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OdkzxLw4ltdeL9Z1RZ9iWFqRDGM7mZ2AFc%2BFpuNJt7s7q9S84o7LwP4TLg316pYEEjPrTjTbM6tW2iPRfAEDzaDqO4BlS42p7AAV6mDj%2B4Zw4qdqkTdgRlV4vbiueKs2iW76ktnzbEKMkHBrWKIluULi2Bn3AEN7VxVaSvc3jUdrDXt2kbc%2B7J96yVO4/aWPg5TjGTX16PnyUdj/WmBKjcbv0oAmWQbhg9qAJEc7jz%2BtMRKjDgkUwF7jr7UACluSP50AKXIAAP50AEbMDgnPelcZahDHHy0xDkt4kXcFUH/ZGD%2BdTKKe6HGTXUxtY1XU7aWJLfU72IRnKgXDYH4Zxj2rkqUabeqOiFaotpE6%2BPfEohEM90lzEBgq8YUn8Vwa5ZYKl0R0xx1Vb6lbw947l0bxJY6/LafvbS5ErpjevB9P5H6UPC2jZDWL5nqd3pnifT/EBvnj1A3oE28zshV3DfMCyno3OCOmQcEjmvGxeFlTsz2cJiY1I27Groct1cXQit7W7uFDZfyIWkx6dOma51Bs6XVina57PoPhq91zRTFcRzadBtBDzqVkB9lPIrsjSbWpxVK6hK61Zb0rwJBplx599r8t4mSZIfLCB%2BBgNySR%2BWavkp0/ebIeInPRIi%2BIXiqG3tP7L0%2BRBcyR7FCYCxL0zj%2BQrCVV1XzPYqnRtqzT/AGe4ZG8DzyE7YpdSmeLHA2KQv81I/CvTwq9zU4sY/fLnjzXEj8ZeGPD6T%2BXJfTTz4HVlij6fiXH5U63vWt3JoKyb8it8V9Zl0u00vSLeF57nUboRhEPLMBkKB%2BR/CpxPM48sepeF5XJyZT8aapb%2BGtD03QmkX7TP%2B%2BuFV8FsHnn64A9hWeIXsqagjbD/AL2o5sy7LxdaBUje5LD7vzZwntkc1zLEWsjodC92aw1qxmXC3UbLjBwcj8q19snpcy9k1rYoT3dvIxEcoHqA1YtpvQ3SaI4r94JNodkxzxz/ADqbuLHZM0LfXkRQLiTKD1XB98YrSOItuRKhfYvLr1pI2IZiFPQhcfpWn1mF9DP2EktSrf8AiNrWEIkkc8xGQpOzavqTz/SlPFW%2BEqOHu9dEc8vjxGkAZxHu%2B4EGN30Ncvt6rZ0/VoLYZP4/gt1x5wyDnliTmk69XZC%2BrR6lNvixawBkMbyNj72FAx655rSNatbYh4elfco3PxjsNp6EqefnyRS9pXfQTpUFvI53xB8ao2gx9vtrXDZB80M%2BeOgBJrT2WIqKzM1Uw1N3RxOsfHa%2Bjt5YNNmlmcjaHdRz75IyPwrop4Kra0mc9XG0b3ijyzxD458RauSLzU5VVjnarkA1208JTh0OGpjas%2Bti98O/Amo%2BPjcjSdY0sXkOWktrmV1lK8YYfKQVyQM54PWtZzVNXexnCnKq99T2fw7%2Bzloi6ckut67ezXLJ%2B8jgVYlibHTkMWx%2BFcLx13ojsWCj1INS/Zv0u6uIhp3iK6tLcH9550Sys4zyVI27eM9Qe1XDG8z2FLBRWtz0zQ/hr4ZhudBs/s8bw6DBItq0wGZZHZWL5wMtkZHpk1i60m2dSpRhFPc7iCB7TEayx29spLSFzgVjTnPmstip2av1MDxLrKatJLBbRfuYQRk9CccEn9aqsp4h2S0REIqmr9Tzr4f%2BFpF8Xa3rurXAisYrUlEjYkMOOox1z0%2BlaU6UXFpmk5tNPuewaUY4tNCKMKF4rljJK6IqJuVyDwLrMq3Wp6WkKfZkJk8zPJY9v0rrwdRum0TiaSdp9TprWUyxebn%2BGpWrM5LoSaGSfM3dCc1UdGTU6E7xEzkgcZrKa1CMrIV4TuNRYakfn5dwT2ty9tdRPBPG2143XDKfQivpb3PGas7CDOeTzVCHjg8UAPR8Hjv%2BlAE8TknG7OKALAbgY707iBsg56ZoYIeEdx8vWgBUABClhnOKBj/mQkdPQ0gJopiuCOp7mmIbPc%2BUpJHHpSbGjmtRn86f7uB9a55O7LSsUnXipZRWu1DRnOOh7UCR1f7OWgx674/kS6dotJiti14MEiQFlCpuBBVieQf9k9s1wZhWhSpXmduDjOU/dPtDVL3SvDPhgzQiHTtOtlxHHHxz6Ad2P5189W56usdO1j0Ir3rPVng3iH4w%2BJpL%2BdbOOG1tlJ2%2BcpdmA7nBAH05rpo4TS8pNs3lNLRRRl3nxK13WrdopdbNs%2BSXRG2BjwAAeT%2BtdLw6W5Cqp7DNS8U2drpU8Nqkkt/jbJcTOcqe5A9/ej2PSxXtbn1F4QlsdA8IaNpEQcL5CohP8Rxkk%2B5OT%2BNdcaqjFR7nFUpuc3ItX%2Bl6TLqdj4g1Cxhlv9OD/Y5mX54jINrbfqOK3i%2BWN2YbuyMm98zUfiDpLq5Sy0y1nu752xt3MAkSnP8A20b22e9ODUncJrlVj5C%2BNnjVvEvxD1DXra/nhhDCG1CyYxEnC4%2BvLfVqVvaPYXPyLRnIWXxE8S2k2I5xcRf9Nxkkfhim8JB7jWPqx6mtD8VtXjIZtOCkckxXGAfwK/1qHgo9zT%2B0pvdGnZfF%2BRWV5rW6H95F4P5jNZvAGizFdSw/xnl8zcLW4J7HnNL6i%2B5X9ow7CXPxouJFP%2BgzNnqeP8aHgG92H9oxWyI4/jRfwR/urCQ9ODjIP51P9neY/wC049jO1T4o39/C%2BUlQP96MHA/nTjl0U7tkyzO60RjyePdTFv5FvbRwryC3msSwPUEYrdYKHUweYT7GZd%2BJ9WuF2mUR%2By5/rWkcLTXQzljasjLvL6%2Buxtub25lGc4aU4/nWqhFdDndWb3ZXcs4AdmcDpuJOKqyJc5PqNx7UyQIoAhEUl5cJZW0Ek9zIwWNEUlmJ7Ad6G7asai27I%2BnPgb8F4dIl0nxTeS6gusxL5jW7lUjiLAgqcZJIBPcfSvPr1pVE4RWh6lChGk1Oe57hqqtCPMnmLYPyxhRgf41w1aFtWzspzT2RNpkEwsZLtonkcjCgL09KujTcY36mdWacrIyr6y1OSIyTK1vbxncjODvZgSRx2qKsZ8ppCpC%2Bm5zK6F4h8W66JtZvHSwQApCuQoGOpHqa3wmGnUtKZNetTp6RNzTvDkJkezspitrDhOOhPpXVN2bjBkKWibR0C2I0jTrsRKCHjCyHtjNZ8vLTkTzqpJXMTVdQe008lWALDAZuBmvHbtojpUeZknw9spItCvppf%2BPmafk5zn6e1ejhHak2RiZe%2Bkdpar5dsy9hgVUOpzS3JtNkXcyjseaFJXJnHQ0yoxkUSjfUyQmKjluM8L8efDTR/Ft1HqDC70%2B7CbTLGd4kA6AhvT2IrvhVnT03NKmHhU1Z5Z4o%2BEHiTSE8yxKalEAWIVfLcD6Hg/QHNb08ZF6S0OSpgZLWLuZmlfDLxjfwrO2nCxiJwGu38s/XZ97H4V0OtFMwWGm%2Bhg%2BI9C1Lw7qbafqUYSQKGRlJKOp7gnFXGSlsZzpuDsyjGT2FWZllRgDHXr9KAJGO4Ac4HagC1Zcjb3xQBG6FSRx15oAQZ6HoKAJF6jqP6UAUtTLEHAIzkCpY0YMuQ/P4Vg0WhhzwOtICre7pNltCP3sx2rk4FALVnp%2BieJ4fhXpD6DpejpdazPia7vLpyY9/IUKgwdoXPcck15tXCrGvnk9Ed6rPC%2B6lqcd4/wDGXijxm8Emq6pJi1YtbwxfJFGfUAd/ckmuujhKVBNRW5zTxE5u7ZLoPim3u7IafrQWG4UECYjhh2z71yVcK4vmgd1HFKStMi1fS42UXFnIAjDgxtx%2BlTCo1pJFTgnrEw7%2BW%2BtYRMsxYs3U9TXRHlZzpzR%2BgOjhb/RbCVn8i4jQHlMgZWuNOMkl1R1y5oyL/ijar2kRZm8seZgd8DAP6mtcTpZIyoW1Z458fPF83hb4QXctvK0WreK5zbwHPzpaIMMw9AQTj/rr7V04aDUfe6nPXqe9p0Pjs75G3OxY%2B9dJyXALjoKAH4wM00JjT%2BtMBccZFJsYn4UgAcDFABg0ABB6YzQAhHFACYGKAEwaADHrQBNomm6j4i1iHSdIgaSWVgC%2BDtRSQCzHsBnrUzkoK7NKdNzfKj6d%2BDHww0Xw5fLdy20t1Iqfvb6YYwe%2Bwdhn8fevPq13KN3sexSw0aSsviPcjCbby0skEkToHVwQFwfepjNWuRK7dmZOq6hoVtJvvro3EqDPlo2EH41y1sbRT7nTRw9aS0VivB4ymWJZ7KzDW2fnQcAKPf19K4KuLqz9%2BBssHBNxk9ToW1SHUoQLeeL7LNH1Ycg%2BhrrwuNWJbhfY450HR16lTTLLUfLvoAI90vK3APynJ5AHUYGBXtRn7vKjmlFcykzD8LXN1aaneaHdIDNCTMkq9HUn%2BYrhpt87iztqpSipov6xqF3c2ctnFGSGPzMe/p%2BFbyk3Fo51FRlc4fxbfXUunMpi2rGCvXpgda8dUZOXvHZGajsbPwPtLiTw0ZGl3kzv1PIGa6o6KyIrOz1PQtQuYrOIIwLOx7DpVOpyIwjBzZFpMm1WdurtkVClrcc10NyKTco9hWvNdHM1YfvzzmjcDF0CPzG3zOHxwCadGpzG9Vcq0NLVoIpLchkV1HpW05GNPRnFX%2BnuJ3eN2yOcP93H1qoSUlpub6dTm/ir4GsPEmiwJ9oMc8eHhnKgnOPmQ%2Bx4/KuqFT2erOaVL2q5ep82azoeqaNeSW%2BoWcsQR9ok2nY3uG6Gu2nVjNXTPPqUZ03aSIYzkA5DYrQxJJycKAvJHFAE1lhWUzY4POKAElfc5x9aAEVs9Bz70ASoHzz3oAzr4TEEAZ98VMrjRktbzuw/dseewrNxbHcmGnXLDcUwPSj2bC6Gz6O7srMVDJypp%2BzDmG6ot7cypLcymZkQIGbrtHQVKpqOxUqjluZjxOh54pCuRugPDKD%2BGaBmt4UaOOxU72z83Cc9zjI/L8DXBiLX1O6g3a6MjxVc3ytG2yOHbIWChep7cH%2BVXQjF7E1XJdT778KeIxrXgPStZihXzL6xiumUAfJuQEjj0JNctWpulujrpw5rSZravHcXuv2MSIzW81rmWTsijrz6nIArSSlOrFraxmmowl3ufF37SHjP/hNPiVdyWrg6Xpg%2Bw2Kr90opO5x/vNk/Tb6V3RWh583dnmoQ54FMkUxjNOwrgU4C9qAGOuDTEIq59aVh3HGPrxRYLiiPn0osFxSmDRYLiFOP/rUhjdmetACMuBmgCM4UEscAc0AbvgfwP4m8fah9i8P6dNJboR9outh8uIHuT3%2Bg5qJ1IwV2a06Tmz6r%2BB/wl0TwVB5OoTJd6pInmTuylVbnGADzgenvzXFOrCrPVnpQg6VP3T1tp9MtpfKS1gddu1wuAMfypSqxTta4KM5a31Kd7ZNqSeTbWRFvjAaViv5Ac1hOCltHQ0jL2bu3qc/Y/C%2BeTW5bzUNREliVxHYRwhVU8fMXPJPX0HNY/U6XY2ePklozpofAWkeStvNA7Qr0jDkL%2BlbRw8NrGMsXO97mzaaBpunwCK1soYkHZUxW6o04apGDrzm9WWltIxCQqFQR%2BVbQaa0MnJ3OTu7JLXVVnRFCyFlOepGM1jK0ZXOlPnjYmkgsyDEsih2GfeiTT0uR725wvjO18mwmEcW8spGRXmSUoyOum02Wvg5qmmnRn0qzDx3sbFpVcdSe49quN3sOtFp3ex22oRMtspkXLu2WNbOFoamEZXloU4AVkXHQVjuW2asEjDIHeto6GNrkvmMOBVJ2QNI5%2BGTVLONZF065aNuoUAlee4rnVOrT1S0OpunN2cjpNMWW6iBuC0b4/wBWeoruhFyXvHHUai/dKuoaVJv5Qyq2c49KTpyi7ocakWjI1KzJtNqvgA9T82PatJV3bUuCu7iajokEtilu8MCxmIZbygxZv4tw7j61Kl1Qr66nlPiv4PaU9y13psht1fJKQj5FJ6fL2HsDj6V0RxkoruYPCU5u%2BxyU3wg192K2d7Y3JB4ViyHH5GuiGOhJ2aOaeAktmcf4o0iXw/qDaXNNHLcxoGm8tW2ox/hyQM8Y5HHNdVOoqiujlqQcJWZh78NgnA65qyCSN1Mg3HAzQBY%2B8SVOaABjt7d/WmLYni2bBhRnnNMBzEDOAMACgChP1Ow8deR1qRlCcFl%2Bb86lgZlzGVbGc1mykUnBDYAqRhbtLDJ5tvI8T9yjYz9fWplCMt0XGbjsQeIJZbyF57qQyS5GGNTGnGCshucpO7Pr79lu3lh%2BA1ne3GXLySqoY5OzzWxXlV2lUnKPoenSb5IRZ2vx38UP4O%2BE%2BoalaOUvpoEtLZgcFXk4yPoMt%2BFd9PocdST1PgojLHOf610I5WAQ0xCY56ZoAULxSuOwMny0AMKYpiFROfU0hkhQUhjSO%2BKAGlTigBjlRzuAHfJoA7fw98JfHOuPbtFo7WlvOocTXThFCkZB28v6dFJrN1YLqbRoTkddp37LfjS%2BvFS81exhhJyxVHyPoGAqPrETX6tbdn038N/hePCWiQ6Tp0q29sir5jIv7yZu7McDk/SvPr0ZVpXZ2Rr06ceVI7gaDb7QLj96R3YVUcPGO5k68uhYt9Js4n/dwoD24reMILZESqye5YS2RMk4pcuupPOTIqKCQmfrRohO7IZZMZOAPSspVbalKJjz61EusDTYrS8upEANxNCqmO3yMqGywJJA6IGPIyBkVLldJtjv2RJa6va32kw3lt5iwTruG9drAZPBHY1c60KOjYU4OepzXjW9t0s/PVwDGMx84%2BbtXLicRBpOLO3D0pJ2aMlYnmeO5YlZQO3Tp0rWNPntLqKckroq39tNdW03yg8c03h5SRmqqizk/gxbPH481WABioQDd2GCa5402ppHZXmpU7nr%2Bso2xBnODXZKOljgpPUqxCAAoQN2eKz5Eim5MnUBRkVOgXBWyM0roBBqcSREyTxhW5GTg1p7aKWrGqTvoird6uFRUtZleRm47ADvz3rGriNoxeprCje/MjYh1NTb75Mkgc4ORXSqysc7o62MrUr1HZdtoJWb7u0dfeonKXRGtOHdjodSdbbcVHcMO4rlWIcEynQTZzGp6xaWN8p8x1aZsgRgsB25FZSxEYu6e5106MpqxPrWrWdvoM944aaSBGlbyY8OcDpn8a6KVZVLRbuznnCUHfofKfizXrnWdWubl5rjyXlLRxSTFwg9if8ACvoqVNU4KKPArVPaTbMVztXnP5VrczGhgWIyeKALdvyMgYFUhFpowx%2BY9PxpgTbV4xnJoAHwoOeRQBUnZecdRUjM%2B4YbTn%2BfWpYFC4KN2JPbioZSKbp8%2BQO%2BakYgjPpRYCjrIK26r03N%2BHFIpH298PUh0D4V6XoVtdQ3gt7dAJoSAkgZlw49jnPvXybxbliJwff9T6CNC0Yy6WOF/ba1FxpHhfSI2YJM0ly6%2B6Kirn/vtq%2BkpLQ8Wq7HzEkDk/d69K3SMCVbGd%2Bi8/Wr5GK6HjTLts7YifoaPZsV0Mexuox80LCp5GO5BchoFDSLtBIBJ4xScbBcn8L3WjS%2BJdOi1Zh9gkukjuSzFAsbMFZsjptBz%2BFJspLU%2BhPDfwL%2BHWr6Jb3dv8RPtgjlcXN1atEYXXPCjk7CB1JJ5PSsnVS3OiNHQ9G139nz4a61ottb6d5%2Bm3FtCI1urWUM0uP4pARhj6kYPNEaserCVG3Q8j1j9mrXYXuo9P8AEFleSKw%2BzK8LRiRO%2B45O1vYZHvSdemivqravc6fwr%2By3ZvYRSeI9fu2vHT54bJVSONvZ2BLY/wB0VhLFdkNUIrc7Xwn%2BzD8O9Hv4L%2BaHUtUuIWDqby6%2BQMDkHagX9c1MsRN7DUIRPabLRbS2%2BZIUU9MgYrLlb1ZUqrZeS2jQAhQB9KuMDPnJThR0A9K2egrmJqeoyQSMpKrjrmvPxOJ9km%2Bx00qSkcnbeLrm4sr2/ElrbxxXMttDGY2kkZklMfQEZLFThAM8ryelcFPHxnU5ddk79LNXLnS5Vc6e012H7JDJdBLeZ41aSMtu2MRyue%2BDkZroWaYdOykifq05a2JZdUhkiHlTq4PXBrZ11UjeDuJUnF%2B8jntU8S21vP5QBlcdcfdFcNarNPljqddLDXV27GA17ZDXkvbfU5Ybi4KrJbQypsnIGF3AqSCAeqkZAGcgCo5XCFptMr2DbvZlC%2B1%2Bz0dV0a0Z7iK1OJVByQep5/GuavGtXe%2BhvRoxjG5Wto5df1SG5MLtYxHdtHCse31xXdgsDKUrtaBUxCpQaW50N68dtFtt4cOc8sc4r6CNHlR5nM5vUxLlLmCznuJHcL5ZLbTipkuVDsm0kT/BDQ2s9Cm1a4Zmub2Vnyw/gHC/pz%2BNccLT943xMrPkOz1BBKhIbBWtGro54uzKrwqCD3NS0iuYgkl8s7F5JOAK55u2hcVfUa8zwt5bA5HXj8az5mi%2BVMyXgs7qTNrcbCDkqRnBq50Pe0LVRpalaDTpdRvvNe5iRYSUKjhcf3uayeGlOV5aF%2B3jCOhrQtpVhuVdbsw6glk84OxA/wBkHNa%2BwhDaRj7WU/smfD4gW7LfYGEkZJXzOin86yhCvN%2B5sbOMFrIq3M1yEeIzRxk8nnn8B6VjXwkoaTkaQqRbukYGuxx32ntFo0bXWpLIDvJ42j7wz0H/ANapfs%2BXkgnc1hzRlzT2JdELyWXk3mCkyFG%2BYMpB44IJH61FJ%2BzncmquZHhvj/wBqXhdvtMlzZzWU0rLCUchuuQpUjrj0Jr6vD4mFVWR83iMNKm7nJajYX1gw%2B22Vxbl/u%2BdEVz9M9a6VJPZmDhKPxIpqSJDmqJLtplWUZxnqM8UJgzUjCkZAGQOM1Yhyrgnr07igBQodckE8Uhop3EeSdoOO5FIDNuYyRwAOKljRnuhYnr%2BVQykR7O3WkApTnBGKAI7i3jljKSLkf19qLAew/spau01j4j8L3M8ktxGsNxZRM2cIkhEgX8Shx9a8TMsPFSVWK1e562CxEnaEnobX7Z4lbxPoEZVvLXTztOOCxfkfXgfmK9SitDz6z1PCrSFmbjNdEUYNmrBbnIPY9BWtiblpUAXB/P05qhEF5PDCF8xj8xwABkmkwS7HbeD/hbd%2BLNJa8e5jtEdgIoprdi0g9fYce/4VxVcVGMuRandSwblFTk7HaXfwH8ABooBHeyXONrLHcH52I6nsMegwPWuKri5p8sVqdsMHBq72ItA/Z2js/Gdrf6fd3q6XatFP9llcN5kyNu%2BZtoXbwOACaJ1puNrakKjCEuZPQ980LwldQam19calNhk2%2BRGcL27/h7VzRpcr5rm88SnHlSOsstLt7cDy4lX1OOfzq36HNKo3uaMVuo6KKtQZg6liUbASPT0pK1xO9iKedUAyR9KznWUNyowbK0uoxIOgBH96nHFxexfsWY%2Bo65BFlpbhVHfJqJT5nqzaFHsjkdb8X6XnasqysDjg5/z0rgxMVVXLy3OulT5dzGv57e8w/8AYtszTnJkkgGXx0PI56Cp%2BpTstLFKdO7uZWjpq2ua4dLtf3EaoSJP%2BWagfTt0Fc8MphOprudMsVGnDmHWMN8t/cQtqK7UJVWjBBf3HpW%2BHwsYTaQVa3NFOxh%2BL/C7vbfaZIb11wN0nnkNn19q9D2bitFoYRlzaXOf8MaTZ3NlHqWoXMoFvM8UgZjvBU4Bzn05rlrJHTBvZbnReGdc8P69dTW2ij7RawEI8x7v3X/E%2B9ddGknJJrQ5pzaV7np2lKsdsEUAAdhXs00oxsjyqsuaV2SyJay3PlNIhkUBmTPIBzgke%2BD%2BRq9yFKxwnxO8SCGK70qw8oJBGDcEnBJ9K8vF138KPQwlNKSlI6b4SeK7DxJ4T/0NDFLZFYJ48cBtvUexrGjL3BYim1O/c6WVyVZlwcVpGd0ZONmXILeFrUFwWIHX0rSNmjOTsykLaMy7sdO%2BKwlFNmqlYklt42ckk5/3al01caqHDrbDS1je0BXDANk9R71t8DVjV%2B9ucl4yvpfE%2BoHS/LSKxgk/eAf8tHHr9PSuDFYlzduiOihRjTjdkB05tNgQQ/w8qB2%2BlcXMzdJM0vDuo2vm5lZYpx8uRjnnuOhralWlTejJqUm0W72I2yT3t%2BDdRkht8TMzY9CCcAD8airKUnzSd2ONnaK0LWl6to6wkiaRyw4hjjYE/if8cUQnBL3hVKdR7HH%2BGdXge/ltreN4tPWRlRfx6sBnPPv6UOPRFN6a7nS3/hTSdelEjXT3BjZZEjOJRFIuCpGTx9D%2Bld1JSjtocc3f4kR%2BPPBsuv8Ahq7s7%2BNUlHzwXTKAFcDhjjkZ7%2BxrrpTlTlzPY56sIVo8qPl/VdMvtMvHgvoJI2RipJB2t9D0I9xXsxnGSumeNOnKDs0Fuxx3A6VaZJqQHG0HOKsRcUqFBOfpQCEiIOVDcfpUsZBcYOACQaAKcy5XheTQBSaKTedi7ce3WoaHcatjcu%2BVT656UcrC49NMmP3iB9TT5QuRy2LrneBkZ4BpOIXOu/Zt0qe8%2BOtkYHMYtrWaSYD%2BJTH5ePzkU/hXLio%2B5buzpw79657D%2B2CYzoNjCyq8rX6GI7eVURvu59yV/KlR%2BNlVn%2B7TPnazUImeD9B0rtRxs1rKyvLsBobSeRS23dHEzY/KhzitGyo05y1SLdx4Y8TPEVt9EvPOYny98RTtn%2BLAHHrUOvTXUtYeq/snYfBP4f8AiRtba%2B1TSkbdGQkj4doecHA%2B6pPrnOB788WKrKceWDPQwuH9l79RH0xofh2S3gRLmQSBTlQFwR%2BPrXIo8vU1qVU9jetNFtI38wW6bz3IouYuo9jSjtlUdAKCWyZEVT0ppEsWS7htY3mmkjiijUs7uwCqoGSSTwAK1jK2xEldEC65o0piA1C2kabPlKJRl8dcDvjB/I0SlFK8iVF7RIrrU4MmODafU%2BlZKcKukDVU2tZGPqHiHTrGJ5729tYI1GC0rhVH4nitI0qa3G1J7I4%2B48V%2BHtUMh03WWvHJIVLQGXkdQuOD%2Btc/1aipNo6FOaVmUdc0zNviWwvJn2BgzjA6jg9s03ThHUcakm7XM6x0CGzle5miaJwNw%2BU7R78jk1Dgt0jZSNqG8dtPZxbXDqJCixlQTt5y454WuiE3y6mMqWuhR0QvbzzT3LTRzzkKLeE43L6Njtz04ridRQk273fQ6lTvFLsXbfSpIJ/7QtNGZNwwZZTgfkaFzR96EBuqnHklIlvru2kElre7jvX5o8dAfUjpV/WLK0iFBrWJxnjPwpoeseHpdIsdZfS5XbzVkQggtjo3seO/aiFalGV2Oftpo4H4WeDPFnga7vbOWCHUNP8AtQZbq1lB2hwOWXqBx%2BddM60PjRzU6UorkbPa5btrOze6kkENrHGztJN8vA5J9hS%2BupWstxOhvdnyX4c%2BNl1F8cNS8SXcsn9k6iptPLPSOJP9S2PXPJ/32rulfl8zgjNc%2Buxt%2BNRrOuXV3qtt9pjjux5oHOCCM9PcEVwyUF8b1O6MpyfuLQ9Q/Y%2BmvLax8Q6LqUAScPHcIx%2B%2BVIKkH6YH51knTk3ym1SNSMU5nu32ZNwZ5CFB3Yx1pKCjuzPnbLcZby2ES5FaxuloZy3GQuAzIcAihO7BkqsMckfnTaEecazrVtHEgliXfIcRRt1%2BprCtXhCF3v2O2lRlJ6GabW3uYVynlPn5pIuCfc15LlzHUk0OfTpUChLhJuOj8f40ctg5r7mZf6TOAZXsCy4zvjw2B745H4inysuNRN2uJpF19ndXju5SvTBOQPwrNtxd0aSSktUL4gdBEslkEgM7YlwgwR/n2rNyi2Omnrc47T7S40LWHjcyLbTk%2BTMBxzzj61vz3jdGfJdnpNkZ57ZJ7CREuCPmOwfMM10c8qiTT1OZwUXaSNH7bcajpzW8oeKXepaNsjPPardSU4cpEYxhLmRhXvhOIPPfWULsJcNNA7Eoceinj8q6I06sV7oOcJP3jkPiN8MZr7SF1PRbW2W%2BhQPLaxLsd1PUAD7x6%2B/H0rvwlSUNJSuefioRmrxWp408htMwzq0UqHDRuMPn0x1r1077HlNNblPVdVkttquqKxXOD19jSk7AtTEj8SahG5bETKT90rj%2BVZc7L5TQtvFEMjYuIDETxlfmWmpg4mvBd28sSlHUjqCK0TuSWI9pGchfpVCJo3jUHOCcYoASaUMvB4x0z70gMy5lCk56/U0mFjtf2VJ7xPjeYLa4McMlnI1yv/PQDaQOfRiD%2BFcmI2R2Ydav0O6/aHtrzxf40bSNMnt/M0ez89reSUCSYyNzsXvgJz6ZHrWVKSjqzSrTclyo4r4V/DTUNV1CLW/EksWnaNA%2B42s0bGW4AJGGQdASM89eOMHNOvi4RTinqGHwsm1Jo%2BlNH02yW1VNK0kWaKNiNsCZUdOxIrihXT1aO6UHFWbLNh4QSS5W51K5lvJAMAYCJjPouM/54qJNSlew3VsrI6%2BysYbeJYoY0iQdFVQBV3Zyyk2O1PUNO0i1We%2BnESM4RcKWZ2PRVVQSx68AHoapK%2BiM5MlttTsLi6ktYLmN544Y5njB%2BZUfdsJHbO1vyqW7Amidp0HU5qVIpIz9R1m1s4y9xPHEg6lmxS5%2BXcuFKUtkcP4y8V6bqOhXNpaTSz%2BZt2vDF5ihlYMNw7jIGR3GR3rCWLUXomzpjgnLRuw%2BfTtQvWsNev7uLzLPfJ5MZk2sWRlxgttB%2BYfNtyMEA4Y1hOmp0pSve4rWqKK6HE67resXcNzDYtMqliFm37M4PJ9hVYdexp3kzoqQvKyRw954SfUSJ9R1G2vpRlljeUzMT6c8friplirbFqhfVnV/DK6tvDyX91b2d41ysYjljktwqxBefkwcYOTn6fSpWLnFXirsqphFK0W7I301/wAY6hqUa3FnPY6e5GZDBggcZ5PaiM8TJpydkU6OFpxdtWj02XyTpiM6hxtAUete3dclzxU3zkMBgtoliSJAQOTjuaxU%2BhrJN63LVrHbbvM8iMMe%2B0ZrRJPUxk5bXJrtI57EwnpnuKpq8bERbUrnneu%2BD9autSkmtLyFIZCp3qxDADg8duMYwa8%2Bph5NNxPTpYmCSUkc14v8Da0LOQachkkc8Ir%2BvqT/AErilhZRd2jqhi4NW2PR/DelW9l4at4/7PitJ54V%2B1Iqjl8c16FlyKy3PPnNynvscf8AEzSRr3he%2B0G4u7mKC8Qxb7YqHC55G4g4BAweOhNYTqKi1LexvCl7Vcu1z4R8PeG7O%2B%2BKK%2BF7qWdLT7fLbM6MN4VCwznGM/L6V61Wq4UXU8rnk06SnWVPzPpS4W4so7G306ZZBaqkUSygHzSuAA3ABJ9q%2BcVSVSpzPqfTQpRp0%2BU908A%2BG4rUDxA%2BlHS9UuY/LuoFk3I3PWvVjTt7yR5Vatf3L3R1zR44bFUomFxk12LGJmkAIP3QBVp8qBx5jIjnuJ5mk2lIyc5rNXbNJJJWJI2ldNwc4yf51diXZaHkUVldahJ9sd3klHGTyFFeI%2BaXmexdQ0Rr2qXVsoMigDpuHIP%2BFZu8RaMvJcqFG6BJMdmGauNXyM3C4t0zzgG2umiOcspUEH2x6fQihtPZgo23RzWpeGpo9QN1aiUOw%2BdoW2r%2BK5I/kaU5yTtbQ0ptNXuUSLZNS/s65ub3zichGhOOeRyev4VDWly1OVzW8RTWdvobWl2ZWaUBYsQsFZxggZAIB/EUOHLFomm%2BaaaHeHYbqK2jLQTiM9CVIGK5oxnT2Omo4TR6z4dsnvtM8u6tQsYXCtjafyHSvosNF1IXmrHg4iShL3WNudEuoLSaG3d5g/3QzYI9s1qoyV43J9rFtM55dMv7ux8nUrG7S8gVkWZY8nGeCGGQeK51TqWtJamzlFSvF6HnXi/wNbavDI%2BuT3SX4XZE0QAkkHtnr9Pat8PiqlOVm/wCvQpVVex5h4j%2BBtzaTvNFqcr22Nx3QgyZ9N2Qv1J/I16CxMfto4Xgm/gZy3iv4bT%2BG4Ypr/znjkQyM1rIszRr2O0qmfcA0QxVKTsRPBVIx5lqcNe2DRRC5t5orq1bAE0ROATnhgeVPB4PXBwSOa3a7HMVoLqeBiUkYA9RmnewmjpNH1SQxZaNn5%2B9n%2BdaxZm1Y01vgQcRuODyF9avUV0Qvfs0ipFbzzO3RUTLHA7AVMnYaV9jUHh7WZdB1DWpbKW0t7KNZCk6FZZQxAyi45xnPOKwdeKly31N1Qny81jsP2avDPiuD4jQ%2BKhpslrpiRyRStdL5bsGTIKqeSNwAz061y4itF%2B6nqdOGpyV21ofQQ8NQ6t4in1yeCCO9Ef2dZ4o8SeXnO0k9eQP85rh9rOp7vQ77QjbTU6rRPD0Fqudpds53ycsfeqjBIynVub8NrGgGaGjFybLAAA4FF0hCNKq9TUymh2MPxFE9zdWF7aX0dpc2UjMrSxeZGyspVlK7lPfIIIwR3GRWM8T7P0H7LmZzmnRQaH4gv8AUl1W/wBSuNSRfMhMaFdys7Fl2ruwA2AGJwoAycDHG8yVWXJFX9DeGFavJuyOF8d/EvxZP4iXwz4Us7OOd3CfaJGMhUfxNt4AAHck13NSivfdiqcYt%2B6rl%2By8H2N4I5fFfiO4v7wkM8az4Cn0B9PoFrKE6MXds0k6rXurQ3vDnh%2Bz01r6LT5pC0h3Jlt4UEYxn1/pW1OmpuTuE6jtG6NPXp306ays