{"api_responses":[{"body":"{\"IsSuccess\":true,\"MessageInfoTextArray\":[],\"Value\":{\"Id\":12737,\"Name\":\"Collocations instructions 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SnzSDIWUqnsRMs0OurEL09shVZm%2Bc6AsCfQLI%2Beb1Ab%2F3vXeB9hresAjM0jZXpsFJzK9M49Mx7yVZTm4lrlK89Du5HQh0MiqXGZcH%2FdHn3gXa47M3JJQ53qxskeIxnw04nbQsAhfHh5exoCuC2KaUd8vNxDN23WxHoLsx1WZDUwa28ng5KDc7kfCjx%2FBGjhdb2guU0OeItAcv2nL1oRPhlAmB7tvsMwi01%2FCG5aQhO5UW5zhyc0RaNwzvTpYTSy12dzM4rR%2BBPkXkOsMMAm0Jb%2Bigb5F0uZ3KXvnUrhJhjb2%2BKVxgDbdon7tS9%2BGNVgtVPFzq3DVIqLcPApbYY6v%2FHbT%2BhZgeXqRFFrWSHgr1xFi4haux6NPslrpdLk5pJdCnJMkAgRsJKLxh8fRarR60tOlpoyfLqR7No05N%2BjeXu5JlTnsrm97F4rBey40OvO1DlLdsTL3M7vUmocfwhgydyl35LGJ%2BdRBZQy9X68vZv%2FvwhjqNB51jevYZjYDlUrhVeMPCWB6twg%2BtkrxNSyhFVyitk8WmLsMbAoZAtx421OeNgNfwhuVmn0UsS%2FG3hARaevexf0OENxDoaE7eZyVgOZD1HItWnqrF6%2Fz2BuN9ZajT0hdDsbtZdUKw1On2n1MQ6F0bs2ESApZLYbcH8g22anWiyumaxabqh%2BVqIKc92fsg0Nno2HEAAtbwxvuPB%2BVbwg8DYNrsgq4mUpOelNcyWa6K3IqzgCHQLYcNdXkjYDmQ1XYJs1ababGGVsnp%2BcyzirUl7t0yBm0Nb3i86fvrcYJA%2F4qCDxMSuDKlU5fRNcXaIoD6d%2FbWySK6Fm%2F7aj%2Bs4Y2WbTP3DYE2I2OHgQhYbiQddbuGWFuEo1Q%2Fjvq43mYR6PWfA6zLKvndclXkOrwhKAh0yaFBWb0RqHGjq4ZYn3G1iOVZWanb7zgpnLVtqPCGOstfXp2ZvK%2FtOmj00kD94058VNOjJEytFzd4JCkGNf8dW2IdBVvemmaB6D01fCEvOkUI7xBoyxJuy9LwK%2BNErFOTjgHLVUpquV3mY6l3PbNFAbA%2BZUzLg%2FUoSy1zPjvAU5cc97bUW%2F1O7VvJfKk3GMUztd4r8XTr6NSNUct4Oxtf1vr38lseLapxT3oQQKDLDgUdIGJqfVbw0cEuMdjzQI72W27rTaBllbv%2FKVtivcfdctzowfStkqVdEvIWyXqyTbkyadFuF3VYDNrSE3ABx9gIsbR4L0sBTfks0V9f9qfspzw9CrTw62CNMzJS%2B1o6n2yqNizF2nLyaPVwfAmhZfy1apfln1M0xkkLAgj0AkbmR4mI5RLuqoCoLp0sJRipZfUq0EuTqL9exNpyhdTKU7WOwfXJfsm65GdLuwhvrMgj0Csgxq8W7yBVTGvkG0Ggl6aRuMgDrMGqRpm1Y706cVnarZNGi4U8w4Y3mGa3PBx9ftZBwRn%2FHtvo4fRvhxB%2BH0LQv5V4nzdbMzyocWj1hi0zVq5YeBkWOiuH2RsbhPCgN6Cc%2FCTPoyfvTZ7VaB70lolkF6%2Beda0TudVzjl52bY8%2B2ofwRiSR%2BY5A28HlHhTx4LjjfQaBXlrSm1jX4J87DnXMt0jDhjdawIt1INCRRNp77kFxhygv66whEGnE7s%2FlQaxL3yjMHYe6uSkeLZLl%2FgyzN3YsgkDvgNn4WZfPS9Hr6fPMAr005Z1ivWxH7me1X7bMHXst5xgT3si18mI%2FBHoB4%2BCjLtcsc0y3DiDFreVVbB0k%2Bk3bLNO3turY%2Bw2BftG4rcX66o1CtdcieuuxYL2R%2BCKx9F8Ib6SzOsyJQB%2Fi%2BXXjFa9FjC03ZXQgX6lvfWDqOwL9qyk3P7QQ6ysCfVWcFRJpmQhvFKKNQJ%2BD1IG1JXpnv8nbsQjzuiUlhRqBXtPd%2F15LrHMFujdxFlmLp19rhsu%2BhTvaYjnT5Q6wjnBsNjUn7FDSYxH3nDYsTyAcBJumPf2xpFirLGvqUZwJb1itfJBfsc%2Flgbz3ufRd6IMmudokcdxjsvd7SXFewlAMMVeodaVEukbgiljnniCvhLpqjcMzihanT%2BOZdEIgZRDMeoBbF6S0OChkC%2BsNyyuhlpPhM%2BVmi1jrcj%2FHe9ZY2nMCzn5vMQ73DE94Y49M5u86eI88s1njlzqozg6E5XYxzDkQc8ymelKFetaTaw7XnH1ki60VjDqJynPOGRM5V27LsXhXOJLwRs4ISthHg0hn3aVQ6%2FPMB7d13vMdB0UUh6XdlgfqzPZLGPZVsihsuDWV0lKZ9cptaXN91slBx7PlWRiW9u3lJbyxR4bfixOwXGJ6uMqQKEiQ9dLJJcdzKw6RArMIWMIEa3Fef28p1pZ258bls4Cy03gE9rzS9QGg7609lfFo06MlAYvQbY3Hvd9qijXhjaUF%2BVyVgLzPvUG%2B%2Fl2DngSBkgSuhjjWY3Tre2mxJrxRcgRQ1iEBy00aHUwkCJQkoCuyLVGt9VsJsbZ4%2FYQ3So6WCcuyCDQ34iYcIA26bLkHUlK4c8Sa8EaDAUEVzwhYLteIPz%2FjxqeyBHTyLym%2B1rJSxdpyvOjeDgkClwhYDow7ptdd6hw7d0UgTqVsEZc%2BEvAjsSa80dWQ6r%2BxCHT%2FNhyxBx7F2hovvzpHfES70icjAcslm%2BYckyDQmoAXsT7yutfbCG%2B0HiWD1sdNwkENO2i3ehFrZm8MOgBbd8si0B5WEbbmQ31%2BCXgWa8IbfsdNdy1bX54dfddBQYKANwKexHqo8Ma%2F3GBpnd3%2B%2FbFsWR6kjPvfN7TDS5W6%2BfGviY35nxDCN4l5a2WT%2Ff7jYUPZ7n9DCP9XqzLK7YKA7K9x%2BZ8hhI9DCBqnSv%2F2eG%2F59jSE8F8tKxypLs1a0DSatZeos96slyWKl6157H2%2F0zvQTcqtaU6yJzcwRzpKy%2FXlDs96Vh25bLWzKWU60GeEa50%2BpJkfLZPapxPD3kkj%2Fo5It7RKf3W1EOs7HZj%2BLLJoceoSzVlvhG1dVUThW78rr3jWTjpZyh7r%2Bo%2B%2Bt2hX7X4r7LZ81a5vxvJriTWzNzJHk2W%2Br4w3W7I%2BD0GhhlqcVK4l7LIU7Nbe%2FZVxopOJvH6x3wrdLPulz8qjvNpnhBPRFXYl9y0p1jNegRexxVl4Y3kwyHuZLemAXzJI%2BSyxKJ0kPhZvft1O2dlzkhjoJJIiyOu%2Brb%2BrDJVV60TpmWOttl0R61mvvovYAoE%2Bx2gNJ0gwJBIlBEInxZz616LlVaDFSG27cvJZ9zV%2BV5kqu4QdzkfJPDksYi0b4D1fGBsI9Dm8HC9aIqEbI7lXHarTGl6JwrT17lGg5eXWEOZ1%2F1VHTyGe8xHpJ8eRWMuxQJwv2gqBTgOYG%2FuVWGigpgq1ZmaU8JjXIuVJoHXyKRHKWPfx7LvqVN2kOgQk1hrnesG5EGMEOg2kBl%2FKlLYjkdD%2BEnqJcPQs9C7vTo%2BSrOlNehFo9b1mP4%2F4a5vqVhtIEOiCAAKdbiaJ6ZkAeN3uQaB1o9MLH7WFBIFsAr%2FJ3pMdaxHQktn3ahU%2BeLkSxBqzW3KxxWl5ufuz3%2BQEEGifA0DPE%2FjIZ9PctsqbOEdQiHQkwbuZAAJtRtZshychBAk16ZyAwkKePOd1i9W2eD9gvY3vENgl8PLuFjZ4IKBQx1fOxeduTrqxqhkpV9OPjyeyKcT006Ow3z6EVeKqeq4k3aB9LYSgekgQcEWAm4TXzKEpRXfMStCMEMuskjtuEl75k1Mx1YyXFO82eulX7ODZy782Qtm7awII9HXzyYO7IkaWmQ0S5TgDQSeH1H1bC7Slbes%2BqK05XrH2uTJfXW0mQcAVAQS6nDl0gFu82rUwHX1fCnNssUUEWwt0zkIU9THFY47933tXGTl2KBGO2WsTv0MgiwACnYXtcCd5uKVWA%2BrSe29hhVeBVv%2BPTjZb20o9uyQaRt50zkkCLzoS5N0FAQS6nhm03FWrBC1CoTiqRFkid3aZ71WgrSen0uIcLZoj0njRkR7vhwSYxXGIp4uN3z%2FmTMd50xJUXX5LOF5ZPK9As0GUV7MU9Oo56aRk8UI1c%2BLtSjMoYtmWE4Darj7IHiQI7BJAoHfRdLvhyxCCXiOn942d03TFmmKoslWHbuKmJoWU4kk1dR%2FyTUaAhSqTGXyQ7lq8Z52sPmvQb9VhOTG%2B2aBNVNE5AQS6cwNO2HyFbiyzMP7WkJGlLstJpmEXqMoTAQTakzVoSwoBizgr9GDxalPqP8qjuiyhFET6iCbbAgLNIOiNgEXUWoQ21vwsdVpONut6%2BD4BAQR6AiMP1kU9HyM1fZ6asWA%2BzZZJTWdTHFPLId%2BgBBDoQQ07cLcsXucd0wktdf5xYDvRtQIEEOgCECnCLYE7nhxniUHjQbsdOj4ahkD7sAOtqEMAAazDlVIbEUCgG4GmmmIELF6x5YZisQZSEARKEUCgS5GknFYEvjVU9Lohb6mslpOCJRxSqn2U0xEBBLojY9HUXwhY5jVbxLIUXkud%2FyhVKeWMSQCBHtOuI%2FfKMktCMz70UKKW6R1DZZa%2BGIol6ygEEOhRLDlPPxSDtgib9cFKV0jKe7acECz9uNIu9u2UAALdqeEmb7ZlAUrKM69L4fyroSDFn4lBG4DNmBWBntHq%2FffZspxaU%2B30hwa1k7xnS%2FzZ0ofabad8pwQQaKeGoVmHBBQasHifCnPUnhNt8Z7VuY8Pe8hGCITAw5IYBd0SsAicxNkqoBYwVu%2FZ%2BtQ7S1vIOxABPOiBjDlZV54a%2F8JKYQ7LczwsOK3i%2F6mlcPLOS8CjQHNne97xaOm5ZnNY47gfWipIzKubkJbYs0IzOrmQIHBKwKNAW5bynnaQDEMTsPyDiUBISCWoJZPVe7a2uWRbKaszAh4FujOENPdGAvJGrX%2B8Ki%2B61A1Dib1l3jPe842DpceqEegerUablwTkkVquukrdMMwp58my4XyGwBkBjwJtieed9Y%2Ft1wmU8javt2S7BImzNWygG4YWz3erZmsZmrlhjZlv1ctvExF42WFfv6jcJl1m6pWbtK%2Fuwlse2rNVl05Eem7DVaHYKrvkb7VmPpRso8WDjvUqdvxe%2FJLxbnnmhorn5ncG5Nl3eakRgA8qz0Nt1I3nqlHsM%2FeS9ZMKN6ueaxxfkgi8mnmyVuxZNiydJOI5J5vcduj%2FEzWOW9aZ21b2q0hAAv3zgK%2BcJcSjsujRvrki%2B91AY%2FmHivPDK0oKRZckMKooaXBbkuK52qdHMRu1zdYYu0JTo7HQmPQearMcZ8Pk9XiTsCe4OrgtNzWV1yoIPfHosa3WedHW2HMPTDQmrfO5e%2BhX921EoNuasIcbbm2J3F%2Fbm8YmWE7IxqJvzT5qv26FerVyBPoqQdv%2B3Mm38fKYe9RQwKj98jiGktvUSqB%2Fm9yivjLq7rdluh0C7c%2B%2B1hkMV6Zo%2Bus9LXJNoJVAj3ppb114oIObB%2BX4OiQs%2F86illtOyL56SmsgsENAi09Gu%2FOt%2FuRcFirWNyKLHvv09c54PfpZN9RGnYlz1G%2B23UDA40rCOzwUefjW2RVqZ87lrvbTi5syNwz4RZUKN72x%2BJ76USER7SenwzpmUusgHwR%2BIdBqJaEGc6ogtWrTcgjIE9biA0vSQZp7MhEL65J2hVPetjSwYF55x6kpl0lq%2BVfz6aSqFXRXQ00SZ03Rs84Cudp%2By%2F5Wx%2BOOY8%2FSH%2FJWImAJcVRqwmGxWhFouUS3iutW5RYmalvO5fhWvTm%2FpbKp8UD8nPayzzMCllWPz%2Fbi01QELGLUGkxOTDH1auCoL%2FLaU4Uv5stZWn7UhtRtsf6zd60YJfki4PnY80XKYWtazeJw2PVfmyTRs8QSYwz51wIyP%2BhS2%2Fqwea32srQ1s2nsBgEIeCAwu0BL7N43GsL67OGj4nMeNn%2BXF33UD7ZBAAIVCMwu0FbvWTfqSt4E04wA6yNLdULBi65wMFAkBLwRmFmgc7xnq5im2FuzCSyir3a%2FlVJwoTw5c70LVU0xEJibwMwCLZGzeKIS0px5zykjzCr8LZ88hkCnWJA8EKhAYGaBtsSec0IRFnNp0YRlXq5Ec9Tl8xZu5IXA0ARmFWiJm0XgPm7wt0DWm48jPpd46IONzkHASmBWgbbEcOU9W6fDWe2g%2FAqfWLxoSx9y2sM%2BEIDAzQRmFejXDdw1c0Mi3SJZvGjCHC0sQh0QuJHArAJtWQmo8EarJC%2Fa8sxoSz9a9YF6IACBQgRmFGhL7NkqmCXM8qmhEMuVgKFYskIAAh4IzCjQlql11gfyl7CppU7LyaZE2ygDAhBoSGBGgbbg%2FYclc6G88tpTY97MUS4EnWIg4JEAAn1sFUs8%2BLgk21bLykJbyeSGAAS6IYBAH5uKEMIxH7ZCAAIVCSDQx3At8erjkmxb76rX1kpyQwACVQkg0Md475olged%2BbBe2QmAKAjMKtCW%2Be4dQqs5UD9rSlykGNJ2EwEgEZhRo2U8zJVKShLL1kmrLMzZS%2B5HSV%2FJAAALOCMwq0BbP0yKYJcxrOSF8W6JCyoAABHwSmFWgvzKYQ4LZKtTxbgjBMrfZcqIxdJmsEICABwKzCrRV2D5sYCyFUyz13LEMvQEGqoAABCKBl%2BOHyd4lblpSnRpO0EOJ9P%2BFNR87%2Bonh5qDMZXlmh1fzxify6QplOWNG9tEqzngSumvBkFdutAsCRQl8EUL4OfFVtOKDwhROSG1TzKd9aiSJc6wj9d0SCrnSZp2cUtv0QUJFOimqv98Zyv0hhPD3EIL4p85wSWjKFFk8HntTgO%2Bpk14HiUUkJFISitIinSPO2qdVKiHQ8pDVZvFLFfu9fCpDZbU6QbXiXKser8derf5SbgYBr4Mkx4uWcKR4imeY5AnKK9wToqPfW4rTFYHWvhbbH%2FV5a5ti9njUxyPNwv%2B4JLYOS8DzIPk6UyTVJwlQTtKJIdebbOk9q28WgY43OWsL81KsxTH1XkKOrXrfx%2FOx1zvbYdrveZBYBGgpDPGz%2BpYSG5XXK8%2FbGlaJ9ehdYtTaY%2BFAQ%2BcAAAjSSURBVLTysdh62bern3Xias2mhwPUYo8e%2BkMbKxDwPkgknFcFQvvLG1dfVZ5e8ij1PddbXrfpDk%2FRKtDrNrf8Lv6I9PMHsPdj7%2FnW8u0WAj0MktxQRysBiuGD1gbsSaBlC12htFpY1NoWOfX1cOzl9GuKfWZdqLJl3DeMf9i6VUat356GEJ7UKnywchVK0s1XPOnBDDtjdxDoZ1bX30y9bfi7qWd71v2kRRrv1a1iuNIl0vIcEel007IYKJ1Vs5wI9POotXLtNUeetDxntYdkJ6Awx11hIXtr798j9X8w72%2FpRC1AoF80tkRa4Q7r8zpeLOnaL1pWPoPnrCX3Ct%2BI%2BUuPlz6r75Z%2FON%2Birdk1epEgAIEDAr3eqCg1u8NyI9HbvN4aNwl1Iy9laqKGlMIUskPuTJg7piYeHArNN6Uee8pHmpRA6iCRkHlLulS2tN8ixuu8HufylhRocVR5OUlCnbvysvXinpz%2B1dondewqH2lSAqmDxKNAR5NJWCz9WIvv0XeVmytcsX213ksIdPSYS7RRnvcRy71tLZfHl%2BhnqTJSx6zykSYlkDpIdHB5TxIseWS5l9xRQCRauonlXTiuCrTCE6VnU%2BSI9KxedOqxh0B7V56K7UsdJD0I9BKTxEsCpP5JcKP4br1rIYwu0ZW%2Ft4UUW%2F05%2B01Map58rCI9ayw6NSyEQC%2BP7Mk%2BjyrQe2aUAEu8awrUXt01fpf3eSbIcbtOVK2WpFvapfZJ1GdLqScy%2FSEFaVICswn0aGZWiOIspKPtujpomVLaFU8cepc3OWM686J1dUeamAAC3b%2FxdTWwZUd5zDXizKnEUj3EKNSp5Y6UTycy3e%2BIDJbvEu%2FS9whGYndrX7QwoEXSga1L%2FpTUqk0pbSHPiwRi%2BEZbtDz47gU9EhedJFJFxsMipBeptvlFJ1mFn8RKC7JkO60gZBVhG%2F5ua9nyvJZn8eVnt52gYW4JWGLRxFrdmpGGrQmw1HtNhO89EvjK0OhUT9tQJFkhUIcAAl2HK6W2JWAJs7zetmnUBoF8Agh0Pjv29ENA8VQSBIYjgEAPZ1I6BAEIjEIAgR7FkvQDAhAYjgACPZxJ6RAEIDAKAQR6FEvO3Y9RltTPbUV6%2FwIBBPoFJPzQIYHURVDqmmVKXocoaPJIBBDokaw5b18sU%2BdYNTfvOOmu5wh0dyajwSsCWnhieXoe%2F169AshXvwRe9ts0WuaQQBTDGPPV%2FGP9seudXml8tkQqLsuiltQye8un56lwourNahXby7M4KsJtVLTivHuPHNWzMKJoN2rOL9XohLHXpuXzXeLnWR83Kliynx4rGlno3fIQs5Z2pa7GBBDoxsALVyePa3lg731ufcDvPUJzr30zPrBfQ%2BHskayzcil8mPRbHALdr%2B3Ucov9omdW26M%2BE50tkZ7xQUnynLdYrH%2Brba%2B%2Bj4DBW285wAdH0V33dOCuD%2BbU77VCH%2FLoLaENtVdtmTGlPop1Vj4zjokX%2BoxAv4Ckmx9SPbAj0S75jys5nrPaNquHePZnxtFuOkZJkxJAoPs1fAmBlgjE%2FyzMDTNoP2vMOYrPzN5hZHD2jkD3e4xebjkCfRnhbQWUEugoEFahljDLA7eGNJb15Z4UboNesOLI4ewdgS4IvbeiEOjeLPasvaUFeikU8mwVsliHHxRj1u%2FanivMsZ7Z%2F%2BIqcjh7R6CfjfnpPiHQ%2FZq8pkCficbV7TPPe44jLpUhAh2JOXpnqbcjY9CUogS0Uu69oiVSGAQaE0CgGwOnuiYEtPT87ZuXoDfpKJWMTQCBHtu%2BM%2FZO4vxGCIH%2FKZzR%2BoP1GYEezKCTd0dhjdd4ENDko2Cg7iPQAxlz8q7oqXp4zpMPgtG6j0CPZtF7%2B%2FNRCOH3IQS9t0oKaTwh5twKN%2FW0JIBAt6Q9fl0%2FPW7MSTBfDSE8rdxlla96Wp4QKneJ4iHwjAAC%2FYwFn8oS0E06TXOTgP6t4IwKecxRmFW%2BvpMgMCQBBHpIs7rqlIRaS7UV%2BpCgKlZsTRJh7RcFX%2B%2FM0rBSJH93BPjLq%2B5M1nWD5fnGsIdWKGpJ9yuP92XHJMjfPkRYMzP4e6YlHT5PQwCBnsbU7jqq%2Fwbk%2FwHdmYUGeSJAiMOTNWgLBCAAgQUBbwJNXHFhHD5CAAJzE0Cg57Y%2FvYcABBwT8CbQjlHRNAhAAAJtCSDQbXlTGwQgAIFkAgh0MioyQgACEGhLAIFuy5vaIAABCCQTQKCTUZERAhCAQFsCCHRb3tQGAQhAIJkAAp2MiowQgAAE2hJAoNvypjYIQAACyQQQ6GRUZEwgwLM1EiCRBQKpBBDoVFLkgwAEINCYAALdGDjVQQACEEglgECnkiIfBCAAgcYEEOjGwKkOAhCAQCoBBDqVFPkgAAEINCaAQDcGTnUQgAAEUgkg0KmkyAcBCECgMQEEujFwqoMABCCQSgCBTiVFPghAAAKNCbQS6N817hfVQQACEOieQCuB%2FlMiKeVDzBNhOcz2B4dtokkQ6JbAy85aLnH%2B4YY2%2FRhC%2BCahXuX7PITwNCHvWRaJ2fshhNST11l5tbZbTpgfhhDeqdWQk3Jlv59O8sy2%2BY%2B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%2F%2FNMkvuv%2BuP%2FvZJv%2F9q2HSqJoAgUYFdkpylpN81NeuHbbw%2F293MuP4ZZL6mlZfzz6d5O1JPt7ouJVFgAABAgQIECCwAAEB1gIQNUFgiQK7JXlSkmsvoc8%2FJPlRkh90n3%2BY5ISPI5IcvoQadEGAwDAEKlQ%2Fd%2Fdxrk0%2BnzPJLkl2XMIwKoB%2FXpJnJfn9EvrTBQECBAgQIECAwBIFBFhLxNYVgQ0I1A%2BAByS52Qba6OPSn2wSalWg9b0k30jyzSS%2F66NDbRIgsDKB%2Bjp0kSS7JjnvSQKr066sqn%2FuuFZlPTbJixuqSSkECBAgQIAAAQIbFBBgbRDQ5QSWIHCtJG9Kcrol9LXILmr1VgVZFWh9LskHu0d%2BFtmHtggQ6EfgikmumuQSSS6a5MJJtu2nq95afUuSOyQ5rrceNEyAAAECBAgQILA0AQHW0qh1RGBdAg%2FqHodZ18UNXvT1JJ9M8qEkH%2B323GqwTCURmJzAHl1gVaHV1ZJsMxKBryWpXwIcOZLxGAYBAgQIECBAYLICAqzJTr2BD0DglkleP4A6N1Li95N8vluhVau0vmi1xEY4XUtgJoELJrlckst3ny89osBqcwAVYtV4%2F3cmHScRIECAAAECBAg0KSDAanJaFEUgtVl7BTtTPL7ardB6d%2Fd5igbGTGCRAjsnuWn38ofdB%2Fg48iIs6pcBt15EQ9ogQIAAAQIECBBYjYAAazXueiWwlkC95a9%2B6Jz68ZskByepMOsdSX4%2BdRDjJzCjwFWSXDfJ9ZNcbMZrxn5a7Yf16rEP0vgIECBAgAABAmMVEGCNdWaNa8gCD0jynCEPoKfa%2F5rk00ne2X18q6d%2BNEtgiAL1FsDrJPmXLrg68xAH0XPN9YuB8yX5c8%2F9aJ4AAQIECBAgQKAHAQFWD6iaJLABgXrL1w%2BT7LCBNqZy6WFJ3tWtzKoN4R0EpiZwzu7RwOsl2Wdqg1%2FnePdNcuA6r3UZAQIECBAgQIDACgUEWCvE1zWBzQjcK8l%2FkJlb4CfdhvcHdRvBz92ACwgMRKBWVt2q%2B6jHBB3zCXw3SW1i7yBAgAABAgQIEBiYgABrYBOm3NELfCTJnqMfZb8D%2FHaSCrJelaTecuggMAaB2oD8tklqtZVjYwK7JvnmxppwNQECBAgQIECAwLIFBFjLFtcfgS0L1MqKY5L4e7mYu%2BT4JB9I8qJuz6y%2FLKZZrRBYmsCFktw7ye2TnGlpvY6%2Fo0cnefL4h2mEBAgQIECAAIFxCfhBeVzzaTTDFrhFkjcMewjNVn9kt%2B%2FNC5PU44YOAi0L1Nvy7prEI4L9zFKtdN2rn6a1SoAAAQIECBAg0JeAAKsvWe0SmF%2Fg%2FkmeO%2F9lrphDoN5k%2BJ4kFWS9N0mt0nIQaEHgvN1qqzsl2b6FgkZcw4%2BSnGvE4zM0AgQIECBAgMAoBQRYo5xWgxqowP5JHjXQ2odY9g%2BSvDjJy7pHN4c4BjUPW%2BCUSf4lyT2T7O3x4aVNZgXXp0ry56X1qCMCBAgQIECAAIENCwiwNkyoAQILE6i3D9ZbCB3LF3hNkgoQawN4B4G%2BBU7frba6X5Kz992Z9jcrUCvevOTBzUGAAAECBAgQGJCAAGtAk6XU0Qs8P8l9Rz%2FKtgf47iRPT%2FLxtstU3UAFzpbkQUnukaRCLMfqBHZJUqswHQQIECBAgAABAgMREGANZKKUOQmBZyR5yCRG2v4gP5vkKd3bC9uvVoWtC9TbBPdLUvtbOdoQ2CnJUW2UogoCBAgQIECAAIFZBARYsyg5h8ByBCowecRyutLLjALfSPK0JAcl%2BcuM1ziNwAkCl%2B72tbtxkq2wNCVQG%2BX%2FvKmKFEOAAAECBAgQIHCyAgIsNwiBdgQel%2BTx7ZSjkk0Eaq%2BcA5L8Z5L%2FJUNgDYGrJXlkkmuSalbgtEl%2B12x1CiNAgAABAgQIEPgnAQGWm4JAOwIP71b7tFORSk4qUI8cPTXJ89AQ2IzAVbv7Y3c6zQv4%2Fqf5KVIgAQIECBAgQODEAr6Bc0cQaEegNnd%2BVjvlqORkBA5P8ugkr09yPKnJC1ys2%2Fz%2FupOXGA6A73%2BGM1cqJUCAAAECBAj8TcA3cG4EAu0I3CvJf7RTjkpmEDgkSa2cO3iGc50yPoF6k93%2BSW4zvqGNekT16GA9QuggQIAAAQIECBAYkIAAa0CTpdTRC9w6yetGP8pxDvD9Se6T5LBxDs%2BoTiJwmiSPSVKrJk9FZ3ACP06y8%2BCqVjABAgQIECBAYOICAqyJ3wCG35TA3kk%2B0FRFiplH4I9JnpnkSUn%2BMM%2BFzh2UwC26R33POaiqFbupwJeSXBYJAQIECBAgQIDAsAQEWMOaL9WOW%2BASSb4y7iFOYnRHJHlgkrdOYrTTGeQFkrw0Sb1h0DFsgfcmsV%2FZsOdQ9QQIECBAgMAEBQRYE5x0Q25W4GxJjmy2OoXNK%2FDhJPsm%2BcG8Fzq%2FKYFtkjy%2Be1xw66YqU8x6BV6Z5E7rvdh1BAgQIECAAAECqxEQYK3GXa8ENidQfx%2F%2FimZUAvUo4VO6N9TVI4aOYQncKMlzk5xrWGWrdg2BZyR5GCUCBAgQIECAAIFhCQiwhjVfqh2%2FwLFJzjz%2BYU5uhLW5%2B12S%2FPfkRj7MAdcG3%2FW44LWGWb6q1xB4SLePGSgCBAgQIECAAIEBCQiwBjRZSp2EwDeSXHQSI53mIA9M8oAkv5nm8Acx6nqbZG3GX48OOsYpcLskrx3n0IyKAAECBAgQIDBeAQHWeOfWyIYpUJsLX3uYpat6RoEfJrmD1Vgzai3vtLN3ocaey%2BtSTysSuEqST6yob90SIECAAAECBAisU0CAtU44lxHoSeD5Se7bU9uabUfg%2BCTPS7Jfktony7FagXq88zlJTr%2FaMvS%2BJIGdkhy1pL50Q4AAAQIECBAgsCABAdaCIDVDYEEC9%2B82jV5Qc5ppXOA7SW6W5GuN1znW8s6QpN5Id8OxDtC4%2FkmgHt8VVOMaGtQAACAASURBVLoxCBAgQIAAAQIDFBBgDXDSlDxqgesmeXcDI6y3r9XG4%2BdJcr4ku3QfF05ywQbqG1sJd03y8rENqvHx7JbkLd4wuPBZqoDoq0kOT%2FL9k3y8LMk%2BC%2B9xvga%2FnOQy813ibAIECBAgQIAAgRYEBFgtzIIaCPxDoMKhbzcA8sgkTz2ZOuqH%2F4tt8nHJJGdroO4hl%2FDqJPdMctyQBzGQ2q10XMxEVRj0zW4FYYVW9RKKI06m6WOSbL%2BYrtfdyhuT3HLdV7uQAAECBAgQIEBgZQICrJXR65jAFgVqf6RVH29NctM5izhTkksnuUSSiye5lJUOcwomhya5cSMh5tzFD%2BCCenTsFZ3xAMptpsSfJ%2Fl0F1TV464VVH1lzupqFWetylr1sX%2BSx6y6CP0TIECAAAECBAjMLyDAmt%2FMFQT6FqhH987bdydrtP%2BjBT1atW2SKybZfZOPM654bK13%2F9vuLYVva73QgdW3a5J3dI%2FEDqz0pZdb4dRnutCqgqvaq22jx82T1OqnVR936vY9W3Ud%2BidAgAABAgQIEJhTQIA1J5jTCSxBoIKL2oNq1ceOSY7uoYjLJrlmtxfO1XtofyxNPivJQ8YymBWP41bdHmOnWXEdrXb%2FwyQfSPLeJB9K8qseCn1mkgf30O68Tdb%2BV%2FXoo4MAAQIECBAgQGBgAgKsgU2Ycich8NgkT2hgpPVD%2Fxt6rqMChb26QOs6Sc7fc39Da%2F7j3aOcPxta4Q3V%2B4Ik92monlZK%2BWiSelS4gqtvLaGoLzbySLHve5Yw2bogQIAAAQIECPQh4Bu5PlS1SWBjAtdP8q6NNbGQq%2BuNYXdbSEuzN1KPTtabGK%2BdpFZnWTGTHNmtyPvc7IzOTLJDknd2j7AC%2BbtAhVVv6t6%2BWPtaLes4S5IWQtgK0eoFFA4CBAgQIECAAIEBCgiwBjhpSh69wNmT%2FKSBUf44yc4rruM2SfbtVmmtuJSVd18OB668imEUcIUk9SjuTsMot9cq39%2BtpHx7kl%2F02tOWG6%2FVnAetqO9Nu31pkrs3UIcSCBAgQIAAAQIE1iEgwFoHmksILEGgftBsYbPzCyb57hLGu1YX505y5yS1AXP991SPehzugUn%2BPFWAGcZ9%2ByS1evBUM5w7xlP%2B1O1jdcJKqz72s5rXrYLX%2Bvu76uPeSV646iL0T4AAAQIECBAgsD4BAdb63FxFoG%2BB2ky5HqNb9XG%2FJBWatHTskeSOSW6cZPuWCltSLbUvVo392CX1N6Ru%2Fj1JhRRTPA7tNqp%2FZZJjGgOo1ZznaKCmyyf5fAN1KIEAAQIECBAgQGAdAgKsdaC5hMASBJ6c5JFL6GetLt6XpDZXb%2FXYO8ntktwsyXatFtlDXYd1b3H8fg9tD7HJ03Ybku8zxOI3UPPvk7w%2ByUuSfGYD7fR56aWTfKnPDuZo2%2Fc8c2A5lQABAgQIECDQmoBv5lqbEfUQ%2BLtArb6qVVirPv6Y5ExJjlt1IWv0f%2Fpub5v7N7Bv17KoalPsayY5ZFkdNtpPbdZ%2BcJJLNVpfH2XVZuQVWr0uyW%2F76GCBbT4%2ByeMW2N56m%2Fp0kt3Xe7HrCBAgQIAAAQIEVi8gwFr9HKiAwOYEtknymySnbIDnJt2G2A2UsmYJ5XXzJA9Octk1zx7%2BCRUs3jDJB4c%2FlHWN4Hzdfk9T2Betvh68Nsl%2FJPnaurRWc1GFbZdZTdcn6nX%2FJI9poA4lECBAgAABAgQIrFNAgLVOOJcRWILAJ5JceQn9rNVFbcBcb8Ab2rFXkgclud7QCl9HvbVx%2BWvWcd2QL6n9jOoR11ohOOajgqtnJvm3JL8e2EBbeaNqsdXXg48MzE%2B5BAgQIECAAAECmwgIsNwOBNoVeFKSRzdQXr0Rccck9XazIR4XTfKIJLdqZEVbH4bHJ6nHJ1vbcL%2BPsVabV0%2FyrpHve1bB1fO68OqXfUH23G69MfPZPfcxS%2FP%2Fm%2BQMSeqzgwABAgQIECBAYKACAqyBTpyyJyGwZ0MrBuqtd28fuPrOXSB494GP4%2BTKr83%2FWwg9%2ByS%2BRZI39NnBitv%2BQ5LnJ3n6CN40WZu31ybuqz4%2BlKRe%2BOAgQIAAAQIECBAYsIAAa8CTp%2FTRC9Q%2BWLX6qT6v%2BnhbktoLawzHLkkq6KkVWWP8GvjSJPdIUquyxnbcLcmLRzpvtcKx5u4JSY4ewcRdOMmhjYzjUUme0kgtyiBAgAABAgQIEFinwBh%2FeFsnhcsINCnwgYZWDtReQ0N9lGlzk3vxLsi6QZMzv7GiarPv222sieaufkiSZzRX1WIKemWSelvfDxbTXBOtHJDkoU1UktR%2BaZ9vpBZlECBAgAABAgQIrFNAgLVOOJcRWJJA7Wv03CX1tVY39%2BnegLbWeUP78z2SPCt%2F%2FyF3TEdt6l6bu4%2FheECS54xhICcZQz2W%2B8iGViotkviobu%2B8Rba5nraOTFKbyTsIECBAgAABAgQGLiDAGvgEKn%2F0Ai29xevwJOcf6aNpdSPdMMlTk1xkRHfVq5PcceBzdq8RBqefTfKvSerzGI%2FbJKlVgC0cL0pS95CDAAECBAgQIEBg4AICrIFPoPInIfDlJJdqZKTXTvL%2BRmrpq4x7JqnHn07XVwdLbveFSe695D4X1V3NRdU%2FlqNC4AclecdYBrSFcbSyeXuVd60kB4%2Fc2%2FAIECBAgAABApMQEGBNYpoNcuACj%2Bv2x2lhGO9Lcp0WCum5hrN2q7Hu0nM%2Fy2q%2B3mi337I6W1A%2F9fjjqxbUVgvNPCbJ%2Fi0U0nMNV07yiZ77mLX5Xyc5w6wnO48AAQIECBAgQKBtAQFW2%2FOjOgIlcMkkhzREUY%2FYfauhevospfbHeslIHiu8b5J%2F7xNrgW3vM6JVM7X6p1aSfX%2BBPi039eYkN22kwIOS1OOMDgIECBAgQIAAgREICLBGMImGMAmBejvZuRsZ6cuT3LWRWpZVxpO7zbaX1V9f%2FdxoAI%2BvVWBbK3hO2xfCktr9RRdcvXFJ%2FbXQzQWSfKeFQroabplkSv4N0SuFAAECBAgQILB4AQHW4k21SKAPgXpLXu2d08pRm8vX272mdFwxyeuS7DLgQf8%2ByTWSfLrRMVRIWxub79hofbOW9e4k%2Byb56awXjOS8Fye5e0NjqX3sfttQPUohQIAAAQIECBDYgIAAawN4LiWwRIFdk3x9if2t1VVtcv7wtU4a4Z%2BfJsmzk9xjwGP7ZZLLJ%2FluY2M4YxesXbixuuYp57ju7YIvm%2BeikZx7tsZC7XoD5x1GYmsYBAgQIECAAAECSQRYbgMCwxH4YpLLNFLub5KcM0ltkjzFozayf2WSHQY6%2BNqP6UoNrRDaJsmHu5oGSppPJrltkh8OdQAbrPtpjYXaeyX5yAbH5HICBAgQIECAAIGGBARYDU2GUgisIXC%2FJM9rSOlRSZ7SUD3LLqXCq1ckue6yO15Qf19OcpUkv1tQextp5h1J%2FmUjDaz42qn%2FXdi%2B26S%2BHtlr4ag9A4f8qG8LhmogQIAAAQIECDQnIMBqbkoURGCLAvWI1dFJtm7E6FdJzpvk543Us6oy7pPkGUm2XVUBG%2Bi3Vj1dK8mfN9DGRi%2Btx%2B1qv6ghHocnuVmSCgOnfNRjtQ9sCOCJSR7XUD1KIUCAAAECBAgQWICAAGsBiJogsESBtyS5yRL7W6ur%2BsH1wWudNIE%2Frz3K3prkggMc62uS3H5FdT8ySb3hcYhHvd3uLo2sYFulX228XyueWjoqWK%2FHZB0ECBAgQIAAAQIjEhBgjWgyDWUSAtdP8q7GRnquJD9qrKZVlFP7OD0%2FyV1X0fkG%2B7xXkhdtsI15L98nycHzXtTI%2BQ%2FrVt01Us5Ky6i94FraLP2jSa6%2BUhGdEyBAgAABAgQI9CIgwOqFVaMEehWo1Q616qGVw9u%2BTjwTt0pSj8Vt18oEzVjHZZN8acZzN3pavQDgK0nOvNGGlnx9PS5bjwzaHPzv8Jfo5nHJ03Cy3dUK1be1VJBaCBAgQIAAAQIEFiMgwFqMo1YILFPg%2Fkmeu8wOZ%2Bjrckm%2BMMN5UznlIkne21jQuJZ9PXJ1yST1hsm%2Bj88kuULfnSy4%2FQrcagXkjxfc7pCbqzcv7t7QAGpPsvM1VI9SCBAgQIAAAQIEFiggwFogpqYILEngNEmOStLKG79q2IckufSSxj%2BUbs7UrQS52lAKTlJvA7xRz%2FW2tuH3LMMtl9skOW6Wkydyzm2T1P5pLR31ptYXtFSQWggQIECAAAECBBYnIMBanKWWCCxT4IAkD11mhzP0VRta%2F%2BcM503plFMkeWmSOw9o0HVfPbOneq%2BX5L96aruvZmuT%2BUf31fhA260Q%2FXtJdmqo%2Flo5uGOS3zdUk1IIECBAgAABAgQWKCDAWiCmpggsUeDsSX6yxP5m6epn3eM7y3gEbZZ6Wjqn3tTYVyjUxzivkuQTC274%2FN0eWy2tHFxriLWf2RvWOmmCf%2F7UJPs1Nu6qqd5q6SBAgAABAgQIEBipgABrpBNrWJMQOChJ%2FYDd0nFgkn1bKqihWmqFWq3G2qqhmrZUyk%2BT7Jrk2AXVeuruMdMLL6i9vpv5XZJrJak9nhwnFqiN27%2Fc2H385yTnSHK0ySJAgAABAgQIEBivgABrvHNrZOMXqIDha0la%2B3t8jSQfHj%2F%2FukZ4wyRvSrL1uq5e7kX1pr29k%2Fx1Ad2%2BtttDagFN9d5EhXb7dCFN750NrINTdW8dbC2IrLd%2B3m1glsolQIAAAQIECBCYU6C1H3znLN%2FpBCYv8JYk9dr4lo7aYL5%2BwP1VS0U1VMs1u83dax%2Bh1o%2FHJNl%2Fg0XeMckrNtjGsi6vx3IrgP32sjocWD9PS%2FLwBms%2Bd5IjGqxLSQQIECBAgAABAgsUEGAtEFNTBFYgUI%2FzfGUF%2Fa7V5SuT3Gmtkyb853skeV%2BS7QZgcJkNrEY6Z5JvNvbGzC2R%2FyDJVZP8aABzsooSr5TkU6voeI0%2BX5LkHg3WpSQCBAgQIECAAIEFCwiwFgyqOQIrEHh7kno0rbXjZklqhZhj8wKX6x61PG3jQIcmuVSSP85ZZ%2F37UhvB7z7ndas4%2FfAuvGrtxQirsNhcn7XxfgWRFUi2dNTeV%2Bez%2BqqlKVELAQIECBAgQKA%2FAQFWf7ZaJrAsgVoh88VldTZHP%2FU2wtqny4qWLaNViPXBJKefw3UVp9YbFB86Z8cPSPKcOa9Zxen1uODVktTG9Y7NC7w1yY0bxLH3VYOToiQCBAgQIECAQF8CAqy%2BZLVLYLkCra7CqhU4V1kuxeB6u2ySjw3gccJ67HHWt%2FJdsHu0dZvGZ%2BPrSfZK8rPG61xleXdIUo8Et3jY%2B6rFWVETAQIECBAgQKAnAQFWT7CaJbBkgUsmOWTJfc7a3eOSPHHWkyd6Xr3t7wONj71WKs369rn%2FHkBwWY9G1p5XxzTuvsryzpvkq42Gqy9Mcu9V4uibAAECBAgQIEBguQICrOV6641AnwKvSnL7PjtYZ9vHJ7lekveu8%2FqpXHbzJG9I0vLX5UckqTfRndxRm%2Ff%2FZ%2BOT9r1uby4rr7Y8UbU3Wz2aXKvpWjuOS3IeK%2Bdamxb1ECBAgAABAgT6FWj5B6V%2BR651AuMTOEeS%2BsG8xce2fptktyS1isexZYH7JHlBw0C%2FT3Khk9nX7IzdPbh9w2OovyP1WOtRDde46tLqe4MKnK%2B16kK20P9jkzyp0dqURYAAAQIECBAg0JOAAKsnWM0SWJHAU5Pst6K%2B1%2Bq2goMKsX611okT%2F%2FOW57Cm5t1Jrr%2BFOXpJkrs1PH8%2FTnKFJP%2FTcI0tlNbyPXhk9%2BbBClMdBAgQIECAAAECExIQYE1osg11EgL1NrvDk7S6AqbeuLfPJGZiY4N8c5KbbqyJXq%2B%2BUZJ3nKSHCoY%2B02uvG2u8Hju7Uren08ZaGvfVt07yuoaHuG%2BSAxuuT2kECBAgQIAAAQI9CQiweoLVLIEVCtw%2FyXNX2P9aXdf%2BSHdZ66SJ%2F%2Fmpk9QbHGvFWovH0d3eSJuupvtSkku3WGySvyS5dpIKUB1bFrhiktqAf%2BtGkb6Z5GJJal89BwECBAgQIECAwMQEBFgTm3DDnYzAd5JcoOHRPizJMxqur4XSzpLks0nqTXAtHpsGkbfoNqBvsc6q6a5JXt5qcY3UVZu11%2F1W%2B5i1elwjyYdbLU5dBAgQIECAAAEC%2FQoIsPr11TqBVQnsmeQjq%2Bp8hn5rBUW9de8tM5w75VMukeRzSWpFVovH3t2Kne8mOXeLBXab4t%2Bv0dpaKavC0i80PIfl9Pok9XijgwABAgQIECBAYKICAqyJTrxhT0LgFUnu2PBI%2F5CkVlR8quEaWyitHrdsdfVQbYr%2BsiSPbwFqMzXUnly175VjywLbdauaLt8w0i%2B7t1%2FWo6sOAgQIECBAgACBiQoIsCY68YY9CYHayL3e%2FNfyI0G%2FSbJ7kq9PYkbWP8hXJ7nd%2Bi%2Bf5JU%2FT3Jxbxw82bk%2FZZIPJKkVmy0fd0%2Fy0pYLVBsBAgQIECBAgED%2FAgKs%2Fo31QGCVAncewBu7jkpSm0f%2FcJVQjfe9bZLPJ9m18TpbKu%2BaXTjTUk2t1VKP5d2ytaJOUs8nk%2BzReI3KI0CAAAECBAgQWIKAAGsJyLogsGKBekSv9ceoDktyhSTHrtiq5e7Pn%2BTLSU7bcpGN1PaUJI9qpJZWy3hhknu2WlxX15%2BTXDRJ7bHmIECAAAECBAgQmLiAAGviN4DhT0LgQkm%2BNYCRfi3JXkmOGUCtqyrxJja%2BX5O%2BNr2vMNSxZYFnJ3ngAICemORxA6hTiQQIECBAgAABAksQEGAtAVkXBBoQqLewPa%2BBOtYq4dtJrpbkp2udOOE%2Ff06SB0x4%2FCc39NpTrVbs1Obyjs0LvCTJ3QaAU6sNa2P5WoXlIECAAAECBAgQIBABlpuAwHQEDk6yzwCGK8Rae5K%2BkOSya582uTNunaT2dXJsXqA2Qr%2FrAHCOS3LJ7iUUAyhXiQQIECBAgAABAssQEGAtQ1kfBNoQOFuSQxt%2FK%2BEJUvX2xGskOaINuuaquFiSeuTS8Q%2BBCq4qwHJsXmBIb7LcdwAvn3CfESBAgAABAgQILFlAgLVkcN0RWLHADZK8c8U1zNr9%2FyTZ0wbOW%2BR6apL9ZsUc%2BXk%2FS1J7vf1i5ONcz%2FC2TvLWJNdfz8UruObdA6p1BTy6JECAAAECBAhMV0CANd25N%2FLpCrw4yd0HMvx6K2Ft7P7VgdS7zDJP3a2o22WZnTba17WTvL%2FR2lZZ1nZJ3pXk6qssYo6%2Bj%2Br2MBNEzoHmVAIECBAgQIDAVAQEWFOZaeMk8A%2BB0ySpDZIvOBCU2pj7Okk%2BOZB6l1lmhXsfWmaHDfb1iiR3brCuVZd0pi7Uu9yqC5mj%2FwraPjrH%2BU4lQIAAAQIECBCYkIAAa0KTbagENhGoN7V9PkmFWUM4%2FpjkdkneNIRil1zjG5PcfMl9ttLdL5PUCrT67PiHwPmTvDdJfR7K8dgkTxpKseokQIAAAQIECBBYvoAAa%2FnmeiTQisAtkryhlWJmrGP%2FJPWD7vEznj%2BF086V5DtJ6pHCqR33SvKiqQ16jfFerdvn7vQDcqlVV7Wa0N%2FrAU2aUgkQIECAAAECyxYQYC1bXH8E2hJ4eZK7tFXSmtW8p1txdNyaZ07nhMclefx0hvu3kda%2BaJcSepxo1v81ybOSnGJA98JPk%2ByapPa7cxAgQIAAAQIECBDYooAAy81BYNoC2yb5XJKLDYzhK0lumOSHA6u7r3K36VZh7dxXBw22u3uSTzdY16pKGmIYXVZXTPLZVaHplwABAgQIECBAYDgCAqzhzJVKCfQlcIEkFQhVmDWko95UVns%2FTX0T8xPm7NZJXjekCdxAra9PUuN1JDsleVuSKwwQ46FJnjnAupVMgAABAgQIECCwAgEB1grQdUmgQYHrdvvmDOnRo2L8S5KHd49NNci69JLqsbqLL73X5Xb4p%2B4Nmj9YbrdN9larl96ZZIcmqzv5ouqFDLUPn4MAAQIECBAgQIDATAICrJmYnERgEgL7JnnZQEdaPwzXXl6%2FHWj9iyr7Wknet6jGGm3n%2BUnu32htyyyr9rv6t2V2uMC%2BPphknwW2pykCBAgQIECAAIEJCAiwJjDJhkhgDoF6y9%2Bj5ji%2FpVNrP6x6pPDzLRW1glo%2BnmSPFfS7jC5%2Fl6TeuvjzZXTWaB9n7R4VvUaj9a1V1te7fa9qLh0ECBAgQIAAAQIEZhYQYM1M5UQCkxF4ZZI7DHi0T0ry2AHXv9HSdxtxiFdvW3ziRoEGfP0NkhyY5CwDHUOFzLVXV7150EGAAAECBAgQIEBgLgEB1lxcTiYwGYGDB%2F6Iz2eS3DbJ4ZOZsRMPdOjzt7lp%2B1WSc070MdF6wUI9Lnj3Ad%2FPNX8VXn17wGNQOgECBAgQIECAwAoFBFgrxNc1gYYFTpvkY0ku03CNa5VWjyg9JMmL1jpxhH%2B%2Be5JPjmxctfKqVmBN7ai5fHWS8w544L9PsleSCpYdBAgQIECAAAECBNYlIMBaF5uLCExCYPskn%2Bre%2BDbkAdem5ndOctSQB7GO2j%2Ba5GrruK7FS2pz%2Fp2T%2FLLF4nqqaesktSddhbBb9dTHMpr9Y5J6uUDdjw4CBAgQIECAAAEC6xYQYK2bzoUEJiFw9m4lz3kGPtp6fOm%2BSV4z8HHMU%2F7eST4wzwUNn%2FuUAb9cYD2stY9Z7UV30fVc3Ng1N0nytsZqUg4BAgQIECBAgMAABQRYA5w0JRNYskA9uvTpJPX2s6Ef%2F93tIzSVfXi%2Bm%2BT8A5%2B0vyapIHUKG3%2BfMcnTktxt4Kuu6pY7vtuH7qCB33%2FKJ0CAAAECBAgQaERAgNXIRCiDQOMCuyb5RJL6AXvoRz3S9Mwk9bbCPwx9MGvU%2F6%2Fd5t9DHuabk9x8yAOYsfY7JTkgyQ4znt%2F6afea6P5zrc%2BL%2BggQIECAAAECgxUQYA126hROYOkC9QaxjySpN6KN4TgiyaO7DbLHMJ7NjeEMI9g3as%2FuhQJjnaP6e%2FWsJFce0QAf2wXEIxqSoRAgQIAAAQIECKxaQIC16hnQP4FhCeyR5P1JTjOssk%2B22kOSPDzJwSMa06ZDeVmSfQc6tsNG8AjklugvkuSpSW440LnZUtn1COQjRjYmwyFAgAABAgQIEGhAQIDVwCQogcDABK6SpN7sN6YQq6agVpc9LMkXBjYfa5VbK3w%2Bs9ZJjf75%2FZM8v9Ha1lvWOZI8Mcld1ttAw9dVIPfIhutTGgECBAgQIECAwIAFBFgDnjylE1ihQK3EqjfcbbPCGvrq%2Bq3dD%2BFj2ui9VjLVZvxDOmrz9u1H8AjkCeZn6d6kWHtDnXpIEzFjrf%2BW5IEznus0AgQIECBAgAABAnMLCLDmJnMBAQKdwF5J3j3SEKvCk1cnqb18aq%2BsoR%2BP6Vb9DGkc7xzJ43Wn71b21Yb6px3SBMxRq%2FBqDiynEiBAgAABAgQIrE9AgLU%2BN1cRIPB3gWt1jxOO2ePAJLWvz3cHPMjzJPn%2BwOq%2FaZJaDTfUo1Zc3a%2F7ONNQBzFD3c9O8uAZznMKAQIECBAgQIAAgQ0JCLA2xOdiAgSSXLFbiXXmkWu8Kckzk3xuoOP8xIDedPeLJEO9n%2BpRzXqU7r4DvU%2FmKXu%2FJE%2Bf5wLnEiBAgAABAgQIEFivgABrvXKuI0BgU4ELdCuxhrbP0npmsYKgemTqLeu5eIXXPDTJASvsf56uX5nkTvNc0MC5u3UrkW7VQC3LKOFmA%2Fw7sAwXfRAgQIAAAQIECPQkIMDqCVazBCYoUCtm3p%2BkfpCfwvGdJPX41KuS%2FH4AA75Ikm8OoM4q8YZJag%2Bs1o%2Btktw4yYOS7N56sQuqr1bHXSfJZxfUnmYIECBAgAABAgQIzCQgwJqJyUkECMwosG2S1yW50Yznj%2BG0Y5O8MMl%2FJDmy8QEdnmSXxmusMPA0jdd4uiS3T%2FKQAXgukrL2Ubtmku8tslFtESBAgAABAgQIEJhFQIA1i5JzCBCYV6BWJtU%2BQFM7%2FivJKxp%2BtOo5SR7Q%2BKTUXmO3aLTGq3aPNt56pG%2FfPDn2Tye5XpJageUgQIAAAQIECBAgsHQBAdbSyXVIYDIC%2ByZ52WRGe%2BKB1kqs2sfpP5PUo4atHLV6ph7zbPm4Q5JXN1Tg2ZPcLsldklyoobqWWUo9JnvHZXaoLwIECBAgQIAAAQInFRBguScIEOhToPYFqlVJZ%2Bqzk8bb%2FmqSNyZ5fZLDVlzrNkl%2Bk%2BSUK67j5LrfMcnRK67vbN0qsJt3b26c6r%2BVf03ySG8aXPHdqHsCBAgQIECAAIG%2FCUz1m3LTT4DA8gTOk%2BS9SS68vC6b7anCrHpE7qAVhln1FsUrNypUq9VWtcqpVlrdMslNG%2FZZ5rTVXmTl8a5ldqovAgQIECBAgAABAlsSEGC5NwgQWIbA6bt9ofZeRmcD6eNrSd7cBVqHLrHm%2FZM8aon9zdPVi5Pcc54LNnjuOTcJra7olzr%2Fp%2FmjJNdN8vUN%2BrqcAAECBAgQIECAwMIEBFgLo9QQAQIzCDw9ycNmOG9qp3yrW%2BnywSQH9zz4vZJ8qOc%2B1tt8bd5eK9T6PK6SZJ8uoLlsnx0NtO0Pd6HeMQOtX9kECBAgQIAAAQIjFRBgjXRiDYtAwwLX7zbpPmPDNa66tNpovYKsChMOWXAxtQ9WPR7W4rFLkh8suLCLJtkzSW1gXysAt1tw%2B2Nq7glJHj%2BmARkLAQIECBAgQIDAeAQEWOOZSyMhMCSBcyV5e5JLD6noFdVam65%2FNsmnuo9PJ%2Fn1BmupFVi1Equl449JTr3Bgk6T5ApJ6uUBV%2Bo%2BzrzBNqdw%2Bc%2BS3CZJrQB0ECBAgAABAgQIEGhSQIDV5LQoisAkBE6V5NlJ7jOJ0S5ukMcn%2BX6S2hC%2BPmovrfr8vST11rhZjnqz3JNnOXGJ59RKs1kDzfq3q1ZrXSLJxTf5fP4kp1hizWPoqoLR2rj%2BqDEMxhgIECBAgAABAgTGKyDAGu%2FcGhmBoQjUD88HJqmN3h0bE%2Fh8km92odZXknwjyZGbafLy3aqujfW22Ktfl%2BS2m2myVlBdqguqKqzaDr7FwwAAIABJREFUNcklk2y72O4n2VrtSbffJEdu0AQIECBAgAABAoMTEGANbsoUTGCUAmdP8pIk1xvl6FY7qD8kqUfEju4%2B138fm%2BQBqy3rn3qvlUC1mmzHJDsk2an7b3tWLX6iarXe7ZN8ZvFNa5EAAQIECBAgQIBAPwICrH5ctUqAwPoEbpXk%2BUnOsr7LXUWAwMkI%2FClJrbp6UpLac8xBgAABAgQIECBAYDACAqzBTJVCCUxG4ExJXtBtKj2ZQRsogZ4Fao%2Bx2qj90J770TwBAgQIECBAgACBXgQEWL2wapQAgQUIXLd7rPAcC2hLEwSmLPDwJAdMGcDYCRAgQIAAAQIEhi8gwBr%2BHBoBgTELnC7J%2Fknum2SrMQ%2FU2Aj0IPDhJHdK8qMe2tYkAQIECBAgQIAAgaUKCLCWyq0zAgTWKbBb96bCegudgwCBkxf4aZIHJjkIFAECBAgQIECAAIGxCAiwxjKTxkFg%2FAKn6N6c94Qk3kw3%2Fvk2wvkFjk%2Fy0iQPTfLr%2BS93BQECBAgQIECAAIF2BQRY7c6NyggQ2LzAubpN3m8AiACB%2FxP4epK7JvksEwIECBAgQIAAAQJjFBBgjXFWjYnANASu0QVZF57GcI2SwGYFfpbksd0LD%2F7KiAABAgQIECBAgMBYBQRYY51Z4yIwDYF6rPCeSeqxwu2nMWSjJPA3gT8meV6SJyb5DRMCBAgQIECAAAECYxcQYI19ho2PwDQEzpDk8Unuk2TraQzZKCcs8PYkD05y%2BIQNDJ0AAQIECBAgQGBiAgKsiU244RIYucAFkjw1yU1HPk7Dm6bAF5M8JMlHpzl8oyZAgAABAgQIEJiygABryrNv7ATGK3DpJE9Ocp3xDtHIJiTwlW6fq3dOaMyGSoAAAQIECBAgQOBEAgIsNwQBAmMWuGKSZyTZY8yDNLbRChzaPRr7piTHj3aUBkaAAAECBAgQIEBgBgEB1gxITiFAYPAC9cbC%2FZNUoOUg0LrAYd3m7K9J4s2Crc%2BW%2BggQIECAAAECBJYiIMBaCrNOCBBoRKCCrP2S7N1IPcogsKnAV5MckOT1Sf6ChgABAgQIECBAgACBfwgIsNwNBAhMUeDiSR7Tbfa%2B1RQBjLkpgY91wdV7mqpKMQQIECBAgAABAgQaEhBgNTQZSiFAYOkC503y8CR3THLqpfeuwykL1J5W7%2BgeFfzylCGMnQABAgQIECBAgMAsAgKsWZScQ4DA2AV2THKfJPdMssPYB2t8KxX4bZIDk%2Fx7ku%2BstBKdEyBAgAABAgQIEBiQgABrQJOlVAIEehfYOsmNk9w3yVV6700HUxL4RhdavSrJ76Y0cGMlQIAAAQIECBAgsAgBAdYiFLVBgMAYBS6a5P5JbpdkuzEO0Jh6F%2FhzkrcneUGS2ufKQYAAAQIECBAgQIDAOgUEWOuEcxkBApMROH2SWyW5dZI9JzNqA92IwJe6Nwm%2BNsn%2FbKQh1xIgQIAAAQIECBAg8HcBAZY7gQABArMLnKULsyrQ2t3X0NnhJnDmV5O8IclrkhwxgfEaIgECBAgQIECAAIGlCgiwlsqtMwIERiRwziS3THLzJFcY0bgMZXaBQ5O8MclBSb49%2B2XOJECAAAECBAgQIEBgXgEB1rxizidAgMA%2FC1SYVauybpHkcoBGLVCh1Zu64Ko2ZncQIECAAAECBAgQILAEAQHWEpB1QYDApATO1a3MqjBrt0mNfLyDFVqNd26NjAABAgQIECBAYCACAqyBTJQyCRAYpMB5klwvyTWSXD3JGQc5iukV%2FbskH0%2FywSQfSFL7WzkIECBAgAABAgQIEFihgABrhfi6JkBgUgJbJbl0F2ZVoLVHktNMSqDdwf4xyWeSfKj7%2BGySP7dbrsoIECBAgAABAgQITE9AgDW9OTdiAgTaEbhakr26UOvK7ZQ1iUq%2BkOTD3UettjpuEqM2SAIECBAgQIAAAQIDFRBgDXTilE2AwOgEajVWrcqqQKs%2BLpPkFKMb5WoGdHySr3Vh1UeS1MdvVlOKXgkQIECAAAECBAgQWI%2BAAGs9aq4hQIBA%2FwKn6wKtCrLq0cNLJTlf%2F92Ooocjkny5%2B%2FhSkk8lOXYUIzMIAgQIECBAgAABAhMVEGBNdOINmwCBQQpUqHXJbnVWBVoXTnL%2BJDsMcjQbL7pCqe8l%2BU6SQzYJrH618aa1QIAAAQIECBAgQIBASwICrJZmQy0ECBBYv8BFkuzcrdKqtx%2Beu%2FvfuyTZaf3NrvTKY5IcnqRWVP2g%2B6jA6iddcPWHlVancwIECBAgQIAAAQIEliYgwFoatY4IECCwUoF6%2FLACrgq26uNc3Wqu3VZa1d83T3%2FPJgHV95P8MEl9trH6iidH9wQIECBAgAABAgRaERBgtTIT6iBAgMDyBa6d5L3L7%2FZEPX4rSa0ecxAgQIAAAQIECBAgQGCLAgIsNwcBAgSmKyDAmu7cGzkBAgQIECBAgACBQQkIsAY1XYolQIDAQgUEWAvl1BgBAgQIECBAgAABAn0JCLD6ktUuAQIE2hcQYLU%2FRyokQIAAAQIECBAgQCCJAMttQIAAgekKCLCmO%2FdGToAAAQIECBAgQGBQAgKsQU2XYgkQILBQAQHWQjk1RoAAAQIECBAgQIBAXwICrL5ktUuAAIH2BQRY7c%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%2FjlRIgAABAgQIECBAgIC3ELoHCBAgMGkBAdakp9%2FgCRAgQIAAAQIECAxHwAqs4cyVSgkQILBoAQHWokW1R4AAAQIECBAgQIBALwICrF5YNUqAAIFBCAiwBjFNiiRAgAABAgQIECBAQIDlHiBAgMB0BQRY0517IydAgAABAgQIECAwKAEB1qCmS7EECBBYqIAAa6GcGiNAgAABAgQIECBAoC8BAVZfstolQIBA%2BwICrPbnSIUECBAgQIAAAQIECHgLoXuAAAECkxYQYE16%2Bg2eAAECBAgQIECAwHAErMAazlyplAABAosWEGAtWlR7BAgQIECAAAECBAj0IiDA6oVVowQIEBiEgABrENOkSAIECBAgQIAAAQIEBFjuAQIECExXQIA13bk3cgIECBAgQIAAAQKDEhBgDWq6FEuAAIGFCgiwFsqpMQIECBAgQIAAAQIE%2BhIQYPUlq10CBAi0LyDAan%2BOVEiAAAECBAgQIECAgLcQugcIECAwaQEB1qSn3%2BAJECBAgAABAgQIDEfACqzhzJVKCRAgsGgBAdaiRbVHgAABAgQIECBAgEAvAgKsXlg1SoAAgUEICLAGMU2KJECAAAECBAgQIEBAgOUeIECAwHQFBFjTnXsjJ0CAAAECBAgQIDAoAQHWoKZLsQQIEFiogABroZwaI0CAAAECBAgQIECgLwEBVl%2By2iVAgED7AgKs9udIhQQIECBAgAABAgQIeAuhe4AAAQKTFhBgTXr6DZ4AAQIECBAgQIDAcASswBrOXKmUAAECixYQYC1aVHsECBAgQIAAAQIECPQiIMDqhVWjBAgQGISAAGsQ06RIAgQIECBAgAABAgQEWO4BAgQITFdAgDXduTdyAgQIECBAgAABAoMSEGANaroUS4AAgYUKCLAWyqkxAgQIECBAgAABAgT6EhBg9SWrXQIECLQvIMBqf45USIAAAQIECBAgQICAtxC6BwgQIDBpAQHWpKff4AkQIECAAAECBAgMR8AKrOHMlUoJnFTgvElumOQ8SbZPcpYkWyf54yYffzrJ%2Fz7hz%2F6Q5OdJjkpyZJKfdv%2F9a8yTEmghwPpGkotNSt1gS2CnJGdLsuMm%2F33aJKfqvo7V5y19nDLJr5Icm%2BToJJ9J8k6sawpsk%2BRaSa6Q5KzdvxtnPJlfZv42yTGbfJR3%2Fe%2Bfdfb1uf63gwABAn0L1L8P9X1ufZy5%2Bxq2uf%2FeaguF1Pe99fWqvo79IMnbus991619AgQWLCDAWjCo5gj0LLBdkvsmuVWSS%2FXQ13GbCbX%2BJ8kRSX64yUcPXWtyBQItBFjfTLLrCsauy34E6mvU%2BZKcu%2Fs4xyYB1QmhVYUniz7qa9d7kjw3yScW3fjA27t6kvslqb%2Fv2%2FYwlhOCrQoTf5Lk%2B0l%2B3P17Uf92HJak5sdBgACBzQnskuRc3b8ZO3e%2FmK3P9UuOCqnq35E%2Bji8neV2Sf0%2Fy%2Bz460CYBAosXEGAt3lSLBPoSuE%2BSx3a%2Fdeqrj1nb%2FdFJfkipcOvwJBVG1A8wjmEICLCGMU%2BtVXnZJOffJKQ64QePCq1O30Cx70qyX%2Ff1qIFyVlZC%2FZLjgCT7rKyCf3RcK%2BY2%2FSXICf9d4Vb9u1GrIxwECIxToH6pUU8NbPrLjXN2%2F19f4dQ8kvUkwmOSvHyei5xLgMBqBARYq3HXK4F5BOof9%2FqB7NLzXLTCc%2Buxks8nqd9sfbH7XMu1He0JCLDam5OWKqrVOhWCXKb7qK9BQ%2Fk6VI616ugFLYEusZZHJHnKEvvbaFe1aquCrEO7z1%2Ft%2Fv3YaLuuJ0BgeQK1YuqK3bYAF01y4YH9m%2FHpJDfqHk1fnpqeCBCYS0CANReXkwksXeBKSd7eyKqrjQz%2Bl0m%2B0IVZFW7VNwn1iIljtQICrNX6t9b7lZNcvgurKrgaw95kL01y99age66nHom5dc99LKP52oPro0k%2B1n3Uvx0OAgTaETh7kj2T7J1k9yQXaqe0dVdS35veIMkh627BhQQI9CogwOqVV%2BMENiRQqx4%2BmaQ23h3jUY%2BOnPDDyUcEWiuZYgHWStib6fSqSa7W%2FQBSP3yM9WtNBTq3bUa930LeneS6%2FXaxstZ%2F1%2B1vVpv21y9E6hchtf%2BWgwCB5QjULzl2614EUZ8vsJxul95LvdCofpnz7aX3rEMCBNYUEGCtSeQEAisR2CHJl5LUHgFTOWoPrQ8l%2Be8kH05Sm8c7%2BhVoIcCqR4bqUQNH%2FwInBFa1qXet7hxrYLU5yQcneXb%2FxCvtoR4ZrEcHp3TUJvGf637Z845ub8Ypjd9YCfQlcIYuDL9Kt7rqkn111Gi7FV5VSFcrQR0ECDQkIMBqaDKUQmATgY8n2WPiIt9NcnD3UcFW%2FfbdsViBFgIsbyFc7Jxu2lo9AlhzXB%2F1m%2FMpBVabU61VZrVqZ4zH9bu9Esc4tnnG9K3Ood5IWSt8HQQIzC5wkSTXS%2FIvSSq4mvrxliQ3mzqC8RNoTUCA1dqMqIfA379xqN8kO04sUCHW%2B5K8P8nX4CxEQIC1EMZmGqk3ANYb566Z5DpJ6jXkjn8I1CPZY%2F3FQAU3Y9h%2FZpH3az0G9F%2FdRz1aWf%2FbQYDAiQWusUloVW8JdJxYoDal%2FywUAgTaERBgtTMXKiFwgkA9UlVvbnFsWaA22aww671JPugHk3XfKi0EWPWDd%2F3W17E%2BgXorYIVVNZf1WOAp19fMZK6qzYYrDB%2FTUft7vWZMA%2BphLH%2FuHk%2BvN%2Fq%2BLckPe%2BhDkwSGIFCPBtYqq9qovP7tqP%2Ft2LJAfY9ZvxhyECDQiIAAq5GJUAaBTuDGSd5KY26BNyY5qHtj49wXT%2FiCFgIse2DNfwPukmTfJHec2D5580v98xX1woi9FtFQQ21YfTX%2FZNQbxl6bpDb4t9%2Fi%2FH6uGJbAdt2jcLfsQqthVb%2F6amtDd29BXf08qIDA3wQEWG4EAm0JvMnz9huakGO6H0he2W2Cv6HGJnBxCwGWFViz3WinS3KbJHfoNtSd7SpnnVTg%2BCT1koyxvL3uUkm%2BbJrXLVD3Q704pIKs%2Bvf3F%2BtuyYUE2hLYugur6t%2BNWm11mrbKG1Q1z03ygEFVrFgCIxYQYI14cg1tcALbdj9U1WfHxgW%2BnqSCrFclOXrjzY2yBQFW29N6iiTX6lZa1d54U9%2BEfVGzdc8kL15UYytu50lJHr3iGsbS%2FR%2BT1KbNdW98bCyDMo7JCZw3yb27fzfOMrnR9zPgI5OcvZ%2BmtUqAwLwCAqx5xZxPoD%2BB2pOgNpx1LF6gNn4%2FMEk9auj4h0ALAZZHCP%2F5jrxAkrsnuXOS7d2wCxeofZAqEBzD8aUktQ%2BaY7EChyV5YZKXJ%2FnlYpvWGoFeBG7XPVq%2BZy%2Bta%2FSSSb6KgQCB1QsIsFY%2FByogcIJArQqob5gd%2FQnUb9FeluRF9j35G3ILAdY3k%2Bza35QPquVbJKmvA1cfVNXDK%2FY7I3pjXz3ydsbhTcGgKq5VvLUq61ODqlqxUxA4d5J7JblL92j0FMa8qjHe1B61q6LXL4ETCwiw3BEE2hF4XJLHt1POqCv5S7farQLDg5PUPihTPFoIsKa%2BB9bO3Wqr2pR9pynehCsYc72R7lQj%2BHtfb5z80wr8ptrlV7pfMtUbH383VQTjXrnAVkmu3wVX10xS%2F9vRv8CDkjyn%2F270QIDAWgICrLWE%2FDmB5Qk8P8l9l9ednjqB7yd5SbcyqzaBn9LRQoA11RVYZV%2BrrW44pRuuobGeM8lPGqpnPaXU2ygPX8%2BFrtmQwG%2B7%2FRWfzX9Dji6eT%2BBMXWhVK67q65djuQL19%2F3By%2B1SbwQIbE5AgOW%2BINCOgABr9XPxiiRPTvK91ZeylAoEWEthPlEnFVLXb3IrfHCsTqA2Oq7wesjH%2BSb0tarVeao3F9ZG%2Bl9rtUB1DV6gNg9%2FaJJ7JPGSn9VNZ32Pfv%2FVda9nAgROEBBguRcItCNQv915YDvlTLaSvyZ5c5L9J%2FBDSQsB1hQeIdwuyX26v99nm%2BzfrLYGPoYVWPX46RFtsU62mg8meVqSD01WwMAXLXChJI9McuskWy%2B6ce3NLfCsJA%2BZ%2ByoXECCwcAEB1sJJNUhg3QJPTbLfuq92YR8C9VbIJyT5Qh%2BNN9CmAKvfSajNtR%2BQ5H5JztxvV1qfU2CHJEN%2FZPisSX4657id3q9A%2FVvxlCRvH8Eea%2F1KaX1LArsleWy3z5Wf09q5T%2Brv9aPaKUclBKYr4AvjdOfeyNsTqKCkvmlxtCfw4e7Rwvo8pkOA1c9s7tjtlVF7lZy2ny60ukGB0yf5zQbbWPXlFZDWWwgd7Qkc2q3Iem2SemmIg8BaAvt0K672XOtEf74SgXrR0hNX0rNOCRA4kYAAyw1BoB2BWipe%2By852hX4YpKHj%2BgxkRYCrPpB76LtTvlcldWqngqhvYxhLraVnDyG73%2B2SfL7lejpdFaBH3Ursl406wXOm5xAvVGw9lG71ORGPqwB1%2Fd%2BBwyrZNUSGKfAGL6BG%2BfMGNUUBertJs%2Bc4sAHOOb3dPsZfWeAtW9acgsB1hj2wKogoTZmr0eATzfwe2Iq5Y%2Fl%2B5%2FjpzJhAx%2Fnd7vHj2p%2FRXM28MlcUPlXSFL7Kl15Qe1ppl%2BB2g7guf12oXUCBGYRGMs3cLOM1TkEWheofXKe13qR6vs%2FgXos5KXdipufDdRFgLWxiat%2FQ2%2FXrbDwWvONWS7z6j%2BM6G1ef05yimXi6WtDAod0%2B%2BJ9bEOtuHjIAhfpVvLUyivHcARqSwArKYczXyodsYAAa8STa2iDE7h9klcNrmoFH5ekNuCv1XP1g%2FGQjhYCrG8m2XVIaF2ttU%2FJczz2McCZS45KstMgK%2F%2Fnoo%2F1goBBzuT7k%2Fxrkm8PsnpFr0fgLF1wdef1XOyalQvcJslBK69CAQQIRIDlJiDQjsB1ktSjaY5hCtReJ49I8roBPSLSQoA1tEcIL9iFlTcY5m2q6iRfS3KJkUjU358LjWQsUxvGn5I8u9sYun4R4hinwFbdvoj1op568YJjmAJ7j2j%2F02HOgKoJdAICLLcCgXYELpOkNgl3DFvgc0nu2v2Q3PpIWgiwhrICa9vuJQsPbH1S1bemwAeT1Bu%2FxnDUo2hXHcNAJjyGnyR5qNUdo7wD9kjywiQXG%2BXopjWoiyf5%2BrSGbLQE2hQQYLU5L6qapsDOSY6Y5tBHOeqnd5t6tzw4AdZss1NhR%2B13du7ZTndW4wK1SvK2jdc4a3lvSnKzWU92XtMCH0pyjySHNV2l4mYRqDfS1gbttTWEYxwCZ00y1P1OxzEDRkGgExBguRUItCNwqiT%2F2045KlmAwOHdD8qfWUBbfTTRQoDV8iOEZ%2Fr%2F7J0FlCVXtYa%2FhXtwDSR4kKDB3SG4Bg0OgeDu8nAI7q7BCe4P9%2BASXBIkBHd72Fv%2F5PSkpzMzfaXq1jlV316rV0%2Bg6px9vl2369Zf%2B%2BwNPAPYtw%2F4jjkYgcR0LJl0ye7YbzCSTtw1gf8D8vLjcX4f6BrtSsbLc1U%2Bj493u%2BBKeK9qknQOTbMMO4iuirjzSGAnBBSwvDwkUBeBPwInrsslvVmSQL7wvBB4APCnJcfq%2BnQFrB0TvWlpmZ23rtq4CDykNF4Yw6pSV%2BcRY1iIa9iGwKHA7YEPy6UZAqmr93Ig5SC0cRFI5pXfBcYVU1fTMAEFrIaDp%2BujJPA94GyjXJmLOry8mX1nRShqELBqq4GV7nTZLnjNiuKkK90SuF150Ox21GFG2x94zjBTO%2BsKCKTr2d2BdJvU6iRwvJJxNZaszjopD%2BtVal%2BlBpYmAQlUQEABq4Ig6IIE1hH4CHB5iYyawBtLnZPfV7DKGgSsbwHnroBFXEj9mQOAE1Xij270Q%2BCqwAf7GXrlo14XeNvKZ3XCVRJI9kdE13etclLnmonARUvn4bPOdLQHtUogHcJ9qdVq9PR7dAQUsEYXUhfUOIGXlG0DjS9D9zchcARwywpaMtcgYNVQAytbA14JhIc2fgJnAX40kmWex85YI4nk5st4GXBP4M%2BbH%2BoRPRM4NvAo4IGlNlLP0zn8wASeDdxjYB%2BcXgISKAQUsLwUJFAXgXwZemJdLulNjwSeBty3x%2FE3G7oGAWvoDKy8VX0VcPLNYPn%2Fj4bAmL77ZPvS30YTGReyGYF0Ks7Lj09sdqD%2Ff28EzgVka%2Bf5e5vBgWsjEPEqIpYmAQlUQGBMX%2BIqwKkLEliawA2BNy89yvIDpMhxCo7vDiQ1%2Fszl5yTLD%2B0IGwgcAtwc%2BNoAZGoQsIaqgZUH%2F3Sjy7ZBrXsCPylZTsl0Wvu5C3Dx7qeaa8QaMv7mcniGgyNqnHGG4%2Fo85NOlWcXavSJZbvn3rn1OOuGxH%2BzLrkGifysgnT9POMjs4540TYzW7hU%2FANLIYBfgsRUsO9%2BV3l%2BBH7ogAQkAClheBhKoi0De6H2lApd29LbpFOWhJA8naw8o%2Bb2XLaOXjloysZKRtUqbqoB1YeD1Nkzo5FL7WRFfI8R%2BvWxn%2B9IORs4DyW6dzLr4IGmicJ3FT6%2FyzHSqu8LAnv2wvOzYnhvnWPcyZO2%2BkSyWWmrfDYxu4enfV15%2B%2FG7hETxxVgLHLxk46QypLUfg7xvuGWv3jZRW2Gj3Ap6%2B3HSdnJ3mShHVNAlIoAICClgVBEEXJLCOwHGB3NyHtlcD%2B87pxB7AJcrPJYE8oBxjzjGmfvjHgX2A7X2R64NNDQLWKjNicj0mc%2BGRQGqYaLMTSEZmOjHlYSPZgvkdsT1vzWexZG%2F%2BYZYDez4mD0P36XmOVQ%2Bfrpl3WPWk25nvpHPGONkVuWfkfpHfKYhtlu98gYyAfAPg4PlO8%2Bg5CJwdeHv5TjPHaZM%2F9D9F9Fl%2Fz8i9I0LQf2ekc2ARaWc8vJfD%2Fg3ku3l%2BaxKQQAUEFLAqCIIuSGADgYgXpxmYShd1ifIgsl7QytahEw%2B8rham%2F215IPnYCpydkoB1KuBNwOVWwLX1KfJw8R3gM0C2huUnfxNmfejY3vr3Bt5dAZj9gedV4EeXLtRSO%2FFqwAeWWFgE5hSlj6C19pPMB23nBP5ZRNnnCKpzAsnWfK1bBmfims7Kny33i9w78u9lGw58F4iAOKR9vwIfhly%2Fc0ugOgIKWNWFRIcksKW9%2B5Ur4HAi4C8d%2B3EB4EpA2thfFkgdIm37BJIl9D89w6lBwFpFDayIp28BTt8zz5aHz5f098KWvz%2BfBLrelvQI4NEVAIqAmUzHMVkt4mBqJz6hY7DZtp57xVXK1s8zdDz%2BmIaL0JJMPIv6dxPVZGtmC5u2fQL5fvjRcs%2FINuZkWnVpyejs%2Bj60iH9vLS8VFznXcyQggR4IKGD1ANUhJbAkgScD919yjC5OX%2FZt%2Biw%2B5KEk80TQ2nOWEyZ2TGqc3AzIm80%2BbAoCVuq5PbMPeI2PmYfcNcEq11nqU%2FVptQjzyQJdNiugT06LjH064PBFTuz4nFxPEdP6tNTNWnsJckXgBH1O1uDYqUV3Xev1LBW5ZMAfVLIAlxpohCd%2FuRQzzz2j7yzxdAh%2BVwUMH15JIfkKUOiCBOogoIBVRxz0QgLrCUSwyJvUoe2AFQtpeQi7VhGzImylPooG6eaWbQx9FPevQcDqYrvq9q6TdIl6GXATL6KtBPLGPG%2BT31a2862q3l4KIP%2B1gjhkO8o5K%2FCjDxd%2BDSRbaUhLjFfdnS3ZynkJco2y%2FXDI9dcTKGLpAAAgAElEQVQydwTam1ayZbcWJrP6ka2rEa%2BGLuMwq7%2BrOO4LpTv2G1bwomP9evLiKS%2BghrYIae8Z2gnnl4AEjiKggOXVIIH6CKRjU%2BrPDG1503ahAZ24FHDDUsDTL