>1<span class="_ _3"></span>9 na <span class="_ _3"></span>działaln<span class="_ _3"></span>ość <span class="_ _3"></span>gospodarczą </div><div class="t m0 x5 h2 y55a ff7 fs0 fc1 sc0 ls0 ws0">i utrzymującym s<span class="_ _3"></span>ię z tego powodu wysokim ryzy<span class="_ _3"></span>kiem przerwania ciągłości op<span class="_ _3"></span>eracyjnej. W następstwie sp<span class="_ _3"></span>rawnego </div><div class="t m0 x5 h2 y55b ff7 fs0 fc1 sc0 ls0 ws0">i <span class="_ _0"></span>n<span class="_ _3"></span>iezwłocznego <span class="_ _5e"></span>wdrożenia <span class="_ _5e"></span>w <span class="_ _0"></span>Spó<span class="_ _3"></span>łce <span class="_ _0"></span>p<span class="_ _3"></span>lanu <span class="_ _0"></span>ogran<span class="_ _3"></span>iczającego <span class="_ _5e"></span>to <span class="_ _5e"></span>ryzyko, <span class="_ _0"></span>wpł<span class="_ _3"></span>yw <span class="_ _0"></span>pand<span class="_ _3"></span>emii <span class="_ _0"></span>COVID<span class="_ _0"></span><span class="ff1">-</span>19 <span class="_ _5e"></span>na <span class="_ _5e"></span>działalność </div><div class="t m0 x5 h2 y55c ff7 fs0 fc1 sc0 ls0 ws0">Spółki był zdecyd<span class="_ _3"></span>owanie niższy w ro<span class="_ _3"></span>ku 2022 niż pop<span class="_ _3"></span>rzednim.<span class="ff1"> </span></div><div class="t m0 x5 h2 y55d ff7 fs0 fc1 sc0 ls0 ws0">Pomimo zniesienia w maju 20<span class="_ _3"></span>22 roku s<span class="_ _3"></span>tanu epidemii, nad<span class="_ _3"></span>al obowiązuje stan zagro<span class="_ _3"></span>żenia epidemicznego.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y55e ff7 fs0 fc1 sc0 ls0 ws0">Zarząd <span class="_ _3"></span>Spółki <span class="_ _3"></span>na bieżąco <span class="_ _3"></span>monitoruje <span class="_ _3"></span>zagrożenia <span class="_ _3"></span>wywołane <span class="_ _3"></span>wirusem S<span class="_ _3"></span>ARS<span class="_ _3"></span><span class="ff1">-CoV<span class="_ _3"></span>-2 oraz <span class="_ _3"></span>jego <span class="_ _3"></span>mutacjami i<span class="_ _3"></span> podejmuje<span class="_ _3"></span> </span></div><div class="t m0 x5 h2 y55f ff7 fs0 fc1 sc0 ls0 ws0">adekwatne <span class="_ _52"> </span>dział<span class="_ _3"></span>ania,<span class="ff1"> <span class="_ _5d"> </span></span>w <span class="_ _52"> </span>celu <span class="_ _52"> </span>zap<span class="_ _3"></span>ewnienia <span class="_ _52"> </span>bezpiecze<span class="_ _3"></span>ństwa <span class="_ _5d"> </span>pracownikom, <span class="_ _52"> </span>kon<span class="_ _3"></span>tynuacji <span class="_ _52"> </span>funkcjon<span class="_ _3"></span>owania </div><div class="t m0 x5 h2 y560 ff7 fs0 fc1 sc0 ls0 ws0">operacyjnego <span class="_ _51"></span>przed<span class="_ _3"></span>siębiorstwa,<span class="_ _3"></span> <span class="_ _51"></span>wywiązywania się <span class="_ _51"></span>ze <span class="_ _51"></span>swoich<span class="_ _3"></span> <span class="_ _51"></span>zob<span class="_ _3"></span>owiązań, <span class="_ _51"></span>u<span class="_ _3"></span>trzymywania <span class="_ _51"></span>p<span class="_ _3"></span>łynnoś<span class="_ _3"></span>ci <span class="_ _51"></span>finansowej <span class="_ _1"></span>oraz </div><div class="t m0 x5 h2 y561 ff7 fs0 fc1 sc0 ls0 ws0">minimalizacji wpływu n<span class="_ _3"></span>egatywnych sku<span class="_ _3"></span>tków tej sytuacji na rentownoś<span class="_ _3"></span>ć Spół<span class="_ _3"></span><span class="ff1">ki.