Nejprve uvedme rozhodnutí MV ČR (bod 7 žádosti, strana 4), kdy je onen doporučený policejní postup měření obsahu THC v cannabis údajně pouze interní informací policie a není ji potřeba vydat veřejnosti, dále následuje instruktážní obrázek, který věc fakticky vysvětlí, dále následuje dvojí odlišné rozhodnutí policie a soudu k měření obsahu THC v cannabis a důkazu neexistence právně závazné normy měření.
Policie České republiky – KŘP Jihomoravského kraje
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w2YU30arRrrieY7NJRiX70wfj5vqosAHBPuIZexI4d1Y4C5hpB/0U79wMqP8ScgKv8/BZDjfsJegAABFxD51H9jKH6yU36VfQW3Z/9+D8fWmliBHMernpf3uol/c6mgY4KAH4IrqEz+ASqoe3zxsN2fjXU9VnN6Upqnky8w9IWzdRgDok5o4k3gie8VZUUlflsaltF0Z5jCo3P1NtQwYeyS02+YTOI1LoRuxoAAM6BO+gM4vvj70P6vhEm8XM0ie8b33+U1I3rEOfr3CeGdHQni2k93WprqXOJ+3rSr3PKm8/d7CpX+rlQKKZV5QUAOAfuoDMQ75vqSTMk3qaprX69xQliqIrlv8CcyeYbfdHzd7a7nRuKSiqFQ4Hm9Ayp7TqcyE67XUltaDcCABwE19BJfP7l72Gclg45L8I4R7wOdejKPNWgETM/gRgo9VApNKOProW2EktTJVgFEombUoUe7V8kWGk2E/x7XokR4VKf3VUAALgErqEL2L5j4lDzQXzV78sm1rd+t1Xm4uVqvsO6L9rR1+rQq1S/j5tYei22VkKAyELgJ25KTT04/rc56iyGsot1a56PKhzaBgAA58A1dAbVeyK+CcSrMU4TttpnGle/9r7yzVchXnU60MSQE3r3oGa5NGLh0kBD20bvIrEfqizSvaepTOJzswJ6CADgEriGzmDixdB9g5qv1ZXP3/ptJ96CaWp6tElnbsgJLYofk5p4l5tDUVUUILxNB638TziM6XTXOk6Iz7WSVHwqBgDgfLiGTuKzoRoSz6vR5okOl35N/QjzqKd6mX1qUgGVNi07jT4UtKsn+vkU73IhNdXZFPCTLcSQ5+5X7b9bFqFBJ5hOEA+j2/g8DqVpAgCcA1cPwA8w1yVoK9FgdUe7z00l2mfVw0VbOioAuByuHgC4BrMbAwD4CbjOAOAaaKcA4ElwowHABdBOAcDD4FIDAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFaho3ojn4zu/MVwV5kvcm30u8m4Ldvi/H0+rmi77+chqaN5DR12Ee4Om/AIAenmOVMAPAY2x+uYuNAvbIkuv8S5QH+CB3RUix6681f6qr+Oyjc5iPVcKrffrLDx6x2K0CBUzQneWjkt5g1rchUU4nVUB2D3Y7mXOUCX0S19RDjfduU9PZFU1cONBr3DKa5y2cVtd11uUoSGQzuqfSc/HgrxOsyz9wnEOd/wp5lmfneOiNgVrHM0Q8SvppPvwmtGmzs1rMzTpJpREcXXr827qTkpf8PSpzVJFy6dP5pdOlR9SDVXSaVPqtwnUoiSxDItOj8ZsX+uin45QtXKEThi8uOhEK9D7P70VdRc9+Lej++S5rOYU5lowVUWwlX1VVg5TqYV+kUQsqPnv9Embpy2oj81r4bM581Q9Kytqs9zqXVFptNGFYrcnbKYSennfqn9mgxZreeyVyJOal3nc3nNmUfZqcJvsSLNUMxLm3frM1eQH+UVScIWsbPTU/S1X/Ndk3iuqqMoxHTxo4xeDV3/vsLqa1XGOW3ptFT/UApaQDVz0USkUGV9UF7OWphrpHeCWEo/qeiqm6BOpJLXDFX5ihwXczGFdQV/veU2A/l5dXMUtn6ao+JH3aaqYoWfyvMzhAaxrdOD8bXPmPCWjmpzR7A5v3tZdGPp63JR4fbeqeL6t2FXdrUcQ/pNAd/eNuhqTofEEuiV6uY1Gq76nJqI+mu3eqiLqPxEqbsKzdVJnXTp5hI356gqZ+0ck6G8hKtRk+oIVEmlQ/GzCNH1P5fXL/L8DKFB3I/+2YjTotvqVDdoVXrInC+uTmErpC7envq+TuPO3YzfbLFEFF9/VYFu8bvFFN621dBRhHOdV/pEr7gZOl3Kb1GWKEYMOXmlJv6mEpvEWdO0sBMbT+eiP1cahM+o05E9l1cjacUqXYtPQRq0KmAqz1zK6Zr8Fs/PEBpGr6Rokh4hYeIcXT3k5lbMr6Lom6ibjog4pFB4dgQI2X9PtP5RJgQID7rU6ZC5xKOZOtWrhDUPU5PuWlSf9VCXqg7mKmyfNFmkqkS5Gif75hLn6KKlK1KJbGY69RnKS6Q2aqiVN4apVL0PRXGqmXG3PJXnZwiR6jpIv6aHYcKDOScdWsnOjKKDCidzCoXzdGi6VvE6c1azq3+0bqJoi9WIJiLTXfKqcnHmiCyiB3NoNK/04WipnQSHhnbM5Tu7ImJmzFrvtNG85kzS6KkwcRbMfTi6n6saPpvnZwgpn8DQBMckTo4T4uFPzRezE7KrNOPzz363pzB3glZzKiV+1r5+YS60maUWJrEg1fM0cSev1Fa7FXUQn0WI78EdVVrqdLQSWa1UFa7Kca9c0mm6vKYqXY0d8xqa39g6qYm6OfvQWVMz3IN5fobwW6SX47Sr6hZwojeXcnV7TijU5p8NzcPt/DinUpLeZWmUIf2VufBcDTkmMZFmKCY7kZ2vJA6Z3qLCNMEYIv08mpS5NJXItP6NSfQvXO2Si0hH2DbPxbQqNVGlobycjLrmQlVXoR7Sc/xwQ0n9KM/PEKDik124V4nRNFfVfcQAvIFqw1etzC7OffN4lYmhNNy26Uk7qm6sOCH2XiNp/STPzxCgQhz+u3Gri+nOhQIAuAquRXg1P/FD6Ubb5TovFwAAcEO4GQEAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqC7mv186u/1VuL/+a2gv0X//6t35NzEDAMA6XPEX8/kff18PDXSc8/TzaXw2nB+9oinLqLZPwd4y+xoO9X9muDmEpCjYebKjAFPVXmxvqvhZB91OO38bnx93JVYqdUj/mcmagW54tHfn+Rnen3PakUMv2TsclZvI2LK7nhvmuMIRzcfuaEnOa+/xHdXf15h4Kuz8JXYavoOCTtsu7qKTO6purBse7SN4foZ3YPsnpPTS2f7prRn6FqdLf9UHcrGHu/9b8CbsW5Y31PmGOe7SDz2mo9JBu0+qhydwh4IM2Xbb0yHzQ3Fi3fBoH8HzM7wDn0A69M16ncoq+k9jVVFMSd3n6ZOJmpjzh7Jef55GnKuMmaaffgzh+0lT2I6mcc3KVJpF0eKcKq/RlFNvvvP0SdTp1yGt21AW8bk50y/at14IPxFd4TQLodBXfh9WNA8t1uWYe/iHMprm+RneAXHXiCty4l7WJuLmMocck4nT5b9XnHTE8zQX7ao7NBFllNRWbCrHz+hWEas8Wv9u6Inl8FPWaTrVmEuqKc5iFlp2pdkMJ6xiaDEzDjXEmd0hR3yayF7OhZUI1HioTJrnXbdazGI6XXmjRTAl/TTPz/AOpNu0Gpqz6m5cPafy3Ax1PaceupiHrUph6O7QEdPbIY3yNyTEV65GSder+8Txk0r9ZtmZFfvWRTO3n6h/ZSXQVZqIK5RXgZxdNJqFn85cxGp+DCHqI+qms3CGJthlO61v3VET022c2U2nq6GaOSFpce1+hedneDnpJhO7Nv3ctWo27h9iTho3bvroRHhOPaR8AqZV/CBsqyhOlbZf0yipt3RCV6egCp1ietNSv0XiTsVSkyaEEC+EdTVX+fpfG3k6nWkPceZEFlVVm896dZy43eWIWyKVHSdUVRXlSp+YxCh6QuWkeqLXKA3t18ScoxOsvJnF15tK+K/UPpLnZ3g5+lLzj8TovdzcdOKEf71D7nhO50e0B8fQidiNEr3590t8knpLXflUVivXk1PDv9Fu0aoJws8no8pL179bhMpb/OpI0vJMD0KPn4VT4UqwGTSVJ8rSZP3tlbeqqhCfSjITSetQSRJ+qidaajrNLG9UK5ISzp2MnOLruL7aR/L8DC+nOsx/n5uhynDiDqpMxJHQQ46Jc2xEQbqGzUEV3vzLoltY31tlMnGhCJO562liH3bnpMWMq2OWYm5nCrSJue7m6TA9jKaQWkXnafTu6uigcaYoxd/Dav+bgUS5tB/T/7QfrUeHqJZJeBNbK33ede5k5BS/ewpSJ/7G+2men+HlxB0m9n08hOkmjg67R1Fo+Nb7fuJgO8dGRBm1FSKrYqZDXWHVkDaZy9ExmajhhNQqza/cAKLyQ678KCJl56u57lpe89zxYG6JbhbmyqYpVBHTad2NITaVcFWFFlY+aS7pk67zuQ3w/bdclYZ0n/gnQjs3M3J2zpwkc+P9Os/P8HKajdi9HJvPqVXzPB7FaFXNT+OmHpohIcasyajV1rbrMD70q6S/itpWz79hjcw0/RQcn9MpDNlGJfGhTqqZ2RWp83W+Rj1xSMvretCJd7MQVvGhjm6Gi2mmrnToymc1TQuuij+US1eP701LHVqmypsf8btTR2UOOZK02kfy/AwvZ3onvWH/vYFD13Fid6Um6fVtPukqEc8rJeLrUMpdb5Vn5/XW9RBdNdPMXLaT04rpNfps6MZq5jtJpTOjYDHNFB+fL+YyWhlt1TzXefnZRbcfbzea6cQQpryYaZwv1D6S52d4OdM76Q37D+7ASy67p3La8t1tn9xKzI9CDfeFah4OHRXcHzbb73La2t2qo7qVmN+FGu4L1QQALtafJP2bmkNjnRAIzoQ13ReqCQAAALAKHRUAAADAKnRUAAAAAKvQUQEAAACsQkcFAAAAsAodFQAAAMAqdFQAAAAAq9BRAQAAAKxCRwUAAACwCh0VAAAAwCp0VAAAAACr0FEBAAAArEJHdSrxt43+PbnkN546EaPCQ6UuOp+zHbX66d8a+7vKAQDuDHfreVSv4V1+gbzvYTvNN2n6sIPeyrvU4Wirn26nvssdVTQfKshc9f5a+RUnfqCh+aO5R8ZlTgo41EnjcOj5hKtdOOe2GZ22r9shzvlj84OhZA9h5UV1H67SM9pRHafkBI7oqE6I3vT0c06cKMfNTw/p4qvrJh1V8+c0OqrtnB/qqL47/Qn/tVC1w4m7M35NN7H/PH3yLc5Gc/cJndH51m06WklNBVTzowbtsMqu6/OTXWGidKbISokzdAKL0a8VfzSHZpfuHHM7DfmccHKOh4lAR6/I0eb+Ao2KOa4yzz7jh0LhDqfb08RXePW5O7+ZFp/H6JXIRmEMpwNpAXrIkSGm+YF2HNIVc4YqzKATcdPsHFddYZ9iW8agTprx+VysboIxiq5DNVSRzuwmW9VnUWR04tSz8SDqVlWgCV1VptGTytZUMxupXQHalY5YlVF709lF8dpzsyg6Uy1PL1Mq21ysx/CiVK/C34XVUdlOS+enrtKI6We96VP93cOjUzCzqCIKwU4RtLe5IdOkkirQKyumpflOLEQlwF9Hf4mFAL0Qn2wnx4JvfVbefEmpZ0E6TWQqBJsmojI6F7OejUlqFZNt5qcmIvFobkbxBaRlTL1Vc7almPA2mlccTZ/rUptOxHNT0oN5RZLXInawuc+20yqT6nDGr+Kw+frj/K7IT3FfONmlqvRzITu9FCrPujLpQ/O5k6xvZSb7zTZA81wHNdfRHNKZdofiqCNDrLjw/PVyF3wKnIhVOJ2+r7/SoOvpeKiUmx6cTGOUNKj2kA7pFXH2g7kiwpvIS+Ti103MnDCZWK8n8fwML8e/16LVlnSoiuKc28qVo18/ieKbk1bZOkq04MZVqkGsSCpvQkdUX5kAACAASURBVEO1QFVNdMr6Sarz70k32bguOqhTEG1e6a90jq5XZRiHqqKZkoaWUmtLc6k0+CJT//6WiJqFlZCUTotq00DmNhDR/574G0kHFRVO54x6G80rmoigQxumeu441/v2qTw/w8uZ28HdG+rzPyqTNGL1Wex1fZKdCdFhNVkYxny1866rSpIecjQ0kz/Fbe7g17a69XSy6TQdtJnWUIXorovQObpejoxvWKDUs6hVlbsgFVDl5ZuIukVv3bhD9aw+V9WoJIlAOh3n4d+TbuJxmi54tZ0qD3rniEwd8XF+aji0YYTsrnMh6cE8P8M7IHZwdaSb+d0bIbqqBDif0+jpkzhaeatOmulNXwppFLOMZulMDWJNReIVvpWuqnZozhFuh4aculVBuxmJWE5N/DrEFLp0VzO67ZZuSKTYipUGvazV56o+TvpVTap04sMqik58K8Dx1mhzNqGojM60K14UR2hz4orn2rm5Xg/j+RnegU+gGqrmi6Hm+d/XRoDz2T/Jn39vKK2nq+1THP5KQzVNZCQ8xKHUoai2UOt81phWIgvtIc3FTKFyor0J/WatxGbQiQvxXc/b0RjUWc10msjUWfo5kbqeQl4V16yGsPqGNfLTiVHSoF0Pf9O6c5r5umhiEdPy+nlVOs1NZc7ca49VeT2J52d4E7aXhXmPVLvzsyGaxPnRPP0cv0a3zZNPRqpTB63OZ5wmDrlwnk6uVkSXztSg16iSVGGaTMf152+/xjmfevtVQ1XEKmh0IgzFqI71KdZXxBVqu0NC2FaJGKpCdNNMh4a0OXVz4lYlMmWnUboFSZMVD6tapVVKM9JDMeWqOH79uzOF8m5GZnaxqk/lFUnCe3jJuX0e03du10pMSIMKJeJd60R03pSV209G6tMUuY3bRDe1iee6Ao6kiXTSadX6mtXT3v6+xgmxOEPeunnFacKtnllp85+PZvpg3pInvIT3HN2HMX3tsuJPgtWEn4btC8/hVX8Yehh0VMD5hV+H7QvPgev4d6Gjejm0U/AA2MEAAAAAq9BRAQAAAKxCRwUAAACwCh0VAAAAwCp0VAAAAACr0FEBAAAArEJHBQAAALAKHRUAAADAKnRUAAAAAKvQUQEAAACsQkcFAAAAsAodFQAAAMAqdFQXsO8vBP1smDZfj+XI0FZHlGXF3Hw4KmBC2FW/QXYv/bvEBQC4OdxcF7B767Di2X9Bbmc2VtuWaKiT+KGOatRhNfmnO6oT2qk07qK3ao8tbr/Rs1MF6mroHpzFis3lPhdor8XdXji7OHRiAWjYJRew4+FMXxKj5v5boQqtNej3ma92iEXn6Ttsl+gTwq66zReLsGPcFVdbb82mrYZ8z/7ZceKmDv2H0/xiR/UdXIL1QEdHgQfALjmJ7eGPF6hoOPRhXnnnOf6F5+ZNIIa2OVbThhCyRbgqbvXG0lbNNH8h4jboctVt/oC4esm620C49c9OuvOrz/GruT9PZuXk7i4G4Cawuc+gucT11zikm4Puk8qw67zrIcqunlTTvqEIpvL0ZVMNVfK0q5WIMeiEyVZnZb5jleaGhMmc2m/YWovOYyyhYcjJkEmqIU0qSopRhqQ69R8ySSdUJs3KVqWrDMWTbkQnr0aS1g+gYZccjrgUxLVi3qHV7dCVJDQ4dLMYvR8nlP89aT6kzqdNdIXNIZFCpdMRMxFFrIIWJmpoDlVL7Mc1hwTptM//6Jo3ToasUg3mgqZLtqUbSKudqKqYViXYqDX3hqlzQkmlaqIaAP/B/jic9Ab/+5BeGfHG7N6b3WmVpIlronvRpD67gRwlIpbQID5H/9VQKiBdviEP32I/pDqFbZVIY+gXUDg3JTm7Qk/znWu1XQFDZ0fIc+ieHW0SrYSM0d3iV1VvdWcPOJWsjtvElps7j1VeACnsj8PR1016mD8FIkT34mgm+85FLP9J9XBogo6lNaT1Md8EVa3EXZw6H7KqHgpb8XxbpSprUY2tE78IXYfdaZXzuCJ77a7uhLgxtEk01x7MEk1MEGqbgjtVjVlEqzS7dHFFlKH5XfNoKJbArwbAf7A/Dse8U7aTV46uf7dO3BTVzOpK0g9FZXwB2+tbzEzvYiFJXMTd5auc+1ZzEcXzbZXMAsa4o5K6K96dttcBMeefcHa6e94skTnBlBoX2jcRVt18ndVMN4Ofb6WzktSthpAKwOY4HHGA9WEWThznc/LmZlZZCHOR+5AGs2LVZVqZVGtkLp9IR9dB6/SLVqWWehBD3bi77OFqmu9cYMZ1fH4KVjQ4C9qt5Irz72xVHbdaebXxUpOJiE7Zd9ljAP/BjjmD6grWh9m8tatpc3e9voOcRJxbrGul8+16SIvWfdJ4cNxWyydS0AWvlHdTFlF0mqPTuhocq0rq0c7NuCa+iZhmZiHiThS28q/3nim7WUEtSYRorJyIIpy5kcwhgBT2x0mkZ7t7YuNVIpzry8sRJqw+BemEKpB2253sWFXyqtREOlW4j7d8og5CpOO2W2odZWIoPvSLMKp2X+cxI8eDVltNq6zmNFRZ75V75d83+RTbwxyKfiq6RfuEDSOUpOLTalTOY9EA/oM9AXfkzbeV845xnOwi5vFU1XYKWL2JncmmDGGbNih6jpls1f3o6JVJ1cpoSc6cNGJMWeclOiphFacBfOmo4J68+bbaJfc3FxBGuXC3sFHhSbCbAe7CLj+d+nO1ix94PDvuuh8KDXAE7GYAgJdCOwWwI2xoAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWO6l18/uVqOQAAAA+Bd+q7+BRcrWuV47I4tDj/OW/E75jLoqtFGSdvrV3C7SJ4SMnf5KNrtQ10RKwHXCORHZM6rT6PXIhfgdK/i/Sw/XpTdaj+ozuqKP4ZHdX5m2qvZuh8J6f9webQ1u2n75CKm5zE0Vi7ONn3D1SP3B6RVyQJfzyyozqU8yvzjI7qR7mwo1qPe22gR+6WHU/iLn5Oi7VvR/WeV8wrkoQ/uh3VJ9BMG32eRo9RqqEqiva8nd/YmlXa2qZDzvOuZmHli6zcxmrEaV1XXbUx6FAWqe1f6MrnLvWvxHRT0G6dUoi1aOZsUxZS11n3tq+em/CLSe2i2T+/x3n4RV6X8Mup3hDV57+v1Wd/mojuexYzxTQhSejRr0YtoBu9O2SKFG5jiMZDY5Lm67hNzZ0suuZ+IHPI0dPVPxouunIUNg+jBycdobnSMOqqWxbfquuk0pN+TQN1U456JhJ3rHQ6jtoq7idUskpQD20FVA5TD+lkJ/cH8Iok4Y/0EH6KO+hrvGCGTCoPYkLlrTrY3Wn6YJtRmlFTTDNkZtoVKWyrxRWLnl6CpttvXRMnEVPVkP6h1f9L2ZmZhnOGtEmlVjgfZZcSDQk2l3Jdz/ar3hjVcz+jxip1MpfOREHMoOaQyCjWwZehE38Gr0gS/tDbOo6mx0yf8L8n6ZDw34Tonur0uM7dRzqdbqbf2eKkyc6J/LPVCpukuiZVdD3HySK1rdwKkVrb0OpHD85kZzStmFjH72wFRjWLJTA9CM/Vfnb2j44lBFfZOWUXGyYtlEhQWE2n01XS/Vp5666R6VBbtak+kVckCX+M3l/Vk4nrKUbvThCTq+PqXy5OFOG5cu4XpzERdXNEbt0Khc1DnVQzLUqNEYXIdE71RG+MmEKlLS5QV1LjRM+sbIUSrXyiAj5DmrWTOLlSWAVNrVJJXT3V16r+VdapGMeq0jBXXvE1naBNutWunFRW/lC6Fs/mFUnCH3pb66shndm9Taro6eUi5MXzmR7X7rSVCnTvsua5X0/HrRb5F1HMTFU516UoY7WI3SyqRCpVQqTQNrT6QkBXeTdcLIvW41fApNI85KTxJnaCPgXayixR5UFrGKq5aZVqmFijVIOY4KypzmJ6jZyhoXV8Bq9IEv4Yup7Ekdh3Wjqn6zkN1J02XYFvdn3oKH46wluqcK5KzpPGW5X4aO4TiazPXFl9MTkdMgvb3QMTFXCo5qcafD+OYD/Nbg0rSd2v3Sij2QmrZkirHU1Hx608dPVMb0U91JX6PF6RJPzhnOctzpBp8g13QWqoo4iv5rTRCohMu0UQaQpvx4lMnWtXE4n4WVS232yj6nI5GhxJ3fl/D3U4UaXUW6pWzxwqdTVnrkRVyuY0nWbjYVpP5UR89Ye2Uv0hM50qu66krgfTW1O0dYfRyVN5RZLwSMzjOneSq9vk23s5pfeLbyImV+biue+8UlJNSN1Wd6uThaOzyqvSNiGpO/+TEYeiN8dhpSSmGePqpEzZ3fqI+TpZM81mmiMpmggZ3ZSFN13AKqnKSqTjqI1uzQpUYipv2qG22krqJv4MXpEkwCW85x45Gv2SAKoB96Rqy57KK5IEuARe/HsR/+x7rZ5bQUEAbgLnEOAoeM/tSPpXFQAA94G7CQAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCkr+fivtjr+eNrriF98CAMAD4GX2TPZtgI5rp76/0FHtWIFrOSeRz4a9vO0iJrbyWmq1XScSnMjiiMW64U7+0zNUzFGTUUnpn/ouXI5tyndbwS131nYOb8//qRzaA614Mx/eivsrNDnhOt6G2CXcipNt3xN7oGbICf0JHJfFDTuqiQ7A9DlRzOM28z07qoM07MvN5Z3A2/M/GnGhfzcHVYxu/egrPj6Mfr7f9p2ntX1775sYt4pVuRIatIAu3bzSEFWFKydi1e7GdCXn/K+HE7tiQs+3XrjqBOn9vKLkCJOjfZrmR2+zozlN/2ign67qS2CFjqW5msXFLa74alr6PJ0WJZkChoYmUpgeGqp85XOivOZQ9dUXbCrZpQ7R53S46GTO9put1CJNSeNoM60qy3ToamXTEGK9dgndjAorIWB6mh7aVsA0Ga1GNfQN+yQmEp9XM4cCpX4q/0NW+xZKW6V+RqP/Li9K9RL0wYtDcVrqIXUVr6QqSve+WBkyMzWLUFlp5sQPpTnn30SsZvxq+ukmbkb3404YRg2LflKfX9lRpfO3T7YMhU7XolpcMX8ubtRcpZN+rqY1yySmjQoYMhmqRtfnp6h2M9Q4Xw80mvLc0GihfNu9BPwur0jyQuJOak5Rd0h4ENu02dkrArpBKysnhTSQY6XR4cziRJ/CiTPkIxz6PlPDatRc3yH9E4lHqYt+GknRv36iS+ELMzeM+KyFibiVoZY0JLWx0lXSeQ1pS2VUmEuwMnRcoCqRkwvl2FZWvpOf5hVJXki6sbqbXpyZdFRv3wkBprYYQqQQqQKlz6vQKY5CnWbzJGoWshv/pubKRFfP9/P1dsV0OEfAhOG0E61E7BBhNTrBEVAl26zIdNzKUFSgWnQRt5tFnKm9VSa+JO3z+2++Ti5iyC+sCJQO6dUfqq1ZqGjlGzrr/myen+G1jF4occjZmp//0fiJn6Pz0aHuWXVSqGy//57JONM8k/pS84uzLazIyBwylTs3keMzdVV5aNKM+CmM6kxl7yXgaxdwYr8NbUhnLdKdMyFMBE1jVdH1Zq7WKH5OZ4osKtkre0Pkq6ukKxA9TAdKh3TK2qpbAcFEhb//Zjq9Uj/N8zO8lriNqrO6HRVn+Dt+Pufui4nDP5FC6k1YmWdyKGUx03fiDDmy0y0xdxONlv1v4aYvPh1xyElkL0mpMLPyKxtSr4U4NccdBD05Nan2+dZcT3OyEJszne8g8tVVShdl+zU+nAuUDum1HrIa2qumgCrEkNWTeGPOZ9Kct+5dE8+nsBInuboFfD1zGpwUhFQziy4xnEhTzKx8Tvv3NYvn0z799d0rnL9kps+9bB2paeXntHXDxVOz14pUhkPhRs2raX6g1GTfs+CUVy/cZ8N6IHPoe12hHNvKynfy07wiyQuZ2OLp83hum+fa+XZO87xybjrcRWo37tCp7obTIZpLQQxVPj+BUcGN4YS3yu32eZzWtZoOFyMOOZzzI0qqpYrQc5XpGlaxdo/rVKAy2X5NPTdDXfEi0O6lGMrXERm1xYeVq7RKOuU03JyVJq22b9sV82xekeSF3Hwn3VnbJdx8vWB3JpZ7YpN0Xy3pq3o9bmNYNQRVLK0h9gQizW4gs1GoTEyE4edfKhOtrRto+9x3W6V8UKF0ytow9TOxUj/KW/K8iptvpjtrO4f0DrpQD7wTNh48APbw2/M/mptflHfWdg6fwNWK4HWw8eAZsI3fnj8AwIXQTsED4E+k//H2/AEAAADWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqK7kv98rOf3bJX/3N1