5NwW%2BAVHcejBgGrjy2EqZkRkcYuZ5Di628uPN7R8fUz63DJsKyhBfnrKigIPCuzeY%2FLA1ZEnKFtyC2a2V547SLeWOvuyGYVfW9DH%2Fp663L%2B1MezjtiRRD8HvLHcO37cJeQ5xsp3gzQDGtry%2FfOXQzvh%2FBKQwFEEFLC8GiRQJ4G8yU7WwtB2auBXQzsBXBq4cRG0plwD5YXAfh3GY4wC1vWAdNFMDbepWkSriFURbGoonP4U4H4VBCNbs5NZOkZ7LPDQChYWP7LlZmg7LXCj8jNlMSt%2FB24xwm2zXV9fLwLu2PWgjY2XZh3JPotwlczvIS3f8346pANl7mzNnvJ3zgpCoAsSODoBBSyvCgnUSeATRbQZ2rubl4fgof1YP3%2B2jNy%2BvGWvya9V%2BZKiqdlSGJFiWRubgPUA4EnLQmn4%2FNQLeWnJtqppGWmdXkONu9ROSrHhMdoNSqOCodd2MHCxoZ3YMP%2BuwO2KQJF%2FT81SFyvboA6b2sJnWG%2B6076zwmt2Btc7OSTZVS8GXlmBaLV%2BQfm85l42tOXayPctTQISqIiAAlZFwdAVCawj8Czg7hUQSS2uvL2t0U4O3Lp0XZraVrE8kETIO2LJwNQgYH27g20CuZc9F7jLkjxaPP0H5Yv%2Byzu4HvpYfy0FxrO2dLX6Qx%2BLrGDMMwM%2FrMCP%2FwLJ3E1NrtosfyfydzOd%2BpKpeZzaHOzRn9%2BWWmGpZ6QdSSD18P4XmJqomdqHybSKQPQRIJ%2FZ2iy1GvMZHdoeA6SDriYBCVREQAGromDoigTWEUgB1mz%2FGdrS%2Fe5kQzsxw%2FzpRnXPib0pS4p%2FagtFAFrUahCwuqiBlRpPqZc2JTuwFKmvPaOolroyXVxntV9fPweydW5oS%2FZEBNWaLSLb3cqLogibU7B0Ht2nZBxNYb07W%2BNlCocpNYtJw5TnlS32tQv5yTCvoQxAviPVUL9x6p9X1y%2BBbQgoYHlBSKBOAnkIycNIDTZkUd551583qvcFbgUcb96TGzw%2BX0KTUbDoW%2FUaBKxlMrDy8PFe4BINxm4Rl8Mq2z3SXTHicgv2ASBdRYe2ZOhFsBizJWM2XWyHtmRPZEtjC5Zak%2FsC9wHSQGXs9p%2BylTJ%2FQ6Zq1wXSUe%2B4EwCQeqpZa2p8fbaR9e5dSe3GfxUR7R%2BNcNNNCUyGgALWZELtQhsk8I1K2oKnAHNqC7VkqWuRLZh3raC1fN%2Fc8lY9Be4XKdZdg4C1aGZMtqYl%2B2iPvgFXMP7HSjex2rOtNqLKG%2FQuarV1EYIIKhFWxmzZGheBc2jL36QTDO3EAvNfC3gwcMkFzm3tlKlujboH8MzWgrWAv78Bngik8Ustf4NnXUayxGooB%2FBxYMoNIGaNl8dJYOUEFLBWjtwJJTAzgWdXkjGQuipnndnrug7M2%2FUUfH%2FQBDrJ3Lm8ZZ0nAq0KWOcB3jeB2iVpZZ7Och%2BaJ6gVHZtsoGQF1WBjrn%2B1xreWOljxJ2LQIqJ6DdfKxUtGVl4MjNkidt5pzAvcsLYnA%2BlEOmZLVnYameT7458bXWhqe56mAt8fDTyqAj90QQIS2EBAActLQgL1Erh%2BKbRZg4d5I%2F2ZGhxZwodsK4wYkG2GY7Vsn3zaHItrUcC6YMm8GnPdmmwJfXgR6eYIZ3WHvge4RgVefRHYqwI%2FVuFCWs%2FX0Pb9jaXe0irW3NccZwMeVpqF9DXH0OOOIU6zMIxYlwzFsVqyrHLvz88fG15k6nrWUnPqskA6gmsSkEBlBBSwKguI7khgHYF02fsVcIwKqDy%2FbMerwJWlXAjL1Dt5JLD7UiPVe3K2wGTrwCxWg4A1Tw2sCwDZTneSWRbX4DHZNhzh6m0N%2Br7R5WzjzZv0Gv5%2BtbgNetFLIMXTb7PoyR2e908g97BWs0DWo4iQ9YTSKGKM35vTie7awF86jH8tQ6XOVZp8JCNwjJbtus8BHt9QXcSdxaGWOn6pe5Ut8KmDpUlAApURGOONuDLEuiOBpQgkc%2BBCS43Qzcm%2FKw8j3YxWxyiphZGMrHSjGpvNKmLVIGDNWgPrwqXl94nHFizgB0Bq0rxyRGtLNuABlaxnSp2kblm6jNWAPtu3x1QsfE8g29ByPY3NDi5dbWvvTjcP99RhyzbWy89zUkPHplZUtrn9siGfd%2BZq7u21ZI8lC2yMn%2FORXCouY%2BoEFLCmfgW4%2FtoJ%2FE%2FJyKjBz2xpHENmyHqWqZGVB%2B0HVtKyucs4Z%2BvL4zYZsBUB66LA%2FwJjE6%2FSaTQPICm0Ozb7OnDeChaVrJIa2rGvCsXJgN%2BuarJN5km25BjFgxR2TlbfRSrh3JUbqbmXrrZjyJrLvT3i1RW6glPROMlSysu3QyvyqQtXbge8tIuBOhgjHWvTuVaTgAQqJKCAVWFQdEkC6wgk6yT1cGqwFJLOl9sx2ilKrZN0LTzOiBaYrZIRQXdkNQhYm20hzENiuu%2BNSYRIlkMegFOvJFtAxmapHRLxogbL9qGxF%2BPeyDndsy5TA3zg3MC3KvGlazfS2TJbC8%2FR9cADjvdZ4ErAXwf0Ydmpcw9%2FL3DFZQeq7Pw0LkkR%2Bmw1H6N9FThfJQs7PZAXTJoEJFAhAQWsCoOiSxLYQKCWorxxK93fsuVrrJa6WKkftc%2BIFrizduk1CFg720J4qVLQ9YQjiscziqiYbbljtYOAZGzWYLeoqBPiqnjcB3jqqibbZJ6XAHesxJe%2B3MiLj%2FydTc2vMVgE0NwbWhXXk3m19xgCUdaQUhL3Az46ojVtXEpNLz3y0nhs2ZUjvnRc2hQJKGBNMequuTUCKdC5fyVOJ717zJ181jBfBXgBcJZKuC%2FrRrKwko210WoQsJKdkSyNjXaJknl1vGUXX8n5KZR8F%2BA7lfjTlxv5zKSmVy2WbpVjquszC9czAz%2Bc5cAVHZOC%2Fr9e0VxDTZMs3tTHyjaoMVirGddvB64zhgCUv1spbzDGLeYbQ5TyFNetJG5ppPLYSnzRDQlIYDsEFLC8LCRQP4Fs2%2FtgJW6mM0tSq2upsdInlmxDyJfHhwBjEFG2V9OhBgFre1sIz1q2zkZ8aN3SiS9vzw9sfSEz%2Bv9MIA0SarDUTYsYPUWrpQZZ2E%2FpgTD1%2BtIJcnuifGvX4RuAmzbk9KuBNDFo3f5bGnrkvvGb1hczg%2F8R3PPSo5Zn0jRrGOs2zRnC4SESqJ9ALX8s6ielhxIYlsDvgV2GdWHr7JvVVarEzc7cSEbJq4BsZ2vdNm6nqkHA2riF8DTAZ4B8qW3dkj2ZYru1dFbqm2cKiP8EqGXLZzJX06lripYtbWnkUIP9AjhtDY6s0IcHlfpYK5yyl6keX%2F6G9TJ4h4NGJN1ZvccOp%2Bp1qAg5%2BwKf7nWWugavaZdBMlfzAk2TgAQqJqCAVXFwdE0C6wi8Boj4UIPljeAZG66PsSjDsTyQRLRKi%2BhYDQLW%2Bi2EET4%2BAVxw0SBVcl6Kv%2BYhJBlAU7IIJhFOarEpF%2BK9EJDaObXYnYAX1%2BLMivw4P%2FB6YI8VzdfXNPtVvo3t1sAr%2Blr8Csd9NvAA4O8rnHPoqbK9%2BJdDO7Fu%2FjRXSQw0CUigYgIKWBUHR9cksI5AtsF8oCIidwfy1mxqdt5SEDop5q1aukuly1S6TdUgYK3PwErnqPjUsmWrYDJ%2FplZ3KW3rfwycspLg5e%2Fl1SrxZSg3DqloK9v3Rtatb56YpjZWuse1bKkr9c4KF5DPeLrztWz5uxkRbsxF2ncUn2TNJXuuFst3vPzd1CQggYoJKGBVHBxdk8AGAtmas2slVA4dyRavRXFmW8WDFz25gvPSAe8yJZMuotGQtiZgpW7MbYZ0ZMm5I1jdFnjrkuO0eno6sT23IudvVrJfKnJp5a6khk4yCmqxG0z485Et6G8sNSRricc8fqQj4RWAz81zUs%2FHXhj4WEVblhdZ7suAe09om%2Fl6Rnnp8TMgW89rsIOBi9XgiD5IQAI7J6CA5RUigXYIPK4UFK%2FF4ym2p1%2FP%2FvJAtnaeoZaAzOlHtrk9unRbnPPUTg%2BPgPWmHXRJ7HSiHgdLk4VsGUzB9qlaRO3dKll8agbW8lA0JJLUk6vpmpx6e%2FqTlK14LRVGX3%2F9RqRPkfrvDnlRl7lTpyiCw8kr8GURF%2FI36o7Amxc5eSTn3Bc4oKK15CXM8yvyR1ckIIEdEFDA8tKQQDsE8oXt%2BxW5a7HLIx%2BSU9flhhXFZR5XUmtjDB0W51lz18fm7fkzuh60sfGyZbKmLcUp3B6fNHgXcM2KQEw5C2stDDcHXtRo5lCE6osDKcw%2FlJ2iZIK1Wmw7WwXTLTHZR1O1iLn5DplY1mL5PhdhUZOABConoIBVeYB0TwIbCHyysm54U%2B7ytT40twde4tU6KQIRk%2FMw%2FvVJrfroiz1RaYF%2B6oo4XARIto8GNyoZjrWw%2BDZwrlqcGdCPZCu%2BodEtS18t30P%2BMgC%2FNPr4OJAmBS1amsE8qUXHO%2Fa5th0F%2BSy2mhnZcWgcTgL1E1DAqj9GeiiB9QTSyemFFSH5LXAmYIgvshVh2OLKOYG3l9%2B1%2BaY%2F3RJIF8ebTLRuyUaS2Yb6iG7xLjVatjfls6gdSeDYpcvXSSsCMsWOhNvDfywgD%2FIp8N7a9%2FHc6643wDWV7eYRZVuzZPYkU%2FvDrTneg7952XFYZdnfewND1wPtAbVDSmCcBFq7YY4zCq5KArMTyNvH1C468eyn9H5kHl4f0%2FssbUyQ7XjZTnbnNtzVywUIPBJI5yQN0gI9W4pOUBEM65gcPRgp5J6C7rVY7mFnAbKFWYOrAuleWksHz1ljcrcVN27Yr9EaRV8B0sUxjXi0I7fPpv5XLfYD4Gy1OKMfEpDA5gQUsDZn5BESqI1AbS25050otSjyUKIdSSAF7lPgXRsPgT%2BWLQa%2BpT0qpi8FbldRiJPlcHogf5O0owik0cRPKwOSzL1HVebTkO6cFngHkO2vLdkFgQg0fdsFgC%2F3PUkP40eYTL0r7UgCNcbx7pXVcPRakYAENiGggOUlIoH2COxa0q%2BPUZHrrwNSmFY7ikAeRFJAuabaQMZnMQLJMroGkPo92pEEcn2nC1hN9njgoTU5VJEvrwf2qciffwDnAH5ckU9Du5IM3lcBNx7akTnmTyHy8%2FZc%2FDrbXyOS1dLldBY8%2FwEeBjxhloMndEzuGTWJtH8C0q3Vlx4TughdavsEFLDaj6ErmCaB1wI3q2zplwI%2BXZlPQ7uTbJCIWHlLrbVJ4GPA9YHftel%2Bb15%2FHtirt9EXG%2Fh0wBGLnTr6sy5cYWH7Nzcm1qzqInlIqY21qvmWnSf3uGsvO8hOzn83kBpFrVhqgqYgeLhoRxHIS85kpNVkERjzedMkIIGGCChgNRQsXZXAOgI1Pox8DTi%2FUToagdQHSoZaamBobRFIrQ7rmR09Ztk2mO2DNdkrgNvW5FCFvtTWxTaIrgB8tEJWQ7sU0fygoZ2YY%2F6%2Buus9GEhmZSuWrbrJ1v1GKw6vyM98D0rn3rxkqMmyvfrwmhzSFwlIYHMCClibM%2FIICdRK4BPApStz7r7A0yrzqQZ3st0zW0NSG0trg0Deyrr94%2BixSuH27wAnqyyMexS%2FKnOrKnduALylKo8gBZSzBc2C7kcPzGVKZ7Q0b6ndsmXussCnOnQ0430EqKlcws6W93XgyqXrZ4cYRjHUc4D9K1vJq4F9K%2FNJdyQggRkIKGDNAMlDJFApgaTsp%2BhrTZaHkPMB36vJqYp8eSZwj4r80ZXtE0iHpJcIZ7sEsi3mmpWxeU%2BFPlWGaKs7ER9Te6omy0uPvPzQjk4g23T%2FF9ilAThp5JLt8r%2FowNdsv%2F9qQ50ZUz4hfxfTSELblsDlixBZG5cI54fU5pT%2BSEACmxNQwNqckUdIoGYCX6qwvlKKdF6sZmgD%2B%2FZYC00PHIGdT59C12%2Bs2sPhnLtVySQczoPtz5yH%2FC%2FW5lSl%2FtQaQ2so7viCOXcRsWrbfrU9jz8OXK6Da7%2FGDPMdLesDwPUsBL5dPMke%2FCZwpg6uiS6HSCbqjboc0LEkIIHVEVDAWh1rZ5JAHwRSV%2BntfQy85JgPAJ6y5BhjPv3ebrWsMrxXA%2FIwoh2dQGqFfAs4cWVw3ttYgeca8CVD9mw1OLLOB7cS7jwgZwEi6iQzqXZbtpRAvj88qfZFFv9sRLDzQL0YuEOFsdzTOmUVRkWXJDAjAQWsGUF5mAQqJpBioeepzL%2F%2FA1Jo3kKmOw7M3YBnVxa3qbqTFtrpcmUx6e1fAfmukMyK2mruxdsLlK1GU712F1n3rYEUva%2FNXgjsV5tTFfmzG5CuqPlds%2BX%2Bn89lBO95LbXssnXwOPOeOMDxrwduCfx7gLlbmDL31HSQrM3MvqotIvojgTkJKGDNCczDJVAhgaSuv7VCv75buhJanHfHwUmtpTy0%2Bbd4uAv4z0Ayr1LDRNs%2BgQcCT6wQjrWvFgtKimL%2FsFIh5FqVPvQuRrr7s5IJGTE5GVk1W0SobO391xxOHqtsBU4dzdotTVluA%2Fy3dkcH8u%2B0RcA86UDz72jaxCu1r7KtUZOABBol4ENTo4HTbQlsIPA1ICnRtZlv1DePSESsF21%2BmEf0QOBPwFWBz%2FYw9liGvAiQunY1WrI8UwdQm59AHr5fPv9pvZ%2BRIth5wPxZ7zO1O8FpSre%2Fs1a%2BhEcBj57Dx8cDD57j%2BKEOzba4Ow01eSPzJlMwXSRrM7OvaouI%2FkhgAQIKWAtA8xQJVEig1iysoLo%2B8LYKmdXk0oOAJ9Tk0AR8%2BQtwxYrFmRpCcAIgreFrzPZ4J5AagNriBFJ3qsbYdlUIfHEy9Z955iK8n7pyV1OAfpathMm6StZW7aZ4tXmEav4%2BY%2BfBzePnERKonoACVvUh0kEJzEzgU8AlZz56dQf%2BAbhQ2bKyulnbm%2Bk5wP7tud2kx9k2eGXgc016vxqn8%2F0gwnONIlFqzqRWzvdXg2K0s6QL15sqXV2ycR5aqW%2B1uJWH8Wx9rq2xwno%2B8S8dJndm%2BVvz%2BVI3sxa22%2FPjZaUgudsGdxylKwAfBI5ZYSBT9%2B%2B2FfqlSxKQwJwEFLDmBObhEqiYQESiWlvJf6fUw4hwoG2fQP4evwG4sYB6JfDXknmleLVzzNn684heI7H44C8A7rL46Z65jkDuGbl31Ghm724elTRW%2BFDlRc%2FTNCA1o3Zk%2BSw%2Fb%2FOlDnrEgcCtrHm10xgkK%2FArwEkGjdT2J%2F9HyTY9vELfdEkCEpiTgALWnMA8XAKVE8jb9LxVr9EsuDxbVD4AXGW2Qz1qAQKXL528Fjh1MqfcAEitkBotHSPThe1XNTrXoE%2BXqLiBQWId%2F1rYWjZk6JMl%2BfYhHdhk7l8C5wRS32yjpZ7Xt4Hain2v9zPdBm9WMd8aXDtR2Y5%2Frhqc2Y4PjwUeXqlvuiUBCcxJQAFrTmAeLoHKCaSeSeqa1GpPAlIfQdsxgby9TFHxWr8Ithy7PITkYUTbMYHUovkMkPpXNVq2lWV7mdYdgYiVES1rtJ%2BWDDEFy51H5z7AU2sMYPFpRw1dXg3csmK%2Frcc2W3BSkzAdRGu0XwPJDnMHQI3R0ScJLEBAAWsBaJ4igcoJPAu4e8U%2B3q7S7lc1Idu11ARJK2qtGwIKH5tzTDZEsl3yu0bL9o%2BI9NkOonVHYPdST6zGujVZ5RdKR7NkZGk7JpBteDVvrb0M8Ml17l%2Bw8i6iqbF3UeB3XnQ7JfAM4J4VM7or8PyK%2FdM1CUhgTgIKWHMC83AJNEDgFKVgeo11CNbwpYB26nZoOyZwYSBvf2vNhGkpdim%2Be%2FuWHB7A12wBSSOIZGDVavsCydjQuifwbOBu3Q%2Fb2YgHATfsbLTxDvRuYO9Kl%2FdDIIXn14TIWhvPBF%2Bydi4CHFopy1rcyt%2BM%2FO2o1bI91Wz2WqOjXxJYkIAC1oLgPE0ClROovSjqH0ttk29WznFo9%2FZxy9vSIfgYkLpX2s4JvB%2B4asWQPlGycCp2sWnXUoMoD3u1Zt8F7gHA%2FZum3L%2Fz6Uj4ZeCs%2FU%2B10AxPB7LdseY6e1lYaq9lK7%2B2YwLXBt5ROaB0Rfxo5T7qngQkMCcBBaw5gXm4BBoikC5rSX%2Bv1Q4DLg4cUauDlfj1HGD%2FSnxpzY2fAxcAUkRY2zGBF5f28DUz2gNIN1OtPwI3BV7X3%2FCdjOx2oM0x7gnk%2Fn%2F8zQ8d5IjLlTIC2Q5co2U7XEoxaDsmsBeQlwrHqxiSmdcVB0fXJLAMAQWsZeh5rgTqJpBU%2Fa%2FX7eIW%2Fy4F%2FKlyP4d2LzVgsqVQm4%2FAxpor8509jaMfAzys8qU%2BCnh05T6Oxb0WuqDeGHjzWID3tI5bA6%2Foaexlh80WwlrFtXRyvsmyCxz5%2Beko%2BWng5BWvM1tAz2H9soojpGsSWIKAAtYS8DxVAg0QeHIDWy5S1PUqwN8b4DmUi2cAvlF5q%2FGh2Oxo3gcAT6nNqcr82a%2BB4rbfA84N%2FKsydmN1J926vgUct%2BIF%2Fh9wDeDDFftYg2svBdI0RZuNQDo4J2PXbnU75nX60mAmv2u2CLivqtlBfZOABBYnoIC1ODvPlEALBPKWM3VNzlS5s2nBfJ3KfRzavasD7x3aiUbmfxeQ%2BhzajgncHDiwAUCXLsXlG3B1NC4%2BCHhC5auJyJCtaF%2Bq3M8h3cv2rmwlrLkxw5B8Ns59HsC6nDuOSOrkfQbIdu6aLcL2lWp2UN8kIIHlCChgLcfPsyXQAoFWhI%2FXALdqAeiAPraw3WtAPFumTk211IDJFgJt%2BwSuB7y1ATgvAe7YgJ9jdDEP8rV37%2FpVadCg6LDjKzAZdV8Bau5KXMPnJ3Umn1eDI5X6EPEqwtAFK%2FVvza1k8keITMdLTQISGCkBBayRBtZlSWADgRc18iCYh%2BrUN%2Fm3EdwugWMAH7Kr3g6vjv%2BWTnXZlqptn8D1gTcCx6oc0E%2BKgPKXyv0cq3sRgVN77ziVL%2FB3QGrdHVK5n0O610K3uCH5vAe45pAOVD73yYp4le2VtdvdgTS%2B0SQggRETUMAacXBdmgTWEThBKehea9ef9cFKcd6IWNr2CZyqxLLmdvdDxe6JwIOHmryBeW8BJNOxBbtk2a7Sgq9j9fF%2BjdSRi4iVLUNfHmsgOljXAcB9OxhnbEOkU20ydnINaUcncOry0ixNgWq3lFjYu3Yn9U8CEliegALW8gwdQQKtELgIcHAjzr4dyDYnbfsEWtkCtsr4pRaOnRp3TDzFnFPUuQVLx8F0HtSGJ5BtQ1cY3o1NPfgDcNWG7nGbLqiHA1KkvIWXWD0sfYdDRvi0GcD28ZyusKm95lW8T8mANPvItmJNAhIYOQEFrJEH2OVJYAOBhwKPbYRKtspl60NabmtHJ%2FA24LqC2UIgXcnOXxoWiOToBO4GPAto4Z6fLJq9gP8YyCoI5CE2jUBaqKGU7abpTviJKsjV58TlgY%2FU59ZgHqXmVWpfaUcnsHu5VvK7BUsn6%2F9twVF9lIAElifQwpfZ5VfpCBKQwBqB1FD6FHDxRpB8tjyQ%2FL4Rf1fp5mmB7wEnWuWklc6VbYPZPqgdnUAE6wjXLVgEiNRe%2BlELzk7Ix2zpTt20FuwfwD5Asni1oxN4GXBbwfBj4JxAin5r2xJIxtXHgGwfbMGeD9y1BUf1UQIS6IaAAlY3HB1FAi0R2A34RkPCR3xNmv8vW4K8Il%2Fz9njqBUs%2FD1x0RbxbmyYZBndpyOmbA69ryN8pufpy4DYNLXhf4NUN%2BbsqV9NN7jsNiRN9cbl0eZnX1%2Fitjnsx4P3ALo0sINmh6YyoENlIwHRTAl0QUMDqgqJjSKA9Aq3VUDq0FOf8Vnuoe%2Ff4i8CFep%2Bl3gnytjgPZNpRBI5XHt5v1BCU1Oe6Q0P%2BTs3VNAKJWJw6M62YmZnbj9StgVe0EsQe%2FMxLn3Sr07YlcB3gtcAJGwGT8hIRr7z%2FNxIw3ZRAVwQUsLoi6TgSaI%2FA04F7NeT2H4EbWufgaBHLG9NstZyiPc3OWkcL%2B%2BmBd5Uv9q1cExGm8yCS7V9avQTOBnwViJjVih0IpIFB6uRpRxHIPSP3jqlZyhGcGbAswbaRf0ipj9rSc2G2NqdrtSYBCUyMQEt%2FqCYWGpcrgd4JHAv4NJDuhK3Yv4H7lILUrfi8Cj%2FzkJbtV1OydB1KR60%2FTWnRm6w1ItD7Gtse9OciXn3fODZB4CbAG5rw9CgnkzmW4u6%2FaczvPt29AJCGCVOz%2FYAXTm3RO1nvcYDXABGDWrLEMLHUJCCBCRJQwJpg0F2yBNYROBPwtYbqHay5nnoseauuHUkgWTcRAI4%2FISApRDzlbTAbQ32L8iDS2iWQrMqDWnN64v6%2BuMHtnj8tXW2%2FMvHYrV9%2Ba3XNlg1dsgcj3GlHEkiH0TQ7aOklZvyO8DrlsglevxKYPAEFrMlfAgKQwJY30%2B9pkMPngOsDP2%2FQ9z5cfhjwmD4GrnBMC7dvG5RnAPesME6bufTMxrYxb7aeqfz%2FqbF2cOkY2dqaI%2FSmzo8GpwGOmBCIS5Ws8wkteYdLvWR5cZBroCWzU21L0dJXCfREQAGrJ7AOK4HGCDwSeFRjPsfdXxQR6zMN%2Bt61y8m%2B%2BhFHPpSM3ewgdWSETwG8BbhcgwH%2FKHCFBv3W5SMJnBXIS4Rcg62ZwulREfsf4OGtBXABf98K3GCB88Z4yt2AZze6sGs2%2BsK1Udy6LYE6CShg1RkXvZLAEAReBmRbVou2P%2FC8Fh3v2Oe7TIDDu4FrdcytxeGyhSLbP3Zt0PkUbb8E8IcGfdflowjsBXy80a3L8TvbV1NLb8p24vLio0Uhcp64nQv49jwnjPDYZE4%2Bt%2BHyC%2BlSm261mgQkMHECClgTvwBcvgTWEThmKQB95UapvBPYd%2BLdhRLD75UuS42Gcadu%2Fwc4P%2FCNMS5uxjUdA3gg8Gjg2DOeU9Nhh5eaK%2FmttU9gbyB%2Fe3Ndtma%2FLM0vPtSa48JhTbEAACAASURBVB37m27E6Uo8VkvNtjuNdXEzrmvPkq179hmPr%2B2wlEd4RG1O6Y8EJDAMAQWsYbg7qwRqJXBC4BOlK1itPu7Mr2wpvCmQ7UlTtX2A14908Sna3mqWYBchOWMp1H7ZLgYbYIxkXKUOzSEDzO2U%2FRFoPfPzAOD%2B%2FeFpYuTDgDR1GZv9vXSrnXKtzHsDT2s4sFO%2F7zccOl2XQD8EFLD64eqoEmiZwGmB1JTaveFFPAV4QMP%2BL%2Bt6tmjtsewgFZ6fazIPWlO0mwAvarBj6PpYRXiLQK6Nj8DjgQc3vKxkdeblx1TF1dZFyB1desksu0%2FD1%2BUyrp8BeHXjtQbfCyTLU5OABCSwlYAClheDBCSwPQLnLN16Tt4wnq8BtwS%2B3vAaFnU9684X1zHZK4HbjGlBM67lpKWu2c1mPL7Ww1Jv6KBandOvTgjkb07%2B9rRs9wOe2vIClvD9Z8Dplzi%2FxlOznilmX90aSLOCXWoMyow%2BfbE0KEnnQU0CEpDAVgIKWF4MEpDAjgik1lCyJVLktVX7v1I3IRlZqZ80FUs9mh8Cu41kwYldRNXvj2Q9sy4j9eheM4LOkqlNNzZBddYYTum41OB72wiaLHy61MaaWrbnPYFnjOiCfQ5w9xGtZ5al5KXjy4HrzHJwxcd8F7gk8JuKfdQ1CUhgIAIKWAOBd1oJNEIgW37eD6R7Tcv22ZIZ8IOWFzGn77cbUceeA0eQ2TFP%2BCIaJwvkjvOcVOmxqb8ypofiSjFX41buFblntFqnbQ3kn4EUN59S17PjAz8GTlnN1bScI9lCN6VmEdcs1%2BtplsM2%2BNmHli61RwzuiQ5IQAJVElDAqjIsOiWBqghcq7xVz9v1li3FXJ8APAn4R8sLmdH34wLZEjKG9ujnAb4547pbPyx1eCJejWErz%2F8Aj2w9IPo%2FN4ETlEYaF5n7zPpOSDZWhOSp%2FP1Jt7eH1ReGuT2a0pbz3CueC1xvbkr1nZDOoJcoGeT1eadHEpBAFQQUsKoIg05IoHoCqb%2BTLJgx%2FM3I273bAx%2BunvryDj55BN218gCZznVjt7OWIu1XHMlCbV0%2FkkAuuIzUbvsccI4Fz6%2FptH8BKQb%2BKOCvNTnWgy9p4pIXH9mG3rJdFPh8ywuYwfdjAanZ9nAgonHr9nvg0hNupNB6%2FPRfAisjMIaH0ZXBciIJTJzAfsDzR8Tg9aVrVgStsdqZR%2FAm8%2BbA68YaoFJjLh0zx5D1sBam1LtK3Stt2gSSGZI6imcZCYYUA09Hu9w7xmxvbTyb50vAhcccIOBqwLNGIhAnVNmym5c3YxcdR35ZujwJrIaAAtZqODuLBMZCYGyttlPkPaJctk2MtVjoe4BrNHoB%2FrYUME8GxNjsOMD%2BwENGVHMmMUqmZsSrKTVNGNu12eV6dgU%2BA%2BT3WOwrpT7Wx8ayoA3ruGqpY9bq8m4LvKJV5zfxey%2FggNKdbyxLTFZjxKtkbGoSkIAENiWggLUpIg%2BQgAQ2EEhR5qeNjEre%2FqVTYWoPja1l83VLDbMWQ5aaZRF4xma3Ah4LnGlkC0vHxKxNk8B6ArsDnwRSVHtMlmL1DwIiaI3N0sU2GbytWbahnQ5IzcsxWbaYPxG40ZgWBfwNiGCavw%2BaBCQggZkIKGDNhMmDJCCBDQTSnSk1QcZmvwAeB7wQSHbWGOzYQNZ1sgYXk61HP2rQ7x25nCK7yfY774jWtLaUNwP7mHk1wsh2s6SIWMnESo2lMdl%2FgTeWLcDfH9HC0oAhtZVasxcAyRQfi0WMSyxuA6Tm1ZgsmVfZCql4NaaouhYJrICAAtYKIDuFBEZKIG%2BekyEzRjusFOxNLZ9%2Fj2CB6VB018bWcTBwscZ83pG7Vy7CaAoLj9EiXqV74hg%2BK2OMTy1rOlupiTU2ESt8s80529ZS6D1F0Fu3vDz4QYOLuGQRSht0fRuXTwk8tIhx6Sg8NkuG3FUUr8YWVtcjgdUQUMBaDWdnkcBYCTyyfGEf6%2FryBf7RQISsli1C0GcbW0DqQz2vMZ83unuFkpkxls6C2wtHsk%2BSeaVJYBYC5ywPrXlAH6s9o2xJP7zxBSZj7uINrSH364ikLdspgJRpSLOA47e8kE18z0udD414fS5NAhLokYACVo9wHVoCEyEwxppYG0P3Y%2BBJwMtLzYYWQ%2Fu9xr7cnxz4XYuggRuW2l0XatT%2FWd1OA4TWMvtmXZvH9Ucg9XxSPyq%2Fx2ypCZe6RYc0ush8tpO924ply2NqC7Zo%2BSyk3uPtWnR%2BDp9zT78W8Ok5zvFQCUhAAtsQUMDygpCABLogkAf2bCMau6UrXrKCng38srHF5kHqgY34%2FC7g2o34uuZm3pan%2B14Yt1j8eF7c9y%2FdsOY9z%2BMlEAIRqNMhdSzbhHcW1Yh1TwY%2B3FjoU3%2BppSyyZF%2B1tu0x28pzz7hBY9fGIu4eWrYNjqlW3CIcPEcCEliSgALWkgA9XQIS2ErgEkCEhzyYjN1SvyHbCtO18DuNLPYywMcb8fUOwEsb8TX1fO4O7Deha%2F%2FG5bPeSIh0s1ICqe3zBiCdUqdgXyqi75tKzawW1vxFoIVM0m8Ae7YAFDhGEaySvZ6aXVOwXEdXB349hcW6RglIoF8CClj98nV0CUyNwFS2hqzFNR2o3lseSj5SebDz9z7p%2B7tU7meYpj5Ost1qtnMDDwBuBhynZkc79C3XTwrv5mFEk0AXBPJ36YBS86eL8VoY4yfAs4AXAX%2Bs3OEUpU%2Bty9otnfpq9%2FMEQF7O3BNIkfypWF5s5qVHXvxpEpCABJYmoIC1NEIHkIAENhBIEdJsDRlrx7UdBfxbJWvolRW%2FZXwVcKvKr9gIgbUWPc8DyI2AOwGXqpxj1%2B5l28dVgR91PbDjSQC4W9maPSUYfytb7yNkfbLShSf7qgXB%2BvzA1yplmO9CuWek2cWJKvWxL7eeCdyrr8EdVwISmCYBBaxpxt1VS2AVBA4Ebr6KiSqc4%2FWlpXpqn9RkNwVeV5ND2%2FElX3bzpbcmywNIiuveEjhhTY6tyJd0i0qNltqzRVaEw2l6IpAtRqmlOMXP2HdLRlYahdSWfXoEcJqeYt7FsIcBu3cxUIdjnBS4TRGuztXhuC0NFdHuxS05rK8SkEAbBBSw2oiTXkqgVQIPBh4HTPVvzc%2BAtwBvLF13sj1uSEt9st8M6cAMc6eOSeqZDG3nK9sesvXhnEM7M%2BD8aVpwD%2BDfA%2Frg1NMhsEfZll2bILGqCPwT%2BN9yz3gr8IdVTbyTeV5btkpX4Mp2XUi9xGzNG9pOAlyv3DeSrTqVreUbuWer%2BfWBjw0dEOeXgATGSWCqD5XjjKarkkCdBK5Tsn6y%2FWrKtiZmpYDvkNtFIg6dp9JApLPjkG%2F6Lwiko2ZEq3NUymiVbqUw%2FQtXOaFzSQDINvR3TKjA9c6C%2Fr5y%2F3z7gGJWxKGaM2mS6T1UZnFEq3zHSS3Evf30bmlqc80Gu0EaOglIoCECClgNBUtXJdAwgfMC2U53%2BobX0KXraU2ezKw1MWuVmVnPAfbvcjEdjpWOZNnmuEq7cKlrFeHq7KucuOK5fINecXAm4tqxyjbsW0xkvZstM5lZ2cqbe0Yys%2FIZXZWdDfjeqiZbYJ689MjLj1XZyUqGUeohXmnCmVYbeSdzMPdRt5qv6kp0HglMlIAC1kQD77IlMACBUwN5i3zxAeauecpflYeSvGnPA8pfe3Y2XzBTZ6ZGu3OpA9O3b1cGrlaK6p6x78kaGz8ZetcGDm3Mb90dJ4H7A08e59KWWlXuFRGyPrAicSkZxDW%2BgErzlHSE7dvyciPbArNFMPcPbVsCTwPuKxQJSEACqyCggLUKys4hAQmsJ5CW6X7R2fE18dGSrZYHky%2F1cOnUXAerr%2FpXecDJw0dEq8sDx%2BuB6xiGfFnpBpfuaJoEaiFwSeCggbcX18Jie36kM2g6%2F0bU%2BiDw5x6cTXfdfXsYd9kh%2B6p%2FlW6BVykZVtcAzrKsoyM9P9darouIqZoEJCCBlRBQwFoJZieRgAQ2EEjNiNcAJ5bMTgmkG9VnSwH4TwOf6yhD6%2BtAtnXWZhGW%2FrGkU8cF9gIuUWro5Pdplxxz7KdHsEqdmxRr1iRQI4FTlevT7JedRyfNFr627p6R%2B0YX2ZTpwhqxqDZ7APCUDpw6c7lfRCzNPSNNPI7ZwbhjHiLfI64LREDVJCABCayMgALWylA7kQQksIFAvjBmK9uFJDMXgWRlfbU8pORB5csL1EN5ZuksN9fEPR%2F8Q%2BCsc86RAroXAJK5lQeO%2FLhFdT6I3y51S74532keLYFBCDwc%2BJ9BZm530mxTz8uP3CuyRTjCQ7bezWPpClmjUJGXYe%2BcZyFly2HuFXmJk%2FvHRYEIpNrsBFJL8%2B6zH%2B6REpCABLojoIDVHUtHkoAEFiPw7LJtabGzPSsEjigPJnlAiRCRB5Qv7gRNWlxnS05Nlhpg2aqxIzt%2FEarSQTEPHXn42LWmBTToS7Ig02nwLw36rsvTJXBFIA0fTjldBJ2s%2FAvAIeVlSH7nvpEGIzuyHwO11QzcA7Z0vtue5f6Qlxu5V%2BR37h2%2BMFvu0kmNztsDr19uGM%2BWgAQksDgBBazF2XmmBCTQHYG0XX5RpUViu1vl6kf6bvlyny0k63%2FSJai2rlJ5o%2FuMUmskXa%2BSoZff%2BcnDh9YdgXTsultpHtDdqI4kgdURSFOQvPy4yeqmnMRMvy8ZvrlfJCs2otXa70cBt66MwumAM5X7ROpUJYs3P3nhkQxdrTsCqbF2x0oz8bpbpSNJQALVE1DAqj5EOiiByRBIPawUeM8XJP82TSbsLnTFBF4B3Av4w4rndToJ9EEgLz%2FSfCCCliYBCXRPIKJmuoG%2BpPuhHVECEpDA%2FAR8SJyfmWdIQAL9ErgM8Gpgt36ncXQJTIrAYcBtgY9MatUudgoEdgGeWrY2TWG9rlECqyLwbiAF%2FJO1q0lAAhKogoACVhVh0AkJSGADgeMDjymZInYC8vKQwOIE%2FgM8C3gIkG6DmgTGSsCXH2ONrOtaNYFflCLtb1r1xM4nAQlIYDMCClibEfL%2Fl4AEhiSQYt0vL0W7h%2FTDuSXQIoF0qbxVKdLcov%2F6LIF5CeTlx6OBewPHmvdkj5fAxAn8t2zJvR%2BQrYOaBCQggeoIKGBVFxIdkoAENhA4RsnESuv0E0pHAhLYlMCfgUcAzwSSgaVJYGoE0vghtbH2mtrCXa8EFiSQbo77AgcveL6nSUACElgJAQWslWB2EglIoAMCaYn9AiBFezUJSGD7BN4G7A8cLiAJTJxAvuPms%2FB4IE1CNAlI4OgE%2Fl4%2BI08A%2FiUgCUhAArUTUMCqPUL6JwEJbCRwo1LTJ%2B2zNQlI4EgCEaxSbPf9ApGABLYhkHvFc4Hry0UCEtiGwMeBWwOHykUCEpBAKwQUsFqJlH5KQALrCWQr4cNKnZPjikYCEybw19KBLW%2FPLdI%2B4QvBpW9K4ErAc4A9Nj3SAyQwbgI%2FAh4IWKR93HF2dRIYJQEFrFGG1UVJYDIEdgMOAJKVpUlgSgRSbPdAIMV20zFKk4AENieQrrb7lULvp9j8cI%2BQwKgI%2FKlsF3w68I9RrczFSEACkyGggDWZULtQCYyawKXKFpHzj3qVLk4CRxL4XHkI%2F4pAJCCBhQjsAjwSuBtw7IVG8CQJtEMgzTzS1OChwC%2FbcVtPJSABCRydgAKWV4UEJDAmArcFHgdYH2tMUXUtawSy7SMZVweJRAIS6ITA2YFko9gcpBOcDlIhgQ%2BXTs5fr9A3XZKABCQwNwEFrLmReYIEJFA5gdTESuepBwGnqtxX3ZPALAR%2BAjy2vEG3S9QsxDxGAvMR2At4IpA6WZoExkDgM8DDgQ%2BNYTGuQQISkMAaAQUsrwUJSGCsBE5QirwnY%2BWkY12k6xo1gZ%2BXeiUvAv5v1Ct1cRKog8ClgacAF6%2FDHb2QwNwEvlSEq%2FfMfaYnSEACEmiAgAJWA0HSRQlIYCkCJwHuD9wTOPFSI3myBFZD4FfAk4Dn2VlwNcCdRQIbCFy9ZD1eWDISaITAN0pdN7eYNxIw3ZSABBYjoIC1GDfPkoAE2iNwypKRlaK9EbU0CdRGIN0EI1y9EPhrbc7pjwQmSOB6wMMAhawJBr%2BRJUe4egzwxkb81U0JSEACSxFQwFoKnydLQAINEsjWwrRRvw9whgb91%2BXxEfgmcADwGuCf41ueK5JA8wQuCzwQ2Lv5lbiAsRBIbau88PjgWBbkOiQgAQnMQkABaxZKHiMBCYyRQFqn3xJ4ALDHGBfomqon8EngycA7q%2FdUByUggRA4N%2FAQYB%2FgWCKRwIoJ%2FAd4S8m4sqvgiuE7nQQkUAcBBaw64qAXEpDAsARuUjoX5i27JoG%2BCbweeCrwhb4ncnwJSKAXAruW2oq3A07UywwOKoGjCGRL%2BcuBpwE%2FFIwEJCCBKRNQwJpy9F27BCSwkUDerqdG1q18KPHi6JjA4UC6Caa%2B1REdj%2B1wEpDAMAROWDJ59wf2HMYFZx0xgW%2BVZh6vBP404nW6NAlIQAIzE1DAmhmVB0pAAhMikG6FtylZWeec0LpdavcEPgo8F3gb8K%2Fuh3dECUigEgKXKS9AbuD2wkoi0qYb%2FwbeXu4bH25zCXotAQlIoD8CClj9sXVkCUhgHASuAuwL3BA4%2FjiW5Cp6JpBuginI%2FmLgOz3P5fASkEBdBE4L3LncN85Sl2t6UzGBw4BXAS8AkrGrSUACEpDAdggoYHlZSEACEpiNwPGAa5fivdcE8t%2BaBNYIZFtgiuumlfkngP%2BKRgISmDyB8wE3LfcNxazJXw5HA%2FCjcs94A%2FBl8UhAAhKQwOYEFLA2Z%2BQREpCABDYSSN2T65WHkqsBxxHRJAn8CjioPIBkq2A6RGkSkIAEtkdgryJmpWnIGUU0WQI%2FXSdaHTxZCi5cAhKQwIIEFLAWBOdpEpCABAqBkwDXB24MZLuhYta4L41fAm8F3gREtEq9Ek0CEpDAPAQuAUTIuhGQjobauAn8DHhzEa4%2BY4buuIPt6iQggX4JKGD1y9fRJSCBaRHYpWRm5cEkYtaxp7X80a42Na2SaRXR6mNmWo02zi5MAkMQUMwagnr%2Fcypa9c%2FYGSQggQkSUMCaYNBdsgQksBICEbOSlZUthlcATrGSWZ2kKwJfB%2F4XeEfJtOpqXMeRgAQksCMClyovQfIC5Pxiao7AV4EPlq6zn2rOex2WgAQk0AABBawGgqSLEpBA8wTytzYPI1cqP5cFUkdLq4fA94EPAWlbnt%2B%2Fqcc1PZGABCZIIC89rrjuvnG2CTKofclr943cM%2FLz29od1j8JSEACrRNQwGo9gvovAQm0SuAy6x5O8m9ttQRSSPcjJbvqA0D%2BW5OABCRQK4HUyrp6yehNVu%2FpanV0xH4dvu6%2B8T7vGyOOtEuTgASqJaCAVW1odEwCEpgQgeMD2TqSt%2B35SbeqY05o%2FatY6s%2BLWBXRKj95c65JQAISaJXAOdfdMy4PnLLVhVTsd5p2pFlHMnNz3%2Fhuxb7qmgQkIIFJEFDAmkSYXaQEJNAYgRMDeSC5NHAh4ILW0Jo7gqlF8hXgc%2BUB5Ftzj%2BAJEpCABNohcIFy37gokH%2Bfqx3Xq%2FH0kHLfOLgIVqmFqElAAhKQQEUEFLAqCoauSEACEtgJgTMUISsPJhG08vvMwNT%2Fjv8OWBOrIljlJw8h%2F%2FJqkoAEJDBhAsns3XPDfSP%2FfYIJM1lb%2Bp%2BBrwFfLveM3DciVv1DNhKQgAQkUDeBqT%2F41B0dvZOABCSwcwLHBc4C7AbsvuEn%2F9tpRiBw%2FQE4DDh0w%2B%2B1%2F%2B3XXiQSkIAEJDATgXzvP%2F1O7hm5b%2BS%2B0rr9bd39Yv29I%2F%2FOzxGtL1D%2FJSABCUyVgALWVCPvuiUggSkQOE55UDnTut%2Fr%2F33GCh5WIlCtPVRs7%2FfvpxAo1ygBCUigEgKnBXKf2NF9I90Rh7a%2FbxCofrThPvKLoR10fglIQAIS6IeAAlY%2FXB1VAhKQQAsE0tHqvQM7eizg3wP74PQSkIAEJDAbgW8DKSA%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%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%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%2BVgAQkIAEFLK8BCUhAAhIYjIAC1mDonVgCEpDA4AQUsAYPgQ5IQAISaIqAAlZT4dJZCUhAAuMioIA1rni6GglIQALzEFDAmoeWx0pAAhKQgAKW14AEJCABCQxGQAFrMPROLAEJSGBwAgpYg4dAByQgAQk0RUABq6lw6awEJCCBcRFQwBpXPF2NBCQggXkIKGDNQ8tjJSABCUhAActrQAISkIAEBiOggDUYeieWgAQkMDgBBazBQ6ADEpCABJoioIDVVLh0VgISkMC4CChgjSuerkYCEpDAPARqELC8D80TMY8dgsCZgd2B3YAzAWcBdgVOBBxvOz%2B7rHPyj8Df1%2F38o%2Fz7L8DhwKEbfr43xAKdUwJzEKhBwLoq8ME5fPZQCUhAAhIYCQEfHEYSSJchAQlIYAYCxwfOA5wXODdwWeBiM5zX5yFvBb4O5KHom8BX%2B5zMsSWwEwKnAi5VPhMXBc5WBKtVQ4uw9UPg88DngM8AP161E84ngUIgAm7uG%2FnZE7gBkHvJkPZZ4FPr7hvfACIWaxKQgAQkMHICClgjD7DLk4AEJk3gJMDewLWAS5TMkRaAfB%2FIA8p7y8%2FvWnBaH5sjcJEiVl0SuDiQB%2FVa7eflM%2FHpImjl4V2TQB8E8rnIPSNZTucDTtDHJD2Mmc%2FIV4APAHkxclgPczikBCQgAQkMTEABa%2BAAOL0EJCCBjgmcsbwhvw5wGeDYHY%2B%2F6uH%2BDeSh%2Fd3Au4BDVu2A842CwDGACwFXLD%2BXBk7Y8MqyFTEi74eAD5dMrX81vB5dH47AcYGrALlnRLg63XCudDrzt9bdoLEeJgAAIABJREFUNyL4%2BvnoFK%2BDSUACEhiGgALWMNydVQISkECXBLLdKQ8f1y3bA7scu7axUjPoncA7gI8B%2F6zNQf2phkC2PEWwuhJwOeCk1XjWvSOpqfWJImZF1Eomyn%2B6n8YRR0Lg5OV%2BkXtGxKtWsqwWxf974H3lvvEe4A%2BLDuR5EpCABCQwLAEFrGH5O7sEJCCBRQlke8cNyxvz0y86SOPn5aH9%2FcCbgbcDf218Pbq%2FPIHTALcF7gCcdfnhmh0hdbReBrwI%2BEmzq9DxLgmkAcE%2BwLVLdm6XY7c2VrIWk9X7RuCnrTmvvxKQgASmTEABa8rRd%2B0SkEBrBE4L3Kk8nGeroHYUgT8BrwWeW4rCy2Y6BPJdJlkkdyxZJa1vm%2B0ycsnCisj7wrIFN1tytekQOGZ5ybFfqWmVrbTaUQTyeUitxXw%2Bkpll1qJXhwQkIIHKCShgVR4g3ZOABCZPIH%2BnrwbkAST1SfJAou2cQLq35YEkgtbfhDVaAqcuYm6yrWouwF5LAMzKqiUS%2FfuRlx13AW4PnKH%2F6UYxQzIVX1KyFo8YxYpchAQkIIERElDAGmFQXZIEJDAKAimsm61Q9wHOPooVrX4R6V74fOAZwK9WP70z9kQgYtVDgX1H0KSgJ0Q7HTZZJtk69Rjgm0M44Jy9EdizfDZu5MuOhRmn2PsbgMf7%2BViYoSdKQAIS6I2AAlZvaB1YAhKQwEIETgbcrfwkw0RbnsDfgVcCTwZ%2BuPxwjjAQgXMDDwNu4sN5JxH4bylq%2FWjgy52M6CBDEbg6cP%2FStGAoH8Y4bwq%2F577xkTEuzjVJQAISaJGAAlaLUdNnCUhgjAROATwEuCtwvDEusJI1vQ54JPC9SvzRjc0JXLAIVzfY%2FFCPWJBAClrnQf3jC57vacMQuCnwCOBcw0w%2FmVnT1TOc0wFXk4AEJCCBAQkoYA0I36klsCSBPYALASnmvVv5nYKkqePw4%2FLzWeCwJefx9P4J3A94OHCS%2FqdyhkIg2wqTeZL26lqdBM4LPAVIdom2GgKfLJk8uXdo9RLYq2yNvlS9Lo7SsxR8vxfw3VGubjyLOgtw0fK9ON0385MGBmvfjfP7C77IGk%2FAXcm0CChgTSvernYcBC4MPKoU9J5lRSlknePNOJmF1mqPSUbJU4HdVzutsxUCvwEeDLxYIlURODHwBGD%2FqryaljMvK0LWb6e17OpXuyvwJODm1Xs6bgefXTKyfAFSV5yTiZgM631mdOut5fvx12Y83sMkIIEKCChgVRAEXZDAjATOUYqK3nDG4zcelhpAubGbkbUgwA5POz%2FwPOCSHY7pUIsTSCHrOwKfXnwIz%2ByIQB48ngmcpqPxHGZxAhGv7gu8YvEhPLNDArl%2F52WUVgeBNAl5QOlcWIdH0%2FUiLwGTUZ3GHotYmlpki%2Bh3FjnZcyQggdUSUMBaLW9nk8CiBO5Ztgssev7683KTTvcpbfUETlC%2BZGXLoFYfgQgnycj6W32ujd6jbPl4IXDl0a%2B0vQV%2BCrgzcEh7ro%2FC4yuVLNF039TqI%2FBR4HbAj%2BpzbfQepV5o7tn5XtuFvahknv6xi8EcQwIS6IeAAlY%2FXB1VAl0SeDVwyy4HLJ3YUiz8%2FR2P63A7JnBN4AVAtoBo9RJIbYw8jHyoXhdH51mySpJdotVNIEXeE6d09dT6J5AutE93u2D%2FoDuYIZ%2BJNGFJvLTVENgbeH6pb9XljOnIelXg110O6lgSkEB3BBSwumPpSBLog8BBwPX7GLiMmfHvDhze4xxTHzpbobJd0A5qbV0JqQF0b8A3sf3F7WzA64HU9dPaIPDtUl%2FGmjH9xusOpSvkyfqdxtE7JvAZ4DYWee%2BY6rbD5TPxrB5e7K6f5VvAZRWxeo2jg0tgYQIKWAuj80QJ9E4gb7vv3%2FssR3ZhuxPwphXMNbUprlge0E81tYWPZL3fB67n1qleonlr4DnAiXoZ3UH7JnAfs016QZxOtKk51ueLq14cd9CtBP4M5O9bXhBq3RLId6oDgdN2O%2Bx2R%2FsqcGkg8dQkIIGKCChgVRQMXZHAOgIpZJzMhFXaq8qXrlXOOea5Hgs8dMwLnMja%2FgrcfoDP41jxRrBKrSu7qLUf4feVbJNftL%2BUKlaQTMQ325W2ilh04USyhFK%2FVOuGQGq3PqyboWYeJR2K84JXk4AEKiKggFVRMHRFAoXAeYGvD0TjK8B1gJ8MNP8Yps2WwYiPlx%2FDYlzDVgI%2BjCx%2FMexVHtB3W34oR6iEwG%2BAWwHvrcSfVt3Yv2Qktuq%2Ffm%2BfQBog3Ag4QkALE0i2Vb5TXW7hEZY7MVlfH1luCM%2BWgAS6JKCA1SVNx5JANwTyIHD1boZaaJS0Tr8p8MGFzp72SekW9QbgFNPGMNrVfw64sQLvQvFNp6jHL3SmJ7VA4LnA3VpwtDIf3TJYWUB6cCfFwJNV%2F%2BEexh77kFcBXjfwd6pPlHpYY2ft%2BiTQDAEFrGZCpaMTIXABIB1QarCnAverwZFGfFhVzbJGcIzWzRR1v7NbCmeO7%2BmB1wBXmPkMD2yVwDfLy4%2BhMohb43aZ8ncknxFt%2FASeCETI12Yj8JSKvoNeDDh4Nrc9SgIS6JuAAlbfhB1fAvMRSEvg%2FeY7pdejU8Qybw6%2F0%2BssbQ9%2BduAtwJ5tL0Pv5ySQmnHZ9mOB1x2DuzYQTiedk62Ht0vgH8ADSpewdlfRr%2BfHAh4NPAg4Rr9TOXplBPKd6obADyrzqyZ3avxOle%2Fmd60Jkr5IYMoEFLCmHH3XXiOBbN%2BrsW12toZki4i2LQHrlkz7ijgM2Bf4%2BLQxHG31EaySkXhHuUyWQAq8J%2F4%2FnSyB7S%2F8XMArgYvIZbIE%2FlYyi543WQI7XniK3j%2BjQi6%2FAk5doV%2B6JIFJElDAmmTYXXSlBPKFtuYU5S8BtwW%2BVim%2FVbp1ISDdafJbk0AeSO8LpKD11C2CXrZ%2B%2BGV%2F6lcC%2FAV4FPB04N8Tx3GCwuJewLEnzsLlH0nA71RHXQn5LvVy4HwVXxxnBX5YsX%2B6JoHJEFDAmkyoXWgDBJLl9OwG%2FEwm1kOA1AKamu1SMktsqzy1yG%2B%2B3t8B9wdeuvmhozxijyLqXnqUq3NRyxA4BLgD8NllBmn43OuVe%2FuuDa9B1%2FsjkO9UqY31p%2F6mqHbkZOs%2BCWjhO1W6SaZchCYBCQxMQAFr4AA4vQTWEXhCqYnRApS0hM6XjhcAf2%2FB4SV9PH6pf5DaLmaWLAlz5Kd%2FAXgs8PaRr3NteXkoz8OX9UEmEvAllnkg8JgJ1VS8eMm6utoSzDx1GgR%2BXl6OTeU71QlLvdcHAqdqJMR5QXVAI77qpgRGTUABa9ThdXGNEchbuNYeAlMX4GlAClz%2BoTHes7ibemR3B%2B4xcBvnWXz1mLoIZKttROnX1%2BVWZ96cs2RiZsugJoF5CETcjcgbsXeMdo0i6qbLoCaBeQj8smzBfuFIM7JOXr5P5XtV%2Ft2SpTbXvVtyWF8lMFYCClhjjazrapHAixouepxObBHgXgZ8t0X4G3xOod3bFUExtUs0CSxK4NAi8ib7JE0aWrdkk9weuHHrC9H%2FwQm8H8h976DBPVnegROVz8R9gPMuP5wjTJxASjTkxeBYvlOdH7g1cGeg1e9UERVr6hI%2B8Y%2BIy58yAQWsKUfftddGoGUBaz3LLwN5WM9Pthq2YmcEbg7cAtizFaf1sxkC%2FwLywJ7PxduAdKJqxS5aPhf7AKdpxWn9bIbA74E3l8%2FGx4D%2FNuL5cYC9y33j2sDxGvFbN9sikGLvuW%2B8tsHvVLcsn48xiLr5jh4BTpOABAYmoIA1cACcXgLrCOTtTguFLOcJWh5G3gG8B%2Fj2PCeu6Nh8qcoDyHWAS61oTqeRwF%2BB9wLvLrWyaszMugKQrVDXB85myCSwIgI%2FBd5aPh%2F5jNRmJwGuXu4b%2BWzkvzUJrIrAR4B3lu9U31nVpHPMk5d%2F1yzfqS4xx3ktHGoGVgtR0sdJEFDAmkSYXWQjBMYoYK1H%2F4PywJ6Hks8B6dq2akux0IuVh48IV7ut2gHnk8B2CHy6PLB%2FsHw2hoAUkSoPHNcFrgqceAgnnFMC6wgkS%2FED5WH9k8A3B6JzYeCKRdCNsKtJoAYC3y%2FfqfKC8PMDf6eKaJXvVGeqAUxPPihg9QTWYSUwLwEFrHmJebwE%2BiMwdgFrI7mfAEmN%2F0r5fVhJj%2F9FB4hPB5wW2B24EHDB8nP6DsZ2CAn0TeDrwFeBbMdNMfhkpWQ7brZaLWv5TOSzsUf5TFygfEZSw0eTQM0EkrmY%2B0V%2B8tmIoJXPxeEddMPdpXwucu84X%2FlspG5P7h2aBFog8OMN36ny3%2Fl8dPGdKt%2Bd1n%2BnWrtv5PMyFVPAmkqkXWf1BBSwqg%2BRDk6IQNonu7%2F%2ByIDnS1d%2BfgOkQPz6nzzEpAVzHrjXfvLfya7KF6xTT%2Bia6Wup3wPykxikvXe%2BAOff6ZC0MR7pPpmirOvjkX%2BfFFj70pu45Cd1xvJwaK2YxSMXoTcxCffE4i%2FrYvKPsqVpfSySSZW6VeGfh3RtOQJfBNYeDNd%2FNrb3tyqxyRaz9X%2Bn8u%2F8jVr7TKz9Pgtw7uVcm%2FTZKXq99rD%2Bp3WficQgn5Vjbedv1JpolRgcf9L0ll98xPWI7RET1%2B7fa%2FePxGbjfePvQLr87uhvVWKy9iIqn4szLO%2FipEfI36q171Tr7xlr95CN9%2B%2F89yn9TrXNNaOANemPkIuviYACVk3R0JepE5haBtbU413L%2Bg8BDi4ZDWsZcfmC26edZ11WXDLkLt%2FnZI4tgQUJZNtaBKtk%2B6xlwy041EynRURJ1s9a1miK50fw1SRQE4EIhKlvufa5yO90W%2B3TTlE%2BF2ufjWzl9GVVn8QdeyMBBSyvCQlUQkABq5JA6IYESjvxO0pCAj0TyJvvFIJNAfEU2M9WzqEtb3tTd%2BlapY6Gne6Gjsg05%2F%2FVuuL67wOSOTK0JfMkn4v8XMlMoaHDMdn5UzD8XeW%2BEWH3nxWQyPbO1F7KZ%2BMiwDEq8EkXxkvALoTjja0ra4yAAlZjAdPdURMwA2vU4R18cW8sbbhTFDnFkWu2FNq%2FMZAW3IpZNUeqfd8iWr0OeAOQYvq127WBfYAbuhW39lA17186B78aeD3ww8pXk%2B1u6QqZe8ZlK%2FdV99okYAZWm3HT6xESUMAaYVBdUrME8nbHDKxmw1ed4%2F8umVYHAm8uNUiqc3ITh%2FJGPVtFblEe2G1Z31oE6%2FQ3W6DeWgTddH78T51u7tSr1P27QflsXBk4ZoNr0OX6CKS%2BWwTd3DfSTKJFS%2B3FCFm5b7gFt8UI1umzGVh1xkWvJkhAAWuCQXfJ1RJQwKo2NE05li2CLweeWIpNN%2BX8TpxNfaD9gPuV4vBjWZfrWB2BFDJ%2BGvD8Uvx%2BdTP3O9OuwIOA25uV1S%2FoEY%2BeWm9PAA4C%2FjuidV4ceARwjRGtyaUMQ0ABaxjuziqBoxFQwPKikEA9BBSw6olFi54kqySdLJ%2FaUdvsWhkcG7gN8EDgrLU6qV9VEcj2p6cUYTedGsdq6cR6X%2BAupfvhWNfpuroj8NEiXGVr%2BZhtT%2BDhJZPXWlljjnR%2Fa1PA6o%2BtI0tgLgIKWHPh8mAJ9ErAGli94h314M8EHg38btSrPPribleEiZNPbN0udzYCvy2ZSS%2Be7fDRHLUL8FDg%2FqNZkQvpmsC3gDsBKcg%2BJTsH8BzgKlNatGvthIA1sDrB6CASWJ6AAtbyDB1BAl0RMAOrK5LTGedg4LbAN6ez5KOt9KTAAUDELO9pE74Q1i09W6CyjTbZSL%2BfMJJzFw4XnTADl74tgWTqPgrIS4%2FUSZyqpRHC04HTTRWA656bgBlYcyPzBAn0Q8Av%2B%2F1wdVQJLEJAAWsRatM8J5klDwFyzYypXsky0cxDekSLPLRr0yUQMTeibsRd7UhRN81BUhPvZAKZNIE087g7cMSkKRy1%2BBMBjwfuahMEr4gZCChgzQDJQySwCgIKWKug7BwSmI2AAtZsnKZ%2B1EeAm428ztWiMT4W8D%2BlPpZ1Thal2OZ56ST45FLn5l9tLqFXr09dui5eqddZHLxGAn8odQPfVqNzFfh0EeBNwG4V%2BKIL9RJQwKo3Nno2MQIKWBMLuMutmoACVtXhGdy5%2FytZV%2BmiZtbVzsNxyfKw7gPJ4JftShxId8FbABF3tZ0TSAbOk4B09dTGTyA1rm4O%2FGT8S11qhcnGelbJ3lxqIE8eLQEFrNGG1oW1RkABq7WI6e%2BYCShgjTm6y63tB6V70leXG2ZSZ%2BeB5HnArSa16ukt9t0lxlNrYLBMpM8OvAVIZzZtnASShZhs1McByU7UZiNwbeBVQGorahJYT0ABy%2BtBApUQUMCqJBC6IYFSzyi1SjQJrCfwCmB%2F4K9iWYjATYCXAhG0tPEQ%2BHvpspeOYtr8BI5d6v%2Bk0L3fBefnV%2FMZybbK373P1uxkxb6lsPuBwBUq9lHXVk9AAWv1zJ1RAtsl4JcWLwwJ1EPADKx6YlGDJ38s2xkOqsGZxn3YHXgdcPHG16H7RxI4BEgXsfzWliNw1ZJxcprlhvHsSgi8EbgTkLpX2uIE8nx0f%2BCxQMReTQIKWF4DEqiEgAJWJYHQDQmYgeU1sI7A54HrAz%2BTSmcEjlnax6d7owXeO8O68oGeD9wb%2BMfKZx7vhKcsGScRs7Q2CfwFuAfwsjbdr9brCwNvAM5arYc6tioCClirIu08EtiEgAKWl4gE6iFgBlY9sRjKk3%2BXN76PAfJvrXsClwaSpZBtIlo7BFLjKvXMUvNK64fAvUqB9%2BP0M7yj9kQgtRFvCKRWotY9gROUeoq37n5oR2yIgAJWQ8HS1XETUMAad3xdXVsEXlhS%2F9vyWm%2B7InAocFPgc10N6Dg7JHAy4OXAdWXUBIGPli6DhzfhbdtOnr9knJyz7WVMxvsDyla3ySx4wIVm2%2FILLPA%2BYASGnTrf0fcb1gVnl4AEQkABy%2BtAAvUQMAOrnlis0pNshXpy6RbltqhVkofrAM8GzrTaaZ1tRgK%2FBO4HvHrG4z2sGwLJwAr3hwHH72ZIR%2BmYwJeANH3Jb211BE4FPAUwG2t1zGuZyQysWiKhH5MnoIA1%2BUtAABURUMCqKBgrcuXDJevOrR8rAr6daY5XamPdx2K9wwVhw8z%2FAfK2%2B0FAmhlowxA4I%2FBi4GrDTO%2Bs2yHwe%2BChQGrB%2FVdCgxG4ZKk3ZqbiYCFY%2BcQKWCtH7oQS2D4BBSyvDAnUQ0ABq55Y9O3JT0sh6jf3PZHjz0wgDyIpgJwHE204AmaWDMd%2BRzOnocQzgQha2nAEXgNEaP%2FVcC448zoCxwJSN%2B5RwAklM3oCClijD7ELbIWAAlYrkdLPKRBQwBp%2FlP8JPKN84f3r%2BJfb5Ar3BVJXJltFtNUR%2BEPJLHmemSWrgz7HTClk%2FejywJ4Hd211BL4D3A749OqmdKY5CJy%2BbEW%2FwRzneGh7BBSw2ouZHo%2BUgALWSAPrspokoIDVZNhmcvrvwCuAJwA%2FnukMDxqSwImB%2FUu2g0JWv5HIlqhnAU8H8m%2BtbgJnBh4CROi1W2G%2Fsfo28EQgmVd2pe2XdRejXxx4OLB3F4M5RnUEFLCqC4kOTZWAAtZUI%2B%2B6aySggFVjVJbz6U%2Bla9FTgV8sN5RnD0Ag9bHuXLp8nWGA%2Bcc8ZQq0R7R6LpDPidYWgdMBDwbuYKH3zgP31dLU4y1A6sFpbRHYE3gEkIysY7Tlut7uhIAClpeHBCohoIBVSSB0QwKlaPGdBibxG%2BAUA%2FswhunDMVkl6XD3uzEsyDWQz2Ye2HeXxVIEfgY8qRQHT2ai1jaBUwMPAO4CZJuhtjiBzxXh6p2LD%2BGZFRFIXcUIWTevyKeWXUmG7kkHXEAai%2Bw34PxOLQEJFAIKWF4KEqiHQA0ZWI8rLevvCtwWyFYqbXYCXwdeXrKu%2Fjb7aR7ZEIF8Lm4PXKohn2tw9fPAS4tQX4M%2F%2BtAtgTxY3qN8Ns7U7dCjH%2B3t5Z7xvtGvdJoLzOchxfez7fZk00Sw8KrT8CbC0QtKk5VrLzzS8icqYC3P0BEk0AkBBaxOMDqIBDohkJvj0BlYEbAeVlZzfOCWxae9OlnhOAdJRslrgVcB3xjnEl3VdgicpTyQ3ArIv7WjE0i9t9TveSXwXQFNhsClgdsA%2BwAnmsyq51voZ0pdxDeZpTsfuMaPvlb5bNyw8XX07f72RN38b9fpe%2BKdjK%2BANSB8p5bAegIKWF4PEqiHQA0ZWI8vncA2UjlHEbOSCn%2FWepAN5skfgYPKw%2FlHrFMyWBxqmfgSRczKA%2FvU37Dns%2FHmksn5MTsK1nKJDuLHcYFkTCTz5BrA1LsX%2Fgg4sGSS5N%2FadAkku%2F0mQF6AXBaY%2BvNYmhTku9Try%2F0jXWk32jvK35OhrhprYA1F3nklsIHA1P9gekFIoCYCtWVg7YjNJYEbAdefWD2gI4B3Ae8F3gNYv6emT089vuQN8TXLm%2BLT1uNWr56kIHseLvxs9Iq56cFPXopaJwPlysAJm17N7M4nKzf3jXcDn5z9NI%2BcEIFsMUzB94i8V53QurPUDwJvK6JV7iM7MzOwJnZxuFwJ7IiAApbXhgTqIVBzBtaOKKVIaR5I8pNtI2N6w%2F4v4NPrHsq%2FVs%2BloieNEDh%2FaakeQSst1o%2FZiN%2BbuZnOaCk4HSE3P1%2Fa7AT%2FfwmsI3Bs4HLrPhvJ8B2L%2FQX4UPlcRLjKFnNNArMSSCOEK5bPxt7AbrOe2MhxqWmVFx0RdCNe%2FXUOv83AmgOWh0pgzAQUsMYcXdfWGoEaBKz1NbDm5ZcvXkmFj5B1BSCZWi3Zn4C0L%2F8C8CngA0C2Q2kS6IJAthbmDfvly2fjPF0MusIxvgWkbs%2FHgXRJ%2B%2B0K53aqcRM4c8lYzL0j23HP0Nhy87nIy448kL%2B%2FMd91t24CuU9cHbgYcAHg7HW7ezTvDgM%2BUe4b%2Bf3tJfwfWsCyBtYSwfNUCXRJQAGrS5qOJYHlCLSyhXCeVeZh%2FULABcvvc89zco%2FH5i3gV4AvA18sxdd%2F0ON8Di2BjQROUrKykpmVh%2Fb8HrJF%2BHr%2FUn8kGVZ5KM%2FD%2BWcVc72AV0jgjOs%2BG3kRks9GLZbGBPk8rH02Dq7FMf2YBIFsvY2Qtf6nliY7vyjfqZKRm5%2FcOw7vMCpuIewQpkNJoGUCClgtR0%2Ffx0ZgjALWxhgdDzgfsEcpBp%2BtI2crbxV36TCgqaVwKJC3fxGmIlit%2F%2F23DudyKAl0RSAC77lKbbndN%2Fzuupvbn8tnJJ%2BTtZ98XpJpdUhXC3IcCXREIBkoyT7JlqpkbK19PvpoKvKrdZ%2BJtfvG90uGbmohahKojUBE39TSSkfc%2FO7zM%2FIdIJ%2BH%2FP5h%2BZ0SC5vVsFqWmQLWsgQ9XwIjIaCANZJAuoxREJiCgLWzQCUjJUWvTwOcrvw7hX832n%2BBPHz%2FvvxkK1O2%2F639969HcTW4CAlsS%2BAU5aE9n4kIwRt%2F0vEt%2F1vu62kwsKOffF4iWP1GwBIYCYFdy0N7Ortt77OR%2Fy2fj3Q629HnIrWr8gD%2BzZEwcRkSWE8g36%2FykjBZvmu%2F8%2B%2B1%2F05duo2W%2BlQRbNf%2F9C1S7SxqClhe0xKQwBYCClheCBKoh0ANNbAeDzy0HiR6IgEJSEACEpCABCQwcQJD18DKd%2FQ7TzwGLl8CVRBQwKoiDDohgS0EFLC8ECQgAQlIQAISkIAEJLAtAQUsrwgJSGALAQUsLwQJ1ENAAaueWOiJBCQgAQlIQAISkEAdBBSw6oiDXkhgcAIKWIOHQAcksJWAApYXgwQkIAEJSEACEpCABLYloIDlFSEBCWwhoIDlhSCBeggoYNUTCz2RgAQkIAEJSEACEqiDgAJWHXHQCwkMTkABa%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%2FAQ6IAEthJQwPJikIAEJCABCUhAAhKQwLYEFLC8IiQggS0EFLC8ECRQDwEFrHpioScSkIAEJCABCUhAAnUQUMCqIw56IYHBCShgDR4CHZDAVgIKWF4MEpCABCQgAQlIQAIS2JaAApZXhAQksIWAApYXggTqIaCAVU8s9EQCEpCABCQgAQlIoA4CClh1xEEvJDA4AQWswUOgAxLYSkABy4tBAhKQgAQkIAEJSEAC2xJQwPKKkIAEthBQwPJCkEA9BBSw6omFnkhAAhKQgAQkIAEJ1EFAAauOOOiFBAYnoIA1eAh0QAJbCShgeTFIQAISkIAEJCABCUhgWwIKWF4REpDAFgIKWF4IEqiHgAJWPbHQEwlIQAISkIAEJCBmmmRQAAAgAElEQVSBOggoYNURB72QwOAEFLAGD4EOSGArAQUsLwYJSEACEpCABCQgAQlsS0AByytCAhLYQkABywtBAvUQUMCqJxZ6IgEJSEACEpCABCRQBwEFrDrioBcSGJyAAtbgIdABCWwloIDlxSABCUhAAhKQgAQkIIFtCShgeUVIQAJbCChgeSFIoB4CClj1xEJPJCABCUhAAhKQgATqIKCAVUcc9EICgxNQwBo8BDogga0EFLC8GCQgAQlIQAISkIAEJLAtAQUsrwgJSGALAQUsLwQJ1ENAAaueWOiJBCQgAQlIQAISkEAdBBSw6oiDXkhgcAIKWIOHQAcksJWAApYXgwQkIAEJSEACEpCABLYloIDlFSEBCWwhoIDlhSCBeggoYNUTCz2RgAQkIAEJSEACEqiDgAJWHXHQCwkMTkABa%2FAQ6IAEthJQwPJikIAEJCABCUhAAhKQwLYEFLC8IiQggS0EFLC8ECRQDwEFrHpioScSkIAEJCABCUhAAnUQUMCqIw56IYHBCShgDR4CHZDAVgIKWF4MEpCABCQgAQlIQAIS2JaAApZXhAQksIWAApYXggTqIaCAVU8s9EQCEpCABCQgAQlIoA4CClh1xEEvJDA4AQWswUOgAxLYSkABy4tBAhKQgAQkIAEJSEAC2xJQwPKKkIAEthBQwPJCkEA9BBSw6omFnkhAAhKQgAQkIAEJ1EFAAev%2F27sPYFuvsgzA7xAYQBEpQwmhSIlKMQoKARTUoShRsSCCihRBwEgRDSADBhFBBIPAgBiM0ruAMyIoqEiAQYpGQYpDcyghFEU6hub8x53DPTc3uevk7nO%2B79%2F%2Fs2fuXMiss793PWslOXnvPnv3OAcpCJQLKLDKj0AAAtsCCiyXgQABAgQIECBAgMBOAQWWG0GAwJaAAstFINBHQIHV5ywkIUCAAAECBAgQ6CGgwOpxDlIQKBdQYJUfgQAEtgUUWC4DAQIECBAgQIAAgZ0CCiw3ggCBLQEFlotAoI%2BAAqvPWUhCgAABAgQIECDQQ0CB1eMcpCBQLqDAKj8CAQhsCyiwXAYCBAgQIECAAAECOwUUWG4EAQJbAgosF4FAHwEFVp%2BzkIQAAQIECBAgQKCHgAKrxzlIQaBcQIFVfgQCENgWUGC5DAQIECBAgAABAgR2Ciiw3AgCBLYEFFguAoE%2BAgqsPmchCQECBAgQIECAQA8BBVaPc5CCQLmAAqv8CAQgsC2gwHIZCBAgQIAAAQIECOwUUGC5EQQIbAkosFwEAn0EFFh9zkISAgQIECBAgACBHgIKrB7nIAWBcgEFVvkRCEBgW0CB5TIQIECAAAECBAgQ2CmgwHIjCBDYElBguQgE%2BggosPqchSQECBAgQIAAAQI9BBRYPc5BCgLlAgqs8iMQgMC2gALLZSBAgAABAgQIECCwU0CB5UYQILAloMByEQj0EVBg9TkLSQgQIECAAAECBHoIKLB6nIMUBMoFFFjlRyAAgW0BBZbLQIAAAQIECBAgQGCngALLjSBAYEtAgeUiEOgjoMDqcxaSECBAgAABAgQI9BBQYPU4BykIlAsosMqPQAAC2wIKLJeBAAECBAgQIECAwE4BBZYbQYDAloACy0Ug0EdAgdXnLCQhQIAAAQIECBDoIaDA6nEOUhAoF1BglR%2BBAAS2BRRYLgMBAgQIECBAgACBnQIKLDeCAIEtAQWWi0Cgj4ACq89ZSEKAAAECBAgQINBDQIHV4xykIFAuoMAqPwIBCGwLKLBcBgIECBAgQIAAAQI7BRRYbgQBAlsCCiwXgUAfAQVWn7OQhAABAgQIECBAoIeAAqvHOUhBoFxAgVV%2BBAIQ2BZQYLkMBAgQIECAAAECBHYKKLDcCAIEtgQUWC4CgT4CCqw%2BZyEJAQIECBAgQIBADwEFVo9zkIJAuYACq%2FwIBCCwLaDAchkIECBAgAABAgQI7BRQYLkRBAhsCSiwXAQCfQQUWH3OQhICBAgQIECAAIEeAgqsHucgBYFyAQVW%2BREIQGBbQIHlMhAgQIAAAQIECBDYKaDAciMIENgSUGC5CAT6CCiw%2BpyFJAQIECBAgAABAj0EFFg9zkEKAuUCCqzyIxCAwLaAAstlIECAAAECBAgQILBTQIHlRhAgsCWgwHIRCPQRUGD1OQtJCBAgQIAAAQIEeggosHqcgxQEygUUWOVHIACBbQEFlstAgAABAgQIECBAYKeAAsuNIEBgS0CB5SIQ6COgwOpzFpIQIECAAAECBAj0EFBg9TgHKQiUCyiwyo9AAALbAgosl4EAAQIECBAgQIDATgEFlhtBgMCWgALLRSDQR0CB1ecsJCFAgAABAgQIEOghoMDqcQ5SECgXUGCVH4EABLYFFFguAwECBAgQIECAAIGdAgosN4IAgS0BBZaLQKCPgAKrz1lIQoAAAQIECBAg0ENAgdXjHKQgUC6gwCo%2FAgEIbAsosFwGAgQIECBAgAABAjsFFFhuBAECWwIKLBeBQB8BBVafs5CEAAECBAgQIECgh4ACq8c5SEGgXECBVX4EAhDYFlBguQwECBAgQIAAAQIEdgoosNwIAgS2BBRYLgKBPgIKrD5nIQkBAgQIECBAgEAPAQVWj3OQgkC5gAKr%2FAgEILAtoMByGQgQIECAAAECBAjsFFBguREECGwJKLBcBAJ9BBRYfc5CEgIECBAgQIAAgR4CCqwe5yAFgXIBBVb5EQhAYFtAgeUyECBAgAABAgQIENgpoMByIwgQ2BJQYLkIBPoIKLD6nIUkBAgQIECAAAECPQQUWD3OQQoC5QIKrPIjEIDAtoACy2UgQIAAAQIECBAgsFNAgeVGECCwJaDAchEI9BFQYPU5C0kIECBAgAABAgR6CCiwepyDFATKBRRY5UcgAIFtAQWWy0CAAAECBAgQIEBgp4ACy40gQGBLQIHlIhDoI6DA6nMWkhAgQIAAAQIECPQQUGD1OAcpCJQLKLDKj0AAAtsCCiyXgQABAgQIECBAgMBOAQWWG0GAwJaAAstFINBHQIHV5ywkIUCAAAECBAgQ6CGgwOpxDlIQKBdQYJUfgQAEtgUUWC4DAQIECBAgQIAAgZ0CCiw3ggCBLQEFlotAoI%2BAAqvPWUhCgAABAgQIECDQQ0CB1eMcpCBQLqDAKj8CAQhsCyiwXAYCBAgQIECAAAECOwUUWG4EAQJbAgosF4FAHwEFVp%2BzkIQAAQIECBAgQKCHgAKrxzlIQaBcQIFVfgQCENgWUGC5DAQIECBAgAABAgR2Ciiw3AgCBLYEFFguAoE%2BAgqsPmchCQECBAgQIECAQA8BBVaPc5CCQLmAAqv8CAQgsC3QocByHAQIECBAgAABAgQIfENg%2Bh79XkAIEKgXUGDVn4EEBM4RUGC5CwQIECBAgAABAgR6CSiwep2HNAsWUGAt%2BPBtvZ2AAqvdkQhEgAABAgQIECCwcAEF1sIvgO33EVBg9TkLSQgosNwBAgQIECBAgAABAr0EFFi9zkOaBQsosBZ8%2BLbeTkCB1e5IBCJAgAABAgQIEFi4gAJr4RfA9vsIKLD6nIUkBBRY7gABAgQIECBAgACBXgIKrF7nIc2CBRRYCz58W28noMBqdyQCESBAgAABAgQILFxAgbXwC2D7fQQUWH3OQhICCix3gAABAgQIECBAgEAvAQVWr%2FOQZsECCqwFH76ttxNQYLU7EoEIECBAgAABAgQWLqDAWvgFsP0%2BAgqsPmchCQEFljtAgAABAgQIECBAoJeAAqvXeUizYAEF1oIP39bbCSiw2h2JQAQIECBAgAABAgsXUGAt%2FALYfh8BBVafs5CEgALLHSBAgAABAgQIECDQS0CB1es8pFmwgAJrwYdv6%2B0EFFjtjkQgAgQIECBAgACBhQsosBZ%2BAWy%2Fj4ACq89ZSEJAgeUOECBAgAABAgQIEOgloMDqdR7SLFhAgbXgw7f1dgIKrHZHIhABAgQIECBAgMDCBRRYC78Att9HQIHV5ywkIaDAcgcIECBAgAABAgQI9BJQYPU6D2kWLKDAWvDh23o7gVOT3LNdKoEIECBAgAABAgQILFdg%2Bh793svdvp0T6COgwOpzFpIQeEqSEzEQIECAAAECBAgQINBG4MlJ7tsmjSAEFiygwFrw4dt6O4HHJ3lAu1QCESBAgAABAgQIEFiuwClJTlru9u2cQB8BBVafs5CEwGOSPBgDAQIECBAgQIAAAQJtBB6d5KFt0ghCYMECCqwFH76ttxP43SS%2F3S6VQAQIECBAgAABAgSWK%2FDwJNP36R4ECBQLKLCKD8B4AgcIPCTJ9Cc8HgQIECBAgAABAgQI9BB4UJLH9YgiBYFlCyiwln3%2Bdt9L