<span class="_ _3"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi xa y562 wcc h92" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">36<span class="ls0"> </span></span></div><div class="t m0 x5 h2 ycd ff7 fs0 fc1 sc0 ls0 ws0">Spółka <span class="_ _5e"></span>n<span class="_ _3"></span>a <span class="_ _5e"></span>bieżąco <span class="_ _5e"></span>analizu<span class="_ _3"></span>je <span class="_ _5e"></span>informacje <span class="_ _5e"></span>o <span class="_ _5e"></span>swoich <span class="_ _50"></span>istotnych <span class="_ _5e"></span>kon<span class="_ _3"></span>trahentach, <span class="_ _5e"></span>jak <span class="_ _50"></span>również <span class="_ _5e"></span>ogólną <span class="_ _5e"></span>s<span class="_ _3"></span>ytuację <span class="_ _5e"></span>rynkową <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 yce ff7 fs0 fc1 sc0 ls0 ws0">i bieżącą spłat<span class="_ _3"></span>ę należności. <span class="ff1"> </span></div><div class="t m0 x5 h2 ycf ff7 fs0 fc1 sc0 ls0 ws0">Na moment sporząd<span class="_ _3"></span>zenia niniejszego s<span class="_ _3"></span>prawozdania finan<span class="_ _3"></span>sowego sytuacja finan<span class="_ _3"></span>sowa Spółki jes<span class="_ _3"></span>t stabilna<span class="_ _3"></span>. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y13d ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y563 ff2 fs0 fc1 sc0 ls4 ws0">32.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Informacje dotyczące faktyczn<span class="_ _3"></span>ego i potencjalnego wp<span class="_ _3"></span>ływu sytuacji polityczno <span class="_ _0"></span><span class="ff2">- gospodar<span class="_ _3"></span>czej w Ukrainie </span></span></span></div><div class="t m0 x79 hb y4e ff8 fs0 fc1 sc0 ls0 ws0">na działalność<span class="ff2"> </span>Spółki.<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x5 h2 y564 ff7 fs0 fc1 sc0 ls0 ws0">Spółka Primetech:<span class="ff1"> </span></div><div class="t m0 x5 h2 y50 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y565 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">nie prowadzi działaln<span class="_ _3"></span>ości na terenie Rosji czy Ukra<span class="_ _3"></span>iny,<span class="_ _3"></span></span> </div><div class="t m0 x5 h2 y566 ff1 fs0 fc1 sc0 ls0 ws0">- <span class="ff7">nie wprowadza d<span class="_ _3"></span>o obrotu p<span class="_ _3"></span>roduktów, które są <span class="_ _3"></span>wytwarza<span class="_ _3"></span></span>ne, produkowan<span class="_ _3"></span>e lub importowane z Ros<span class="_ _3"></span>ji czy Ukrainy<span class="_ _3"></span> </div><div class="t m0 x5 h2 y393 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y567 ff7 fs0 fc1 sc0 ls0 ws0">wobec <span class="_ _50"></span>po<span class="_ _3"></span>wyższego <span class="_ _47"></span>aktualnie<span class="_ _3"></span> <span class="_ _50"></span>n<span class="_ _3"></span>ie <span class="_ _50"></span>identyfikuj<span class="_ _3"></span><span class="ff1">e<span class="_ _3"></span> <span class="_ _47"></span></span>ryzyka <span class="_ _47"></span>dotyczącego <span class="_ _47"></span>wpływu <span class="_ _47"></span>konfliktu <span class="_ _47"></span>zbrojnego <span class="_ _47"></span>na <span class="_ _47"></span>wykonywaną </div><div class="t m0 x5 h2 y568 ff7 fs0 fc1 sc0 ls0 ws0">działalność w Po<span class="_ _3"></span>lsce czy też w pozo<span class="_ _3"></span>stałych krajach Euro<span class="_ _3"></span>py. <span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y569 ff7 fs0 fc1 sc0 ls0 ws0">Spółka<span class="ff1"> <span class="_ _47"> </span></span>nie <span class="_ _47"> </span>s<span class="_ _3"></span>twierdza <span class="_ _47"></span>bezpośredniego <span class="_ _47"></span>wpł<span class="_ _3"></span>ywu <span class="_ _47"></span>wyżej <span class="_ _47"></span>wskaza<span class="_ _3"></span>nej <span class="_ _47"></span>sytuacji <span class="_ _47"></span>na <span class="_ _47"> </span>założenie <span class="_ _47"> </span>o <span class="_ _47"></span>kontyn<span class="_ _3"></span>uacji <span class="_ _50"></span>d<span class="_ _3"></span>ziałalności </div><div class="t m0 x5 h2 y2ee ff7 fs0 fc1 sc0 ls0 ws0">Spółki<span class="ff1">. </span></div><div class="t m0 x5 h2 y24c ff7 fs0 fc1 sc0 ls0 ws0">Spółka<span class="ff1"> </span>nie <span class="_ _51"></span>stwierdza bezpośredniego w<span class="_ _1"></span>pływu wyżej <span class="_ _51"></span>wska<span class="_ _3"></span>zanej sytuacji <span class="_ _51"></span>na działalność Grupy <span class="_ _51"></span>w <span class="_ _1"></span>sferze zatrudnienia.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 hd y56a ff2 fs0 fc1 sc0 ls4 ws0">33.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Wpływ zmian klimatycznych <span class="_ _3"></span>na prowad<span class="_ _3"></span>zoną działalność oraz sytuację f<span class="_ _0"></span>inansową<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y56b ff7 fs0 fc1 sc0 ls0 ws0">Zmiany klimatyczne wpływają <span class="_ _1"></span>na sposób f<span class="_ _1"></span>unkcjonowania gospodarki w sposób <span class="_ _51"></span>b<span class="_ _3"></span>ezpośredni i <span class="_ _51"></span>poś<span class="_ _3"></span>redni. Mogą <span class="_ _1"></span>mieć </div><div class="t m0 x5 h2 y56c ff7 fs0 fc1 sc0 ls0 ws0">wpływ m.in. <span class="_ _51"></span>na inflację, gwałtowne <span class="_ _1"></span>zmiany kursów w<span class="_ _1"></span>alut, poziomu stóp <span class="_ _1"></span>procentowych, zakłócenia w <span class="_ _51"></span>prod<span class="_ _3"></span>ukcji lub </div><div class="t m0 x5 h2 y2a5 ff7 fs0 fc1 sc0 ls0 ws0">świadczonych u<span class="_ _3"></span>sługach w wyniku<span class="_ _3"></span><span class="ff1"> </span>anomalii p<span class="_ _3"></span>ogodowych, czy z<span class="_ _3"></span>akłócenia łań<span class="_ _3"></span>cucha dostaw. Spółka s<span class="_ _3"></span>tale monitoruje </div><div class="t m0 x5 h2 y56d ff7 fs0 fc1 sc0 ls0 ws0">wszelkie <span class="_ _5e"></span>ryzy<span class="_ _3"></span>ka <span class="_ _50"></span>i <span class="_ _5e"></span>zagroż<span class="_ _3"></span>enia <span class="_ _50"></span>związane <span class="_ _50"></span>ze <span class="_ _50"></span>zmianami<span class="_ _3"></span> <span class="_ _5e"></span>klimaty<span class="_ _3"></span>cznymi. <span class="_ _50"></span>Obecni<span class="_ _3"></span>e <span class="_ _5e"></span>nie <span class="_ _50"></span>id<span class="_ _3"></span>entyfikujemy <span class="_ _50"></span>ryzyk <span class="_ _50"></span>i <span class="_ _50"></span>zagrożeń </div><div class="t m0 x5 h2 y56e ff7 fs0 fc1 sc0 ls0 ws0">wymagających mitygacji.<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x5 hd y56f ff2 fs0 fc1 sc0 ls4 ws0">34.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff2">Zdarzenia po dniu bilansowym<span class="_ _3"></span> </span></span></div><div class="t m0 x5 h2 y570 ff1 fs0 fc1 sc0 ls0 ws0">W dniu 3 <span class="ff7">kwi<span class="_ _3"></span>etnia 2023 roku<span class="_ _3"></span> Sąd<span class="_ _3"></span> Rejonowy Kat<span class="_ _3"></span>owice</span>-<span class="ff7">Wsch<span class="_ _3"></span>ód w Kato<span class="_ _3"></span>wicach Wydzia<span class="_ _3"></span>ł VIII Gos<span class="_ _3"></span>podarczy Krajo<span class="_ _3"></span>wego </span></div><div class="t m0 x5 h2 y571 ff7 fs0 fc1 sc0 ls0 ws0">Rejestru Sądowego za<span class="_ _3"></span>rejestrował z<span class="_ _3"></span>mianę nazwy więks<span class="_ _3"></span>zościowego Akcjonarius<span class="_ _3"></span>za tj. FAM<span class="_ _3"></span>UR S.A. na GRENEVIA S.A.<span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x5 h2 y572 ff7 fs0 fc1 sc0 ls0 ws0">Wszystkie isto<span class="_ _3"></span>tne informacje dostępn<span class="_ _3"></span>e są na stronie i<span class="_ _3"></span><span class="ff1">nternetowej PRI<span class="_ _3"></span>METECH S.A. <span class="_ _3"></span> </span></div><div class="t m0 x5 h2 y573 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 hd y574 ff2 fs0 fc1 sc0 ls4 ws0">35.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Wynagrodzenie kadry kierowniczej Spółki<span class="_ _0"></span><span class="ff2"> </span></span></span></div></div><div class="c x5 y575 wcd h3b"><div class="t m0 xd hb y2ea ff8 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie Zarządu<span class="_ _3"></span> w 2022 roku<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xba y575 wce h3b"><div class="t m0 x9e hb y2ea ff2 fs0 fc1 sc0 ls10 ws0">        <span class="ff8 ls0">Netto / TYS. ZŁ/<span class="ff2"> </span></span></div></div><div class="c x5 y576 wcd h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Joachim Sosnica<span class="_ _3"></span> </div></div><div class="c xba y576 wce h11"><div class="t m0 xf9 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">23<span class="ls0"> </span></div></div><div class="c x5 y577 wcd h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Jan Poświata<span class="ff1"> </span></div></div><div class="c xba y577 wce h11"><div class="t m0 xfa h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x5 y130 wcd h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Jakub Dzierzęga<span class="ff1"> </span></div></div><div class="c xba y130 wce h11"><div class="t m0 xfa h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x5 y578 wcd h11"><div class="t m0 xd hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xba y578 wce h11"><div class="t m0 xf9 hb y28b ff2 fs0 fc1 sc0 ls4 ws0">27<span class="ls0"> </span></div></div><div class="c x5 y579 wcd h11"><div class="t m0 xfb hb y1 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xba y579 wce h11"><div class="t m0 xd h15 y1 ff9 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x5 y57a wcd h30"><div class="t m0 xd hb y27c ff2 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie <span class="_ _5f"> </span>Rady <span class="_ _5f"> </span>Nadz<span class="_ _3"></span>orczej <span class="_ _5f"> </span>w <span class="_ _5f"> </span>2022 </div><div class="t m0 xd hb y7b ff2 fs0 fc1 sc0 ls0 ws0">roku </div></div><div class="c xba y57a wce h30"><div class="t m0 x9e hb y28a ff2 fs0 fc1 sc0 ls10 ws0">        <span class="ff8 ls0">Netto / TYS. ZŁ/<span class="ff2"> </span></span></div></div><div class="c x5 y136 wcd h93"><div class="t m0 xd h2 yb8 ff7 fs0 fc1 sc0 ls0 ws0">Bendzera Mirosław<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xba y136 wce h93"><div class="t m0 xfa h2 yb8 ff1 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x5 y57b wcd h94"><div class="t m0 xd h2 y57c ff7 fs0 fc1 sc0 ls0 ws0">Karolina Blacha Cieślik<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xba y57b wce h94"><div class="t m0 xfa h2 y57c ff1 fs0 fc1 sc0 ls0 ws0">9 </div></div><div class="c x5 y57d wcd