MOyT46zRXni9pOXsEbbpjmCGw/VFLT5zq17Wi3CLuXaLrsQxUYmgAAR8DBu5LF39d92xfkXtMmJk/wqo7qtFgmoqPSJs2TbpN0VUe1eMDjZ8fhVQt9zllwpt3wbvzup+qg7PQfY8yyTww9iVck+VRueGsc0VEdzbUd1bTt/cOZVD9z8uc7HcaFHdUuTi78GZvPCUdp32k/ykGp6aKtdFTPXo4tr0jyQv520ud/NEPN8/gkzmx8NoFSq6gnfm10VrJNnWLad3PwVgKFYidot1FMNady1a2AFrOSxSfsge+/9fSdRD9CiZ4v/Oih6oOY7NMst/Yw4f9ohvRfyIowfwfuOA22rBdt4uw/jFckeSHNayx+Tl+H8bOek74pt0PVi6rS89kQ/Xczik6ih1iiqiBxKOYbWXdbpeakf1wi6XMnypCw3avqp7D9UFl1i9PVo3NsnHQnjxYkmohM05lNCDPlbkSRZjfHb1g+XdXUlY7oaPAjOqSlixOiJOFkO0eY+261eF2Z77+rJkLP1VxMfiTPz/BaxJ7TW/Yb9n1lkhpWnsXM7hFydJrnX5iYgbpMlN1MOTXRq2CKSbPw1Y7mpYdMPZVtEz0VI5ZYpzOR8lDNzZndoIvaukUzXaVLEOvp57ivsAnx09WLX53cV/Lafq3ySudXJmYiTmWaryJZndF2WmU7VPbf5fkZXkvcRt1T1CC8iWlRRjqUHoYqlpNgdQKFDHG8dSzBaNm1flFhIamKmPoRiVRP9AI5wlInWpJfB5H+RGHTjSp2iDZ3cjQ3W6VfDJk7sDLZ5miK8SOmmCur91X6XOSYRtRRTG9OymnouVxMVXM7x1fuhN5ldSo/fs1/mlckeSFib6U7PtJ1JY5BfNI9DJUTLTUNJNJJTYY8aHTZ4+R0WlWZalpVGSG7m465lCJfISz6H9XjLFaqTYisAsUhHVSY6zRjlfRk8TX11l2p+Dnq1/JixKrO8WvqKj6skvUTaZ5UMkT1xAbYihRzuqSCu7lU06pEYl7OkM5CZDqRkVAePejKPJtXJHkh/oHUey4dTbd7N2jlVhxjIftbHPJuOqNSh9BXg5iZTuveIN2IVS7dHHVoMbNZ2Wp7aCddPc5yzx0BZ6M6Gyw112kO7UB9FqqjUWmLHrT+1FVaKC1MV7LahGJzbg2FYDFtm4uZfiXSWUfhROxeMTmdptcu/Vx5MJNqKqn9p8nq1WmcV/IWV+GHeEWSFxK3crV99dFNt6O4aCaCimMsxIizKg7V9PH+2szp/3uic0xvkCpfvbKjWfgL0RWW+h/Vk0YXAkQK37oyqWZt7getcuzOTHU6AqrUmtHUm/PZF9NNMx0VWyudJrxVuVQazKWstt8oflXjE52+KN1oVUcTGcqoa+64WlyFH+IVSV7IJ9AMOZPj83hZpM5jUB2lmZZ+rcREGXqaKEL0lhbkK/GLk9an8lYp2T5Pa1t9Xskizkzzip8rAY6e6qsfUa+LyK4Z8ossguochyZHbaOpxehOak5EkZSTYzq/66epfDUnFVw50UvZ9ebkKyb7VY3Ku6rSz5X+bgoToefq2UyrIvo1/2lekeSFbG+fOKRNmpmff4ke0iOUxk2PR/cYCw/N564M5ww35tVZFaS2UZUuYzeRmPt2vbqJTGfRTcoR1vUZQ+iv1WI566iFpUOVZxE3zhQ5Dk0W2rauRGrRQ+MqnR+nxYi67CLBr7GC3SUQ3rqJNDOrr+lzU/9c7uZo9SQOpZ/Tr13ZqTazaGKocl5lET1rzQ/g+Rley0u20flQVc196sMR2ItryyjWseoS0ifCW/U+1kOOt2/xUu9uzr8J1UzRK+hwcUgoj56FZkfe9nlsm9JWyaxnnFN5eCTPz/BaXrKNToaqRrq38FWwWHBnzI7qPlwi6YZ1uCfU6FjYiHAOn3+5Ws7/cTc9AH90d+YNdy8d1Z2hRgAAAAl36yRop24OZQIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFaho4KWO/xSzN01XJXUXr9kdOvnDgvUkKa5o+Ab/q5WsSJdtXfLBQB2gYMN/3CHV9cRGh7QUaWf70CV42fDeohFD0fwnyrRSmpD0//lVItr2t4kC82OIn8i3z/8Bfrb7b+V4MlQGoAD2b2d2svnjgg9e7VTd0v5j6jNkfpDHVX100c6qmcwupSvLZQJ1Tmc6k/qn38Z9fkNWzy60td9Gn1UTJqUb1sJqFRVkyvPlU5fW/Ow0dMMOfKqilU5RisxrZLnIISZM4diCZMJ8b+FmeAd6jC3l/YyP42fEHkEv7JAvwKlPJa0LfgWr94ht42r1LPuCaroo0rE166tlqFz7KbcfJ5LaqXUzkzHeSrpU/dw0dto1tFVOlPn2FANdU2itm4ioibV8zSuKVjPnBgSerqJj1qZafrViIls55g1abQN5TKU159OR5gZMfUjVDXPq6+jyTaSdMTmQzqt+zwGnc7lR3l+htdS7aH4fPTkbD/HvesMOc4dJeIUjdqaiXQvhdTDkLA0lpBhKkyHTA8r8hzEDehXO93Y5oashqK2biJmhavn6yu+7v+7U9Zztt2ixSFtrneLFj+Ui6C7pdejOyFWNlU3unCbRmkWSM8Z9VxpezCvSPJCPhuq5+mErtvGVTraHaqE+Up0uK5hNV8cVPFVOxwVFk3EE517FByfd3OsPldXWPpEIHZCFT160NtpqIBm0EqJ/3nlBDkadGrN8+msJ06usHXOVKpQnE0zYjrZz0VIndtsQ4XV57F6LhJfOcKVn7QUeqsLwV3PE4n8Lq9I8nI+G/6eLDpsnKej3as8FTaqbdq2ulW7qqqvQsBEUs6q6VKnTiqrbo7VZ0eeQ6pfR4k5RifRZ2qibeeWL7pNn4vQ1bKmQzHBSrwuy2LWqbCuYerqa6RZGeqZ+onYCXN0C2su5VAgkXsV3RHWjW4uSvNZ6PxkdD1HD34iv8srkrwP4uTM+fmudVSOiSPm70zOGXbVds9tdSlEV6M010fl1s/lW2wD824SVkKeQxQcg4rLtJuC1mNWzKTak+nz0ROUbrbPhugkykutxKL7NDJMk9RJKqkRnFqZfipbf9s4OPuwynG9mGJjRJNuPZ3ooxHTBYpzKs9iWYWAp/KWPK9C71Ex03fbPQnpTF+Yr2fu8EcNqVp9brtX0uKd6MQ1FW6f+CYTGmIiGlH/b7bEVVLVqFaoxe+4J81ERofmZpqL7qCXr2tbmfsbrLviQ5tHpDbE6D5Mo69UMrqt9uRiaKHE2YF6AztRxNeVFfwt3pLnVXwC1dCo28aPHo2B9PPpNCeshNRKlfgqPMwJS52nGrSHdIKZ1Nb/aClWsk5XR4dOi1OZiLy+/5Z0KJFKsJmaWdLphRhyMppv9XXadi6RFVdfo1HzqWyHVmSuko3V+n5wok9HjLHE4vqCF5fv53hRqvdkbrdV+7v6Kg754hne16rR49+/6SXYPJzQljqJz1P/VS6pZicpZ1ql3GRr2FUYYzUfGqJJN5H080Qu+nkldUJwU43uUHSeWo2mPGTVLcL2a1T7kStuukqnVUMrSc1F94M6IQ4KvRLxW+xn03OafvXk2bwoVYBFXnU1PJiXX/o/zc1X6p576UJJ9yzIcbwoVYBFXnU1PBX+GP3T3Hyl7rmX6KhO40WpAizyqqvheVR/jfK2S/+nufNKTfw93TlcIum21TiUd2ULAABwBLdtIC7sqM6Pey2vSxgAAABgd+ioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWO6jL+fufRC3/5EQAAwMPgXX4lc7+de/E3UArzCbfv/HWYuzBduj/Dv/91/Jy5TEOpmTPv9qvsj1ZyaLJnVnLHQIvnZSVu6mH3Mu6r81bn5SVQ7os5v4mho7oDOy7ir3dUlzhcZ/eWMVq9pKPyxVzYUVWf9+0X973Yb3hqHg/lPgnRxIxuejoqmICO6ipe3lF1OVrM7n3PXq729XyfBX0zrMGxfDZ/L9Mc7Pjw8y+Nn3TU9B+jNNO23hbFpJ6HyhJVVUoq51U1tqPVTBGxSly70pmKLBq1VYkcJc2T1GFVpUqwFKFROAAAIABJREFU0F8VX2Qqoqc1F2k2H4TDqLmSmsaqMuq6rQJtn8cPMU0dThiK9P2kmidxTjrUTafr2R+tIk6zoyt4JGyOY0lv0u6QmNlcfBP+9Zx9xeiyCJ9OWYTnCammADOQ6bmbyNa2kuQo0aFjlT5Fr5ZaVeLT0OlknXKjqptmTEGQGn5CeVMTkVRqXokcjSVC+wk6uTshmufpZxHISTYd8jWnOlNDUaLUMM1CpJa6qnSmWQjDrkMxbTvaTO4WNvWp6/xg3pLnVcSd9KkvDn/mylD8IDSMRkw/a4fa0BdZTU6T1QK0z9S8GvWHuiGcEglhWvDWfNRKiNfbII3ezUusshY5XdJKrc5rQoOTlFPS1EO1yiKu9lmFqLaQX3yRRVeG1jy0x/y4Wo+Z7PrKdjOaSLxb2NFwz+YVSV5I3EbxlP59jXyzvZge9cZ/uoO3Q2JCpUrITrPrHsU0dOVQPOnqT92mX9NV6KYsTIbWTuTi+6wqL6oqVk3HFeKFkkqYWKPqc/MkHUodppMdh6lnjaj899/0Uw3isw6qV7ybuzOURqlCi51pSq1qlT6JHka3dxo33UJ6a/lR9l3Z0eziVy0prWc33LN5RZIXIk6+2MfNc/8wCP9/T/T9sg3RUMlOj7c+P1q2uC9S2c5k88pLE9dXjDYZWjuRy9ASVMqFc52dtkrFpxqqySIR/bl5kg6lDquvjWyhv5uX0JDWR1e+mlZFFJlWE7pLlorXnr9hfaNV/Fo5rFwJzd+wPVJDncgnWwj9vPqqo4gsKufN89ShSDyV1I1VjcbJzgI9iVckeSFDRyvaVjNXhsQZXoz4tc+PLos+0qMnPGYtvo7eII5JNblbItNQCKisqpLqas8thE5TRK92hb/KUf/orhMOu3lVGpxpqaRUT+qnu0Oc3B3P6YTuPmmmpZlWUiufXVVaf7dEWqquYeoqHXIWN1WuVWnPYr26hpXtZ0PXz5N4RZIXIi4LcbS+9UnzL6OJw58e+25EnUiKmawTbne3Ip0qtG8iNkA3FzOck1elqllr00qL7+4HU7xw+PckHUodRp9Cf6VWJGVqEA5Ttd2g1ZyhBPXKapHmw2+9anoF0znpk24g7TMtUSVVbK3KVTqk11fr1w6H1lRHFKNmQR7MK5K8kO1J1hdHMy09J/FeEP4rh85pj4bRRAftlqXy0M1CO68m6yjp19SDObR11cirhoZKFGc6Vt1pIkftPBVffY2Tu1amkhhIyDATF8/TKLoaWydCfKxwt+ZVBbrOh6J0a5j6rGyHfJomTu6O/jSdOT1VZbQ2kYV4rjMyJXWDVqNzC/QkXpHkhRy9jW64TZ3Dc77sGFFrEJdF9SRNXN9WXcHNzW7GraziHfcXpZmjr+/GqpomNKdD5ruhUSIu7omv24jdWE520XPl8BvKq1dQBGrQzpuZo1FSbU4lq/lR6vZ511Ul2DEUJdLanHSiqzgkEvlkpOloVTHxKKlKJJWU2gpVz+YVSV7I0dvohtvUkXRD2XfjkhLpCxQqzikaS3NmBR5wFh6Qws9BuY/lVR1V/NOPmHmCnp+GjuqHOKFoLM334DqLH9X8KOyZ86Hcx/LCjsqcebSYX4eOCv5gXfw/ra2HOCHW0TwghR+FigMAwK05rT94RiNCR3UVVBwAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjejj8dicAAIAT4F37cCY6qvUOrPFwXEv3n+c5/9f2mmZoZ9pnw7Kum7JLdotOpm2buIceh5ijv9P+TlM06ZZu3+139E7+83/yqdkr1kGyhc8d76tn8/b8H8/o2dvr1bWvQxFo2v+FLYgf2u+olkXdmt/tqFa6nLlAsYEb2mzp5KM7qtOazibiyQfntR3V4y+oP96S52u5vKO6LY9pRJ6RheZHO6q0xZlz5QQSXyecNEPTtouhD+J3j/9xyo+7+X+01BO8Jc+r+PtjX3WxxqFPhjZJrbbP089CSTOtihg9pJP1cRLJDuX7KQpoxhIPGw+OtsqheF4VR/sczeXvYfwwp3k9zdQwjVKNbsNVQ6lt1+pTL6tOyonb9eCThlgJZwrW61IFFesLF7K+BP6KP5W35HkV8VL++1rdWdVVPuotdSuE6efxq7hzhVWkybf6HL9WoUWJ5obWvVUpdC+aFYWO4G7Z9RKkM81VizmmX021ZiKjy1d56CYVxeusF4khnKo25g3V0ISJ9pZOG8298TCkfKgy3dDptPjBl1eVRYvX/it5VbIfo7DRVZxfqX0Mz8/wWsQZiNvr0/sTbWWSWm2fC5/aj69fD0VhlZJGjDNZ+J8WLK6GIZPvv8s3JP4r1yVVoospZg5p1rEm1qg7U6c/kXK6tdIhs4CCdKZvPhFC1GTIlVhHPTS6V6PJhNrtV3OxuqvgbzwzzUW3fpVMJ76qKm4cWtl+v85b8ryK6t75FHyL7fg3VPmPfuJzbRs/p/q7qWmryGi+1ZmP08yqVoHMabHCIp2UpCiZDEe8qJgunfAfk61iNdPMNBuf6cx0+SoZZtEqhSIvLalCFNMxN2kWek7t0EqZQ99/V8RZX78yQxtmoiZR2GiaqYnez85QV/xQZZwhMacZFZV5PG/J8yqqzSfOg9iyzk5t9rSImLrVV5u4UPRQmmkasRJWyUttG3SUKlD8HEPHQGn6Ww2VVVUc7bOSWkVPPXT9O2k2trukWanVJmbRJvLSkirSmcK8KmA33HbahFqhs1ulbVy9Imk68auW2s2rW3Bz+XQuYnI6ralD5bYa0tGjGKfUZkbVCjZbLoYz1T6Gt+R5FdW9E4f+nqQ7XgxVgdKI6dHyrzahXw99a0ZPuLh6hCpRVZ3LN1uXOW+pYM1otXUxJxbad/jdFMrOrzWsbEc3STok1ig118/91aw26kShTPT+NE3iw+lNXnkWm1NI7cpOn4tw2r9wIian1eieHT3UTHP0f3ul1j7jkC5dtQeO2+p34y15XoV/qpsrKZ2mL7ju0a1umcpnV3/lRziMDCXVPdgTBddDMbs0epW+P5Qy6nMlx9T/hENdnCrNWGThYX1ZY6BuqUeT0jNNWxNnf44qjFbmTq6SFar0bhxS3o214t+sQCWjytcc+hvt7r2hUpuqqjmOq313+515S55X0T118YR8AtFDHKqs9M4W/qv5acRvdpzi86pEfr5bn87QN9wFVSyhQRcqWqUznWTT4jg+nXqm+cZAzWiaZjed0TSjnnS0cujLmBvSJZpLzbQ10VK74apc0rIMDaUz9edGbbdQo/79hesKE1+rJytD2wlOWRz/E6tQpWm6ejZvyfOHGDrwB8XaRcD2dDkaxDRHj3mYRXnFVZU+b+ZX+XYNBcKnKG/qX9ykXf/6rtTFMfeSnpne2mk43/bzL13xup5Dqfm2PqLg3XCfjNStKKBT2+7zv6+mcpF7N53UKnqu/It0KvEiL2eomlAp71b78++aimRFYSvladm7sn+d52f4c5y58+6wxV9y0gD+OHnD//T5ulb8DUt3yYV5wzrcE8p0O845MPf5Q8NNZACcxpkb/qfP1+Xib1i6SyTdsA73hDIBAJwHP6D6IW5VvUv+GHyfP3v/BJQJAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY7qSv779ZPN76F0fifl1oTfYQkAAHA5vIyvJP213nRUAAAAPwcv45+HjgoAAOByeBkfS/z5U/MXfPHHVM0Pn/ScGAIAAADOh5fxsYiOSnzePuz+Wys6KgAAgMvhZXwsuqNKZ6ZtlrClowIAALgcXsbH4ndU0YSOCgAA4FfgZXwsVUcV/y9+0cTsxuioAAAALoeX8bHQUQEAALwBXsbHsvjvqBxbOioAAIDL4WV8LJ+MaujvefNhOz8OVf/uCgAAAE6DF/DhbBum2PHENqj7Q6zqMx0VAADAVfACBgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFaho3oLn4ITgjZPDo1oajhfRsqfjDk9K1lcUoHdK296O2e3H8qE/l9P+Ux+t1BR+dxWWRfwuzXcEUrwXq7qqE4+eLvcOAex+KZ/eUdlervPcq9AR3Ucv1uoVPnJ++TP/EdruC+U4KVcdYnc4fK6g4ZdeHlHdeegu0NHdRy/W6X0j6wTTnaX8Vqowhup/mSzxfeTGurnqYxKQOVKD805nK5DY9h1GDWIodTb99+rUCQbzVPb+Dl+9RGpNVmkOtMnaZTtB13MVFv01oymn6tFSbMYNakyTUtXBU2HhiJ+wyI63ioTLVh4i1bdUnc9HGRlItareq4XdMitdrIvx3m+Le/KFv6je6gmTkK88qohJ6LvrZq54nC0DkMOux50WSYyagLFD+ZC+OhFGV0vHSh6Tj+PBm0MP4HGajstDqUaUm8iU+0tZrEYcU7/jiZV1otxdx9yKhmr2jz5bjZzfK7FbCfHKNXz6Hk0kVSbfv543pIn/JHub+eJ71N4294RWlV6a+ghcb/MWZl3waLD6oocku1bbT90F2LiNtxrKc1YXdlmoeJn86sooEi2MhGZTizxSsQoIP0svO1SQB23EjC6MXYZMqk86OfVsg5tA/18NJGYV/o5fn0wb8kT/kPcfZF93VZP/p5H28p591JI03GuEiFDpy/E68mi1FG2oy2WN01cLERVnDm2UfS6V5+183R+tdw6X5G4Xxa9ZOlDp8gTpTNFOuj56Wi1CYe0iZS/9epvnei6ibgTVj7VXjLXMc1u9PMuiVRZ+Mv9MF6RJPwhjtOKz/T8/PHNbgd94aYm3aHGeURbaRm6AkK8mJxeNEJ211W0qsSkM2OUVGEXs/KppKGgVXGqoKkAUZ+hr02+VRZxspPvROkckQ7pZO1Nq/W1dZ1U5mlBohMRd8LKp8oxlS3KG8uYmlT1jLmMJlKFq5bj8bwiSfgPsa33Okupt/R2qM58fCJut/QkVw4rzdrKqYwWL4aqC27dVZpg9bCqRiVSk4pJYzk6u7Gin29YU12o1IlfltFNOFpPoTyOmon7yyp26ZDz7gJVsrWT9LnWb8adsBoirtfXWEcxrXlezW8eVq6GEhGL+zZemvYL0bu8ewMO+dS3Z/VcX2HOkHC4PiTQDquZqfODZKf3afV5ogIiha+3lJXObqzKTxpUC/Dr4C/xqNqKidKZIrtxuw+7u1qYpHl1C9h8jRGdFR/KYr2SqcIqkD6Dlc7PhipcdLKSSBVrriYP4KVpv5BPTTph2mfqyr/FooDRC6WSp6d1rYbq0B1KCleXTlhVmj9ZnT/yPtXCYqGGCpJmFx2mD3WgKp1KthAQpzlfuxXzn+tMYxmrCaIIo0G7z2NqjqtGj+lNfO0mHmemK+JYCbVOVVNb8VxEqbZBFa56kgY1U3CG/LL8Om/JE2CIoSvAeZ10HVavBDGkr0jhX9tuv2ornU5MYetW1MoM8a0r77x1zAr4X9PUPhtSDWa+jf90fbtFcOqfKoxqU2/CxNf2lctafU1FVmWpTD5yzzhqu1WtiqAFD2WXahCx0mo7iURh1Yp0XT2GF6UKcBDvuTKOzvRt9++OULo7sMsSmE1SZXuEBjChagCrvOT2OSHNl1TyCOio7sD6Evg/djpIwL5+3gZVA1iF22edF/4FwV5QumdQraO5uGyDO0D1AQAArod+6Ndh/QAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFTqqYzF/T9OFv+TyL+j5v94c1uHXowIA3AQu4gMZ/Z3hF3ZUQ+3U+TqvCnpyxAnE8v0N3bZ0p2n7iaXs4t8nQw7vU5ybiGk0+Kr+Zh6ayI7Ot66G3la7RH8klOZ6rt2jQ7fqq47TT2Qqlu/yNt2ZRkfls29HdcOzfAdJUcOQqtE/oE7g6Jloj3bv198J1bke9ug9YV2mudtL/RlLuW+5bliTO0iKGkY7qntmsYvJTbK7M1TnQJo/Afw9iX8yqJ5st+/WQ5xW+RcOq6HorTHxcx+KG503SnQl9ZD5/FOvi5+sE1R7i4ZmuVI9VV6mpDgtStJSq6CVyDjaFaNN/HybFOJo5T+VVJWoGe2qSgNVtrFcZk2qVdjGalJzxOghrdwPlNKId5zoyZWqOXnduHHOhOZoWNV5VFVqO12BZ/DezE+gOYrVFhfbUXvQX4embYeaS1AfTp27I8OJ5c9fiTiXaaVTO9feouF2aSqFqUmUkcrr6olfPxvS55V+MzVzjaK3KoqfbGqihxonlcknlM4UpuswFD3WxMy6mtk11EMiQSdQt2Jdt3qo+TyRry+yirv9KtJJs45iqtREOpWtxqzAk3hjzqfR7NdmqPu56yE9b81k8zh9ixPbVVjhx9WS4vOJEqUR06H1TM3VHHJYfRXL5MyvTFInlZ5KZBWi0eOnlg6Z1TDTFE6GDsXoQoxuDD3fFObvMXPmd6pcVSwzkEY7EYInVC2uaZT0LVa82gaVGDPr0TQ//6Nr8iremPNp6PPW/dw80SdW+P9udr+QVHnuKhx1kuZYnVgxwR9Kj3e8GnQNBamHT4HpzfnaFXyEpG6UdM43q5Kf2rfYPzqQnpYSE/kUW2j3hXC0OZOr8n7r0pnVrhIRfhxVqTddUnNBu/IqMdUu9beHKdLfKlXQSn/l8FushUiza+sEfQlvzPk0zAtir6utsmoOXvfYdI9KauU70ZfI9r6oJgjbdKh7333+ZSjTysOnwHTlfBXLFA13kVT5jPN1UJ2a9llNE3k5OaYzzcR3WQhHmzO/Ku83rEsluHEichF1Nhe9ct4taepBOEwlRWFacFUN7bmrUBhGP0JzWp/UQ+UqTbNr6wR9CW/M+TT0Uex+bp6IcyX8m8fpG24HR63Ajxv9/8lIven7JR3St5LpzUQEHfXQ/Tp6o63ccWlSooxV0Eb/xCqnYnbZtCKu2ELmfhZRfG3O5pyoiVDoLMRQaHEuzL2dCu461FZ6K3arIZLqKuxOcA5dM03Pr1Lbd3fNFeTXeWPOp2FeEGIjOodZ+zdviq+8HcxbSctzJG2fTNShGqpCdHWuZypmCocT/kWFhQAzx7+ZeuFSt3q95krXFZPOd6jqo0s3sRDdJ6lV1/O0ZhGoGkpHu6HNIb1RzQXVu2L7xNylwnx9TUXoNAtdySqESK1ao7QC3d1lrtHDeGPOp2FeEOmJ+kNPE6OVt7jvm1jdo9LLO/GcHtH4vBlNkxV10EOmmGgykWw3qPZWZWEmFZ8vSvrWiyKiDE0zUxsSUwVy0qxCiOhxqHkopjnyYtBqWuW2Mk8rn0bRGqrQ4qv4XCmPXyvSuE5oX5WZ8pDCmGYayKxqI9uvQGVSJegk8njekufPEbfg0BWjT3707Hsbvcuqm6W5trp6xKXmyNZB0+dCoZ/OZ4PjJ8oWt1sTt/nQsCJJh44Oxdf43PHfFRPnCz06RzG/khRD+yUyhcWURWWqCY15lUJ3mviaOqwMhTehPH6t0Cslhr5FGZ1qDK2psKq+NnqEbTpNpObkUs3/ZqufDj2bt+QJJzN0pwDcBDYtvIfTbun3HKu35AknQ0cFPwebFl4FHdXuvCVPOBleTvBzsGnhPYz+7SQ4UE0AAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOqrbsfirKytz0y2/PhMAAGACXpy3Y66b+bNa6ag+GyY0PJh9a+KvhT9fmN+EffUsHpM7cOgaXbVnjq7wvsfwULV71dO8LhYDNX5Shze8Ve4G1bkd6x3V9KbnwKTsXpZRb3RU0RUdVdf5hAkd1Y78aEcl/lDtR7nVQTuTl6Z9ZxavwpWtfMPX8COho1p39YyO6moJ/0BHtS9nnsETyjIU4m57+zRemvY5fAJi1LFKh0SIJpz2r58IJamGbohudt3naYJCxtZb49zJV8QVUbQ3J6LOvfLQFVDF1c6jT995nJPWVugRBRHpNMrToOmTb1ZGIaDKQheqm2OVji6UsKpifcMaNaPaoamqO0fPFKqcHKNgkaMZtwrd9e9XbKUsZqCuf5FjWlgn3PN4XcJnUh2wr3H/bofS53ooFeOoSkM7Q3P+u0PCJCYYj3Q3UFUZka8OatbEKUg3uvDQCBBBtf9upkND1ZwVMdrhhM4YyFnWmMV2IRwNVYITsicSTzeMs2R6NZ2khmY6lRkyOVrSqJUZN/W2XUpnaCKW/1nHeiqvS/hMmv3U7LlqcmUVN6h5TqJ//zpw9AuHWpsoiFMo/dzJMcYynaee9fM0Wb0W3ehxyNktqVXlv6szjSWCdoV1xXRNdBGqz846muslNPh1c547HkQRutmtWwmpfvordfbTF+LTuN28dgnt5B4d6nX0yz6UhbMNHs9L0z4HfdIiXavov9r0Qox5LMVN8Q2HZ/RrN+tq8uh1YOaVhhPOK5FV1lFDOk1UWISOD7sChHInULc+1RJXtRWr09XzKejqdILqxKv1qhRq53EoDZdmmnroWnWzSx2mOvW0Klnhs3pSDXULEgWngYRh+jVG1/7/hrR/nWBMVsgTxXSei2mi4I6rR/LStM/Bvxccq/QQVkdXuNWqzKO4HWpmiq/ixlk55FVe3RxFmnFaN/pE9fwKi6DxoSOgWYhuat0nzWgsY7rujbm53FUuMa+uznRalan4qkukCyJCx3Sq8kZzpz5ac+ow9VlZVc7FZD1TaBaSqvRFjlqqWd5KbZqgroYIJMoiNJgC0tDVaKzP23hp2ucgtnJ6orSVPp/dHdz1Lz5r/fEsVV/9gmxT03nFBLXCIXmVcxHUuchGCyKKsMtu0f7TvVp5MLNOzZ1tnLoVq6Mz7e6xXfb2hPLUxK/PV1a7Ehm/Og61VTVNTBZbN1VV7U+x28VQKj6N65iI0Nq/o1bL66bvqBXPtQd/oz6Ml6Z9DvpeqG4l57MeSpU4V5IfoprWddI874bWzptEqq+75FgFFbK7nvVadKMLD42AJqhf0nQoPp/IKN0MIlMhYC7oN6tSN9DovtK12rG80YnjTWe3bpV68MXHmaOqqp2WChgSX2Uxt/SiFMKbszFWyj6dhajks3lp2uegt/LnX7rPzaGuGH32fCU6L+F/67Ab7hPoJmgqHIql4zquUm9RczokcvdzMbVp5x/vkm0mV8lWuVdPqoKIdHSmOv2oQXwVVdXPdYJdV8KDU4S/r+lQ6jDVU1nFpLq565nVkM4r1iHVoCVVX7Wk0UTMUkTno/LMWF3Z5nJUQR/GW/IEOBN9c0Ekfb2dUMN9Q5ivKzN0VYHmTWYq0d6ilVYrrLrCzJqnaaaveW0S51dO9PLpr2IDL66jGUsnsl72am84NTdDP4C35AlwJv79Bf+x8g5YCfrUZXpqXm/jGVv0ASmYvCVPgDN5xj14DuLPuCfEPTTEVTw4tbfxjHV8RhYOb8kT4GTec4ksctXr/6kLRDv1GFjKn4PVAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWOCgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjOhDxSy5Xfv+l/+szT/5Fm3/htnG7Gu7z20D/xK/7uUlGj+SE8l64fGweDcWBO8PuPJDq8C9emr7t+bfz53+kGlIx97ki6ah+goPK6/8Z4FBuvnkcbYemcMPiLN7z3Tmpn30XYk6Db3LDVTuIt+R5CUd0VPffmkM/mbvb+2MXPXdL6mEcVNubLNmdN4/fItBRfXftqKY936Sjeg+vS/hM0h/VfDY0o83+287/FufKF9DImEihMW/kVf6rP6lU6Wwna8/7khZfPxGuXniV/Do3WbI7bx46qpSjO6oVz3RUJ/O6hM8kbQ5iR/X5l6359qHoVISAKsrcSZtIZKvfSSfVOSQ7ehCeRaaVQxFIP5/wtkviE1KnU4iaRz3sFdcnBt3Rg/A8NL+qRrcyznMn32mppn8R7mOsta6PiBK9VWURz7/ZPvcL62ckZKSehZ4m5W2IaGK6quY4dXgGb8nzEtK9+A1bLT02caiapgV0j4qTgqO8+lppqLKLIUQRHP2ON3MVzPSbQENW6dAuiVeeR03Mod2LMDRU1qVAeJtz9em9h6ohXbcmUOVKh9BRuql101kv5pzyqj5mIF2TiaGhqm5Xv0phZb3mNKfC5rZBV+0zeEuel9Ac0eb53+c4GqdFq6ETFef7HkzllbfKxD/SE7K7URrnQ0PCRFQ7TUcE0nXoIuZ396T+qreEXrtKm7nn/bij5RIaJvysZOpvRVGZ6ehDqXX3/3Ql59Z6MaP0a+VN78y9NIjPXbffeiHm9tiKq7lt8Iu8Jc9L+GyIz+OcZrK/77WAKorpQSgXM4dMfLem7HRARNnpAAAgAElEQVSyWAhR6m+xjnPexEJE/5UeJ/H0oVh6Xecq2cZbd+1S28bDLnGHypXKGzXXtl3NwkMqrOsqLbJf55XsYrgVunXr1kc7d76miyK236KG7ioPrZcWnzqvcjFdbbdBmuODeUuelyCOnLPV9GYdFTC3pyfukeihW4fqPPtRdFzxpDtUeTCvkhjIFLx74pXydG+IOXpIaJ4rQhM3ldFdaIddDktV+Si1CqG3Ymre3avdUTPl1OrvofgwSuX5Kzuqr7fHKlvxtVrZUStHwzfLaHG9ormO+Gc158pZtafyljwvoTpazVYbPcb+PWXeCI6HVLlw6N+G+ojqr0K2OOqpN7FAqZPRhRsdOi5x/bU7Z2hLpF+HijAX1yyXKc80Hy1jWoTuLv0jnbD1ILJw9oC2SnXGFBbXwozbfPaDruzY7rafqGr6tXo45Nmv4TZo5apS+y3Sn9gDP8pb8rwEsSObz+a+rx4KAb5n04O4R/5GRdxuOkNfu5orhXGaWatd1nQ00C6JO0WoXFWL2N0S6Vez8mKoG9cpV0O3Jtp2oozpUHSVZle5FYmYdTbTTD3EFBbXYlR5LM5ooOqrU/Dm60RVUyvniel5KKKzefxpXbXP4C15XoI+n+lFoDd69dAXMHrjfP89XfqQdLNwchz6qgU3etKHlfhqdZyS+oFEKXZMXGRXmQhtYqbWLEokijAXtxryq5fqMW0bkUK2E1Fkp8V3n2ufIlOdmnA+FKVxvvWQJjWaS9Qjvn4CXStTyURG1Uxt2CxElU7q33dVzdFSH8Nb8nwMK/fFDRlK54diwe9y831yuTynmahMhu6uNFDX1coN2U2n6niqr35HJSabbZZ2rr92k3I8Cyd3PlD78pY8H8PQ1rz/Pj5T4eWvIjifiRW/+T65s7YuJ4j/6fqknJ/RzY/AnaFqP0P8saoz/1BJK4yms1fE08LBHRhd8fO3pc+dtZkcKv4B9Wm46pJ8Ug1PhsIBAPx/7vw6ubO2O/C8+lyS0fPKeCYUDgAAAGAVOioAAACAVeioAAAAAFahowIAAABYhY4KAAAAYBU6KgAAAIBV6KgAAAAAVqGjAgAAAFiFjgoAAABgFToqAAAAgFXoqAAAAABWoaMCAAAAWIWO6mKq30m5y6+r3HroenMmnPxb0J05etp/o8/73Z/bjJpV/ku5mZ9+3bcsnwzTcD30oofGW9w5zmZbkXH0Fr3zWbinqjl23MxDJ+gxBfxpWIObsn5CGg+7dFQrekbZq6N65F1TdVTfoibpk90rkyox13Hf0OtE8aLmu2iYMB9awRPOwrTznzik5/zxYKiJ3067fwHfAGtwU3bvqJz5K+F2Z5eOCr4nVqnq2yYM10MfyhHhju6o5kIM8eDD6Jf6ksZ6JSLsCCtxFPEEOn+u/fxLOhTNo0n6RHsTaoUqkXg1X7jaPheVqWJVYpwb55MxlE5U1dXZ1dZV9S1WKvXgPBSZdqmKk2ZUGVapRW9NQbraqqBiaZonzZCe3xUjiqAzapSkzkXcypVpokNXmk2Fc3Gnw/nPhZ6JJxXVlpvwX01Lj0x1AIW2roDu0CN5V7Znkl646bQ4oblwhauhoe5zR3n3RpsT3502WqhR2TGFxXQah0eoEs4nNOshU6GvuZtCdGgmWGnTi5J+FSKrOV0x5jr6a5QKS63i0F4mqYcq98rntFQzlnA1mp0Q40QRmmMKwlX3yadY0Mpn11APOSbP5i15XsInO2bVnHRHVramVSrgUx/aaKWjVxmJEOaQSOS7XLQuc9GrIb0o66qGgool+IYS+dq2rhoqbzGuqGdj0p1ZaUtNTJ3VHJFXpSSdvE1NbJL1lRVW2ps2+Y6vgpNImkKqsBvLcaUrn36uhvQ6dgULV0KMTs3cV2boakirfTZvyfMSxM5L5zTPG/MG06obqLFND4MQUPlJn0QrPVQJ9k+7qVno1yEqYZXIrvMJVWnKla1YTZGpiS54dx27JitS9TqmC1ep1eG6a5pm+vWW71tvJ2EoJJk1id5ShxOrkCZiGjp1dubrMjrhzP0zIdjZ8Dp6VVi97Z06+Nugm/tjeEWSVzF0o4kN/ckwrbqBUrXxeSVA+Ol67g5VgsWR1kXrnmoh3hQWR5tVEF/nVEWHcZM4ZRGZmuj53XXsCliR2t0qXVdVzb9ZVR0x6TLptY4y5la2SraqiY5VeRvNXUgV2elA/6+9u9t2Vce5NZz7v2n2Qe2Zj4Wk7m6LMBJ4n6ME/CPJhnisqtZmlawYSlwcJuLPMhXwMJf0cxxETCfuVllUGeVLxYkKfa/iuHBoENscNu6we9orfWCqR27Y0VS9eoa3qtT0LfEOmgo7HW12ikPd4qtEf12LSrzU9OfhRAtLP3U3pqD3nt5Iw9iqypsbvqr5wprqMPw9s7yy+1vp17TCeh/G0TSRyFQKzviHkZ0le/0Tu6cjrM2yFnA145ZVryqsXrvD1E6CIobneG7m13i/InWDbeaNv3kPifkYvL8uzF5lNPVeeM++lv5ZYaddlmffXxFtqlfSMOxDpmnLNE5/CaqpZ0Ot7qYpiM/NUP2t4kzqtBeRVOOb4Z24ss6e0beqsqTMLVploUeLd/2shwWpok2/DmdZCNgJbDY13XE5KrEVb+8RSf6h1z+iQWwce1W39POTtnSGSsdJAxMpTyWynL4I7JSw02HNKZyQ+lHFasQGMWb9Oc1UxOm0iXPFFIbhmZHPzm4GMBukGYkefyuW2I/cnHQqx6qLSHyY1+y8fp3jdIdmU5nqSJY3xlYvh8glTSf9GkcQa+cnO7tJ7u0pef6h4WN/+PqSx3zxXMVew8dJP1HivaMzqlI4DBXv7q9XAacJLswlWh7CcGouZtc56sCcqGJB0piHzXSmwwI6bUR4VbSiXIdbTnhpl6pcoj6Hu/HrQh2cIsRknZWdmnTY5XBdBDPMvVqC2XnFRGl2cRx/9rTN4ZYzSxWzCLhq6a+OM5eTbDWdc/3eHpQqrvG0R+hPUGTgfniufx2Lh5PxUrgAFQZuiUf7p7F4OBknqk+jwsCN8XT/LlYOAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqPBFXv/8dSAAcCneezfAEv6A9yGjOm2Yp5Bzn9hPPP/vNA8Xv/NdsxDVdybyJb5tof82mH41zq3ne6j9mNXnqRj8OG/8F9cXvvr2K+4v0Ccj+gFPz/+3NE9U26k7/kMnqpjL175DOVGd69uKw4lqOKA+UZ37l97XvgdO8c2vPk5Uvqfn/1tuf6KqJvrOB5UT1b1xopqd7tPjP+3x+ZKUOVH5np7/51R/bbwy6fWqr3n9lD96dFRps6myvK+koQ5jiHfNWyIGPY7odWhf5bIQniiCfz3m6FcsrY8zyDD+4bwLvarqmbHprHWa5uxpg3R8/bn6up9OB1Z9jSPMlqiqahrGfpa0IMMpqnkP1YjpxEiqgKtbTo5bVu1XsUwxyGG0Iiod2Euu4CFU8fU9jk729h6R5J+odmfV5rCh08/DBum81eNqZjHMyMlUDBJTS8efTbYZlTnmQlTDNkPpgGKQGFunmGIEEU9n3mGvQ7OqAv3Z02aHW1OzD5Nypl6rSQx7bRadoxlGOk563alVHOTwOY4vpnbmil10mrFEh5a6qrNRicB01nqimMW+mcj9xh6R5F9Jd+f+SvV4bMUmNh94MUsaiYhfR2jOqMccxqlvxfGd4IdRpXXeinVJb+nry28cEUAcdjlmv9fmrVQ6fmfezq4Ts4t0PjS7mOK9CcVoy1Gl7Z1bW1G92W1ZpTAsiJ5iuFcXqhd7DbtUmQ4D9m9Vg+uUY69hQfZb0S+m2E439pQ8/4R4MLbR05juzteO6Lu/KJ7J2VzSh+RV0EPFz8uvlWrqqTSreursxCpUzdKonKLFYc1B4qo5+8HPdBsthxjEmVcHr3MXHXXMVYRmQaZmF1OkeYmaTEWVtq8+V+NUXfRE8a6Tgr80InhzRw2nG4ah21d56VwOt6qAdQxVrzSw/UURTHrF3Bs385Q8/4Sz+6sr6SMXP1SND9KozBSqofaR6Bmr3NMcY5zDW+nUs2mKCM0p0nTSounIRZCxjR7EvDIMSQ+iRxCDDLNYizY6Jev3lXSu5dmrcaq8YvGrqHRN4uyvbE31OLqLszSH8UUKztLEaBe+OjshbexnWuWlc4m30tl1DFVI8Ws1VwwmvbIWz697UKp/It