3ifyZBtZ2X5WIHT8ay9g4zWmgoNTi3fU5f4teG5vEun6Xa6bqUWniKcvcARFjIpUj5cdx6dOevFdtajGcdTKjUlCTuO8B%2BCo/Dkbuzbtyg75APMbI5BH8I6HHNcCw6i3JnRUxLklEr%2BO/EcGm7rSwsUuJXXZIxOEXPqB1/SlUkktEOjFy%2BJnD6b478S3GtwaVNZK1rJhI2t92UA7EHPasoVrrc3eHUXex7XoOpHULBWWMxrGo2I3BI6dK9OnUc4aHm1afJMteavmAucOewG7H%2BFSrLWQNdEaUToFAV%2BtdCa6HO0xtyGdc7tuzng9aGrocXqJC5Zsg4HYVG7G0OlkZWz6VEm0CQv2oTKVkAzjtSVTm3Hy22MWbT1h8yRG8yNiWKtzjNYew5btao6o1ebR7nwn4f8ADPiaP45SXzaFqcVumrzyNcNaOI1Us%2BGLEYx712YicXhmr9Dkw9OUcSm1pc%2BmfAGmwa14yQXEEUsOngTuxXGZP4R6cEE/hXj4ZJS1PaxMnGnfue6WUjOhOBtz0FepSk5K5404pFbV9kcRl3FcEd63lFJXFB3diFE%2B0HzJenYVN7lfCVNVmSGPy4up4rOo%2BVFQXM9TOW4kiAQZwKxVR2NnC55N8N/HfhfxPaC40a%2BEF0g/eWszBZVP%2B73HuMiuOrh50Hc6IV41lodm17DnnB3D5sEj8aw511NeR9CFnh3nY64PoP6VnoitSEuS37scd%2BKxb10NEtNS7b3RRVkSRomGPlAI5FaKStozNxu7NEGv6emrrHPIWWaEZSRB8wINKXPLUcLQVji4hrepasLTVLu2WK1mAVt3lkIcfOQTycZAI9TXVSpKaTW3UOdU29D2LQtM0%2BxtY7eG2jV3IzI46n1JNetGnTilFI8udWcm5XOiF1BYtADMEZ%2BApOC34UV5KnbXUyhF1Luxt21wJQMsjD1PWrp1L6GUo2JJY0J2/rW8tiEULvS4LhfnjV/Q5II%2BhHSsnFPc0U2tjIvfDdu8Tx75kVhj%2B9j6ZoUTRVncxdU8BaRqCxG%2Bha5aGMxoZD/Cex/Os5qW5rGs0ec%2BI/2fPBt3fWstjo0lrBGrCZLe4ZBLnoWyTyD3GKarVY6Iz9lSlqzhdD/ZfvbnUr%2BTV9ZfTbFblhYpEiyyyRdmc5AU9sYPQniuh12op21MPYR5nrodSn7OXhmwgERl1S82zeYJjcbJGXAGwgDbjIzkAHnrULE1N0X9XpvcwfF/wK1K8mtm8Kx/YgCFlS7uSykZ%2B8CASCPTHOK1p4uX2kTUwcPss9J%2BGXwhtPBYF3Be3NxqNxEi3UjBTGxXJG0Yyo56ZrGrWqzd0a06dOmrHUTeC7S%2B1CK6v1Nw8UnmKCAFLe4HUex4rGXvO7NlUUVZHTxabFbwNtUAgelKyim0Z87bJ7G0it4AuBnqT6mkrKNhSm5Mff31rp1jJeXUoigiXc7YJP4Ack%2BgHJPApx2sQzKsfFdlealDYJZ6jFPJEZSs9syeWoJALZ6ZKnFY1KjSutikr6FvVNbsrKAy3FzHEgHJZgAKh1Y9WaRpSex51qfxUtJ7%2BTT9CtZtRmU4LqpEY/Hv%2BFYyqpLY6Y4fuT2f9uaxCbi/uWtESSMiKLgMN4yCeprT2KqUm3sHOqckkdJfWVjPKbeS5MRmh27gwDY74rGhTpRmnB2IlKbi7o5uXwxp%2Bn/ubJYYVlceZIc7m%2BrdTUYiPNJJs3ozsm7E13Z6RaxoLq9jhlTJ3QYTOfXOafs6EFaTu/IalWk7xX3iWHijSLVHs9NjaaYcl3lB56D6/hW1PGU4JxgiZ4SpJ3myTXrp/ElidMtrh7WX5XMyDOGUg4weMdq2p11UlZkKn7F8xf0bSZrG3Ja5zI/LyMOW9O/A%2Bldkqblq2YTqxbIL%2B/jQshvrfao%2Bdlbc30AHeuKbinrIuMW9kY2paWJ9PDlHVXOdzplgD37flWVaCcVbY2pTtIo6Xo9nbh4xeqWTGybypAc/3Tx6VzQoLmfvHTOvJxvynS6HZQWzKd6fMCyl9y5%2Bmeo/CvVo4WMfeucNWrKasWpJjLbmaJsCP7qjt68965q7vsOEbOzL9lcSNEm9gD1zW9FuyuYVUk9Cbzm845YFT0rdsjl0LaOix5OKV0lcizuZ97dsWCICWJ4xXPUqrZG8KfVkVo8hJ3HBU8g1nBtvUuSDWZJP7M2xvguSvHWtqkmoipL3rnBalBDolhKu4O8g3zuT0PXA9q8qpa/Kj0Yvn3NH4PWn%2BgXWruNjXrkovYIMhcfXrW%2BGjq2zLGS2ij0SyElrp%2B%2BY9Dk16NGLhDU8%2Bq1KehQ1GeKWKNj8zF%2BOadSfujhHUsrJmLoBgcU4u5DRi6iGMgJrKtqa07IrOMtmsEa3PzmXCTLJEzxSLyGQkEfjXqXdrM83Z6HZaR8UvHOl7UXVVvYlAAS6jVjgdtww361zzwVCpq1Y6IYurDrc9I8B/F/T9VuE0/Wi2l3Un3XZgYGPpuPK/j%2BdcFbLpRV4ao76WOhPSSse32GmXawpK0heM8gqRXH9WktTodaOxeFrIg3ksw91odGyEqiMzxbri6DYRvFNElzOwSNZThB3JbkcfjRCCbtcG1a7Ka3N1rNgGFvbO0hGWgb05wT0A%2Bmfauh%2B4mkRdXTZo6144ubK1gcRw/bnfy1iL/IpGAWPTjvSeLnKV47ihhoN2exD4ml1y%2BtLS8j3JcZErGCQl14woUDggk9KiUajl7SbuzSm6cLxWxF4H%2BIPjd/GsegXPh66fTyG3Xd1GYHjwOpP3Wz0AGDznsa6IVeWLb3OWrSi3oesQ%2BMbMkrdSGJgcdMg%2B%2B4cEe9ZQzfndpJr8fxMngZJXjqbFrq9ncRgpKhBHBBr0I4mMlc55UZR3I73XobHVLLT2tLydrzPlyxKpRcDJ3ZYHgc8A%2B2TxXTHa9zCWjLWmana6rp4vLdH8ovJGPMQo2Uco2QeRyp60pSsOKJAqSMF28Dk0o%2B9sU7pA0UROTyR0pyaBXFkgiCjGDkZqZOyGm2MWKMHoOKlSG7j2VccAUOYinf3MFhaTXlw4jghjaSRyD8qqMk8ewrLm1sV0MY%2BKbEX1lpt1b3NreX0jrDbztGjsi9ZMb%2BnPQfN1%2BXg4G7pu4lozannRE5YL9ahSRfKzkfGmuaMmlTWuo36W8cgGGVwHVgQVZevIIBHB5FZTrSTsjeFByRzUFrqOsW%2Bn6y2r3ky28zKjSwRIxPzqWO1AQMMeMgHjivOnSrJ%2B7om7dToUacZe9q0Yev6Fqmp%2BJpLSZJbm0jx5U/mcSFhn5gDkAdMD9a6cRen%2B7prXv1HSal7838izaaFqUFutuHjsEiGALdQoY%2B4Iye9YxozavJmrqU76anoEYt2twPLaVVVQNrYwF9R9Qa9dPmhZbHn6plGa8iDv5tup2n5JGUj5RycflXFGSpxat/wx0cjb3Mi4u/7S3Shj5fRVPTNcMpRqO7R0KLp6GdJpb3E3Bj3gg5LA4/ChQlJ6WL5%2BVF8eG/D8skly8QO4gsiR7UVu%2B1uuP6V3OnSvzNnM61VLlLCanZwP5FvaxIyA4S3Tk%2B5/wATW0cUuiMnB9WYmpWHii91T7VJrUtrbY2mLaNig4xngtn/ADxWdSpWq6bI1p%2ByjrYsLpVrHMLSG%2BaV4lLyPGpZhjn/ADis1ho3%2BK5XtZPW1hwOsPam20%2BWV4pXA3XStvjHT5R6Y55zVyjKS5UJcsXdkeqXGt2emm308WltKBuLxRlmbHByWJwTkYx6Gm5uELJWBKMpXk7jNBuxqOqBrqW5mnitisyTM5WLJHPTGTj24zWEKlRO83dGjSUdO52Gj3EFzpsVsqqZEUqwXr1OcV0wqKpFJHPVi4zciG3uCkpj4IXOCfrirhUV7EThfUntmklnDFThj8ppym200FkkXWkwdu75vSr5mZqPUI4mkfLKFA5yazjTbkVKVloLPLb26tJIUG0d2rf3Iaslc0tEYFlNJ4klvILG8ji%2BzqBuPdz2x9K47PFNpOyOqVsOk5K9zJl8A65e30MN9cRf2f5m%2BYh8tJjouMVMcvnF7lPHU7XR6JaWWnaTaoAI41jXA54Fd0aUKZ58qs6jKWp61A0TRxEtlTjPQ%2B1XKpoEKTuYsFxvMQOAT82K43O7SOpx0Zvgb48A8gV1xOSTMfWEdVyD0rKvF8uhpSepmZlbkdK41GbN7o%2BX/iP8P9H/ALNl1HTY4rS5SMyMI2xEdoyRg9OAfTmtaGKmpcstToxODhKLlHQ8eS0hkYDzHBPsK9Jykuh4qVx76VHtybgZ7DHNP2rXQfIelfDX4veJvBRFheP/AG1pW/hZn/fRrnnaec/Q/gaynSjN3jozenWcVaeqPovS/iZ4Q1%2ByjuNNv0knZcmAff8AoVPP9a4qyktOXU66VnrfQ8L%2BMPjm6uvFUf8AZccUnkW2y5jDCXyJCxJXjjcFxz0Bz6VrRwkbXe5y1sW%2Bay2JfAPjNLKa2WC7ayuWUqJG%2B7KCc4IOVYj86ipSqR2NqVanPRs3bm213Sb863CkepwTN5krOhbJJ547Vxtxej0O2Oh614Y8TWGoaCJtOmt7OeFT5kUo2lD7gYNdftPcTW5zSp%2B/rqhNO1y11qHy767mguNhGQGRSeRlT0pc%2BHqJKpuN06sH7iOK8Q%2BCNZtNSllsZrqaKTBinE7Fyp7bhknHPGfx5NZ1KLpaLWPQqlOM3d6Pqdx4L8G6nY%2BFofKupYr7zDNKzMcsSckEZ6YwMf1zVxoVakeZbjdanCfK9UX9C1HXz4us7e8aO4htBJMZCNpiUgr24PUD8zWVPEVFJwJrUaco85a8L/FTwuqPZotzbRGeV1aYZBLuXJPcZLE8itPrTerMvqTWzOo1jxXbJoL3mnXcDOWjUSkbliVnVWkIBBIRSXPTheoraFem18Rzzozhq0Zuj%2BJL8%2BMtP0r%2B14NTsHhCyTrGgaV2WZ9w2noPLRcgbeSDyRi41qcqbk3YxakpWO6aeFgVDDj3qedTWhok0zlfEerzx69ZWEeqQ6VbyRPK1xIit5jIyARDccDIYn1IHHQmpckrvcLPYm8LahequovqeqNdxLePFatJCkbbU%2BVvugZG8MB7AHvUfWKelgjCTF8Sajp9zp1zZ3RVre4iaORd2MqwwRkcjg9azq1rfCbwouW5xtxc2d7Il8Lma8e2ZV81nU7tjrIqkqB0dFbjk85yDivnsRmeIpTdNJJM7Y4KDtzGF4k8X6u12tmu6EyJnzODg%2BncD8a9KnUm4J3NFTgmZ/gDSItX1K9vdSIn8ohUeR/M%2BfjIGe35VdKled2x158sEktz0PTjKNCnjjIMTzFYsHhjnkj2BzzXYo1H10OOTXMrrUytN1aOPxT/AGNbKZHt9zXMvYe2TyeSPyOK6KlN00miOZTTLniTUntYHlRAzNwFxyT2FcmJckrp2NMPFN6mfpF49xbR3V3MbW4A245I/Db7n%2BdckLu0nOzOuoknaKuh1xDNNOiRNO5kz87cLt7nA/r61c6Upaq7v1JjOKRd/sgeUDKwVVAGWOB%2BFX9V6yZmq/YpXep6ZZh/KPmGMYwFzk03VjBWgh8kpaydjKh1bUdRuGW2g8pUfa2eAD6kjriuOc5yepo1CJu2NtbadfCaa4SQyEs745Pua9WlTUUm2cUm5J2NrXLy0i0SSYTQJI6Ewlm4LAcYredSPIzKEJcxw9tqqWOy7tImMuGSRnwu7POfzArkjNQs0drhz6MWDW7nUWH9oo25Wyr27FFH5HPtQq/NL3hypJK0S9LHNqumvDPPKyk43p8rsOoGRz2rX2iqaNGFvZvQh%2BFdtb6VeanpepwSieeXdHNKSXkXtlj1x29KIOClaS3HWUuVSgy/r17D4N1M3100gs7jascuwsu7ng46HGe3PHPFZTpyw83NaounJYiHK90WdJvNO1iJbrS7uCWOTOQJASK1pxVT3o6Ez5oaSNEvLbEMxQKPU1t7OUdzP3ZFWfxBp0J%2BRPNmHTHNJ1oRGqMmUbvW9cuU22NmN38XmOFCj8M1nLESfwo0jQgn7zKceg6nqMzSatrSGInJit1P8zisnGL1k7mvtuXSETW0iy0fSBKLGNvMdtzMW3MTjFJVYLYiaqT%2BIsX13rkcH2iyldNpHyuMgim61TeJmqdK/LIyfFeo3ktttExeTGTjirqVW0FOCTOR07Wr/T762t7gs0M7qWz1HuKpTaRooKd7HdahdW0V9BJG4MboCCP1FZ1rKaaMqabi09zp9PkEtuHz15rspu6OOas7FS9/eIwPUGtJaoUdGUoYgIwOKhRsU3qfLcfi3Tm0z7Fr2ivc2svIKHAb3z3FebPDTTvTep7f1mLVmJB4Y%2BH3iGFvsd/PYSk5UMQyge3/AOsVtGvXp/Gjnlh6VXWJiaz8Lb6zUy6TqFrqcRPCrlZPyPX8DWscdBuzMJYCdrxOfm8IanBIEuraWF26eYhX%2Bdb/AFiHRmX1SS3RA%2Bh6jpsgu4o7qFlyFmiVlIyCDgj2JqlWT0uZyw7WpWs/Ds0jedbCaJlOVaRSAPx6j8KJYjl%2BIlYRy6Gla6NrBguDd6U11agbmdchj7jjBP1x9az%2Bs0m7KWpnPCVIapG34P8AGOsaPEF0i5k1ywGS9lKMTw8YJCk5P4ZpVcOqmr0f4F0sQ4fFqet%2BBfiB4S1aya7jWE6gqnzbWc7Zi3ZQD1HuMiuN0ZUn7yudyqKr8LO40/UtHv7cF9LjtmZfkC7WH6Y/lUSfMtYluMk7KQ6%2Bl12M28egSkTK%2BRaTqFVsnpyMiiE6vMoRHy07NzR6Al4lrHHFcSfvJU5XOcNjtXqxvT919TzmufVI5meynlt9YtdOcR3U1vtjccFRnoSOQeTXjYlOm5cu7O2EotRctjjrjwBaR3ptrGR31CGNfNmQsqxykc7feualGfwx3R0utdc0lodHrukLY2iiIpbsAPKlT5TvGMfrmvQq4dOFmjnpV25GzdxynwzDqdndSxCeBXHOApYD1%2BtfO4nAOhHnhJ2NqVZSqckkcV/a/ie8uSNG1ffag8PsVgygYJyR3OfbAr1KFWSjZDlCCfvI3fh1qGqazPfRXN48phwVYYGTkg9PwrHE4KrXk7MVWcIRi0inq99LPrV3pqaq0EkXQAguO3A/3up6DHvXHg4yhzdk7G0klBNLc4/UWuYC8dwJ7%2BUHI8yRnbPXGDnHHoAK9GEpVAskrno/gK1t08PX0NxFsd234K4K5RTitPY0%2BWUKi1OavOTnFxG6Zo1veRRQ3EMY3x7mJALEg8fTrmu2nhUqSZz1K1pOxzOvxW2lSNb2QuGizlljkPzk%2Bi9DXmVnefLE9Ck2480jqvCl9pFvollC7PbcZxIAuWJJP6npXq4eVOMVc4a0KkpNokutR0qxvJHttPLhnMjiCLmRsY3MR1PPetqmJjJtJXsTDDytq7XHausl8u4SmIYzgoFb865K1TnWjsa04qBW0nR7C5WUXl3saNsfK5xjHXkVVDC0pwvNjq15xfuov3d3ZaXZ5s74TSRj5UlOP6f0rphCnCPuyMLym/eVjk9U8UTtGwltIZmHYD5Y/rk9/wDIrlqzi07q7NUrPQqanZ3RQz6vfW9lZbcu5lwB9On%2BRWPsZyW%2BhSqR%2BZkxeLvCFg0cNvrN3fqWO6OCJ5YzgfxNyB7ZNawwtlfdidZNiQ%2BObjUi/wBitpLe3GQqunmEsfodox7E1u49CVrqVgde1SfIRplVsKJPnEeTzhRwB/nmolC5omlqzobfRNUvZokupjcSAcrsxhR9KU6F1puP2iirnU2djpGgwve6pdQ2oxyHcDaPTnpW1OhGPxHNOrKXwmTqHxI0G3Ji0iFrth0ZVOD9DV8v8qJVNvWTOT8TeKdR1VEnt7OaOaNsoVGGT061h7GUpXmzdSjBWiXfD/xKsdStH8P%2BKFRZim13nxErHOMqc8MPXj1rR88Va10ZqK5rx0ZpaZ4GsLKUalpbTsrLuVg4IwfcVy1MPK3NTOpYm/uyL5tbuNwbacxuBgsSSB%2BB61y81RPc1vG2oy30m2jHly3El1LJkBY%2Bfz9O9Ul3JlJ7pG9pthOsKRSx%2BXGvG1TgAds%2BtdFOjJpJmE6sNWi7DDHK7IoJRcBQpxn3JrXkTdjNzklcvWFhYWCZVkZh2z0oVGnAidWcx2oXaSwFF24YcYpuSsRGFmc9Pp4nST1KnBoULmjnY818aXb6VrVtNIFe3jYZDfl1ptGtN6HVadNHr9u8aMsE6fMAD/ng1PJ7RaCk3TZsaLrz2D/YL/5ccB/Wqpz5dGY1KfPqjTbVYWJUOu3qCDXV7SLMfZtCC/gPIkBFHtI9xcjPj/WvCh0fIh1%2B2XHWOWVeT9c8flSjOU/igaNRj8Mjm73XPsUyGe5tGkjGA1vID/6CK2dByRH1hQ3HRePSj7vtErEjnaCM1i8Dc2WZWNW2%2BKesxwhEeUw8ja3GfWoeVq17mizXyNix%2BM9/DbSQXWkW19HIu0iRgpx%2BArmnlDcrqdh/2lHflJoPi5oy2zA%2BDVedv42ushfplf04pf2ZXvrU09Cv7Rpv7LK1r8T1NykVrp62sLHMiL/Ef89qJ5a7XbuaRzCMnblMPxHp5u7%2BXV9JtptzESSJggg%2BoPFb0Z8kVTmzDEYfnbqU0XfDMH9t77rxFYGezQ7WvIZvJuoj3Ic4V8A8h/Uciu2EUr2Z58tNz0PwVp9nb6lZafZyReIbKaVobm8DmJ7ZMZRivOO%2BT3xwazcYKWp3UuZw0PTNJnUw3FhFdyA2zlY1nJZJF9ien/6s1z1IPq9S0nvY6HQdQs7uBrdNSWC8VQHWeA4yOwZuCB7HFEXdJXsyZxkne2h1/hq3%2BzaPJdTujykkyOkYXIGe30FY1YKUXcxnL3rHn%2BheK476SOe0tWtYJbkxiBlHmPIxJy3p3P49aISs0orQ6pxTTTOg8Q/bdQ0QqtqJ0kJjO0/Mhz0/PFd1Od6eqOXlUZ7mt4vL2vg5rXYhcQrGQB8o6Z/TNeViaXN7hrQkufnOL0GOa7tn0Q232UTxMhPmchCMMV7g8/rXRRwqUrDrT63Ot8B6TbeHtNuJIJDKLmUybto5GMDGO3GfxpylySckZ1HzpI4b/hJ/Deo63/aGliVlS6dZ2MeSCd2SAOcEj8etc06atzedzppxl8LLl7dafLd/bLadBw%2B3fHtKAKSzHOCFxkA9OvWsqaSqc0evQ0tJRs1sdtNEuneHJJmRmdkUE7c4zgZOK9GrTUbyaOBTcpJHC2%2Bo6FaalLPBZyLdylRLgtmXA29%2BBwf5VhPFKa5LaHVHDyXvX3LVybfVHZYdLmBWMqD5o2qpGMc9qyhRjUleMbFc8qcbcxly6F5CfY/PEUW3ITu2T/TipqwlT06GsKqlrY14ZNQ06wiht7mF/IYOIyhbHPOSD/OqhV0V%2BhlKKlLbcvTy6jeRh4rW3iiPJdmOCPrwK25HX1UbLuZ3VPS%2Bpg6gY4/3UF1KG%2BZsxs2wn6Cs5U18MClVluzldY8QWVpbKkl2bi7bKrvz8h9Rn8BTjSk9gcl1Mi6WP7Ml1fzLDAuJN7uM5JwB2wa66eGivekZSqPaJYik/tyO3YwX1zEo4LLg47bA/LHPoKaaTtFBaK33OitPA8F3p32u5tBpKAEyXGoNjy0H8WGIx%2Bn1qlTche2jDUwdY8b/AA%2B0xLmx0e4srwaeoaS4cs6znn5I8MA/uRxz%2BNKdGcWko3uSsXFptyODt/j9qtm0kkegx24xmNIJU4Pocof0NdKwaXws43jVLdGUP2h/Ft27LqE81qp720SYH6A/rVyw3ZijiV1RUn%2BLNpdXBeeS4LEcsbbfk/i2ax%2BqM3%2BuIi/4W1Gk6L5h8rcAzpa4YD1ALYoeCutx/XkdPF8TtNuubTxVEXIAK3NqYTn6nIrleEmnrE1WKpvqVtV8RaffWj/a7qwuSVyJLaVXIP0HNa06MojdeL6nT/BfxMIi9jceJI7O3DDyoZJAOe/BPA%2BnelVpXemhpCqmtdT1eXXdOFy0F1e6azYwWW5AJH%2B71rk9hO%2BquVzrpoW9NezaB20i%2BghiDEvGF6k985pxov7LsEqjv7yuNXW2s5Xh1O7t8HODn5iPbBqrTjoxNRlqiBvH1gkjQ2zbsDgqM5qeaa2Q/Zp7lZPGCXB8ws6g9AFxj61jLnuWoos2uvmaZAsyAZwc9hUpyvqKUVYm1DUpTC4iuB0OGPTFbvmehlojyPxl4ghvS0FxMZjnnYhP5V006TtqEqqWxnaB4vGmypAHnVlPyNICCvsDVOj1Qe1T0Z3umeLNO1BQl8CJJGASQdM%2B9YuC6ifkaUFzAtwVMnAPVTnNZOLKuiybu2zxJJj6UlFi0PiS5ikTUZEzudZMqcAg88H3r6M8I3rXUdZjIdLmO1kxw1vaxROP%2BBIoNUhXK0Vs/nSXM8jzSsSzO5JJJ5JJPegLix3Kq3KblxSERXBglT93CEJ6t3pNIpSaKElu%2BTsmbI6cUuUfOxwMseC6kkdGHNZumbQq9zrvBni0aXOI7vDQtwQeuK87FYH2qvHc9TCY5U3aWx332fw5rjC%2B0%2BW3SQsA0L/xe/H%2BOa4YSq0laZ3SjSq%2B9Eu2%2BkaZpu2/uIltzG2fMF1t/wDQRuH5npW8KrkzCUFAqap8UrrS7pf7J234XHnFwQCAegbOS3uePauulSqz96Whx1MbCnaMdTqdO%2BLWjatbGO41ufQJmQbZrm0M0JOOQGVcqwP95QPc1r7GXVkfXlfRH0J8Pphrnw%2Bs2bULe/juLfyXurU/JIANhYHPJODzSlR5tGZyqWfMeB3NjfeGPEd5pvh6yeXTLCRkbxB4gv44bG1J6%2BUoA3kH5cnf04XnNTHD0nqtypV6iZ3XwP1/VPEfjy4h/wCE1tfEVjZ2Ra6Szhf7PFKXAQByADwrnA9DxVKm4uz2E6kZR03Jfj941s7TWLHw2fEOn6XuPn3EcsxR5F6KMj7o6nqM8ds1hUjKTvFGtGUKa13Nv4RLb6/Z3l7BdSz2wkEGGU5TCgt83Vgcg5qoJyvcdWXJZlr4t%2BNrLw3ZtotpZyXNzcQPEDEdqwZUAE/nnArKtOMVypCoUpSfNJnl3hDWNP0uwDf2P%2B93785yGOO1eXaUfM9N2l1O70FNJ8WatYrZWCrPM6zak0iAMIIySqdOjPt46kBs16VClGbUrHFVqypxab06Gt8Z5JZFtbKDPlgPK57ZAwo%2BnWpxz95JEYJaXZj%2BD9NuJLaO6XQ4TuH7yY3Ixu9u4rOjh5T97l/E6K1WMdOY62I/ZkYzRIiIpL5yAAOvzen610KKpXuc9%2BfYytQ1TTiTqFxOiQRRMRKRtgjXOOWPfjFZyk6uqX4aFxjyaN2/M4vxN8SvBWmgSrfR3km07TbpvH0yvAJ7ZrGOGnUd4x/Qp1qdNe9I8o8QfGLUbq9jFpYiW2jGVWWQrt/2eM13Ry%2BTVpyOaWYQXwROK8ZfEDxPqNq0diIrOM53eUCXA9s8fjjNdFPBQjvqc08dOWiVjiofEPiEyh574XAXnF1HvzXQ6UbWMfbzvqztvDfxQ1SxkX7d4b0%2B4XjBjcxsMHoc7uK5KmBUnpJnVDHtKzR30fx6lsdNZNE8K2dpctyztJlAfoqgt%2BYrSOFtuyJ4tPZHlHiXxR4g8Q3MkusateXnmtuZJJiYx6YT7o/AV0qKjsckpyluZZUY5%2BtUQV7mPevy0wMe6iZG5U4pFJlcxnGVoGIRjrQBf00wJDOtxD5gcDYDjg%2Bv86BMjezgbLKCv0NAXZGj3Ns37m5kHsTkflSsiuZoY1xfmRpBdShicna5H8qLIOZsv2Xi3xRZgLb61doAc8vu5/GolSjLdFxqzjszeT4neMZIDFLqucj7xjGf04qVh6a6Gn1moWbH4q%2BMLSIRRXkRG7OXgRic9eSKfsKfYX1ifcVvil43jn81rmEr/cNsm39BUvD030BYmoupctPjJ4kU4u/L2%2BsSAcfQ/wCNS8JTfQtYua3Ou0DxZL4kh3rrMrOB80Mhxg/T0rKdPk2RtCrz7s6mxhutRUQwpAroMjYoGa5JOz1OlO6KN%2Bs7ebDqCqGhIYIyAEgelOPkS3odDpfha1ltftdndSDIGUB4bPb60X5i1oztrLwfp2laelxrN7O12RlIocAqPw6n3ppKO5k6jbsiQad4bcbppNRDnryf8KfNEV5Hxvb2kUcoKhmI6ZNeweSW3ZA65HP0o2ERXcy%2BWVRsk9fak2BSJCrxQBEXxxwaTGgiJZs44oBkoZd21SAaAJ0i39VB%2BtMVyzBF5ZDRjY3crwalxTHGbWxaIkdVV5GcDoGOcUlFLZDcm92SRxc9OPpTENmtLi8vtP0y3tmupL65jgWFDh5NzAbQe2c4z70McVqfa3xc1LTPhX8EJbPQpk0lrez%2By6bGGLMsjcLtzksw5bJ9CTWM9WkdCdk2z5KsPiVa65Da6P8AEPwrF4pQybbe5tJDa3qE8ADZ8r844I5J5zRClGHwqxDqOe59nfBj4daR8N/BZsNMguIpryU3Nx9pZWmDN0jZl4OwYXjjgnvRPUqLtofGX7Skur%2BJfjhqNrBpkxmluE0%2BxQREGfbhQRnrlicH0Ip01aIqmsj7Y%2BGvhK2%2BH/w20zw1bybpLW3/AH8p/wCWkrcu30yePQADtWc/I0XmfJPxy8Ya6mp6N4j0y4FtZa1byXMUTosnAkKgnK8ZXYfxpLDQa1QSxE1seef8LM8XWzqy3NtKzEAIbVRu9vlxQ8HRfQFjKvc%2B7fgr4duNC8EWM2p2qQ6zfxLPfAEko5AOzJ7KOMfXuc0oU1BWRU6rnv0Pmb9qT4ka9ZfF7UtF0q%2Bg%2BwWcMMBVRuydgdgT2O5iOPSm8LTqO8jNYiUVaJwuifFPxRaJHCl08UEQJj8pgHD9skg5Ge3pSWDpp3Rf12oat/8AE3xzquktY6lqqSRyEMSsIjcc5HzD6VawtO9zP63PocxPd3d/MJby6nupQAC80hdsA8DnPA5xXSkloczk27ti8nocjPSgkj24y3vTGMKnOT3oApTWUJkLYUHrxQMYIvLJ2nIoAXaR0GD0oAntIkaQFwMHjJ7UgLrWtsob5dz54x0FAylcIA2CowBjigRSmgjZSCjZz/epgUnsV3cAAGkMjFkM/dzQBZt7EEjKcdM0CLi6aBEzY/WmFzJubKRXJ680WHcqTwmNSSKQ0ykMEmmUSBeKAHAUCNeyO%2B1QhSO3PehIlla7sFclo8KfTtRYEyrBLd6bc%2BZBI0UnqO9JpMpO2x6X8MviSbLU1i1dF8tzwycEH1H%2BHSuOvhk43idlHEWdpHp3ibU9L1mw8%2B1kLzsvcYIGP5Vy0qbjozpcjV%2BHutQPp0Mkj7XhkjMy/wC6wzU1ItSNYvmR3Gt6ydQ1ib7Em828K%2BZn1YZAHrxXJVq2lcmnD3dSCOTVo0C3dskU3UqWGQDyP0xUOu4uxaguh8miFlwSD19K%2BpseCM1CNyisA2AOtJgZjDLc5pARSBgcYNIYscLNyVI96QyYJtWqJK8Cn7SO/NJbjZu21sdoyKpiLotwRkL%2BFICSK3P3QDnvgZpWFc0La0kIBMYIB9OtNRYrnU/A/TLXUf2g/DdvMMJbO84AA5ZIncfqB%2BVEtEa09Wdz%2B23cXd9rmlaauTbQWxuAo6FmYr%2BgQfnWUVdtlTeiR51%2Bxx4Ri8UfGVNSuolks9CiN4VYZBlzti49jlv%2BAVT0CKPvDUDiLrz0rJ6lxPmP9lm58T%2BKvih4uvdYvnvtA0y9la2hugJRFcvM2wxMcldqBhhTj5hRLRDTbufSupIJI2jYZUg5B%2BlSkNM%2BXv2jfhL4i1qx8Of8IfpiXVrpVo9qbWORUdFyu3G4gNwMevHetIyRNSPYk/Z8/Z0Nlqth4q8dDN7bP50GmBleOJgfkaRuQzDGdo46c8Yoc77CUEldn0R4c8QWmt6lrn2NWNtpNybJpzjY8qoGkC%2BylgpPqGHapUdbjufnJ4oubrX/ABjq%2BszMZJL29lnYk/3nJAHsOg9q1Rk9x2n2LIQz4AHQetMlmnKoCgZJI6UCsEMRDA7c89KdxMtxIF3HbkfzpEjnjZFVmA2njIHB6UARSxZyR8u3p7UyiCSEY4/HI/KgZEbdTywIJoEPhs0lIJDfTtQMmGmJ5bMgcN2yeOlFwKzXAiJhmXaVO3ce/wBaGAk%2BDHlRuB5HNCArSRDrx60xEXlYPI70DHpCc8jv3oAtQoh4OeOwFAiSbAUbc9OlCGZ065PI/MVQGPqkTbCyjilIaMdRhqkslFAjSsNNaTEs3C9dvc00K5rGICPhQB2xTJIZIsDg0AVrm3SVMOPxoC9jKubKSMnawI7etSWncuaf4o1ewjEUc%2B4LwCwyfpnrUOCNFVkjv/h94vW5nMbyrFNINrp0BPqPrWNSjfY6aNbue7/D/UPO1SC4mdZYHhQPkch04H49vwryq9JKaOxyXKdzq11plxqEst1KgmOAwI9AAP0FZTipO7IjKysfLdnaQsSmOnPSvrbHhXDUNJDwNs4OOMVEojvY5e70y5iclojj1AqOVlcyGNbkKPMT5qVhkZjA4IFFgDyuBheaLAQW9qVu8vwuc0lHULnV6dbr5Qf5dpHWtLWJbNK3FpKhUbGx%2BFKyJuyw1vEp3KiZx1B6U0MVwAB0YZ7VYHUfsz20N/8AHiO8dQ32K2nkj577RH/JzWFX4TairnQfthSCHXbG6VwS9mYlHuJD/Rv0rGg7pmlaLTR3v7GPg9fD3wzl1%2BeLbd65MZvmGCIEysY/E7m%2BjClUeo4o9m1UyS2ssSEB3Uhfrisk9SrHO/BnwFYfDrwFaeHraUXEqsZrq5K7fOmbG5sdhwAB6KKq3NuJ6HXuYJeA4P0qkyXdGDcpDepMNMvUE0UjRMw%2BZQynDKcHqCMEdqnlTNFJnLfGXxZP4A%2BE99qlvIsmpuotrZzwPOfjfg/3Rlsf7P41pGNzKbOL0oX3w2/ZUj3yl9UvoGYmVskSXTkk5zyVV8/UUP4g6Hy5BYIrYx79K0sYt2Lf2CY5KIw9afKwTK0ts3PByOc461IkySKLYdxGT0A6Z6UA2WMKAwYkAnuM0EiuSWBz82M8GgBgTL5JHvj196AIWhAO7aMHpj/GgtDfLIUEZOTxxQBLBEWYc9TzmgCwrN0Vd2BgZ7DPb/PrQMo6vpyXaM6%2BWsijgAdfamDOftrw25MMgOzP120CLaukisYpAwzimApU98EjrQJjgCAPX6UDRLAMMMjA/KgQt4xUbBg5700NFOTOOPSgCq6Dowz7VQFCbT4pJMjKE9cUmh3LFtZwwtuRST3J5pWQmXEXtjNAIk2jt09KdgGMMt7dqQELqCD0p2Az7xcL0%2BlS2CMS6T5ywGPWpKIopHhlWWNijqcgjsaAWh9K/s4eJYtU0DUoL1lF1byqytnnlev6V5%2BNhZXR3UJ8256hpt3Zy2avORLIWbLls5%2BY158L8p0ztc8J04DJ4596%2BrPDNORlMYHTnA70AQyRRyrg4JHrQBzV3bxrcBZSQo6UrAWYdOtmAfCn05pcoFn7Ba8bUGR1460WBmPqkWy5xtAUdOOtDQDHlWOIAyZHpg8VOwJGXNdyxTMIpGXdz9akuxpafqt00R/egyKMBSOoppisWbbVrh32zICOfXiqTE1Y9P8A2PkM3xRvJuCf7Mly3oWkjrGvKyRvQW474t6HrPjj9omDwdJDPEiNGhZlIAgxveVfbBbB7nisqS5IN9TSrLnmrH13ZWtvpmmWunWiLFBAiRRIvRVVcAD2AAFZtlLUhjPnam%2BGBEC7SPQkZ/lj86zj70mU9EXLk7gkA4zyRVN30J2bZ4bB4%2B1G7/auHhO3uzHpNlaPbSQhvllmMXmlj7ghVHphvU1Shyq5DnfQ4fwz8QNV8JeEtX1%2B1ljuP7Q8cE3UUvOYpo2LBO4OUBB9vTOdUtCFKxqftUm88RePfBHgO1VpVucTvGvcyPsLH0CqrnPYE1UXZXHJXZW/ay14Lqmj%2BDrJxHa6dbrNLEnQSMMIp%2Bif%2Bh0kKbPGrZDkE56VaRjuakCA/eOQTn/61abCsWFtUk%2BVouB7VNihlzpUJQNCNrrw23nJz0pWEylNprqeAoxgYxipsNFdrSZDjbknjGaLBcY1tNsxtYDPIPUUWBglrL5XzA7RxgZ/AU7ASR2hH31fK%2BgpWAetoyA/um3EDoPUdTRYBDZu2T5Mmfr19qLADwSRuG8sgE52juB0osBjahpENyX2wmJySdw/r2NMDCaO506QrIgMZ/iAosBprhkVye2RzQANHjgnFAmJ%2BBB6EmgCK6zgEjnHamhlY5Kg8D8aoBhGTyDQA0Jg%2B1ADhjqKQEkQDcDNAEihcdOc0AMXL5%2BUjBxyKAI3UdcCiwFDUANhyKljRh3ODJs7twKRSG6TYXOo6pDp9pC0s8z7FRBkk0m0tWOMXJ2R9N/B/wCEWr6BcTXOpukq3MCp5UXG1s9SfpxXnYiq52jFHpUcOoayZ6U3gu2sG%2BywQTeWnTBOMnk/qTXI1UWiN1GEtT57tc7gVLA19MfPl6RvlGc4FMBsbtu7Y/WgDG1i3nkueBnJ4PtSYF%2Bwi2Rqrc8c5FMCzgAnAA460gKd0iEszLkkdaQHOXkbE7HUhuv0rNjuUZYmDlfve4oKuW7O2MS%2BZ82T2xQFy60ohs5ZZRgBSTge1Aj0n9i0T3vxNvJbdiIodMfzgR1JdNo/mfwrDEO8UdFHRs%2BwTpGnHxHFrMtpCdRjtDAbnb8/lFg2zPcZGf8A9dY82tjT7Ny7cARyDeegLE%2BmaJaMI7GR4Kim/sxprllae4lkmkxyAWYnA9hnaPYClBdQk%2BhR%2BIfie18I%2BFNT8R3LKXiXy7aMn/WSnhV/Enn2BPaiCu7kzdlY%2BTv2brq61r9otb%2B5leaeSee4mlb%2BJvJlz%2BZNbtaGS3JBbJN4RutOtZmuLZfG1skbMM%2BYpjuArH6hRQthHuGmWFlqv7Vmv3NxaedJpGj2iW0hY4hLhtwxnGSre/epb6Gi7nz58WNROufFDX9R6q19JGnqUQ%2BWv6KKuOpi3rYy7SPLgjBJ69hitFoSjUEW1Q%2BOvTjnFVcdiaNRnuW6lew6/wCfwpXAcZA5QEAEHqO5pASuEVlyqtkZOTxjtx0oArH5kwD904OD/SquFhAmXY7Rt7885%2BlACCMZJJ6deKLhYlVeoAzjHPSi4DoEGBliCOe2etFwJA6rGFyIyTuGRyT0ouBRl4jY7iScDOeRigDPmPz5wGHrgUCZRu4YpotrR5B5y3cUCuynJCojAChecUAmVJgN%2BQPak0UMYHgAAelSJEMo3L64NMZBj04qgI8UAGD1oAY5CqWJwAM0mwMibVLjf%2B5xGvbgEmpch2Lml6o0kohuguWOFccc00wZrupyRnAx%2BdMRARgHIHXigDL1gskHyDJJ60mNHPTBt27uOc0izT8KeIbvw7rKatZRQtcICFLrnGev%2BH41MoqSsyoTcHdH1F8MPjjq3iTM19oMdtBblUaSIZRyf4RnvXn10qclqd9F%2B0T0O71r4lQw6lLHBADGNpXKHPKg1k6qNlSVtT5yiLA9s9a988EnLnZjH0oAb5u3BIGT%2BlACGQOQCevrQA%2BM4G7jPpQBKGAIBOPc9qBIr3DgkYAOPakMgaOKUYdBz3I/rUMCE6fAgPlqBkdetIBv2ZVIOWPYCgCj4gKR2LRZw8h24x27mqsNbn0f%2Bwx4W/s/wnrniaYDdf3At4TjnZEDk/izsP8AgNclfRnTT2PoqdVEMdwx%2B7yeeoFYSSVpM0Tu3FFI3H2m3mlb5Qz7MnjipU21dlyjy6BYT28VtP8AZ2Bitht4556mnGopJtdCXBqyPlz9q7xS974nsvDUMrGHToRNOoPBnk55%2Bi4/76NaU/hRlVfvWOO/ZPk8n4sm/BAWGO9kcnoFWB/6mtiET/BSGfWrKTeS6xeItBncZ%2B9va4Rv/Q6YkfSXhaFtL1f4jeNr9tnnXpjiYgDEFpCFB/778z8qxk7GyPkOMTyzNNJ8zudzE9z3NbLY5dzRs0ypckcDIGfTtV3GW0cde3Xbjgn607gNMkjKVVthIwS3THcfSgBiM7LlWVV75POaALitviw5GUHOWP6f57UrAIGCsDnOfQfX/CqAa3zfOcE59OP88UwJ4sFCXbAxnj/PWkAqqFJJ%2BYn34FIBxTC/MQxwc7Rn9P60ALLEhbIYkADluP5e38qAILmNPlxk4BBx0qgM2WPJ2g4z04Gc/nTsK5VeEn5lIIHXnkfhSEVp4/mCnb0zzQIoXKZUgD6UmUncqMCTznNTYZHyzZ5%2BoqrAQuPmJx%2BlFwEIBGO%2BetMBCM5yOnrQBDcCN42V94UqR8q5bp2GaT2A5llKkb8jjoR2rMoms4mkuo0XruH4U1uDOtYDbjHPY1oSRODtyOv0pWArSoCjZUbe/FAHM6lGgmZYxwDUvQtFnwl4d1PxNrsGkaXbNNPMwHGcIO7MewFROaguZjiuZ2R9NeKtQ8JfC3wdZaEsSz6osX7uBMZLcBpW9AecZ7149GjOvNzkejKsqMeVHG2PxntDaqb3Q45Z8nc0ZyuMnHUjoMCuqWDTehmsY7GIWwD1/CvZPLFLcY546CgAQZ%2BY8D%2BdACkgMeKQCjjJPU0AKZT5fXFAmRGTcOpPHPHWpYhoc9eaBjkYMfl5zUjB2X7p%2B6aAOd8SuPtkaA9Fyadykfbn7M2jXeifArR4rxWjnujJcBCOVWRyyfmpU/jXDXle7R1U1qkei6pLHDbHzSFihTLknjAFZ1Gtnsi4LU8X/aq8YN4U%2BHOkSQBs3%2BpwblV2QmNcytypDdVUde9VGPMDdmegaVf6Zpnw/l1m6l8nTkiF1Kz5GIwobnPOcD61lh6doWZpXl79z4R13xG3iLxNqGrzswlvbh5yG7BiTgfQcfhXYonC3d3O2/ZkjK3niHUAwHkeHtRuOfXaF/r%2BlOxSPQ/2JNCtdS8Pa9f3YLhdRshGg6K9updGz9XH5e9KWjKirnpP7R%2BsJovwtubWHCSanciAbeOGYu5/EBvzrGK5palzdonyxb7Tgkck4P07V0nOX4QNmwIc%2BmOtMROgHlvnI454xxmmAzbKExhs/wAPtQA5CwBJALE8kg9aYDs9yduO2P50ASCThQW%2BQHIAoAMliNoHA5y1MCSH9469SxOOnAoAnYAkI%2BSAeec4pAPO1YRkqGJxgfj78flQAit5aqZGU4J49B69aVhlN5GLMvqfwNWIgfOMgj5utUiWV5UYY2FQhHzDGd3pz2piK0qsEKnJzyM1LQFCdNwxsFIChOpySAM%2BtBZXOVc5xnPUdqAI2HPHT2pAN4wTimAhy3HoOlADTGGPQlvpQBJrE19rNvaW2p6hd3MNmmy2R5SwiXAG1c5wOBwKTsMgsrC3tfmiByerHk0WEXGzzwDmmBE4LDJoAo6lI8cZWJcsw4pNjRnw2IVN0vLt1z2qbBc77wR4ng8C6FcajbqovJEYWcX8Tvj/AFr%2BiDoB3znjFZzgp6M0hLl1PLvEGsalrurXGpancyXF3cPvkdjyTVpJKyE23uUZI3icxyKyMvBU8YpgexnK7QB%2BFdBgI2W5PSgBobHfr70APVhuBHIPegBJrqCPiWVYx2DMAP1pAQ/brEEsbqDHb94KTYiJpEuFbbJlWXAKntSAEeKPbEHGQOATyR60rhYmEg28cCh2EtyKe5EETyyMdo9/0oRRr/AnwTP8R/iTDbXEZbTbYi5vyOnlg/Kn/Ajhfpk9qzqS5Y6G9OOup99mNLeCKBVASEA4A4HoK4WvwN731OC%2BJ%2BqGaTSfB9rJm/1%2B5ERA5KWy/NO5/wCAAj6mptzMq/KeWftJaRL4/wDjH4N8BpKFs7S2l1S/29Ui3AH8/L2j3etfacsXISjdpF79q7UpNH%2BAVtp1vlBqWoxW0m3jEah3/LMaj8ajCK9NMMU/3jPj%2Bykghilmkc7kQ7RjPbvXYcp63%2BzZLCPD3jy7ZWIsfCF6Sw6AuM4%2BuFNS2VFHpn7Bl7BJ4V8TWkcrG4jvYpijP8uxkIBA7cq2T3wPSlUepUNiL9rnWo/7R0HRTMihYZLllLYzkhQf0asaOrbKraJI8dsXzHgDcOoyeorqRzmlG4CMvyqOOg/CmBk%2BL7ia30%2BW7jYiSHAUjqu5gPz5x%2BNIOpT8F6011aTRTbnniJO48lk6j9cD8qYHRPMEOGLbyN3XPOf/ANVMBokHk92bd09ulADRcKzAEDbnoDQBZU7nZt6gHpxigCSEhV289eRnrzQBOhbIKbsLyATkD1%2BtICQrNOxHLP1IB5PTn689qBjLhjG%2B0DbjqQTkjr%2Bf%2BFCEUgW3HO4MevH%2BferAilcSSEkEcjGT%2BtUiWA3gKSBkHByMj8qYivKPmChe3pQBUnTBODk%2B/QilYCtcQkqDtbPf0osO7KEsK7c45z2pWGmQOgXjqD1wKQyDByeQPSkAhXFMBRxwKAFCgfWgB/U85oAUbc4wAKAGYPQYNAFadMtubGe1SBUvhujIzwOetDQ0Yl5O88hZyT8oUZPQDtUMZXWIOcuQoHoOaAHNBCx3BivswyaAPUgzEgkknOcmuoyGlscYzQAyQkgY/lQBj%2BIr24hhjjhkKbickdcVEmUkc4Cd24sc9yTzUXHY0bOOW8gMdtDJNLnARF3Mfpj%2BVDYWuzptA0TxHcW0Udv4c1pzwMrYSsp9OQuKHOK3Yezk9kdrc/BzxrbahYzzQ2iLdwnO6XaLYjnDkjqf9nNZSrwjubLCzextWnwV12SN2n1nSYSMbdrO%2B71z8oxWEsdTiWsFPqcv4x%2BFfia3kEUdxpr24PySfaCGmY9AExnP%2Bc1Mcyoy0LWX1T6m/Z1%2BHSfD3wclvcBH1S4Inv5V7yEfLGPZRx9Sx71pKfM79CeVRVj0PVbiK3t5JJpFjjjUySuxwABySfYCsZvoOKueA/BLXX%2BIXxx13xdIj/YtPsPs2nqwx5aNJ8p/3iFcn/eI7VpZRjYW8mzufD/hYD4geJfG182%2B71VksrJT0htIQAcf77qW/KuerLmjy9zaKUXc4j9rfTrjUvBnhjRLSNXeS7eZizBVCrHgkk9PvitqUlTikzKVOVWTaR862vwt1O7YJPNBbQkfOqOZGI9sAgVM8bTibU8vqSfvHtXwa8F6bonw%2B%2BIkFv5qTXmlfZGMo3ABklAPvy36Cs4Yr2icuxrWwns5Riupb/Yy8H6n4Uk8ZyX7oyO1rBEydH2iRifb74H1zXQ6sZq6OWVKVN2Z4v8AtP6q%2Bs/ErUZy4aGycWcQz2Ucj/vrdVUFaHqY1Xedux57Y6nf29sEguWjUdOAQOvHI963Mj1ezsL62%2BE9t4turFpGkuTCrLdR7m%2BXhmTblV%2BU89Tz2xWd3zeRDbuee%2BJ/EFrqOltEsEm93yNw4UjBzkdeCRj3z6Voiw8K6ZFcacL0SGObeVLbjwM9gOnT9adxHVsw24LcjofamLUimuBFD5mQvPp%2BGP0oGtRLGbzslGz9euaYWNAPuYFsAY/hOc0AWY2UvjLBSCOxGaQFiEsXKkFeeSetIC5ZKDctI5xx8px6d/rUsZV1QxyXTkHpxgdOmOKtCM9gyr8rnBPQ9TVpCbGHh92D65BqiRGYMQQ4x/nrQA3dyC2CfXtQBE%2BDlSc54HPSgCKQKcc4z1JoApywjJBOcelIEyrJEc47njpRYdyvLDluBg0mhpkRidRnGf60hibcZPHPWgBMDH60ALnkDtmgBf4uvSgAHQ5HHqTQBFOTtyc57UgKUsYZSD3oYzEvotjgAVDGVgMUgF%2BtFgPS965wcbuv0rqMitcXsEDESOB7ck0rgtTpvhP4dg8e%2BJJNGjvzZtFD9oZvLLF0DAMF9D8w61nVqciua06fO7M9UvvgP4STT54LzVNRuL18%2BS6lVWE%2BuMfN%2BJrzKuOcdOp2wwievQydN/Zz8PrPHLda7ql6Ff8AeW8caRhh6FuSPwxQ8bK2hawkU9WezeEfCHh3wtaRxabp1naMq4Dog8zHu/U/nXPKu18TNVBPSKOkacCJG3PjGM5/xpSrysncFT1sZ8ksTylpZCVU5G45rn55N3kzXlsrJFK6TT3UrbpEMnJKpTlNS2Q0pR3K/hvQba/1%2BPUZYkmgsWBizGPmn7YPt1%2BuK1o00vesKtVahy9X%2BR6tDH5UQD87eWPq1egtNzzN2eYfH3UZh4NudJtbhIZ9QRkkZmwRFj5sfXgfQmuTEVeWy7nbhqXO35GV%2BzB4bi8P%2BC765MvmS3tzkvjA2ooAA%2BhLVtRd05MjFxtNRR6FPPjT73UAoIihbyx3IAz%2Btcyk5Xn06BZK0Ucf8ZNB/tu%2B0eA7NtrFIfmz/EVx/wCg1lj%2Ba8VHsb4KSXNJlPSvDNrBZDeI2Krt3AYrm9mnHVnQ6zb0LWg6fDpum%2BKFiG/Ag%2BfruyCwGPbcK6aMPZ05peRlXlzzp38zR8CWg0zTNRjZmMhCyTM3Uuck/wA8fhW9B2i7mOI96UbHi3jT4E2fia01DUdM1mVdSuJJLhUm5jMpJOCcZAySO%2BK6aFa6OarQV7o%2BW7u3ubK4nsLyJobm3kMcsbdVZTgg/lXZF9TkkmnY9R%2BHvjy8tfC9x4Ru7pYtKmLExSW6uy5A3CPJ4JwB6DO7tWdSOt0Yy3PNfEdrHDeM1sX8liWQuhUkZ9CTjHGRmtFsWncj0rUZrJw0JQ85G4Zx/n0pjZ2MmrQi1EqnzFk%2B6B8oz%2BPSncRh3t1cXLbnnyoY/KAdo%2BlFxbC6dqM9m5DHcjYJqhnRadqVvdcxsc9wRigVjbtGyu9yCR0H%2BfwpMZdY78A4U7s857/561IF6MpBZs2OW689Rn0pbsDIlJL52tzxWiAiYOow2ByCfeqRLImbPT7voKoQrrwFHGRnrTAYzMqhQT7k9qQDGw3O48DsaAI5CGzgdv0pBcpykAkbuntQBC55HqTgE9qYEbkK2OMjrSKGMRj2z0pARlQDxyc0WHciYE84HpSAQE/eHagBk00caF3cKi92agBwwcEEEEdQeKAEZOCDzQBXlXC5AoAzLyAMGPekMzZI8DOfxpANwW5yBQI78uvpgEd62IMLVyGusAk7QBzUspKx7J%2ByDp4k8f311JJNG0NgRtTp8zrw3p93IHtXNiX7p04datn01qGkpb3DXWGcHk8ZryKkOR8yPRhU5lykLXVlYxKXZ4WK7hGiEk/lSlOMVdhacpWWpQutQ8%2B4jaPzSvJ2bPmz2%2BgrCbjJ3N4RcVYkFvqkymRf3fHyg8j9amz6DvFaFYLrs7mJmiwDjPas1UnJ2uU1TWpQ1a01sBYoyhklIRACeSeBSTm5JXHFwZ6N4V02OwtYYIhujtECKcffk/ib88160N9Oh5tablq92bl9L5UQQsPVjW83bQ54q7PGddtZPE/iKe5uIfOhciG1iVs4Qc5I9%2BTXk88q1X8j2KdqUF%2BJ6Lp9jFpPhqGwRURI02YUYHuBXZiH7Gg7nApe0q3JL0KNFjt8DM0yR89wWAI/LNZxf7hJ9Wil/Eb7Io%2BLWuhqaMkaCIBVLnnacnt/nrWWO53USWxphVHk1epnXd/brGltFbvO7jqygk%2BuFB/nWM3yWUI3NIRlJtydiTR9May0rVGuLh5Wup0ldnAGCOwA6AYA/CuqjGUaUr%2BRFaop1I2WwzSFMmk6mxJVnIJPoCTVLSlJinpOJVjtCCEjJ2ffODiuSFR7I1fmeJ/tGfDaXV0XW9E0aS71MypHJ5Bw3l4PLDocce457V6GExSb5ZHLiKPNHmW55Lr3hbxN4T0oXGoaaIQ7lFclXXn%2B6eoJxn/Cu%2BFSM3ZM86pRnDVrQ4zUA0sbHYVwvOfT6VtYyTKenWcl1dLBb2z3EhPEanGCeOT2HND0L1Z6P4Z%2BFGu6tZA6jdX1qIyfLRbYyRovU8sRg/QVhOqo7HTToc27NjXfg1PZ6O93pWo3M11Gu5YLhBtlHfBH3T%2BfbpURrp6lTwtkeRtIVdlIIYHDA9RjtXVc5GrE1pcvDKGjcjnpTEdVpmq7RH5wwjnG4dAc96AudXbK0ioxYlCAQexHHNSMuXyskUaDK4z7HqfX8PypxRKKErKuCDkdvUVaGVpJFdRuYqO9VYm5AVG7bwBmncBCMZUrtLCgRGxOfvZ9aADkjAxn3NAETE5zn8McUg3K0wznnk0wIm27SSDx1oAjIXfyvGelIY1lzx09qQxkiEDOcfhSGRvHgcnGD60AMC8gHoT37UAZ2uw%2BZp8nOMDP1pPYaGeGJ2nt2ic5MZwuBjilEGaoBAPc4qhDHG7OSc02hXKVxHjPGaQylcxJsOVoArRRRlASADSQHUXM8cS7nYAjOBnk1oyUWvAfgzX/AB3rotNHtj5YcefdSAiKAerN646DqaynUUFdmsIOex9dfC7wRpHw78OiwtnF7fTHddXWza0zdgOuFHYZP615WIxXM7Ho0qFlY7qHURJakGFhKPl2MMc1j9YTjtqU6LT30M3UrS6vbjzMqi9AqjgVzy5pO5rBxgrDxBaafam5umSNUGWZv89ab92N2F3N2iY%2Boa/JcGOOwtZkiPLyyjbkegHX8a461Vy0jodMKCjrIWPWrGxiM1zL5Snrv55x6j8azp%2B4EoOWiNnSQblk1CSP5idtshHQkctXpUY8q55bvY5aj%2BwvmdlpsYitl3chR%2BZr0aMbR1PPqSvIwvEN0x86OMlnVcnnivPxlSak%2BXodmGgtL9TlNLuNLs4o7fTHeS8cKsrOfuE9QPxP41hRrU4wiobs6p05ttz2Oxu4y7W0HXAyf6V14xczjBnFTlbmkUryb7R4r03To2Hl2oa4l%2BuCAPwyT%2BIqW%2BavCmtlqzSC5aMpvd6EurRXUl5vhliRSMHehYZ49xWlanzTvcxhK0REkjjQllj3Hsqnp9a1VooV23YrXFxCukSzSTxxxyThAXbAJxwOfWspO9NvzNYr30vIoWwe30rUFXG4pHgE%2BrYqYpulJFyac4jtP2xACc4Z%2B/XmuGnanO0jWfvK6HXvmwRyeb8sLcrKDytVUnOi2/sihyztbc838QaBLrMkkepzDUbBJTLCjqMEemO5xnn1rowtWTld7FVoxlG1jkLn4Y%2BB77UCbaKONAqsS0xKgMOvH3Qeeo9jXotze0jkVOK3jcuQ%2BBtL06U3VrcR2rxsP3kcChsZHzA9a5KlapFO7udEKdN7Ih0qTUm8Sl4NYubi0WQb284qiAsQGIGAecfrTo8815BVjCOx35NubiPS3uEnuyhG4rtJOOjds/55qpe5JR6kx1jzHyt4t8FazqnxC1mPRLLzYjMZBl1QEsAWxn3Lfka6I4mEILmZyTw05zfKh1r8IvHEs4ik0%2B3gBXJd5wcdfQEmpeY0Y9wWAqMiuPBfiXw7d/6bbxeWzCPeHzE244AycdT9OR61tSxdKsvdepjWwtSnujX8PzGymRI5FktD80T4yB6rkflXSrNHMmal1cJIzbCvNOKH1MTV9RtbRA8zhQ3A9TitFoJkFvdRTRh0kV42%2B6Vb9KZJYEhIAZj7D2oAAwxhgcn17UAIQVZQAD%2BOaAGn7x4A9O9AEarzyWByAox1pCRDOGViHXnPpTGV2zjgcUAMJGORkfyoAAEKkkbvakxoayg4A6k0rDuNZfmGARigBjqCMcAnpQBXvbcz2skBbG5SPp70MDC8Mb4NRmtpMq%2B3ke4P/wBeoWjKZ0u3aCTVoRE2NxxwKBEbqCCeD6ihgijcwNIrYI29RSGVbe18yFXVgAc9frQB2vgX4beKfGVx5yWzWVidrNd3aMqsD/cGPn49OPesauJhSWp0UsNOoz6s8F6Dp3hLQoNB0C3aONTukduXlc4Bdj6nA%2BmOK8SvipVXoepSoRgjqrOy2nzblt79cdhWcI2dxzqdEWHuLeElpJEQDuxptq5nbsVZNftlJWBWmb1HA/Oh1Yx2KjQk9zFu4L/WL5JLmQGJPuxDhQfWuao3N6nVT5aSsjO8U%2BINO8M2ZhOJrpuOBnaP/rVyVKujhDVmtOk5%2B89EZ/w/mTxTdy6hPbMYIGAjk6B25z9cce1b5fRnFtzDFyjFJRPUdIbz78nZsWNRHCjdvVv6V6tP36n5Hk1Fyx/M6C7nSC1ILcKP8mu2UlGGpyRi3I4xXkuy8zYVZpcvn%2B6Bwv0/%2BvXnRg6kry2PQuo6LdGHocNsfHi2VpnyIh5rjHQ8nn8cVzUaUPrdobI6685fVuaW7O/d0F4zscCFckn6V2Vqn730R5kY%2B56mFoDGbxBcXR53RM5OOnIAH5VjhG5VHI3raU1EfqIuGv5ykgUqwwHzg8DpVTpuVRu5mmlFGde6gNI0uRLmYSXDs0g3D5V9Bx1A9PrW7l7OFm9QUHOV0ihf3EWpfDixuW2sJr0HDnBbAYH8eDUStKhfzNLONay7DJWM/gjVvLilnAjiXYhyxw%2BePoKzfv0JpBJ8tSLG%2BHNQjvNNiZGkYhc/Pnd6c15VOE7WZtNq5uWl/BeQmxuUG7sG4zXbTrKS9lURm4OL5olG9tWtLryWlYW5PyI4GOfequ6b5XsVfmV1uUNW0XTL9JLa5tYwMZDKDnrwPzrppYiV7PYza6p6nL2ngm1E7mF7qMlSoPnN6%2Bhz9PT6V1xcJoUpSjqN/syaMMIE%2BzyeeQ3mDA2gAKDxg8jOB%2BPSuWc2tEbRtuya8hv/ACo5RlLuNi8EuMBsHIGO3pz6fWpcpOza1GlFX10MPVLeS4ZPEsMbWt1DIsN9GqkK6E43AHupb8i3WnU5a0G%2BqCPuSsdDpF9DeOZ41wmchn4BAOOmc44rjteSNL6HJ/FDx74OhsrzTNTubW9leNoZLaEbn3N64rqjh6s5qUVaxzSrU4Rakz570W5ih01opDKHYDyxuyvbAORkHOTXu2PFerudJZ3Qms432srMOTnrVpA2YXjKJZtOllEZEkPzAgdu/wDn2qpbAtzjtL1S5sJxLC2V/iQ9GFZKTKaPQbC5S8s4rpMhZFyN3Ue1ap3IaJlx1Oc%2B9MQuOepx646UANLgYByR3IpAJJtIBz%2BHSgaK06jzDjOM0wInHzHIwKBEZGOccelADcbQepH0oAcowSaAEKkgH86llIaRlfuj5RyR3ouBHIuOAQBSGYWrW7QarFfIWHOH2jrxUtDNmFy8eTgn1NMQ1%2BD0x9KoQz64FAFW7bEfBx%2BNJjKiynHDY9s0kB97zxKgEW0QLwFRR90DoBXzdX33Znv0/d1QtvPFajCszMOpIyaUVGCB80iKe8v587XEan0HNQ6suhSpxRUGmz3Eu%2BWR5BnueKx1ZopJGtZadEhHmAADuTTST3Ic%2Bxl%2BKdfisibOwRpJAPm2dR9T2rjr1JTfJTNqNLTmmcPqfh651FBfavHJBaPgcNiSZieEQdeT1Jrow2GdNc0i6ldSfLE9J8I2c2mIts8NrDZqgS3ii6rxzmvUg%2BU4azUlodO0SCMNG211%2BYEdjRdtXRza7Mq6vq8VxZ/Z4VG7ZiUMcfMccfTrWlaqpQtEVOk4yuzK1q5NlpRCuCFQE7QMCsat4xvFm9FKctTP%2BF1owub29clnYhNx7nqf6VngIcsnI3zCpeMYo6PxHdLb2DgMA8rfNk9qeId35s46KuzN8DthdQnZyxklSMZJwPz6da1w8VFOxWI1sh%2BoXhTVLtzgiMj%2BQqnLlbY4wvFGJcfZ7lnedg5OT81YOSk7s6Emtiz9ktX8B21s8StEt0zYweMlsH17/rWikvYJvuZO/t36FmxFp/wjeo2WlyYMUIJ29Q24/wCFXBxdKXL2Impe0i5HM2urzRHbcRhypyM8Ov0I5rjjUsdE6SZZjv0nnjlhlKSRkHZMPmx/vDqPrk0VEq1n1REYOnodRb6haX1qqXTJvK4ZWPB%2BldsEpx9455KUXdFH7I0GoKrzr9mYZhJbJz3G6sJUOSfkX7RSjfqW5kBkQRsAwI%2BYdabqck0kC21Kt6g3v50G4htzAKMZx1HvW8qicddxQVnoQXUELeTcTS/Z9m4L8x2jjjP1FcTqJyUr2N0mk42ON1mUzabPb7TsnOGkByNwPBBP50RrXuu5TjZ37HjXj7xX4l0/RF0fTZUtJLl5A0yqQdqkDg%2BpznP5V6GFoxqbnDiazhseN2em3v2hvMiYvu5YnOT6k16qVjznK50MGkOqjMzeYRwc9Kom5pWEMlvaCN3JccEnpTsSxkrlwUYB%2BoIxwfeqA47XtPisrlPILeXKpIBOcEdv1FZSjYtM7HwzBGmh2iqCNyBufU//AK6uImaTKcc8fjVEiELsZyQFA5osBBYzQ3cJkhzjcQRSZR1fw68M/wDCTeLrPS5QfsxPm3DKekajLD2zwPxqJzUUXCHMy38Y9As9D8ZSwadEkNrcRCeKNDwgJII%2BmVP50QlzRCpHlkcS0IZvQjvVmZE0HoDmmAwxYG3I/wAaBDSmMY4H1oARgOOeO9JoAkAPTv2zUlldxtJBHHagCJoQ7fNwfekAm0BPlA/CmA1iAMk/hTERPwMnqRQBl6k5UcYyelQykUY5XVQuBx60h2P0U%2BytI7YHznqT2r59q2x7XNYP7OjQ7nYfTNZuK6lKpfRENw1sgKqylvQGs5NbXKXMUri%2BW3tXczBVHICnJNYVJ8sdWawhzSOfuNanuF2rJsjPQBv1Jril7SqvI6VCEPUs6TAtsRLbRieRuWkkHy9c5A7n3Nd1KMKC01ZzVXKq9dEW4YmurtdTuZGnkXctrGx%2BUY6sB%2Bma6Pa3jzSfoEYcvupepsNI/nwopyyp3PAPc1jTqOpU0MpJcrbNixZgm2Q7uvWu2KajqYS1dzC8ZhrfTZL2NcPjb6Z/ziuaomlzGlPXQwP7VbUfDTQq4DluVPDAg8/pj/Irr%2BKhuOnFqpdna%2BE7Yaf4cWRjlmQyufw/wralFQptnPXnz1DkbnUnvrdZLrO58tjP3R2ryaldvc640lF2Rv6AfsfhmBxH880plI/l%2BmK7qF40VfqYVVzVWuxjeILsvfy7MqpbcffjisK1VtuKOqjStG7Mi5uztIP3ehz3Fc8qjRvGCZ0WmXK33hq/gjjXEW1kTOBxj8ulddCSrUJR7HJWi4VovuVrK8W222qgIbz92VUZLZ46%2B3WopVeVcq6lThze92K%2Bq2F1bxB72ERgkLHcAgK57Djpn/OaHGcNZLQFKM/hZn3VpIiHDJ5nVc8H8xWyUWSZRuLyBisk7DjKknIHsau6Cw1NWvQm1pyyseRnIP68fhTburMXKt0bejeI5Y/3d1bPJ83L5PA9ueaXLB6tESg3szZXxDaNvaZJwxAIBUsCe4H%2Be1JK12yFB6IxfiDqcFzYQWsIG12VvNRiGjI6g49en41jiLNWSN6EWrtnMw/2rMn7mO2kVQChjf7x9W964pU5KSZsnFo8s%2BKi%2BKGktoNWsQlnZl3WeKIhXaRuSW/ACvocBOHLo9TxcbCfNe2hxcY7gD0FekcFydCQwZcqR26EYpgPfdg5XnOTTTA5/Wb02zHaSrjv2ocikjF1nUIr9IGRSrqG3jHTp/hUN3KSsdz4fTGi2Y3AgRL39q0RD3LxXL4YfhmmIx9d1CEWb21uQXc7W7lQKaHY1fhhoVzqgkaL/VJIPOGSNqjk84IBI4H8q5sTiIUVeR0YfDyrysj6m%2BGfhW18MW%2B%2B1TMlyoDSSKASPSvG%2BuSrSTPSdCFKPL1PO/2ivD6JdxeJLaSQq5FvNExz5eASpHoDz%2BP1r1cLXU/dOLEUWlzI8cd8/ez9c12HGRv0wufrSERHZnkgUxDWUnnPGeMjrQBHswvHak2NIjJyeTzjv0qR7EW3Ixng%2BtAyIqOuMYoAGHGAaAIX2nHP507isRNgj2NFwsZGrR4ZWGDn8xUMpFELkdKQz9GhLLNgQq23ufuivmXJvY9vltuSLZAgm4lLZ6qDxT5U1qHN2K89tAoISNUUc5xXNNK%2BhrGTMuc2cw2yRxMBwRImRXHKombRjJDZbW18tTElqseOQI%2BlVKEnazDnfUh0j/iZX72VuhSCHHmsBt3eijvW%2BFpyrSs9kOq1TjzdWdF5QhiMcltGj4%2BTBz8o/lXXinaLjbU5Iyu7plOKGUzpKyknnp6VjQg42YTkrWNi1RlHnORzwBXoLT3mY76Gd4%2BR5/C8zqVj2MpyRx1/%2BvXNiKjnDbQuhG0zhvC2nZmeYIXRm2hz3Y4HHbFcsJScrdDtmoxjbqenaiBF4au4wSo%2Bzsox24NezPSkzyou9VM8xtLUr5drNcq7gAFl6Af414EopSPW5uqO0mIexgWEkpGzLx06D/CvZj70EkcC0k7mG1gVkY3LEksSpU4K1zrD8rbkdftbr3TI1OIC6eJWywHBA/TisK0UpcptB6XNTwvIkK3UbSKBJHsK%2BuM1rhfd5l3McTeVn2MO5uHMGxUBdXBXJ5U57VxyfY3SV7s0bvWrzU/CQ029gkinVwsrlhhwpyD9SQK6PrDlT5GZKjGFXnWxzuqXOo2Vh5cLROwPRwSfqvOKzjJvRmvJFu5oeHzpN7YCPVPtKXUjAeZGMKAOcgjI6%2BvWuqnVha0zGrGafu7F6fSpbHWFRb0NYyHKlwM49M/1rsfutHMnzLVajmbypmUJ50QY8qB0/rU8w%2BRlqG505hhsRnvvWmnFhaSIrrTLC6w6jdnujAj9amUY9AUmjPuPDFi/BDA9jkCpcTRTK114YmuLNrOTULqS3I2GJ2JTae2CelZXcXoNqD3Rz83wm0VssFljz/cfAH4Vv9croweEw8ugkXwe0osGM10Vx/z0FUsdXI%2Bp4fzJbr4N6U6furi%2Bi4/vhs/mKpY%2Bst0S8FQe1zzPx/8AA7xGjvc6LcQ30eeIZP3cgH1PB/SuinmMJaTVjCeAa%2BB3PH9a8P61oM3kazpl1YyH7omjID/Q9D%2BFdcKkZ/C7nJOnKHxKx2HhSdbrQ7cb1MkY2MO/HT9MV0RMWQ6xqvlM0NuwLnIc4%2B79KsSNX4XeAdS8a6mCBJBpsTfv7nb19UX1b%2BXf0rjxeMjQWmrOvD4Z1Xd7H0jo2hWenXumeHdOt1is0GXC9cDrn1J7n3r5bEVZ1J%2B9uz6ClGNOk5LoeoTxr5ICcbentVc/K1Y4U9dTEk0iG6tbmO6QXCSDa/mDIPXt%2BNejQi0nJCqT1S6Hyr410ddG8UajpiklIZiE9lPI/Qivcpy5opnk1o8s2jCIbjOa0MRpTIDAk/youFgkICAHr2oAjD4xk5HWhgiBgobeakNWQSZwcYxQUMA96QDWBBJwPrQBEw5A/OmBGQpPrSAo6qoZM0hmakRKjBGPrQgP0eEj4wIwB2zXy/Oz2%2BVdxwkkKnkCmpNisipcFQjZJZjWEjSJjXsbMSPLUfWsXTctkbqVkQWdneSviJkjU/KM8k1vSw82TOpE6PSrCHTLUxIQ0rHdI4/iPc13qCpR0Oac3UZRuL4vIzIR1wM%2BleU6spts6FTSRV/taWOaONs/L12gE%2B1ddCpra5hOnbU2bW6E5VVbdgcnPrWs5PYmKsR%2BMgbnQfsIOFdwXbpgDH%2BH61yYhTlTUY97muGcY1OZlDQoWeWNFthDFAoCgdfQVeFpzclzKyRdeSUXrudDq2xtDv0UthYnHv8Adr1amtKSRwQupo838PxxvIkrsT3XPevnqMLz1PWqSaVkdI0zfYNqsFYPz7V6kHaGjOPlvK5k3RaYHc5J9aTfObw0ZlusgmB3oDgqSx61Khre5o5CJBcpeLKs8KjHTnn9K09h710xc6tZohvNHnjY3EF6h7lShGPxpzwPVMiOI6NFDVb25jRRHZNIRyzbt2786znhpFQmupmf247ApdaXPHnIDCM8flWP1efY2UorqJFqMK48t3jcZ4YY3fnUulKO6Kumb%2Bh%2BLLSS2%2BxXw3KpypyOPUV00qzhHlkro56lC75o7lvzbaUNLYTDaDgq3IB/pWqtNXgZu8dJjN0h4f5eeueKVnsx3QmzDDDA5/unaaFFk8xdtZWJ2tclFH/PVQR%2BdWlcTZpQ27yD5TD9UbGar2VyHOw6aw1A4WIqSenziplRlbQcasOo77NqFvCFWDzpM5L%2BYM/lmspU6kVpqUqkJPcja5v0JV7eZPrWDnUW6NFGD2Y0XU5YiVV28dWDZ/Ko9o72ZXs10KesWelarYy2WpWsNxbSDDxypuU0RrcjvFg6XMrM8W8X/CaDThcT%2BEb2OCKZtzW0zEhD/st1/A5r1MLmltKiOCtl3NrDQz/BHwlV7iO88QzmWEOR5EWQH47t1x9KvEZp9mmFHLUtZu59A6AtjY6ZHbWsccMMCBVVRgKAMAfpXJD31dvU6pJrRCeC501DxVczpz5SbWHbrwf51wtc1ZG9f3KVjstR3w/N/Cf0rOvSlGd1scdJpoiglP2PJ6HPJ717WH1hYxq/EfL3xoK/8LE1IgDGEyffYK9XD/w0cGJ%2BM4sY5GeT%2BlbHORscYCnp1HXmmAj/AHRkDr1pARsgyR%2BIzRcLCMmVwT%2BZqRlZ12knHGOwpgRHGM9%2B9SBGxI%2BbtnnNAER56nigBjADB3Z7UAVb3YUHv0oAqxKioAT%2BtAH6JyeZKeuxRXyjdz3FZFaV0icqSWNS30LWpErS3AKxRhVzy7dquMXJWB2jqzN1GJftHyEtLjG49hVuCT0Ki9NTX061WK1SWVFjfHyn%2BIj1Nd0I2jdnPOV5WQly%2BLZjGc5XArkxEvd0LgtdSDTbO2Dq0wJkP8J6fhWWHoRSu9yqtSXQlufDqG4luBli45GcYrX6q1JtGaxGhTSyexc%2BVOYwexGRR7Jp3uVzqXQtpeKqFHcSPj77jAH0A4/HrXQppRsQ463NDSbQQ2vmEAFjvqqUeWJFWd3YmsSTDKHQfNk49auGzuTPRqx5dFN5N1Mg/dgSNhMfdGeleKtGz1mk0jZs7%2BFlCMN2BxgVvCotmYuD6D5mjcEhSP5VXMugJMpTLBtO4A5681UZrqN3KcNwtqxACMp4UkZIrSNTlegSjzIcrXNwpaPDL0IBFaqcpbE2iipdjB6srj%2BFhSdRgooghG6EqbkK2MEMtb06q6inAr3WmJM6u0aMe7Kf8a3ajLcz5rbGTf6TGc/L5ePVCP1FYypIuNRoZaXs1pZ/ZEdlUn5sDr/Q1CfJHlQ5R53cuWUwckxXnlj%2B6wyM1L1C3QmN7qEfzKEmUd0OaLMVl1JbfXnLYYFBjvzRztbj5LmvY6wGT5ZIi3908fr/APXpqaZLp2NODUrvy/3TMncj5W/mMfrRzSexDjHqV7rVbmRSbi9mhHTkYH6cVjP2j3djWKgtkUzq9rGQsmoeYWOBgZJrFx8zT5A2qQ%2BeYFEhcLuOQBgfzrKUYPqPVFe6uWciRpo0tlzuPIOfTNQ4pbFKRnXF/oiSh4k85gORKDgk9%2BvPfiqUJJ3DXqb%2BgtD/AGRHJqBTdgLEqr91Md/f27VSjGEbvVkTbctBl/YQrZyy2srkkEj5uCe2QKyVRxd%2BhcdXqjR%2BFNlNZo0l1GUuZSWkBPbtV02nVuTi5XjZHoV7brMi5Pymu6rSU0n0POhPlOfvZ1t1lhAxsY8Z7YrSn7qLtzO58pePNSXV/FepX6EGN5yqc9QowD%2BlezRjy00jy8RLmqNmEOH%2BfHHbNamPUcMcfLx3NK42DDD5GTzSYIjkX%2BLGSTg5osBEeBQStSKRSMcY%2BvegohkUL7UmBUfvSAYPU/SgAPzJgdvyoAo6mG8oMg5HpQBnJ50q7wDz6UDP0emJJ4BC18s0e0kV1tDPNnOF/iNCp80vIpz5UGozCGERR4HYVtJpbChG%2BrK%2BmWqy3BZxwnLH1ralC%2Bo6krLQs3ySzTbtwK9wDyPY1VVsiDSK5jeIFsEr79q5Jaal3TKkF5Gtysj8bc9fXNKlUSabKnC6djYi1HzixyQK6o1FJnN7KxHeRJJhySR6VM0aQbRDFFDLOIkQALjPvSilKVkDbSuazyYikUcALgV0yejRjFaoraSxFw8Zbg1NF2bRdVaHM%2BJ9JaPUJJ44AySHLeoNcGIpOM7paHXh6ilGzZj/AGF8bkDJ7VjyGzmiItPGSHodytGBHnja3SgCKSyQjIBFWmTcrvFJEhSNtu48nNaxqdhNa3INlyw2TMJBnjeARTdSXULLoMn01DGuW2OTnKk80N33GmJFpW99stzIPRQxNXGbWlyJMS605VYxt5hA6HdjNKVZxY1FMpS6dhjtZvbLVk8Q7lciIBpN0zZSQ7/r1o%2BsD5UQfYr6B2YJjHUjg01WQOKYvnjcfMQMT1OORWqrdyHBk9s1tLJtSTBA7kCtVyyM3dbjrq7ubSKRbNPOmC5byXBI/I1UoqCu2EffZWEN/KqTXrSNIRzv5ZfbP0rhq1nJnRFJbGtpdmyIIrWIRyk4JA%2BY59TWF5N2HKxMbARErCzPdyMFdox90d8npVLzJvcsW3hUtGXvZFuZt25RuOAMdD6mtnGbV0yPaRT2NGw8N2qXCz3UEZbsCvNZxozWsmOVVNe6dZpenwOoi2jYP4RXZSS2OOpJ7ks/hu2D74wUbPK4GKirThccK8upNZ289pN88QPYEDoKlNwfvIUuWa0Zpea5hYlBwMgGtI1bmfIkzzrx5qEsGiapeqNjJbv%2BBwcVthm6jRrNKEWfLhkym1myM/pXv6I8J6sargg/LxRYVx6ZC4AwM0DH/KSM/pSYDJen97HANCBkLHjgYPpihghkucHCikMqTA4yBnJpAV3UjII5zQBEwx/FSAN3ynn86AKV4GaJgGC5oGVLeOUQqPMVevGB60Az9IWUP8i9%2B9fOb6HsJ23I2B4iQYX1qW%2BiC3VkSWIaV5HKucfKK2hTvuKVSysi2kK28GAMs3JrpS5URe7Gw2v7sZ78n3NYuLCUtSLUIwlsQBnjisprSxdN6nA%2BI1uFljWFeUJdufyrgqafI9Cmky1pmo3Hy/uifWrhWsTKiupd%2B230sojSI/MeD6Vr7RydkjPkilqzShjns4yx5Y8k%2B9dEE6auYytNl62ZFsmkmGWJ5Ga1jbkuzOXx2RX%2B1ww30LjkE4POazVWMZqxbpylBl%2B%2B2zKQADxW9VcxjT0dzn72yHmDJI%2BlcD0ep2Rd0ZxtS5cMScn5QKVrormsynLYSLnywQQeawlGS2NVNdRbeIj5SzH2NKLG0SzWkci8rg/StCDKu7PyX3FuO1XzdwTIHCJHnfvHpUyaLSK66lGqmF9yj%2BFkHShVLqzD2b3KU17Ju2ly3oaybbNEtCe1W6uDiNS%2BOSByRWbu9gbS3JzHdRqHMMozyMocGpaktbCvF6JitKsoWQ8MeGq731JMu/SOPEzRfKc544IqkxrUBp%2Bm3Vq0sNw6zD7i4rSMrdQfNfYp3FtrDWim0tGMcThmkX5Qef1pyneOo48ilqyxdXEsMkUEJWa4kIxGvJzWeiV2UkmenweHNPu9Jif5hIVy5bg5NO6UOZHE6klNopy6ALPb5M2Y1z8nAB/Gs/aNa20NFJPct2%2BhJNbLLO7pJjKhDwPSt6M%2BfVmVSfK7IG0C%2BZg326T5RwGGc1vKk5atkqtFdDc0rTprdg4lYjHTbjNaRi4vRmM6iktjVdflDNnd7mnO3xPcyTexHLh857DNKXvopaGfcTbGwDWGqZulc84%2BLu0eB9bYNghP5kf416eDSM8Q7RPmFB0PvXr3PHsPjHzcE47ii4FiPa5yzDA9O9F2FhGfOFBHHegBkkg27cHPUH0ouDK%2B4M2MYobDYGGM8jBpAQyHC7jnA96AKbnoB09aaAib6HHrSAiY/KewNAEUnPtxSAYoUKBxTGfo8sW1Nx6tXzrXKj1HK40xgAmlGOgczJVQE7lB5rqpohsSUHeAvJY46dBVydgWxYCcc8nHWpcRXKGpp8nHpWU4lwepzjaUbmUuwNcEqTludyq8qLVrpkULABaSp2JlVbNW0sk3BgtdtCn1OadRk19bhowoX8a6KkehEJaleW1P2dkA4CkUONo2Hze8Y5sSCGAPBrzJKzudanpYtyu6hHC4zwa7JVLpMwUdbIivImaLzF5B6exrGtHS5rTlZ2ZjyeYHIA49TXMqnQ6HG5XM88UvI3AdjUyrtMfs00RGWZ8ukS59Ky9q3qkVyIgN7OGKmIqe%2BRSVaWxXs0ZmpC8k3MnII6GmpsaSRz8813A%2B112eh7VZUUmR7y%2BGZs5pNlNEgeF/lI6dTWbkwasV11N7ORlQtsPpVWb1FZEsOt6h5igiYKPu5Bxj2oSl3JcYF67e4uAPMnjOeSQeRVa9TK66FO7vWto/La5SQKchWHOPemkxrXUr6FDf%2BI5ZLPToocRt%2B8uJG2qmewx1%2Bgq1Ecp8mrPTNN8H6da6Ube4nuLqRuGZnx%2BQHQVo6cbanI8RNyuiWw8OaVp3NpbrGx6seT%2BdYzoqXUv283uWLkSxWx2MVXPX1qHScY26BFpy1FtyshRG3SZOeTmuOukrI1Ssrm5bIPlGc816WFhZI4qjLh2iQY6CuqctdDHoTGVV6dqh1LC5WVZJjIQqtis1KUmaKNiprN7FY26tI4XfwMmumTUIhTi5M546lFNIWViV9hWMbS1Onlsji/iuWbwLrBjJxJHk59mHNehg9JWRz4jWDPmxM7AR06HNeyeOiZWUKMLye5pbAOzjofemA1m3Hd0yeMUAQs%2BD79KAsQlsMAMBefrSCwMwO7OOuMYoArzYIwDn%2BlICFzkHpxVICGQ/jQBEeMgikwGOcikAzP4fjQB%2BliwFxvxhVrxXT5tT0Oa2gwCJ84BwBz9a0jCLQNtD0hCpgnqeDWiikS5XHRLH9obPJRcinZbg27D0UEHNQtUNlO5jVwTWUrbFxbQyKFFHIqLJIfMxhhVmwD1rHkTZXOWbdQuF7iu2kuhlN31Futq4yQcdcU6nutChqRLtJK9jTur2H5lTyR0xxXDONmbqVxj24ZCCOhppXiPmsQ7fIbawJjP6Uk7aMe%2BpHPaJu4UbSKyqUVcuFR7MoXNlHkkr2rhqRtI3jNkaWqKoGwcVC0G5XElsY3Qsyj%2BtVugUmjNubJQcAcVlc1TMXUtOjnVo3UZHQjtW0JX0LWhyd9Z3FoWUKSvY00appmTKZ8EEMgpjHW9hfXEg%2BzQSO/qR/kVSaM3tqb1xpOvPa%2BZdHLBMKABwPTilKSW5jeN7I5y6tdWtyS8cn5UlOD6l8ti54J059R8Tx2uq2Us8LKSELYHHc/4VvCUL6mdRNRutD2Gz0iKy2Jb20dtCOiRriqdK7ulZHN7Rtau5sRQoF/eMwAHpXVGmuphKT6E0ccMhA28VShFuwm5IkvbaC4iEO0bRWeJSlDkiKm3GVyC0sYoAwVfm9a8/DYblbvqzepVcizFHsfJ4wK7VFwMm7jBIGkLZ4zwKyd9wSHTbjGdp61Movl0GmrkYKQruYDIGTzVQXLqxO70R5/4m1q31G9%2BzrdxLHEf4iOTW0YOe5vG0Ckk4IB%2B3RCMdSGAFX7KWw%2BdHNfFq/tl8A3Qs7uNnZljOGB4J5FdmEpNT1OXE1PcZ4FuONvBFerc8sdux1weKLiAyZA5A9MUWAjeZe/btQBEzbvmHBzxzxRcBhcAMaGAwyH0wPrSAikc5GMigBjtwcnmqAhdhxigCNulAyNjkGpQWGc9ulMLH6bLIoj8o52mvLptHY1qIyJlVI8tTzzT0C7sI7rlsqp4wMdvek5CSZWt/9dK3UHArOL3NZdC3C6CNtw6jANVFqzM5J3EkhRkG0gk5P/1qvkTiLnaY2O2MkYYEAEc1Co3RTnZ2IZlET7Vwff0rKa5ZWRcbtXZPHETub5TtGDg10wjrcyclsZl%2BWEErLklWzXNVd4vyOin8SRThutyjsRWUKl1c0cC00oyG/hb%2BdaTXMrkR7DlZSeKiHYJJkUse7Iaoku44uxVRjETC/KZ%2BVvSohK3uyNWk9USPCDzWdWlfUUZkbQDGcVyyp2NFMjeIAdPwrNqxXMVrmBduQBms2i4yOev1McxYDBqYOzOlaoq3Vp9pAKpn1Br0OXmV0Zc3K9SO00G2mkzLCCfSqhRb3FKrY6fS/D8cUakxKvoPStFh9DmlXLlxo/mgDbgCm8LzbkxrJamXe%2BHvl3ZVseornqYGMNTeGJvoVNO05rbU0uo0AcAgnHauenLkndGs5KULM6YRXDnzA4wB3r0faSetzi91aDWutgKygfWspYyK%2BIapX2Hx3Vmq7t%2BD3qo4ui18QnSmOOq2cYOMk/SplmOHgtwWHqSZXj1mB5GAyCelY4fGxqNtIueHaRFeamhfyomyx64rslNMiNNrcs2qPsDtnnoKFG4pSQt1KbdS8kg9hVOFkStTxH47fFW3stHudB8PagG1O4HlyTQnIgXvz/erpwuHcpc0loY1qqgrLc%2BcrS91FFbztQnlckneZDmvWUY9jidSXcnfUb6ZQkl5O6joGkJp8qE6knuxEupNuxnZl64J70yW2w84hc9DQIcZum4570ANkn%2BYAKOe2KLgRB/X8aYA0mRj%2BlIBhkOehoAY8g/E0AML85Jzx0NAxpcHjPNNARlvm9aYhpYZPX8KT2GMPT2zUpjGHk5yRTuB%2Bl0AzeAHoAK8aGkjvlsS6qP38OCRuznmnN3kiafwsjboaoZHb/6nd3JrNOxT3Jf%2BWXXvRf3RNakkIwFOetbwehEkSQDbkAnjpSUmgkiTUIkKq%2BMEjmqrxTSZNN7obaoFgDKSDippq0Ewm7yKjxKyTA5xjpWENblt2aaOdChJmVema5Iu0rHb0JIslHUk4HStovdEtWJ7UknkmjzE9i8UDYJz0rSWpkiCWJGHOTWDVzW5BbZ3MhJIHTNEG9hyWlywyAjPNZVkCIXiXbnmuVlx3KlwoANYs0iYF5EhlJOetcyep1x2CzUYIr1MNJ2ZhUNbR4I3v4lK8cn9K7oO7OarpE3Y1y55PWtZM5S%2BsS%2BV3q76EPcyb9ASV5xmuOszrpqxTkt44lymcmvPqwUI3RpGTk9SS1JKkZOK441pLQqUUyAxK4YtknNY/Em2Xe2w6GCIE/KDx3relCNtiJyZS1EiKMsiLn6USaXRGlNXOS1DUrn7TsUqoPHAq/aOK0N/Zo6fw3axC2EpBZ25LHrXoUPe1Zx1n0NO8uJIY/kIHHpXY5NbGCgmeC/tJ%2BLdc0vTrOwsbswJeljM65D4HYHsK7MJTjP3pGGJm6dlE%2BcyzM5ZmJJOSa9Gx597koOXINAhxP7st3zVANdiqZFOwDlkYp0FACqcgHuRRYBpkbOOOKLAORyC3TgUWAiZyTjA60gElY7j7HFAEbO3A460MBrMQxGBSHcazEEU0MYJG3Ae1MQhc8mgZGXOV96LA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d='M477.9 961.7H879.6V622.9H477.9V961.7Z' class='g3'/%3E%0A%3Cpath d='M649.9 266.3h28' class='g2'/%3E%0A%3C/svg%3E)
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Macroanatomical study on origin and distribution of Caucasian Lynx/ Takci and Ari.
INTRODUCTION
The bobcat (Lynx lynx) is a wild cat found throughout
the world, from the Americas to Europe. It is a medium-
sized species with a small head, a pronounced ruff of fur,
ears tipped with tufts of black hair, a short tail, and long
legs. Bobcats lack a set of upper premolars, distinguishing
them from other felids [1].
The brachial plexus, formed by the ventral roots of the
cervical C6
th
, C7
th
, C8
th
, and thoracic T1
th
spinal nerves,
is a complex network of nerves, including motor, sensory,
and sympathetic fibers, that supplies the structure of
the forelimb and thoracic wall in carnivores [2, 3, 4].
Additionally, it has been found that the ventral roots of
the C5th [5] and T2
th
neurons contribute to the network
nerve. The nerves that emerge from the brachial plexus
are known as the suprascapular, subscapular, axillary,
thoracodorsal, lateral and long thoracic, pectoral,
musculocutaneous, radial, median, and ulnar [2, 3, 6]. The
thorocadorsal, long and lateral thoracic pectoral nerves
feed the thoracic wall. In carnivores, the medial and lateral
faces on the scapula are supplied by subscapular and
suprascapular nerves anchored in the C6
th
and C7
th
[2, 3, 4,
6]. The ventral roots of C6th and C7th spinal nerves or the
C6th, C7
th
, and C8
th
spinal nerves in the carnivores give
rise to auxillary nerve, which supplies the deltoid, teres
major, and minor [4]. The radial nerve which branches from
the ventral roots of the C7
th
, C8
th
, and T1
th
spinal nerve,
innervates the triceps brachii, anconeus, tensor faciae
antebrachii, brachioradialis, and extensor muscles of the
forearm [6], whereas the median nerve, which has the
same origin as the radial nerve, innervates the pronator
teres, pronator quadratus, flexor digitorium superficialis
and profundus, and flexor carpi radialis muscles [3, 4, 6].
The ulnar nerve, which is a continuation of the C8th and
T1th ventral roots, supplies the flexor carpi ulnaris and
deep digital flexor muscles [2, 3, 4, 5, 6, 7].
The forelimbs of cats are used not only for locomotion
but also for grappling and subduing prey before killing
them [8]. For this reason, the bones [9], muscles [10], and
brachial plexus [4, 5, 7] of the forelimbs in the carnivores
have been extensively studied. However, because there
is no known information on the origin and branching
of the brachial plexus in bobcats, this study aimed to
characterize the origin and distribution of the brachial
plexus by anatomical dissection.
The plexus was shown to be the origin of the
subscapular (FİGS. 2a–c), thoracodorsal (FİG. 2
[7] ), suprascapular (FİG. 2 [1] ), axillary (FİG. 2 [3] ),
musculocutaneous (FİG. 2 [4]), radial (FİG. 2 [8]), ulnar
(FİG. 2 [9] ), and median (FİG. 2 [10] ) nerves in every
cadaver.
I n three bobcat cadavers, the brachial plexus was
formed by the ventral roots of the sixth (C6
th
), seventh
(C7
th
), and eighth cervical (C8
th
) spinal nerves and the first
thoracic (T1
th
) nerve, between longus colli and scaleni
muscles (FİG. 1).
According to current literature, several studies have
been conducted on the formation of the plexus brachialis,
the nerves ramifying from the plexus, the nerves ramifying
from the plexus and their branches, and the final result in
many mammal species and races. Research has shown
that the ventral roots of the C6
th
, C7
th
, C8, and T1
th
spinal
nerves form the plexus in cats [12, 13], Turkish Van cats
[4], and dogs [7, 14]. The ventral roots of the C5th and
T2
th
branches, which were found to form the plexus in cats
[12, 15] and Giant Anteaters [5] did not form the plexus in
bobcats [3, 4, 5, 13, 14, 16, 17].
MATERIALS AND METHODS
RESULTS AND DISCUSSIONS
The anatomic research was conducted on three adult
female Anatolian bobcat cadavers with mean weights of
6.9 kg (cadaver I), 7.6 kg (cadaver II), and 9 kg (cadaver
III) obtained from the Republic of Türkiye Ministery
of Forest and Water Works Sivas Branch Manager. The
common carotid artery of the bobcats was initially inserted
with a plastic cannula, and for fixation, we administered a
FIGURA 1. Origin of brachial plexus. C: ventral branch of cervical
spinal nerve T: ventral branch of thoracic spinal nerve
10% formaldehyde solution to the arterial system of the
cadavers via the cannula (Ayset IV. Cannula 20G-11
×
32mm
Türkiye). The skin and muscles that link the forelimb to
the body were then removed, revealing the brachial plexus
and its nerves. We measured the brachial plexus and its
nerves using a digital caliper (Carbon Fiber Composites
Digital Caliper Chengdu Ditron Tools Co. Ltd PRC) and
photographed them with an iPhone 12 PROMAX®. The
nomenclature used in this study was adopted by Nomina
Anatomica Veterinarians [11].