h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Gruszczyk Dawid </div></div><div class="c xba y57d wce h11"><div class="t m0 xfa h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">5 </div></div><div class="c x5 y57e wcd h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Tomasz Jakubo<span class="_ _3"></span>wski </div></div><div class="c xba y57e wce h11"><div class="t m0 xfa h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x5 y57f wcd h11"><div class="t m0 xd h2 y28b ff7 fs0 fc1 sc0 ls0 ws0">Szypuła Zd<span class="_ _3"></span>zisław<span class="ff1"> </span></div></div><div class="c xba y57f wce h11"><div class="t m0 xfa h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">2 </div></div><div class="c x5 y580 wcd h11"><div class="t m0 xd h2 y581 ff7 fs0 fc1 sc0 ls0 ws0">Wyjadłowska<span class="_ _3"></span> Dorota<span class="ff1"> </span></div></div><div class="c xba y580 wce h11"><div class="t m0 xf9 h2 y581 ff1 fs0 fc1 sc0 ls4 ws0">11<span class="ls0"> </span></div></div><div class="c x5 y582 wcd h11"><div class="t m0 xd h2 y28b ff1 fs0 fc1 sc0 ls0 ws0">Kruk Tomasz </div></div><div class="c xba y582 wce h11"><div class="t m0 xf9 h2 y28b ff1 fs0 fc1 sc0 ls4 ws0">10<span class="ls0"> </span></div></div><div class="c x5 y583 wcd h11"><div class="t m0 xd hb y28b ff2 fs0 fc1 sc0 ls0 ws0">Razem: </div></div><div class="c xba y583 wce h11"><div class="t m0 xf9 hb y28b ff2 fs0 fc1 sc0 ls4 ws0">44<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi xa y1d w3 h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 xb h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie finans<span class="_ _3"></span>owe Primetech S.A. za ro<span class="_ _3"></span>k 202<span class="_ _3"></span>2 <span class="ff7">(w tys. <span class="_ _3"></span>zł.)</span> </div><div class="t m0 xc h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="_ _65"> </span><span class="fc3 ls6">37<span class="ls0"> </span></span></div><div class="t m0 x5 h2 y5 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y6 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y4b ff7 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie <span class="_ _47"></span>Zarządu <span class="_ _47"></span>za <span class="_ _50"></span>20<span class="ff1">21 <span class="_ _47"></span></span>rok <span class="_ _47"></span>wyniosło <span class="_ _47"></span><span class="ff1 ls4">17<span class="ls0"> <span class="_ _47"></span></span></span>tys.zł, <span class="_ _50"></span><span class="ff1">wyn<span class="_ _3"></span>agrodzenie <span class="_ _50"></span>Rad<span class="_ _3"></span>y <span class="_ _47"></span>Nadzorczej <span class="_ _50"></span>za <span class="_ _47"></span>2021 <span class="_ _47"></span></span>rok <span class="_ _47"></span>wyniosło <span class="ff1"> </span></div><div class="t m0 x5 h2 y219 ff1 fs0 fc1 sc0 ls0 ws0">48 <span class="ff7">tys. zł.</span> </div><div class="t m0 x5 hd y21a ff2 fs0 fc1 sc0 ls4 ws0">36.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Wynagrodzenie podmiotu uprawn<span class="_ _3"></span>ionego do bad<span class="_ _3"></span>ania sprawozdań finansowych<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 h2 y21b ff7 fs0 fc1 sc0 ls0 ws0">Badania <span class="_ _5e"></span>sprawozd<span class="_ _3"></span>ania <span class="_ _0"></span>finan<span class="_ _3"></span>sowego <span class="_ _0"></span>doko<span class="_ _3"></span>nało <span class="_ _5e"></span>BDO <span class="_ _5e"></span>Spółka <span class="_ _5e"></span>z <span class="_ _5e"></span>ograniczoną <span class="_ _5e"></span>odpo<span class="_ _3"></span>wiedzialnością <span class="_ _0"></span>s<span class="_ _3"></span>p. <span class="_ _0"></span>k., <span class="_ _5e"></span>z <span class="_ _5e"></span>siedzibą <span class="_ _5e"></span>w </div><div class="t m0 x5 h2 y584 ff1 fs0 fc1 sc0 ls0 ws0">Warszawie, <span class="_ _62"> </span>przy <span class="_ _62"> </span><span class="ff7">ul. <span class="_ _62"> </span>Postęp<span class="_ _3"></span>u <span class="_ _62"> </span>12, <span class="_ _62"> </span>zarejestrowaną <span class="_ _62"> </span>w <span class="_ _62"> </span>Są<span class="_ _3"></span>dzie <span class="_ _62"> </span>Rejonowym <span class="_ _62"> </span>dla <span class="_ _62"> </span>m.st. <span class="_ _62"> </span>Wa<span class="_ _3"></span>rszawy, <span class="_ _62"> </span>XIII <span class="_ _62"> </span>Wydział </span></div><div class="t m0 x5 h2 y585 ff7 fs0 fc1 sc0 ls0 ws0">Gospodarczy <span class="_ _61"> </span>Krajowego <span class="_ _55"> </span>Rejestru<span class="_ _3"></span> <span class="_ _55"> </span>Sądowego, <span class="_ _61"> </span>pod <span class="_ _55"> </span>nu<span class="_ _3"></span>merem <span class="_ _55"> </span>KRS <span class="_ _61"> </span>0000729684, <span class="_ _55"> </span>wpis<span class="_ _3"></span>aną <span class="_ _61"> </span>na <span class="_ _55"> </span>listę <span class="_ _61"> </span>podmiotów </div><div class="t m0 x5 h2 y586 ff7 fs0 fc1 sc0 ls0 ws0">uprawnionych  do  badania  sprawozdań <span class="_ _48"> </span>finans<span class="_ _3"></span>owych  pod <span class="_ _48"> </span>nr  3355 <span class="_ _48"> </span>  (prowadzoną  prze<span class="_ _3"></span>z  Krajową  Izbę <span class="_ _48"> </span>Biegłych </div><div class="t m0 x5 h2 y587 ff7 fs0 fc1 sc0 ls0 ws0">Rewidentów) na pod<span class="_ _3"></span>stawie Umowy na u<span class="_ _3"></span>sługi audytors<span class="_ _3"></span>kie z dnia <span class="_ _3"></span><span class="ff1 ls4">12<span class="ls3">.0<span class="ls0">7.2022 roku. <span class="_ _3"></span> </span></span></span></div><div class="t m0 x5 h2 y588 ff7 fs0 fc1 sc0 ls0 ws0">Wynagrodzenie <span class="_ _5e"></span>dla <span class="_ _0"></span>pod<span class="_ _3"></span>miotu <span class="_ _0"></span>bad<span class="_ _3"></span>ającego <span class="_ _0"></span>księgi <span class="_ _0"></span>PRIME<span class="_ _3"></span>TECH <span class="_ _5e"></span>S.A. <span class="_ _0"></span>za <span class="_ _5e"></span>rok <span class="_ _0"></span>202<span class="_ _0"></span><span class="ff1">2 <span class="_ _0"></span></span>wynosi <span class="_ _5e"></span>łącznie <span class="_ _5e"></span><span class="ff1 ls4">104<span class="ls0"> <span class="_ _0"></span></span></span>ty<span class="_ _3"></span>s. <span class="_ _0"></span>zł<span class="_ _3"></span> <span class="_ _0"></span>netto, <span class="_ _0"></span>w </div><div class="t m0 x5 h2 y589 ff1 fs0 fc1 sc0 ls0 ws0">tym:  </div><div class="t m0 x5 h2 y53f ff1 fs0 fc1 sc0 ls0 ws0">28,5 <span class="ff7">tys<span class="_ _3"></span>. zł netto <span class="_ _3"></span></span>- <span class="_ _3"></span><span class="ff7">za przegląd skr<span class="_ _3"></span>óconego <span class="_ _3"></span>śródrocznego <span class="_ _3"></span>jednostkowego <span class="_ _3"></span>sprawozdan<span class="_ _3"></span>ia PRIMETECH <span class="_ _3"></span>S.A. i <span class="_ _3"></span>przegląd </span></div><div class="t m0 x5 h2 y58a ff1 fs0 fc1 sc0 ls0 ws0">skonsolido<span class="_ _3"></span>wanego sprawozdania Grup<span class="_ _3"></span>y Primetech. <span class="_ _3"></span> </div><div class="t m0 x5 h2 y2d ff1 fs0 fc1 sc0 ls4 ws0">60<span class="ls0"> <span class="_ _66"> </span><span class="ff7">tys. <span class="_ _66"> </span>zł <span class="_ _66"> </span>n<span class="_ _3"></span>etto <span class="_ _66"> </span></span>- <span class="_ _66"> </span><span class="ff7">za <span class="_ _66"> </span>ro<span class="_ _3"></span>czne <span class="_ _66"> </span>bad<span class="_ _3"></span>anie <span class="_ _66"> </span>jednostkowego <span class="_ _66"> </span>s<span class="_ _3"></span>prawozdania <span class="_ _66"> </span>s<span class="_ _3"></span>półki <span class="_ _66"> </span>PRIMETECH <span class="_ _48"> </span>S.A <span class="_ _66"> </span>i <span class="_ _66"> </span>za <span class="_ _66"> </span>ro<span class="_ _3"></span>czne <span class="_ _66"> </span>badanie<span class="_ _3"></span> </span></span></div><div class="t m0 x5 h2 y58b ff1 fs0 fc1 sc0 ls0 ws0">skonsolido<span class="_ _3"></span>wanego sprawozdania Gru<span class="_ _3"></span>py Primetech,<span class="_ _3"></span> </div><div class="t m0 x5 h2 y58c ff7 fs0 fc1 sc0 ls0 ws0">15,5 tys. zł n<span class="_ _3"></span>etto –<span class="ff1"> </span>za  <span class="_ _3"></span>ocenę Sprawozdania o wy<span class="_ _3"></span>nagrodzeniach.</div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x51 y1d wcf h9" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x9c h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9b h2 y3 ff1 fs0 fc0 sc0 ls4 ws0">38<span class="ls0"> </span></div><div class="t m0 x5a h3 y4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x61 hd y58d ff2 fs0 fc1 sc0 ls4 ws0">37.<span class="ff4 ls0"> <span class="_ _55"> </span><span class="ff8">Oświadczenie Zarządu Spółki Primete<span class="_ _3"></span>ch S.A.<span class="_ _3"></span><span class="ff2"> </span></span></span></div><div class="t m0 x61 h2 y115 ff1 fs0 fc1 sc0 ls0 ws0">J<span class="ff7">ednostkowe <span class="_ _48"> </span>sp<span class="_ _3"></span>rawozdanie <span class="_ _48"> </span>finansowe <span class="_ _48"> </span>oraz <span class="_ _48"> </span>dane <span class="_ _48"> </span>porównawcze <span class="_ _48"> </span>sporządzo<span class="_ _3"></span>ne <span class="_ _48"> </span>zostały <span class="_ _48"> </span>zgodnie <span class="_ _66"> </span>z  zasadami </span></div><div class="t m0 x61 h2 y58e ff7 fs0 fc1 sc0 ls0 ws0">obowiązującymi <span class="_ _51"></span>za<span class="_ _3"></span>sadami <span class="_ _51"></span>rach<span class="_ _3"></span>unkowości, <span class="_ _1"></span>oraz <span class="_ _51"></span>odzwierciedlają <span class="_ _1"></span>w <span class="_ _51"></span>sposó<span class="_ _3"></span>b <span class="_ _51"></span>prawdziwy, <span class="_ _51"></span>rzetelny<span class="_ _3"></span> <span class="_ _51"></span>i<span class="_ _3"></span><span class="ff1"> <span class="_ _3"></span></span>jasny <span class="_ _51"></span>sy<span class="_ _3"></span>tuację </div><div class="t m0 x61 h2 y58f ff7 fs0 fc1 sc0 ls0 ws0">majątkową i finanso<span class="_ _3"></span>wą oraz wynik finans<span class="_ _3"></span>owy Spółki <span class="_ _3"></span><span class="ff1">Primetech S.A.