57486116192343https://smlouvy.gov.cz/smlouva/61923432018-07-19T15:26:08+02:00z28bwu9Pardubický kraj70892822Pardubický kraj, Komenského nám. 125, 53211 Pardubicekancelář hejtmana1Fractal s.r.o.63979578Fractal s.r.o., Vinohradská 1597/174, 13000 Praha 31Fractal - letenka pro delegaci z Gruzie v termínu 8.5. - 13.5. 2018 Název projektu: Výměna zkušeností v destinačním managementu, školství a managementu MAS na základě dobré praxe Pardubického kraje2018-04-05KH/18/00600Jana Haniková PhDr.,vedoucí kanceláře ředitele 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lY1gClXIoaJNjAN3w3X6x+AUWHAsZcPwySyuuPDA5i0vDcKM1QwQtFbXuesuPgDETqMLuXAEu5gpcPC0w0LEsHYLRjHMOUtvC4fpggw+hCM3IHJKphya335MJlo0nih4/L1ed3q1tjlvT8yEV6d1qxhUt5qpdU2/rLr0ngSMYzlB8ww5WY79d2ElpsAo8MWiqd2YQzytYCh9agIMGHCYrdgsjVMsQ1TNMIKePkwku9Ztprilre0KGEKhuEXz/HFxyWMYZhw99bs40uH4T0lhknKnaEdmHgPpkEf52mMz64u/QkVHlnMLowsB2FevUQJk1Uw/ApD5SvGdGsAEzSOwiiG6V6XMPyCMOUV191mLWDCiMsWvPAcgmnxCJyE+2yGjZcXFw9jGuXLuq1gaGq3AyP5wEuXr/RjmMSJMN3xon3pMLqCCdviXRh+MbdM8mt7iE4JkxGMLnepOhcPE61geNnZwPB8l0aUQoYZzgamUUTB7eKf5i9f7KXa5JQwJUAFkwSYsGbRtEa6RlY7mHCExZS7j4k9CCMIJryErW1cPEz5KjilRgnD+9lyBaMT8qB3KhjlysM2/KlLh0nWMNJXWyLeFpUwDZ3QF4QJb7hZeFpLmPQQTLwHE3au6wsThUffMBF9Ae8JVDCmgol9HWDsZlUqSpgw3yWJCiYuYazwFUwRX/x5nIUMMKIafHnSv4GxDRvRF5QMpoT5KDwjmVw8TLaBiSuY22qfOsA0GIZmMAxDY40RSXhGUtYDhgZX1Q8TFN4b8uVmm35vI9ugL+BDeYph+M6tskYw5VanPGRZwfC8r0h4u7QFE46YK95l6NYJJuwrZUdg+MnKmF+MVaQMI2oCE/HxXhtg5AYmYxiRqerJN9pAxeGVG5LwfHcdYMrpWgUTjj6EPQWG4UNV5QacYIhkddy8jjCNFUxXlsfwKhgb8S54XCcY3kY/hEk2MG4F0w1b7iIKZ0hc+h0CecTIKhgb78AIpfkJlDVMo4TR9YBhgSwcfrENwy8aX15oEo4BlzBpYJD0ebLgXcqoPDfi0mHCYBIOv/BLN2/BWJHSB7INjKhgGrWBKY9L6SjsLJqoGnr4VcsSH17c4aUPL23Hs8DwcbJJwqHhC07zyWQqPHP/AKZ84raonosMMKtn9nX5kcuG4ZPJUobpxrzZ3sB0VzB6DybMci4dhk94ScO4EWvBSwMvPCoLp1VlDFNN9tYwhBdG7AuHMfyqJuVomoSjUOGkswATVzBZCeOrk2QIJqsFDB/eNuXxTP5tgEmzcOAqnAYeUIoVjAqnbsq3gBnMesOZH//saQM3+85/98RgrChfIIcXk3BBQQlTnZu4C7M6p1UGmORtYO6+/8wlPTP7Jrm5jtUg/jalv+CHpwDjwjpTatjy1ZVWMIoPuxAMMwSYeAUTjlW9DUy+D9NM1LdJU964ZPG4ZbbOZnVrGD7S0AjHo0x5plCY7lQw3XB0s3gnmCu5DxON6U387WfZwrTS6G7c/Olx7SzxolGe20scyQYmWsOoBzDPquPhbwVz8xBG7sFMK5jpXeabX6z+/E+vzjz15QmtLp89yXjSv4Ipj2Dy0T1VHrjqJtUlKO8A0xu/CeaeYPQaxjW/sNcvmu7Zy2yxLMxnZ90sNdan7erqmfrp6nO/5C9+M8zgKEznEcCc7OVdDsDcvwXMS4ZJSxh9c4kzpArms0MwN6+DuaoXTPMoTMEw8UOYIcN8VguY5K1gvmAYX2uY3uCzWsKMAfMLYbJ9GFdzmJs3wXxZA5gbwDyAsQdgmnWHGb8e5uAYYwLMF5cLM3g7mG8fbpXqAHO3hvnmNTB6cRTmpqYw5fGYYnFgjAFMLWGGbwVzcKt00TD93cH38PGYCqZfS5jlO8K0VzC3lwvz/UGYm9fAGMBUm+v9CR5gtmG+L2H+CJgtmCZg9mDuP30Ag8H3MMwUMFswW4PvDsyXNYBpHoGRnx2EeXnpMOuZ7zGY6wqmVyOY3j7MN+8Gc5FjzPhXgLn0Q5vL9bMEh2DKI3g92ir16rbELNeHNgFzBObbN8L8sW6rEmA2MH3AHIcJZ22+yxhT7UTWEOb68Ob67hDM7YXDmO3N9RtgpqYeg+/bw4wBU3OYwQZm+b4wtzWAeZvBtx47ka+H+ewITLsehx1ywADmXWDufgHM3YWfOFTBNN8KplfCfF4LmE93YL7dh9l6+qQ6HlMPmJdvgnlZQxgefF+Gww43gNmCifZhDowxX+7AtOsOcwOY18FYwByHeVk/mN4hmJs3wxQVTHbRhx2+fHcYzWc71ASm+fYw5vJh+m8F8+kRmClgjsFc7OAbv2mMuXE1hvn0EEzzmme+Xx+BeQGYQ3vXq9NZawGTA2bTfQnzcgfmagdm+3hMr04wd2uYZvW80hthajDGvD/M5W+VjsLc7I8xWzDFpcNs9q7fC2Zeg73rNcw32zCDWsN8ugvT2YbZPuZbJ5j+u8Dc7Y8xWV1hvj54zLcWMOurTw6OMfswXcC8Bcz8cmHutmBu3gDTewizuGCY3tEDVfWG6b0VzEvAHIdp1QomDzCrzTVgDsJcvR1MBpgSxh6CaRYX/4Tb3Wth4q+3n3Dbg5leNszXD475dh7CtADzNjB2C+aCx5h3g7mpDUz/OIysNUz87jC1OFBVwrw8DjOoLUzvKMz1YZguYPZhvr6dAebQVmkfJtMvaw/j6w5zBZgK5vsjMOVNE3dgbtYwt5c+jwHML4ZJAbM1xmzBdGgec1t7mG92YYYrmClgyiN4R2HaNYW5egAzqyZ4gNmCSUoYX8LcASbAfLoLM6sTzM7M99sHY8xLV8G0S5jorj6D7yGYb5/twaSAAcwezLNtmE95HvPpBiYHzHW6DRM218VmibndhinqCvPZUZiPS5iXgAHMYRgPGIK53h98j8Bc5tUnxzbXgHkdzMvjMM3awvCBqpfVGPMAxlYwV1/czQADGIa5DTCtCuZZBeO2YG7qC/PsplUNvg9hHGAY5uUxGFtLGN6JbH32FjDDmsA824exNYUpTxwavyNMsy4wyfvCZIABzArmmj78ZhhdM5hvAHMY5moXJlvB5HswL2sP06klTHQM5lP7LK4rzPcVzPU+TLSCyRkmqi3MFWAqmPF7wYz40OZFw+zl0m+TK0d71yXMsy2YZgXTtXWEWZXeD25a2zAz3XSA2V6EXjqZdF4NZ975Qf9fvqxgtnYJagpzyGo5BczrfJqLwU+vhv7VhT6+V9/x2wH/7gd6YxR+5GXLIHG/hpH8hj/0U81hbIBRK5hShz+0uF991qb05kf+mE5rBuPSNQxzmPAuf+Ln+9XqNVYrGF0PGJ2slokAE9as/zddfWw5Xg1DswDoV8sTf9a+umQYo3Zgwrv/zxrmFcP8xDCL8HVhVNqBcfElw2yNMfxeofZhwqL08xrm/6PPui/4d5cKs/xutVUK48mC3/txF2bx3WosWq5hwqgUYPqXui4FGF5YnFrD8Mde7cKEz75aw4Rh6D8zWKNO2/AfVmI//7DaPvn1zC+sT//GMP/nJa9Kb5j3r1eqBzBFWs2XfV7P+V+62khv+nk91Qsw/wl7D3vxAOT+Hg4IIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGE0Ado7iMgHKrrHsLwBVXllZ/0GSP4PeVESr/nz4Q3jt6ED11wWfvBBVSFUMTFWibi9yR9jTL8S8EUGb9hGCOSi4Ypbh48vowMnGhUMF1BblmqWYE/Qx9Q5WV6hbjsS9L0c/lg3aIHbIWoYISIGCYodFlHsA6vT5m47MFJi10YxxRG8AqjI36PDVJWoN/H/IZ0dIOZLvvqTsOrxlaWKbTgjxZR+Z7PgkKAMfzGFw1edMSFw6QHYXjMDTD08LtBYbUs8aATmC4bxj6AMfyAi7DCdNmB4bpOXAn6yhcNGnd4g9XlFat52dtrJx4uQTR1yeJuQp8hmIYtYToitQ0ac3Vc8JDMy1L6YCW8tB4MoZopMpkl9NAJJuJ53B3pidREVtDMT0fhM/T77mXDPNxKMUVXFQkNNGsYmrd0FX/GF5IWG8Mw9CFZJ5giLmFi2hIRTEyLim+UMPEKJithsjrC6GMwyqYBxlw6jKUh1MavhXER7U5m/CEafZQvJ700LS4uGob3gvQWjN7A/C48/A1Msob5pAYwvBe0DeMHJUzkuzc7MHID022WMBe9e82rxQ6MX8PcVlslFxmGKRimy5O6brsGMGEP4AFMmLT4ruFtD81XXPwQxl4+TNjl0dHucFzCNAxP/Gk3YAemQ1/bs2GrdOEwNyI9DBMHGJ6yxHoD84J2Ifo1gLENtwfTKGFUeaAq9jbZgvkr3nUsYbJLhqHHJ9TuGGMqmHAEjw9n7sCEIzW2nPleNEy0B6OjHRj1EEaWMLQTeckwPJF7sJNcRA+WGCN3YJIAQ2uguHCYu4czm3gLhg+N78BE9OkS5vqyYfYfXDfZwJSHM7dhEj5QZcOwXDsYuYGxQtP8bxuGfx9gurWDEVswfGjzAcxm9LlomP1JmqPt0AaG95V2YfhZyPLJ25rB8NHvDQwPxFptwagVjBZFvWD4/IY1TDg4VRyEMY2awYRnGdcwjFGk5gCM9zWDyaJdmK4CzGp+58v9ykMw2TaMrBUM7wHtwmQljE5crWHC2UEPYGhC11UM4+sDE/vh3jSGYeItGF/C8PNKWZjH2ABz0c8r7e1dh7MfwtMn1eY6wDT2YPh4jKoXjN+FEapbwpj1U7T1gRnswySbCV53dbTT8nHeFcyFn+2wdwSPTxxKw7Y5wPC+0h0NPPSLKc+P0SuY9KJPHAoHeHeeog0wCR/P1bx3TSJ8Xlmbz6jSLJVF1YGqyz6jyvKysA1TBJhwZJdhxAvhqzMRLR+00uEcvPIQ1kWfgxfOPtyDKcJzAbo6ObFRPl+5ddZm+cTKRZ/O6h4+RbsH03Crk3pFeWp0snVq9AUnHjypH2B0eQJ0ON85clF1GjibuEC2Ppn+gus+gMkYxoTxgz9MS4mLqgsHujzwBLLy0OZlX2SRPTg/JsDYMH7whzMhXVRdalJel7K6yqAQ8qJh+FqCPRgfVhP+sBaKX1zNhjGHTfjZk82VTBe9Wape7HIzj7nxm2dfXbXpCXuauy8mdtlrEkIIIfSY9ghC2PQCBjCAAQxgAIMQQgghhBBCCCGEEEIIIYR+ST/4BRDWdctzSk3q/cBPvLfh3WV4Oz/dPzt49DDVNQtF6l3CMMZ7J6sLFvXJ/tWsuilvb/uDw0cFMyrWS0zCi0gJMzk5TLILs3x8MEyyWpUqGFWtRKeDWb26wBpm/vhgrNrA+DDG2PSUo0sFU15c099ejR4XzPQAjD89THVO/GOGoRHlAczPp4eZVApPC8Z/CJjsCcB0/XMnXlj5tVz4vvlAMIXPlIv6pmGV7ohUyCwdlmv1oxl8Wze3z2+L2478Khm6hrFCTvzcXP1BJ+aEMNqLxDZiLaws2kLy/4ZWPiqYZrstXup2KrvxxJpb25FTgnnx+TQvTgnTEbERcSHasjDimu/798hgTLvdkQtDMP3R3Jhb4+XMzxdW5Lk+JUxbRFrEGcNoYrkS8eOCmRbWdtSMYQaT+dzcLnxCMDOr8ulJV6Vb2Ss68dC05FDbZGiu48c1xhSNHRh7O/ODsZ+PbTo+MYwaFmk8Mq1kqB3BqP7jgpnm3nRUbizBzOdzb8YB5v70MOmk8LEnmJFnmHT0yDbXtEe3A5P4/Ac/l7Rf0DsdzDDATBhGJT2G0Y8Q5vohzL3XBGOjk8K8SIsJTfC6KuYbx4+0ih4bjGttYCZ8N8dpCTOfnhRGBxgjVD92gmDE44Pp7MCM/FT5+cCm0w8BUzCMeZww1u3ATANM36b5SWGKEiYTqpdohmnFjw3GrGGmc+1v516nfp7bdHBSmIkJg++dUX9Kig7BpP4xwkwZJiGYzq3mA3fz0alhaPs8pM11z6hMFjbhA4mPDqbdURN6wzCmeWtS8phPCGZ0ShhaVO4YRqtCThhGDR7ZoU1vXnykis9bNzLJJ1YYqxhG27R/QphMREZGul3CFIYmePKR7RIMvf3Nb2j4a/2F7A0mtmHacskw7bQrbk8IE1sR60/irlCFKmjP+ptnjwuGX8fo2U1ihY8lLdMuKpoxwWRaqOzzUy4xCU1eDO1d/4ZgaKuUhcMOyj/mBgRTvLhSk+kpYaQX0jb6xcdKpyZKinCg6nHD+Fer35wShm8g6eK+biqT2jjRsqsePczi9DCHd9oee7PVb5YebbV++UYHmJ3M6mpo+/Jk/4bY6ko8kTu4mdW3aX9/uknC4R733SLX2wYbA+ZwEjBn3Y3NeV7TFmqgFTQQQgghhBBCCCGEEEIIIYSeSAYEVaKz8/Rf4b1tyuodm5a/OmVjfqnlWjV0yQMYc7uCMWr1q4lO+VL2Ot1eZtPHATNy6sGqZJx88D1qpRs+OyHM9pPWjwcmfQCz3MCsVik1KU75wuRaru7x8N0jgrEPB9/FGma+hpnp9P6EI76cbsGoRwKzPA6zWMOMTfrdKWFW/5J6RDCLvc31GuanNcwPJk1OCfPqEcLM+A4Lxkuf+KnP+XR593A0sYrW/BOe1GPU/7KaFzwimLF3DfuimZi4aDixNLLb+UTZxNsXvki/T3oVTKdxSph0/RN4PDD33morfhfPp5mwZmnSZut3ctLz+m/Sr+THHzUqGHfCV2w3rdSPaWnpG2klwWSpV31/5uv2R8ovbVtG+XRSmKVdLl3nWiSzodcfK3ktxIsKxmfqlDBRXyeuoaMiIZiu8hFNtfOzwvwp9XPbVkk+K+bmS7tc2M61HOQTb1vXSvaHpoRZ0mTjlDC9aNa3L7TM+wRzrfxfxH563pPoaUFY2KaSBLOwt3Y5s+5aDXJNO0oEU17+Z/luXu6EMM20G+Uj88KqPsMoxbfnm87Pu8TQxijAZIJg0uXYCoIZMIzcgpme8vWUjUi7cX9kDMH0CEYqf0cruT7vGEM/GscwOS05t3J+vwXjNjCzU97skGDufH+kVzBxuA/cuWF6DJOWMDbW0tBsYjAwDKM3MOOTwjTT4TZM9ChghlswPuL7L61h8g3M4KQwrXTk8x4tpSrv0U7kXbirV+/MMMU2zHDe34IZbGDuTw7jIoZxEcF0A0z/3DDpZAOj5/kWjNzAqFPCaIYxI4ZZ8hJDE7xHAKNVCTP6eW69mY9M+i9q0De7m2s+yHm64w5aEcw8wEwZplCPAcbKEmZCMK/MfGLVARh+e0oYP/LTkU6NGjGMeRQwLqGZL8EUS4Kxc23ltwSz3IWZ+7A2nRImDzB9hrEt2lWiSaY958G8kY+15S2Q/sOEdgm06fA8Jl94U8HQd2eVvmm6E8PQ5lqVMM41Zezj0eSsO9oj3zC3VsmRiSbm1mijRIs8pgxz1WAYRTCFaN+kJ4bpmWurYobpNGXEMGe9fqlrRbthZTS0cWZuPy1uky7ta2vaSrSeiSge6jbtWku+0Op03wPtn/Z8r2E/tlF0RzCtNsNMRmeFEU74xKl44eSo046zZjK015FJvLmKo3+IukWbBsMke/C83K8Mk9CcrptZ4eK7rlZOBBgdP+4r3twH2MOPCWY4cQ2fjHgxyZyK/MAlZx18H00zECCEEEIIIYQQQgghhBBCCCGEEEII/bKkHx3/ZHmR7Yd/hYJ0992fP/g3YCIb+0Z1Vvx2orzahM8pHfhTn1lqO2rzU+BLI/lUSPr/2BeJSayQP3tJb093e/f9dGQiJ1Kt3IPLbrrRCoY+c1qYrjdNtfoplDCmtEl8lkxzI+Qr+8Fh4vmdFUrz9aE7VRd/mA+wxGTelC+GYLaXGD6PNvaZzKdayIWRxOM+IEwRzybWSPrGHsDk5b0ESpjTjjGFX5Y3UthZlfidvu/K8UILtbAM8yGvH/3R/zhf2kMwmx/i4NRL7Qr+AMx3fjCfOfWTkwuvzAeEGXs/X7pzwywOwPwc/mXl7+c/unTm5U9evfqAMKNwb4vzwpj0EIwP/7L090sfYGgz9dMHhOmm/ON6vDCRvzcE8yPBODX7kDDhCll1EKbhnluh2+orufR3tO042Swm5ZN8Fa3QhmY0MX1PWUeF88IHruElfZDWeMk8HxJG+hnfhCrd3yp1npu/MpnpyH+Mh/55erqrLAjGplfS5LbofNKc+hv1TauV5AnDCJ9sYMYfch6T+PwITNvcCn6JUdmNhq7daquTwaixaf/7ZDG1X3V+99nStVWr1VL34QLVIg0wPxAMvf2AMD6m1dil+zB8tW9HhFfv7Q/n1p7wgiWnxi6N+7O5bamEJg+ulbZa/j5c0mzUwNDWvIT57kPC9Gk1todghgSjZuH1nidzQzAn+66cHLhU5jMiUXK+XLqWan1WwVjZ52nOPf3ryw8LM+IZud+HyaKl3bxCOC3fJ3wJOnnPMLkxDEP/lpLur325Kjk5mtCE4rsAk35YGJqRH4DJafxpr2Hm3pwcZhxgfAnzn311EbwsGjShUAzjPijMlJaXOcMM9mCyHZgTfg8DWcLcMszd3Kme+0+e92rpe7o3LyuYxYeHmR6GufpgMIphBpZh3GcEM3SRn5T3k7j3EyZhGPvBYfKDMK65gdEnhelvwdgvCabo/N7nK5ipn1UwovEBYWb0kAcHYWz7Q8H8Q7qBMUuCMa1P/XgFM6pgpvaDvl4iw9wfOLSZe2O3Yf4p/eF0R6oCTG7DVolhbOum2lzT95bT7gnf8GjmP+SBKgbw6iDMcg2zmJv0n094U8mC5nhhc+2VXDCMu26mcgUz8ONzwIz93KX3+zCjADMKMNO5UU31oWC0a/kNjKI57+BnNsk/KIy8n9G6e+Cww8gb01YTmv4yjL1qJyfbJaDtDsPMAsx8bjqt9Jp2DngeQ3Nh2hUpYcYfFEaoIR+FN4dgXnysCtG8SQb53ImOOB3MPMBMlgGmuGo+o71ImfA8xjZ5b2WwLGFOeEeSfZi0SLSQtJP9YFMovP3Nx1KLVpT0koJ2/09468SF57tL6IXpSPpmWuLZdbsVd4e0h2sFP0PBB/ESVvmAMHee7xmgwu8eiLlnv0uM8LEqVJE2+AZJp4MxiRya2DQ/js1NSjSmFY1oTIlczPfxun/Fw80HVHlMKY8QQgghhBBCCCGEEEIIIYQedxYEh13aMDgMcwuDg7kGDADzTkUgAMw71QcBeqcO39kha/iYL0yRLvFFaiS/euOJ4xMzfXU5ZHm+9fleYckJacXBh9xt2D96kU4GpuG/UlliG6cUiXyhXBxOd8saG5gTvgDum+qm+uoIjFk6pfJcN5yUWWxO9wJLVtKUIZdm6pv03iTcIqCEKZKzwWS+ODz6imhprJLj6TxzatCPdJGe6nsw0n7uB4P53Hbo35iH65pLmHF8Rpihzw/DzI1Nk/v5VHfU4L630OnpVqWlTu/HC770j1+6fgPzXf+MML0jL2005VcDTOQ8NwSjRjOrTjjG8MvrTU0FI9cwPj8jTHwEZjaxbSXlfMww6fTUMGo2NYZvVDD3WzDnezmqzL0Gpiml1J7P1+aL4E4K01Gzmd2Hyc8K89PBz+RDx68ezzCJPDmMU9N8DfPPLjFzP/HhZiXnggl3Gjo0sOYj13qmEoJJn6nysslTw3wZYJy8uc1NxvfjOPn9Nt4Ec2hTPB45JVKG4W/xxDDLAPOSL4EhmOcvF+b/SFvKn/H6geMwA4K58wOGycoL4U4IsyCYfgVj1cdfzE27kyr/Ie/W9RDGHIO5J5iMYeYfAGbo0jWMSeWU5lCdVHoTnxlGH4NJe4Vf+IwvDJyfEqa7gdHCM4xrdaR30ZlhDi0NkmC6KhM0vPyjJJjFKWF0Z7PE5PQ+wfDF+Xyx0lnHmEMpgrnhOyvk/opvzTc9JYxtbWD42qU7guFd69HjhGk1Jc0mxq6V0Fw9/xAwsoSxnxJMLv0pfxrvC+PUyDY7Ce1j3jsV07Z6fFqYcnNdwRhele4fKUw6tc00oYVZWYI56ZSCRtldmDnDqDPDHNki2nRibwmm71Kr+suTXrRYwszscgUTtkpnhnFHYeYEM/ADS3tJ/YV36UlhaO86XJBewswIppmeF8ZHtHd94O6r1pcwcun/u+rPrD3huhRg8infcegBzDmPx/T4dsL7i4Pxhu/rQFtN0VKDTJgreUIYYs9XR/CqVanZOTMMbXaOwPDNomxaiJaU3YY+3T2qnFwafz+Yzx0f89UMMyEYmisMznfYoZsWtBd7AGbp7RfumdI+E+lHSjSK093bwUk992O5XNDqw/tt9L547loi5vs6nitBq0p6aF9pyTsqIh36QqRZKqJTwiQ68v8mafv4O16GlU3M7ecuiZNwSOY88RNujYN3kX/Fb+Yf6ICI5duSO7kZUpYeIYQQQgghhBBCCCGEEEIIoafT/T0MDjaQZ/4G+GTnx9j/du7vS73vNzA47bKepWeG+fZ9YXJ52TDvfVrDv54Wpjj3uvzer+daKMAcTJ97WT9xk/f9g2YF8+qDfa+b0/in3iiXlN/8ia6Tee8rONY32OrKX/W175xIfBb5bH8IsyLJhOw2bBReashEvquKk97IoFoC+H4SVqgsdQ0rZCbf+oFowa91ZJJfZfVy9JcVsTtgrTsMIxpm4a7UuK8b/vpUNzLIks0YM6IN1HRghPpa2YYRcnDsqkh3Jf1stkawgr434YQqGvRjLui92POppol9z7sg3GUp/YCS4YG1fjCwUkTzJb9YWV4Ip2Q31qeB2fxk+u5G5TMtlJIlzNEzfemPaHrwyWpJi2gbYq9kltHHCEZHAYZ/fT8Yo4zUan5giMnvTUtECz4NWk7zwqaJjKanuMODpm9h9bJX0rXVeKFFKx2YiGDkUZg7vnmLi6sNquaz6yemI0faJ/RjjCeTEqZ4z5X/ziZGFun+WZJ9gtGdcCI7w4w1wajRzJwCJtVptVly6men7hd8xu9gwZdgvwbGkqeVerWAT/g1uv2gb5yc8qWuxseSYEb6fWFigjlw+ujAz76jvzOfWpNey8kP2qpn6algitUVlzYlm/v5T66djvk6efU6GGkkLe+rLSf9Df05r/9W0TZO9stXrh3k7/kd3zmCGfqf9z6R+B953pfP7G3rWs69IRh+KcCTwExWPxnDCw39awSTL94A42hZ16ndghnM/T3BpPwqgoMS5v79YSKj7g7CeE9D8ji37VaLb2RgJV8XeRqY4TZMKpfeEgzN9l2aHIfxYVl31c5k+J75Kh6CWdIfvOeXiCbZ/D0vpL/zAWZ1a6jN1lCWczyGueowjAs3MjgNzN1q4joPMIYfXV7w1Tr9wdvDhMGFfoIpv7C5DDAuzd/zHqsBhgduK/dh+ryO2tZvXYD5TRpeA/oUMNHqCucJDzMrmIQe10i+7juX62kGw1g1pfc1wxhfwtBfY94bRqvoCEzM66hVDYaZe3Gq6/UDTDlTKyJ6LEkJY2P6/fG9512YcZjLTEXqJ2sYIflFzk8AQ/tHJYxP1jcyWJ4MJggUgh7eQPulVbnv0Z7Q8XnTne8ZOdqB8f8qlI948KXNU7iux/j5/AQwMgxeSvj+hNaizJ/oRgZbMBPaV1J9zXcHyWnst6/Z7wkwvW0Y7YuOdJFVFUwS0a8m+oUwBwZfu4JJe3d+5v9r6u9PciODLZgpTUzUaML3Sok9b8QL+fYwPMlLHK34/GPs2xb9unjv+2asYR7uozEMbS8Z5rnKGvQv35zqRgbl4BsWjZFVlm+bsPC0HswJ5s/J28HkYSM6pWWadgmG9JuRadGSM/W68evD0PfKm7vWrZyPaNFsnupGBgGm3KoSDI30Lwlm1A8wg/jtYfrkMKYBu/uX9O6Ehm2GmRW/AObuMIwuYdptST8MaTvJiW5kEGCqXVfHr4jOq0IYz2hnqf9amLttmEGAcSr7jN7VHylaeHI/fv9dgoMw4U4uYR5gbzvS95wKm9GTXAq4BzPlG60lxLLwcvRamPXmekZLV1LBFEtaeAzNRw3BDOyvDzOpYOhbpV0ymw5OdCODLZhpgBnR46RFdk6/vD2MdrKC4W1S2JoYenfgfgHM8MAnBjyY/Wj9zDAMz7n4QMBJbmSwB9Onn/QKZvp2EzwaZWlbsfDj+x2YwS+ASRhmuXebu77/oed/5JkjzyJph5dgfvz5JC/uwPtKOzADHkP5Yb4ehvaVsg0M39V14Qc0f1ELXuNth2bAvwDGSq0Kmisa+fAI3g99Grn8IsAo3WqmyXi5PMW6FHYiy5k735qVaca8SZzSgvMaGD7ssN7k0AaIthXheExLTQmmb9tq/ktgjNL0v+kezNDfx55GFb6ZrOIbGXRUuJHBSWAyX938lf4xp5wK05ExbVK8nL322OP6eAxtgDS/TfqmQ4+GVkfDMMl7D77dItXSyHwPprhtxT6hqQTfX4dvZOCuT3UjA50W6bSEMca2U8NT7Knv8Rp1/O4Od0YyzOpAznWshQjHfDuSb/+Vaz4KQb++J4wQPkusSB7uK3kjnBAEY2MnaL3KhBcdEWXiNMd8af8o/MX2pRU8TbintSjjNWp0fObLx9DN6jB++bwSPx8leNJMW7bCJz2Geb+9a75heEYPXe0Nvi7yXSEXvIt9V95sLPPk1z3B4FtIEyfV3mJE/y7N6e7DLdz9D8d3IvkZF53YaLU5F1Lz80ppEfFTKtLTfkUAKn7REz7nu7FPWJ1jL9S7TlCdkLQ0b+4XUoSlv8sfy3gAL59zCkBPueH7/sGjnnwfDQaysUcIIYQQQgghhBBCCCGEEHpTrg2DwzA3j+v7eTS3lnCP7Nm5s99aYt0jg/nzo4GJHhdMph7Ld9J7XDCneyntdy0HzJNI+0e4Ks3e/6Y2v1qvHouLEbFOq6vje/767DA7Z4P9ODvjotvcwMT+47Ov4Zn0q5MAi3R2xgEwS5NiddMYfhGj8XldnBBuDeOn53uNa3/nB5MKxknfPePLbYdsUtC3UcJMvE7O9+JKkR+PVjCKVqkz76oYZayqYEZey/PBxJ5X5BImpR/SmWfkOrVrGD4Te362dTrm64HWN6ZauDPDFHw1cQXDV1ecE8ZvwYzKe8/Mzgjj7OYyXvf+N6z6xYMdwUQmzvgS817huy8aE9p6n/GlpcN9CNYw6fBsMLSE9Ob9zIqUYT4pYe7OCEPjb5evD/JFW5pENK8TfS6Y0XQ2NLcM4z5pyuKsMHcMI9p8oy7dlvOPxNV1fJb7261h2opgbPMxwLSabdkfeNOW096dlWeEmcwmegdmdFaYZtvKQZ9h8t7onDC9IiUYSb/SD0vyGDM7L0zLyiTA9M8No1YwygYYf16Ya4LpBZicYYw/G4x8XDCxva5g/JBgzjaP6elkWDwimFb0CGB45tuz0eOCESuY+MwwLsoeC8ywnMesYUbnguF7T/V8lJVjjJUlzPmuiwwz32wFE50RJvLj3niUVfMYguF5zPC8MLT4ljC9M8Lc+UFvnGdh5pvZ5Jv/UBTnnPkW/mejzDYM7RKc6Ucke3kJk3XdR81/V/zNOWF0asz/ZNvVBG+4GNoz7Sv5QqR3Q9q7vknLK/DDnQnOCKPmpkkwfYJ5LrPp8NuPzwRjhO9mSeYEGX3uuz7Sz9UZ95VMMgr7Sv2EvjNZxFlLnAmGlw6rJvyEpJ6HW4H5cx7BcyI2Vw2bZNJbIXVSpFF86bfVf7u60lxFlm/v4CRtoDT9pAxUEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgihD9yc/hu87gtsLVmEKpR3yaFPOSHDr5r+k35SfrD80P3lw9zx4z4M47tR+CXz3khf0JdJ/r/31dvthSr2heS/xtDXKj+ipcwmTxtm+JpVaVSslhi3grGBxDyEMVOfSW9i/toicQ36VUdPG6bYwKg9GJNuYGhVsqpalfaWmPncd6WfL/hrs9je0lI2nTxtGO0XbwfDK0x6DGZhfFf56dzr1GeRbaeFH+mnDWPSWQXjDsCoHRjjj8FMDbPmc1+kfnBnbGroD18KjH0jzPJ1MLQ05cZnqZcTY9UlwOS0hgykT8xhmFcbGH8UZmQ6SYD5r6lXk7ljmKe+Kqlxkfa/SmykI63urBq6F17TRkgN6OG2Gu6lFYVRn6i5j12qS5g/78HYDm2E+iZ9TgvOZcBYNdbpfTc2E6umydB2nuvP6Tdeq3uCab/Qny8zbdXv5ND+lUkzFSZ9QpJkXA7NFUy7UcL4ACONH06eOsy9Se97o7m2ad6fWHv74mOZ92kVo3mavjW3YjExTonkzrzQ6bdS0Crjbq5+Gy9HegOT27agkcp0btcwxfRpwzh5b1M5mE5NOx3kE2tssyUHNHUNMMa25WxOMEk8MeY2bcm4T5jt6yifTrZg+jalYXdgA8x0wjA6fuL7BFJapUoYOZ0vl7bZkXJSwtCGt61yhpH9ydy0Oy0pGaYj49Gs2NrsEIxWBNM2axjzxHcJfKIcw9AoQTB6aUQzlXJOsxqaqsVL