1S6YOnd3b6HOrG1Vz+/tZDxZBmhzXj1LfELMMr1a204H6v/V0z8mEZnT2zjUqqu4iQ9BYSK2XO21/64Uqdu4VOnH14K+6r6uvCpqq+DjeS6KK3ZTqIuQnFqlWzT1XPLKyZl+iiy7uw/5ejcrIWW1FMve/lx/PrHpTqn3j9c7hStUy/Djd09fDH2beZ/T18GTnNxMinvOkWbqXxxPAWptA5bv8tWjWjE+Fs2GIiJyS9hcSkuj4LWawVUI9j3ursruYGXt6Q/qaKfauWW7EKnTBmN8Paqumv5tT7r7OZvtuI8q6ttV+BNJ5qCj3vcKI02Xt7UKp/Qmyyvdgy3bjOg52OvO9yCGYYvDNUbOmURVRmC89zNf7arRhP9VXMrgPbitWvYhMRxonScbawJdJZFkIS9THL5c8relWJH3pVBTRjPrSpxjenFjUZzh6D0QNO1UQHpoN8ZRvjfX0tDDFvVRCzbuZXHXaV/lSm+y7pxeH4Ti9RnCqeqiBVGyeGKtl7e1Cq2CZPVF/CCbL53DpliRfjq8fvEr8uxz/VcS0kXZ90zGFUzZrHWYa/HPpr+nuQTqR7Vc1mx0kjdMYcTlcNOyxmjLNaDt3SjGEYUlU3vUmmvg6nE9croraHBms7ZyoqUYEYRpqCWL70yr09K1uIBwOno7zY2sd94Ec9cOc/K9uH4w+Iy8z+2YobYyfgmR647R+X8JM9cH//FX5E8cZmwNM89k/KxyUMAABwOk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxovp5f/uvUTZnv8G/pvmOf5hIJ9PZQvlRnegd5NqkHwr1R/fYj4Z9Cj/xJ1dJq/6t4v2VhdI5XZ68Is/N/Db+dotzonrtDFt2ZvlQVOfqTMqJam8h7H6ahxHEgOlPtf79Xg5DNPvRxb1A9bfNp//siSvyqAV6UKqP9dGXzqOelsqnX+vL777rV6czKSeqvdmwT0nz8B8wqgH9w9NH3zy/uKyXEcfNj/7Zc9ap+kc9KNXfcuIu5ESFn8CJau/PT1SnzMWJ6mYWav6oZXpQqhd7Zaq7ouP++qHN4XracfbiIZIqFxFVlZeoklMWs0ROvq9//9E7nWhh8C2sSDXCifEMq+pkMdt9rT7njha7O0Md2pyV9SkjmGGLChxGOHyohtoPKAYRaYqLab6iCDEkUVIzhvT6IV9zQDGm2SUmuDC4E3k6YFXP6pYZ+SFmp+W9PSXP64kN1791+Fz1HY65/2pe92d3niKde6fLsKrDwoos/C6iVvrrVDxCGoAe6nP10cURq/++65S3GvmQ14eynk3W/CwqU/V1cqlGSOeqKmCuo1nGGNLsouiJ1grl5DiVYLOAa0tcxbAWuV+udKhbelCqFxPbOu4w59a2e4rE85yOUD2iYnbxGDhPi3gm02ZV5Msjb6Ey1Qgindl66ixm4/Frkjrsh3RDOhXWyz2sT3U3jWfYawsFH4bx2qnGj/GI9mbdtnrF9a39db1qzufDFV32hQroLVF9rq4crpt1G1ZJTDq1CdPpzFJU4W1ydcT4C5tNBOBHXo3jr/uNPSjViw3fBQfDW8NhD92rLvqJFU9vFfCwjfBuliZejaCLkwapC7KPoSpO2ndYgbRWU/GYNYnSYZ3RRI4L9Umn1rOIXluxXiI7s3RpuYbB6Nx13dLg0xlj32oQEUksWoxN3BJdqspXofrj65I6+Q6TGn4VScWwRSmGswxHMCPXS1w1cMLWQ1UBVEPd0oNSvZh+F4hewzH10xKbDfd3vBu7H9pUT5F4qkVGfvvY18lUxF+lEwepghw2WI5noSYiEn+0qa3r1CddIzGL6FWNoMvu1FPvCrHNRPq6bukCmYV63xIBm0U4DFLdqoLXm0oXTYwvEnFiEHfNr6+deEuHPeSvzlrkouPUQviR7++mFx/iQalezHwXxFtxnMPnar+a05mPhE5k+JbRr4bYzH/OzZfRIUiRkX75ilWrulQNZuNZfvdVHf0Km/XZ6qSqiyI7MdTCLq3id5rFXjopEbZza9hF1NBM0ym7CCZmms47bCnuptfNkuoNo5Myl0xMly6H5q/OJyL3F8KPfH/X3EW39KBUL+a/Xp1nVX+u+ppjxrtV+9hAhJcGc2DmXnXZf12rqt9SpOCEt3krMhV5ZS3UZjxitEN7sWfELM6VdF4nyGFqYurZ7Ia3nLD1leFdkfWhV0zTmav6rJcs9jKXNY08zdf/6pf3/XUhQSfa2UT8zVaFqiMfbjNzF93Sg1K92PBFsxc7Hm7ph2Q4bDpaOnsV+b5xOnsc8xCAUyUdmJ/mIU5RPTOGV6ZKTYTnB2AmOyyOziKr7qDZQn32V6ayG/Zywk77VlmnX0V2zbpNhS2iPdQkvevEqQdJm/kDiiLE8UWaVX1EDFUpxNc4mpjOCUNPahbTTKSKPA7+2q31MOz3UFWz9PpwzDt5RJL4c+LN8pAnbfvA32ofKt2jFuVEzbrp38st+8kUAfij6V93Ea3oOGxZDatj20IRhnPFZrNfdTBmyjoks01/zIVJZ7tXBekM+0Oekif+FieqjRPV3V1ZN9YIX4ht+ejk8bee8/j91n/3/qFQv8o1dfutvYTnYFtunKgA4Ifwu4XvxLbcOFEBAAD0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsT1c+b/fcpr/+XVl+Zqe5bI+wPJdsp47vjckYnJvWcf3n3GzKdisFsufBM/YrPJfXl5fpoePv3zzV1+PJqn+gped7Yj56opn5XTjm+nKs57PuYuNbX6XhusxtYyLRfmf0Ia39LDNvc9UQlkmrm++XlWgtv4bB+zbnt0xN9lafkeWPfv1nTR/3X/zz6w7L7R6UTR7uBhQPN6Seq5mjp+HddPn2iao7c6f5pyyeqj7afHfzLi/whT8z5GoctlX6NF/e30gHjrYVZ4gjVRRGPzzlRiVAPdJeYUZXs+7rIPY62vyi+CmZSOqOp0g0TMas6zMuJf2rYQ8pTw1bpp4NXY+67iEiqkh4GWUg/fnAWqypINWYcMPatgtfXp/IdjqyXQLdvBlbVszPmvq+4EjdhjCHdCcNVS2eZ3QNiOWKct/eUPK+nnwrxefgWqDZr1eWw46eapbeapRCJmzGI2JZvHWLTgR26TFXGD090GfaabTmMYTmvzrAi8YVKOp/FpDqSGPYWVmEhdz9T3XJ/K22ZXtFLMHt9Vjqmk3VMuR/bq1jiZr6igPFzGsZCpmLSqS7OUGnYN/aUPK+X7rz35+q60yW9degruogZt/CIVulMqR7CYajVRV2oU24NAxM19J21+sNbTu7DLeTnEmdfG1Zslamte7guqqHHaS7Q1FZZ2Lpms9mOs71ElymH9RK7y8xafzWDSWM7tFwec3Zwsybp4Hquhe2hu+QluJ2n5Hm94QaNm8zcuIcr6WjiytSwYkDfKxNndIIX46ejiY7V858WKkab5jLlgqRi2PHKPt+pCKsBnSD9MeOw4pZYuE0uWVorvVHNBTqMsJa7Ht+pSTpIFZizwXSR48V0NO31XyL4ajpd8KnlqCZNZzeHbW7UKiQd1XBl4yALFdbPzo09Jc/r6ZdU+sxUG1c/WtVQzmivjBP/lOF7TbevcqnCFuNXvbbs9ZEWR5fd5ycVW1ZhiFIMExnm62QkElwesxrWL4sTQzps7C6mc24t5z7MtBpfDyICE3Wr6l81nspaDOWHV6U8HHYYz34EMbs/bNrFTHwLddAhvT52oqpSqMK+safkeT29w9Lroove07FN+ni8nygx7Gz8Dt03Ta2qSXWxykgPlSaop07bz1bGSUos08Ke+VAih3H8IP0xnW2sG8cw9LDVgDpB59ZshWc3gK5JvCUCO4zp1HAtR8EPXowQBxymMIxHBLamKnKaQvVVbAMxwiGGtGXskl4RW/GsLfH9npLn9eKWGj4kU13iLb2JzdeBE8ys4ROusxs+z7OFSkd+7VQTbf+tj2impe1PT0ovX6ywU2rB2W8LY5oPy2HGYSRVpqJon1gFwR/fqUk6iAhsee81d5GYq1oLMbjeeFPLsW9vzu4MWI3vJC4iEUvgTKq76NGcsG/sKXn+iVewdn1469DMmaVqIx6J5Sfk0LdTqNfu4Z/qsoV3R4wqXkwnjRUYJqiT3Y+fhqfD0L1ikKKZ6O7kFdOsgjdHNjNKP7/CSsXuYi6zvT97HNDJfWrqYVSHQUSmIv7h+GZIUxVYnq4aMC63H5JfSWe0OE51PU3hrFsir4V1Fync21Py/CvV4/3a2V/c6kc97bJlb43hLLFLdVF81YmLoUSbdNKDNGaRUTqg6CViO1yczbGT1CGj2EXcSqeuIk/bmHlVX0WQwzH3XWKvKlo/U5HCVm+kajS9ClNVPQwibi3kvmULJMavgnHqr8MwK3CYOoZUTZeOWRV2ISQxuz9gmk416b5xdV1H5UxaDa5Hi9fjUPf2lDx/wjXbbuGxB/7ElXuV5+IaFBk3xub+IpyogD1OVDdDkXFvbO4vcsG7hjcafsg12zX93yzwCRQZ98b+BgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQ/76x/zv31ev3hvwy/MPXnAv6rUohJzZBe/5waV8u3xdPUSee18+m5qgFPHO095ilxxkH+9nX0v9mXU0t7iVrpWx8dfHZDpu3v9Ix3UIWfN9zKUz/GF8RzVi8RcDORPzkE6EkvXsQTfVs8TZ2f2AO/8WqwybCntNk3PivOb/uRfv07Ua31TdOpaqXLmDY+ZfCp5ds3i13+drG+B1W4v3Nfys501/QSeZ3+cr/AKZN+23vt4r13geWM9h2Hgxx+q86qofmr6Y921m+qc5K43lrlxdkl/Spuva98YvDhvGKKtHvV91GowqcM357ps1HdEq8b/by9dtKhRJwiwkr1ZtSZVulUV0TAUzFU7Z2szfWd6qXfaM4g5iIeEq8GnEpNBOAkFa9MbT8xr07KiaGayIytGspvOTWRHnl2an+0qb4L4/+E+Ewdrsevw5azg2/15jdvibyq9msPxf08OvmPegXirnNr+ECmHdMrh+nimDpCM+thOiLgNMJ0rurzbAw6Kp1pGvNU1mniOtnDIOmwZuJxhLQ4TvzpdScpJ0cxiBlqbBkHr2KogqzSGeZrMocdFsFMLQ7ix7kQpA7+0L0a7dBlWIphgsul2OeVXk9DdQbUg1fTrd1Kw1hb36d5aNoXSJ9n51Y1yPtz+hLZwrMnpjtMMRWhk7iYaxitvpWOpl8Nawuhp14e1r8lpjMXtxPG7K7Qt5ykNntBxSBTizsVw8IUaZy6TdVl2Cb9at4SXU6Ms4o5LnS8NVxK0TL9HL9WMcSvpuF0+212MIxTFG0bLahzq8pILLSo/KM8NO0LDHd5+hTpB0w/ctV213s9fcCq599MPJ13f0U/zDqSOKCOVtyt3g4Ld83qDXeFM50unRjNGWH4dTb44Qqmo4m50lvOtq92hSigHlZP4QejDTdGdSWu43C9pgJb6zu1z+MqzG7shW3ZKUI1fhVznMtcJhGzqFh1q9rtVWrpulTxPMoTc77GcFsfVNfjIOJZFb3S9tt/X0ZmGMPERZqv+j0SAx7OW4VX1eTQOA7uZ10VWVev6jVMVoT9yhY3Hc0ZYTi+WclqNBHSy9g51SCxTfyqk0q76BXUM1aZOo11X31LLEqV3VpUcfBh37SN2FRmhFXKzoKmQeosHGK/7a/ESA4VMCM85JWOOXtrSITa2Ug/7Yk5X0O8CMRzondh+i5Iu8QXU9U+bdZ5GKp5q/BEVMMXn3ieq5H1pNWSDVMwq6d7nZhsOpozgvi6FvxwL8W3+dr2Ozwd5rbft6yy2I+sp1hbejO16lZ1Rdw6jGxuQidOfbcKIP2aJjK7sc39MIxz1vCZqrZcWgE9eLyrszvrlgj1lBr+oifmfA3nTbG/m95K3wjpqyF9MqtIhs2cd3FFvJ31Exhb+i8OkeNatdP4zcZ6RtHLnE6UTi+0X/xm8LoaMbUYuV6atWh1r2H7d5xO1lWo+3F0MxGt2XhhAwxT0FFNxekHaS6NuHVWSX16A6/FvDb4wq10xnS5nc32KE/M+Rr9XS7eI+nnqv3CdPph04+K7uhM974ynMisj4ihGnAYQH999S0xXQy7+uwn7nwd7opqcauk9o11Un5lRLQ6RzM7Pd0w2WE6w0T0aGubzZzLnzptPLx+qOFaXmmEs6H6jcUg1Zjmuoh5xeBbXTf/VjqjLouzu57gQalezNl/cZtWt8yXiB4zbaOnqEYbJp5OV2Wajhnb6wbppDqGalIRlTO7nlHH7EwnlqOqsE7c/yrq4xdZpDYcTYwwLLXOMU6UxpDO8q7GMNR0ED+pYUuRwmavl5+RuUyvQhrhvtSHQZzg47xVKfyAq/GF2FLUKr2lwxODn3KrmleksP1384hob+xBqUKbeq4+HcxlswD/8+n99goHgo9OB+B6PNX4/zhR4bEuOOIc/vMD2xu4H55qbNuXveK/Khjc29T/6nHWXGxv4JZ4sAEAALo4UQEAAIMsJ0oAABOuSURBVHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixPV13n/u/T7f6De/MfqL/5n7dNQ/WBOjNYcqh/wWninu3ihHbG2VwYZ5/q2+tzJ99fW33sLr9mpMOKHapaPRoJrsGxf53/P0sLPw/W/sq+d9K7TvTm7P912RsCzQZ7Y/TDUt71zY2EvPlENr+Dte3ayP+PUpN9zojo8F2KKKpLvrzbeqNo3WtvNf/IMiNPJxSeqZi/zQDY73Yndv98fvog5UU35ueIsnKg+F8yUw3HKPFE51z/ne6r3cyjcp7z+SzQQHfcX93fT7v4hpopNRDs1lEh8fz02cHpVU+iwzcSHAVdjDq+LKQ59Y77VaPGD6KKvD4MxUzuU6/Xf1TGDTCOJ46e3DsEfyqXrkAaZTjQMWKew0H0/yFZntGWJpzWvymiGEaee7StSiBntp4jX4xRrueguVcDDtTjUvwo1RlKNX2UxLIhTq6rah7lEkKLL7T0lz+u9gs6tw2YVfT8R1dRQ8fraLT1ROsJUtMtTz6YfL87GWc3iF0fn4gQzlfK+/VReflmcBTrUyumycMvR7D4boWicdp+NTVSmn0L8qlMQdXBCemV7RkQe+6bX08jjdCKLtLuOTRckhppePwxSZT0cOe1ye0/J83rV3t2KP1OqW/GDGHZq44p50yt6qKrjcuL6FZDe8qMVRVsrtROVE2GcMR3ZqY+O2dktun06wjDg4a2h2c2mw/aDFINMxRy/To2zvL7mtpzaGHqWE1PQG6YZz3JjsT1mQ41f/aimur9bml3WUhCD39tT8rye3m2xcXUrNvCf3qnwqhlnhxJ3zWf70Lgaf+2hHVZp+cUtcvEjrGasAhi+l4fFN4MRKa/NLr7qkPzNpvdV1cWZy6mesNzX35N6dfSD42+Mtb5ikzi3dBGWc5kN3vxcTSeymI0qtnkPPtwG6eDDjTR1q/mw/Jan5Hm96u3wKsQuh9HSYfUtM7YqqrWh0tHEpGKQdLRq6hNzrwbUq5AGnHbX4Tlfq9KJryIdJ5hYJV0EPftCZeL4VWDx+nCEYfxiIlOnr4jfDD42jhfFFTHObFnEntH7p2o2jEeHpEsRG1c1nK2tyGI2qtjmPXg6S1WuanZRbRGGaHZjD0r1YtXbQTzh+lbVRtzyZ1nb9NVQZuK6JtXIVb5ruYu3yezb0CmFE6HztSqd+Lqw6PrFGhuLmph5TY0fL6bbYziX2FHOLcfCTnDG2bzg4xUdjL8xFhLRUTn110XoxOM/oWYM/mYTHf2o9l9FnNVzVKVgbrmq4/Ju/0UPSvVi5uvscGX4lE7tbyewYUhiHGcokbhTEz/ftYDX3hdTUYkc0yCdr9Ub05/d2S3DF+tw7w03dvo1HWd5s+l9IrKoiiziMYP3+/pD6Z2whdWsgpnaGOkDZfaN0+ndKzabc8uJx1kXvSX0ZvNDXYvKnCVNIX12hs10CrEgt/egVC/mb0TnxbH2NhlG5UQrhhpePzxR8bNZk+q6/95ZS3zhzaJHEBGmbYZrPYzfCdIPJk3Hqa2Zl4ikmuLQZmrbTFXPmcgJ3iy+GMpcU39bzoZnFlD31UHOZnpKPOa6iN1YBVZNZy7QVEh6G89WeNhl/1VE9RDPyvZK4sWxv1LtwuoB898mVVSRntof57X7ja+etNjSmb26Vc0ylXiMP+0obs1e13Gm2cVkRQ2rr2YMaTAitaq2h4DFyMOaVFPEjPwZq+Lor8PUhinEkX1ihHTMdL22rGhpMxGGM4vfNw2sWo40nVPi8dNPWw4DE6GKSJxEhvtKx1ztnPRr+sEsyO09K1sA+F1f8hP1DTGc5cRc/rAsfzK1c86701ZxPCtbADjXlb8ZX/IT9Q0xnOWsXP52ab7wRPUle/Vij0sYAH7Un/9K+f9r2vc7MZc/r8m3najutE+mPC5hAACA03GiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExWA//PYf+IUAJp4b/6B3/q5Wv59NTvu26zN9el6xqh+awXfXpnYZgsJinX5xVKIXN63vvlYufyYHJ61fhgLIb03WNp+OEgz7HMr8Cuc1flcNb75UTrdU/L8Hj+3vT56ojrlLX/BieriGT8kTSQ9PPknyF8sxWNPVM0RRAz+aNVR3oyKE9WHUI1TUMSrffObOvXRaE+pxvX1/K0VfFv+GZsd80fd+0T1bSMsz/uH3W+MypyCIn5Q/GvstTO8WA2iB49tRJc4kR5t/+EwmhNPlcJhZH+W13/pTJ0wqnHi9bQyYvaqzlUp9i2HpTalXQ6zODHvA6hybxY/TbyaohpBpFPlMkx5quwndhFxxl5V3apcdLXjV6faIrW0mKLCh9ynypVmnQ5VBVzN8ir2TBXS7PhpFnqi6uswSDGauGgGZlbjHp6S5/WcjRt3Z7XvnT2d7u9rRjNHECU6TGHOMryiA3AqkA4V2yzXeSqAhewOmVbpb8aKm4nEsuiQdO4xsENjPUKMLeY17C5Sns2rWQ3zVjpv2mUY7UtuiVdRbTO7V30cHCaetnQ+v8I2cAKOOaZf05bD8cWA+nP6VXTRU8TYqs8iGB3J7T0lz4v1n43lW8Prp4wmnpapB0k/kH4F0s9mDFV7XbT3leWYhxP5g/vZxYlml9JMcDZCsaYiAL9lel33NWc00xn2mkrZ2VdbqIDZTC/EcoJmCuYs/nZ1CuLEqbvH0ZwVX8tOTPTuWF1c2B6bvSJpdrN746c9Jc/rVdtIbC/9Ihhu3OpzOuPsO8t/lYiXgk55bZbhjP7DrAOOlRGlG8YmVqe65UznJHggBnT2UtpmNkIxbGwwXKM0gLhhROVF8LFuVSTDK34XvxpxTavP1S3Ra6sXd2o36sZ6rfWt/cpWy5d+FsE4saXTOSteDfLKiFtxnHTktH2VTjpF7CtWRBTnrp6S558Q2z02SB+bqlecKH42n8D4eMTR0otp+zhvXZ5yuiowJ2VdHD+SzVsdXYotW444QjWR2APVdMMc9d3hUg7bVBWbmjeGeih+vFVNWlWyyiWmPJyiSmp4xe8yW410TL2XqkiGWyL9KlRl3xe2ym54K4ZkFkREW00xTN9Z8WoQ0Xd2WHFFpDM1uO7l740beEqef+uwcZ230tTDlrashhJ903mri8OvzoPkv+/EVz2j+d4cdkyXQFfm0DIdzV8dsSVMur1+V1bRTi23H5VT/GHL991qmfQsw5SnknKehepKpxrVZ/NZM5fbXP3qQROzxMbDXlUX8dmM1q/8wvhicH/Y104c2dxjYjX9xRJP0I09Jc+L6W039UKfurXtnqh09qkYnNHMTCtxOhGziEE0m42hulgVzV81Z7T9LWehdWoxKX3XycvM3YywauAvt96u70qmozkpr5V9oddZm6f6qus226ufoJh9aoGcW8PPImCz++krbm7aKqrZzbxWWxFYNem9PSXP672Cw/W0jb+nY5e08bBL2nJ4xbnrPEgxaxGYE8OwOFUA1RJUt2ZnF1XVAaRd0hF0pjEGpxqzOVa3zOmWKynmTa+YAZhTONkN24suOs40tfg1HXCT9UmnjiOkgwyzOwTg575QripxHfBwKN3YHFx/TUeroqoijG10ZYbNDsHomM1q3MNT8vwT1aOVbtz319gmfhWDp41Fl3RY0SDtkn41H6Q0fX+WLctLFCedXb8+0tXRsa3VWfcSW8JP1mkz3I37K+n2cCbaZPHfg6fj6xmdUlcNxBKLKYYJOo2HXfY197eiuOUPkrac3YF6uXU81S0xtVNGJ2Axb9XFX3FdeR3k1L5aiwezKB8GeMYweyw4ZcYrpwOi67c9fh3bBQrvFGx/cb5h1+HP8fbDLLYLSrxQMPu/Ypw478UzAge8ADGL7QIAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAPfBP8QG4K/w9vk675+Ehd+Gv/2nPYezm7H91b/O++ucuvlL0G9waHP6mqZTOLH1JwKAiNfE1+n8KtzgRPXaOS+0L/KhvMy6VXcPHU85Uc12mRVj/tyJ6twBAdwSb4pvtHye+PMT1SmD3PsH7KMnquXZZ8s+PLddf6Kq5j1lotPHBHA/vClu5QbHkRukoF15ovKPNbP/catzoqrmmj0U6vYi09mW4r/e3XuvApjC6+BTXsHwVrwubjUniqF+IoBYk6kKNFvORmvO9ap/gIctnZFjx2rGdOphLodeVXdznJip6OLfcjKt8jrUMN4aTqpvVRMBeDjeBZ8iXsTOSzn+3lS3Tul17mjVb4w5WtVMjLCFCp9SsdkEnTbpdb1bnN/sqcV6/TMMoGomxqny7W+h5WWd6mJWRocK4IF4F3yK+b42r1R3zR8SEYOYSzfTE1UDpqNVE5kpxMb6R1HkqBsMExxOZ85iLpA5aRxtuOV0TfQ4sWV6SyxlNa+IWd/yd1caT1qZOCCAh+Nd8Cn+74fz8/8K9CzxVnU3nT2dKP2Zie3Fb4yedCqF4c/e8Osh2irsqQTFOGmcVRddBGfeKuAqhdhdz67HqaZOZ0wrVq1FFbO+FZuJSdOknBgAPBzvgk/xfz+qHzPRwPwhEeOkzfyJtvrnR6h+z4a/f7Hl8GfPGX843UKCw8bmT/Jsef0c05GrTVjNLuYSEaYBpzmKmlR5Vbe2opj+lha9prYHgHvjXfApay/lE39I9K/Ua2ctMHOiqsvwJz82218Z/uyJ8c0cZxM0f1xFnLGZ/4O9kKMo9XCoatv4+8QMWFzX8ceozN0+3FpOqAAeiHfBp5ive9FMtBfdzd+Y2H4rjlzx1uHKcKKpLsu10j+oaSLDYk4lKBJP49Tt4+roLv6uGHapglwbJ+0yDDjNMQbmpJxemQpb36oSBPA0vAI+5bX7eze+al876cX0B+N9RfeqbqUxVFEdJkq7mxPFLsNfqeHIafDVXV3JajpdmZhaqmpZdUlbiis65f1csUppZWKzNLzhOFNdqll0ptUI8VZ6RU+aVk9PNIwcwL3xCvgUXq8AADwHv/qfwokKAIDn4Ff/UzhRAQDwHPzqAwAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQrAbb1evOIAXITXDYB7er1enKgAXIbXDYAbev3z14EAeApeNwDu5n2W4kQF4DK8bgDcyv4/TXGiAnAZXjcAboUTFXAxHrT/oQoA7uPw/53iRQ98FI/YHrUAcB+vwl/HBeD+eNEAuC3OUgAuw+sGwG1xogLOxTMlUBoAt8XbH8BleN0AAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgC5OVAAAAF2cqAAAALo4UQEAAHRxogIAAOjiRAUAANDFiQoAAKCLExUAAEAXJyoAAIAuTlQAAABdnKgAAAC6OFEBAAB0caICAADo4kQFAADQxYkKAACgixMVAABAFycqAACALk5UAAAAXZyoAAAAujhRAQAAdHGiAgAA6OJEBQAA0MWJCgAAoIsTFQAAQBcnKgAAgK7/B5qt+3Nen6AfAAAAAElFTkSuQmCC)
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)
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)
Policie České republiky – KŘP Jihomoravského kraje
Metodika měření THC v Cannabis
Zdroj: http://www.policie.cz/clanek/metodika-mereni-thc.aspx
Žádost Open
Royal Academy ze dne 7. března 2013.