4NeSTG8S6UGAAAECBAgQIECAQA%2BBeyV5Wo8oUhBYtoACa9nnb%2Fe9BO6Y5Pm9IklDgAABAgQIECBAYNECt0vy0kUL2DyBJgIKrCYHIQaBJLdK8ioSBAgQIECAAAECBAi0EfjBJKe3SSMIgQULKLAWfPi23k7gBkn%2BuV0qgQgQIECAAAECBAgsV%2BC6Sd653O3bOYE%2BAgqsPmchCYGrJPkgBgIECBAgQIAAAQIE2ghcPskn2qQRhMCCBRRYCz58W28ncOEkZyfx92W7oxGIAAECBAgQIEBggQJfTTJ9j%2B5BgEADAf%2Bh3OAQRCBwgMD0CqzplVgeBAgQIECAAAECBAjUCrw7ybVrI5hOgMA5Agosd4FAL4HpDSJv1iuSNAQIECBAgAABAgQWKfDKJCcscuc2TaChgAKr4aGItGiBZyX5pUUL2DwBAgQIECBAgACBHgJPTXJijyhSECCgwHIHCPQSeESSk3tFkoYAAQIECBAgQIDAIgVOSnLKIndu0wQaCiiwGh6KSIsWuGOS5y9awOYJECBAgAABAgQI9BD4sSSv6BFFCgIEFFjuAIFeAtdN8u9NIt0%2BySebZBGDAAECBAgQIEBgOQLHJ3lMg%2B1eOclHGuQQgQCBJAos14BAL4ELJflykun36scvJnledQjzCRAgQIAAAQIEFifwxCT3K971F5J8c3EG4wkQOEBAgeU6EOgn8LYk39Ug1rOT3LlBDhEIECBAgAABAgSWJXBmkqOLt%2Fy6JDcvzmA8AQIKLHeAQGuBqTi6U4OEZzX4xqEBgwgECBAgQIAAAQL7KHBckn%2Fbx3nnNerJSe7bIIcIBAisBLwCy1Ug0E9g%2Bhflk5rEukGSM5pkEYMAAQIECBAgQGDzBaZP5J4%2Bmbv6Mf2B8nOrQ5hPgMA3BBRYbgOBfgLXT%2FIvTWI9LMmjmmQRgwABAgQIECBAYPMF3p7keg22ebUkH2yQQwQCBFYCCixXgUA%2FgekN3D%2BV5JINon0gyTUa5BCBAAECBAgQIEBg8wVulORNDbbprTQaHIIIBA4WUGC5EwR6Cvxtkls3iXazJK9vkkUMAgQIECBAgACBzRV4epK7Ntje9Enc0ydyexAg0EhAgdXoMEQhcIDAQ5P8XhORP09y9yZZxCBAgAABAgQIENhMgUsn%2Be8mW7t3klObZBGDAIGVgALLVSDQU%2BCGSd7cJNrnk1whyfS7BwECBAgQIECAAIG9EHhAksfvxRNfgOc8JsmZF%2BDrfAkBAnsooMDaQ1xPTeAIBT6Z5LJH%2BBzr%2BvJfSXLaup7M8xAgQIAAAQIECBA4SOC9Sa7ZQOVdSa7TIIcIBAgcJKDAciUI9BV4TqOfvX9Pku9M8rW%2BXJIRIECAAAECBAjMVODOSZ7ZJPv0KrDfbJJFDAIEDhBQYLkOBPoK3CnJsxvFm%2FI8t1EeUQgQIECAAAECBOYvcFSS%2F0xy5SZbuWWSv2%2BSRQwCBBRY7gCBWQh0eiPLCew%2FVq%2FCmgWekAQIECBAgAABArMQmN6q4mlNkn46yaWaZBGDAIGDBLwCy5Ug0FvgFUlu0yjiHZK8qFEeUQgQIECAAAECBOYrcJEkH1p9YFCHXfxZknt0CCIDAQLnFlBguRUEegt0%2BzHCdye5dm8y6QgQIECAAAECBGYicFKSxzXKeosk%2F9AojygECBwgoMByHQj0FviWJP%2BVZPrTqS6P%2ByZ5cpcwchAgQIAAAQIECMxS4IpJ3p%2Fk4k3SfzzJlOnrTfKIQYDAQQIKLFeCQH%2BBFyf52UYxP5XkGkn%2Bp1EmUQgQIECAAAECBOYlMH1Y0fTTBl0ef5TkN7qEkYMAgXMLKLDcCgL9BU5I8tfNYj4pyf2bZRKHAAECBAgQIEBgHgI3TfKGZlGPTfLeZpnEIUDgAAEFlutAoL%2FA9PfpR5Ic3SjqV1efSOhf8o0ORRQCBAgQIECAwAwEjkryjiTf0SjrG5NMpZoHAQKNBRRYjQ9HNAIHCDw8ye80E3nT6l%2F0X2uWSxwCBAgQIECAAIG%2BAo9IcnKzeHdN8sxmmcQhQOAgAQWWK0FgHgLTq68%2BnORCzeI%2BKsnDmmUShwABAgQIECBAoKfADyf5%2BySd%2Fjv0M0kun%2BR%2Fe5JJRYDAOQKd%2FsHhVAgQOH%2BBlyX5qYZIP5TktQ1ziUSAAAECBAgQINBHYPqEv7cluVyfSFtJnpDkAc0yiUOAwCEEFFiuBYH5CExF0Wsaxj0ryXWSTJ9O6EGAAAECBAgQIEDgYIHppwhOT%2FL9zWimt8K46ur9ZptFE4cAgYMFFFjuBIF5CZyR5HsaRn51kls3zCUSAQIECBAgQIBAvcBjkzywPsa5EvxFkts3zCUSAQKHEFBguRYE5iVwlyTPaBr56Ul%2BuWk2sQgQIECAAAECBGoE7p7ktJrRh536A0necNhVFhAg0EJAgdXiGIQgsCuBj63eaHJXX7RPix%2BU5HH7NMsYAgQIECBAgACB3gI%2FmeQvm0Z8c5Ljm2YTiwCBQwgosFwLAvMTuP%2FqzSY7Jv%2F66mXYL%2BkYTiYCBAgQIECAAIF9E7jR6oN%2BLrZvE3c36IQkr9zdl1hNgEClgAKrUt9sAhdc4MNJjrngX76nX%2FmlJLdK8vo9neLJCRAgQIAAAQIEugpMH%2FDzuiSXaRpw%2BrHB6ccHPQgQmJGAAmtGhyUqgQME7pXkTxqLfDbJLZK8pXFG0QgQIECAAAECBNYvcOzqfaUut%2F6nXtsz3swftq7N0hMR2DcBBda%2BURtEYK0CF07yvtXH%2Fq71idf4ZP%2Bz%2BpOtd6zxOT0VAQIECBAgQIBAX4GrJHlTkqP7RszfrX5aoHFE0QgQOJSAAsu9IDBfgV9I8tzm8T%2Be5CZJ3t88p3gECBAgQIAAAQJHJjCVVtOP5l39yJ5mz7%2F6%2Bkn%2Bdc%2BnGECAwNoFFFhrJ%2FWEBPZVYPr0lBvu68TdD5ver%2BtHk3gl1u7tfAUBAgQIECBAYA4C35bkb5N8e%2FOwT0%2Fyy80zikeAwHkIKLBcDQLzFrhxkjfOYAufS3LbJK%2BZQVYRCRAgQIAAAQIExgVumuTlSS49%2FiUlK7%2BQZCraPlEy3VACBI5YQIF1xISegEC5wIuS3L48xeEDfHX1J17POvxSKwgQIECAAAECBGYg8ItJnpFken%2FW7o%2BTkzyye0j5CBA4bwEFlttBYP4C05tlvjvJN81kK3%2BQ5LdmklVMAgQIECBAgACBQwv8%2Foy%2Bp%2FtAkusk%2BZLDJEBgvgIKrPmeneQEDhS4f5InzIjkLUnu6M3dZ3RiohIgQIAAAQIE%2Fl%2FgWklekOR7ZwRysySvn1FeUQkQOISAAsu1ILAZAtPfy%2F%2BcZPpUlbk8pvchOCnJU%2BcSWE4CBAgQIECAwIIFpu8375dkeuXVxWfkcFqSX5lRXlEJEDgPAQWWq0FgcwS%2BY%2FWjhHPb0auT3C3JR%2BYWXF4CBAgQIECAwEIErpbk2UmmVzLN6XHW6pMRPzun0LISIHBoAQWWm0FgswSm95aa%2FlRsbo%2FPJHlIkj%2BeW3B5CRAgQIAAAQIbLvCAJI9OcrEZ7vM2Sf5mhrlFJkDgEAIKLNeCwGYJTH9PT69ousVMt%2FW6JHf13lgzPT2xCRAgQIAAgU0SuHaS6dOjv2%2Bmm%2FrDJA%2BcaXaxCRBQYLkDBBYhcMUkb0tyuRnv9sFJHjvj%2FKITIECAAAECBOYqMH2y9fS92Mlz3UCSf0pykxnnF50AAQWWO0BgMQLTK7CmV2LN%2BVWW03sWPHH1Y4XTjxh6ECBAgAABAgQI7J3AZZNMPy74q0kus3dj9vyZp%2Fe7ml495v1V95zaAAL7KzDn%2F7jdXynTCMxP4BEz%2F5Ozc8Snb0JOTXJKkqnU8iBAgAABAgQIEFifwDWSPCjJXWb6PlcHSnw9yU8k%2Bev18XgmAgS6CCiwupyEHATWLzD9%2Ff2qJLdc%2F1OXPOOXk7wgyeOSvL0kgaEECBAgQIAAgc0RuPnqFVe3TXKhDdnW7yZ5%2BIbsxTYIEDhIQIHlShDYbIFvXb0f1lU3bJuvSfL41Z%2BuTX%2FS5kGAAAECBAgQIHB4gYskucOquLrB4ZfPasXfJbl1Et8bzurYhCUwLqDAGreyksBcBa6b5M1Jpjfk3LTHe5O8dFVknb5pm7MfAgQIECBAgMAaBC6e5IeTnJDkZ5IcvYbn7PYU709y%2FSTeN7XbychDYI0CCqw1YnoqAo0Fpm9WXtI43zqiTe%2BVNb1x%2FcuTvDbJ9I2MBwECBAgQIEBgiQLHJZk%2B1OdHV69K2mSDTye5YZL3bPIm7Y0AgXl%2FQpnzI0BgdwIPS%2FLI3X3JrFd%2FNMkbDvh1RpKvzHpHwhMgQIAAAQIEzi0wvcLqxklumuT7k9wkyaUWAvXVVVE3%2FeGlBwECGy7gFVgbfsC2R%2BAggecl%2BfkFq0w%2Fcvi%2B1auzpt%2Bn%2F%2F%2FJJJ9f%2Ffrc6ncvP1%2FwJbF1AgQIECDQRGB6L9NLJPnm1a%2Fpfx%2BTZPrUwGsmuXqSayW5SpO8FTFOTPLUisFmEiCw%2FwIKrP03N5FAtcA%2FJTm%2BOoT5BAgQIECAAAECBI5A4ClJ7nMEX%2B9LCRCYmYACa2YHJi6BNQhMLyl%2FfZLpzd09CBAgQIAAAQIECMxN4IWrnyrwiYNzOzl5CRyBgALrCPB8KYEZC1w%2ByRtXL0Gf8TZEJ0CAAAECBAgQWJjAK5LcNsn0%2FlceBAgsSECBtaDDtlUCBwlM75cw%2FTjhlcgQIECAAAECBAgQmIHA6UluleTsGWQVkQCBNQsosNYM6ukIzExgevPPf0xy1ZnlFpcAAQIECBAgQGBZAq9K8lNJvrisbdstAQLnCCiw3AUCBKZXYE0l1rEoCBAgQIAAAQIECDQUeGmSOyT5SsNsIhEgsE8CCqx9gjaGQHOByyb5hyTHNc8pHgECBAgQIECAwLIEnpnkbkm8Yfuyzt1uCZxLQIHlUhAgcI7AJZO8JMktkRAgQIAAAQIECBBoIPDIJCc3yCECAQINBBRYDQ5BBAKNBI5K8kdJ7tsokygECBAgQIAAAQLLEvhSkjsnefGytm23BAicn4ACy%2F0gQOBQAtPLtP80yVRoeRAgQIAAAQIECBDYL4Ezk%2Fx4kjP2a6A5BAjMQ0CBNY9zkpJAhcAPrX6k8DIVw80kQIAAAQIECBBYnMCbVp80eNbidm7DBAgcVkCBdVgiCwgsWuDKSV6e5LsXrWDzBAgQIECAAAECey3wtNXbWJy914M8PwEC8xRQYM3z3KQmsJ8CF00yffrL9NHFHgQIECBAgAABAgTWKTAVVvdI8ux1PqnnIkBg8wQUWJt3pnZEYK8ETkzylL16cs9LgAABAgQIECCwOIEPJPm5JG9d3M5tmACBXQsosHZN5gsILFrg2NX7Yn3XohVsngABAgQIECBA4EgFTkty%2FyRfONIn8vUECCxDQIG1jHO2SwLrFLhIkkclOSmJf4asU9ZzESBAgAABAgQ2X%2BC%2FkkyfeP1Xm79VOyRAYJ0C%2FuNznZqei8CyBG6e5FlJrrasbdstAQIECBAgQIDABRR4ZZK7JPnEBfx6X0aAwIIFFFgLPnxbJ7AGgUskOSXJPdfwXJ6CAAECBAgQIEBgMwU%2BneTXkzxjM7dnVwQI7IeAAms%2FlM0gsPkCP5Jkeh%2BDK2%2F%2BVu2QAAECBAgQIEBgFwKvXv3I4Ed28TWWEiBA4FwCCiyXggCBdQlcLMn9kjwkyaXW9aSehwABAgQIECBAYJYCZyT5rSSvmmV6oQkQaCegwGp3JAIRmL3ApZM8NMl9klx09ruxAQIECBAgQIAAgd0IfCDJw5I8P8nXd%2FOF1hIgQOD8BBRY7gcBAnslcEySRyS5a5Kj9mqI5yVAgAABAgQIEGghcNbqk6pPTfLlFomEIEBgowQUWBt1nDZDoKXAtVbfzNw%2BiX%2FmtDwioQgQIECAAAECF1jgU0kem%2BSJSb54gZ%2FFFxIgQOAwAv5j0hUhQGC%2FBI5L8sAkd9qvgeYQIECAAAECBAjsmcAnkzwhyZOTTJ8y6EGAAIE9FVBg7SmvJydA4BAC0ycV%2FmaSeyS5BCECBAgQIECAAIFZCbwzySlJnpPk7FklF5YAgVkLKLBmfXzCE5i1wLeu3h%2FrxCTfPuudCE%2BAAAECBAgQ2HyBFyd5epJXbv5W7ZAAgY4CCqyOpyITgeUJHL96RdYdvSpreYdvxwQIECBAgEBbgXcl%2BfMkz0gy%2FcigBwECBMoEFFhl9AYTIHAIgYslOSHJ7ZL8eJJLUiJAgAABAgQIENhXgam0ekmSlyY5Y18nG0aAAIHzEVBguR4ECHQW%2BIkkP736danOQWUjQIAAAQIECMxY4F9XpdULk7xnxvsQnQCBDRZQYG3w4doagQ0SOCrJDx5QZh2zQXuzFQIECBAgQIDAfgt8LckbkrxsVVx9cL8DmEeAAIHdCiiwditmPQECHQSuleSGSW60%2BnX9JBfvEEwGAgQIECBAgEBDgQ8leXOSt6x%2BTf%2F7cw1zikSAAIHzFFBguRwECGyCwPQKresl%2Bb5VsTX9flySi2zC5uyBAAECBAgQILALgY8leeuqqJp%2Bn8qqT%2Bzi6y0lQIBASwEFVstjEYoAgTUJTD9qeKUDfl0xyfTXjl79ten3K6xplqchQIAAAQIECOylwBeSfDTJmYf4ffpr5%2Fz1T%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dAAAANtddGn%2FRv938WrU1TRtYIct8F9Y7qn3TLR0AAAA20%2B83%2FqJ%2FO3nYVA1g5ZxWfa7x5%2BTh8k3TLR0AAAA2z1b1gcZf8B8tD5yqAaysJzT%2BvDxcnjvhugEAAGDj3KzxF%2FtHy4MmWz2r7PTqosafn4fK%2FkvqA4CNdezoAgCAtfLVows4ip%2BtnjS6COZuq7p1s%2F3Xvqy6fnVqsxcKfKb6UPWmZncHHsm7qxtOV%2BaubVU%2FXP3c6EIAAABgHfxh4%2B9WOVwelw3b181lmw0l393482vqnFkdP5%2B2AQAAwGZ7beMv9A%2BVF%2BbO83WyVX1vs6HO6HNrkbnPPJoHAAAAm2xf9dnGX%2BQfnA9VV55w3SzW8dVTGn9ejcgL5tA%2FAAAA2GjXaPwF%2FqFylykXzUJduXpx48%2BpUdlfXXfPXQSAFbRvdAEAwNq41ugCDuGJ1UtGF8FcfEn1qjZ7ILlVff%2FoIgBgBAMsAGBerjS6gEN4Ufa%2BWgfXr15WnT66kCXwX%2FMyAgA2kC90AMC8XHZ0AYfwzOrsZsOPl1evqd5UfWLi37uvunp1neqq1YnV55ptOv7O6pMT%2F%2F51coXqedU1RxeyJE6vvrL6p9GFAMAiGWABAPOyrN8rLl996yW51Meqd1Xvq86oPtJsqHV29Zlmm9FfUH2%2B2d5DW9Vx1QnVydVlqss1G66cWl2l2aDq6s32AjutI%2Ffj3c025H5G9Q%2BX%2FA6%2B2Fb1f6qbjC5kyXxvBlgAAACwK%2Fdp%2FCbXq5i3VvfP1g6Hcu%2FGH59lzCeaDVQBAACAHbp74y%2FsVzmvqm6%2B466vr%2BOr9zb%2BuCxrvmn3rQWA1eNf%2BgCAeZl6X6l19xXN9uj6vtGFLIn7VtcbXcQSu%2F%2FoAgAAAGAVXbfxd6WsSx6%2Bw96vo5c3%2Fjgsc85tth8bAAAAsAPHVOc3%2FsJ%2BXfKwnbV%2FrVy18f1fhXiMEICN4RFCAGBeLqreMbqINfKY6utGFzHIV48uYEV85egCAGBRDLAAgHl6zegC1shW9ZTq8qMLGcBm9ttz09EFAMCiGGABAPP0itEFrJlrVL80uogBThtdwIq42ugCAGBRDLAAgHl64egC1tBD27xBxfGjC1gR%2BgTAxjDAAgDm6X3V20YXsWZOqH5odBEspXNHFwAAi2KABQDM25%2BMLmANfffoAlhK7x9dAAAsigEWADBvT60uHl3EmvnSZvthwYFeP7oAAFgUAywAYN7eXz13dBFr6CtGF7BABqDb84LRBQDAohhgAQBT%2BM3RBayhG40uYIH2jy5gBbyhevvoIgBgUQywAIAp%2FGP1stFFrJlNehOhAdbRPXZ0AQCwSAZYAMBUfn50AWvmMqMLWKDPjy5gyb21etroIgBgkQywAICpvLL6f6OLWCOnji5ggS4cXcAS2189MEM%2BADaMARYAMKWfrj4%2Buog1cfLoAhbIAOvwfrn659FFAMCiGWABAFM6s3rQ6CLWxCbdcXPB6AKW1B9Xvza6CAAYwQALAJjas6v%2FNbqINbBJd7J9bnQBS%2BhF1QOqi0cXAgAjGGABAIvw09VLRhex4t49uoAFMsD6Qq%2Bp7p1HKwHYYAZYAMAiXNjsAvxNowtZYa8bXcACfXZ0AUvkudVdqrNHFwIAIxlgAQCLclb19dVbRxeygi6sXj66iAU6b3QBS%2BDc6ieqe1bnDK4FAIYzwAIAFunM6k7NHoli%2B%2F6uzRpifGZ0AQN9rnpCdaPqd6v9Y8sBAACAzXVK9axmG1LL0XPP3bV5ZX1j43u%2ByJzfbI%2B4H6tOnUP%2FAGDtbI0uAADYWPuqn61%2BLXeFH8nbqltUF40uZIG%2Bsvqn0UUcxUerd1Xvqz5YfaT6RPWpZo%2F%2FfbbZo5%2F7mw2pLl%2FdoLpyddwl%2F%2FePVO%2Bs%2FjUb1wPAERlgAQCj3aF6anXD0YUsqXtUfzO6iAW7efXm0UUc4KnVPzYbRL2n2csIPjG0IgAAAGDhTmp2J9YFjX%2Bca5nyp3tp6gq7ZuN7f2B%2BaNrlAgAAAKvkBtVfNH5gsQx5V3XFvbVzZZ3S%2BP4bYAHAErHfBACwTN5VfUf15dVfDa5lpDOrb67OGl3IIOc1uxsPAKAywAIAltNrq2%2Brblo9rvr02HIW6gPVnZpt7r2pLs4eUwAAAMCKOaX6nurvqs83%2FpGyqfLC6mpz6tmqe1Pjj4dHCAEAAIBdObV6QPXnze7MGj3cmEc%2BWj0wd8cf6EWNPy4GWAAAAMCeHVfdoXp49Zzq440fduwkb6p%2BvLrMvBuzBp7e%2BONzaR408VoBgKM4dnQBAAB7cGH1yktStVVdp7pt9aXVzaqbVF%2FS2CHR%2B6oPN9uU%2Fb3VG6uXNtu0nkP7yOgCDnCF0QUAwKYzwAIA1snF1fsvybMO%2BN9vVVdtNty6VnXNZntNXbW6UnXFZkOKU6rLVidWJ1THV8c0e7Rv64Dfsb%2FZXlznV5%2Brzm32OONZzR4HPKN6T%2FWO6g3N7gxjZz48uoADXHl0AQCw6QywAIBNcOk%2BUx%2BtXj24FrbnzNEFHMAACwAGs1EoAADL6BOjCzjAVUYXAACbzgALAIBltEwDrFNHFwAAm84ACwCAZbRMAyyPEALAYAZYAAAsIwMsAOA%2FbB39%2FwsAACzcMc3e9Lgsjmu56gGAjeIOLAAAltFF1adGF3GAK40uAAA2mQEWAADL6qzRBRzARu4AMNCxowsAAOCLXL66c3Xb6kuqq1UnVRdUn6zeX725%2BufqHdXFQ6qc3jLdgWWABQAAAGy8reprq2c3G1RdvM28r%2FqN6oYLr3h6L277fZg695x4rQAAAABL7cbVi9rbgGV%2F9Wet1yDrzxs%2FuLo03z%2FtUgGAI7EHFgDAWA%2Bs3lDddY8%2FZ6v6zuot1X9rPbaKOHt0AQewiTsADGSABQAwxlb1m9WTqhPn%2BHOPq361emGrv2%2FTMu2BZYAFAAMZYAEAjPHr1U9P%2BPPvXL28Om3C3zG1ZboDa9WHgQCw0gywAAAW7%2Fuqn1vA77lJ9YJmbzVcRcs0wLrC6AIAYJMZYAEALNYNqics8Pd9afWHzR5ZXDWfHl3AAQywAGAgAywAgMXZaja8OnnBv%2Ffbq%2Fsu%2BHfOwzmjCzjAFUcXAAAAALAI31BdPChnVCdNv8S5ulvj%2BnVw3j7xWgGAI3AHFgDA4ixi36vDuUazvbdWyTLdgbWq%2B4gBAAAAbNsNG38X0esmX%2BV83bLxPbs05028VgDgCNyBBQCwGPcZXUB1m%2Bq6o4vYgc%2BMLuAAJ1XHjS4CADaVARYAwGLcbXQBl7jT6AJ24NzRBRzkcqMLAIBNZYAFADC946rbjS7iErcaXcAOLNsA67KjCwCATWWABQAwvdOrE0cXcYnbjy5gBz47uoCDGGABwCAGWAAA01umfafuUF1hdBHbdFF1wegiDmCABQCDGGABAEzvSqMLOMAx1T1GF7EDy3QX1mVGFwAAm8oACwBgeseOLuAg9xtdwA58bnQBBzhldAEAsKkMsAAAprdMdxHV7I2I1xxdxDYZYAEABlgAAAtw5ugCDrKv%2BqHRRWzT%2BaMLOIABFgAMYoAFADC9N1UXjy7iID9anTC6iG1Ypk3cl%2BVNkgCwcQywAACmd3b1ttFFHORq1f1HF7ENBlgAgAEWAMCCvHx0AYfw883eSrjMPj%2B6gAOcNLoAANhUBlgAAIvxktEFHMINq%2FuOLuIoLhxdwAGOG10AAGwqAywAgMV4Scu3D1bVI1ruwcz%2B0QUc4PjRBQDApjLAAgBYjI9VrxpdxCF8Scv9RsJlGvoZYAHAIAZYAACL89zRBRzGI6rLjS7iMJZpgLXMd6oBwFozwAIAWJy%2FGF3AYVy1%2BsXRRRzGMg2wfHcGgEH8JQwAsDhvr%2F51dBGH8ZPVTUYXcQhbows4gO%2FOADCIv4QBABbrT0YXcBjHVY9ruQZGVceMLuAAy1QLAGwUAywAgMX645brsbgD3bX6ntFFHGSZhkbLetwAYO0ZYAEALNYHq5eMLuIIHtNsT6xlcezoAg5ggAUAgxhgAQAs3v8ZXcARnFo9vuV5lHCZ3vxngAUAgxhgAQAs3rOrj40u4gjuXd1vdBGXOGF0AQf4%2FOgCAGBTGWABACzeBS33XVg1uwvruqOLqE4aXcABLhxdAABsKgMsAIAxntBy39Fz%2Beppjd%2BD6uTBv%2F9ABlgAMIgBFgDAGGdUzxhdxFF8VfUrg2u4zODff6DPjS4AAAAAYNFu2Wxj8GXPPaZqwFEcu4MaF5FfnHa5AMDhuAMLAGCcN1XPG13ENvxxdcMBv%2FdyA37nkXx2dAEAsKkMsAAAxnrk6AK24fLVX13yn4t0pQX%2FvqM5Z3QBALCpDLAAAMZ6RfWC0UVsw02rP6uOW%2BDvPHWBv2s7Pj26AADYVAZYAADj%2FfLoArbpG6rfr7YW9PuutqDfs13uwAKAQQywAADGe2WzR%2FRWwQ9Wv7qg33WNBf2e7frk6AIAAAAARrpZdVHj37S33fz0NG34Ao8auL5DZcRG9gAAAABL5YmNH9LsJA%2Bbpg3%2F4elLsMYDs2ybygMAAAAs3FWbbRQ%2BelCzk%2FzMJJ2Yec0SrO%2FSnN%2Fi9v4CAAAAWGo%2F0%2FhhzU7z681%2FuHNMde4SrO3SvHfO6wMAAABYWcdXb238wGan%2BePqxDn24cZLsKYD8%2FI5rg0A2CFvIQQAWC4XVA8dXcQu3L96SfN7c%2BBXzunnzMv7RhcAAJvMAAsAYPm8pNkdTavmjtXrq7vO4WfdZQ4%2FY548QggAAABwkCtXH2v8o3O7yf7qt6qTdrn246tPLME6DswP7HItAAAAAGvtfo0f3Owl76zutot1f%2FsS1H5w7riLdQAAAACsva3q2Y0f3uw1f1vdbptrvl6zwdfomg%2FOlbZZPwAAAMDGuVr18cYPcOaRv6%2F%2Bv2YbtF%2FmoHVesXpYddYS1HlwPnSYYwMAAADAJe7V%2BCHOFPn36q3NNkjfvwT1HC7PPfohAgCmdMzoAgAAOKq3V9esbju6kDm7bHWV6grNHpdcVs%2BoXjq6CADYZPtGFwAAwLb8ZLNBFov3z6MLAIBNt8z%2F0gUAwBf60upfqpNGF7JhrtRsby4AYBB3YAEArI43Vw8ZXcSGeX2GVwAwnAEWAMBq%2BaPqSaOL2CAvGl0AAAAAwCo6oXpF49%2FOtwm56zaPCQAwIXtgAQCsptOqVzd7OyHT%2BFR11erC0YUAwKbzCCEAwGr6cPUt1XmjC1ljz83wCgCWggEWAMDqen11%2F2aPujF%2FTxtdAAAAAMC6eEjj94pat3ykOnYnBwEAmM4xowsAAGDPXl2dWH316ELWyGOrF48uAgAAAGCdbFX%2Fu%2FF3Lq1DPl9da2ftBwAAAGA7jqme3vgB0KrnKTttPAAAAADbd1z1Z40fAq1q9lc32XHXAQAAANgRQ6zd58m76DcAAAAAu3Bs9dTGD4RWKedW19xNswEAAADYnX3V4xs%2FGFqV%2FOTu2gwAAADAXmxVv9z44dCy51XN7loDAAAAYJAHVJ9v%2FKBoGfPp6vTdtxYAAACAeblr9cnGD4yWLffaS1MBAAAAmK8bVm9r%2FNBoWfLwvbUTAAAAgClcrnpm44dHo%2FOYZnuEAQAAALCEtqqfqC5o%2FCBpRB6b4RUAAADASrhN9fbGD5QWmV%2FO8AoAAABgpZxS%2FV7jB0uLyE%2FOqWcAAAAADPA11TsbP2SaIudX951fqwAAAAAY5cTql6rPNn7oNK%2BcUd1xnk0CAAAAYLzTqz9r%2FPBpr3l%2BddU59wYAAACAJXL76qWNH0TtNJ%2BpHprN2gEAAAA2xp2qFzd%2BMLWd%2FFV13WnaAAAAAMCyu031f5ttij56UHVw3ljdbbKVAwAAALBSrlI9rHpD4wdXb6q%2Bq9o36YoBAAAAWFm3rR5ffaLFDa0uqp5bfVP2uQIAAABgm46v7tHsEcOPN83g6rXVz1XXWsySAIBl4F%2BrAACYwjHV7aq7VF9dfXmzxw536j3VK5u9CfH51YfmVSAAsDoMsAAAWISt6mrVjZq9IfBq1anVKdVx1f7q3GaPIZ5Rvbt6W%2FWpEcUCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC7sTW6AABgZZxQXbO6%2FCX%2F77OrM6rzh1UEAAAAwEY7tvrG6gnVW6qLqosPykXVm6vHV99wyX8HAAAAACZ1SvUz1Qf74oHV0fKB6v%2BrTl541QAAAABshHs3eyxwp4Org%2FPB6tsWXDsAAAAAa%2Bzk6qntfXB1cJ5cnbTAdQAAAACwhq5Svbr5D68uzauqKy9sNQAAAACslSs324R9quHVpXlTdeqC1gQAAADAmjih%2BuemH15dmn%2Bsjl%2FIygAAAABYC49rccOrS%2FPYhawM2Ndsb7sTqq3BtQDAnvnLDADmb6u6UnVaddlL%2FnfnVB%2BpPtFskDPaXaoXD%2Frdd65eNuh3w7q6UXXP6k7Vl1bXqo655P92XvW%2B6r3VO6s3Vq%2B85H9ehj%2BPAAAAWICt6tbVLzUbCn2yw9%2BB9MnqBdUvVDceUWyzi9q3HKHGReyHdemFNbB7W9Xdq39od5%2FFD1f%2Ft9ng64TFlg4AAMCinFD9cHvbBP2lze6GWqT77qHeeeU%2Bk68S1ttNm93JOK%2FP5Cer%2F9XsTi4AAADWwFb13dUHmt%2FF459XV1lQ%2Fa%2BcY927zcsnXyWsrwdVn2u6z%2BdfVLdc2GoAAACYuytWz26ai8YzqttNXP8NJ6p9Nzl94rXCutlX%2FW6L%2BXzur%2F6wutpCVgYAAMDcnF79W9NeNH6m2SbMU%2FmJievfSX5swnXCutmqntjiP6dnVT%2BQlz8BAACshOtVH2oxF4yfrm4x0Tr%2BfEFr2E6eMdEaYR09orGf12c3uwMVAACAJXW56q0t9mLxXdVlJ1jL2xa8jiPlLROsD9bRNzf%2B83px9d7qVhOvFQAAgF16SmMuFp8wwVo%2BPWgth8rZE6wP1s3lqg83%2FvN6aT5T3X3SFQMAALBjX9u4C8X9zf9uh9EXvwevDziyRzT%2Bs3pwPl9974RrBgAAYAe2qlc09kLx2XNe0%2BgL34MDHN4J1cca%2Fzk9VPZX3zfd0gEAANiur2g5LhKvP8c1jV6PARZs3z0a%2Fxk9Ui6qvmOy1QPAAfaNLgAAlth9RxfQ7C6w75njzwJWxzeOLuAo9lVPr75mdCEAAACbaqv6t8bf4XBx9bo5rmn0WtyBBdv36sZ%2FRreTj1XXm6YFAAAAHMmtGn9ReGCuNIc17VuCdRhgwfYt01tDj5bXVSdO0wYA8AghABzOd44u4CC3ncPP8AghrI6Tq8uOLmIHblP99ugiAFjL7xgeAAAgAElEQVRfBlgA8MW2qvuNLuIgNxldALBQp4wuYBceXH3z6CIAWE8GWADwxe7YfN%2F8Nw%2FXnMPPcAcWrI5VfcT2cdUJo4sAYP0YYAHAF%2Fv%2B0QUcwuXn8DMMsGB1nDO6gF26fvVfRxcBwPoxwAKAL3Ry9d2jiziEefydbYAFq%2BP86pOji9ilHx1dAADrxwALAL7Qd7WcGyefN4efYYAFq%2BXfRhewS7eprje6CADWiwEWAHyhHx5dwGGcOYefYYAFq%2BUNowvYg%2F8yugAA1osBFgD8p9tVtx9dxGG8Zw4%2FwwALVsvLRxewBzcbXQAA68UACwD%2B08NGF3AE87gTwwALVssLWt23EZ42ugAA1osBFgDMXKvZ%2FlfL6EPVO%2Bfwc%2Fy9D6vlzOplo4vYpeNHFwDAevFFFgBmHlYdO7qIw%2FjT5nMXhjuwYPU8aXQBuzSPF08AwH8wwAKAumL1I6OLOII%2FndPP8fc%2BrJ5nNp898BbtjNEFALBefJEFgHpodZnRRRzG26rXzeln%2BXsfVs%2Fnq0ePLmIX3jy6AAAAgHVyueqTzR7RW8b8whzXeuoSrOfgAEd3QvXBxn9edxKbuAMwV%2F4lFoBN92PNHiFcRhdXT5vjzztmjj8LWJzzq98cXcQO%2FEv14dFFAAAArIsrVmc1%2Fk6Fw%2BX5c17v1ZdgTe7Agt05ufpo4z%2Bz28mDJuoBABvMHVgAbLKfra4wuogjePKcf56%2F92F1nVc9cnQR2%2FSK0QUAAACsi2tVn238nQqHy5nN9r2Zp2svwboOzP45rw%2FW3QnV%2Bxr%2F2T1aXledOE0LANhU%2FiUWgE31Ky33BdaTm%2B17M0%2F%2B3ofVdn7130cXsQ23qX57dBEAAACr7jbN7v4ZfZfCke5MOn2CdZ%2B%2BBGs7MBdNsEZYd8dUb27853c7%2Be6JegAAALD2tqq%2Fb%2FyF3ZHy1xOt%2FQZLsLYD8%2FmJ1gnr7lsb%2F%2FndTs6tbjlRDwAAANbafRp%2FUXe0fN1Ea7%2FxEqztwFw40Tph3W1VL238Z3g7eXezN74CAACwTadUH2j8Bd2R8uZmF6dTuNkSrO%2FAXDDROmET3KrZY7ijP8fbyfOrY6dpAwAAwPr59cZfyB0tD5hs9XWLJVjfgfnchGuFTfD7jf8cbzePnagHAAAAa%2BVmzR5ZG30Rd6R8pDphqgY0u2Nj9BoPzGcnXCtsgitXZzX%2Bs7zd%2FPA0bQAAAFgP%2B6p%2FbPzF29Hy81M14BJftgRrPDDnTrtc2Ag%2F3vjP8nbz%2Bepu07QBAABg9T2o8RduR8vZ1eWnasAlbrcE6zww50y7XNgIx1VvbPzneSef%2B1tP0gkAAIAVds1mw6HRF21Hy6OnasAB7jBwfYfKp6ddLmyMr6j2N%2F4zvd2cUV17kk4AAACsoK3qrxt%2FsXa0nFdddaIeHOirB63vcDlr2uXCRvm9xn%2Bmd5K3VqdO0gkAAIAVc%2F%2FGX6RtJ78zVQMOcucFrWe7%2Bfikq4XNcrnqQ43%2FXO8kr6wuM0UzAAAAVsVp1Scbf4F2tJxXXX2iHhzsrgta03bz0WmXCxvnXo3%2FXO80f9e0b18FAABYWlvV3zT%2Bwmw7%2BY2JenAod5twHbvJh6ddLmykZzb%2Bs73TPKvZZvQAAAAbZRXeOnhxs03MrzxRDw7l7hOtY7f50LTLhY10lWZ3N47%2BfO80T6%2BOmaAfAAAAS%2BmG1bmNvxjbTv77RD04nHvOsfZ55P3TLhc21rc1%2FvO9m%2FxRtW%2BCfgAAACyV46pXNf4ibDs5s7rsNG04rG%2BfU%2B3zynumXS5stKc0%2FjO%2Bm%2FxhhlgAAMCae2TjL762m4dO1IMj%2Ba491DtF%2Fm3a5cJGu0Kr91bCS%2FNHeZwQAABYU3eu9jf%2Bwms7eWdjNiy%2B%2Fy7rnSpvn3a5sPG%2BttX5c%2FHg%2FL%2Fq2Pm3BAAAYJwrV2c0%2FoJru%2FmOadpwVN%2B3gxoXkbdMu1yg1boz9eD8eXX8%2FFsCAACweFvVcxp%2FobXdvOySmkf4oW3WuKi8cdrlAs3uYvqnxn%2Fed5vnVSfNvSsAAAAL9lONv8DabvZXt52mDdvyI4epa1ReO%2B1ygUtctzqr8Z%2F53eYfmu3pBQAAsJLuWF3Y%2BIur7eYPpmnDtv1Y43twYP5l2uUCB%2FiOxn%2Fm95I3VqfNvSsArAwbIwKwqk6tntHq%2FF12dvXwwTUsW68%2BP7oA1spWdcPq1tX1qitW%2B6pzmr2N7y3NhiAXDKpvtL%2BoHlv9xOhCdumWzR6FvFveYAoAAKyIfdXfNv6OgJ3kxyfpxM78bOP7cGBeNu1y2RC3qn6v7b3I4dzqr6v7VieMKHaw46p%2FbPxnfy%2F5WHWHeTcGAABgCr%2FU%2BIuoneT1LcfdT7%2FY%2BF4cmBdPu1zW3C2abfC92%2FPvI9VPVycuuvDBTqs%2B3PjP%2F17y2epe824MAADAPH1Ds83QR19A7SRfOUkndu6Jje%2FFgXn%2BtMtlTR1fParZI6jzOA%2FfU33dQlcw3le3WvsHHir7q59s3FtdAQAADus61ccbf%2BG0kzxxkk7s3GnN9gIa3Y8D89xJV8w6umqzfZCmOB8fXR2zuKUMt2wvddjLn7HHzbk3AAAAu3ZS9ZrGXyztJB9ttpH0aFvVCxrfj4Pzl1MumrVz7Wabd099Tm7KI4Vb1ZMa%2F%2BfAPPLiluPPWgAAYMNtVX%2FU%2BIuknea7p2jGLtyv8b04VJ455aJZK6dW72gx5%2BXzmj2muAmOr17a%2BD8L5pF3VTefb3sAAAB25sGNvzjazUXwMuzNcnL1wcb341B5%2BoTrZn0cU72oxZ6bT1rIypbDqc2GP6P%2FPJhHzqnuOd%2F2AAAAbM8qbjZ8TnXdKZqxC8v25sED85QJ1836eHhjzs%2FvXcTilsRNq7Mb%2F2fCvPKIat88GwQAAHAk12q2j9Toi6Gd5kenaMYuXL36TOP7cbj8wXRLZ03csDq%2FMefnWc02jd8UX9fq%2FWPBkfK31ZXm2iEAAIBDOLF6deMvgnaal7Y8%2F%2FL%2FB43vx5Hy%2B9MtnTXxzMaeo4%2BffolL5Xsa%2F%2BfCPPPe6svm2iEAAIADbDV7vGz0xc9O85nq%2BhP0YzduXe1vfE%2BOlN%2BdbPWsg5s0%2Fhw9vzpt6oUumZ9vfN%2FnfQwf3HLsSQgAAKyZn2j8Rc9u8iNTNGMXtqqXNL4fR8tvTdUA1sJjGn%2BOXtxsD65NslU9rvF9n3eeWV1%2Bjn0CAAA23NdXFzX%2BYmeneX7L8y%2F892p8P7aTR03VAFbevurfG3%2BOXly9YeK1LqNjqr9ofO%2FnnXdXt59jnwAAgA11w%2BqTjb%2FI2WnOqq45QT9248RmF2mje7KdPGKaFrAGbt348%2FPAXGXa5S6lE6oXNL73886F1S80G9IBsEKWZZNZALhc9VfVFUcXsgs%2FUp0xuohL%2FGR1%2BugitunC0QWwtL5ydAEHue3oAgY4v9ndnP80upA5O7bZ3Z8vrq49uBYAdsAAC4BlcEz19OqmowvZhadVzxhdxCWuUf3i6CJ24PzRBbC0bj66gIN86egCBjm3unv1%2BtGFTOBO1b82e%2FPisjz%2BDcARGGABsAwe2ewiadW8v3ro6CIO8D%2BrU0YXsQPuwOJwluWR3EvdanQBA51d3a162%2BhCJnD56v9Vf1adOrgWAABgyd2v8Xui7CYXVV81QT92646N78lO8%2BBJOsE6eHHjz88D8%2BZpl7sSTqve0fhjMVU%2BUn3b3LoFAACslS%2BvPtv4C5fd5BHzb8eu7ate0%2Fie7DQ%2FOEUzWAsvbPz5eXBOm3TFq2Hdh1gXN3uc%2FcrzahgAALD6rlJ9oPEXK7vJPzTbCHhZ%2FGDje7KbfM8UzWAt%2FFnjz8%2BD88OTrnh1bMIQ66PVfbI3FgAAbLxjWs47LLaTT7Zcb666QnVm4%2Fuym9xngn6wHn698efnwfm7SVe8WjZhiHVx9ZyW6897AABgwR7V%2BAuT3eZbJujHXjy28T3Zbe45QT9YD9%2Fb%2BPPz4OyvTp9y0SvmtGZ7g40%2BLlPnnOrHm%2F3DCwAAsEG%2BtfEXJLvNYybox17covp84%2Fuy23zT%2FFvCmviyxp%2Bfh8pvT7noFXRq9erGH5dF5HXVV8ynbQAAwLK7QfWpxl%2BI7Cavqo6ff0t2bav6%2B8b3ZS%2B567ybwto4udkdT6PP0YPzqeryE657FV2u2b6Ao4%2FNIrK%2F%2Bv3qSnPpHAAAsJROrt7Y%2BAuQ3eSs6npz78je3LfxfdlrvmbuXWGdvK3x5%2Bih8mtTLnpFnVw9v%2FHHZlH5RPUjeawQAADWzlb1lMZfdOw295h%2FS%2FbkstUZje%2FLXuNxHI7kiY0%2FRw%2BVc5vt%2F8QXOqH608Yfn0Xm9RnEAwDAWnlQ4y80dptHTdCPvfqtxvdlHrnlvBvDWrlf48%2FRw%2BUPJlz3KttX%2FU7jj8%2Bi88zqS%2BbQPwAAYKAvr85v%2FAXGbvLi6tj5t2RPbt5qb9x%2BYG48596wXq7Z%2BHP0SPkv0y195f1U44%2FPonNBs39cuOIc%2BgcAACzYqdX7Gn9hsZt8qLrq3DuyN%2BuwcfuBud48m8Naemfjz9PD5e3VidMtfeXdv9lQZ%2FRxWnQ%2BWf10zg0AAFgZ%2B6rnNf5iYje5oLrD%2FFuyZ%2FdvfG%2FmGfsIcTS%2F2fjz9Ej5n9MtfS3ctdV98%2Bxe84HqB1q%2Bu3gBAICD%2FLfGX0DsNj88QT%2F26vLVRxrfm3nGq%2Bg5mts3%2Fjw9Wr5%2BstWvh5tU7278cRqVt1ff1ewfdQAAgCVz1%2Bqixl847CZPbvao3rL5X43vzbxz8lw7xDraV32w8efqkfLhlu9x42Vz5eofG3%2BsRuZN1b0yyAIAgKVxjeqjjb9Y2E1e1XLuW%2FJlre5A8Eg5Zp5NYm09tvHn6tHyojwqdjQnVE9t%2FLEanTdW984gCwAAhjq2%2BofGXyDsJh%2BprjX%2FluzZvuoVje%2FPvPP5eTaJtXabxp%2Bv28ljpmrAGtmqfrba3%2FjjNTpvru6XwScAAAzx642%2FKNhNLqi%2BaoJ%2BzMODGt%2BfKfKZeTaJtfeqxp%2Bz28n3T7T%2BdfON1VmNP17LkPdWD8kj1QAAsDDf3PgLgd3mQRP0Yx6u0uyV7KP7M0U%2BPsc%2Bsf5%2BoPHn7HZyfnXnaVqwdm5QvaXxx2xZcmb1iOynBgAAk7puqztoefwE%2FZiXP2p8f6bKGXPsE%2Bvv5OpTjT9vt5Ozq1tO04a1c9nqWY0%2FZsuUz1V%2FUN18D30FAAAO4fjqlY3%2F0r%2Bb%2FH113Nw7Mh9f0%2Fj%2BTJl3z69VbIjfaPx5u92cUV1nmjasna3qZ5rtizf6uC1bXtzszYX2yQIAgDn4rcZ%2Fyd9N3tPs1e7L6PhmG%2FyO7tGUefPcusWmuHqzu1NGn7vbzTur0ybpxHr6murfG3%2FcljEfqB7e7DMAAADswj0a%2F8V%2BNzmn%2BtIJ%2BjEvP9f4Hk2d18ytW2yS32v8ubuTvKXZXnZsz9WqlzT%2BuC1rLqz%2BovqGZm%2BoBQAAtuE6rea%2BV%2Furb5mgH%2FNyveq8xvdp6vzTnPrFZrlOs4v40efvTvLG6tQpmrGmjql%2Bpdmf1aOP3TLn%2FZf06Ut212YAANgMx1Yvb%2FwX%2BN3kFybox7xsVc9pfI8WkRfNqWdsnt9v%2FPm707whd2Lt1J2rDzX%2B2K1CXlY9sLriNvp60%2BrHq6dXr222X9unqo9Vb6%2BeW%2F1qdZeWd49IAADYtl9r%2FBf23eTPmw2JltW9Gt%2BjReVv5tQzNs%2FVmj0GPPoc3mnemj2xdurU6i8bf%2BxWJRdc0q%2F7VKcc0MdTqodW%2F7rDn%2FexZvtcXvvwhwgAAJbXXVrNRzve1uyV7cvqsm3W3QbPmk%2Fb2FC%2F2PhzeDf5t7ydcKe2qge3Whv4L0PObfaPNk%2Bqztzjzzq%2F%2Bs3qMkc5VgAAsDSuWn248V%2FMd5pPVzeZoB%2Fz9DuN79Mi87T5tI0NdXL1wcafx7vJB6ubzb8la%2B9mzR55G338Njnvre54tAMFAACj7aue1%2Fgv0LvJvSboxzzdprqo8X1aZJ48l86xye7b%2BPN4t%2Flk9ZXzb8naO77Z%2Fkyb9uflMuWC6nuPdqAAAGCkn2j8F%2Bfd5FenaMYcHVP9S%2BP7tOg8fh7NY6NtVc9v%2FLm825zXcr8RdZndoXpn44%2FhJueBRz1KAAAwwK2a7YEx%2BgvzTvO8ZgOiZfaQxvdpRH5rHs1j412%2F2V4%2Fo8%2Fn3eaiZvs7sXOnVI9tNfdkXIfszwAWAIAlc3L1lsZ%2FWd5p3tX2Xik%2B0mnV2Y3v1Yg8cg79g6qfavz5vNc8puUfti%2Brr6re0fhjuIk5u9kQGQAAlsLjG%2F8leac5t7rFFM2Ysz9tfK9G5Zfm0D%2BoOrb1eAz3r%2FKWt906qXp09sYakZc0e5wXAACGunvjvxzvJt85RTPm7G6N79PI%2FPTeWwj%2F4Uat9qOEl%2BYN1XXn3JtNcrtmPRx9HDct37GdgwMAAFO5avXRxn8x3mkePUUz5uyk6t2N79XIPGTPXYQv9MDGn9fzyMeqO825N5vk2GaPla7DQHNV8q%2B5CwsAgEG2qr9s%2FJfineYFrcY%2BMo9sfK9G5wF77iJ8oVX9c%2BtQubD60QwF9uK61XMafyw3JV%2B7vcMCAADz9QON%2FzK807yvOnWCXszbTasLGt%2Bv0bnvXhsJh3Dl6kONP7%2FnlSc3u2OT3dmqvr36QOOP5brnD7d5TA5nq9ndcyde8p%2BGt8AX8QcDAAe7XvWm6rKD69iJ85u9ieq1ows5in3V31dfM7iOZfDt1bNHF8FaukP1D9VxowuZk9dV967eO7qQFXZK9QvVz1THD65lXZ3Z7M26%2Bw%2Fzfz%2Bl2ctVbtZsz7rTq2te8t%2B5YnW5Zn9HXmp%2FdU71iWbbGXygek%2F11uptl%2FzPZ817EQAArI591Ysb%2Fy%2B5O80PTtGMCTyg8b1alnzjHnsJR%2FKjjT%2FH55lPVt801w5tphvkscIpc%2BMDen216n7V%2F262R9YUb4j8WLO3IP5G9W3NBmEAAGyIBzf%2BC%2FBOs9fHFhblKs3%2BJXl0v5Yld9pbO%2BGItqqnNv48n2f2V7%2FSauzzt%2BzuUb2j8cd03fLfqv9RvX7Q77%2Bo%2Bufq55rd4QUAwJq6TrPb9Ud%2FAd5J3lidPEUzJvBHje%2FXMuUr9tZOOKqTmz1WPPpcn3f%2BvrrG%2FNq0sY6vfrzZ3W2jj6lMk5dX35995AAA1spW9bzGf9ncST7dbB%2BNVXCnxvdr2XKLPXUUtueardem7pfmzOob5tinTXal6nfyco11zserR1xyrAEAWHH3bfwXzJ3muybpxPwd32zT2dH9WrbccC9NhR24TfWZxp%2Fz887%2B6tdbn83qR7th9YzGH1eZLuc0G2RdJgAAVtIVqo80%2FovlTvKkSToxjYc3vl%2FLmGvtpamwQ9%2FSbOAz%2BryfIq%2BqvmR%2Brdp4t61e0PjjKtPl36vvaXb3OQAAK%2BTxjf8yuZO8rdXZ9%2Br06rON79ky5tQ99BV248caf95PlU83uyBnfu5a%2FUvjj61MlxdW1wsAgJVw21brroTzq1tN0on526r%2BtvE9W9asyhCS9fI%2FGn%2FuT5k%2Fri4%2Ft26xVd2zekPjj61Mk09X3xsAAEttq3pF47887iQ%2FNUknpvGdje%2FXMmff7lsLu7bV6t11utO8v9mLI5iffdW3V29q%2FPGVafLk6sQAAFhK92%2F8F8ad5GWtztDjctUZje%2FZsuZzu28t7Nkx1Z82%2FnMwZfZXv1GdMKeeMbOvuncGWeuaf6lOCwCApXJy9cHGf1ncbj7TbD%2BpVfHYxvdsmXPW7lsLc3F89ZzGfxamzhurW86pZ%2Fynreoerd5dzHL0fKC6aQAALI1fbPyXxJ3kwf8%2Fe%2FcdLktV5m%2F%2F3ieSc5YggoIkATGhiAFBRgRFwUEcRxRFTOjIjGIOwxgBGWUEE8qrAgooCIqCiEoUQZGcg3DgkA7hRE56%2F1i9f%2FTZdO%2Fd1V3Vz6ru%2B3Nd3%2BsoYfezVlfTVc9etaqaaajEDsBi4ucs58zoenal8kwHziH%2B81B1ngSOAKaUM21qMgK8Ap9aOGh5CNgRSZIkhVuHtGlp9Alip%2Fkz9bl1cBJwGfFzlntu63aCpZItx%2FA8bOFyYMtypk0t7Aj8BFhE%2FHttes8s0oNuJEmSFOgY4k8MO82T1OuC693Ez1kdcm23EyxVYDmGZwXNPOA%2FSPuAqRobA1%2BnXr8oMq3zELAVkiRJCrERsID4k8JO88VqpqESGwKPED9ndcgVXc6xVJXlGY7bCUdzCbBFKTOndlYBPgzcQvz7bbrP3cAzkCRJUt8dT%2FzJYKe5k7TZfB1MAs4jfs7qkj91N81SpaYBPyP%2B89GvzAf%2BE1djVW0SsCfD1SAdtFxJfc5HJEmSBsImpFvyok8EO82bq5mGSnyQ%2BPmqU37b3TRLlZsM%2FID4z0g%2FczmwTRmTpwltDhxFujUt%2Bn03xXIyadN%2BSZIk9cH%2FEX8C2Gn%2BRH1OFLcg7SsTPWd1yi%2B7mmmpPyYB%2F0v856SfeRL4LGkVmqo3HfhX4ALi33vTeT7Y6s2UJElSudYn3S4SffLXSeZSn71ZpuBTB7vJyd1MttRHI8Anif%2Bs9DvXAi8qYf7UuWcDXwbuJf79N%2BNnAbB967dRkiRJZfky8Sd%2BneZDFc1BFT5B%2FHzVMT%2FoZrKlAO8EFhH%2FmelnlgDfAFYuYf7UucnA7sBPSL%2FIiT4OTOtcS3pyqSRJkiqwMvAo8Sd9neRPpNt36mA76rOn2N0Z1NCc47qYbynK64A5xH9uIv678boS5k%2FFrQIcRNovcNgaqHXI%2F7R%2F6yRJktSLumwwPo90K0UdTAP%2BTvycdZLFwAkZ1NGcrxafcinUC4EHiP%2FsRORUYL3ep1BdWgc4lPQLnuhjwaQsJP0SS5IkSSWaBNxE%2FMleJ%2Fl4RXNQhc8TP1%2Bd5hvA1zKoozmfLT7lUrhNgeuI%2F%2FxEZBZwCPVZITuoNgDeB5yHK7OicxH1ediMJElSLbya%2BJO8TvIPYGpFc1C255N%2B%2Bxo9Z51kBulWlOMyqKU5hxeedSkPqwLnEv8ZisoluPIkF2sAbwfOwGZWVA6c8F2SJElSx35O%2FAleJ3lpVRNQsuWo1wqMf23UfWIGtTTn0EKzLuVlCvAt4j9HUVlEug14xV4nUqV4CelW8ejjYhhzF7D8xG%2BRJEmSJrI29VgpdGJVE1CBrxA%2FX53mPJ66veHUDOppztsLzbqUpw8w3Ctf7gL27nkW1YsNgJnEHwvDnP%2BY8F2SJEnShA4j%2FsRuojxOfTYH3pn6%2FJZ7AbBFU%2B1nZVBTc97U8axLeXsF8CDxn6nInAU8s7dpVBcmARcQ%2F%2F4Pex4AVprgvZIkSdIEriT%2BxG6i1GXj9hWBm4mfr07zxTH1n59BTc3Zs6NZl%2BphE%2BBvxH%2BuIjMX%2BAQwvce5VOcOJf59Nykfm%2BC9kiRJ0jieQ%2FwJ3US5i7SnVB3Uab%2Bb23n6nhwXZ1BXc17e0axL9bECcDLxn63o3Ajs1uNcamKrAg8T%2F36blBnAtHHfMUmSJLX1KeJP6CbKv1c2%2BnK9hvi5KpLXtRjDVRnU1ZydJpx1qX5GgI9Qj70Hq87PgA17m06N4wji32OzbN4x3hsmSZKk9nJrWIzNdcDkykZfntWBe4ifr07zizbjuDGD2pqz1bizLtXby0grMqI%2FZ9GZDfwXrkwp2yTgDuLfX7NsrhjvTZMkSVJrmxB%2FIjdR9qts9OX6KfFz1WnmABu3GcddGdTXnE3GnXWp%2FtYD%2FkD8Zy2H3Ajs3tt0qskLiH9PTetsP877JqkEk6ILkCSVbq%2FoAiZwHXB6dBEdOBA4ILqIAr4A3N3m743dEyva3OgCpBKMACsDa%2FL0z9j9pNuPv9LvojK0BfBb4Ax8WmEZ3EMwX%2B%2BMLkCSJKluzib%2Bt5Dj5cDqhl6aTYHHiZ%2BrTnMd49%2Bm80QGNTZnxXFqlXI1jbTH3HGk27TnsuxxPQu4CDgWOJj0MI0R0lM3HyTms5Zb5gGfJb%2Bmep18n%2Fj30bTODOqxPYIkSVIWppH2HYk%2BiWuXO4EpVQ2%2BJFOBS4mfqyJ5xQRjWpRBjc1xBbjqZFXgM8BMih%2Fr1wOHA88FLuzi3x%2FU3AnsS2rwqZjcf0k17Nm1%2FVsnSZKkZi8j%2FuRtvPxHdUMvzZHEz1ORnDzBeKZmUGNz5k1Qr5SLEeDfKGf11KPAx0i3%2Bi4p4ecNSs4Htu70DREAvyH%2BfSs7t5K2FjiatELvSOBE8tu%2FsZN8vf1bJ0mSpGafJP7krV3mAKtVN%2FRS7E69Li7nMPGj6lfJoM7mPDJBvVIOVgJOofzj%2F2%2FA26nX002rziLSbZerd%2FTOqIrjst9ZSFpJ9g7SAw%2FaWQE4DLg5g5o7zbXjjEeSJElNfk38yVu7fK%2FCcZfhGdRvn5ojOhjXOhnU2Zx7OqhZirQ28Feq%2Bww8BryJtOIk%2BvOYUx4EDsE9hCbyZeLfq24zA%2FgEsG7BMU8ifWZuymAMnWT9guOTJEkaOiPAQ8SfuLXLS6obes%2BmARcTP0dFcjMwvYOxbZJBrWPrlnK1KmmVVNWfgwWkDeHfRVpJGf25zCl%2FwyftjecA4t%2Bjormb1Jzs5DtrPNNJtxlGj2ei7NvjOCVJkgbepsSftLXLLeS9We83iZ%2Bjotmzw7FtkUGtzbm6w7qlfpsEnEP%2FPgtzgeeTnlZY5YqvuuZUUgNey9qc%2BPem0zwG%2FBewXMlzcDB53%2B7vPliSJEkT2Jf4k7Z2%2BXyF4%2B7VO4mfn6I5o8D4ts%2Bg3uZcVqB2qZ8%2BQv8%2FD3eQVn1NA74ILA6oIefMI218v%2BI479uwyX219Wh%2BTPFbBYv4YAZjbJfzKxy3JEnSQPgs8Sdt7bJNhePuxcuAJ4mfnyKZA2xcYIwvzqDm5vyhQO1Sv2xE3K18xzfV8WLqtWF1v3IP8DbSKjnBWcS%2FJ%2B1yN7BHdUP%2Ff0aAkwLG10nur3DckiRJA%2BFU4k%2FaWuVW8rx98FnUb9P2pcDHC47zlRnU3JxzCtYv9cP3iPtMLGHZJv%2BKwHGB9eScy0hNvmH3UeLfi1Y5lbSisF9WJW0MHz3uVvGpmpIkSeO4ivgTtlb53yoH3aU1gRuJn5uiuY50q1ERe2ZQd3NOK1i%2FVDAfgXUAACAASURBVLV1iV%2BJ%2BZMWde1BWnkU%2FZnNMT8hrZobVjsS%2Fx60SoR%2FL1hjv7J9lYOWJEmqu0eJP2Frlb2rHHQXVgQuJX5euskuXYz3jRnU3ZyTuhiDVKWIva%2FG5klgrRa1rQb8IIP6csxc0v6Kw7g%2F1iTgEeLfg7GJMBm4pkCN%2Fco%2BVQ5aGlbeRy5Jg2EV%2Brtsv4g%2FRxfQZDngl9TzFpTv0d1clv30p17Niy5AGiOHC82ptG72P0p60MTrSLdK6SnLA58h7Rn2bwzXdc0SUtMmNxHNxMWkByDkplVDWlKPhuk%2F9JI0yDaMLqCNG4BZ0UU0TCfdvrZbdCFduJ%2F0KPJu2MCS2ptGPg3t8f7b9GvSPlk%2F6lMtdbIBaWXn5cBLg2vppwejC2gh6ra5M8hv43T3wJIqYANLkgZDlY%2Bq7sVV0QU0LE9aefW66EK69AG6bwTawJLa24zU3M7B8yf4%2B7OAdwB7kfbG0rJ2Ai4CfgZsGlxLP6wUXUALzwl63UXA6UGv3c7K0QVIg8gGliQNhlyXql8bXQDp1srfAK%2BNLqRLZ9DbibkNLKm9zaMLaLIpnT2x9Rxga%2BCEasuprf1Iq3%2B%2FTLq9flBtG11AC%2BsEvvYfAl%2B7lSnRBUiDyAaWJA2G1aILaOOW4NdfH7gQ2DW4jm49Ary%2Fx59hA0tq71nRBTSZCqzQ4T%2F7OPBe4JXAbZVVVF%2FTgY8BtwKHMHjNhHVIt07mJnKe%2FxH42q0M2jEnZcEGliQNhlx%2Fy3xX4GtvC1xGvR9l%2FSF639fDBpbUXk4NrG5cCGwHfJ20sbeWtTZwPPA34DXBtZTpedEFtDEn8LXvC3ztVhZEFyANIhtYkjQYcmtSjJoZ9Lp7A5cAGwe9fhnOAH5aws%2FJZX%2BfUTawlJOc9kpaCMzt4t%2BbC%2Fwn8EJSo0ZPtw3wO9Ltl88NrqUMO0YX0EbkkzIXB752K37XSRWwgSVJg2FadAFt9PsJhJOAzwFnkucGt516gHR70NISflZuzc350QVITTaKLqDJnfT2mb%2BS1MQ6HC%2Be2%2FkX4Brgm8CawbX0YqIN%2F6PcEPjauW2l8Hh0AdIgsoElSYOhk41%2FI%2FSzWbEB8Fvgs318zaocTHmPSHcFltReTg2sMlZPLQKOIm3y%2FrsSft4gmkx6suvNwPuo515FOTawniC2gRX1BMR2HoguQBpENrAkSVUqYwVRJ95M2sB1tz69XpWOB35V4s9zBZbU2grktQqnzE2o7yA9efVAvJBuZw3gOOAq0mb4dbEGee7d9kdSAzXKzoGv3UrUFgrSQLOBJUmDYWF0AW1U3TxZDzgV%2BDl5XYh26wbS7T9lcgWW1Nr60QWMcWPJP28paR%2B9LYETSv7Zg2Rb4ALS98gmwbV0IsfVVwBnB7%2F%2BG4Jff6zbowuQBpENLEkaDLmuaqlqT4qppCf03QTsX9Fr9Nt84C2U%2FxSn3BpYuR6rGj4bRBcwRtkNrFGzSHvq7Uza%2F0mtvZn0HnyOtDovVy%2BMLqCFpcBZpKf%2Bfp70dMy%2FA5c3%2FvrXSfNb1S%2BadiCveVlA7Ib2kiRJWRvd8Du3bF%2FyOEeAfUkXGdFjKzsHlzhPzc7JYGzN2aGicUpF7U%2F852E0S%2BjP7b5TSU8snNPn8dUtdwP7kef%2BkmcSPz9jM5u0p9hE%2F9xi4HzgX0nHYllOz2AOmnNViWOTJEkaOP9K%2FAlbq7y2pPFNIa1O%2BnsGY6oiP6K6C6XzMxhfcwbhEfYaDIcR%2F3kYzT8rHutYGwGnlVT7IOdC4HndTXElRoD7iZ%2BXMnIH8DZ6vyNotwzGMjY%2F7HFMktrwFkJJGgwPRRfQxqt7%2FPc3AD4B3AacQl4XEmW5BjiUdNJbBW8hlFpbJ7qAJnf0%2BfX%2BSbql619I%2F31Va7uSVtN8G1gruBaAjYF1o4soyTOB%2F4%2B0%2F9gzu%2FwZawDfL6meMl0ZXYAkSVLOtiP%2BN46t8ijF95lZj3Q73e9ItxtEj6HKPEL1T5O6PINxNie3fYc0vL5L%2FOdhND%2BqeKzjWY6079N84uch58wi7b1Y5q1vReW62rrXPErxFdtTSecJ0bW3yo4FxyJJkjRU1iL%2BhG28k%2F5vA6%2Fn6SseJgPPJt0e%2BA0G9xbBVlkM7E71cpvTNaodrtSxnPYS%2BkLFY%2B3E5uS3Z16OuQ54TZdz3KtjO6yxjlkEHNDhPEwBTs6g5lZ5rFGfJEmS2hgh%2FqSt08wiPT3wRob7N%2F6HtXwny3dDH8fUSVasdrhSxy4l%2FvMwmndXPNZOjQB7k25pjJ6T3HMmqenXT38pqfZcs4h0W%2Bt4ViSv5vPYnDFB%2FZIkSQIWEn%2FiZjrLt%2Bnf061u69OYOs3kaocrdexW4j8Po9mz4rEWtTzeVthJngS%2BCqzS1SwXs3zj9aLHXHUeA7ZtMwdbAf%2FIoMbx8p42tUuSJKnJLOJP3MzE%2BTX9vb3gnorG0U0WVjxWqYic%2Fpu5XcVj7dazyHu1Sy6ZCbyLahv0L89gnP3KDGCHprGvCRwJLMigtvGymLweDiFJkpStnFYTmNb5C%2F2%2Fhe6BkmovI7MrHqvUqanEfx6ak8MT7sbzWtKt39HzlHuuIjWaqnBEBuPrZxaTbvO9hPwbV6O5oO27J6kUk6ILkCSV5t7oAjSum0h7e8zp8%2BtO6%2FPrjWd%2BdAFSQ04PE1hIeiJpzs4l3db1MWxEj2cH4I%2FAz4BNS%2F7ZO5f883I3CXgx8BLy%2Bh4bz0nRBUiDzgaWJA2O26MLUFt3AbsBDwW89vSA12zHBpZykVMDayawJLqIDozu97QF8OPgWnK3H%2BkBGv8DrFzCz5sOvKKEn6PqzAFOiy5CGnQ2sCRpcFwfXYBaug94NWkvqgg5%2FeZ6QXQBUkNuDaw6mQH8G%2FBS4MrgWnI2nXTb3y30vj%2FWy4GVyihKlTkJVydKlbOBJUmDwwuJ%2FNwHvJL0JMAIk8nru94GlnKxenQBTerWwBp1CfAi4GDgweBacrYu8D3gr3S%2Fiqrbf0%2F987%2FRBUjDIKeTWklSb64gbXqqPNwD7Era%2BypKTquvwAaW8pFTA%2BuB6AJ6sBj4PvBs4GhgUWw5Wdse%2BAPwS9J8FTFs%2B1%2FVzdnAjdFFSMPABpYkDY4nSE%2B5U7zbgV1It45EsoEltZZTA2sQVi89BnyUtNH7ucG15G4f0i3%2Fx9DZrayTgOdXWpF6dWR0AdKwsIElSYPlnOgCxDXAy4A7g%2BsAG1hSO6tFF9Ak4uEOVbkR2BN4HbGrT3M3BfgwcCvwEcb%2Fb%2FWzKWcjeFXjXOCy6CKkYWEDS5IGy8%2BjCxhyV5L2KrkvuI5RU6MLGMMGlnKxanQBTQapgTXq16TVWB8hrc5Sa6uTbr28HngTMNLin3lRXytSEUuBj0cXIQ0TG1iSNFhuBi6PLmJIXQbsBjwSXUgTV2BJreXUwHo4uoCKLAS%2BQVpBdDywJLacrG0GnAZcBLxkzN97Wf%2FLUYd%2BCFwdXYQ0TGxgSdLgOSG6gCF0AfAa4NHoQsZwBZbUmg2s%2FnkQOJS0ifnvg2vJ3c6kpzueBmxOWpG1e2hFaucx4IjoIqRhYwNLkgbPydT7qVZ1cwZpv5fZ0YW0kNsKrCejC5AacmpgzYouoE%2BuITX69yHt%2FaT23gTcAPwE2CS4FrV2BDAzughp2NjAkqTBMx84KrqIIfEd4C2kOc9Rbg0sV2ApF6tEF9Akp9uOq7YUOAvYBjgceDy2nKxNAQ6ILkIt%2FQlXu0shbGBJ0mA6Drg%2FuogB9yngvcCi6ELG4S2EUms5PdVtWFZgNVtA%2BkWL%2B2Opbp4ADsJjVgphA0uSBtMcUoNF5VtA%2Bq34kaTVBDnLrYHlLYTKRS4NrPnku4KzHx7gqf2xzguuRerEB4Hbo4uQhpUNLEkaXCcCf4kuYsDcB7wcOCW6kA7ZwJJay6WBlduDH6JcA%2BwB7EV6mq6UoxOBk6KLkIaZDSxJGlxLgPeQ9y1udXIpsBP1agrawJKeboR8GliPRReQkaXAOaT9sT7McN5aqXz9DXg%2F%2Ba%2B8lgaaDSxJGmxXA5%2BPLmIA%2FB%2FwCmBGcB1F2cCSnm46MDm6iAYbWE%2B3EDgW2Bz4X%2FwljOLdB%2BwNzIsuRBp2NrAkafB9ifTEHBU3GziQ9FvXOjZfbGBJT7dSdAFNbGC19whwGGlF1tnBtWh4zSY1r%2B6JLkSSDSxJGgaLSZuOz4wupGb%2BCuwI%2FDS6kB7k1sBaGF2ARD63D4INrE7cBLweeA1pryypXxYCbySdD0jKgA0sSRoOM0gb5D4UXUgNLAH%2BB9gZuCW4ll5NiS5gjAXRBUjktQLr8egCauR8YAfgvfhdpuotAvYnHXeSMmEDS5KGx9XALsDd0YVk7CZS4%2BqTDMZqodwaWIMwp6q%2FnBpYT0QXUDOLgRNI%2B2Mdhf9N6adrowvoo4XAW4BfRhciaVk2sCRpuNwIvAS4KrqQzCwm7RW2PXB5cC1lyq2B5R5YysGK0QU0sYHVnceAw4GtgDODaxkW55C%2BJwfdXNItq2dEFyLp6WxgSdLwmQG8HDg1upBMXEy6LeUTwPzgWspmA0t6uhWiC2gyO7qAmrsVeAOwG8O1QijC1aTVyd%2BJLqRCM4FXAr%2BNLkRSa7md2ErSMJgMrA9sBKwJrA6s2vjrI41%2FZjZpb5RHgX%2BSbvubU2INc0gbu18MfB2YVuLProv7gf8CfgwsDa6lKrl9z3u7j3LgCqzB83vSLyIOBr4IrBVbzkD6O%2Bm78lDSd8s7Y8sp3T9ITxu8K7oQSZKkCCPApqRG0ZeAXwG3kzYGXdpFZgLnkRpObwHWKanO7Ui%2FWe2mpjpmDukCJ6d9cKryAeLnuzn7VjtcqSPvIv6zMJq3VzzWYbQacDSpYR79%2Fg5K5rHsL0QmAcdmUFdZ%2BTF5rcyUJEnqi02A9wA%2FB%2B6j%2BpOua4CvADvx1Oqtbkwj3Rowrw81R%2BVJ4DjS6rdh8WHi5705r692uFJHPkT8Z2E0NnWrswVwNvHv8SDkyhbzO0Jaxbwkg%2Fq6zRzSSrJezp8kSZJqY4S0gukLwHXEnojdDnwKWK%2BH8TyTtDdW9EllmZkHfAvYuId5qavDiZ%2F%2F5ry22uFKHfk48Z%2BF0exR8ViV%2FrtzA%2FHvdZ1z4jjz%2B3rSpvrRNRbNDGCbccYlSZI0MJ5Bugi6kfiTsLF5EvgJ8JwexrcTcFYGY%2BklD5Eai%2Bv2MA91l9OF%2BlLg1dUOV%2BrI54n%2FLIzmZRWPVclU4DDSvpLR73kd85EJ5ncz0hN8o%2BvsNNeRfmEnSZI0sEaA3Ul7WS0m%2FgRsoiwkXahN7WHM2wDfIz1WOno8neYy4N%2BB5XoY96D4FPHvR3N2qXa4Uke%2BRvxnYTQ7VDxWLWtt4NvU4zs8p3Tyy4eppO%2BcBRnUO15%2BBqzSwXgkSZJqaTppX6u63oJwAelJh71YDTgE%2BCN57ndxL%2FBVvB1grM8R%2F9405yWVjlbqzLeI%2FyyMppeVsure9qTvs%2Bj3vy5Zu8DcPgc4J4Oax%2BYR0i%2B33O9KkiQNpBVIm2DfQ%2FyJV6%2B5mvKeWrgucBBwMv3ZqL5d7iQ9BWkX0hOR9HT%2FTfyx15ydqh2u1JEfEP9ZGM0zKh6r2hsB9gPuIv44yDn3dzm%2FrwYuzqD%2BhcD%2FUawJJ0mSVBtTgfeSNviMPvEqM0%2BSniR0FLAr5TR9RoBNSRcBXyAtzf8r8ADlr9R6GPglqan4XPwtaie%2BRPxx15znVTtcqSMnE%2F9ZGE2vq2PVuxVIq1UH%2BSm8veT3Xc9s%2Bp7eBTgNWNTnuueSbhfdtIf6JUmSsjUCvBG4lfgTxn7kDtLGrCuUMXktTAHWAp4FbE1qXuwIvBx4G3AMcFOLupaQfiN%2BLqnZdiDpceg2rIr7KvHHWXO2qna4Ukd%2BSfxnYTTTKx6rOrcJqdESfUzklmN7mdQm65HOOS6huq0IlpBWfb2PtPWBJEnSQNoaOJ%2F4E8WI3Avs3%2FsUdmWE1NDaj7QqbDO8oCvTUcQfX81xvx%2Fl4FziPwtLSRfbNubz82rSU%2Bqij49c8p7eprOldYADgOOBq%2Bh%2B4%2FdFwDXAd0m%2FGBvmpw5LQ2FKdAGSFGx54NPAfzK8%2F03cADgV2Jt0ojq3j6%2B9FPhTH19v2EyOLmCMRdEFSOTzhNLRW9aUl9%2BTNnl%2FP%2BlJvsP%2BxLrrK%2FiZD5Bu5T258f%2Bnkm712wzYkLRf1WqkFeKTSU%2BNnA883vh37yWtIr%2BF1PySJEkaeLuSTn6if7uZUy4H1uhlUpWVbxJ%2FTDVno2qHK3XkcuI%2FC0uBB6seqHq2LnAi8cdKZNbseRYlqSQ%2BtUnSMJoOfA34A7B5cC25eSHwa6rbF0v9ldv3vCuwlIOcVmApbzNJT93dmXSr27B5kPQAFUnKQm4ntpJUta2AK4DDce%2BRdl4EnBBdhEqR2%2Fe8DSzlIJcG1vzoAtSxS0m%2F4DkUmBVcSz%2FdGF2AJDXL7cRWkqr076Tm1bbRhdTA24A3RRehnuX2PW8DSznIpYHlCqx6WUzadPw5wPeDa%2BmXm6MLkKRmuZ3YSlIVppNONn%2BIt8YVcQz5XOipO7l9z9vAUg5yedKpK7Dq6SHgYOAlwN%2BDa6naLdEFSFKz3E5sJals6wMXAu8MrqOONgLeHl2EepLb97wNLOUgl8a8T0%2Brt8uAFwAfIj0dbxDdGl2AJDXL7cRWksq0A%2BmWwRdHF1Jj74suQD2ZHF3AGDawlANXYKksi0hPe90SODm4lircHl2AJDWzgSVpUO0B%2FAl4RnQhNfc80n4fqqfcvucXRxegoTdCPiuwbGANjvuAtwKvYbBuu7sjugBJapbbia0kleHtwDnAStGFDIg9ogtQ13J60uaSRqRIU6MLaOIthIPnfGA74PPAk8G19Ooe4NHoIiSpmQ0sSYPmfcCPyO%2FWqTp7UXQB6lpODSxvH1QOcrl9EGxgDar5wOdIjaw%2FxpbSkzrXLmlA2cCSNEgOB46LLmIAPS%2B6AHUtp%2B95bx9UDqZFF9DEBtZguwl4JfAuYFZwLd04J7oASRorpxNbSerFR4CvRRcxoLbC2zHryhVY0rJyWoFV91vMNLGlwA%2BA5wKnBtdSxFzg7OgiJGksG1iSBsH7gKOjixhgk4CdootQV3JqYLkCSznIqYHlCqzhMRP4V2Af4N7gWjpxCvBEdBGSNJYNLEl1dwDeNtgP20UXoK7k9D3vCizlIKdbCF2BNXzOArYGToguZAL%2BUlBSlnI6sZWkol5F2rBd1ds6ugB1xRVY0rJyamC5Ams4PQa8l3QOc3twLa2cAlwXXYQktWIDS1JdbQP8grweiT7ItowuQF2xgSUtK6cG1sLoAhTqD6TVzd%2BMLqTJHOBj0UVIUjs2sCTV0ZqkZfirRBcyRDaJLkBdsYElLSunBpa3EGoO8CHS0wrvjC0FgP8C7o4uQpLasYElqW6mAj8HNo0uZMhsBEyJLkKF2cCSlpXTql0bWBp1IWk11ncDazgF%2BHbg60vShGxgSaqbL5J%2BU6n%2BmkRa%2BSZ1ywaWcpDTCixvIVSzJ4D3AK8HHujza%2F8JeCewtM%2BvK0mF2MCSVCd74t4MkdaOLkC1tiS6AAkbWMrf2cC2jT%2F74XfA64B5fXo9SeqaDSxJdbEecFJ0EUNu9egCVGuuwFIOvIVQdfAAsDfwAap7WuVS4Cuk5tXsil5DkkplA0tSHYyQ9oVYK7qQIbdCdAGqNVdgKQc5NbBcgaXxLAWOA14I3Fjyz74M2Bn4OLCo5J8tSZWxgSWpDg4C9oouQjaw1BNXYCkHNrBUN%2F8AdgJOL%2BFnzQX2IDWvLivh50lSX%2FlEKUm5Wxc4OrqIit0D3ATcRzq5XApMBg6OLKoFf%2BmhXrgCSznIqYHlyhd1ag6wP%2FBB0sNsVu7y5xxM2vNKkmrJBpak3H0dWDW6iJI9CJwJ%2FAa4iNZPG3om%2BTWwRqILUK3ZwFIOcmpguQJLRSwBjgV%2BArwPeBewcYf%2F7nzSEw5PrqY0SeoPG1iScrYr8LboIkqymNS0%2Bh5wHhP%2F5v05lVdUnLeAqRc2sJSDnBpYrsBSNx4CvgD8N7AD8CrgBcCWwIakX%2FpNIj1V8E7gfOAY4I6AWiWpVDawJOVqEoNx6%2BBc4ATgG8DdBf69baoppyc%2BYlu9WBpdgIQNLA2OJcCVjUjSULCBJSlXBwA7RhfRg4XAt4H%2FAWZ28e%2FnOHYbWPWTU9PIFXzKgQ0sSZJqygaWpBxNJW1SWle%2FAQ4DbunhZ7ykpFrKNCu6ABWWUwPLWwiVg5zOfW3qSpJUQE5f4pI06q3AptFFdOFB4APAz%2BmtcbAh8KxSKirXI9EFqNZyaqZpeLkCS5KkmrKBJSk3k4FPRBfRhdOB95I2V%2B3VbiX8jCqUMTb1V05NI1dgKQc2sCRJqqlJ0QVI0hj7kOcT%2BNpZABwC7Ed5DZ5%2FKennlOlB0mO4VS85NbByqkXDK6df3noLoSRJBeT0JS5JAB%2BNLqCAfwJvAK4q8WcuB%2BxZ4s8ryz3RBagrOa16yqkWDa%2Bczn1dgSVJUgE5fYlL0g7AztFFdOhy0mqxbp4wOJ49gZVK%2FplluDW6AHUlp6aRK7CUg5zOfV2BJUlSAd5CKCkn744uoENnA6%2Bi%2FOYVwNsq%2BJllsIFVTzk1jXKqRcPLBpYkSTVlA0tSLqaTnj6Yu58B%2BwJzK%2FjZawOvr%2BDnluGG6ALUFVdgScuygSVJUk3l9CUuabjtCawaXcQEzgAOpLp9Sw4irydkNftHdAHqig0saVk5nfvawJIkqQBXYEnKxZujC5jAeaQVYlU1r6YA76voZ%2FdqEXBjdBHqig0saVk5NbBy%2BnxKkpQ9G1iScjAZeG10EeO4htRgW1Dha7wZ2KTCn9%2BLq6l27KpOThfINrCUg5waWK7AkiSpABtYknKwE7BmdBFtPALsDTxe4WtMAo6o8Of36i%2FRBahrOTWwpBxMji6giZ9PSZIKsIElKQe7RhcwjrcDd1b8GvsC21X8Gr24NLoAdS2nFR6uwFIOclqBZQNLkqQCbGBJysEu0QW08S3gnIpfYypwZMWv0asLowtQ13K6QLaBpRzktAIrpwazJEnZs4ElKQfPjy6ghbuAj%2FfhdQ4FntOH1%2BnWbcA%2Fo4tQ13JqYEk5yGkFlk1dSZIKsIElKdo6wPrRRbTwIWBOxa%2BxLvCFil%2BjV7%2BNLkA9cYWHtCxXYEmSVFM2sCRFy3H10R%2BBX%2FXhdY4FVu3D6%2FTi3OgC1JNF0QVImcmpgeUKSUmSCrCBJSna5tEFtPApqr%2B1Y1%2FgLRW%2FRq%2FmAxdEF6GeuMJDWpYNLEmSasoGlqRoG0QXMMafgYsqfo0NgO9U%2FBpl%2BC3V30aparkCS1qWDSxJkmrKBpakaOtGFzDGcRX%2F%2FKnAKcCaFb9OGc6ILkA9cwWWtKycGlhu4i5JUgE2sCRFy2kPqMXAORX%2B%2FBHgG8AuFb5GWeYDv4wuQj3LaQXWSHQBEnmd%2B7oCS5KkAnL6Epc0nFaILqDJQ8DsCn%2F%2BR4D3Vfjzy3QO8Hh0EeqZDSxpWa7AkiSppmxgSYqW03%2BH1gHWr%2BhnHwwcVdHPrsIPowtQKXJqYEk5sIElSVJN5XThKGk45XQLxQhwDOWvFHk%2F8N2Sf2aV7gXOjS5CpVgYXUATV2ApBzmd%2B9rAkiSpgJy%2BxCUNp9yecvcW4AfAciX8rBHgSOBbJfysfvoBrtwZFL6P0rJcgSVJUk3ZwJIU7bHoAlp4B3ApsE0PP2M68H3gE2UU1EeLgOOji1BpcmpguQJLOcjp3NcGliRJBeT0JS5pON0fXUAb2wNXAf8NrFLw390BuAw4qOyi%2BuA0YEZ0ESqNtxBKy3IFliRJNWUDS1K0u6MLGMdU4JOkJtsppNsL12rzz04GXgGcDFxJaoDV0deiC1CpXIElLSunc18bWJIkFTAlugBJQ%2B%2Fm6AI6sDypefWWxv%2B%2FE7gVeJh0Ub4eqWFVdKVWbs4jrTrT4HgyuoAmNrCUAxtYkiTVlA0sSdFujC6gC89sZNAcGV2ASucthNKycmpgSZKkAvwSlxRtNnBDdBHiD8Afo4tQ6XJqYHnOoRx4HEqSVFN%2BiUvKwaXRBYhPRxegSngLobQsz30lSaopv8Ql5eD30QUMuV8CF0cXoUrktALLBpZykNO5r3tgSZJUQE5f4pKG1%2Fl4Ih9lEXBEdBGqTE4rsDznUA48DiVJqim%2FxCXl4AHcfynKN6nnRvrqjA0saVkeh5Ik1ZRf4pJycUp0AUPoAeDz0UWoUjk1sLyFUDnwOJQkqaZsYEnKxSnAvOgihsxhwGPRRahSOTWwJkcXIOG5ryRJteWXuKRcPAb8NLqIIfIb4NToIlS5nBpYnnMoBzkdh64GkySpgJy%2BxCXp6OgChsTjwCG4cf4wyKmB5Qos5cCmkSRJNWUDS1JOrgd%2BEV3EEPgQ8M%2FoItQXOTWwPOdQDnI6Dm2mSZJUQE5f4pIE8GlcGVSl04GTootQ3yyILqCJK7CUA5tGkiTVlA0sSbm5DvhOdBED6k7gYGwQDpP50QU0sYGlHOR07mszTZKkAnL6EpekUZ8EHo4uYsA8CewPPBpdiPrKFVjSsnJqGuVUiyRJ2bOBJSlHD5P2aVJ53g9cEV2E%2Bm5hdAFNbGApBzk1jXKqRZKk7NnAkpSrk0n7Nal3%2Fwd8L7oIhVhKPquwbGApBzk1jXKqRZKk7NnAkpSrpaT9mu4MrqPufgscFl2EQuWyD5YNLOXAppEkSTVlA0tSzh4F9gXmRRdSU38j7Xu1KLoQhbKBJT0lp3Nfm2mSJBWQ05e4JLXyN%2BDf8Ml5Rd0G7Ak8Hl2IwuXSALaBpRzk1DTKqRZJkrJnA0tSHZyOm7oXcQfwKmBmdCHKQi4rsKZEFyCRV9Mop1okScqeDSxJdfEt4IjoImrgTlLz6u7gOpQPG1jSU3JqGuVUiyRJ2bOBJalOvgz8Z3QRGbsReBlufK9l5dLA8hZC5SCnc9%2BcapEkKXt%2BcUqqm68DBwGLowvJzOXAy4F7owtRdnLZA8sVWMpBTquePA%2BXJKkAvzgl1dEPgd2BR4LryMUZwCuBB6MLUZZyaWBN7vC%2FggAAIABJREFUjS5AIq8GVk61SJKUPRtYkurqAuCFpKcUDrPPAfuRT5NC%2BZkbXUATbyOUnuJ5uCRJBfjFKanObgN2Br4ZXUiAe4C9gM8DS4JrUd5yamB5G6Gi5bTqyfNwSZIK8ItTUt3NBz4E7MZwPHlvAfAl4LnAOcG1qB5yWp3nbYSKllMDK6daJEnKng0sSYPi98DWwNcYzA3elwI%2FBbYEPgHMji1HNeIKLOkpOTWNPA%2BXJKkAvzglDZLZwH8B2wK%2FCq6lTL8AtgcOBO6MLUU1lFMDyxVYimYDS5KkmvKLU9IgugHYG3g5abP3OloInARsA%2BwL%2FCO2HNWYDSwpT56HS5IkSVrGy4Hfkm7Dyz3%2FBD4DrFfJTGgYfZj443o0m1Q8Vmkii4j%2FHPh5kCRJkjSubYHjgSeIv3BpzmzS%2FlZ7ApMrG72G1buJP8ZHs3nFY5Umspj4z8FoNq14rJIkSZJqbkXgbcCZpCe0RVy43Av8AHgjsEK1w9WQO5D4C%2FXRPLfisUoTWUL852A0NnQlSSrApwFJGkZzgB83sgLwSuDVwC6kzdKr%2BG%2FjzcAVwMXAH0n7dC2t4HWksXLaA2s70irDBU2Z18jCwLqkCO6BJUlSATk9iUWScrAcsBWwNfBs4JnAM4B1gdWBlRv%2FzOhm1AtJF99PAI8ADwAzgLuA20mNqusaf1%2BKsDtpD7jcLSJ9luaSmsyzGxn934835bGmP2cBjzZlFvBkn2tXfSwhn%2FPfrUjfEZIkqQOuwJKkZc0HrmpEGgSzowvo0BRSg3jlEn7WbODhRh4BHmrkwUZG%2F%2FfMRmbhikj1n3seSpJUgA0sSZIGW10aWGVaqZFNOvznF5JWT84E7gPub%2Fw5mhmkfetm4q2OKo%2B3EEqSVIANLEmSBtuc6AJqYCrpVuFnTPDPLSU1sWYA%2FwTuafw5%2Br%2FvJjW6bHKpE67AkiSpABtYkiQNtmFcgVWVEWC9RnZs888s4al98O4G7hyTu0ib1ytGLvtfgQ0sSZIKsYElSdJgcwVWf00CNmzkpW3%2BmRmkhzzc1vhz9H%2FfStqfy%2F24hoMNLEmSCsjpt1CSJKl8k4DF0UWoY4%2BTGlmjubkpDwfWNShyag6%2BFLgkughJkurCFViSJA22JaTbCFeKLkQdWYV0e2KrWxQf4alm1o3ATY0%2Fb8PbEuvIFViSJBVgA0uSpMFnA2swrAG8uJFmS0i3IV4P3ND05w24B1rOfAqhJEkF2MCSJGnwPUHaeFyDaRKweSN7j%2Fl7dwHXAtc1ci2pwTW%2FnwWqJVdgSZJUgA0sSZIG3xPRBSjMJo28rumvLQFuAa5p5B%2BN3Nn4e%2BoPG1iSJBVgA0uSpMHnbWRqNgnYopE3N%2F31J3iqmXU18PfG%2F57X7wKHhOfhkiQV4BenJEmD7%2FHoAlQLK5OejPfSpr%2B2hLRR%2FN8auarx56N9r27wuAJLkqQCbGBJkjT4bGCpW5OArRo5sOmv30ZqZl0J%2FLXxp02tYmxgSZJUgA0sSZIGnw0slW2zRvZr%2Bmu3AFeQGlp%2FITW4vP2wPc%2FDJUkqwC9OSZIGnw0s9cOzG3lr4%2F8vJu2h9ZdGLiPdjuhG8Ynn4ZIkFeAXpyRJg88GliJMBnZo5JDGX3sMuJzUzBrNrJDq4nkLoSRJBdjAkiRp8NnAUi5WBXZvZNR1wCWNXAzcCiztf2l9NzW6AEmS6sQGliRJg29udAHSOLZu5N2N%2Fz8TuKiRPwNXA4tiSquUK7AkSSrABpYkSYPvkegCpALWBd7UCMBs0sqsPzVyBbAgprRSeR4uSVIBfnFKkjT4bosuQOrBSsAejQDMBy4F%2FgBcSNpT68mQynrjebgkSQX4xSlJ0uC7gXQb4QrRhUglWA54ZSMA80grtC4Afg9cSXoCYu48D5ckqQC%2FOCVJGnwLSRf3e0UXIlVgeWC3RiA96fBCUjPrd8DN5LkpvJu4S5JUgA0sSZKGw8nYwNJwWBXYpxGAfwLnkZpZOfE8XJKkAkaiC5AkSX0xHbgDWD%2B6EEkAfBr47%2BgiJEmqi0nRBUiSpL5YABwZXYSk%2F8cVWJIkFWADS5Kk4XECcFV0EZIA98CSJKkQG1iSJA2PRcCBwOzoQiTZwJIkqQgbWJIkDZcbgQOAxdGFSEPOBpYkSQXYwJIkaficDbwVWBhdiDTEbGBJklSADSxJkobTz4DdgQejC5GGlA0sSZIKsIElSdLwuhB4HnBmcB3SMLKBJUlSATawJEkabvcBbwD2AP4SXIs0TGxgSZJUgA0sSZIE8DvgxcDOwLeBe2PLkQaeDSxJkgoYiS5AkiRlaQTYDNix8efawPKkpxcuBhY1%2Fbmkzc%2BYBEwGXgTsWnG9Ut2cAbwpughJkupiSnQBkiQpS0uBWxvpxQhwfe%2FlSAPHFViSJBVgA0uSJFXpZcCW0UU0%2BQ7wc2At0qqy0aw7JitFFaihMS26AEmS6sQGliRJqtIh0QWMsRpwfgf%2F3ArAesD6wAaNNP%2FvDRtZsZoyNQRsYEmSVIANLEmSVJX1gP2jixhj3Q7%2FubnA7Y20MwKsylPNrI0a2biRTRr%2F31vF1IoNLEmSCrCBJUmSqvJe8mveTC%2FxZy0FHm3k2jb%2FzCRSI28TYFPgmY0%2FR7Mxno8Nq9w%2BG5IkZc0TJkmSVIXppAZWbub1%2BfWWADMaubTF359CWqW1WSObN%2F25OenJjxpMrsCSJKkAG1iSJKkK%2B9P57Xr9dF90AWMsAu5oZOzeXJNI%2B209p5FnN%2F7cEnhW4%2B%2BrvlaPLkCSpDqxgSVJkso2AhweXUQb10UXUMAS4J5GLhjz96aTVmpt2ZTnNuLG8vWwTnQBkiTVyUh0AZIkaeDsCfw6uog2Xg78ObqICk0i3ZK4NbBV48%2FRrBBYl1p7KXBJdBGSJNWBDSxJklS2C4Fdo4to4UHSLXmLogsJMIm0afy2wDaNP7cFtsBbESOdA%2BwVXYQkSZIkScPmxaSn8%2BWYoyocd10tD%2BwEHAx8i7Q67XHi36thyvYTvkuSJEmSJKlUZxPfEGiXrSoc9yCZRHoC4v7Al4HfAQ8R%2F%2F4Nak7p7G2RJGm4eQuhJEkqy07AFdFFtHEJab8hdWeEtLfW84EXkN7rFwCrRRY1IJaQbuW8NboQSZIkSZKGwVnEr2Zpl4MqHPewGiGt1DoAOIbUJJxP%2FHtdxxxfcO4lSRo6rsCSJEll2BG4MrqINmYD6zf%2BVLWmAduR9kJ7EfASYLPQiuphAbAJMDO6EEmSJEmSBtk5xK9icXVLntYF3gB8FbiY1KyJPiZyzJHdTrAkSZIkSZrYLsRf%2FI%2BXbasburownbQf2cdJjc9HiT9GcsgjwEo9zKskSZIkSWpjBLiI%2BIv%2FdrmwspGrLJOB5wEfAH4OPEj8cROVD%2FU4l5IkSZIkqYW9iL%2FoHy%2F7VTd0VWQE2JrU0DoNeIj446hfuQOY0vsUSpIkSZKkUVOAa4m%2F6G%2BXe4GplY1e%2FTIJ2B74KPAbYA7xx1aV2b%2BcaZMkSZIkSQCHEH%2BxP14%2BUd3QFWgaad%2B1LwCXA0uIP9bKzOX4pHBJkiRJkkqxCjCT%2BIv9dpkDrFHZ6JWTNYG3AD8grbqLPvbKyM6lzpAkSZIkSUPqSOIv8sfLN6sbujI2QtoQ%2FgjSwwUWE38sdpPTy54YSZIkSZKGzTOBecRf5LfLYmCzqgavWlkDOAD4CfAo8cdmkWN40wrmQ5IkSZKkoXE68Rf44%2BW06oauGpsKvAo4lvS0v%2BjjdKIcU800SJIkSZI0%2BHYj%2FsJ%2Bojy%2FstFrUIzeavh34o%2FXdnmctNecJEmSJEkqYCpwPfEX9uPl3MpGr0G0FfHH7Hj5SHVDlyRJkiRpMH2U%2BAv6ibJLZaPXoDqL%2BOO2XW4HJlc3dEmSJEmSBstGwGziL%2BjHyx8rG70G2UuJP3bHy77VDV2SJEmSpMGS%2B8btS4HXVDZ6DbqLiT9%2BbcxKkiRJktSD1xF%2FET9R%2FkzamFvqxj7EH8PjZcfqhi5JkiRJUv2tCNxB%2FAX8RHlFRePXcJgE3ED8cdwuP6xs5JIkSZIkDYCjib94nyi%2Fr2z0GibvJP5YbpcFwLrVDV2SJEmSpPp6IbCY%2BIv3ibJzVROgoTIduJf447ldPlfZyCVJkiRJqqlpwDXEX7RPlHOqmgANpcOJP6bbZSapySZJkiRJkho%2BQ%2FwF%2B0RZAmxb1QRoKK0CPEb8sd0ub69u6JIk5W1ydAGSJCk7zwN%2BQtrYOmcnAd%2BJLkJZWQ7YCngBsBOpwblx468%2FRroldjwLgNWBl1ZYYy82Ab4bXYQkSZIkSdGmAn8jfqXJRJlPakxIGwD%2FCVwEPEn7Y2YhcAnwKWDzCX7eeD8nOrt0M0mSJEmSJA2SzxJ%2Fgd5Jvl7VBKg2NgF%2BRGpMdXMM%2FRbYtc3P%2Fn6XP7MfOa2r2ZIkSZIkaUBsT%2FfNgH7mYdJtXhpOk0ibrc%2BjnOPpLOCZY17juSX97CqymNS8kyRJkiRp6CwHXEv8xXkn%2BUBFc6D8rUJ68mTZx9Rs4B1jXuvMCl6nrHy1u%2BmTJEmSJKnejiL%2BoryTXE%2Fap0vDZw3gSqo9vr7JUw85elnFr9VLZgEr9TCXkiRJkiTVzquIvyDvNHtWNAfK2%2FLApfTnGPsJqYk10sfX7CaH9jSjkiRJkiTVyGrA3cRfjHeS31Q0B8rfj%2BjvsXZs43Xf2OfXLZIbSfuBSZIkSZI00EaAk4m%2FEO8kTwLPqWYalLmDiDnm3kpqEN0c9PqdxBWJkiRJkqSB93biL8A7zZcqmgPlbRtgLjHH3CxgXeCQoNfvJL%2FrfmolSZIkScrfZsATxF%2BAd5J7cMPqYbQScAOxx97xpP23HgiuY7xs3e0ES5IkSZKUs6nAZcRfeHeat1QzDcrYCHAS8cfeQmBD4NMZ1NIu3%2B1yjiVJkiRJytpXiL%2Fo7jS%2FJzUzNFzeQfyxN5rPAGsRdyvjRJkPrN3VLEuSJEmSlKnXEn%2FB3WkW4Mbtw%2Bi5wBzij7%2FRXNuo67gMammXzxSfZkmSJEmS8rQB8CDxF9telKudFYBriD%2F2xmY9YHNgSQa1tMpMYLku5luSJEmSpKxMBv5A%2FIV2p7kRmF7JTChn3yX%2B2GuVvRr1nZ5BLe1yUNHJliRJkiQpN18k%2FgK7SF5ZzTQoYwcQf9y1y4cbNe6cQS3tcg3uFydJkiRJqrE67Xu1FJ%2BqNow2Bx4n%2Fthrly821XppBvW0y2s6n3JJkiRJkvKxEfAQ8RfWnWYGsFolM6FcTQP%2BSvyxN16%2B3FTvmzOop13O7XjWJUmSJEnKxDTgEuIvqotkn0pmQjk7mvjjbqJ8tqneycDtGdTULtt0OvGSJEmSJOXgWOIvpovkZ9VMgzL2euKPu05yyJi6D8ugpnY5sZOJlyRJkiQpB28l%2FkK6SB4C1q1kJpSrDYGHiT%2F2OsnYhwqsDDyaQV2t8iTwjImnX5IkSZKkWNsCc4i%2FkC6S%2FSuZCeVqCvBH4o%2B7TrIEWLXFGL6aQW3t8pXxp1%2BSJEmSpFirArcQfwFdJN46OHw%2BR%2Fxx12kuazOGjYBFGdTXKo8Bq7SdfUmSJEmSAk0CfkX8xXORPACsXcVkKFu7AouJP%2FY6zeHjjOXkDOrrpm5JkiRJksJ8nviL5qJ5UyUzoVytBdxD%2FHHXaZ4E1htnPC%2FIoMZ2uYf0JFJJkiRJkrKxD%2FEXzEVzUiUzoVyNAGcTf9wVyYkdjOuiDOpsl4M6qF%2BSJEmSpL7YEnic%2BIvlIrmL1htja3B9mPjjrkgWAM%2FqYFz7ZlBru1xPurVYkiRJkqRQqwM3E3%2BhXDSvrGIylK2dSLfjRR93RXJkh2ObDNyRQb3tsk%2BH45AkSZIkqRJTgN8Rf4FcNEdVMRnK1irArcQfd0VyDbBcgTH%2BRwY1t8tlpNs3JUmSJEkKcTTxF8dF8w%2BKNQZUbyPAj4k%2F7opkNvDcguNcFXgig9rb5RUFxyNJkiRJUikOIv6iuGjmAVtXMRnKVh2P0wO7HOv%2FZlB7u5zZ5ZgkSZIkSeray6jffkJLgUOrmAxlaytgLvHHXZF8p4fxPhtYksEYWmUJsGkPY5MkSZIkqZBNgQeJvyAumjNxH55hsjxpH6no465Irm7U3YtfZTCOdvlaj2OTJEmSJKkjq1C%2FpsBSYAawVgXzoXydQPxxVyRPAFuUMO7dMhhLuzwCrFDCGCVJkiRJamsycDbxF8FFsxjYtYL5UL72J%2F64K5oDShr7CHBdBuNpl3eXNE5JkiRJklo6hviL327y2SomQ9l6FvAY8cddkXy75Dk4JIMxtcs1eCuvJEmSJKkihxJ%2F4dtN%2FkBaOabhMA24gvjjrkj%2BBixX8jysCMzKYGzt8oqSxytJkiRJEnsAi4i%2F6C2aB4ENKpgP5eto4o%2B7Inkc2LySmYCvZzC%2Bdjm9ojFLkiRJkobU1tTvdqylwBJS403D4%2FXEH3dFs18lM5FsSvocRI%2BxVRYDG1c3dEmSJEnSMFkPuIv4i91u8oUK5kP52pj0hLvo465IvlXJTCzrzMDxTZQvVzhuSZIkSdKQWJH67SU0mvNx36thMhW4iPjjrkj%2BCkyvYjLG2C1ofJ3kYWD56oYuSZIkSRp0k4FfEn%2BB201mAOuWPyXK2P8Qf9wVyaOkJyX2wwhwQx%2FG1G3eVd3QJUmSJEmD7hjiL2y7ySJglwrmQ%2Fl6LfHHXdG8sZKZaO%2F9JdZedq4mNdkkSZIkSSrkw8Rf1Habj1QwH8rXhqQnTUYfd0VydCUzMb6VSKu%2BosfeLi%2BvbuiSJEmSpEH0JvJ9atlEORVXcgyTKcCfiT%2FuiuRS0n5dEb7SYY0ROa3CcUuSJEmSBsxLgfnEX8x2k%2BtJq0w0PL5E%2FHFXJI8Am1QyE53ZEFjYoq4cspjYuZEkSZIk1cQWpCeCRV%2FIdpMngC3LnxJlbE%2Fij7uieX0lM1HMj4mfh3b5coXjliRJkiQNgPWAO4i%2FgO02byh%2FSpSxDYGHiD%2FuiuSrlcxEcTsQPxft8giwQnVDlyRJkiTV2crAVcRfvHabz5c%2FJcrYVOAi4o%2B7IrmEuH2vWrmA%2BDlpl3dXOG5JkiRJUk1NBc4l%2FqK125wFTCp9VpSzrxJ%2F3BXJw8BGlcxE9%2FYifl7a5Vp8EIMkSZIkqckI8CPiL1i7zQ3AKqXPinK2N%2FHHXdG8rpKZ6M0k4Ebi56ZdXl3d0CVJkiRJdfNl4i9Uu82jpE3nNTw2BWYRf%2BwVydcqmYlyHEL8%2FLTLWRWOW5IkSZJUI4cRf5HabRYDe5Q%2FJcrYcsBfiT%2F2iuRi8tr3aqzlyXcj%2FCXAZtUNXZIkSZJUB28hXSBGX6R2m%2F8of0qUuW8Tf9wVSY77XrXyBeLnql2OqXDckiRJkqTM7QY8SfzFabf5IW7wPGz2J%2F64K5oc971qZV1gAfHz1SqPkZ6QKkmSJEkaMjsCTxB%2FYdptLiXdSqbh8SxSIyP62CuSr1YyE9X5PvFz1i4frHDckiRJkqQMbQ7MJP6CtNvcRVotouExDbiC%2BGOvSC4l732vWtmG%2BHlrl5tJT0yUJEmSJA2B9YDbiL8Y7TZPANuVPivK3VHEH3tF8giwSSUzUb1ziZ%2B%2FdtmrwnFLkiRJkjKxKvB34i9Cu80S4PWlz4pytxfxx17R7FPJTPTH7sTPX7ucV%2BG4JUmSJEkZWB74I%2FEXoL3k8NJnRbnbkPQUv%2Bhjr0iOrWQm%2BmcEuIb4eWyXbaobuiRJkiQp0hTgTOIvPHvJd%2FCJg8NmCvAn4o%2B9IrkSmF7FZPTZQcTP5Xj%2FLZAkSZIkDZhJwInEX3T2kvOo32bY6t0XiD%2F2iuQJ4NmVzET%2FTQfuJ35OW2UesFZ1Q5ckSZIk9dsI9dv8emyuB1Yre2KUvVeR9jyLPv6K5MBKZiLOp4mf03b5ZIXjliRJkiT12RHEX2j2kgeATUufFeVuHeA%2B4o%2B%2FIjmxkpmItTZptVP03LbKDGBadUOXJEmSJPXLe4i%2FyOwl84AXlz4ryt0k4Fzij78iuQFYsYrJyMAJxM9vu7ytwnFLkiRJkvpgP%2Bp3%2B1VzlgBvLH1WVAcfI%2F74K5L5wHaVzEQetiR%2BjtvlSnywgyRJkiTV1h7Ak8RfXPaSD5c%2BK6qDlwCLiD%2F%2BiuR9lcxEXs4mfp7bZZcKxy1JkiRJqsjOwBziLyp7yTdKnxXVwerAXcQff0XyC4ZjBdCriJ%2FrdjmjwnFLkiRJkiqwHTCL%2BAvKXi9GJ5c9McreCKkZFH38Fck9wJpVTEaGRoC%2FEz%2FnrbIEeFZ1Q5ckSZIklWlz4H7iLyZ7ycXA8mVPjGrhA8Qff0WbJq%2BoYiIy9nbi571dXLUpSZIkSTXwDOBO4i8ie8lNDM9qFi1rR2AB8cdgkXyxkpnI2zRgBvFz3ypPAKtWN3RJkiRJUq%2FWAq4n%2FgKyl8wENi17YlQLqwC3EH8MFsklwJQqJqMGjiB%2B%2FtvloxWOW5IkSZLUg5WBK4i%2FcOwls4Hnlz0xqoUR4KfEH4NF8hjD3Wxdg3wfEnEXw9tYlCRJkqRsLQ9cSPxFYy9ZCOxe8ryoPt5F%2FDFYNG%2BtZCbq5VvEvw%2Ftsn%2BF45YkSZIkFTQV%2BBXxF4u95m1lT4xqYxtgLvHHYJGcVMlM1M%2FmpE3so9%2BPVrmMtLJPkiRJkhRsMnAy8ReKvebwsidGtbEicB3xx2CR3Ebar0vJL4h%2FT9pl5wrHLUmSJEnqwAhwPP8%2Fe%2FcdbUtR5n38e87NXNKFS44iCCJJMigqKMGEoog6YkDMCVFGxYgBB0Ex59FBAcWsGEBABVQkZ8mSc04XuJH3j%2Ba%2BHs89%2B5zdu6v20937%2B1nrt2bWOEjVU7X3qa7dXR1%2FgVg1R%2BJdEoPs%2B8TPwTKZB2ydpRLN9Uzix6VTfp6x35IkSZKkLhxG%2FMVh1RwDDKcujBrjtcTPwbJ5T5ZKNNsQcDbxYzNWFgLr5eu6JEmSJGk8HyL%2BwrBqTgSmpi6MGmNDirdORs%2FDMvk13i3YySuJH59O%2BXLGfkuSJEmSOngH8ReEVXMWsHTqwqgxpgMXET8Py%2BQGYIUcxWiJycD1xI%2FTWHkYWD5bzyVJkiRJS3gN9X3jV7e5ApidujBqlG8SPw%2FLZAGwQ5ZKtMuBxI9Vp3wgY78lSZIkSSO8hOJCOvpCsEpuBNZKXRg1Sp0fNeuUD2apRPssCzxA%2FHiNlVvwkWVJkiRJyu65wFziLwKr5C6Kc480uNYHHiR%2BLpbJCfiigTKOIH7MOuW1GfstSZIkSQNvO5p32PXoPARslbowapTpwPnEz8UyuQVYKUcxWmwtYD7xYzdWLsRD%2BCVJkiQpi82A%2B4i%2F8KuSx4CdUxdGjfN14udimSwEnp2lEu13DPHj1ynPy9hvSZIkSRpI6wO3E3%2FBVyULgD1TF0aNszfxc7FsPp6lEoPh6cSPX6ecmLHfkiRJkjRw1qS%2Br6QvE8%2Bc0ZOp78HenfJnYFKOYgyQPxE%2Fjp2yScZ%2BS5IkSdLAWBW4nPiLvKp5d%2BrCqHGmAecRPxfL5E5gtRzFGDAvIH4sO%2BWofN2WJEmSpMHQls0rH78SwFeIn4tlsgjYLUslBs8w8E%2Fix3SszAPWyNd1SZIkSWq3VYHLiL%2B4q5ov4Ju%2BBC8nfi6WzaFZKjG43kj8mHbK5zL2W5IkSZJaqy2bV9%2FFzSvBejTv3Ku%2FAZNzFGOATaO%2BL6J4AFg2X9clSZIkqX1WoR2bV8fhwdcqNi3OIX4%2Blsk9wFo5iiE%2BQvz4dsr7MvZbkiRJklplZep7TkyZ%2FA6Ykrg2aqYvEz8fy%2BaFWSohgBWBOcSP8Vi5CZiar%2BuSJEmS1A4rAZcQfxFXNX8GZiSujZqpiedefT5LJTTSV4kf5055XcZ%2BS5IkSVLjzQYuJv7irWrOBJZJXBs105Np3rlXF%2BAdOP2wHrCQ%2BPEeK5fiuX2SJEmSNKYVgQuJv3CrmouAWYlro2aaDpxH%2FJwsm0%2FmKIbG9DPix7tTXpCx35IkSZLUSMsD5xJ%2FwVY1V1AcPi8BfJ34OdlL%2FpKjGBrTtsSPd6ecmq%2FbkiRJktQ8ywJnEX%2BxVjXXAmskro2a65XEz8lesxA3YvvpNOLHvFO2y9hvSZIkSWqMmcBfib9Iq5qbgCclro2aawPgQeLnZZW8I3lV1MmLiB%2FvTvllxn5LkiRJUiNMB04m%2FgKtau4ANkxcGzXXDNpxlttpqQujjoaBy4gf87GyCL%2FfJEmSJA2wqcDviL84q5p7gE0T10bN9m3i52WqjYvVE9dGnb2R%2BDHvlO9m7LckSZIk1dZk6v3mrW7zALBV4tqo2fYlfl6mzAFpy6NxTANuJX7Mx8pcYLV8XZckSZKk%2BhkGvkf8BVnVPAzsmLg2araNgTnEz82UOTtphTSRDxA%2F5p1yeMZ%2BS5IkSVKtDAFHEn8hVjWPAjsnro2abSbwT%2BLnZo54%2FlH%2FLEd9D%2F9%2FCJiVr%2BuSJEmSVB8fJf4irGrmAnukLowabQj4AfFzM1c%2Bk65U6sIRxI95p3wkY78lSZIkqRbeQvzFV9XMB%2FZMXRg1Xp0P306R6yke%2FVV%2FrAnMI37cx8qdwFL5ui5JkiRJsV5G8Uaz6IuvKlkIvCJ1YdR4m1E8Uho9P3Pn2akKpq78H%2FFj3invythvSZIkSQrzLOAx4i%2B6qmQR8NrUhVHjLQdcTfz87Ed%2BkKhm6s7GxI95p9wATMnXdUmSJEnqv6cB9xF%2FwVU1b0pdGDXeEPBz4udmv%2FIIxYad%2Bud44se9U16Xsd%2BSJEmS1FerAzcSf6FVNT4uo7EcQPzc7HfelqRy6tYziB%2FzTrkcz0WTJEmS1AJLA%2BcTf5FVNQelLoxaYQeKA%2F2j52e%2Fc06K4qmUvxE%2F7p3ysoz9liRJkqTspgC%2FI%2F7iqmo%2BlbowaoXZwE3Ez8%2BobFG9hCrhxcSPeaecS%2FEorSRJkiQ1zjDFYc%2FRF1ZV8394YaYlDQMnEj8%2FI%2FOtylVUGcPAP4kf907ZPV%2FXJUmSJCmPIeDzxF9QVc0J%2BIYtje0TxM%2FP6DwELFO1kCrldcSPe6ecnrHfkiRJkpTFB4m%2FmKqaM4GZqQujVtgNWET8HK04lmk8AAAgAElEQVRD3l6xlipnCvV%2BIcaz8nVdkiRJktLan%2FiLqKq5FFghdWHUCmsBdxM%2FR%2BuSi%2FER2357D%2FHj3il%2FzNhvSZIkSUpmb2Ah8RdRVXINsFrqwqgVplLcmRc9R%2BuWnaoUVaXNpN6bqNvm67okSZIkVbcrMI%2F4i6cquRFYJ3Vh1BpfIX6O1jE%2Fq1JU9eTjxI97p%2FwmY78lSZIkqZLtgTnEXzhVyS3Ak1MXRq3xKuLnaF2zAFi799KqBysADxM%2F9p2yeb6uS5LaYlJ0AyRJA2cz4BSa%2FTay24GdgaujG6Ja2gj4HcUjhFrSMDCf4ntA%2FfEosCKwQ3RDOlgR78yTJEmSVCNPAe4g%2Ftf%2BKrkDeGrqwqg1lgYuI36e1j33Akv1WGP1Zg1gLvFjP1YWARvn67okSZIkdW9t6v06925yB15kqbMh4Dji52lT8vbeyqwKvkP8uHfKsRn7LUmSJEldWRW4ivgLpCq5E3ha6sKoVQ4gfp42KVfjcRb9tj71ffPrQoq7dCVJkiQpxGzgEuIvjqrkTmDT1IVRqzyD4lyn6LnatOzVS7FVSZ3vEjwqX7clSZIkqbPlgfOIvyiqkjuBTVIXRq2yCsVbKaPnahPz9x7qrWo2J37cO2UBvt1VkiRJUp8tDZxB%2FAVRlbh5pYlMBv5C%2FFxtcnYsXXVV9Vvix71Tvp%2Bx35IkSZL0H5YC%2Fkz8hVCV3I2PDWpinyN%2BrjY9x5euuqranvhx7xTvwpIkSZLUF9OBk4i%2FCKqSeyges5HG83Li52pb4p2O%2Ffcn4se9U76Xsd%2BSJEmSxDTgBOIvfqrkfmDL1IVR62wIPEj8fG1LjilXfiXwXOLHvVMWAOvl67okSZKkQTaVep%2Br0k0eAnZIXRi1ztLAP4mfr2XzSA3a0CkLccOi34aAM4kf%2B07xLixJkiRJyU0FfkX8BU%2BVPAo8J3Fd1D5DwHHEz9eyORk4vAbtGC%2FfKjEOSuNFxI97p3gWliRJkqSk2rB5tYDiQk6ayHuJn69lczOwErAusKgG7emUecBaXY%2BEUhgCLiB%2B7DvlqGw9lyRJkjRQpgC%2FJP4ip2r2TV0YtdJOFJud0fO1TBYAzxjRh9%2FUoE3j5atdjIPSqvPLCBYCT8nXdUmSJEmDoC2bV%2B9PXRi10hrA7cTP17J536h%2B7FqDNo2Xx4DVxx8KJTYMXEr82HeKB%2FxLkiRJ6lkbHht8HPgyxSM00nimAf8gfr6WzS9Zcn4PAZfVoG3j5UvjjoZyeDXx494pi4CN83VdkiRJUltNo%2FlvG1x8cT8pcW3UTt8gfr6WzTXA8h3685YatG%2B8PIp3YfXbJOBK4se%2BU36ar%2BuSJEmS2mgGcALxFzNVcxLFRpw0kf2In69l8yiwxTh9mgHcXYN2jhfPwuq%2F1xE%2F7uPl6fm6LkmSJKlNlqLY%2BIm%2BiKmaM4CZiWujdtqK4kym6DlbNm%2Fsom%2BfrkE7x8tcYO0u%2BqF0JlPcuRc99p3y23xdlyRJktQWywCnEX8BUzUXAbMS10btNBu4gfg5Wzbf67J%2Fq1JsEkW3d7x8p8u%2BKJ2633G4fb6uS5IkSWq6WcBZxF%2B4VM2VwCqJa6N2mgycTPycLZsLKR4P7Nb%2F1aDN42U%2BsF6J%2Fqi6KcC1xI99p5ySr%2BuSJEmSmmwl4ALiL1qq5kZ8HEndO5z4OVs2DwDrl%2BznxjVo90Q5umSfVN2biB%2F38bJLvq5LkurMV4dLkjpZg%2BIulKdGN6SiO4GdgKuiG6JGeCVwXHQjerAX8Ose%2FrnjgRcnbktKjwObA5dEN2SATKX4vlwnuiEdnE3xKOHj0Q1RVk8CtgU2pLh7ehowD7iL4qy2C4DLgEVRDZQkSVI9PBm4jvhf2qvmXmDTxLVRe20GzCF%2B3pbN4RX6%2FIwatH%2BiHF%2Bhf%2BrNm4kf9%2FHy0nxdV6DVgU9QPPLfzTy4C%2Fg%2BsDPemCFJkjSQNgVuI%2F4CpWoeBLZJXBu11wrAv4ift2VzKsWZXVX8rQb9mCjPqNhHlTMVuJ74ce%2BUS4FJuTqvvlse%2BCLVXixxKfBqYLjPbZckSVKQ7SnuWoq%2BOKmaRygeG5S6MQk4gfh5Wza3UrxNsKoX16AvE%2BWveIdFv9X9LKzX5uu6%2BmgX4BbSzYvz8McrSZKk1tuDZj4%2BNTpzgd0S10btdijx87Zs5pPurqQh4KIa9Gmi7Jmov%2BrOFOr9KPn1FOciqZmGgY8AC0k%2FNxYCH8e79CRJklrpNRQXxNEXJFUzn3ofSK362Zv4edtL3pu4Dq%2BsQZ8myuVUf1xS5exP%2FLj383Og%2FphNf%2B56PY3iXC1JkiS1xIHEX4SkyEJgn8S1UbttCjxM%2FNwtm5%2BQ%2FnG6SXR%2FcHJk3pK43xrfFOp9NtzdwHLZeq8cdgBuon9z5DbgmX3pmSRJkrIZBj5H%2FAVIiiwCXpe2PGq5ph7afjmwTIZ6ALyhBv2bKLcBS2fqv8b2euLHfbx8Jl%2FXldAQxR1zEXd7z8fNb0mSpMaaBhxL%2FIVHquyftjxqucnAScTP27J5GHhqhnosVvczjxbnkEz919gmU%2B%2B78x7Bx8TqbgZwDPFz5Qh8S6EkSVKjLA%2F8mfiFZKq8LW15NAAOJ37e9pJX5CjGKHV%2F89zjFBsWa%2BQqgMb0auLHfbx8N1%2FXVdEawDnEz5HFOQ6YmrXHkiRJSmJN4BLiF5Cp8p605dEAqPuFeKd8PkcxxtCUu7COytR%2FjW0YuJT4ce%2BUhcDTsvVevdqe4rHf6PkxOicAS2XstyRJkiraAriZ%2BIVjqrwvbXk0AJ5OcfdO9Nwtm9Po79v36v7mucXZKlcBNKaXEz%2Fm4%2BX3%2BbquHrwBmEv8vOiUU3ATS5IkqZZeRDPfttYp%2F522PBoAKwM3ED93y%2BZWYNUM9RhPU%2B7COp30b2NUZ0PAucSP%2B3h5brbeq1tDwKHEz4VucjIwPU8ZJEmS1It3UTxeEb1QTJUPpS2PBsBUis2O6LlbNvOBZ2SoRzfe2GUbo7N3rgJoTHsQP%2Bbj5QI8pDtSE18Q8yv6e4erJEmSxjAZ%2BDLxi8OU%2BXDSCmlQfIP4udtL3p2jGF2aDFzVoV11yvUUbzhTfwwBfyV%2B3MfLG3J1XuOaBZxK%2FPj3ku%2Fg3ZySJElhZgEnEb8oTJmDk1ZIg%2BKtxM%2FdXnIs8RdUTTnw%2FmO5CqAx7UT8mI%2BXW4Gls%2FVeY1kXuIz4sa%2BSg1IXRZIkSRN7CnAl8YvBlPGxQfViJ4rH8KLnb9lcBMzMUI%2ByhoGLia%2FHRHkEWCtTDTS2E4kf9%2FHyqXxd1yibUc83DZbNIuDFiWsjSZKkcewK3Ef8QjBlPpi0QhoUawN3Ej9%2Fy%2BY%2B4MkZ6tGrlxBfk27y41wF0Ji2JH7Mx4ubmv2xI%2B1ac9wPrJ%2B0QpIkSVrCEMXt7206rP1x4P0pi6SBMRM4n%2Fj5WzaLgOdnqEcVQ8BZxNemmzw7Uw00tuOIH%2FPxcmy%2BrgvYHZhD%2FDinzoX4ZkJJkqRslgJ%2BRPyiL3UOSFkkDYxh4GfEz99eUteznHYmvjbd5BJgSqYaaEkbAAuIH%2FfxsmO23g%2B2fYB5xI9vrnwxXakkSZK02LoUrw2PXuylzjsT1kiD5RPEz99ecjzF5ltdnUB8jbqJG9%2F99S3ix3y8nEu9P1dN9GaKu0WjxzZ3dktVMEmSJMEewD3EL%2FJSZhHF4ljqxd7Ez%2BFecjWwfIZ6pLQF8XXqJg8Aq2SqgZa0OsV5U9HjPl7emK33g%2BedxI9nv3IDsEyaskmSJA2uScAhtO8X0IXAvunKpAHzdOp%2FIT1WHgaelqEeORxDfL26yQ9zFUBj%2BizxYz5e7gCWy9b7wXEA8WPZ73w1SeUkSZIG1Gzgj8Qv6lJnPsXdM1IvVgFuJH4e95KXZ6hHLk%2BiOefePCtTDbSk5YC7iR%2Fz8eKZRtW8n%2FgxjMgiih9HJEmSVNIzaO5F%2Bnh5DHhRwjppsEwD%2Fk78PO4ln81Qj9yOJL5u3eRSPNC9n95L%2FJiPlwXAptl6324fJH78IvN3