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h0eMQW84RMZqHiD1s4GUMoKKzvczUgFGPYVHP6q2MQSqtjFATgdwSvW0YGXVIUDxEHW9BVjGRUbJmMyg3LSq3/xaSOwJ/nFILcMy6Hupm4UT7wGchqRNX24KJoJKMlLCqYHBVBJoa3spqJCiWmAlUMJOwbQ0kNy0DIdkkFCVAV2vymSh1MqpiodHHvcBXdXJ9CCaDKLU/VKKdSCzkLDqhHr%2Bg3mpVCbUD%2BZUaMlRNb%2BRinWZzRXgeMHfNl96%2BcPtwGcfoAkRhzvyqqWvBVAFtV0/Adzvfo2f3%2B/ge/39EdOQk18LY34z33sdB08ByU0UUWwlWgPnm5jeImS2lg7MXP9JQSVsrhw6%2Bv3vkHL6AKokblm2/rCCSjv9blk6FH4EVToO08MMy5AnU%2BaF4yGQU0hQC8iADOGvh6nc1tQEW/PRfkyryLGqikqrzaVg28FVK6fE9%2BbSbkFaSAJOraDmpeX1iFUYoKe04UFi06YEl1UG2gJoxbWXqqongbKXdiDhAIyCcqooM%2BCwqYmrQkoRWAopl2wmFReUlGsjp/2cdsbH9ypM/ZyihJpMPB7IqVAm9TLphNTrWvJRPe1kkEr1Go2ewMqAKrTq7uPnlPz7N/vFv47Fo%2BbmCa9tp4TGJW9Ibhk7Nvn82EktGzZsSI4j2PZtf20CiO76Szdf18cLs4R6v9%2Bs8yEmJhw0ftc44HTXaikzIOX3qJxmP9DhsGlW%2BZo5rveuk5fuhfLWbqX8HlB5T61UKuWJ7dhmeH3lAfWcWbXXLa1Hs2oHArrSdv%2BjpKKmHkIHfHhQijpkWPlENj%2B79WNR85OqCmZ2ueWE2eGxCuGk2BUUMG9gOCWgErFEyayiLJKNiQIbla0iGSut9PbXkGgdCTH1zKVUSkgvA3AazBSJvJFTQwHhVlKmsvYKBmI9CVJTFFfwtDjOYqOpZVRTZb1M74KCNgtiyZdWeLHii1DCHTgSQrnkgJwCpTz6JI/%2B5DRcKMUikolHzbDCiwzOQMh0nTKZzKuTqfPyqVpSCZVKsdOBcNo/LiO0KC//sXMa72cWVgrNd29iffcSUApAtswbO7Zl7eIpLYvXHv3jwRHJI34YsXjS0Q3JqKzzgFSs/V7aLRX6/cYpKlA5/E0s9/oP31iJ5W6/rMfPafmsTSJ7pbE1sVCkVkYZ5ZEJF%2BTGWNdWY6trgqio26g8UzgHXsUaC6/3D6AOzenPxZCk9lvfH1fTwbI6MPqzVdqlO0hPbaG1cErABOYOVaHv7RksqIzvDbZBlGpnVUF/Z1I/swMAlYDF9ZZ4E0qZMq%2BK8EdAtQzLTG/KAS0NJo0OKjE5whPHSQ1wElhm0dJ%2BUBWM/QUqA4FC2CycknZAlFJDL7W8OOLC6CiXBj3j4QN0kmeyYMrj8XRCPsMp0VAeyinWenkKnRQe0k4ZGT7FJkEin5RTPhmsoeMyyKkDdg2CS7b2PjxuNPz8Kv0yKzEzXd/8nw/7SFracnTxQUB0bMvR0ZPWTjo44ofFa38YMfb8zIMbiAHe/p/1lyBR3T2/AhQ18zdri9Kb9WB8//lEyLNfPftsxK4M%2BC8Vxnc9Zk6J7e0Wjbqu7jZ2O17IHjUMI0WtLXIednVdZPbV6xdajcZutfMoV5%2BVa/oz1FpbSn%2BW0wbysMJKUMVc1cb0fvZTqH72U5halfXWUJzW9DNaYAH1UBWyWnWIyiO9RumjQ6M1Pf2Ot6of1KoB1peyy3DKDJ8CpjXeEglpcSC21zuY9hnRjBPBREcLtM5oyunhBotVZTQ3xRtl1i4HFSSgBkop5ZQZB7UUlICiMqwWYfeRAqW0TEFHSfu7BS2AWjC1CR7d8IEBKIJ%2BAp%2BQluJrkFRS7gXX22nqhMRVJsT6kJVT0tWr0YAj7hdXjQNw6gC8WxJUzWNv8Y3Rm2Pmg5iub57wYVxLHHjesQfjDo6NG3H0fHLL4qPzFk86PzP56IrzY48mHz34w6RJySi4H748Yf36CcT7dv1mtlfq55cVs/rNkGcvLVmypPkru7%2BawWfrHzunszbNMTo7Z5dfh51I3ioXhaYArCnwCA1VR0aqRdkpKVeHjSpPMT53vdbKaO1gMn%2Ba04aGlQ0BK3GDOASskrlr2OLwM6g%2BgO1Pc0pQpV1/AznF7qJDtr6XYHaIEMeoKSLLdAOS/NQG0P4Y%2BMJGTwsKWOSkBkn1pKDmetYwIzG0QAQ0FoiJpkpmbMunRSSJhM1iiRFTZJm08YLvxUFUihwbIIVPonxaCr%2B9WDFCVQVZVamI3bU0NKhIakpODAPptOXU8iABSPZ26sAQK2QyBQHV1EkaHIR6nU4m1JmkDKdM/xGfSVSlUmv11xKkBGwZsnnsQHTNv3np0volL4%2BJa9kwb96kxedHzDt/9Pz/jh1xsGVKMpaPklsOLj56dMTBsUePHhy7NhkUdd72/4BNXn/z9fiu3yw/rRx%2B0h/i8lfNSzCa/2CXAfmq3%2BPm9PqmWd0XRpWr1aLQ8tDQ0HXrRK5qeatjK4Rc7lHqfDU7sjzF%2BWpC9tUL3VUPyWkDjYAGginCeoio6iFigAeOnlpj4kSywxgA60TYfoJV2Oics0Gcgora%2BN5%2BNQ2oqiLvoUhiFyD5UHDB0GQOwtTSzRtcwGJVwUaHbLxBSImcSgpoQorFIu8ylE2QUJKNzt02m20CNQ0E28tiYYFJUgYuuQxbGtD7GlRsRBMwLGNgtHKKSSgcZPHxXTJKKlVUUFZKJg6%2BcE2GH8EUCbURVh5tagBOdTKpjmAKeSmWejVSkFoZTyG16eHl6y0TZsiZRi8VkmltGqKpQpmQz6dZ6mPnVJ81/yYOxbzWAjq5eO2IsTPvzzzYd/RgcnJLH1pgrB/Na%2BlLPp988Pz9ESs2nD/fMg8kteW1CUvWA6i/me0V8u0uX3529eU/LWGi%2BVl/1P5H5LRhEKSbNpXLfa6GKru7u%2BXlzmofrVabrpQnGoscz3AEjlqBVtm2DvJWo1IdetWxDZ1v7fVZv4pTK6TkGUA0FXaYqzKkDimnQCfZKKjMKT5/Kag11kajB9NTEodQUAsszpcaWdJKTxp3H0CT2t1%2BSllVtokpMIoPyqwKiJNggupdwJbQFBX78cHxBouxdgQYzr02W8UNNkDaGgg%2BV0zscFkgabg3AKoGNMNIKRKqMljUFIu8gThjHJPUQAA1PlChUnFNKsxLFdJALhkmpT7XiqlpkLCaeLbEoox2ymQ8rqlTKvTi4bANT6fgyUAcZZ1oiEkVicyGsQyX0r4j/CeKnNLk1AFDL5MSQinCj7XWWyl8/WYzel4EMnlEcjL63Ukt%2BKol%2BY%2BTDi5evPjgpLErwO3GtWxPPjr2/tqWxWtBZOOI922%2BeTcmxk%2Bv7/J7%2BP%2BCcHP4UBOB/Cr97exOXiaml2C65JJdhtCM7Rjw5yqDicyMCvx/LEuo/8V6et1KaTlOGV9TZDwcmvBcYfnVcg9juodozqwbkdm1ouzEcp8oJUcgB0Zb730mKsxOKa81yg/V0qlttbNqfwzJ/pSUpKVWKaWUWh6Iqo3/tQE0FyG18km0tB9Ym7jVT6y3hVHc2QQKY82DIzWkgkSM7SF66LGMlCKg2JuET1vlBCirCixZKaWWhT4XG4%2Bo5YU3wA6EEWgMZku8KadsFjMPhmaoKKhc2M0uM23bN1tlAJWlcgmuF8dfPA3AKJZ7A8lFyimjpcgp6ZnvJfPX4BDvGR8fCF7VhAKqUmEViXbXE1r7sTQNklMTjwEVTS7X1CuNlwo7IT/tDNeTA3Bq4skcMG3t7NTRSW0Mp3xL1Ree1A4LGdcLlAKuUpmUyCntgHhMlGZ1AQzh82%2BS1HQKsDf2hxHJLUc3jEUJTZ609osPLkdg2EVEfPD22oMbANXkxUfvr127uC85LhlAxXbCm/Olmeb4h%2BvPhw/FZJkr/E8OHYCp//Bdl5/9CoKo6uXhWXphjJ9fHRDcHyf/Cp7gYTgFSMvXNHgYa4fdcE244RwZ1S1qDw0VpTiHhpZnlyeUy9sTLmiL1mVHFmlbE0rBGA9zNqKibgJFHcSpLZT9wDJPhlObBzwDqLAeQgdMULXqKGzwyP0sd6KV1aHjFt0jpd62ijoo%2BunssfG9BYcYIWUSUwuw3jUAKx21GRQFNnIKb2YRRcWeexYGvGIViKnAqrzZbO9AymmBmEx8wWFSUkfiBgOes9n5TTPYht6yQCKmEGyk09MTaATbC16X1JYMFGFDL1NPIsAipmR9BpBTspZDL1hWMjhK2hqwhkSsL/zQeowBjOJrHi34wjl6XC6vMx64AjgVsnC%2BDA5SBaBqkqIeEvtLSpoMp5bRGVBSISkvwbssmDpo6sD4YsuE/jFzGl/hF18JmE4ANe3rO7/2/Ij7RxcfBVebPHbmBxERk9/LfOVpiFdeyXzv8uWID774AVLTvg3JRw8uHrF2LOjtmJfBMN%2Bc35UV/5C9Qma9sDLj5OWZM9fOHDo%2BOOm/%2Bs7%2B/XYnIxBUML7mmAp9zMkPji62xNHFX6DMZv1y33vdpgmpQdTduiZU3ipPeEverb6xbl12tuiq%2Bq1yADU0pa08pVC77sK6G/LTRvt15XJ5pLOzUpkYUFu%2B5gFMG2w4bRgiAiykYjAHckpQtSV1Yi4y%2BpkV058NQHOADx7MKUlUg9H1FljzVQSTYFrTYxVUwh%2BZqtZD%2BhwGY0oHUy2cspj8lI2ZKTheX6AWMFUVoKiWSbyJnOaqWOJg4ndxBhuBD5A0qHrZd5rOqrg4IUZFronR%2BhoCPUmfEZZ6iROmnBLHi5xah0zhBNWzl5R6yXipiUlMVYx%2BisVc5FTMYFpvpRRBxUEZmQ5ARU55PF28UCgFMjuF4XypgqfohKdJJ8T2IgWqKSOnGizy6gmiuONLcbhGQwWVzye2t84Br5I%2BpcfJaYy%2BMsZ899ISNL19LRsmrV28eC1kn3Hzfng7Ytd7me9/%2B%2B23%2BKTxdOV7u3a9vTi5bwrKbl8L4NwXtx2cb/Pu/VldD%2Bl7ceBleMTYuE8/jXtgI7uxuyZjQ5Jdpv%2BzwOlXwGlWvHC43Q8XP6VxEU62f%2BAf8wv7H6ieXrfa3ujubtdy51DA82pkepXaGetI6hSQU%2BcboeWzulOyE1pD5ySUyiMLixydL2RHzkq5GtntAzJoq6cNttsDnAaQh3vDADoHBZJKWLUY31y6y/3sl2A60ZtuDKbet%2BhCC0zcsnBKUSWcWtSTcsqMplIAe3DCNyqqDaa%2BVUyJydrsUECdLrHKAKkvbMVYRcL8VAUPyDoRU08JMiyxDMVIkFMWLdDmNJ1l4zlCShWVJYb8FBvse7HGS%2B4ZaAVpwFxS2uGgwu5AAz4N6GrJzqToz0nFJPo5pcJK9vWYgPI6e0FRFV5k0BQnrnUqdFLk1IT1XwXcRziFFjWlnBJW%2BUI65qKHD0n1tAcJbxFQHTRCSHWlpHfp8U1B7TJnxdy9BK73tb6%2BlnkHgdERf4yb1zL2i4jJXz/9fj%2BiFlrfz1gd8fakeX0t5wHS7UeTMUedsGRC8914YZf%2BofXUf/KnUy5etIBnG3B1yky7ycjpxl1/YPRUGBM/%2Be0p/ZxevJgMnMb8su7fgZxu2nTa%2BNlVkdpDri4fla0ViULLP06IvKGW%2B0QZtZworba7zcMj2zlFvU592HhB7tittZc7jzpsfOE6%2BN7alUNwOqSQEk4DAtwZKN3JNiggV6WoWkDNBTnNnfiLNRXndg/g1ILqLcb3BttOBWcKvmSmDG1vsPpcQDSYrOJQYIupL%2BHUu/9qASnuVhG3W%2BULgXqKUYA9R9hvRDj1xksqNsWUDYY2WAz3ceZZTtr0HlUBiKsKAUVKiaiSNJRkpmiXDTQ3HWLON2ajCgMZgjGRviMxFnhhr6rHH2TDab1FRi2cQkoKikkGSTulOpMCHkCcTifjh4cLdTh8im0OMvS6ws74QZwSo0uaHPRM3yCOqFqML6kkeTHjqo9xqniWnpR6X2uZF9eSfDR57f3FLXHJa8Hvvj8YUXIG2/5dETPPt/RNOjp2xMGjk8ZOaflwQnPzpdcfcj0WYla/tpv06VCUErG8eNBuNfYj2T1L8tO/%2BumFWW/aHbViDceLk%2Bz%2BGq%2BP%2BeV6aq31Xt9Uq5RfBS4LnUeNGpVozA4VuSq1gGerXK0uao2Uy5X2Wm3rhfLQbLU8pbzcQ95aPupqa2tD7ZpZNuVdmoeuHJJSxvG6BwQ8yOYDrFYRUm8x3pfGZ%2BRJWSTwMqcDKZXc%2BmyiNy4fNlHibRvAKRkOtWBKV1ZBEgmSwZYOh0M4YMooJdPcW9CPqS/qpW9BMIBKCkoDZLYKbxcjrmIUT18WNiRBhurZBRubsMtG5QxWqQIlKhaRyd5edl5THrlWVoaIEudLTiijCCLwSkq9Kmam94B53yChQCm2B/YqkFGxGyUTAS0pEQOR4hJyVk9YJcLKiKnOxIuX8bg8k04h7cQElEw/1aHR5ct49TwdTjeVIacaPTW91hUbHDAjJZ0O8G9Jhg1JhF2m0YHhVIYLnNEbjwtTc8VukMOXp7T0zVu8%2BP7BDRv64s6/HfHe00jn%2ByCoFk3FMzzHx3sgqX19yffvjzh/dHFLS8trzeubIUU1Y2PTQ/1XZJ6cefHTTy/%2BCKdTPgA9PU4xvWSXEaOPN/vv%2Bi/bN02ZedKPL3wITjECuiOzEyLVoKeRoerWAKVRnlCbcnXYsGGjQt%2BC/dUE51C1vdHjhnGN6Gq52rUwZZS6O2DWyjWzBg%2B7/CSnREDbqZiSQ0A7xoOgrsS1VCipA1FFbc214fQnhBWrSjZxq8ZGUdk4hY28JpjS9Y1QJZcH4yUSuJgDQ2kBgZBi6ltVwPYOZjHOl2isL6kDo5iySI5azKKailPZKKfBCC5yKi7gYr8RiyUmDfazvadjey%2BWeXvFLOSTyzKoWIRWptCrMqiYyS7YSa9SEVBVjPNViTEXVZi4pl4ZcFpPOS1BNGFfUk8whZMSPCCnJVRNeSVcmVShkCrg3ASpZCePC5xyFVKwq9hOZKpHTmVSfmcn6SnSC/s7ey2c8oWkoNSpwHVa9JbZ4diQhL5XT7PWx8ppTObrIKcTANO%2Bsfc3LB4xD4Tyg4j9NoZ3qHhl1%2BXFLQDq%2BbgNi8Evb5/QfOnS3RhzzEO3yPtf3nBxKE5RNC9eHAH56XHa6vDVrhgh/DU7OTPO1hpviPD/xWs9DOZ0DThfZ%2BDUeVRR%2BtWr9sYLKcNGDRs1KlR0Wi2Xq0WhCc7YmaRuNXZnc9qcUyJbQ98ynr6%2BcmXtyusD1LThxx0v4RSYpHbXvR2Bhc2yax9E7CGCKtXUiYRRBteJDLWMH6YnuZaKsCTQkPTqc18Ws7FWPHGQptKB1GC6mmdNgYpVgIOjdGw1mGSYviyQVFZSMdBYhRVfpqgEB6AxGjZfvANumEX1lMHUl0GY0Ak/hDkB30vLSMipigqqmADKInpqYs%2BWTG/KKSDpJ%2Bgpyw0FtcwgLibuFwtKZVzKJ0HTZMHUYKKVJAMIJ6kekWEaE81HuSUlbsCmG2JKlJRySjJUwikXT3X6Tp0QeOSi2xV2gpZ2goZ6STulgJ6OB5wqdDqpplOGYy%2BkB5Cp8VpKSYAiqfzqsAdCygzKWDkFPTWT9kK44fC4OAXXu2T9%2Bg9bWvoOHj26Nrmlr%2BXgZf9XqNm1UdJvB4D7/rdPr941oqXvv0acHzH2YNy8uA8nAKnzH6H9gG83YsoQnFJML/7XB088segPRE4vDwdKs/5qN8n65osIsl0mcPoweloOnF53VL%2B1rty5VSC4MUoeUKgeVZ5QmOLsGim66ixal60WJYy6KrdXPxfpoTW2OidcHaZWzqqdtbJ2Vr%2Ba/gynmJm6u1s4pXxa8MSIJpsNqVWHVvYAqbfIkGluf9ie214m3LptiRJAcIxFxZKJZP1cWz2tYTgN7lle85wxKqrbl0yYIas4QCijtFFnglWOcCiytO7SwdJgFFSKKZVPQjgD6IAdy5dg6ktT1OAyupQDIFpWABfLIBUFTsVwCkdT2ezAZU05LHS4JEF1Q0UFTlluVFFxIIb4X67BQNc5UhksB6DUwHWDO/A%2BHV2GzASYwhUCqRuBk2hqSQmxulg2woIvWF0QSz14WQe9jmcCMcWmXp1UhymryeQl6zSZuCX1PLgmxH4FJE1jbT7SWGfFONDmpM5OHAqknDowvreuDjjF5gekG/T5MYEac7e5ef3L2/viDt5PHvHDpJa4g5NXP/3ttz%2Bjp/CG1RFH57VsWHx/7YgW4nybm3dnmfUPu2Rolv8HUz4dOrCa%2B4WF069OVvjpu7L8%2B6tIeH/K2/584cNxSiKxO6U8RVntw4kcdlWkbF2XUp6d0nqhNUoUlSBKLw91HlWuLncVtWtdXdO7U5yvdiderwU5hUfDT2lpAwIKQooHd4ueMtrZPmREQ1hIXUnXwKYjp7k/H5JTWkE1E9ozBqb%2BS2Kit3UIlQrqq/BO7feWOWwgnT0qe/hYkcqQDgcPm/oR7cMnlBJJRe8bzC5gnHB/9J9TTMU4ew0w9cbGXZwGA3sJ%2BlnAtBidr8kwu3dG02asH5FyUTHyaSgD38sqZpHxGFI5wuKQitZ2LdmpCZNbg0ns5laPamuqx/VVUEzd4CeUuBXDhoyWwH1TvVs9Do/iBDZUUhwx5cloN65eaqqHHLRTAeR2KogvLuFiExLQDW%2BX8qUyIZ1TStdRwdZA8kCpdNAT4yv1kmrIyg2EUL4Np5rHzWnlpfWXsPd%2B3uL7LZMO9sVN2rX6aVDPzPeYePO99waeZpAncLw64n7LvA1Hfzg4FlLa7eub11%2Ban2nWP%2BRihFnD7Sb9aB3pw5cPMpx%2BdTJDL6zs2mh3dMCbJtkNf9j%2BXmxzWJNtzB4m5ziKPORgeJ1F17PloSndHmpHjuO6Intn55Rh67p91Op0daSHvaA1JdtYWo6QrmxAVht%2BClTKqTsR0/YfYbN/IxFgZbXqUNWhHpwK/ktAlfw/TnV/aFXofK2o3rL0JQGnoKfehFPfQxZOMT8lnPbU%2BMBhS8GAxgaQT1%2BL76WSGhxsi%2BjgIKBim4OErowEL8TECuOcUjYL34F6avCavW%2BbWFyQj334ZQakkwzRqMSM76UlXTSzaHnpIKqBrnVkUKi49W5uJWSmWj0RUzcM/CDw6UYxLTGZ3NDr0nmmXK5C16vjcTulWLHV4%2BINIK26ToVJ16kz1ZdQPBUmtMc8k0KjQU5tFhEknGo0QtK3q6Ev9bpOLCdhdkrmujGc8qV6ML96oeYxcnq3ef36/7Rg8%2B4PI9Ymx53/ANX021ciLk/29588%2BcTqiMkn4IineDixa/Lk1bvgMR8VddcksMlH1y7GyeM4H3U3LkKY9ZCjqCdnDp2fXvx0%2B8tLPiScNn918uvMri4/s3/ElIvWdBYHbk5mxvziWTSDOYVHdnrCOo4xtFxUpI4UhYKYQkYq6nax16rXdYtSROXOojXrfAQcH47SUcCZI0rHilEtDqDWZjeszAZeG2oD4NCQ3ZCdHQD7hmxMSt3dsecIXrlng9nNxrQUgSXMovmNBnWNLqWswlk0I6iw93WPjkb9rSJVpZpfgmqvPeEzNjadAxB6gBcGRiZOlHhPhL03G7%2BhSRXMrsHlGdhUT317LDPYsJ9XaW8PvjeY6Cmmn9FVAb6kk4E4YAKgE/OsYrF/FFQWy2J/g/GrKXCKjAoLSb6%2Bxb4s7KoHQS0Wo5wqZntdu5ZfQCq7aHeLkVQxvCUY3CsLx0PZQCYXUkyxaiszy5vgCpdNs0353OJiMU/FxSnes01Ap29xVb0YPkY4rQeMS7igueB/6doNWNuVyXq5JplCityFx/RCctlrUICG6mWm%2BjugpgovENcSBJ%2BnA72NialwCB8/HuAcH850FwGneqFZH17BzyT4yrz0DkK%2Bg0bq5dUp5OsB0rqMjDq%2BFIjl683gkx0eRyEpS981/2Zz84Tt88jiKhs29CW/vQtz06dXnzhx4qO/n6j46MmIb/7%2Bzckn//7S5L///cSL8Hzqoycnv/T3E6sxR538wfa%2BvsXnEdOWecDpTRDU%2BIfTU71%2B%2BOUNAxGN%2BzTu4sW4i3Fxry1Z8r/Hn1j01R8u79qYWRmjzwKmp9iivOGy/6%2BdL3Pdtg9/zT1jrb3WJcH5gNIouqdUao32rWp1URtniza96IKHY7fR3th6oU1bLU/5WCuIumF/j47IJBQmJiasXHnPtfBCaaKoEAgNKBUlikpdXQtdC0WJiSLAzzXRVQRPiML2e66JiYnq56I/BhTD1I6trtGn4fqFMFfX74qK1IkHiJ62R7u%2BGl0a7eSa%2BN2ZpUWvnis4dKin5pb3xJ%2Bxv39G0%2Buo8syVsIq0WlWuZCJiaqn/Ml/Y1FPjDZLKPsxw2kP09FYNLmcPTlUMUDKcEv2sYjhlkVfR0YzzrQrGUdSqIXQUnioWOSKoKrIUkjdIKMv6FpzEBkYX0DHMnr112z5xFQAI6qpQFWMAqJhzisWsYAMX6WQT30vsLWHUlM9WmbZuRbhZxZCOkpWye00kJ73DzRez6qmwgooCqyZQWBRHHeSgXBN%2BmYyJq9PxZOExMmmFn1RqFsbrtm7Nh/TUVJ/Pzd8aLyNZLA/fhnIIlDlkZFRkVFRoLEt/gpXVZ%2BrDwzUVxBJLvWRwRWP20uEMOKEGMc3I0JjhkxlCwumjF5JihH76mNcvNTf/hy6mgjEiYj8mn/MjvnnxxEcfIZQR33z0TcSTHwGnHzGXPtr10kcvRbzyPqruTEhN6bJJfZih3jWbux6O05iYDLsRA4R0w9uWWL9kybPHnzhut2t4BXbbm9Ej24ziYBVJ8yicblqjdjwtUKpDE9qMAfJQkNXIQmNrd3e31p7D6faRyz%2B%2B4BwqSpAncJShrXLXKFGreiXmp7UJRkHbvZUN7XLOmXa1lqMGkxut5sgDCuH6nDYOpwg4BTtdqBSkF8mV3e335Bytoz1nCwink9LxyyLjCwdaBcZXw1y1HMctSqO2KAzkNfqA1gdwDUuMErS2Ke21bU4BpAW35qdFdWl1tSCqhpx6bv5zLqU01xPXRsideIt8ZQwZq1l%2Bq4Z9i3JaE1zAYtOvm6jxZuMAKuUUfC/In5i261YFgB8FeQ3wtdDGCmZ7S8pqglmD3S6t9PZTS1oemCtJdCdmYykp0MDlAae3m2ZApsolnfYgnCwWgMrKz8e6MBd2XBWvHt5dQGe0gAfm5QP4PNIZaOCV%2BAKnYrJ8J9cNEC9BEyyG5LTYjQoqFnnriZgqehXYqdTZi%2BupQFYqi1HwTAZZhTA%2B0Itb/7TYYMrPL1EpTJ36GJkXzkgFrMmQDGrmeIfx48P54eEMp3q9g6ZCU%2BGXOZ60H%2Bn1MhmkpZ0mLy%2BpXi/VbCScZoApdsBkFhNX/aOrqbmrcvf65uYPrZiOvbyajJruepFA6X/iqaciXvoI9PSjhX8K%2BfuLJ156KuJF1FNAF9/47XsRBy2Mt0CG2nyTrFj4UJxmDa4kXfzCDmee%2Bp%2B8jHnpwicWndQAo/HxMUKh/9tTqCNmBk8/8P81WfEgTnFtJKXIsTr9TGFC1Dpn7Y1Nzs5qdeuN0Hsp7aIipci5PDRFlBIaudJYe0HQ/fEwd6My0Wdlbe3KgNpZjoJCML21YfZVDQHa6qg5YHSj7dsDVsL1hugozgvgcBONvtmu1R4r3X2VpQEvCNJZYVGc56Kj1dqw6GjHV9sTBbG%2B7dH2HJfo6J2xHA80va4C7YEwkFWlIDHA1wk49w3A%2BWc9Pbe8f5xUzy3VAkE6qCl5QVwvPJ2KYu3TY5e6kfHUV4uWFp3zZr%2BwZcsLp9AiF7OWKu3THc9w2cApO3FpUdHOQ2Kqp76%2BZzw8PL6k5d1XizyKzvj6evRHUVGRGMBmPaCmLBvptO6dgE8nsgGsQCP4XBDU2VsVC5vOggcuJgOlql6wvmLWqrMzSBzP4YrzVTkzZkzn5U%2BfMWMh1pJwOgw3b8aMEBUP9ovcisHTKsC4mgimxSpVPSJKdBnUlfQ1QE6K69mDXIK49uqA015pfX2n1MQrqQ9ZtmDZghnLluWFlIgxoc1ZsGAvCKQCP%2BSlUKCW7t2zYOT4Ov14jabCRk81GXV7F9xfSBdZ0QhxzLWTpyPLmRE93ZjhwOeb9Q60felxcKrPmg9y%2BnLLPAtrM3dhcvrte7u%2BQU5fXH1sUcjI4U%2B9dPKbp97%2BU/PdE%2BNCFi385wnC6ckIMnYz%2Be1ky3qE8/7TvL55vjRG/3CcVgoHV5Im2f1Vo/cTDkdOL60GTiv8cDZbjJ4q70XbKpI%2B/KE5nbVpU4DxBthZJbjbUdmcdWrnhGx5W3bouvJ1IlcPdYpzubPaOUV9w5gdqk0PdRapjevs3WtJudeRk1Db0FALrxvc7X0EPuh8u9vda9s4hdkNWwRFkJ7KPdyzXQUeAe3uapeAQk56Q7Zj9ZmA6DbtztD2wgOhhQLHaPfodM7O6NJSF6P2dHRpmCNH8B3oaXRsdWJ0e2m0DycxOjqgKgA7cRn/%2ByN6Ws1J8uy/JwnkOmKqWi2o1i41wCdj4fSMagunuvq7U6inp6JIfVhg/2fIXtn2gmpBkTU/9bXHN5MB06otAkF1uts7tmWqasE73jUSdhWmq04kZ2VyUxaTxzrZIpzkm%2BQEkYSbmPQP9ppMs2crjqWdrSp288XiLrYogLaycprSIBrhuSxfJT7e1LiPe%2BdaY1NOPhaMIHutn5GWNp3FndGYNt0tqcRNDJQaKKf5OSF7v/d1WwUvvsfX9TgGQ1fLxlovqqQMMBXKuFg24tXX56WmdqR2dKzoCLoSsqre7c7ojtQFfFmvop5Xb5J5dWLtds%2BKjmkOMc%2BP/IeXzZL3OEa6YMyKaTEO5LvZsL1B72VSSEkPBOU0Ay468Gl9%2BHEMoOqz7q5vnvAaXfYTYlLEe6Qx8LL/R8DpU2/CL00giHrinxH/jH3z8h/%2Blg6/sOqokf5ET0%2BuxkHVzIijcWTx0Ja%2BuA8nNC/Z/dD/Keb4igFZJ5FJEM%2BYv15uJoJ63K5C00XmrvkPzGSnzLTDNsyH57Q82niDI1CW1xrbRq0TyKMuRF5oa0sIDR0VmqCO9FAnhJYn3BOJXDmibLnAVS4XaW9oSxsYTguB0%2Bw5Ue4BAd1O3YBjg3t3dEBtm2COe/arHKW7u1P36YD2RPDC7XMORLcDp%2B3ZSk5ie3SbINalPay9NBE4bQdOD0BKGu0oKGov3dm9FJxxaRjo6YXosPbopdWOtA7MLGOE/ncITjcjdNpXUU09qaQWR1nHaQQeZd4SJZx8twWuCRLR93I4ltucF7xryhDMpQynwVUs8pLStwUu%2BRTvtL6d/MBnwFaXQTKKADoNxJQxx%2BICsYVTABQfyCkLE1TQRgXoaUjacZabmy/63WIw2hDiO9vSmhqbENam6SpxXlPajPw7%2B9Ka8jBNhcyTxUJOxeKzQU1nfYtX%2BYqxjAtklvB4W2fA23wRUtzc6nngdU1eJsxNaRs%2BcqqI13fGOEjBD5e4jU5NTZ06dSqg2hGUd8etJG/q1D2dBp4OG/BNCiFWbvfsmDoNaJ06de94unCDA20yyvxkx5hpMZa1y%2BBWp5euE0dlSBkpow44ddCbzbj8ioPDI3f4QiaZBbZ3wvY4C6dfEDl9/70I/yc/emry5Nhq/KUKBJwnVuetXnjpX%2BRvsyBqNVphu6eooK7%2BoIU635a4eS83T7hZqX%2B4NXYrPGPMw%2B0G9AJeXHsyIybG/HUEctp8edFJXHEFcmoN6THsV9QNESd%2B1QqEA%2Bu9COw9YylHEBuZwFGnGLvXBXycoO5u7S5yFUWGRkZ2K1vl8kiRujyhmyNyrXYNTbyhvWGcU0v6ecHfov89YB/d0G7fPkfLSWyI7gbf2yY47R4QbdSWur%2BqDGgPAD2NdvFIbG9/jpMecJrjU9re7sqpTi8ENkXAaXQpcBoWVlpaBC9Kz7Tu1KbDC/S9pdFhQHJ6GB2xiQZRrcIFsW/RvoYBERhLfjvp3xmYC4p0hDF2qQcqJefP3rnIaawA/9aeeZUyx4mKQpUURLFqyhDQpTXU96qqxFg9ppxWUU7f0XIEHPzHQD7qg4ktm11AQfW19bzFOF%2BGxcalBelL36R%2BQU3yZRkCcXKorGxr7960RWJKKLwFbhWzDLeB07xncvKuNaZdyxevytmcw8qHSyH5LHG9WFwsLlkGnBa75eTkbPb93q04fysXpHgVJJe8rfvSgvJYYIZXFScVi8WzDWCtTWI3kEaDmLeVuzVfJQtkSyo8u8DbmupL3Nymp6bODcnJWbTsSMeOoL2%2BxSULb99W6Op7M73qTZ3xGXWaOn7F7f0VGQ4LdqwICffz4%2BvDxzs4jJea%2BRkOn6zYMW08UwHO4OvNUmxlAohJcroxQ8PP4EvNlTiW45DxyJzGmLMqL61vfnmeZS3tsZe/xuT0lV0Rq0FPI8ZZ/oAKBMcXjvzX36IE1EUdQ04jnjyxGrX3lYiDfUwhqQ%2BM76XXYx5udps5KyYT/Wz/nJmLF//Lbnh8lrnCjizm8KeIk5ldWZD/Ztr4Y9KuNAKXTIp5NE5BTzkcH4FrAjwSysvXrUlpaxVFydUeRYlqUbbz1fLQleVXu7Xd1aLQ0ARwyfeyCafAIw7MzIkKyHY33mtQC6JKrZy2B2wRRAa0qQPc210F9q3d2tPt7V8KtI5a%2BwOlIKFbOAIt6KqV01JA80x1bGmp8oyTD%2Bc54NRHkOgCV5/jRIVFW0gl/pd%2BU9MgTj0NPgL8oyrQLnVDRfVcipj%2Bt6enZy8S7COZGEv/zmpjPXYSTgWx/1axvkSaBUUSCQGzhujpFqqn1Uujk3DgtA1O032Tvjz1KsSX3yHZUf/Pl1WFs1%2BCgVRAFXyubbKKE2NwTQesLAFdVHQRVCS22AC5KHd2mVfv9LRFbiijhFIISDEXApQ5wP2iJjgGA4%2BrxPnge/PEIXkhOSW%2BbiWop6Ckq/6yahUQXrIwJCQk5/vgTi/ewn2NjXkLV30PPzAH3rzwdplEle9Wb1oYsjdk4dZ6Hldx%2B1jIsZHjKsaHCxWmku%2BLp6d27Muvh8w0ZG5Hx9z6%2BoULb88vM5kqxi3ce%2BzNiv37xzk4vDluXIXDiwsAyjcr9PGaN58fCT8gfKPG4ZMxY6aNx/YGM58vJZDyzYRZCiq/gg9qKtXrzfzHoKfA6fwJzTifjQ7LtIwgYzLvvzf5xOongdORVkyf%2BGr3n0BOGW4XUU5fou/e9YW1WvwhcHr3oZesj6ms8P9gim0dt%2BWLk6D5%2BpOkEWnJVxEVIJvmmMpdb9tMlPl0Cthj/SNy6m504chr18k56miOq3xdqEi9LtI%2BQW1/Qa40qltvRBlb1ZHGyNBEjpIjSklxNt4w3qvF7gbG99bOsQcY7e81BDhWt4all7qjzrq7ZycKlNHdYe0onvLoMLmo1P05jnEpx/5eKSSjYUVagfGAldM5pS6lpUurW0tPa7tbtdVFpS7IaRiobCJwGuYCG8IaRlWVDHx6D2TVs2wLk0Jql0pycw1R8Itb2oU3iuE6h0V8r0CwRRxYdgvz02oflfetGrZbFGKoYhMwvVWEU5atnvpuIZySxDPaNwnfwPmOZKA4yqIK9rW29iKwSdQIs3B9h2Ac6sHeXuYqo6lcFQ5alm2V7Wn6C0qsNeAnQX7atAjIzWtq3LZVvKhp29l8N%2BB0%2Bj64vm26m1v%2BWeA0Kf9sU9NZkM2cs9uC0tK2zVjo1Rlyramx49q1GcXFSXnXmtKC4CLL1018bMa21KCgucvu8O5M3xfUkbZt3zGH8PBOU0mJaW9q6r6t9fWzuSUhUzuCpvHyjmzbIxN3hlwJCpq6b%2B%2BVuZ9U1O2Ze2Ta/ivvrtjx7pVlFfun7Xt3R8fUK3vD%2BeMxPx0fL%2BWbeTwFz6vSbMbOQhRawmkdvMrQVJo1fLNe8%2Bh6muUXc/eStdrbEpf8AQ6KfvvKrqdexEGYiGNUPwHTkEs3//avRfhSYOH05JMf%2Ba8mVH9wHhiPQ863r5/QvNsv6%2BESZ5w9irPbbBV1sV1dTFaM/1eWFcwy/eKFwgy7o9YOB3xOOvnXil81FvQgp7VGF606IWFdd%2BswNcc%2BNNSYva5VJNJ6aLXa0gSROvJjo5NR0Foob5UL1l0NjYR3l9ZiXgq6WYi6eqA7oKHd6NIQUGoUbLFvb2iA6w3Z7tH22qJW7GUA35vdvo7mp1WtYIIB1OiwRK3AtdQVrS7hFBR0i6CotMjnu8SlAiVwqax2BTxBZB3h4OISHRZt0VU6H60fVE9KatfmWA4qZrVAafA8R%2BQ06fukpFWrtPCL%2BzKX6KnjbFxUFDkVfPkZ%2BcbSIgTvewunPpRTlVVPfauongKkxU5VYkf8IUudaHMSdgeS8ReVqkClQtlkpBMZxh4kbHEQi1nFTk7nyIOQKlYZTFyewctrRtAzm5FTi9YCqatATxet2pyzrzHt7GzW9Ka0faCnaTSa0s4Wu82AG6xVoKrLkorBHTc2NqU1NgaFKPLg0JjWeM3tzrK0RkCzMfVaTnFJ3pHG1LSgxo7GGfl5jR2pqWkdHdtGasJlphKudBro6R2el2xrvvjK1I7RvLwVHXsCeaOnduyAjHXqjhXvOtQt2NEx7R9BO1bs6Ngx1bxw6hg47NixY28G6mmIRi/lS3H6TScfOTVLO%2Bl6XZCh8vVAbKXZAUT2MfheqV/87ubmCVMAUWZQJhOLvasnP/nUZPS9zwswseFoj%2Be98ae7x6POLtJySO0hhOopjqGSzqXFlmpxy8vNzTczH3J5/CzyhU8zbSfNXJxy2T/eL4YmqKQF3wx/XIZHbOjvRIKzmSf1%2Bl81GDREf69SpGxLCHB2NKYMKzSKSrUijtrZp00piO0uUvooU0RytQ%2BnyNh6z0fbnpAS2r3OvrYBdbRBXu2KjYOFrQHZ7cZ77gG1heBm292RU3f3drjNgWN0gCvHw9epNLqwFDh1T9BqXyh9zhVI9ahWRycKHEup7wWPm845Ha08E%2BbyQpQW8lX0vS4uYbECVxdLhJWGhVkz1QJsT2BQRaOb2%2BWZy/IgTb6CtvhEPHDQznOIzH5HOOUklQGdn5F6L/ezsjJJMBuBFvx3DfW9bJKfim30tIrRUyff6DBf1lL8N7HFzdqeZBl%2BIarpazG4OACDV7BRF9uMfC2YnsOtGOtIvNlet2cEbUY%2BzyU5nbPoKtZ7tzVta2pM2zYbOE1L28e6sy0NktXpZ%2Bc2AsLIKeSnwOlZVg4ksduW7Z0%2BFz6SEzIjNSht376zd/KwBJWTBy54WX5OU0fjkWV5C64F5XFz5s6dvnfavo6OBRkOfJ2XVA%2BcXvGqzJC8L9bt6Uhd1hkCt7IWzl2RemXvtAVTV6x4d3zdnhUrppn3gJ5%2Bsmd0ZcWCI6OPTVvQMeaPFRmfjNkxTajR82U8Xr1JmgmcOui9dA51Fk7NDhkOcI2vfxycCrMqb0J6GtfHFIKORpCOwZNPfUQ5/WdU%2BhMh/7h//%2B2ckL/9bXdIyD/v3//fhW9EcZ4nevoRcEoGW3fNpAluS18LJKh/mp/18IVos3/EhgGLOqy1e3H418Mj/kBB/cPJCmG4n11/VfgimdF2IjPmEfSUDKB6yIuMF7IjlZwbo0Z93LoOOF2n1qrbqmOVanmbc7m8TW4vl1eF3uAY1fdCWz3UbbUrs5HTM9VyOAmQq1c2IKfuAQ0egijgFMdP3aPdRZwoJ%2BAU9FTu3l56oBX1NBpUs630uW5IRy8IXAmnqKcvAKeunLawQuNzYIB9OGeQU1eXey7wEZeBwaBKVdWKqmcXeNyu3C5DESkNbT5TPTDOEE59vCW3ysomYn6a3osN%2BsFsFvztFZzyJv29wWwfyimTnyKdLIZTVMnv8O90uhuAx1BJeHVihkqtctpfBAZNxWov0IkP%2BkxyU4Gezp59e9%2B2zeecNp87R2%2BTmvCqJkC0EUdmruWoWHmE02sgkzmsKsRyhhj1VIyc7hFPB0yP9c6efQzeMCN/IdzOy3dbtS%2BocXqJWBUSlDo3f1lj2tycVcUld/LuQP450uA5flxq6txxDtj/F4%2B%2Bt0Ij3FqvkI5O7fhEuLdjxYIYENUr4%2Br05j1TV7xb54B6On4j7jMqhJm391fU1e1/d8zU2xmf7NgxLR44ldbzeJ1SrCNV8juFDiQ/3bgROK2DcwcclwEDHP6ImNI1e/8zj3y3U0tcy8zJOCazOuIb4PTvH52YfHncyONv/KOl5egb1el3b/4PZ21Ly9o3nli0cPJli56ioL6/%2Bu15ceTzfThd/NJ86UNxCnm3XhiTaTeiv30BMBxLFxO8zCyyfXk4H1d%2BuDhl4Iw2vxiz/ld80fgQeipKT%2BD4pLdFauWjRg2Tz9FekIs4jh4XBI4%2B6ih7dbqoFXBNuBoqF8jl9j72ha2u12sD0PCWGrWuDQFnusMa3HdqX80OcM9uVwKnVT6CM9jKG22PjQvt7R6C9NOnv2yVA5X2TpCBclx3Gl2dXGK7XVyKBD7nXA5EcdQ7n/PQ%2BuwMa9PudLkHGhrrcs5H0PbCc0u16a%2BW3nMZElVmTBVIlUg8LQbYs%2Bs5DlpT5JQT6%2BMTmw47iC%2BxIFy9ReLtXeZN%2BvDTy8jctxrC6Z8Jp0uDVZRTllVPk3yr8HPpScBd9DtaUkPCFVfI6oLWIRlfnF1awMB6rl9VsW5EbO05m0gqFnN5qq262UeubWb4PYeqilsO%2BN59M2bM2JYGoPqi73XLgcwzzxf%2BNkwHXvNnkPx0RlrjMu4VkNbeXq9eRV5Q45FVq641BuUVJ60Cxztj2bJlC8Dv5oAE591xqy8pyefy2Lfz80bvWRCUGjROKMRF6/eCnlaMr/DSSUFPOxZ0AafLXlmQumL0RocY/cjUHe86hO/pWLEXaB0DtPLNMRnjjo0e/cO7O3aMHP/JmBUhfL3eXAmYoueVAaxSwJJZp9ZcyZzwK%2BDSow/MvH7pUvNrLYyg0vQ08/KuJz96cfJT/uMW/TMEfivHf2g5v1cQ9Y/jf3tiUl/yMbjyxj/feGL2i5CfvrRr8mpMUC8nM8YZ1whtvvsoa2BjT9IAQf0vjLV2NENd8odd%2BhjsWppi9b0Xt3/gb1kC%2BBE4dbdfp61uvZriw5k1KkV%2BQxsp10Y5xsoFjq1tAgEnKnqL%2BuPuq6GhWm1kaKhcW2oMu167EhW14bQyqrvbB8SztLVVuQ7QDDjdGl0q71a2Ym9vgEchcqpWxvq0dncbzxQqfbpbS0vP2Nu/6pGu7PZ5oVTUreyW32tVpqf7pLee2emihk/ec1HD%2B%2BRtPj723d3dReCAXVweBBVyVXj6Ev%2BL5V%2BJpAvlFDS1iwD5HVpbry4MrPmWTZRYOPWmnGq5E8twOsu/BaRtgYA5UUXHZVgFWF1aysIG/KQoyinARmtIbk4FbDFpx%2B8fPi3A2i/Wd4uJxyXCCoSeI2b33ABMgVO3ep5hq%2B72tn2bmTvI6Lmkfzuh7216xsnXJWRbE/CInBaDnjaFFLvlV4U0NW7LXwaO17ceVHVZ/rbGoJzZCq/e3oXb0oL%2BkgNpbF5S/h1IQkGR4ZGaurepo2lhvZibn8/lGu7sCUrt6Gjs6GjaL0RQu0KA0/AuTV2dVPpJauqeshDQU8WCjtRp4RVS/fNTgVP9gh0rpkGWumLHNE0Gf//od3eMWbFizIodx8YvWDFm2visSqFUUa8Dy4vfEoXrSYN4EjwrpZkWUDMyNJpHtb1d2NyLi4ESQU3%2B4D0yqzTimydP7Br5hqD6%2BD851dqRM1ta/jc26g83//WPlr6j49KrBc%2BHQN7zxriXPnpp8lNY8vWLGGvldH0zrmf28BFuO/%2B7n8W37eh6%2BH%2Byy9hIqkj9nE6y%2B/oh1sN/4PvafApbBVp5d6ugaJgoO1sgT28rUhvTBT6RRdq2Nnm3vevVyFEJ6mp70VVnpTIh/RDOEcfpMQEBTgdcqgKyG9yzcTIMTgiPbs92r/Jtj3bHKTDRpe7t7aUBcMA6Uek9LOCWImFhB547HcYQ54IXXMDult67t9PJ5R7sz8HeJczlwLkwsL4HGDgPDIaVln/JzO3l3uKlszFHtXDqxqkWCL7rIk0PuZCTTiS%2Bd4vnRG9A9Utk85Q3zqTpxTqS1o3WkXIpp%2BwCMs1tqRhniuP4DnAa5uQUS4ZwkhBMuEP8rhMjn%2BecfHEuG6kf%2BaK59R2sogM4LeGagNOgGZsH3khKWtXU2JSDnwfdnLH5OPheXxDKtEW%2B/17lm9eUtg2VdLobFwzt9IWgljmzt%2BpMijtBwOmqbY2NeQrpwqDGoAV79uw5u2zZ9JBtyGk9z6Tw2npnRkdq0JXRo6d2bBvn4CDUOGyclpr6SUVFzPgY2Z2pHakhppAVHQvCF6xYMXq8pmL8bawj6VFPHcYvAJPr0MUf3TFm6iejRzN6CpfM0iyhLF9HakhS8IOVZoueSjstnBJQH5VTIeU0rq%2B/jPTern%2Be/ObEP9/AckH65TcEIbHHx/ad3/s/u//1r/t9ydOijnHSJ8PvmyPgHH/qpcl/x5IvM4JKvhZ1/frmu4/0jd9ZJ7%2BIe4BT8LbU%2BTY/OxwyWNsO/ItfnBQ%2BBk4hQRUJjEWJInvjsOxRoT6txla50cip9ontlstbL7RyIrOdy8t9OPLy7FbthTaPlbWzKKg4kS0b8UQphR0zcQ33TJSSuWqE0lJyZOIG7lwQSnS1YG3DduIrAiCgeQ/3gOaBA3DxABzxAaTSzdYAA6s4s0UcK0h/JxBJ3Ym%2B90w8DoxG3ekiX8S0qmi2RGLldKIE9VRgz5t46zNPN/SyPooyWu9loe9tk7EL8KVPvaqA9We8X51e7JTkgR9qOxfmVGVpC6SV2p3nmLEYliq42FelKk4695NBOIX89FjaWcsVK6joe/9y7plz/wZO9xVPb2rc57QZx2XcNhe7YVUJ9LRxejGq6rKt%2BxrT9vTO3spF3zt31Z1rjY3TAgO3HmkMClGpSpKS8utXbQOd5G3tlUln54cEdRwJMXSNO9LYNG6jRqp3GA%2BcXnkR1K5r/iepK%2Bbme%2B0F81sHZviTiq7xX%2B/t2PHuRpKfOmCfw7Rwh%2BePjJl67EWHNyE/HemAnHpKpVmVlZ1S9LtmaaVZ2tnJVHwzLKXfDD4eH5VToZ/NsAxwCtnm06tPvBQxGVUTfzkLn39jUXXU2nl9a//n7r%2BmJcfdf6L6ieMhIy2Dqrv8ybSZpyPuW37EmAnr1981P8K3k%2BqFWM0duJgDQLnhst2z65eQNUFJL1J/IWlDxImsx8FpYfchjlF0Qa01pqSM%2BlieqL5Q5HPGh/Ncd6JaXZiQEnUmITQhxV6bnVK%2BhXPDWNhApogTUpHObEImgZQAasMpYNpeSvCMdilFHulGaCQHBPXAPSSTIktf3jtAA447D1heuBw4YD0bBGu0bxH2CqUvPXXKA8HiiLv%2BG7HSnhFLys5t0QpOBdpy%2BiX5Fab/t8pEmnwFr7INzLgMjrtwlp4KJoM4W059x4zJphf70gaHIoylRUWnLEOiAOlOQHXnOSqsCK2VSKdzSQDzA5wmIaeGITg9B3oKJnfz5s2LtqU1znAC33vN6Rms5/7FKSlkW2PaWcxPZyysPwu%2Bd/ZouD6tzKDKASWdnu%2B2r6NxxkID95O0tLkLxSy3kLN3Zu9JS90WopCZFk7Py%2BtIm1si9trT2BE0rk6jd6gLn9aReiUz03z72JXUjqDRZfHIqcP8Iys69uzfP21uRwdwSvT06z0rxlwZl/mPqVPfHTc%2BY%2B/UMWMWblwwZsfozEqhvvKVeKlUBoqql%2BpMOp2XmclPie/lk%2Bz0cXD6enM/p3GT7F7BBvxvIiLeYEqEsZOfh99NyIa4sdPu7l7ckjwNX%2B2y3K2%2BPfmjJ/1XA6cjmIpx3/YJ65fs5j8KpxX8gbPbPqXrI820G8esunLSdkYb9iL9%2BvnyQ3EqMqYYOVvA9GmdnUe5Gs%2B02guqW9VKtVIpaM1OGdYtTxCtuxoFkiv3MTpHiXARBzIF9VAAXbWBAbXBnSz82Y6UBkQH0CngBNLo0rA5oQgs0hpWinZ3YHkIIT1AtBQhvLfzHtI4Zw5SufPA4HCxyKs1Wz1npM1iTDPKFr1nlwcZ/%2BZoybhMusGTcgqUAqe0A1%2BgpaM4sewaOmA60bCUfNw%2BeKll8Bz%2BLyE1XlJD6u/v9UhyCiPJJ%2BwB0nM7IfA4kEhfNzHY4J3nBtwinOYbdHvTpu8czCkZl7l2DYdMIU9FBU16Bl40bju7DDLWbSEGuNS0Lwfy0z3shSCoTZ8sWxAEt3PEILeNaddmLIRktSNo2bIZ21L39N45ktqxbdmeZXPTjuwNSk1dFrIAclTwvdgvXzctqGPqlStX5gatANWtENbhuIxDxv2gHalTj0xdsWOqhdO6aVN37Hj3k%2Bfnrtix4BjY3hXge/fsGPPugnExGrMMRJSnz3Aw6%2Bp5nV6ZjIxqKhFYcwWf4TT%2BkfV0yaUpVk5BT4lETtZaOo%2Bef54jqI4d0dLyj7ef/bBv0nEwwyFMNyH8AheR0Zv3n941wjICiyvj7858BE5jzJmD10m6SGfE5I1DQf3K7oPtn9rkp1M%2B8Pd7OE6v23zBzJpNm4pahymrORcEAvvy0NDTnCK5oNr%2Bhtre0adNK/e5OqpVuUnt7KwVCM5oBcaUVjmpIdXOcu1OT0%2B3t0/3kScin%2Bt8HB0dWx0dlT6vus/pBs%2BsPB3dbrW6LsaodCZcz3QrY9NbD0C%2B2pbuk%2B4KPyc2XXka5bQQfqR9eiLmqAfmONqfplzOOTBEuFBgmVS1kMySYCiKLcvN7QrcYnPFhxuI/UgenhLANBA5jbKAJ7BPYpNGJMFSiUQchY0S9mKWPfNZQTqim75qqWDAMM%2BW78N2IqZIJz6dLApqOSFVJF83lUoMRwulhFfkFJPGvMbjTmJxP6hJsAdtTKMDM9sWuSUhp75kmJR0MTRN53IR5I47yxqblpm4q67hZYhtId8nFefsSwOxzMnP29aY2tjRmNq0r143ci6ed6SmAdqkinTkSOqR/RpNnZkP%2BWlHx9QOiNQjIW9u7HKYlrpiz3hN5Z6gHXBlwY7UdzMy9mCl1%2BHNBVPHdEx9fvTUHStWjJn67pgdC8OPHRkz5t1xXUJzlp%2BuPl9TV9HJK9FJKzEbxekyG2nBV5/pVzF%2B49eaXzMYMWQd6W7zhGbytcTYOYicZka89FJExBMEQ5wasxpPp53v%2B%2BHtr6bM%2Bwf8Yt%2BYPNKe/t2u5owDPY1479und%2BGX0bTgtn3ChObd4Y/wncVdFVk47nJx8BKhF98OWfQV4XTAukgXf7D7OuZROSWLDnq0DvMRFLkLqtUp7c4fc%2BTaas69UZHVbenaWHuf0HKl6Lq8PFRdLXBxFWidIT9FTuFZyBG0JZ4p8uFwHEvds9tfMFZHuSa6tnLOBLQXagX2p6NLS62cvsDROhadKSriCLSnD5wRCHxOo3i%2BoBQUHTiQyKk2Fh5A83vguahq7XdgeOfgVU7iT3BqQyzEznNF9pa%2BQY/8MshUPaWn0pk/qvZLZwd6KuGX6iGT5E70Bk4FgthV9rQZ3/EOu4BtAMwFSz0lZe/YC5DT4GfSLXdPwR0ft6UCyx9oAel1SNoZRlUUnK6vr5OVw50WTovpYGlxsS8DLd7fSfNTt3oez2tP0KIkVrEF4nfgevG5Z67R2Hf2L5s3uy3CRsDNM%2Bbuy9sX1Bh0ba9YbDDt3Td37sLpc%2Bfm5edzb0%2BfGxTUdO3sX97Z%2Bf2/d65aNvfIvhCn4pxlR4JSj1yZVjHeYeO4PVdS4XyvmXVnwbaOqfum7dk3Y9z48PHCiheP7bvyR9DTTxbsfT4DXmccu3Jl9HhNZsbI0XtGHxu5Y8cfM8bvffePxzLr6t7c%2B8mVd29n7v3jjqlX/jH6yie39eOnffLuvv1%2BMeZK/daSyky%2B3ounk5rNFk4zzNQAV/AzwzM2Piqnfnrwves/7GuZd37spGTITzO/fR/z09Wr36C/k0VvHF8Nf17fONq3/asf%2BsZOrxZwxoWkL6Kcchb6T/7oxV1Pv//KLshPN7Qkb28henr3kb5D2JxV4f8FXQx0AJAjQpbeXdK85NkHZrSZH4rThkGcbvJoddbKR4mqo2aJQkeFpjsKONrQq3JBbLq2SHnBOdQxITshNDQlvfrCKDWnXd62sjYbvy2mtl0rcM0uzw5I1ApawexmdwuUK93dGxyL3N1L0wWx0aXt/ZwWal0RW3CjRS73TmurPUgy6nJG%2Bxw4W/tqZRg43Tlz7h2IrU7fSblsA/2zcPpzpMIWtjPRw1GpbFv6jlhVUyaR5Hp2Bb6zdIvjlqXPGHBBsXOnTp3ajIsm5UpUf/7zl%2BcC2afITRXbOzjY8P9OnfrODcdpuO%2BcWfodq0BV/92W2FiP/%2BYWn3v1z9%2BdKn7hzFLbOMUwiujhjDYnW0iJnCZRHUVGk4pZ4uIkBtYkrCPV5/O8lgUtcmLedO4dCAA1afPmVZs3v/OXZ84lbYZtVc7mfxcnPbP5nVVum0NW3SkW54tVqq1bF5Ztzb99B2jPr1%2BVE/KXvzyTdG7z9/9%2BZlX993/JWeU2W/w977ZXZ4VmI0RdnX7//v0bN2ZIefV3cnLumLbOf/PrOk2lTlPnUJH5ZuabFWZpzPi6LDNY4YrMzAyHjLoXN1ZkfI31pLq6jDfxSoaDgxluZWRWPL//TSH/zf2ZFXX8zP3j/DKF5kq%2B19bMjIosxR1c/x455SOn/Eyqqxp9BXxc%2BMicknpv8ogRM/93bMuGy5k4/eVExDcvTg7BMTPOSA7n%2BZGA5LTk7W9P6lubXi3IA25DsFu0OnbkSy9N/gYn2MyPmBSXvHbszLUb5n34qJzi9FJSSRr0XTMXx05/4vXmJUsuzxxweUPEcE2838Pp6YBhmWjjDZE6ZZTS2FBemjIquy29qEgL9lPA4cgjE0QX5NrIdR%2Bv2zQq29idMkqtvmEMQzF1b8huj6pWr8QUNZEjAA0N8KlWYnLqWuTeHu0jUAaU2kSRoxPkpoXa6nSXe6UHgNNSUjqK5Jx2uXcgvdoRy0X35sxxUVbbw4XTB%2BacBjX02Qkp6hwmfhpV%2BHxYmFOYk1O0U3RVFVnn2lviSQZQcd1fibdEUuY9caK3JBdoDAwMBF5xPcBcNn4VBdtbMpFd453rzfZmS9hiMS7ricuIkSXIWAY2rsRyztdaOqIWF%2B2uEz7pEAxS6kQ11qkYuWSyVoIpfvVEGa6hXexWnMRw2pTjC287t/MdiimOyxSLk%2BiYatKqc99vBoGFa5s3JyX9O4lFVlOpv83lqQyztxoMbsUl8JOKNz%2Bz%2BdzmVd%2Bvciv%2BdxJgbFAE9tYXcyU4ZfvFOgcHIPXFOqA1QxPPyleJ3fLFs/8K7BbXSzdqxnc5jB/vmYVIxUsdHOo0mgp44%2Bhj%2ByvH7d2xo2Paxo0O4VK4VMevNNe9CMBpxms0/AxzTFZ4RoXGoSumQi%2BsNPfK/DIrKjvp8Ix5IxFUnDBDdDUjXFP3yL5X6IecvgaeNfn/a%2B/so5o%2Bs33vrWdgqvEQBERRcTRaRBLT6ohFqoiCWK3SXNAsp1ELhoiaimQCxRipvCSYoA4ytjGiOMu5g1kiQtpkVQgmRTKnGtvUkEvTwqqOnSBFSUMWuEpMae/ezy%2B82Jdz7GjP/ec8efvllwCxq598v3s/%2B9nP2qlTh/J2vfHPP/5z16ZNv/nTe5vmrc%2Bc/spFCE52wd0z3%2BUdnH1j/dUdr%2Bx6BazvM1env3J83md/%2Bv2890788Z//VHx%2BYCghJyfvwtQh3Gdm3ZNwaizPcKSOm/jJcz/YEuqTI5uf%2BfDVV//XI7vQ4HwNvc9b/kScYnD61u7iu7eujA/aGzqjYG/IlfF7HjyouV9ac7f5ambPm1u2bKm7v614T11dUFDQjOItQUFXbt0tBkixuSBwan79AzyMvRq7nXCK86VkGgaOqRzSsJ7uvfzw8uWaHdPjMPgETqkJlznTW4GwQOB0OXrd5WeB04fLmWdbl%2Bc2R%2B9oDll%2BljnMaet/qquVG89ivT7OzW7EdmOT/0boA1XF5g4I5%2B9emIZNCKkn2Kwe%2BQVGpzVNmwYv/n3avqZpuCnMtA8mazQv/w1Zfxlo1S7T7JumET5CKZkxJXiCnC4Lo7JIlZXLtFTACtK4jEgljyLVEoZFvckxGmFyN9uvp2VnDvOFwsn4JkKpRcwQi9VrFlxfcHHB9YsqjwXw1GqLPEiv2OfzYY97dVmZm1OGC7nVajUDNJQm1npoHrZGo2OA9GrYJ6tOqtltWg4wBngSQYX77JYYqU04oFa3qXUD/Serjsu9hjQgU4pboCyy2QwSgVRqTKMb%2BucHR0Wdh7G193SqzUaPjAfeDDGueDoIq0EA3MXHm0xGGddYW1VV7UjzekWSleur1vfHG4wK5JSoqFQvVRDjmzq/an21lP6knKZhs8FVXUOzb%2BQldA11vYYdGl7cdALrBo3vbfroo4sQs7wy75WrOz78bt4/ni%2B9SqCd/sqk9am//S1VN7gSm7R8nje0M68r71xXF9YjrXuiz%2BTI8P5gdRuVL/p%2B8zPf3L75%2BcGxOotZpIzH3fzpZ/UUOf30/sYCpPDWhuK7WzZc2VOzui6wYcP4utgHewrG19fE1kffLdiwdwbuZ3H0FrwR14UDnHOPbkc9JW3vo682P5w7F9g8eu/e8rp7c7ffK/2Bns4ENQ2rm3615DJOu6DvxQzvWXPzMKf%2B7C5y2gpILu%2BJhfDX/Gbr2dYxY3nrckD4JzDN7SmJY5pnVm6ESxghFVAFS9uEm0ck74v5My7c7tYo9yUjpn/%2B3T5etFkDT6YBo3D/u%2BQmLXNwH3DaFNIt/ODlaX//G26ytu8FYUNDg3gfkGRFhXRazEycg1n2AS4Ap7STwpQywWacl8FKCCqFS3FK3sXWsLuburWaJrYW%2B2CrOf1n7tBAuEFQhzkVixlJhztI45WOw5uLinz8Ir7W4vGAWhZZPD6GGlhfskTeLVSru1GXi4oslXy2cBk7O7uvW1ck9jHWp3TcOa5lHFcbFyGgpJluZGSkyC2h09l8nVqnZvAXFPaeUhgNkcAvPZJLd0TKZOUiutQWKZMuCi6sKNxauLWiMCqx2hYJlNMNNptA4pUawBAbjHQZ9kQygqxWn5kSNYlbrjBKWMEVFYnVIDGKNC4YZsQUbLYiHmdmIjqPZEVIDYKRirl/LcXqrQZOvx8ampqDvrfreVTHP36E9b2oqfN2Hdy0K3x9xK5XMl95ZtfJZ0pfiXhtzfGIjz7a5V/X9vtN83Cl%2BK7XEoYOXMh5/lwCNsW/Wf0knOIOT/HScef%2B8tyjtvf7/QufWfeHfx%2BzRxvK6exx7Q7BL68m/pHv3b0YjC3gF3TrVsGMW7eA1o93QBQ5fktdTc%2BGD%2B5fLT16d8uM4j1bkGUcHzf3oJ7OhSAUOCX9tD%2Bo27Gjfi7xvdsvRxfPvXwZOR0tawBGcdqUGXj1fitGpcBpMTV1ap6OMkn0FMwuXIFTPGxlBkYvx9Ot/9k4O3zJDUyP7mFGz6x8aJlZ4gRJLRIDqpM/%2BBva32Qwui/E/K6laZ8wE1VUAqjyapTp1pjfxTT9XdP052T575L3ifNjups0TS84970sFE57WfgyG4t2aTX56ZlsJc8crQNOM3lma1iYR7zsb%2BbGD3zobDGHhIzSzjJ5Fmt0pcUD3IGg0iqZNOCUScJWHrOSavspFgKrGFnq3GXn79DEDCGDYAqgQnzKYA9gy5WOLxDW66CnRWJGUZGHwfeJPR4xnwEiqsYmDWoNW83WgpiKixhsd3cGti3KlsjlmuMpHSu83Ul3Cs%2BkLqLrF6Gm0iMNad6WGLpNrtXpBjQD/M2FhcHGjGkct0vkMBBPjP08UXqlss7eit6sU4mJweG2SIhKIbTkyoxel4OOkSewTDdyDUaZIdXhxbIk0FCRPGnFlM6keK/JpABMZe3we9ql7e0yZJabmjUlK7zdJij3OhwOr9dbXo7ruuD/WO8vCVnLHaTtStfQ0IGcnANDXWtJr89nN/32T4vm/eY/3puXtC3zmTWTIj7aBMSe2AXUfrTu%2BMVXSndcJOvacL0MyumzJ3LwF/zj24SEru9v3/66uvwJZ4sEjvfffe4RHj85tn/pmWciNo0bXdGGSaRP3n0ffLLA8aScfrl79%2Bs1e4LGX9lSfLenuG5vwZ5i8/SrO5r37G3Yc7fufvP01rrQLeP3vFmH480N40Fnt5P4lOJ0NTL7eu6OHblzP31wtflB4P3pdXMvg55eHeUUJ00hKp1ZsmO6%2BexDitNoginRU8LpciKUFKcom3OaG5eHXg1sfaxx1lxT%2BfBhfUNlw93o%2BsDQXF5xjzks11kSTWso4cnt0Q1C0FCWs9iZ2adOj/b1/Tk5Pb38z30xnugGncZpTVf%2Bvckptsfw06Pzm/JjhA0l6UKhs8cs1LzM65FLYrU8jzM0ukRpyfSY7RZzaIkyrCbU6WkIjaaJnT09TmZ0ZjTTmR5tTq/MLwmNtvMaMhuYFl4Dj%2Bc089DYQgxaaYFwUjuZzdZSxledspDGszDEVBIJY1QGm/RzOHny5GacizkeBiJK9XoARQXzy/Dp2oRtOgbqoruNz/OBURbKW6ZlRKZlZIB0So2u2tpam6H6cOGZ6shIuk0PFIKc2vqSDWB%2Bge%2BBNr5YVTW/37bPQ2O0seWAqb4dNBLNMV2mnxS1NWrr%2BfB2eqRUVi6TSMAQp9HLTSKbDcJUqSxNQY%2BXpdLpkX3x1Z3AqVcR7x44mTWh9lkWV%2BA1yhQKOkg06Gg7SLnDIOWaaufPT5UZ%2B/oE8YCoAG6ObAH8L9uXUf4LOgVlOEzvgFF9rqvrwsStCTuHbmx6gzQbfP%2Bz327603%2B8t2mNfwJt/a5Xtu16pTRikj/t/wzpj4TrxP9I1p%2BeA8%2BcN3FiXteRpbefbPrUPwLGrf03DFH/DWsG8X7Vq8DpG7vG9DnDlTI3NgUoyv8F9f6JPNLu0I%2BDCjZsePOrvW9%2BNSNoz4No7AWEzXrvloCy3r3bs%2BV/b7iy9%2BPWhw%2BPzhgfVHf39WtHSW0D4RQrHI7OAU5XQ5RampvrLG249wNOEdSHDy/nwi/F2qNhPT1LcbrczynAuXyU09Bt6ebQHdNzHw9UZmzNHF59bFyps6G%2BtCQuM7qxxlwS6CzZlu580GZWpYfKX9jn7CkqiZVkqhg17D/vU9ekq5MtobQ1oZrmaGWNhlFjj%2BbEOj3pmlhJaLQquocWS3Nq/qahlaaXZLIbnM5tzvRYWqalBh6c6aXW0BJrSU9jSXR6bLo52trQmJne0FziLGXGljh7Qp2ljQ1MrSbWac9Mp1l4TNBTMLZa8TKtMEwsJBOo6qSUhYCnmMEQepiUnArZ7P7DHV8cFy9btgZ5LaIBqLQ1J48XLdOp1QPH%2BYyB4%2BuPJ4Eca9VtjOPH16w/rhZlNw3aFtGrw8NBQW36RUCUI%2BJw74rURe16vc2mTw0Pj0hNawESjWVJanVSUr/6OEdm8A6ws8OT1oen6lElqUCWawveGnWqt7cKxLNd4U1mRcDPRojcXjpdhr8/lY4dPyMVEZPCq1M7j0RNMhnK2/jra4%2B7TJI0oyIiQsFNjQiPaIc/mvpheHW8bFFqakSqXhovchirJ02q9pZnOwBVYzgcKxyGx96Kqc%2BEXbZnHRs68O25iRNvDHW9%2BxL62GdPvAec/mmE06s71uwqzdz2mh/THVdfoXwvtUz8n7sO5u3Mm3hh9rdTh46QTtvxT8yp96VxmzYd/PzgQbhtgvtN/%2BvVP0x6JuLE2Br9T0hfpPiMfyFE/zGnb%2B0OrQsK2vDxlrq6PVcKCkKmm/fuYZr31O3tqblbkh7dMCd2zoYZGz6ug9e3bCggnI76XqoWqW7H9Na5q2uu1nx67/Ke4tX3Ll%2BOHeWUyOnMy8tjdzTHzSR1gURP8XH5o3pKOC0l5N1vvr9tG9jvx%2BN0eUgD4BlrLS3Jr8w0hzSHhpZGlzRYcmPDLA/E1pKS0rZpf48Vd/syfYHRDaU8ML9NztL8hszo6FJtKSs7tCg93RPd2PDnF2KmZfIzNX8TxtJi0xlLXtYUZVrjYovSneZoNiPTmWnJdJYqw8Lgv0p6WGBmaE1maDqNV8lsCC0tSS%2BlWUvNmcIPtKXO0uh8C7uvMTS/VAlaygRQwSKHMbRacL5sCCSBu%2BMp11FHsY%2BghYSnQrcb49OU4/Aif0XHoQWA6ZqFh1NSDi9UtbGTztxZePLM4ZQvzpzUaeEN8MoXXxxeWDsooadVn1qBzVX69RGdnQtTqxb2dqQkbp6/aJFtUuKd8yl3NteW0/WyzZ1nBuAXrD%2B5YkVVWqRAVrUwJSWqMzjCtkiGwiu1pXmzerM%2BPL/1tAKEkU7v39wZFXX%2B9MmkcuP801nno1ac6pfKjAb4WxXnO%2Bd3TqmozYhhVS3MqsjqrIrIME7qPB08KTFryoTgVFnVhKys0/PbDRGbJ5yOkNnia09lwdsS5xszBOX%2B49r4DNFjLnjrixesvHn75qqdQ1Mn5mVNTEjAheJ/xHaDu%2BZhznf9SDHLxYMXX1s/0r%2BV6On7n5G2K0D1811Dsyd%2BO/tCFy6Xubmu78k5dWTMOzj1wJHnDsDlCNx9O%2BvVP6x75qNxBx8p0X/ul69o%2B1lO3ypGTveYgcu9t4JmRBc3wKW4%2BK8f5xbjcV30wzc31NXBmeK6DUFBxSWLr336KKefFl/ddvnTD2J31MwFRB9ux/iU4hQjUyKnM2c2TN8BIvomSfugnuI0zPK6UU5bkdPlNZTXNU8311tDSq/GMpc/HqetcaW5sZXW4ge5mea4bU6z01pi3jgnc2NYbOODuMZYxuSXazwaRqY4kyFmNCX/%2Bc8x%2BzyZ0ekesY6d2Rdjj85kWIDTpn3Jmhp%2BZtPLwlgdO72G8fLfLSVN8gZzerozuk2Y6awJQ04tYSUN0emW0nSnM78mvbKSFl0TV1LSkFkJcl7iBk5V1pLSfGF2WWxJCUgpgsoEmC2TtWyhVgh6iqHm%2BkPX4QXklC1EYMXsJUsY/YcPpRzna7UDoKsnPR4s88W80uHjbDiTkgKHhR2HF%2BjUA5u/wEKkwo4vFsjoEQs7ejH3dCY1POXQivjTvYUphYUdp/TtVSm98J7e3vMnZdL2zq0pwSm9vQsW9BYGS%2Bmppw9huqh364pJ9EUk9yOV1kb1Jn60uTdlEohye%2B35rRUVvRWgsNVVUdh5ZUpF58pUen/WlClT4BiukyRGrPaFwymJRm7tlCmnT8PZKVOCg%2BEtR6ZkfSiNgPg0wmacn3VkCp6qqMowVpHjiiMVwdUC0WNPVgq%2BnrV/aVfC2qk7d%2BImiZ/jNmz/fHbe58jpvP7RqrOkTamj5Z2k78q49z6nWnJ/PnVn18TzOedm79yJbVdMT44pcIqbof6FKkuCu%2Be%2Bf/XV/7v%2BDexG%2BGgWSfDYez/91%2BtlgoJmfLX34zdnBF3Zuxcc8Ia9G/Z%2BvBec8Md1dQ2A6N0tX92aca%2B19R743uLoxaQG359HIlX3gTt6Pp37Omgoqeh92Er0lIhpKym8B7Pbum3H/bPA6cbiOvC9O3oekomY6PuVy/15JBi5IWdjKT3NLA1ZHrK85GpzHCA4doQM349cCdY15ujY3NjckjmB5p67cZk9ucVzesyVwGllaeMDa08gmMnoUGVJ7JIaJyN9WkxMY7o4Pfp4LM3jZNfE/FleGiq3RA%2BUNtIadDWSnvSi6BKxuahG3NTkyeQ1ltIazM5tSnOsLzYuE3xvY3qpMr0mLrrG2ZBuLjWbS0pKnCDTJZXWWH5sujO0xBkdF%2BisFLaVNDdWWpahnDIhXLWQ3oIWCDchQFWfPHSRybRbCKcWrHJglC0hvnd9kToJMDysClsPYeqZBRfvdHQsLPOldBz64g6uIO84z9ctSOnouHPq1J1DvYeqpPO/6Eg5VbXwi2Bpf0phZ/aCzpSOlM4zVfr5Kb2HzgQHnznU21G1KHVFYdT53i9WnFywtTB4UcTpwq0pZ6oSsdVgeCSF6aJTFb210qrercH0SPqHKzCjFJx4Pmp%2BxqTzWaeqcEHbd5ERiYBi4qkziOok7/yoKRXB86tWTKmYL0tCFLMSJ8ArRyqQ2CnB7dVZR7IiZLVZUyqygoMTK7Jq0%2BYj7sHB5GWjI%2B2x/u8Fvyz4Zv/%2BWce6pl7o6lqb99xQDmkh%2BM/qTe8Dp%2B99lOkvFXtl0iKy1o1idtsusuUMFcw%2Bu%2BvdPExDvfttAq5q2//Ov9oe6ZEEV8b7Oc%2BNLcT/npTgb/q3sXu0ffLu%2B9ynx2ldaFDQ5S1b9h4NuoVp3fFBM4DUN/c03K1pnk71rd1RM/4K%2Bt69M4Jq5pBdoFZ/Onf7th0NZDvTOdPB9t4DTjNX39t%2BeXt68fbtpTtqNmLTo5p6EpvOnBl6dbp55tk3H1YG1p89%2B%2BBq7PKzy8H4xoZi%2BijwamYlTrrU5LbW7AgECc1t7lneGhJiRuNbH4IDnrXWt/qPqKdjriHRmaHO%2BmhrSU00M67YDI8l1oZcZm4DszK6siG0ITosLKwoOjPd3M1oKHE2xcQ0OUvShd2%2B6GhVU1xfTEycpVvcOOiLLmksi4uRw2tsYTrc7WtiRKdHK93K/HxMSrWZ0835tPTQkkYLr6GB1pDZ00gzZ2am55dkguKaPbwGmrIks0EJzxvsoJHpNTyxpkloYTKtTJ5Y2K1hYLDqQePbtgA4tQO7QuBUzOPRPIwlSwaB00N3zpzBKt/rfN/1Lw7dsSsr12DQWnT%2B0KEz6z38kymHOhbgmtREo1RUfaqj43B1cEfv6QDbog9TbeEpHStSpRFAa7UxQNbZUXgqQi9NPVVYCPFqVmFvYefJpH54FqwHpY0KZulltSt6K04hpBDLpmb1roigh5%2Bv6DQaHIkVvZ0R7bI3ahdUZ3NrJ0mlsvkVWztlk6Iqts43spK%2Bi5oSNSl1My6b4ZqqQErbQU8rTr9LnwR6WzH/o1TQ1ERZP%2Bpp6ml4OcKkqJ5UZTQBxt9VK%2BKr4eUJ/YLyx1oDil2F1t3cf3NVV8K5AzcmnuvaOfXzj8gWxCdQTz/67KNXcGXUK5N2zfvTn35/4qOIZ7DVZGnE77Ef/rh56JFxg5mdXV0JN9auTSDdHNYJBE9DT3/Q8X4VWXv6/JhpVdIXSfSv/fqfXtc2vmDvHgA1aPzRvXtvjQ8qKCiYMeMKGYvfPro3c3rxm3u3FN9F31twv57aRvzatY1gX3HVaf226Q1zN2CdQ%2BwH9%2BbO3fjAfPkyWFb0vXMCyfzLw43m6VcxiXT5bMl95sOzxTumO88uf7PV3DwHE0iBO2qY8GC%2B39qKvnd5a/QO8/K9Icsx80RxShBtpRj9ieEX2voR0QUFY8ID0F%2B5EStxN1Zux5nNZR9MZsunvbBv376MGMkLL8SQbg84w5rcrZnWNJjcNA1OxmS4NdOmyQe7hdNenta0pAmbNbCFmu5pbC0W/4ktHlLtx6NZwM2Cra1k%2BlO2ZKpUXATP7cCjNT02nRemienrBjqtTAt7UC7kWeF9HuR0cwroKa9ILGaAE/bAWT7hlMyeHupIuX6cxl8BaF6//sxmQHQNH/R0jcfj4S8EdcW2odV0vSFGsQK0svaLQymnwj%2BKtEnDz3esWKQPTwEubdLajsLzqZFSW2RqZ2FHLdz1nglvE3LQ9%2BoTC3uvs9K48raTUVtXROj1GKDW9kYlvrGo%2BnRvFBjfrK1Rte02eqS7pdz4W3rEpPlVuEamOnhrRWJ1vKkceK0ID0c5raqqCsZXgNOoSfRIxekpRxLfQKqnnK5OQk4jjqD0ZvSllTsctfDO8LRsQflK7AD8uBEb4IyVDkuP7BxaO/FAV15XVw6Zmvnnyk2//4/33vvTZ/Mi%2BiMOvvfZZy8Bp7iI7aAxKeKjz35zAudlKDk98S5QmnPhHxduJHR9D%2BGpydSneHJOy2Xj1o6dQD1GFomv%2BmTMSprnJo6jZzw9TrffnzF%2BxtHVM2bMKCgA3ZwxfjxOlBYE3boCwBZsCAx8G16%2B91XrWTDGM%2B7PpFafvr46d/rVQGdIbnFzcx3uV8ps