4iphRpMFK10zjPEyGc22B9e+VbSzUMHkAcZeAMx1gCGQiZ7rFcx16nOaw9AKVsFMaRVKXQlD72diF8YxzJcMMy5hnvqq9JHy1+kKxizmtBJJqb27CjDdFcx0C2ZOMNOscQDmJcPcB5j5E9+J9P+Q+mclTIdgvljB+CtaJ4jnKEzud2FohjMwX/AmXAaY6d0Th/lz6r/yKxj797swtn0YRj6A4dmzpHnMH3lLpUqY7InD0Pf/j3swc+//d4ah8TbAtORsQluqtlrBJIdhCprmuDTMfPPi6cMM/WqrZP/Huf/nVCYrmDl9tB9gcoJpH4XhAxSS9pUYxvoA09+a5jzRQ3gBZkoEydQlJm2WML0AU22uGaZwBPMvDKMZZmR3YHj3Mte8w7m8EBjapRkRzIRXmikNDophpvzBBzDambb89jDM1PBxrhJm4ZdOad5xevIwM4KZG/vFYOalub7lPYQA0/OaYIak05LjiW6bjiwneB2CmSy3Zr5TnhGGI3j8txkbYJ74GLPgh5KMzNzGo7GXVhBMPuPFhWDM5x+rIms/fybvJ0aYjiAY+miLYIrG1iOfz8OaOOGFKROGdhCe/GGHAOOiro1cMrn3ygl62JMBa/mGt7/9RGrR/ij5SA1tw6SiJft33og4GeloaxAxUyN8TFt07ZOusLQL+fRheA5fHpq7p/1A5aOCLCTDOJHaq+fSNNwz1U3vXGxk18XxnbfiWXRn4i0Y+3em4ROdM4wQ7kuv08n0QmDeqmm5GROtKLPJ1qrkEto1kpafcJOi4SOfKRM/fZjBO3318vWf/m5t9fRh7t91UKpJhXynL5/WB0a905fn9YF5tynqoDYwc48QQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQggh9HhbzGCw6c4lK49Rn9+alN+61Fv+1bp0/aV289ud319mQyd3YXRaPXAdmEwlQEDlZ7z7L9sw9nZNNKD/1E+XAjNxagUzzasl5qfwwA2/t7QbmMrIfbYD8yI1sw2MnG4zVV9GH/vRST+rPvhUYNLxDowtYXy5Ki1XqxJ9eIXxP7DOep1qpvbvt2DybZh/Kv/IyPvZfw8wydOBmR+AoUfwcwXzag2zWUp623+eYFyyBTPehvlvthzV6f9Kevrrx08IZvVwBxuY6YqiXIVCP29g+g9g/FGY3nIFowlm/HRgpiOvrW9oaUUnslGulS9sJx7yQ50HGB008vAwVzDjhzD3WzB+GyZ/tYIx6dOCWXhj3e303vy2/QczygsSat/+reh+lOTddsMXcda+vY6KKKMPZG3h9TMh0liLhnExLQV+4rvNhkuc4lE7oe2Y7G/D/OhXMD+XZE8Jxtjb2b1rfracT/NxYm/at9M8GyXjq6agleub5q2dZI0sSvKv6AOLrz8SrT9oIYz9o59K/1X6u7awsWjMvS+STGXX0XSp1dDrqCuLjrjxRvruYjH9UyLSyMnv5ZOBsV9aWmJc6zMzneaDgW02CWYyHXxLv6Hh5Lr1xXKu55Npn6Sa6fT7RF4ZbW6MmfrxwF+3mu2bl6Muw+SDr+W3Vy+ny2ly44tGV5LkjV/0/e8W80kWi9anJsmSJwUz8Y6+a4LpJrbDMPTbb1ttmsgk162/J5c5fWB83Wyn07GUf2nmtm2WUz/Inbpqt9tfTPM5wQwG8r519XKyyL9uqtmoP2hd2Vta6NyXi/n8h+TZ1e0iHz2Ricx07t0XvqC36lO7gklHAUZZgpHftv5uYQLM18oSjFfyE8Ew8wXDpAzzvBFg7gfyW3X1Yr4Yf91Wvj8YK2kMw/wXhpHy6nY6ysdPB+av/W+1qmDuPcNEDNNiGCdNKylhpt8yjE4JZsIwE5IoYTprGPV1eqUJxglFy8/36n4eYBTBOCW/MrPZ+AnB/N7dmKSCGTCM/Y8EM20p+nFb9adWvA1jJMH4NYwNML/3AUZ+TTAyW84GVqReDv6sBlNa6GKfEIxVcqBn/gnB+Njeuh0YM2GYToBJv2797TzALFqSYGzyEKazC3MtDMGktKwxzIj+itj3GCaVg+4TgpkwjPGDavDt/0gwS4bRHXVjaD/yuvnHEmbekt+0aZJbwdxOfqYx5gDMCzvuM4ximNz4ee6HBGNoEbqZPhmYRQmTE8zNkmB6Y4J5WcJIgtG+1XxZwug0wAwIxgWYZblVIphPlwEmGRBN84VN+mGHk2EGPMb4gmA0ud0STP5EdpSGtJW1LwLMl5NJPkxs8/blZEYO7hnBTF5dN1/oJcOYNKHN9ex7gmkzDFEMxuXm+sVytbn+unWjrcz/b6UMw9wnxs9yrwlm7uU3t9Of8icCoxs0UlgR3btP2n+tBe8S3Ny+yP44osFB3Bo/Wlxd3ZqXAcYLnsd8T5td2lzf3uoJw9DchmC+WMF8SzBOjb5vKb2krdK1/CeCcYZgpj/x5nr2VGDMf/T+ByuEcg0Xm8aQ9ybNC/H58G7pu+Y2zSIhbtq/nxSjofHd25t08vX19XVjYm5vTexp6/6sc0NyUW6Kke/HA/mMYbJnIp0s+wPZUjd+1nft6XySzwhG508Fxq5+49Kw00cbkcjQEjKkEWRobtIi6otPruNJIQgm08/T4vrqSkZDfft5M/GF8l0vrho27hnxtz6L/qzEjWipQgraJejLr5utGz9tuJuJyeL4WfPz50nefyI7S1swuwe5lw+/Yuk3By35k07yMeAhefad7Fk1op3Igva1RSfV6o5gCkW747TT9D+7RmGei7jb/vhW5v+QPHGYxT7MGzZwe6upn4TDWzOa4tGSOZi6Jh+deGow6leHOdL4acHYhzDRw6/463rCGLUr5OKHXxG/4W942+eT5FNdYuSR7//XGhuUv7DuPUIIIYQQQgghhBBCCCGEEEIIIYQQQqdpfb7TuiVQuG7j4RluZutctulTuv79V80J8fBcQas2GBMva3APioNrUmwfwji5OSdOO+WNENIXokH/fSSEqgmMlrt3DeDIYe12SxBdWqgs6VihiqguS0yhjsHch9VK0HqUya73DRM7kRZxXWCylO+n8WA8VmsYJ/hrFH1Vg1Y54XVSF5iu31zgsP5YGG3lFgwtVw3XqBWMOHBCepaGIXgLhkaiusE0DsGE0UWuPk8wJvHMUiMY1zh2CcPWjJhg4trB0Ob3lZ8f2o4DhkfbLOGpCq1AsRr6IiWqYhuGtkg1gymnvb+RxccNr2nOQnO4O57HCJ+JTEarMaamMO5ZQtN+P6GFhLZCPXeV0LxOCMYqJ3h1hbEyNlGWjmijTI+9b1uxaapCmt+KcpeAYBp121wHGKNiE2fpnZE84RuYTqQ7UivTyFJt6wyjVWSSLO1WMJphEoIhrIKnMyVMvXYJNjBFBZPeF52ocDHBENZwA0Ob7JrChFUpS2WRxtkGJlnBFIkXQtQKpihhRgxTKFWkg6wTYIotGD5EVTsY0WCEGW+VihbB+DXMXQnDA2/D125VqmB8xjDXKe1cZ6KC6YoVTMPXEEb5APMJwWjArPeuVzD2hmE+DjCpr1alcl+p3jDmNsD4AzBhl6C2MAVvlUwDMA9hMoahDTO9Cxg+5vtTIV+tJ3hEUEg+IhNgVLeCiWsH0039TCcLhmlswaifihIm9etjvvWCyZTPdTxdw7jYF8mikLMVzI/hWYL6wdDi0edbqhGMKEoYctJJXkiGydR49fRJzWB04qQRiaYdxvK8B4Jp9HU00P8hwCSD8gk3VzcY26CZnZBF0lXdT0oYdhJS/zvau1YFP4+dySxdwdTmuWvf5Z1DlUUiydr8qAfeisQIZRqasDSf9tFNRNiuO+Hr86Q+nwfiM88wRXjViHtySp1IbVTEgtYy2iwJEYej4ny2Q21OA9lJlTBD7+9oFGYs3snU5YlDSXniUOqR95uXoCkKhvkNYBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIofeues1dCYkHZZJvjGeljvkmTtn6hVRrX1cWBDPnk8RH3n+Vzgcw2YLhFy1nmGs1zWESEimvSn2G6dOAI/MpTMLYm4abbyZ8p9KY3rvP50DZwDjpf/D+7+i3gwFgSphwu1baZg+8ywGzBRMzDP3/ztsSRgMlwDRYxaQ8COfe+EFigBJgxApGLRmmD5iqgjfXRqRavmKYHDBVRhGMFsomC8BsZwMM7SElM8Dsw9BWe5ADZnciwzA09c3HgNlpDXOPrdIRmBHmMQdhuiI16SDBzLdKbcFgl2Br8FWGYaTPPXYid487EIwhmEEJg+MxZUsbYFLp7wkGR/A2ewQv+Ab0ttOSyueFUwowFUyDYVyzI1KCSXEwfA0ThxvQC36NC4L5Rzx9st5VCr/c8YvsEMzQGwmUfSUQAAYwv0aY2x0JUxiEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQo8mG8PgYFkEg0M5AZhDFUIkGyR4bMFsDTF2BJANTLoF0wPIKh0WmB+q9zDcPOgHbLlfC2PKcdgCxPt/U/swBiyEsA2jZfmL9wpbpUAgd2AK72TtYcLW2qptJT/0ywFgDsD0/LwPmLAZqiZ5Wflr7Ce1h3FiezPUDTAu8dPaw9gAM99efLyRPq89jGnw20n1XqPcNinfr/3gq1/y2+kOTJH6BDBhYcl39iEzmtckdYeZhIWl/5OvNkc87DS8u679BG8UDk0l0zVM7k3kXbMOMO7hfs+rbZiw+ZHlkTvaTtPkjmDszWXvK+kwmK6mtasdovXGmZv1A12+2k7riJcb8yK97B1Eocqt73p5qHaFthqEie9gtQ9ZEEzizecXPkkJQ8VqiVkvOZPtr2Etk8rVrlIW8Z61ufBDnCZNtmHSYzC6OtxAu0pyyl+v40uH6W/BrI/L7cAwySST1a6SlT0GLOSlw/S2YJYHYMaWCTKhql0lI2nkLTpC1R1mEI5hZuVzSzSzKzqxnxdC+DrB+EMw4ZBvV6x2KO9s4qeFaFw8TN8kXqgi/UaaWKtp39/x418OaUexX8LwstIoZzYmcg2ayoyKqHf5MEVkheq2PkmKOJP/a+RopdGNSZe04jWMi8tlSMemoVPfn/r+xcPE+cQY1boS8TgfDETDtpWfDbs3nZYsYTSva0m5R1AkWaOgj9UAppOMi6VttZKoN54N8uHc0IAznmjTSZNyVSpXohKmK0WDZsU0lbn0ozHmEznQc9tKk3jEMCNtaFo7mMxtOy33DwblSlQuId0rQaOLU1N/6UdjjFADvbBNkSST3N8zDD3mACN2YBK/CBun5E8xze8mF/90G42sif4jw8gJrSP9XGsykNswowqGfxW0/UoYxqoawBiCoV2gSZGauIKZz+1ttd80CCsRLSEMEzd4N9Kkc5PWB2au1byfz/dgkmq/e8bLzcAXvEulawVjk7w/2oP5Oqm+rioc4tTa1wFmWsK4eFDBJHPeKpVf8VUYZvXuEmL+UAOYvpnYpvpRzn0/2YH5MXzFx2GYfbCEmEZdYOSYJm257I9oJZEljBqXBxrSvQM0NOREdYAhhVZCMPczhuGDmH3eXMsKxvvxauK7zsU1gMkXuq2i+2Q2WMP0CKYT34dp/zAcDc99zTLKD6fmedKVcZ7nAzHStkUfyv5glZD9aifphxrCFNIXf2dE0lVRMhp07+6KzlXqM/G5kV21tQc9rhtMlnidWJFmXshMDUciUzSoFI3ihcy296BrB7NJrp4jyKHxAAYBBjC/QgkIAPMuOVyHdDhcoIUQQgghhBBCCCGEEEIIIYTeqe9AwK3PS3WivLOQlztnlfUBI8o7C/mkekrSJT4TndgXQtZSZv1cfs+Xlzk+W8FIvow/9kZGdYcpVxtZrT1O8eVvfW/SDDChaoyxKV8wyTBFCphtmHCJ7YDe6HrD9I/ClDchBcxmc13B2FpulhKTzIe+G2BsvJz4QV7Q75OpkQEmYZibGq5MyaQ/FHx1PsHoqOh2krzoCJNMi5hhvopN6q6f13BlSvJR93m7rRhmOslEM8mn9raTzPIR33WnOyKYT0QtYaaFaXcUb5Wmc91UMs+NVXx5JM9jegxzLdJawkwCTFfEBGMJRhorkzHDtGV/yjB1HH1LGLcF82c1dzIOMELVGMb35mGqQmPMT8MAkxJM/57vA/jS1xjGRnObZgHGNRgm83Of9O9dFC6YrC+MnhLMswBjXwaYdOKTkdKjALOoLcyUYDqtADOfa6fk/1XCTNcwtlXTwXdueavUD5trhlEEM1V5CTOvLQxN62hCF2BGAebPsvDyX9NBCTOxgOFbgRBMnmgviy0Y06khzEzuw/S1V3oLRtfx1TxGsj+amNtyX2k04a1Sf2Q6Svt+BWP4vkvzGsJk4g/mVsS8rzTpPmeYoW2mhmbCaQXTc1LXDiZTxV9lL64+ip1wjeL557fXSS/rfOKXPvubVEsfZVrELqkfTOH1JHuhrqUTbaFfZM8//otGlgqCKSY+S1yjmwll4vrBHA6vEIQQQgghhBBC6LH3/wOPuLb6CmVuZHN0cmVhbQ1lbmRvYmoNMjMgMCBvYmoNPDwvQml0c1BlckNvbXBvbmVudCAxL0ZpbHRlci9GbGF0ZURlY29kZS9IZWlnaHQgMjE1Ni9JbWFnZU1hc2sgdHJ1ZS9MZW5ndGggMTUxNDMvU3VidHlwZS9JbWFnZS9UeXBlL1hPYmplY3QvV2lkdGggMTY4MD4+DXN0cmVhbQp42u29T2/kyJmvGzk0ml4UKnwxmzqAoGhgFmfbvmcj4+hmeDCLWd6v0EYD926rMYsj4+bNSDkHzVkYzVl6YVgfxczhoLkxrO3dmTSBo6WDRwuH0GHGfd8gM5VSSfVnSt1Oan5PV1dJqZTEh4x4441gMCIEMFluwtUzM3Kh2n18PlWJWhj6Xw+feJ3uvjALQdBnq1kQ2y8TvX70J10HdRBGng63IKvheI/l7tATsqH/xawX4vZQnRC7t2xFi+HLXa98cghKbLQ9kP4FH1wfTen6WDZSwc723r4Su8+K0ageHK3XB2KkQrEta328Gj4a0WGSCr9i94+zON5e0FCPRnYwcmfayQMxWqV3CtJgpEYjfc9IbS/NG0bCOHV4RiZGPP5L8zHGanbPqFYPG3lhrD4Qo3/dGa3YyEYjMxitdHB3jax8zChYcwhGn8nw2c6oCDujsRy9aeTSh4362fCdf3VO9o2GI+W//sIpxMrcsFF61yh51Kg7CKNXaX/PaLVLih408o8YheRwjF7TITdhPB4ZduGZdLoHjGaPGB0KR6l/nbpkxaHbCuHFXPxAKMGJwE2hrh82aqLRXB2mUeItGQlNjSkZOXEqPhH6vB6M2geMhE2KOl3p+iTlvFDYF0kgzUIkQh+MkafczR+ndjGzZ6ciFaa0bFSrqzeNeuGT1Vla6PrTZDCixMgKQ0argzA6njk2+lw5nXR+RtnZipqlajCSFR2kvW/Uz8RZWuuaU7z68xld2VC/1iuRFAdidGPTXlhlzax1Sb2MRpdvNRKD0Sdco9yMCqEpnMpsWh+EkZp1ZDSzqjbnrUvrORkVOo9GNr18m5EiIzoJbHLuZV4fipG4JqMkGl3RwSk2Uluj/GGj2rGRFiHQt1hZq2gka3UYRu1gVJhz6urU0qxCrVQ0csnFw0bXft+I3jzz6cVeEvtXRa++2BqxCh3+zqhziXo4MoSdEZ2E0egPFP0OxOj/vjWizHpGRlbqaOTfw4i+ZTAKq0MxKtI9I009CDJ6ORoJ/VB7NBipPaNjNhLmUIzkrdFKU79tFdzbjLzokz2jlR6MksM0Eoa64WT0AxON+g8x6qmdPQwjqtqp3xlRn3bFXb3RyKz0+o1M9Y4RvzUaUWp3KEZqZ0SnmQ55FTvYbBSoUulz+zaj/gCN7M7onA7qqiYj7mDvjGb3jZK7RmGMDNS3PYycQVs9GNVs5K/svtHqASM3Gg3R2/NbY/Q+RKOZS/yV2zc6f8govWNEnZHByKbXB2LkzGBEubdLXevV6ioke0bnd/qo1PzcMXLRiDJVSu8Ow6hXOyNNWbRt7hiVDxjVMhoVQz2i/u9QYClNPQwjT0Z1NHLztJZF7fTqH0MajeyDRpQ1sNFqNJKWcm+z8ZK68Adh5KQPdeKTWvojSV3smrrXKRnxDYc6XFHztLkTkwspjOdxBUFqghPV2soiUI+v0OuDMKpnnjpwn4mC2nwVjbhVyeIdmJW68kLWYn/sl++2OB7hp5aYb1MUQtj0PPbKT5PiENojO+sHI8qdTS1mV+fB6pBHI6GurJg5sX9JhUh5mCSIz1PxIt5NE3ZF1U5oIZLVgY1zPcZ+8PZCxBH+sLLpajCadVRCPd/cTEQang9ZAAAAAAAAAAAAAAAAAAAAAAD8NTgPwamQDs/tPMxV8Cb+Mw1ECK30SfgX8/DXXRKy+LhVfHSWn5948IHS6zc++GvRn5pQZe4mHOmH31DP6AJGo3Q04if+tvDsFc/fWW5fad/8EWl8cNZtT5HhT934+GDX6/z++7dPHd8MJy8WkDB8dPnuE+YXOmSVc/38EaO1M+M1ysYD93vvdKpP4+fr7StvPk/qxSkbbZ8nK0TPj3Wa4QXr9PYedb29884vrOIDRfxw4fDLh4/msnm3EZ2GvO3cUquH30AHXA2nqRr/93vlk66Xir+xffwaOR+N6vFTWYxG8QVrb43SdHtNQ1D01+YBo807jVyv2MgvzMOTLXrZq+q2MOR7xWc00m4U6c3DRlSw9kpdr20/lDo3fnFrdNXL3S+Kr3ZDqYtG40fvcY34x8um8aePGdGX94wuYvHe/3Kvb0YR/4jRddg38iZ+8JfxhW9v48zVtoJWXLKrndF4IoYL/O7IYMNgdPKIkb9r9Nv7RrI3336QkRsiwu6F24O+3FZQNjJXH2OkurY/MfnDRjqk1d0QdAc51qp2LB0PGDV3jLpHjf7gnsqoV/btRt+k3hSmTtt1mFmVWV1lzfbhXvqSM5ZFcme6R4x++15Gu+eFY6n783/UqA5yNHp4og+dt+zfE2te6W/S9cx/TkaF+irhOcd9SvlG5nlOoQxtPytkYY5UWwtqYa4y31Iq0r8egtyx6qVz8TI242PsIXvY6CquguHV1ugq53PSjG9T72tUvtWoEG55qi7S1WvnznSevxRkRBGZrhQ1VyGXORn52spfn76Sg9FXSV3WabCfm3igRzJOBq1qFa/hcdK5XpzVC1kOsc7VJh5LurFlQeeOq6+jNx0L/VXqjDCr+WfzxC2M4hb2sWTgnlF43Kis/WIpdVZb6xY6V/m6PlsuZcjZ6CYoeZGH9saemflxItvG6YsgZvW6KoP9Kf1yq4JI29J5VV3m3Eb3Kulqf3YmlrLd9PP4ACcf5IbOUb3O1b8nvP5Ft6FWUhyLpF6e6vn8U7Umb0UtufuRfHs9erdRZf0ivNRV66xbqguVZ43j9ouNNl1Q+cVloEb6bGmkzNorNipq90VFBYxXtHApBZeqoZbvMs8Go3VHP/LsVMurIQuycZ2IMmSdTS7yzYbTzbbuul6p88Yt53M9l6q8ofaI2700fT+j/HEj5xciGjm3lGxELfJiNLomo5yMrqORqtrcax1KumL0ZT+X8flzNRhdKDb6/45Vee28P1vqfDSiExWzHzIyKq9qXpTgynZXvZZV55fzYz3XeXntByOZfbzRYiFeGDIKtZH6tykbicGoISP+DVR9zug1MlLRyJ2F3FIQ5gIiTDQKo1E9V2Xr/PKMqtDWyKgYyMiITlBleQpzVXeX9EU2Wt41UtU7oze3R+8wMj4arcjIRSOqymxUt8HL862RUtUfTa9MNJJsxD+10Kq62rgg1QUb0eFT0fTakdHlaMRhuR+MLqKRlYXoLrZGStJHTfu+RkF2rX9Le7RnRCHxE91kZHTGRvTj7VWoKWqHtg1Ut6h41TocUwdl38iSaEjoqLVPB6OGjCQZVRedvzWi6NlRSiEr7mpQu96pwchYlbDR1daofXde1z6eBWnKgnZGJPKVqfJ9oypUOVnsG728Z+TIyH3hQqa7jBNqMrp0fUJG5b6R5/bAhS5no5BUdCZGo2/UOX1k38+IfmygiEulSL3DaIgMZJTfMfo/Q55TW7oz+qMKL8Jdo56qV0dF9hvTZtzpobTrkgow/er2jpGORtVgtI5GJhp9rWqKIvby/YyWeuxNqMdzb4p15ndD9DZFUIPRn6KRk/Q51YC2GY1aGX551+gqcMAgo38z2WhkyaigyNDsG1FCwfEjZ6O/hJJKXT4aHStLkcG9n5Fno5LasseNFBvp37NRR0b9EL31ZTTyFCrzwEb92cJc0qHz87Vk5O4aVdFIjkZOuWDZSG+NVMwtYkQcjNqq77LBaDlX/piM/vB+Rosl/bq39Mq5x0dG8ms1GNWjEXlEIwqVOR1Ua8lIsdGaqko0Srt7RnWg6G23Rp6MrB6zIDaqw/UdI9+Vg9GCzjoZeTUa6fbtIyeUXOW+ezRZyqgC0WlKjykdcNaapqf2h36LpFh7x2h5xq1v1ZZbo4yNFBup+0YUum/ISFmzZ9TsGfnQlr5rtkbzu0Zvjd7hlZeNesvoVmlNSQ2B0GK2sfZz6ha/lFSB55S3rM/5x/fHKV2vxgr3f1F7lFGFot9aUsNCiSwZXdCno1HDRs7sG1GspUaJjLhVpuvCRpQmkNFVfUOpkqHy4BbzuSGjXrNR906jNeX51DEIjw1J1LNQUCdoZVZ/v6rPBCW/4ny9sXpcYo1CpRB0vQo/c6mYk5E1bNTYUJYUvrTknoCqytVn1DuQgl5iI+McGzlejozCBaVuMqxDVRaUw8wqarVNZWfkMhid/O+cMwxGNdWj/O1K4fLtg0UpP7JEIa64XNWnR/o6nP9itvpcr0yofxa7N6uEF75aJl6uztLZyirqfm7K2tRZ8EfUzNWnS7kuxGtzHVaCH5/r6efZs4VdRCOVrYOjt3Bax+8SMwpzXkqb1O5Iy6ym8vDJMWW1PfUt04aNLj7KaBzueGOAcLMbN65CfLwn7XXh02RlNb1cpLWmVsoLCoO18Omsri2djNWMl/zzdM3rk1l9QkbF6ct0zQ/P0EkRaf2l1edrfnRGKCeLsxcvX86Kz4/FS3E2T4KxR8mq5uXb3mF08YFG76TaDbHS910Mp+B2uIUzAY6xt12CNT+yxX1BxYOSVRxBseZOf7XcDXNYfiL3HUb63cfoPsjocvfr3+9MXH/Iz/dvW8jx/X+r+6Cx9PyvbPQ+w/0nH/Jufmrzg4zaDzljN09i5H/4Ie