<span class="_ _3"></span> </span></div><div class="t m0 x61 h2 y34a ff7 fs0 fc1 sc0 ls0 ws0">Firma <span class="_ _5e"></span>aud<span class="_ _3"></span>ytorska <span class="_ _50"></span>doko<span class="_ _3"></span>nująca <span class="_ _5e"></span>przeglądu <span class="_ _50"></span>sp<span class="_ _3"></span>rawozdania <span class="_ _50"></span>finansowego <span class="_ _50"></span>została <span class="_ _50"></span>wybra<span class="_ _3"></span>na <span class="_ _50"></span>zgodnie <span class="_ _5e"></span>z <span class="_ _50"></span>przepisami </div><div class="t m0 x61 h2 y34b ff1 fs0 fc1 sc0 ls0 ws0">prawa. </div><div class="t m0 x61 h2 y21c ff7 fs0 fc1 sc0 ls0 ws0">Firma <span class="_ _48"> </span>audyto<span class="_ _3"></span>rska  oraz <span class="_ _66"> </span>b<span class="_ _3"></span>iegły <span class="_ _48"> </span>rewident  dokonujący  <span class="ff1">bad<span class="_ _3"></span>anie <span class="_ _48"> </span></span>spełniali  warunki <span class="_ _48"> </span>do  wydania  bezstronnego </div><div class="t m0 x61 h2 y590 ff1 fs0 fc1 sc0 ls0 ws0">i <span class="ff7">niezależnego </span>opinii, <span class="_ _3"></span><span class="ff7">zgodnie z <span class="_ _3"></span>właściw</span>ymi przepis<span class="_ _3"></span>ami prawa kraj<span class="_ _3"></span>owego. </div><div class="t m0 x61 h2 y591 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y4e8 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y592 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y593 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y518 ff7 fs0 fc1 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>………..<span class="_ _3"></span><span class="ff1"> </span></div><div class="t m0 x61 hb y594 ff2 fs0 fc1 sc0 ls0 ws0">Podpis osoby odp<span class="_ _3"></span>owiedzialnej </div><div class="t m0 x61 hb y595 ff8 fs0 fc1 sc0 ls0 ws0">za sporządzenie sp<span class="_ _3"></span>rawozdania finansowego<span class="_ _3"></span><span class="ff2"> </span></div><div class="t m0 x61 h2 y3e0 ff7 fs0 fc1 sc0 ls0 ws0">Małgorzata Całka<span class="ff1"> </span></div><div class="t m0 x61 h2 y596 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y597 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y3c3 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 yb0 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y598 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb hb y599 ff8 fs0 fc1 sc0 ls0 ws0">Podpisy członków Z<span class="_ _3"></span>arządu Primetech S.A.<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xb yf wd0 h95"><div class="t m0 x8e h2 y4d6 ff1 fs0 fc1 sc0 ls0 ws0">Joachim Sosnica<span class="_ _3"></span> </div></div><div class="c xfc yf wd1 h95"><div class="t m0 x8e h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>……….<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb y59a wd0 h96"><div class="t m0 x8e h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">Jan Poświata<span class="ff1"> </span></div></div><div class="c xfc y59a wd1 h96"><div class="t m0 x8e h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>……….<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xb y59b wd0 h97"><div class="t m0 x8e h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">Jakub Dzierzęga<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c xfc y59b wd1 h97"><div class="t m0 x8e h2 y4d6 ff7 fs0 fc1 sc0 ls0 ws0">………………………………<span class="_ _3"></span>…………………<span class="_ _3"></span>……….<span class="_ _3"></span><span class="ff1"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x61 h2 y59c ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y59d ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y59e ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h2 y59f ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 hb y5a0 ff8 fs0 fc1 sc0 ls0 ws0">Podpisy złożone elektr<span class="_ _3"></span>onicznie<span class="_ _3"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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