3jG9IbfeXDq99XJ9847mhvrc6OaamVjY8LD1/o4dJblzzNGlO2JBSEMCd2yrC4lraM7EuDQX3wz%2BsTk0JG7b1ebc%2BtzAHdH1IfX1c6aDCMNjfX1rvZ/Un%2BV0%2BbANhne2%2BtEFVlsrycqaysqzGzdWVm5cRra/mDZtXwxuI4ybXOzDSoiYfUBjU9O%2BfS%2B8PC2mL2YaKZFomqb5HZzXTIPT017WwKnJYv/y0kpSNoiDWclkIqjE3FInKplWKzyxlqQrrcwwjaZby7MCqGKG1sIESj1FPp1OvfmLfHibBchnaMVFgDkIqhw5PbwC7lKOQ9h7mCCL49ACHphZGoyii%2BCFTx3qSFy0KNKRTT916NAp%2BmZ4R0pikgMI7egEPT1UuGKRTV/VeygxEgFclAhoBqzoLayKNC6hbYYn7RMKCy%2Byjd4yd/iKrVH9UpzAaU/cGjXh9OnErK0VwdLwiqgso02qcLWZFAojel6MQ7NYp7ZWnGpRQDwLwjhpEkajVOSZFQ6cTpDZZEYE0JYmqB3hFAPXeG%2BfwGRyeFFl4x2ObEffd2B80xwZ3sdL%2BAq43%2BASVAB0KO/CWmzhe%2BKPWOywa95v3iP7tX32%2B3lgcnchp7/506L3fvObeb/9059AT397AlPD/9z1%2BQHg9MJ3OTfyurC4951ygcH75IIa733/tUe2miGLxPePXUeDtUiCp8fp4get4zfs3bJlz569GwqCZuzBGPXK%2BIKCyz3FcKaubsaVN8H0guvd8Nb4PQ9IacPrr/91y4PY0sBtzYGxJa33Lm/fvrcmsDQw8EEg3Da2PsBjHA3bEdPtWwKxmxiugmvumQkRaVzo9OnNzc136%2BF4zoP7gf43xz0I3Bb4wIyr24qZIXPwt9zPJZTW%2B/1v/c%2BQWh/SEAcPeGOC4yVM15eYgdXKs2dbWwHUjZVwB/73A9zQG6B8oVES02exNL3chJzuw8Kk5KZuTVNfX980DSllegEkFrf1btrX1IT7eTdpsDx3eCF4JW94MHl%2BTkEhcekL%2Blx4rlTa4ZvCItaEwXNAl7wP5Jjma1OXLUxRgcpa2AwGKUmy82gMtgZ8b8qkMmypspnvUwGnd%2B6sOHPnzpk7a1TwipLG4xUt6Og4sznl0OZFi2xphshTHYeCI9WncP1ayslFREn1ESmHVqQa9FWFhYlEKPXBHcBpVmHhh4Z9bbzNvb3B%2Bgm9vRfFZcbIjIgVKJ9Y5BCRhZ17yXVCan/U1qxsqczklkcaX0wE8exM/DZqSlb/qYqKzS5Reaqxk3AKVpeMxMR%2BBDNelpoKAH/Y7jV%2BCE9ZyOlrCHC5Kc0BfMaDQ040KTIEfX2nHp9TL6Zmq2/OenVpwtC5iRO//ceBnUPffU50cuWJ3yKn83D/09%2BDkAKnZGsoav/Teb//7IQCM8OKExMTuv5tat7zU7HZ4P5ZN9eV93mfPOELnz4AgtEfGN9XX101htPZ4wKyHU%2BP07eKi4OIhhYU3ArCR7gVbJix4UEdbi2Or4wff4scjB/fE32UAnX1p6v/tnouALoae61suLeR6q5yeeP2hyTRe9nfoIHoKa6FIYUNzFaqsP5svblhDlAK5re1lVlPxLA%2BxG9y4X/vetTTuPqQuHr/IOfJ2Z9ElcmsMfu11RprZoYwwfv2hObCI%2BDJbGWeZVZuxDuq89gHQkDR2bQvucENDDaBhCbvA1zB/WrgSV%2BTUANnAc99yeh6m1BVcZ%2BKJtxEeHhZN5YvkFFZ6WfVv4y0kmdFKgFYSlktDB5PDOfgQKjVMnwMdll3/5kVfKxw0OoYWGuPVUxFjG7ktL9MfRKMr4qBUeh1lVJlp9FUfGVKR%2BFJMc%2BiWthxaCG8vqKabouhL%2BrsOLTe1hdJT%2Brs6D0fjpwuskF8er46w1Db0duZasPA80xv4XyIT1PCMxws3fVC4DSxt/e6nebSG%2Baj78WqpPb52P9owoTOzoopUbXG88BhvFEicci867dOWVFbbZwUhb43akpitaTFFQ4KW5sEZyZVK3BU70PZVHBlEI1WTGqXyZDTJKKn4VPgXY5yQV%2BGMR59bwT42D60x1Xcx1vrBVx7y7nf7L8569jOoby1/7iRBwb4%2BU3x1N4V81767LN5oKebfvsb0NLf/HbeZyCxn4GewunfDu8t827e0FDexLU3cnBN2%2B2b71TjZ3jyjG8G7t32SOHgUuR0KZX%2BJXL67vtewdPjdPdby%2B8XBF3DELTmwd0tc/83oTPoyoa397xZgNheqevpKS7egLwW3A85OhdJXf0ptl%2B59in2b7h8b8NchJQU3t/bfo9qifSQoPqQKhDExaUPH765/OHyMQNjyb1kVgWTRPWty%2BuXt9bDHWV0EcrW%2BjGDAvWnNLW%2BoSa0NLe%2BuKbHCi/GmhsaQmPNudsyzbl3MbPUUNzQkF7T47xbE1cZnVnMC4vrCXUuMwsZDdFOlsbp7HEmA6SgqmByk4HTfRohYoqcgqgSTqmBnA6vNvUX7zJ5lWHgfa1kBelkoTbMEiYUA6g8i1BosRIhhTczLACsGH5ayGZzYACnDK0H6AbPS7N4iiBEVfLU4HsP9y9heM5AEMovAj97Zw3wb7%2B4prIo5RCc8pCOLAtUh3s7gg1NTdKqQ4UpEdLjEQEAY2Hh/CTkFPNIKbXxjtTzheBw9Xpb1VZgUdpZWNgvlbLYC3p7T%2Bnn9/YePqkSSsM7o3oTjSbZIr0M0J2v12e4y09tjTqVenrr1s7%2B8paM1KokiElPK%2BTxwRUVWQNVIK21Ze5nIVitSIIgsyIxImPQG1FV3QcIfqugA6cVUyZJ29tBa08PJGG%2Bt3oCiGh1RpqgOji8P%2BtIRbAxw2GsQngFGcbHcpekMHjlzVm4ofjUnISdN55P6Mp7jepy//mm4XHixKZN7/sfT%2BCJeXAjFYYnXgPXm3dj9vPPA%2BDf375985s0B%2B7U9OR5JEH8S58/N7oI9ZO/PEec784R53tgU0B8ueApcnqtdM%2BtDQXjC45u2FNXXHP/QfGVoKAZb9bfbX4AxvcoxKi3bhUQoQ3aE3uPTMXMpcwvAku6IV0euzgGQCVNVh6ODoLpo5Qubx0zN1pP3RDQ1kfp/C8HcGu%2Bb46ebg4Nzb1b0oqc9mxraAisL412BpY4M0PjmkOdgTXO2MD0khqwx6HRjYFOZ0NlrCfWXFTSoGtO52eKSToJg1HU02TNy01NyftwBRzc4KgJg1VqCKlGZVjph5hSVhYnXixiLGRg8JgWIRsVlSfUAKdkAKFwWKlls4UMCtT%2BO2f4WosdaKZ5imgeQJwHP4B6Gi5yu7Gl50kLtkQ6vPDi9TtfnKEdP1yIkzTX73R0HF7juw4B6cIFVZsLOzqCbUkpK4Jrg1N6U44nEd%2BLyJ5PrAqoOtSbcrp2fmIh8LqoPau3MFyatmRaMPpezCqdh1/QWbj1/Hq5jhtA7z9fERUhlaaVyedHVZyvnlQBXjd4ffCEwtP4vKoWlHRrlmo9qG3WgiqcnamoVeC8zOmqqlOdFevTiJ4Cp0BleHt7AHJK6Wn7fLDHE6rmB3dOOYXGtyKxan4izstUp/U5Hj8VGo97V0CEeiHvQM6F2UNDBw6SzRVf/M8HRLHP7vp8dlfCgYnvnpt6o6sL5HT/OyvTnka6F2uVvbJxa0f7qwCwx7Dh4E7sYPYJtaLNWB7f9/R87%2B635sSC4S3YcPQrc01s8ceXv6orLq6LLo6dfnX6nBkzrmByaQOa36CC0jnDfcsIqWS1DOladvnRQRUjDTOKhP6A0la/nqKg1qOKEjx/GaEjlrikp7U11rwtNjO2huhpaGhrXGA96GpNSIg1sPG%2BklnqrCwuCTE/wNqhnpKGjTNnwqnQyR%2BIS%2B2ZZZKGfMm%2BZH82KRn09GXgNRnr93GFeQweIadCctVo/baXRxbJALHoWkH3KkkxLqZ2xRB6Wq0WNLs4eGIirfDIEDIYwrY2Djvp8BmGhYeTNzydjoZrZSx2C3L6RT%2BL1W8Ed3tGZblINVxBNPNTcKeYjo7eQykLeDTfwkOHCg/hs83G9gVY8ACHC2XhKb0rUqXSpPMdhYWdAamnsN6hsDeq8JRU/9GK3pT%2BNJfEUNVbeEpPD18RVViB2xSnXOSzy0Q2enBU7%2Bl2MMCOaQM4H2qoSqmIqtgKtwnhgF4UxKvgh1W0i1jKEEXqHGod5VVUmUPFlM3e%2BZhH4iqq0ffq2/XIqY5wyjUFZ1HppimJivJg/2HFqeqMDMcvWPGWtu7rV28uPTLUdS4nbwhzvjcOfk5mUYfHH3/w6B/PngBMh/LO5XyLNfy4tcysdRkZT4dT%2BBeQTNJINf5zf5mAIepf/HL6yXMHA2QZ5RlPk9O5D/agqd1TB3K6DVuLTK/pebAtcHpsyf27l2cUQOA64%2Bi9ApDT0ntzR8anw4Hq3LF6OnMMqTPHcPoTYrqXXP2kAqJ76%2Bvr/xVWQ3pCQ6yl5m3pZnNuCNHTktbcwLhS4NRaHxfojGWGlDZW9kSH5MY2xMZFl5REWyo3hpQ6a8RhVuCU3dTQKO%2BWE1CbCKeYaAIn3LQPOUVPvA8TSUKNcNlkTfdkv55SDRxACXkQlGI2iHQ6AjbFeMo6MsDcihHZOEAXONXpANSklM1aC5WDamP7PMgpz8c4fuf8nX5WcrKk9vDhOyctRSfPAKlffHHmol2V0pGy4DCWN1z0FRXxVQvOpHQcSjlTxRIsSq1aAUCe3xye0X/m/OZUh5A1KfF8ysJUvX5%2B5/nC3pTO%2Be2L2ttPr1gRLqdx5CdXrFhgtLVHbF4BBJ9PXK%2BT06W2RcaF51dUeW0ykUvCCj6fdSpSUXsaMK3IOtVfPuk0imtVZ1Znvoq3YAVY3wnzT2V1JinKZbVYsVAxITipbX1WVqLMIKpOnAASamuvzcraPJB0Out0hKKvfP5pzAyfDo5IKzfBMYzT4JT7HL9knVuG4p2b%2B2%2BvGuo6kDd1bc7EoaGhGwc3yQiYPyDzEV5fPHHw266uAzmA6bezdw4dm/Xq7XeeeKXMmJldb8CmqWP6Cn7Sufk2xKd%2BOf3L7HF6R0a59ynmkXZjy0GISAtmbNhTXEq2PcvsKa57s754w1db6uo2gA2%2BtXfPlaAr9%2BccvXf0UVJX%2BxV1VEuxrsFP6jCnaHuXj2nOMBKeDivp3p/W0z2PB%2Bqc%2B%2BklzeaSGnNxA7hg4DQa8IyLNceV9phrSuJAVQPjgFOruTQ60xyY2RiY7uypL%2BXFRsdlllhrJr8c7QQI9yGY%2B7AJRAxEosgpaum%2B5GQQ1OSmad24BRs4W402zC%2BopGeKkC0GQLXsbi1WHKGUYmQq1DwCKtFXYoAZuFqmTb2%2B8LoYJ1N5Sia/zYfdWCxKS5GPfzxpSXK2KFuUlMQ/Tisqoq25ePHimnwrU3m4o/c4PFuzxhNmoansYazw2tpJqRlCh9QYkBo%2BKam/rNzh%2BOij1EhXmVfaHtHfL5NCbBoxqbZ6UYBeL9WnpqYuKuO3uKojPqo2RLZLJUm4TeqzS9wseJ%2BenpQUrog0tvD5ZXJXhMKr8BqN%2BAeq3epyDStpftJxj2rNGpVKaVedXHCyv7x6Zf/KeIUR31TVXy3jlJkiIlaajCJFampEe3u7wpWUdBy%2BjMJT2w3GDKO3fxL8qsjyci/Epv21tf3gefuMgvJfsBdTRl/11/tv3zy2c2j2d8//Y2rCAQD13U2kgBBJ/eHFz6pi02vfDg3l5ZzLmXrjXEIeNti%2BudIY/3QwJd8yivdzRm3vX57Leub7V7//i7%2BS8JN3x2EY/DQ5XXwFmzoEYZXvxz2l07ESa3poesOe8TOKe5rvF4PK7sHlp7fullwD2zsGVOwGCpfVo6T6s0dYLkitDh%2BVVLidfZRTFNQQuBA%2B9/4IzD2PjWrD3Z6G3PromlAnPEnPNZvr4xr2pM8JieupaWitN8e1NtS3mp31uQ0hJaHpcypze0LNPPNMXvHdBl6rOWxZnDIsbHJ3E5hdDFP7IEKFQxDSZKoKAkHd1yQUarVaJApVk1yx3kEr1GJ5bnJ2t1gs7EZZxZqG7mQtQTMOVZQacBhnVfIspIHKycLrlVYyn2PlMRgeXCXOUyppNLFmidErEQ1OK/NZ%2BDSLj2dX5oco4e5wb0dZP59fROPxaTSacIk8ORI4NAqntWToF%2BltyXIbrjbVS/v4QrZpkV7abgP8ApBBfGzX2%2BhpehvptgAvtNsW2bgiTdO%2BwTK3K8MmpcsiMzLoegfHbte5IulyV7KH4RCV2%2BisFperheVyLbGrVKp8u92jwtHWzzJ6vY5IL4dlKn8RoHZzjOXGcjnL5ZUFtEtl8GKZjj9QxpG1S43ZAqM3BjxitlEkKHcYcU2byeiF0PQX%2BUFHfOTKm7f335yycyjhxvN5E3OmgpvN2XTixZ9X0z%2B%2BuOvzd5Hn52/kfHjhQsJOcL37b657SpSi8YWvmfiX5o2uQv3kk6yL3796jHpOVrQZyx2Op%2Bl7d7/15erY4luomsU9odi5b8f00vsP6nYH7b0f%2BvGMGW9uLygIGn%2Br%2BMF23KNi7g8GQXVEUR9eHs4djdbgj%2BSShvuSDYNKXVupLO8PEkg/A2juz3jfuOG7%2Bjj/jUzt4AyN1Qr3IUy84ZzPWX9BwtlKC8BSaWGeFVuYrWGT/8YGTe2LgVtkH/jf5BFO8aCpW0O6kY1028X14KRRIJFQdrd8slgj0aCbhbNCuZagSTCNszbGWf2XODv2cxAu6L3IRDm1W61Kms5XZPEQa6y0tC0pWyIySpYMFNH4NB4op1KZb1XZVec7UmgsDt/nAZVVMQT0tAyuTaqXytLS6MAr