/mBzA/yCj7EKPrp7lGyXdqpD6k1F1xqvnxfNAjlTxSNdv1gN+voH5I5HkSow+CR1Znt1XqfU/Ce+O+d6PvnIsAADgILp+PihNxbYMHR5pvhtbbT9qI+n/9bnXserhxau9lqdltK9jHARF+Wzd2KK783bta7dsCtP4uisoND+jtXaMk9LdLAA9G+80jfzG5a7SKk1KaoY8YWrfcJiArkYb7gwE3+0nKLjmot6um50+RALBRf3sDcB36XUpkx2u03+Anw9dvjbzaGsWF+Nt6ZyQeMHIPGhWjUf8UC1xcO6PHuReR87i0+XbMXP/hfnfwfJg2dGvkTDkadfeukeZpBc37GFX9E16jN41u1123Q3m/ZzSkXXrbP7ah5W+/3hntBm+1vHqjHg0/qx8OfddtuNzO3cifJDSYO52C1TuMVvcTyWa3HHN3r4MfjR5Mwu9Hz4ttDv9kRnvH/K93jdQ7jdpHjYz88yNJ+JtG5mmNEptWXt2UXLd/Zf6XdGaIrnYo6feM/tddo3IXv+4bPdTrGhYgeqNLa8OTGjlRp6lNm3Ne7e5X+o+ylq0seHGn/mRmpRcLwXf5Qstz7P7V/FFZfRW7pTzST73Zb+8avbUf+bs3W7go+sRG1i3Tar0SfBvsV/p/ykr+jfzlrM06ezJrUlecCflDOpJfcNP7K/M/Va2+eqkK9VV6zjcieWyO51LN7MzxLeU4A3IzGFnV3tTW5OVNVhvev4OMRJ/UMrfyes3vvI4xf9OrtKO3fC2fxMg6Z7KqrN3ZwoRf629knq3kcVJVnZ+rKuvqs/6Y5wSuopH+RuVS/FDlL3+QCBeN7FK2566xwqty7Thu1XHHARlquW5Wn6ts02RfaUFGv1a+cD8rXso2W8+4RpZxvLbs5XqTfq1/mTyJUReN2tFI/Z6MipdaZtEoK1v7c8/D1qHg6ci/1r9X/HWl8vPi9XCNrJFXTdfZs6W6XDs+ziLOMZEhz5LiRKisKVKlFL31N8q5zrpeVlXx2sd3DkmYbPktq9mTGeVV27gzz0ZfkxE1mjIfjSr3/7gFG5Uceunr6iIrexVnpizZSCxMTkY3NTVFl+VwO+9ERSP6dutJpbF0uLwrzlzdeDIK9NMby+1R7QZ32db0lqx+mlhnyehPZeP+X/r4N+o3o9FlNMrJKFierxFKF41+Q0bVPaPskowab+jtg5Efjcqy85qMuqAU363Xkoz4jmdONY6NGk44ejbiaXq5fRqjFRn1SeMMRbTfyGPZp2wUUjYKSeboREYjboh/I0cjLbdGG89Glg7OyNGo6wcjkZCRGYwkv6apabjeN2qjkXpao/4VGTk2ekENERnZtOzpV0cjz0ZNbGSi0YWk19Kq135nRCbVZeM0/ZtfPGiU8507Scfe65RKWc23zpM9Ix9nKPCtsKcxcmdk1FKpW56SUTqXbUX1RHax1HUVGZV3jTq6RrrJ94zKi8ZL+jfTo1FMNviq7IwsN9xkRImwICO/NeK/HBu1FOufyMjGyEBGC4p1F1/NKQ6V4aVqSzYq2SjbM/pqrq7YqLpn1KdvN6rYyIu0T/oTMurKfSMTjSqVuyeMdeUQ6y6KJcVtXi6yikYZG6X7RhSi2SgfjdZs1KomnLPZaGTfNMql5YSOUi3H9ajdN6KvsFH+VEYNG2V7RpKMBDX0MdaxEZ3ey61RsVRyP9aVbNToLhRs9riR4snpNzxZLca66gEj9XRGZ7dGedFHozhTJUbv0vXK61sjkiGj4ztGlows/VubO0ZB/Znao2hEoaZkoybYO9E7GjXhz7Kkj56mHlnT2LP/kVOi4s4or8sbMqIWlI1sNNq4hfqdyrk94sS/uWfURCPTXbvRiMNcbDy53bzaM1pz/WqC+9nOSI1GZbjKB6PuSYzq4sV/zbNf/MydvU6jUUot7CxkKzbK1ht7on//yRHPe+RuRpyTsmdk7xiFnZFmo5SNKP2IRtk19XTrb/3P7NmtUcMXfs1GDb3lSYxqZcVRmhaCjERKQaiXK5H01IEQtdezlajFK/17caTCpqM06KIlI0H16OXYHlGp9ZrCyzXnDF00yiln4ImpaTivolG16fpjKa+pe1jf+KY+uZLZmoyO6RLHx4lCla8bekv+FM9rraR7NedZBavPj15Qg3ptZ0UhqG0sflqcyaQQVpwIKU4lVX0ySq+9XM2ovRKzwYjybZ5m0tiu5kn7paWOwWiUhEJGo3Jlw4tkMDq7scWrf5SZIPdjSY03PxUQ8q9mTf9ilrVPMwrpeRzkehjKyAPlQ5Xoxaxpi9cyq1snnFAFNYxF4nh1XJtsylmfnpfn9dkrGXqR8Eyt4nVSvFZdOK+Xkldj5XEvXvGc3jRPi89qMxPUm9iE+uRL++rkZUrny56+THlBW90LKhFNEWbr8rtbIdSb7o3hzt0CuFcV5f9VOLeO584Vyqm/BHeWktG3QdTzlK3p5LhZsFoUr18k9XVh1l+T0SrUrxJ3sjxKmqaooxGP9rHR1Spk+Xe4t5x/Y8Oti9tH+d45Yvbeu3VdhSZ8T7g3Dkq9v9Gf39uo+h6NzL2o0+v3N7p6b6P8ezSS1f2K9f5Gl++9j5/6/oy8eHNU5r2N1PsaUVD43ox6od547QM2AX7/9Ox7M3poEqj4gETEvO87i4ncOXz/HdVWAQAAvqfm1MSG/obbxuvJ2/TCDDdHJTVBvXwjMaC+y1LzoIm6MzHl5m56Fm+K6QNROh/aQz8anb+RDokf6bCJsxSi0bAQxjYpcEKcmZB1PAJ8L8vQD+ROu/UBhokrOuzuyaqnMyrHW6ecBtNB3c8V/Mn81R2jQuw39WT0ORmdv2m0vaFPZWC7SXAZb8OuNHVt467UcR8m5/5C5cN/J0bdXi78291Z9frXmmcpbI2aWEa31+jGLfkabR4wGq5Rfxo7s5EkdoOFDivpX9NJaXlU4dr/PM5ceVqjsDXaZY67OnETjQbpOA+pibewtkbXbnkSB/nM/Wna4xwJHkIZN9vuk/BSxosmUueMCBX/xqv+x/ydfx2jIVmOp/PWyJDRfg9P36syPKQ3zp3iezgxFKnEeWNDFR8MCQnPWfmujfbOt9f+rlEsXVuFPz9qdHNrdHX7qyRHgl6vKZSMRpch8U8dGaTjc37HyL+vEd9+etjo21uj9tYoj0aGl22wobRxRCZ7aiM/c7UpdF58WQRlZ1aYcyr536hzyvTTaHRiqHBddO9ldP+hBzdXu/kXgxHFkMBDwmTU3ao8pZFrnNC/UfmG5yO0s1qcfhps8oNj0YvFLBp9qkpnVKGGWNcfC5d2m7FnQ0avAz8PX1AbXMRFoHRQp0b6nh97Dn6ud72lkq9I3IKSjJQNm2Z42Jy/oj7sEai3GnXWvVJK5pU9WarqvLVn1vi5ODpbuDMbjYRM3EJdHKdDZHglviy7Vf/KjEY/XcrOaXGiwopqR1LL4sVnR6nzr+fpefBHejd0WcaHQjjwlS0b1fFx3n7mtTCqlk9pNH9JRheWLkS+ubJ0eL1evVos/Gu+0aj9i5SvkVKj0Yn4orFisdCjk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c895e41bf0cdd659cdfa654caf1f8e05a25070ad1872d7d07d8e888d39eb4b13FractalI.pdf2026-07-01T23:06:21+02:0019a87032251e7861f3a8ec5ad9fb83f104b66e5709191d769c0e9cf6b09a1529d