Žádost:
Evropská metodika měření THC v konopí v příloze
č.1 Nařízení ES č. 1122/2009 (analogická původní
metodice v příloze XIII Nařízení ES č. 2316/1999) formuluje na dvou stranách
přesný metodický postup měření THC v rostlině konopí. Z odpovědi UKZUZ
vyplynulo, že vzhledem k tomu, že na konopí nelze v ČR žádat dotace, je u
pěstitelů konopí na ploše do 100m2/občana ke zpracování konopí k
vědeckovýzkumným (pokusnickým) účelům, které se nemusí hlásit úřadům a
neexistují na to žádné formuláře (viz § 5, odst. 5 a § 29 zákona o návykových
látkách) měřen obsah THC v konopí Policií ČR. Nad 100m2/občana pěstitelské
plochy pak kontrolu provádí Celní správa pravděpodobně dle výše uvedené
evropské metodiky. Sdělte nám proto a) přesný metodický postup policejního
měření THC v konopí (zašlete prosím kopii) a uveďte číslo evropské metodiky
měření THC policejními orgány po vstupu ČR do EU 1.5. 2004, rovněž tak uveďte,
b) zda se tato metodika od roku 2004 do roku 2013 změnila (zašlete prosím
kopie, pokud došlo ke změně a uveďte legislativní číslo změněné metodiky).
Odpověď:
K Vašemu dotazu sděluji, že neexistuje žádný závazný právní předpis,
který by definoval jak je pracoviště povinno postupovat při analýze konopí. Používaná
metodika vychází z metodiky EU o stanovení delta-9-THC, je modifikována tak,
aby bylo možné její co nejširší použití (nejen na celé rostliny, ale i na
rostlinné fragmenty, drtě, extrakty apod.). U předložených rostlin je zjištěna
jejich hmotnost (vážením) jako celku. Potom jsou listové části rostlin a jejich
květenství odděleny, rozmělněny, prosítovany sítem č. 2. Část vzorku, která
neprojde sítem je přidána ke stonkům. Prosítovaný vzorek (část pod sítem) je
zvážen a homogenizován. Z homogenizovaného vzorku je odebrané definované
množství, které je analyzováno pomocí plynové chromatografie s plamenoionizační
detekcí (GC-FID). Na základě výsledku procentuálního obsahu delta-9-THC
v homogenizovaném vzorku je vypočítán celkový obsah této látky ve vzorku
získané homogenizací listové části. Tato hodnota je následně přepočítaná na
celkovou hmotnost rostliny s tím, že u hmotnosti stonku a zbytků hrubších částí
oddělených sítováním, které jsou ale součástí celkové hmotnosti rostliny, je
ale obsah delta-9-THC pro tento přepočet považován za nulový. Tímto způsobem je
stanovená hodnota nižší než reálná protože obsah THC je ve stoncích vždy větší
než nulový, ale tento podíl delta-9-THC není do stanovení zahrnut. Metodika se
v letech 2004-2013 nijak zásadně neměnila.
Žádost:
Odrůdy konopí, které je zakázáno pěstovat,
byly pro účely trestního zákoníku § 289 odst. 3 zákona č. 40/2009 Sb.
definovány v Příloze I., bodu A.1 Nařízením vlády č. 455/2009 Sb. ve znění do
4. 1. 2012. Takovými rostlinami konopí jsou ty, které „obsahují více než 0,3%
látek ze skupiny tetrahydrokanabinolů z celkové hmotnosti rostliny.“ Sdělte, a)
zda pracoviště OKTE do roku 2012 provádělo měření THC v konopí z
reprezentativních vzorků celého rozemletého množství rostliny konopí včetně
kořene, stonků, listí a vrcholíků a b) zda toto měření THC prováděla po
vysušení konopí nebo bez vysušení a c) jaká legislativně označená metodika
měření THC v konopí k tomuto byla přijata a tuto nám zašlete včetně d) metodiky
v souvislosti se změnou výše uvedeného nařízení vlády od roku 2012 a dramaticky odlišnou
definicí zakázaných odrůd konopí, viz vládní nařízení č. 3/2012 Sb. v Příloze
I., bodu A.1.
Odpověď:
Jak je uvedeno výše, do roku 2012, stejně jako
v současnosti, se obsah delta-9-THC ve stoncích a kořenech nestanovuje,
pro účely stanovení se obsah delta-9-THC v těchto částech rostliny
považuje za nulový (ale reálně není). Při stanovení procentuálního podílu
delta-9-THC v celé rostlině se započítává pouze hmotnost oddělených stonků
(nadzemní část), hmotnost kořenů se vůbec neuvažuje. Proto je takto stanovený
podíl delta-9-THC nižší než
reálný (v pachatelův prospěch). Měření se provádí výhradně na vysušených
vzorcích. Požadovaná metodika viz výše. Odbor kriminalistické techniky a
expertiz Krajského ředitelství policie Jihomoravského kraje (dále jen OKTE KŘP
Jmk), jako znalecké pracoviště není věcně příslušné řešit právní otázky, legislativní změny nevyžadují změnu
metodiky stanovení obsahu delta-9-THC v rostlinách.
Žádost:
Zákon o návykových látkách v § 2, písm. f)
používá 3 zcela odlišné definice konopí, tedy také způsobu měření THC, kdy
definuje rostlinu konopí a)jako kvetoucí vrcholík, b)plodonosný vrcholík a
c)celou nadzemní část rostliny z rodu konopí, jejíž součástí je vrcholík.
Sdělte, na základě jakého legislativního opatření je Policií ČR použita
přiměření THC v konopí a) definice k měření THC dle trestního zákoníku, b) kdy
podle zákona o návykových látkách a c) která ze tří definic konopí dle ZoNL je
– a na základě jaké legislativní úpravy – platná pro měření THC v konopí
policisty OKTE.
Odpověď:
OKTE KŘP Jmk, jako znalecké pracoviště, není gesčně
příslušné řešit právní otázky. Současná
legislativní úprava nevyžaduje rozlišovat, zda je vedeno trestní řízení podle
ustanovení trestního zákoníku, nebo podle zákona o návykových látkách.
Žádost:
Zákon o návykových látkách v § 15, písm. f) zakazuje bez
povolení „získávat konopnou pryskyřici a látky ze skupiny tetrahydrokanabinolů
z rostliny konopí (rod Cannabis)“, čili tzv. výrobu drog z konopí. Při vědomí §
5, odst. 5a § 29 zákona o návykových látkách nám prosím sdělte přesný technický
postup, na základě kterého občané i Policie ČR poznají, že došlo k porušení §
15, písm. f) ZoNL a jsou tedy neoprávněně vyráběny konopné drogy a tento
technický předpis nebo metodický postup nám prosím zašlete.
Odpověď:
OKTE KŘP Jmk, jako znalecké pracoviště, není gesčně
příslušné řešit právní otázky.
Vyřizuje: Rabinský
Policie ČR - Krajské ředitelství policie Moravskoslezského
kraje
Odbor kriminalistické techniky a expertiz
Frýdek-Místek 25. červenec
2014
Sdělení
V roce 2004 se Česká republika stala součástí
Evropské unie. Vyvstala tak povinnost daná ustanovením článku 5a odst. 2
nařízení (ES) č. 1251/1999 a čl. 7b nařízení (ES) č. 2316/1999, která ukládá
státním orgánům vytvořit systém pro ověřování obsahu Δ9-THC v odrůdách konopí
setého. Ústřední kontrolní a zkušební ústav zemědělský, Národní referenční
laboratoř byla pověřena Ministerstvem zemědělství ČR k provádění zkoušek na
stanovení obsahu Δ9-THC v konopí.
Doporučený postup přípravy a měření vzorků
konopí na obsah Δ9-THC - odebrané vzorky konopí se vysuší, poté jsou zbaveny
stonků a semen, které obsahují toxikologicky nevýznamné množství Δ9-THC a
umlety na polojemný prášek. Takto připravený vzorek se extrahuje hexanem, s
přídavkem vnitřního standardu squalanu, v ultrazvukové lázni. Po odstředění je
možno supernatant nastřikovat do plynového chromatografu s detektorem FID.
Kvantitativní vyhodnocení se provede metodou vnitřního standardu.
Odběr vzorku konopí a jeho úprava ke
zpracování na OKTE Frýdek-Místek je v
souladu s pracovním postupem vydaným Kriminalistickým ústavem Praha. Obdobným způsobem postupuje i Národní
referenční laboratoř.
Usušený rostlinný materiál je zbaven stonků a
semen, podrcen a homogenizován. Takto připravené vzorky rostlinného materiálu
se extrahují v toluenu a obsah Δ9-THC je měřen na plynovém chromatografu s
plamenoionizačním detektorem (GC/FID) na přístroji HP 6890 s teplotním
programem od 60 °C
do 300 °C
s využitím kalibrace na vnitřní standard eikosan n-C20.
Procentuální obsah Δ9-THC je vztahován na
hmotnost usušené rostlinné hmoty (listy a vrcholíky).
V případě nutnosti přepočtu obsahu Δ9-THC na
celkovou rostlinnou hmotu (listy, vrcholíky a stonky), je toto možné provést na
základě žádosti dožadujícího policejního orgánu, neboť veškerý rostlinný
materiál (listy, vrcholíky a stonky) jsou uskladněny v režimovém skladu MTZ ve
Frýdku – Místku.
V zákoně č. 167/1998 Sb. ve znění pozdějších
předpisů je v § 2 pojmy písmeno f) jasně stanoveno, co je považováno za konopí
pro účely tohoto zákona. Citujeme §2 písm. f: „konopím kvetoucí nebo
plodonosný vrcholík rostliny z rodu konopí (Cannabis) nebo nadzemní část
rostliny z rodu konopí, jejíž součástí je vrcholík.
Vyřizuje: Rabinský
mjr. Ing. Jan Aufart
vedoucí odboru
Měření obsahu THC v Cannabis dle Krajského soudu v Brně
Měření obsahu THC v Cannabis dle Krajského soudu v Brně
Česká republika - Krajský soud
v Brně
* Rooseveltova 16, 601 95 Brno, (
546 511 111, fax 546 513 362,
e-mail: podatelna@ksoud.brn.justice.cz
Naše značka: Si
65/2012
V Brně dne 20.2.2012
Vážený pan
Mgr. Dušan Dvořák
Tylova 2
779 00 Olomouc
Vážený pane,
Krajský
soud v Brně obržel prostřednictvím elektronické pošty dne 11.2.2012 Vaše
podání, datované dnem 10.2.2012, a posléze poštou dne 14.2.2012 podání stejného
znění, které má náležitosti žádosti o informace podle zákona č. 106/1999 Sb., o
svobodném přístupu k informacím, v platném znění. Váš dotaz směřuje
do odvolacího řízení, vedeného Krajským soudem v Brně pod sp.zn. 3To
25/2011, ve kterém jste figuroval jako obžalovaný. Konkrétně požadujete zaslání
informace, z jakého právního dokumentu zdejší soud vycházel při
schválení policejního měření THC v rostlině konopí.
K Vašemu
podání sděluji, že metoda kvantitativní analýzy konopí, tj. stanovení množství
D-9-THC, používaná u Policie ČR, vychází z doporučené metodiky Úřadu OSN
pro drogy a kriminalitu „UNODC – Recommended methods for testing cannabis –
Manual for use by national narcotics laboratories ST/NAR/8“. Manuál je veřejně
dostupný na adrese:http://www.unodc.org/unodc/en/scientists/publications_manuals.html
Jedná se tedy o celosvětově
používanou, standardizovanou a validovanou metodu.
Na znaleckých
pracovištích Policie ČR je dále přijat a udržován systém kontroly a řízení
kvality podle mezinárodní normy ČSN EN ISO 17025:2005.
S pozdravem
Mgr.
Miroslava Sedláčková
asistentka předsedy Krajského soudu v Brně
asistentka předsedy Krajského soudu v Brně
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