3SYN0ItEgKVU18ZuQzZt5Kq3SfGk3pZtaIdnMps%2Bw%2BUl9NIjDXSH2%2B2Wt9BlAq/L7ZAKJC6Gp0wm83LUgyqVC1eGS1wil7ulhcPxwEfIV6oGBmgelUenk5u8XoOBxWkxORxGo8jN8rpYApdbITPKZEYFS2HkDPg4HA5IKzcDdLNcUE7COYgMM0QZZLdfwS%2BL27KB7ndu77%2B9dKhr6NzsC7PzchK6dnade23crhd/FJNSGvvsGyc%2BX9s1tHPq81MnTr1wrmsoYdXt/bPeedFR/vRIhZE6bu3oxmyrJjzz/dJhTHFFmynjyTj98sfOd/e1B3dBM2cc3VtXg3uYNRfv/aruQUNDTc3HBVc2oPMNKg6cufoHlFJt71cPC%2Bq9kdzRQ3%2BD%2B58bZzcSYFvPEk4fWRTzMwFqLnWX%2B1%2BxO4KqH9gQZJRMsZIyiDjkFUBtDbHiQwgTwkwm1XJsWZhlGbpfitN9VM%2BWJn%2BIOq2bLWSIxUWj20xQySR4xOkVoaZbq%2B2OcWvFeErM0Ah5ZFIGU0lIKQxyl2%2BlMWCcKrxI5BQ4tSqxXaDF4/HwlFYaX6cuW%2BIwsjhqn49Gs4OSwsVqzz986JBSXcYvQkm16%2Bik8REW/NFFUptIkm0L0EttDpteKqULbDa9fxhsyCih0oFvNorK3HwfQ10mcXE48haBSGSgY7czukPiMtgkXpGOI5JxvS6XSecTyeAHDF6TiAMBtVsHSqpUqjgsjk/l4fM5LlGZycvx6EwKEafMZTKZXCzQVRkXm5q5TApT2YCOM%2BBqb7dxn5Z4xfdVY873%2B66E585d6EqYmJDQ1ZVwZOLBTbte/CMOv4j%2Bkzp%2B8Y1Nn%2BccgLece/fG89/lncvbmbBq/6zbX6%2BMjzf1PU1O095/bSThe2z/sWeOHfM/%2B%2BQJapH%2BE06/fGv33JqaGUEbNuwtDmzGXZSmT2%2Bum/FVc2ndXjKHGjSj58EPMb03MoDT1f6s78NHx0yy/PQytcMa1WYsLAw7A/qfwWMlPlZiWV8l1gydrTzLxEsrs7V1pNrIP3v6X4xcv5bm%2Bg/j8M7PKTJaD3AiuK14Kq6eWcmk5kBBVMMqK8OY9cxlk9H89vXBXROCmtzd1IQVhcnTMI2EGyB6/G3tPf5%2BnqRcoRsiUk13d7dW2K0RM5lirdjdDfQymTwiqnFWP6ZxcY1WHtjbzcApZnvtdiDVTqPxeMCpmGa38vhqNYflkJS5deBvQU1BT/OtyvyFCxfm29VqPmcJnGdLbSimUoOADl5X0Nai1ztaiO/FPSlQQAnEeoFNP8KsVCpS82k%2BLD6kwVcAVk/45FxQWny7jetw6NroApbIJDEJuFwDh8PF3wDny/jIJR/0VJWv4rNcAzT%2BAN/H5%2Bs4fE8bx%2BQtA2YVXK4Jm%2BBzXSyWV2aUuso4wClHAZw%2BLR4cjj7uyj/cvr1/VdfQjZzZ5ybC/YGunUMHcg5uOvHGi88Oiyry%2BuIb8zZ9/vzUoaGdNyae%2B3ZtXk7O1J0Jx%2BBnv17nEJj6niqnGfpxU4d97/evrrp%2B5C/Dcnrul%2B/R9hicvrV78e6jxYFfjR9/5cqGumaq1fiO%2B6E1dW8HXdmyJSjo7dKah0eP/hynflFFUB9e/iGofkzxsjEMKMUuY8u2L3tkDO/5O7zPb6Vl43ATMDSqSBZztKyB8rQ/YndEReMIq7nkrp4ZQpVHxPm1NY5gim9hku%2BFyjBQVexAVhkSUhm27AMNVjZ0o5Q2YelDN1b%2BwrGGzcbaIQ8lqAwtNYdKleCzBzVajSZZLheyk7PZPKuYYdHKQVWpLG9%2BHF6oAc%2BVSnvR5qjGfKwWtNtBRO00nKHxoKI25qPc6pawOBwdDSlWoqTGKa0EWJ%2Baz1AP0Ghu0qzBJmiRYHcVoFUvbfM5HHKvXsRgIaMGh1T/yABXDGIMXhrkuEgFXwAqexGNpuOCcwbg9XSJQ6RrkbgkIlGLXGTgcgFaPM/1etvsYMB9fE8%2B/H2lqg0I9IG26jgtgKlCZHK1sWRceJsJ92szcVheabteBp9%2BQDeA4ans6XFqysCd224iqHlrZw915UzIuTEEipm39l1A9aU33pApFIo3ZG/sOrHp83cv3OjqwrKIqecOXJh94EBXwrH9s/bf/EZRntHnfaq%2BNyNyXM5o3eD%2BLH8hIWgsWdH2pJz%2BlPF9663F5vt1BeMLZrx5d/rV6ZnRxbHNd%2Buw4nf8%2BIK6%2B3Vzj%2BLubD%2BG9PIIqfdW/1hRzw6zunFkkCa7YWNIxZ1DJ0/GfOpk0CU4EA6PyfACrttcpiX7/or9hfAjJfBj6cU6JSQ3hCo3HK44jBvRUwIqVWQ4zKlfT9EBh2FxPXNjGLYQXCaclkxiU5LyTe7r69vXrenWaAmmJEoVk40m8Iaulw1Su6xbrklOHpTLu3k84aCWJ%2Bwe1DB4QCYwaLH7M0pET3k0X2fKGkpNiZ7iEZYleWjWRiWmeWk6bMprx%2BCU6Gl%2BI1zzlTqWGnSQxnNjrxQbXcBpEYFMtrklLAM4Vg5NIhXxaXyOiMjtI5TayuD3MXwA3ACDT0RVRVOpaANlZSyMV71sB93VwnFxpTaWTlfG8ra1Ab82rqtFrVSpfcp8eDd%2BFJVPpxuAoNlXxsI9il2sFg6fA4Di1opcI1chAgltl7oGBloG2jisp8lpn8BEbbG4f9YqiEzB0M5OmHBh4lrcfbjrwOycdw8e/BzHwYPv5pw7kEfeknBh6rvn8vIgNh1atX8/wbS8L94keKrD8dLBAyN6%2Bur3Y7trO34VTr9869qXby2PffBmQcHRjx/U3K2BADXkKOkyWLDnQWz90blj9nwau3Xi5cvDqBJF3T4Kqr%2B2ARNICOooqmH%2BltjDWxQCh9iQT4u0UoMtbGtrY5Ph1rDh4vYfUoMwzNCSpdcktTPMLYXuMLxxpFh4BFTk1AoXOAHU5tZj7S/%2BWEgIlVmCn0VxrcSvDuFkTROZTo3po2Zq5HICqFaL3TzFpLEuO7lJw8C5mcHsbqGGDaY3O7mbrQUuu4VMHiM5WUwFpqCbcSRUJRGqnebxnVmhQjithFMQWJqFCGoRzZqfr/QxaHyf3VeEiOYDn/koyfCgZLCQQ5pSh/06IQ6VSAx6qcfK0DG4LLmhxbdEL2lh2fM9NgNI6xhK9RBK8pe4dWyfh%2BGS2bzgZRlqXREfUFXBn2KJJBKHa4nIYLBJWTSgkTbgo6llMghNecp8%2BJt2pUrlg/cqwf3y%2BXCkG/DoyiDGbeP7OF6vyIS7nxrpmE7GloMcMMUDxPY%2BNU7jMzLiHV5H/Lqb%2ByFGPdI11PX8ja4La0Ev/ftD7ezKu3HjxtQbeXkJQzuHdnYdSTiQc2PtgbXfTZwKzK6CyBYx9ToE5dmOp0hpuTfDNrKbDBY5HBvdo032pJxee%2BsnB8K7%2B3Vz4P0tV2bMCBr/8AGIKWJ6tOH%2Bg9zXF7/%2B6U9kkMbMmvpJxb2fZl4eBXWklz21Y9PMsaAO%2B1wKV0KqcIyaIqnDsCKkbLdb4x4zNH5s4a06as6E2hwCi24JsVbCLJMkeq0EzuG0bwgTvTG1FI16vZJ6wRIWkhsyovNCzbTufcmDg4NNGvkgm2AKtpTkfRlCYXe3ho3QaoXka4QhlA9mSwa7sSSphWG1aiXdWiooJfMyCCvGp3EYoJ5foVSS4BRvEH96fB446yny0HhWpU8H4sfn6EDCGgmn6Hkb4dG3xMsoGihS6iA0dbdJHHQ6IKj0tLhZBjrdINFJbPIWGz%2BfZ2jRicbKqbSMz3CLWGw53%2B7DhJKthSNysECzVRinFg2o1W65iOtlwUC1RPVUqThcL8een6%2BSmfjKfKCZBt43X2mHA5VqgK/yDLQN8PmArFHhcrlYGJ4CpWRw%2BAMcHYslkz5FPcWcLzYU/ebm/v23lx5JGLpxYeK5iRO/yxtaO/FCHtjfoa6hhJ1dCbhdFHB6YeKBoSM5E2dvvTC1a%2BjIKvyhbxTwG7IFT3tkCEBQqcban5AqfGpM/fwlieDX4dQ/ju6paX5Qt/xawa1btwqO7okuvX%2B3/vXdixcvxt7a/wmnVF3v9tW4MbEf1EeqGs4Ob7DmTxxt9KPqH7jxL7hbLRkMJFYHF7wCrsK2MbCykVG2n1W5HK6joxtfotBlaMXU5hEEXEpprUz/8Od/mUROWwm99ZUWYJVEqf4vkMrKZZPZ08jKNjmYWvLJkNXJWEA42JeNPpghFsrdbC1bDry6s/uAUyzu1QotcXEeeTcb0SSFhVQ6iUokWZWq82eUuO4Nr3ar0ppP84CdBWQ8Pi1PaQd3uaQMI0leI0UpCKsSgkoav4wFUNE4er0LQGZJ9HqBrs2BG4Rj/teht4noekeb3MASPeJ76Wq1QU/n6DgMj84lcGDGic4VqUEaaSCeGLB6dDI9C9wwH/4CLV8Ff9Guk8ncIP0toL5AK2CqGwBBpcaAjo9SrIIXaCYZ18RqcZlkUhn27oXwVMdv43NWemXwRPZ0PWZ8uWLd12B9Z%2BH%2B4jiRmpe39lzCgQsXzl1Ym5AAlE5dmze760ZO1wUIUHcmTJwNOtt1ZBZQ%2BvU33vKnOyPj/0heB33c88%2BR3qBkvcwxEpxOee19R5r3V%2BR08eIv31q8fU5P6f1t25rv37//oGTP6sW7//rXxUAqaYr0CKeXf1DWi0tlVq8eAfWHtYKj/es3ks71SOxYWMXDQzs8GFohAy5EXJG/NjYHLn5xxcEZ4VXeQg3qcRCvBFyklkHVEFGtiiopc1yJkzJUpgpzSyEhEJ2SZW/wNtw5JozaHWayprsJFXWwW0iqHFBHhU19yYYYDUarPotWYjBIsvskQgu7Ozs7e1DI44kHxUyQzUE5DzFlsIVihsWfR3Li1Iw9P%2BpMPkkNWfECXpeHKV8UVJ%2BviGbHpC9QA4LaCKBSnNr5NLuSVmbkqMv4OpuUw3Pj9CbXgTElJpIMXIpJh4jjeDSHpLc5ZFIwv24Wly6TinQcgQECWFELy72EpUNMfT63CPS3XcriD/AH1Hx0vm0mmZ7L4bcojHwdcAofgj%2Bgw6A2HwGlUYzCkzaOETdoU5C9iaWIZrsX5JRvkpFj29OFQlDe50BQb4L3Bad7bmLC0IUbQ11d/7hw/sbzN46svXBh9kQwuzlr86ZiJURXwk4Q01m3scOgo7w8o/zpcxpf7sjWj8shxQ7P4XqZVViK9Nzz46RpAu%2BvqqdfLgYDvHvxvYfL9yx/%2BCkwCujuRj19FNR7Pwnq5e3%2BQeqQzj5adj98RFrYU1sQY8KV7DVRSW3IPUrrslFaccKRofNLq39Q6opLxMaQKh%2BhFb7gWS70Yy44bJETkaUk1p%2BGwqkYcreRqC2VSKr055rrmeSRiVvFLJus0TQNJsdkD3aTzwJfGUs0EnqfoRurBLFAoZtuAz4henVrJNkZIKhu%2BaDFao8TS5BTK2aaaAyIVJ2EU2ec02pfE7UQaFWiHSagWpXgfwmoPhhFAKpPDQEk4tHYSKJUEC6ePV/JQhWk6bhSDjpbm8TAddj0dBEWNdApKCUc1NIA/fDM6UiMqicVD%2B02kUQkotvoBoNDwvbRPJwy/E/l4Er1AQEyPhk0FQdnT/XSMp233dvG4aCgqtDk5lNyirEqfiRlvsqkAEq5Mi7ZS7Gd4pTDwVIkIq4Gx1OFIrvPYcpY%2Bc7%2B27f3L13VNQSEdq09l5dw47vnJ36bA/FoTldXwuzZE3Oe/3btxKkQtiZ0HVt6G9V0Zbyg/OlGpiOcZmQbAlBRnwNAj%2B1/9XvQ1QPvjgvIEAgcvxanX1L5pS8X7/7yy2tfUmzu3r37r//HzymAevTnMKUKBUdB3e6vQnq0pHe4qtffxijEf9faysSWRmeZlSObtQzvTzhGYJFWaozhlSgs0uoHVj5GWoHWFqTVRQmtfDiwxY1dGMJhaC3%2BP4k7w4gxVLZAmIrhKRPi2WWY2VqmFTYNNjWxGZTxFQ46uoUarS5mUC4UW8Ts7EE4pxXKwfRK%2BvqyHX0ONo%2BptDK62cgpj%2BSIfVjwQJEa16hcU3hdCZz6QcUAVUlxCqDytWKaHTyvmm9XNtqpXBIxv3bgFOwwTUljSR0Oqd4gsemlIhGX7pAYBHQyYwr4SakZU5uNLtK5pWMwpQbXK5WSPaBsdIeAw9OJbI4Wr8jnc5ByP7S%2BKjWL1PxKcX7F6%2BKYOAMQx/L5HsASg2WSfVIROYUgViEzscD5GrnYEJ/oqczIGiA5JOSU%2B3RjwXgHJpPKv/ka4Vt6bAoEo10YpZ77Lg8i0fnA6VDeBLhPWHtjKlJ8bOkskugtV5ji%2B7zep8%2Bpw1gu6EszvjfutXPofaesAk7z1h58P0CQ7X2ygv//glNU092A6e4vFy9%2BC%2BncvXg3gDsyXj/6c7aXzJtiqeB2P6uXN2LmyF8uOAZTf/39j9eZ%2BheAU6kfJmkjTwFbhBuCElx9j%2BA6BlgONdhjxHUEVsIoDoS4hSVxDaLCusESg8LidhK4q3BlpVgcRqZ/wPhWhuFEkZYYYSDVAs9BVYFKrU/sETNwX0OfRdhno/d1A7xCDxNTvnQDPQYiVPjOz2YzGFYrg02le7Vst9CnZVh4Sr/zbbReLLyuIoTiyLdiQhczSiioEKH6PDQtZpIYIG35w5zmkwlMdZkaOJXYHAapXuRDSaXDP0kOCkkEU9qilVARaQtb7XHaSZgaMJZUlpuLNb4yLFGSsN02CGkZLpZdydLLXEaZCGXTCO%2BFX69vl8lMOlpbC6Z7icpi8rkxH5n1217fAKiowgSU4hbFwCnOysjKsBIJk0hwVTxVKrwgihkZ2d74dSipt28uPfZc1xBEoAcOTJw4dS1I67mctTk3Zs8GHR3aOfTcsaUovLe/xppe3DQj/lfwvRnlxoyM8vL298cdvDD7kxvXly79x8FxJ2zcjLRfjdPdX46Oa9cWX0NoR8buH4D6Qz0drW4grbVHVHX7cB0S7no4c%2BNGf3w6UiuI7T5Dfq4IcHi2E4NKXiXW0xZZ/PLqo9wwYyyu7FF15TyirMOQ%2BhEeHJN4Aj/c3Y2ZIK1QOJnM81jIlKgWJ2YYyyZrLZXYaUy8TDiZPU2If1ksZrtJ3lcolNPpdMmg1s7TOPoMBrCSg/JB%2BAhsOVvoVsb53Ax7I07KwMcU%2BywQCCoBUic437jrhxfkK0FyKQZRpfLR%2BdKI88X9EvkMNYNfVlaGRfdK0NVGBBWCVX6ZGsLDMimoplQgByYdjHx7W1vLcNlRC08HhNFZGErmN1KcUoyi3tpg0EFO8QmaYLoBZJUrMogwQmWp1QM6lkutQ4ZdGK%2B6vCKaB%2BUT4lVCZj6lonwA1I5OuM1lVMgURoVCwSW7iEvR%2BSpYLJaiHedOgdNfwWkKHF5v/Mp1f7iJpM76HlAlrA4lgM0dyvs3nKXpQildtfQmaunX61Y6HL9Cnnck3Ys3%2BBZY9NL74zZ9dPHf/33cS%2B1PY4Hr43B6DTiFAZzuXvzjQYod/JSO4XS0vAGebBzDKY5lePkANyaFy3AFElU8SBqMnaWYHSE194cjLrc%2BDusU4pgkZzvSjUjsQ3YIr214oXBl%2B%2BWV408J%2B/NNwwD7HTBSTJ4NArmDomxJcpO8SQPIinkWKmesxWlaLT5gAlroD5fZDLacITHIGd3ZuDOwUKyx2bIHBQaAths1V8eW6%2BRaq06uszvzixg0nkfs4Vl5mCGykgA1rvFifn4cKqWVwtQPKs9OyvpI51BdmXoJqwyiVH4RhWij0g63gYGiIr7aiNppc3BtDg/8Oo/Ei9WCAQEBUofLYOBg4VERbUDZSHNI6RLskYRFSwapwGEQ0UlVoU0q5UJkaxOJTAYZnUsH1%2BGj4VRKQIBR1A4aKzfpQWBZwO2AnQpG8WOqBlSNNLDBds%2BA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Received: 08/02/2026 Accepted: 16/05/2026 Published: 19/06/2026 1 of 7
https://doi.org/10.52973/rcfcv-e363924 Revista Científica, FCV-LUZ / Vol. XXXVI
ABSTRACT
This study aimed to investigate the modulatory effects of vitamin
C and vitamin E on fluorosis-induced gene expression alterations
in oxidative stress (Glutathione Peroxidase 1, Neutrophil Cytosolic
Factor 1, Superoxide Dismutase 1), apoptosis (Caspase 3,
Caspase 8, Caspase 9), and Phosphoinositide 3–Kinase/ Protein
Kinase B/ Mechanistic Target of Rapamycin signaling pathways
(Phosphoinositide 3–Kinase, Protein Kinase B, Receptor Tyrosine
Kinase 2, mechanistic Target of Rapamycin, Tumor Protein p53)
in rats. Forty-eight male Wistar Albino rats were randomLy
allocated into six groups. Sodium Fluoride (150 mg·kg
–1
·day
–1
)
was administered via drinking water for 16 weeks, followed by oral
vitamin supplementation (C and E) for 4 weeks. mRNA expression
levels were analyzed using RT-qPCR. Sodium Fluoride exposure
increased Neutrophil Cytosolic Factor 1 expression in both kidney
and liver tissues (P<0.001), while reducing Glutathione Peroxidase
1 and Glutathione Peroxidase 1 levels. Vitamin E, vitamin C, and
their combination significantly suppressed Neutrophil Cytosolic
Factor 1 expression (P<0.001), whereas the recovery of Glutathione
Peroxidase 1 and Glutathione Peroxidase 1 was significant only
in kidney tissues (P<0.05). Sodium Fluoride also markedly
upregulated the apoptotic genes Caspase 3, Caspase 8, and
Caspase 9 (P<0.05), and antioxidant treatments substantially
attenuated these increases ( P<0.0001). Furthermore, all
Phosphoinositide 3–Kinase/Protein Kinase B pathway-related
genes were strongly overexpressed following Sodium Fluoride
administration ( P<0.0001), and vitamin supplementation
effectively reduced these elevations in both tissues (P<0.0001).
Vitamin C and vitamin E, particularly in combination, exhibit
substantial protective effects by restoring gene expression patterns
toward homeostatic levels. This implies that a combination of
antioxidant supplements may provide a promising therapeutic
tool in combating fluorosis-induced cellular dysfunction.
Key words: Fluorosis; Antioxidants; Vitamin C; Vitamin E;
Phosphoinositide 3–Kinase/Protein Kinase B pathway;
Apoptosis; Oxidative stress; Gene expression
RESUMEN
Este estudio tuvo como objetivo investigar los efectos moduladores
de la vitamina C y la vitamina E sobre las alteraciones de la expresión
génica inducidas por fluorosis en el estrés oxidativo (Glutatión
Peroxidasa 1, Factor Citosólico de Neutrófilos 1, Superóxido
Dismutasa 1), la apoptosis (Caspasa 3, Caspasa 8, Caspasa 9) y
las vías de señalización de la fosfoinositida 3–quinasa / proteína
quinasa B / diana mecanicista de la rapamicina (fosfoinositida 3–
quinasa, proteína quinasa B, receptor Erb-B2 tirosina quinasa 2,
diana mecanicista de la rapamicina, proteína tumoral p53) en ratas.
Se asignaron aleatoriamente cuarenta y ocho ratas Wistar Albino
macho a seis grupos. Se administró fluoruro de sodio (150 mg·kg
–
1
·día
–1
) a través del agua potable durante 16 semanas, seguido de un
suplemento vitamínico (C y E) oral durante 4 semanas. Se analizaron
los niveles de expresión del ARNm mediante RT-qPCR. La exposición
al fluoruro de sodio aumentó la expresión de Factor Citosólico de
Neutrófilos 1 tanto en los tejidos renales como en los hepáticos
(P<0,001), al tiempo que redujo los niveles de Glutatión Peroxidasa 1 y
Superóxido Dismutasa 1. La vitamina E, la vitamina C y su combinación
suprimieron significativamente la expresión de Factor Citosólico de
Neutrófilos 1 (P<0,001), mientras que la recuperación de Glutatión
Peroxidasa 1 y Superóxido Dismutasa 1 solo fue significativa en
los tejidos renales (P<0,05). El fluoruro de sodio también reguló al
alza de forma notable los genes apoptóticos Caspasa 3, Caspasa 8
y Caspasa 9 (P<0,05), y los tratamientos antioxidantes atenuaron
sustancialmente estos aumentos (P<0,0001). Además, todos los
genes relacionados con la vía fosfoinositida 3–quinasa / proteína
quinasa B se sobreexpresaron fuertemente tras la administración
de fluoruro de sodio (P<0,0001), y la suplementación con vitaminas
redujo eficazmente estos aumentos en ambos tejidos (P<0,0001).
La vitamina C y la vitamina E, especialmente en combinación,
exhiben efectos protectores sustanciales al restaurar los patrones
de expresión génica hacia niveles homeostáticos. Esto sugiere que
la suplementación combinada con antioxidantes puede servir como
una estrategia terapéutica prometedora contra la disfunción celular
inducida por la fluorosis.
Palabras clave: Fluorosis; antioxidantes; vitamina C; vitamina E;
vía fosfoinositida 3–quinasa / proteína quinasa
B; apoptosis; estrés oxidativo; expresión génica
Protective effects of Vitamin C and E on fluorosis-induced gene
expression in oxidative, apoptotic, and PI3K/AKT pathways in liver
and kidney tissues
Efectos protectores de la vitamina C y E sobre la expresión génica inducida por la fluorosis
en las vías oxidativas, apoptóticas y PI3K/AKT en los tejidos hepáticos y renales.
Ahmet Cihat–Öner¹* , Ayşe Usta² , Veysel Yüksek³ , Sedat Çetin⁴ , Semiha Dede⁵ , Ayşegül Öner⁶
¹Van Yuzuncu Yıl University, Faculty of Veterinary Medicine, Department of Pharmacology and Toxicology. Van, Türkiye.
²Van Yuzuncu Yıl University, Faculty of Science, Department of Chemistry. Van, Türkiye.
³Van Yuzuncu Yıl University, Özalp Vocational School, Department of Medical Laboratory Technician. Van, Türkiye.
⁴Ankara Yıldırım Beyazıt University, Department of Veterinary Medicine, Vocational School of Health Services. Ankara, Türkiye.
⁵Van Yuzuncu Yıl University, Faculty of Veterinary Medicine, Department of Biochemistry. Van, Türkiye.
⁶Van Yüzüncü Yıl University Institute of Health Sciences, Van, Türkiye.
*Corresponding author: ahmetcihatoner@yyu.edu.tr