irexSpIkqQvDwMHU%2F21PveRhYJd0pdKAGQJ%2BQPw87iUnUjwO3DQrAPcRX79uclCmGmhJ04DriB%2Fz8XIabkSUNeibV4vjHeKSJEldWIV2PjL4OMVF8PbpSqUB1NSLq39RbAQ11fuIr2E3eRhYK1MNtKRXEz%2FmE%2BW%2FsvW%2Bfd5D%2FHjVJVfhHZ2SJEnj2h24jfiFW47cQfFWM6lXL6GZLzKYA2yWoR79NA24lvhadpNfZaqBljQMnEv8mI%2BX2%2FBA9268ifixqlv2r1RRSZKklpoBfIX4xVquXA9skKpYGkibU9xdEz2Xe8mrMtQjwiuJr2W32TNTDbSkZxM%2F3hPFN8uN7zU088eB3LkGmFyhrpIkSa2zBfBP4hdquXIZsGayamkQrQLcQPxc7iWfy1CPKEM05%2FD8G4Gl85RBY%2Fg18WM%2BXhYBW2frfbO9nHaet5kqPoIqSZJE8avewTTnFfW95GxgdqqCaSBNB84gfi73kj%2FSzEPbx7Mt8XXtNp%2FPVAMtaUNgPvFjPl7Oo32fx6p2pd1rkBQ5B18EIEmSBtxTgbOIX5jlzB%2FxDghVMwQcTfxc7iXX0OxD28fzQ%2BLr200W4Ll7%2FfRV4sd8ohyQrffNsw3NfSy739mxxxpLkiQ12iSK17w%2FRvyCLGd%2BBExNVDMNro8SP5d7ycPAJhnqURdrUhxMH13nbnIO3nXTL7OB%2B4kf84k%2Bm%2BvkKkCDbATcTfx4NCU%2F6K3MkiRJzbUpcCbxC7Hc%2BTLFm6mkKvYhfi73mpdlqEfdfJz4Oneb92aqgZZ0IPHjPVF%2Bz2A%2FErYmzT1TMCqP4JssJUnSgJgBfJb6nw%2BSIh9ksC8MlMZ2wKPEz%2Bde8ukM9aijpWjORbB33fTPVOBK4sd8orw6VwFqbgXgUuLr38S8qYd6S5IkNcouwNXEL7xyZx6wb6KaabCtA9xB%2FJzuJb9lsO4%2B3Jv4mnebP%2BDmer%2B8iPjxnih3ASvlKkBNTQf%2BSnztm5pTypdckiSpGdYAfkz8gqsfeRB4XpqyacAtC1xC%2FJzuJZc90f5BMgT8hfjad5tBveum34YoXuIRPd4T5ce5ClBDwwzOmiRXFgKrlC28JElSnU0B3g88RPxiqx%2B5Gdg8SeU06CZTnE0TPad7yX3ABulL0gibUlzYRY9BNxnEu26ibEzxFsjoMZ8og3BeHcChxNe6DdmvbOElSZLqag%2Fgn8QvsPqViygOg5WqGgK%2BRvyc7iULgd3Tl6RRvkr8OHSbYzPVQEv6IvHjPVHuAFbMVYCaeBPxdW5Lflmy9pIkSbWzCXAi8QurfuYEBu9xKeVzAPFzutcclKEeTTMLuJP4seg2L8xTBo2yHM04z%2B64XAWogd1oxp1wTcmDFHcLS5IkNc5qwLdozuMzqfItXMApnT2BRcTP615yNB4Mvth%2BxI9Ht7kJN%2BD7pSnzoo3noz2NYsMlurZty3ZlBkGSJCnaisDngEeIX0j1M4uA9%2BIFu9LZEphD%2FNzuJecAM9KXpLGGgTOIH5du8608ZdAow8BZxI%2F3RLmPdj0SPxv4F%2FF1bWMOLjEOkiRJYZYBPgY8QPwCqt95iOLV6FIqawG3Ej%2B3e8lttOtiN5Wn06w7UnfJUwaNsjXNuMvyZIoNt6abCpxKfD3bmt90PRKSJEkBVgAOAe4lfuEUkRvwTYNKaxmKlwBEz%2B1e8hg%2BQjKeJh3Gfy0wM08ZNMo3iB%2FvbvK%2BXAXokyHg28TXsWquqUEbOuUOvBNdkiTV0KrA4RR3H0UvmKLyV2DlqoWURphC8RKA6Lnda%2FZNX5JWWR64nfhx6jZfylMGjdKUg%2F7nAVtlqkE%2FvIv4GlbNt4FpwCU1aEunrN3tgEiSJOW2GfB9YC7xi6TI%2FC%2FFowhSKkPAd4if273msPQlaaXXED9W3WYRsFOeMmiU1xM%2F3t3kaoq7RJvmuTT%2FjYOH8u%2B7m3atQXs6xTeZSpKkUJMoznj6E%2FELo%2BgsAA7AW%2BSV3sHEz%2B9e81uK7wlNbAj4M%2FFj1m2uBpbKUgmNNAScTvx4d5OmvWF0XeBu4utWJe8f1ac6zxcPcpckSSHWBj5Bcc5T9IKoDrkTeE6Vgkod%2FBfx87vXXAosm74krbYRxeNY0WPXbb6YpwwaZWOaMy%2FenKkGqc0AziO%2BXlXytg59e1EN2jZWjurQXkmSpOSWAvYB%2FkAz3ozUr5xD8WY4KbVn09xHcu8G1ktfkoHwGeLHr9v4KGH%2FfJr48e4mjwFbZqpBKkMUmynRtaryudtvnP5NAm6sQTtH52%2FjtFmSJKmyqRS%2F5B0LPEz84qdu%2BR4wvefqSp09FbiP%2BDneS%2BYBz0pfkoExg3q%2FTWx0fJSwP6YDVxE%2F3t3kWoo3EdfV24mvUa9ZSHFn7kQOq0FbR%2Be2LtotSZJUyiyKxdGPae4FdO48Buzfa4GlCawKXEf8PO81fjaq2434cSyTL%2Bcpg0bZhfix7jYnA5PzlKGSHWnO45ijsxB4dZf93K4G7R2dRRRv1JUkSerZNIpHQD4GnEbz38aTO9dS%2F8cj1FzL0OxzWb6QviQD61jix7NMds5TBo3yfeLHutvU7Yy0lYBbiK9LL1kE7Fuir5OAe2vQ7tHxyAVJktS1IYrFw0uATwGnAI8Qv6BpSo6nuENNymEKcALx87zX%2FB7fOJjSKjTrLtjrKDZgldcsikexose727w%2BTxlKGwZOJL4evWQRvdXx%2BBq0fXS27qEfkiSpxYaApYGnAC8ADgC%2BDpxE8ba86MVLEzMfOJBmvR5czTJEs%2B6sGB3fOJjHm4kf2zL5dp4yaJSXEj%2FW3WYuxeNs0T5CfC16zVt67PPHatD20dm1x75IkqQGWZFiM%2Bog4EvAd4EfAj%2Bl%2BIXtJOBMil%2FAvaMqba6nHotvtdshxM%2F1XnMX8KTkFREUd42cSvwYl8keOQqhJfyE%2BLHuNrdQnO0XZWeK86Oi69BLDqrQ771q0P7ReVWF%2FkiSpBqbTXHXz5kUt49HLzoGMT%2FHRwaV35uIn%2Bu9Zi7wzPQl0QhPoXhxRPRYd5tbqPcb6NpiZeBu4se72%2FyN4s3G%2FbYKzXrkcmQ%2BXbHvm9SgD6PjSz4kSWqZlSnusvJOqrg8QrGp4CODyu0FNPvFCWUOFVbvmvb404%2FylEGjvIL4sS6Tr%2BYpQ0eTKM76jO53r7WqugZZrgb9GJ13V%2ByTJEmqiSHgrcADxC8wBjkXAk%2BdYKykFLaj2RvVVe8OUPemApcQP%2BZlsk%2BWSmi0HxM%2F1mXy2jxlGNPBGfuRM8dRPD5c1RDFXbLR%2FRmZDyTolyRJCjYL%2BB3xC4tBziLgMGDaBGMlpbAhzXr8Z3R%2BQpoLLHVvW5p1js89wGpZKqGRVqRZj8g9AmyWpRL%2FaTuaeXfrKaRdh9xRgz6NzIcS9k2SJAVYG7ic%2BEXFIOc6YKeJBkpKZHWKlwNEz%2FtecyYwI3VR1JUvED%2F%2BZfIHfBS7H15E%2FFiXyTUUj7flsizwrxr0s2zOJ%2F3bXG%2BoQb9Gxg0sSZIabHXgWuIXFIOc75F%2BwSh1shxwEfHzvtdcT3EosmLMpHkX5m%2FNUgmN9i3ix7pMfkG%2Bzc2ja9C%2FsrmePG9qvL4GfRuZD2booyRJ6oMZwHnELyYGNTcDz59wlKR0pgN%2FIX7u95oHKd5qpVi7ED8XymQOsH6WSmikmcAVxI93mbw3Qx32rUG%2FyuZ%2B4GkZagHFWie6f7nHXJIk9cHXiF9IDGq%2BDyw%2F8RBJyUwCfkr83O81C4Ddk1dFvfou8XOiTM4AJmephEbaCphP%2FHh3m3kUZ7ul8iSKjfbofpXJfOC5CWsw2r016OPIvC1jXyVJUibbEL%2BIGMTcgHddqf%2BGgG8SP%2F%2BrxIuOelkeuIX4eVEmH8lSCY32QeLHukyuI80PSpOA02vQn7LZL0HfOxmifhuar8vYX0mSlMmJxC8iBimLgC8CS3czOFJihxD%2FGaiSzyeviFJ4IfFzo0zmU9whpLyGgZOIH%2B8y%2BSnVz8P6QA36UTafq9jniSxXgz6Ozp5ZeyxJkpLbmvgFxCDlYorXaUsR3kH8Z6BKfklxQax6%2BiHxc6RMLgeWylIJjbQKcBvx410mb6nQ380pHkeM7kOZHE9x11hOG9Wgn6Pz7Kw9liRJyf2B%2BAXEIOQh4EA8d0Vx9qG4%2By%2F6s9BrzsbNhrpbAbid%2BLlSJl%2FNUgmNtgvN%2Bv55hGLDpazpFD9URbe%2FTC4Blumhr2XtGtS%2F8eKLQCRJapD1iF88DEJ%2BCqzZ5ZhIOTyP5t0RMDI3kOeV7kpvL%2BLnS9n4QoD%2BOIT4sS6T84GpJft4RA3aXSZ3Uxw23w9v7VOfymSlrD2WJElJNe1w1ablnxS%2FOEqRtgEeJv7z0GsewF%2FJm%2BbHxM%2BbMrkNmJ2lEhppEnAC8eNdJp8t0b9n0qy7zBZS3BnXL0dm6keV%2FvtIuiRJDdK0g1WbknuBd%2BHjgoq3MXAP8Z%2BJXpP7le7KYzZwB%2FHzp0x%2BSfWDuzWxFYBriR%2FvbrOIYmNqIksBV9WgvWXyvi76lVLdXhh0U97uSpKk1O4kfgHRpsynOE9lxTKDIGWyLnAL8Z%2BLKvEV583VxEcJ35ilEhrt6cCjxI93t7kGmDlBn75Qg3aWybH0f8O2bgf5%2Fy1vdyVJUkoziV88tCk%2FBdYvNQJSPqtSXHRFfy6q5GPJq6J%2B%2BxHx86hMHgaenKUSGu3VxI93mXxtnL7sSLMeHbyI%2Fr8QY41EbU%2BZY7P2WJIkJbU68YuHNuRUYLtypZeymkXz3oI1Ot%2FDx7naYEWa91bCf%2BDj3%2F3yUeLHu0yeM0YfZgBX1qBt3eYBYn5se1mP7c2ZQ3J2WJIkpeUGVrWcSfFmNy%2ByVSczgTOI%2F3xUyR%2BBKakLozB7Ej%2BnyuaQHIXQEoaAHxA%2F3t3mWpZ8lLBpbx18yXgDktHnS7SxX%2FmvrD2WJElJ%2BQhhbzkPeCFuXKl%2BptH8FzNcBCybujAKdxTxc6tMFgI75CiEljAN%2BCvxY95tvjCi7dtQzJXoNnWbwyYcjXzOHqddUdkqa48lSVJyTX47Wb9zBvB83LhSPU0BfkX856RKbqQ4J0XtszxwM%2FFzrEz%2BBSyToxhawsrA9cSPeTdZSLFxNYViwz26Pd3mdOIejV2W%2Bm30LaL%2F54BJkqSKTiV%2BEVH3nAzsjBtXqq9h4BjiPytVch%2FwtNSFUa3sRvw8K5ujchRCY9qU4hD96DHvJhcCH65BO7rN3cCa3Q9Fci%2Fp0K7IXJW1x5IkKYtPEb%2BIqGPmUVy4bN5zZaX%2BGAK%2BTfxnpkrmAs9OXRjV0jeJn29ls0%2BWSmgsexE%2F3t1mfg3a0G1eUGYQMqjj5%2F7nWXssSZKy2Jr4RUSdcidwKMUB91LdDVGcxxL9uakaNwgGx9IUj%2BZFz7kyuQ9YO0cxNKZPEj%2Fmbcrh5cqf3BDF4%2BHRdRidg3N2WpIk5TEEXEL8QiI6fwVeTXGYrNQUhxD%2F2amaA1MXRbW3E8X5M9Fzr0xOAyblKIaWMAz8lvgxb0POJv6Nrk8nvg5j5Xk5Oy1JkvJ5PfELiYjcBXwJ2Kx6CaW%2BO4j4z1DVHJm8KmqKw4mff2XjHRv9szxwDfFj3uQ8BKxftvAZ1PWoilk5Oy1JkvKZDFxM%2FGKiH5lP8cvuy4CpKYonBXgn8Z%2BlqjmO4k4LDabpwKXEz8Oyfz%2B2zVEMjWlz4FHix72peX35kic3BFxGfC1G55KcnZYkSfltQ7MOJC2ThcApwJuAFVIVTAryJuI%2FU1VzCj6uq%2BLRoqb93bma4hwv9cd%2BxI95E%2FNj6vHm5E2Jr8VY%2BVrOTkuSpP5ow10dY%2BWHFHeZSU33Opp3dtDonA8sm7owaqyPED8ny%2Bb7WSqhTv6P%2BDFvUm6ieASzDg4lvh5j5RU5Oy1Jkvrns8QvLHLkT8DshHWS%2Bu2VFHcTRn%2BWquRfwKqpC6NGmwz8g%2Fi5WTa%2BObN%2FZlLPx9Dqml16K3Nyw8D1xNdjrKycr9uSJKmfhoAfEL%2B4yJHrgS2TVUrqn72ABcR%2FhqrkDupxoLDqZ31gDvFztEzuB9bOUQyNaTPgMeLHve6p04sxnkl8PcbKZTk7LUmS%2Bm8qcDLxi4wceZR6HGwqdesFwDziPztV8hCwVerCqFXeRvw8LZvTgUk5iqExvZv4Ma9z%2FknxcoS6%2BCbxNRkrX8rZaUmSFGNZ4ALiFxq58k08RFr1twcwl%2FjPS5XMA3ZNXRi1zhDwB%2BLna9l8NEcxNKYh4ATix7yOmU%2B97jCfBtxDfF3GyvMy9luSJAVaBbiK%2BMVGrpwDrJuqWFJiu9P8R2YWUZzdJXVjNeBu4udtmSwAts9RDI1pVZo3R%2FqRQyrUNIdXEV%2BTsfIQxVMGkiSppdaheKNN9KIjV%2B4FXpSsWlIau1I87hr9%2Baiat6cujFpvL%2BLnbdlci2%2FW7Ke9iR%2FzOuUC6rcp82fi6zJWfpmz05IkqR42Au4ifuGRM0cAU1IVTKrgubRj8%2BrjqQujgfF94udv2RydpRLq5EfEj3kdMo%2FigPs6eQrxdemU%2FTP2W5Ik1cjm1Pc8g1T5Bz5SqFg7A48Q%2F1momq9QnFcj9WIZiruaoudx2bwmRzE0ptkUbzaNHvPofKxqITM4nPi6jJWFFEdjSJKkAbElcB%2Fxi5CcuR94eaqCSSU8B5hD%2FGegao4FhtOWRgPoGRQXnNHzuUweBNbLUQyNadAfJbyI%2Bt05vhT1%2FbHzlIz9liRJNbU1xSZP9EIkd75FsRCT%2BuG5tOPOqxOo31ksaq7PED%2Bny%2BYMYHKOYmgJQ8CviB%2FziCwEtqpewuTeSnxtOuXNGfstSZJqbBvafyfW48DlwBaJaiZ1shvtOPPqb8DMxLXRYJtC8bbY6LldNp%2FKUQyNaQ2KO9%2Bix7zf%2BVyK4iU2TLFuiq7NWJkPrJiv65Ikqe62YDBeZT0XOAgfiVIeewCPET%2FPq%2BYCYPnEtZEANqR5dycuBHbKUQyN6T3Ej3k%2FczUwI0nl0no%2B8bXplBMy9luSJDXEJgzOIap%2FBtZKUzYJgBdSbJBGz%2B2quQJYOXFtpPop%2FqYAACAASURBVJHeRvw8L5sbgVk5iqElTKLYRI8e837luWnKltwpxNemU16fsd%2BSJKlBNqRYqEcvTvqR%2B4F98e1qqm5PitefR8%2FpqrkBN3aV3xDwW%2BLne9n8BP9e9MuOxI93P3JUonqlth3xtemUh%2FDxdkmSNMLawJXEL1L6lZ9TvMJb6sXeFOdxRM%2Fjqrkd2CBxbaROVqaZd%2Fy%2BMUcxNKYfEj%2FeOXM39V17HE98fTrlexn7LUmSGmplBusW%2FjuAlyapnAbJayjOx4mev1VzH7BZ4tpIE3kB8XO%2FbOYAG%2BUohpawOvAw8WOeK69LV6qkNiO%2BNuPlmfm6LkmSmmw54FTiFyv9zDHACglqp%2FbbH1hE%2FJytmocoHheRInyd%2BM9A2VwETM9RDC3ho8SPd46cSn0fR%2F0J8fXplKuob90kSVINTAd%2BRvyipZ%2B5HdgrRfHUWu8kfp6myCPAsxPXRipjKeAy4j8LZfO1HMXQEpYCbiZ%2BvFNmPrBxyiIltDnx9RkvB%2BfruiRJaotJFIv16IVLv%2FMTfBublnQQ8XMzReYCuyeujdSLLWjmSxB87Lw%2F9iN%2BrFPmc2nLk1SdX64wF9dkkiSpS0PAh4hfwPQ7dwOvxVvWVcyBjxE%2FJ1NkAfCStOWRKmnixvC9%2BNbOfpgEXEr8eKfIjcDSacuTzPbE12e8HJ2v65Ikqa1eRfErWPRCpt85AVi3evnUUEPAEcTPwxRZRPE5lupkGPgT8Z%2BPsjkdmJyhHvpPLyF%2BrFNk79SFSWSI%2Bn%2F%2BPKtRkiT15JnAPcQvZvqdOcD7qdfFyhDFr9PeIZbPJOA7xM%2B%2FVNkvbXmkZNaguKsp%2BjNSNp%2FMUQz9hyHgLOLHukpOpr5%2Fq%2Bv%2BRtBzqG%2FtJElSA2wAXE38oiYi5wPbVC9hacPADsCngJMoHkVYfG7MQuA2irsBvkBxttGUgDa2zRTgOOLnXKq8M215pOReTvznpGwW4ssQ%2BmE34se618wHnpq%2BJElMpv4vUnhDrs5LkqTBsQLwZ%2BIXNhFZRHGw%2FXKVqzixZSju%2FLq2ZBvvAg4DVu1DG9toBvA74udaqrw3bXmkbP6X%2BM9L2dwMrJijGPr%2FhoAziB%2FrXnJEhnqk8jbi6zNebqd4I7YkSVJlU4BvE7%2FAicptwGvIc2v7ELA%2FcGfFNj4CfByYlqGNbbUscCrx8ytV%2FjtpdaS8lgauIv5zUza%2Fxsecctud%2BHEum9so%2FqbU0bJUX2PkzsHZei9JkgbSEPAeiscoohc6UTkVeFrFOo60CsVjginbeAmwccI2ttVKwLnEz6lU%2BXDa8kh9sQ3FY1fRn5%2ByeUeOYuj%2FG6J53891Pnew7i8neRiYla33kiRpYA1RPK42yJtY84Ejqf5Y4SYU51vlaONDwPMrtq%2FN1gGuJH4upcohSasj9dfBxH%2BGyuZRiu9w5bMX8ePcbc6lOL%2Byjp5K%2FTeJv5it95IkaWDNAn5F%2FEKnLrkdeD29LVq3IP8bHudTXADoPz0NuIX4%2BZMqh%2BLjTGq2STTzUd5LKc7QUx7DwH3Ej3M3eWamGlQ1RPFWxOj6jJcFwNq5CiBJkgbTk2jXHSspcyawXcla3tGnts0FnlWibW23A3Av8XMmVQ7HzSu1w1o0Z7NiZL6eoxgCiu%2B2JnxfH5erAAk04W2fP8zWe0mSNJDWBW4ifpFT9%2FwAWGOCWk4HLuhzu%2B4EVp%2BgXYNgD2AO8fMkVdy8Utu8gvjPVS95SY5iiO2JH9uJ8hjFGqmOlqV4a2Z0jcbLQuApuQogSZIGz3LA5cQvcpqSOcAngJkd6nlYULt%2Bz2BvdryC%2Bp8BUiZuXqmtvk%2F856ts7sYfCXI4mvixnSify9b76r5CfH0myjHZei9JkgbST4hf4DQxt1C8kWjSiFpuROwmyksZTK%2BgOGMjek6kyhG4eaX2Whq4mvjPWdmcQn0P8W6iWdT%2FR4cHqf4yl1y2BRYRX6PxsohiXSRJkpTES4lf4DQ9FwO7U2w4RG8GXsrgXWDtg5tXUtNsS%2F03L8bKB3IUY0BF3a1cJhdn6301U4ALia%2FPRPlRrgJIkqTBMxW4lvgFTlvyd4qzHqLb8XwGx1uoR81Txc0rDZIPE%2F%2BZK5t5wFY5ijFglgYeIX48uxnv5TPVoIqDia%2FNRFkEbJyrAJIkafC8kfgFjkmfn9B%2BQ8BHia91ynjmlQbNJOBU4j97ZXMlnc9AVHf%2Bh%2Fhx7Db7ZqpBrzah2FiLrstEOSpT%2FyVJ0oA6l%2FgFjkmfhyjurmurYZpxcG2ZfBo3rzSY1gLuI%2F4zWDbfyVGMAbEKMJf4Mew2v85Thp5MoRlrt7nU982NkiSpgTYgfoFj8mU72mkacBzx9U2ZjyWtkNQ8%2BxD%2FOewlL8tRjAHwQ%2BLHrkweA5bJUonyPkJ8PbrJl3IVQJIkDaZ3Eb%2FAMfnyFtpnGeBk4mubMh9MWiGpuY4h%2FvNYNvcAa%2BQoRottT%2Fy49ZK9cxSjpKfTjEcHHwJWzlQDSZI0oI4mfpFj8uVQ2mUV4Dzi65oyByatkNRsywM3Ef%2B5LJtTGLw3v%2FZqCsWbcqPHrJcck6EeZcwALiO%2BDt3kkDwlkCRJg6wJZyiY3vN12mN94F%2FE1zRl3pm0QlI77EL8Z7OXvC9HMVqoyS%2FeuJ%2FYsyW%2F3KFddctt1OdxS0mS1CK3Er%2FQMfnybdphW%2BBO4uuZKouA%2FZNWSGqXI4n%2FnJbNXGDzHMVokc1o1sHtY2WX5FXpzu4l2hid%2FTLVQJIkDbj7iV%2FomHz5Hs33QmAO8bVMlfnAq5JWSGqf6TTzMbNLKR7z0pKmARcTP0ZVc2TqwnRhFeD2Htvb75yPj9NKkqRM7iJ%2BsWPy5Uc029uAhcTXMVXmAnsmrZDUXlvQjMOqR%2BfLOYrRAk28q26sXJW6MBMYBk5K1PZ%2B5Fl5yiBJkgRXEL%2FYMfnyW5ppGDic%2BPqlzBxg15RFkgbAB4j%2F7PaS3XMUo8H2IH5MUuYpacszrg9l7Efq%2FCxTDSRJkgD4A%2FELHpMvp9M8M4FfEl%2B7lHkAeGbKIkkDYhJwGvGf4bK5FVgxQz2aaE3ad7f3e5JWqLMdgQV96lPVPAo8KU8ZJEmSCocSv%2Bgx%2BXIpzbIWxfkZ0XVLmXuArVMWSRow61BsAkd%2FlsvmF8BQhno0yRTgb8SPRer8IWWROlgJuCmof73kY3nKIEmS9G8vI37RMzJtOu%2BoDrmd5tiR5hxS221uBjZOWSRpQO1L%2FOe5l7whQy2a5MvEj0GOPELew%2FonASfXoJ%2Fd5hqKFy9IkiRl9VTiFz6j84MatKEtWUj93wY0RHFYexMPax4vV1HcOSKpuiHgOOI%2F12XzELBehno0wWuIr3%2FO7JKuVEv4dA36VyZ75CmDJEnSf5pO%2FMJndJ5MsRhq0q3zdc7K1NfSwNHE1yh1LqB47bmkdFaguKsx%2BvNdNn%2BjuKNmkGxNcSZSdO1z5oPJqvWfXliDvpXJL%2FKUQZIkaWx3Er8AGpnFh10vB3y3Bu1per5DPR9j24p2vgXzdIq5Kym95xL%2FGe8lB%2BcoRk2tRjM3Gsvm%2F1IVbIQNadZ5bw8Da2eogyRJUkcXEL8IGpmXj2rfrsB1NWhX03MxxUVU9OMsU4CPAvOJr0nq%2FA5YKl2pJI3hC8R%2F1stmHvD0HMWomRnAWcTXux85KVHNFluO5v2oc0DiGkiSJE3oROIXQSPz9jHaOBM4ElhUg%2Fa1IWcDB9H%2FM5q2o34bpqlyNMXmnKS8plNsyEd%2F5svmn%2BQ9%2BDvaMM08p6zXnJmmbEBRu9%2FWoE9lchaD92isJEmqgWOIXwiNzMfHaet2wCU1aGObcjbwAWCDcepe1doUj1u0dQPyCOp%2FWL7UJpsCc4n%2F7JfNkTmKUROfJb6%2B%2FcxZacoGwP%2FUoD9lMp%2FiMyhJktR3XyF%2BMTQyX56gvVOBjwCP1aCtbctlwOHAc56oc1UbU5zB1cQLzW7z%2FgR1klTegcR%2F%2FnvJzjmKEewtxNe13%2FlTksrB62vQl7L5dKK%2BS5IklfZJ4hdDI3NMl%2B3egGIBGd3etmYOcALFZuEuwKwuxmQIeCrFuRh%2Fr0EfcmY%2BsG8XNZGUxzBwCvHfBWVzI%2B160cMLgYXE17XfOTZB7XaiOB8tui9lcgXFY7ySWmhydAMkqQv3RTdglG42SgCuBp5HsYlwJDA7W4sG01LAHk9ksduAa4BbKebNXIo7tWYBa1HccdXt%2BDXZHIqXDfwxuiHSAFsEvIHiPKwmfe%2BsRXGn8RuC25HC9sDPGMxHqC%2Bv%2BM8%2FGfgVzTo7cfFn7rHgdkiSpAG2H%2FG%2F6I3M33vow4oUj6pFt920P3cD2yCpLl5B%2FPdCL9krRzH6aCPgHuLrGJXdKtRuNnBVDfpQNodV6LMkSVISLyN%2BUTQy%2F6zQlx2AC2vQB9PO3AlsgqS6OYr474devk9WzlCLflgLuIn4GkblUYq7lHsxg2Y%2BYn8pMK3HPkuSJCXzPOIXRiNza8X%2BTKY43PfBGvTFtCduXkn1tSxwHfHfE2Xza4qzA5tkNsXjc9G1i8zPeqzd8BP%2FbHT7y2YBsFWPfZYkSUpqG%2BIXRyMzJ1G%2FVgOOrkF%2FTPNzB%2FA0JNXZM2jmYeKvz1GMTJYDziO%2BZtF5bg%2B1G6I4%2Byy67b3kUz30V5IkKYuNiF8cjU7KQ013Ai6qQZ9MM3M7xeH0kurvM8R%2FZ5TNA8DaOYqR2FLA6cTXKzpn0ttdcwfXoO295ByKl7VIkiTVwhrEL5BGZ4XEfZwMvBO4twZ9M83JbcBTkdQUUyguuKO%2FO8rmFOr9Jr9pwEnE1yk6iyjevFjW%2FjVoey%2BZA2zQQ38lSZKyWZb4RdLoPClTX1cEvkYzHzMx%2Fc0twFOQ1DQbAo8Q%2Fx1SNu%2FKUYwEpgK%2FIb4%2Bdcjne6jfy2jummP%2FHvorSZKU1TDxi6TR2SJrj2FT4E816KepZ24E1kdSU72N%2BO%2BRsnmE%2Bt3tMhn4OfG1qUP%2BQvnjDfYA5tWg7b3k5zTvBQOSJGlAPET8YmlknpW3u0CxMNsTuCqgf6a%2B%2BRewLpKabAj4HfHfJ2VzBjApQz16MQn4EfE1qUPOojjAvoxnA4%2FWoO295GbSH%2BUgSZKUzK3EL5hG5kV5u%2FsfpgLvBe7L0A%2FTrFwBrImkNlgFuJP475Wy%2BUCOYpQ0Cfgh8bWoQ34LLFOyfttTvx8Gu81Cis03SZKk2rqC%2BEXTyLwmb3fHtCLwRZp7u7%2BplospLngltceexH%2B3lM1jxL75dBJwFPF1iM7DFD9ulT1cf1uKN0tGt7%2FXfKRkfyVJkvruLOIXTSPzjrzdHdeTgeM6tMu0M2fi4xJSW32H%2BO%2BYsjmH8uctpeDmVfHY3zcp3tBc1tbA%2FTXoQ685iXq%2FDVOSJAmo3%2BuxD87b3a5sB5xGfC1M3vwJWBpJbbU0cDXx3zVl0%2B87YSYBRydqe11yBsXf8vcA3wJ%2B%2F8T%2F7dwx8nvgrcCsHuu3NXBvDfrca24FVu6x75IkSX31M%2BIXTyNzWN7udm0IeAFwEfE1MenzC2A6ktpue2AB8d85ZTIP2CxHMcYwmXYe2P7KlEUax%2FY0%2B7FBz72SJEmN8r%2FEL6BG5tt5u1vaMLAvcB3xtTFp8l3q87YvSfl9kvjvnbI5n%2FyPEk4BflqDvqbOLfTnMcydaO6B7YtTh7veJUmSunYE8Quokflp3u72bCrwdoqFcXSNTO%2F5FMXddZIGxxTgbOK%2Ff8rm4zmK8YRpwK9q0Mcc%2BVjCOnWyKzAnqH%2Bp8kv8eyhJkhrmw8Qvokbm5LzdrWwG8D7gLuJrZbrPQooNSEmDaUPgEeK%2Fi8pkPrBFhlpMpzj3Kbp%2FOTKX%2FG%2BV3euJf090X6vkcmDZ1IWRJEnK7a3EL6RG5ry83U1mGeBDwD3E18yMnznAi8ceRkkD5B3Efx%2BVzQWkfRxuJnBKDfqVK8emK9WYXk%2Fxg0h0P6vkQWCj1IWRJEnqh72JX0yNzPVZe5veMhRnSLiRVc%2FcSvGGKEkaAk4k%2FnupbD6RqP%2FLAX%2BrQX9yZsdEtRptCDioBv1Lkb0S10aSJKlvnkP8YmpkHsra23yWpdjI8tHC%2BuR8YM3xBk3SwFmd5v3gMB%2FYvGK%2FZwPn1qAvOXMhec50GgaOrEH%2FUuSTiWsjSZLUV5sQv6AanSYfKjoTOBB4mPg6DnJ%2BAiw1wVhJGkz7EP8dVTZVHiVcDbi0Bn3Inbf0WJ%2FxTAd%2BXIO%2BpcjPKTbjJEmSGmtl4hdVozMja4%2F7423E13EQs4jiTrgmb4JKyu9Y4r%2BvyuajPfRzXeCaGrQ9dx4Elu6hPuOZDfy1Bn1LkQsofmCTJElqtGGKi%2F7oxdXIrJC1x%2F3xDOLrOGi5B9i9m8GRNPBmATcR%2F71VJvMo7pru1kbAzTVodz%2FyjRJ16cZTgKtr0K8UuR1YO215JEmS4jxE%2FAJrZNbI292%2BWJH4Og5SzsIFuqRydiX%2Bu6tszgYmd9G3pzNYZzJWPSNspOcB99agTynyGLBDwtpIkiSFu434RdbIrJ%2B3u31zJ%2FG1HIQcDkztckwkaaSvEf8dVjYfmKBPW9KeDZhuctYE9ejWEPAeYEEN%2BpQq%2BySqjSRJUm1cRfwia2Q2y9vdvmnL2Rl1zS0Ud1BIUq9mUr%2B%2FgRPlMWDDDv3ZisHavHoc2L9DLcqYAXy%2FBn1JmYMS1EWSJKl2zid%2BoTUybbnd%2FX%2BJr2VbcwztOCtNUrwdgYXEf6%2BVyd%2BBSaP6sSVwXw3a1s88RPXD29cFzqtBX1Lm6%2FgyE0mS1FKnE7%2FYGpld8na3bw4ivpZty83AnmUGQZK6cBjx329l854R7d%2BKwdu8epzih6IqXkTxApDofqTM8XR3TpokSVIj%2FZ74BdfIvDhvd%2FvmxcTXsi1ZAHwZWLbUCEhSd6YBlxD%2FXVcmc4AnMZh3Xi1Or3dsTwW%2BUIP2p85ZFI%2FFSpIktdZxxC%2B6RuZVebvbNxsSX8s25CTKvTpeknqxJTCf%2BO%2B8MjmLwTvzanEuo7fH5DYCzq1B%2B3PUY8Ue6iFJDEc3QJJKeCi6AaO05dfDaynuHFJvzgV2B3YDLg1ui6T2Ox84NLoRJW0LzIpuRJDFh653axh4J8U4b5WlRXFupPhbeU90QyRJknI7kvhfDkfmgLzd7aumvd2qDjmT4pwrD6CV1G9TqN%2BLTcySWQCs1mEMx7IBcGoN2p0jd9H5rZSS1BXvwJLUJA9GN2CUZaIbkNDV0Q1oiIXAL4BnU5xpcjzFwlyS%2Bmk%2B8IYn%2Fqfq64%2FAbV38%2F00DDgYupvj70jYPA88HroxuiKRmcwNLUpO4gZWPG1jjuxz4MLA2sDf%2FfiOmJEW5GPhkdCM0rqMm%2BM%2BHgD0oxvKzwPTcDQrwKPBCisftJakSX10qqUncwMqnjhtYVwHrEfO36nGKx3OOB37Nv9%2F6JUl18jlgL9p3VlJb3D7Of7Yt8D%2FALn1qS4S5FI%2Fanx7dEEmSpH7bh%2FgzHEbm6Lzd7avdiK%2Fn6LyK4tforYH9gS8BJwM3Zfh3PUBx7sjnKS4GfUOSpKbYFJhH%2FHe2WTLzgI8Dk54Yq2GKl36cUoO29aPvL0SSEvIOLElNUrc7sJaNbkBC10Q3YAzrAo9RPHYw%2BtGDpZ74z9cF1gJWBVam2HhaluINkdMoLhoWUpwTM4fiTZZ3AXdSbITdAFwB3EKx4JakprkE%2BBTw6eiGaAlTKB7znETxN%2BlVwDqhLeqPhcArgd9HN0SSJCnKDsT%2Fojgyf8nb3b6aRLHJE13TkflG1h5LUntMAS4g%2FnvbmAXAK5CkDDzEXVKTPBDdgFGWj25AQguB66MbMcpa0Q2QpIaYD%2BxHsXkgRVm8efWz6IZIaic3sCQ1yf3RDRhluegGJPav6AaMsnZ0AySpQS4EDotuhAbWfODlwK%2BiGyKpvdzAktQkddvAmhXdgMTcwJKkZvsMcHl0IzRw5gIvpXhzryRl4waWpCZ5lHo9HrEc7foevS66AaMsT3EYuySpO3Mp3tr6eHRDNDDmAC8G%2FhDdEEnt16YLL0nt9zj1ugtriHY9Rli3DSyANaIbIEkN8w%2Fgq9GN0EC4F3gucHJ0QyQNBjewJDXNvdENGKVNjxG6gSVJ7fAR4MboRqjVbgF2As6KboikweEGlqSmuS%2B6AaOsEN2AhK6PbsAY1oxugCQ10MPAW6Mboda6GngGcFl0QyQNFjewJDVN3e7AatMG1n0UFz11smp0AySpoU4EfhTdCLXO2cAzgRuiGyJp8LiBJalp6nYH1uzoBiT0OPVbkLqBJUm9O5D6%2Fd1Uc%2F0a2Bm4M7ohkgaTG1iSmqZud2CtFN2AxOp2ZoobWJLUuzuB90c3Qq3wFWBv4JHohkgaXG5gSWqau6MbMErbNrBuim7AKKtFN0CSGu4o4PToRqixHqe4k%2B8AYGFwWyQNODewJDWNG1h51W0Da%2BXoBkhSwz1OcaD7%2FOiGqHEeBF4MfCm6IZIEbmBJap67ohswSts2WOr2CGHbNgglKcIVwGHRjVCjXANsD%2Fw%2BuiGStJgbWJKapm53YK0S3YDEboluwCiz8W%2BVJKXwP8C%2FohuhRjgJ2Ba4PLohkjSSFwWSmsYNrLxujW7AKMPACtGNkKQWeBR4Z3QjVHufB16Ib6%2BUVENuYElqmrq9urltG1h1uwMLiruwJEnV%2FRH4eXQjVEsPAHsB%2Fw0sCG6LJI3JDSxJTXM3xYG0dTETWCa6EQk9RP1eke0dWJKUzoHAnOhGqFYuALYEfh3dEEkajxtYkppmAfV7jHD16AYk9Dhwe3QjRpkV3QBJapGbgU9GN0K18S1gR%2BDa6IZI0kTcwJLURHdEN2CUNm1gAdwW3YBRvANLktL6Eh7QPejuBl4KvB14LLgtktQVN7AkNZEbWHnV7Q4sN7AkKa35wLujG6EwfwA2BX4T3RBJKsMNLElNVLc7hNaMbkBid0U3YJTlohsgSS30JzzQfdA8QvEmyhdRvx%2BrJGlCbmBJaqK6vSlvregGJFa3DaxloxsgSS11EM1%2BfGwusDC6EQ1xMrAJ8A3q9TIcSeqaG1iSmujW6AaMsnZ0AxJzA0uSBsMNwGHRjejRPOAlwFejG1Jz9wFvAHYHrottiiRJ0uB5OcWvh3XJhXm723evJr6mI%2FOTvN2VpIE2A7iR%2BO%2F6MllIsRaA4keOm2rQpjrmR8AqSFJLeAeWpCaq2x1Y60Y3ILF7oxswylLRDZCkFnsU%2BEB0I0p6K%2FCLJ%2F73B4H9A9tSRxcAOwH%2FRf1efCNJkjRQ1iL%2BV83RmZW1x%2F21DfH1HJk%2F5e2uJA28IeDvxH%2Ffd5ODO%2FThszVoW3TuAt4MTOpQI0mSJPXZZGAB8QvFkdkya4%2F7a33i6zkyZ%2BbtriQJ2I747%2FuJ8hWKzbaxTAJ%2BVYM2RuRB4BA8M1KSJKmWbiB%2BwTgye%2Bftbl%2BtRHw9R%2BaSvN2VJD3hR8R%2F53fKL5n4zqLpwB9r0NZ%2B5VHgCGD2BHWRJElSoNOJXziOzAfzdrevphFfz5G5Mm93JUlPWAd4jPjv%2FdE5k%2BKw%2BW5MA46pQZtz5l6KRyZX67ImkiRJClS3xen%2F5u1u39XpAua6zH2VJP3b4cR%2F74%2FM9ZR%2Fk94Q8HZgTg3anzLXAu8Gli5ZD0mSJAU6lPiF5Micnre7fXcP8TVdnFsy91WS9G%2FLU5%2B%2FAQ8AT6vQl3WAY4GFNehLr5kLHAfshoezS5IkNdKbiF9UjsxtebvbdzcSX9PFuStzXyVJ%2F%2BmdxH%2F3LwSen6g%2F61H88HV1D%2B04C%2Fgv4Ad97PsC4C%2FAu4AVEtVAkiRJQXYmfnE9Ostl7XF%2FXUZ8PRfnvsx9lST9p0nA34j97n9%2Fpr6tA%2BwDfIexN7TmAedQnDG1%2Bah%2F9unAT8nzJuTbgJ8Ar8FNK0mSpFZZm%2FiNldHZIWuP%2B%2Bs84uu5OPdn7qskaUnrUXz%2FRnzv%2F4DiHKt%2BmAlsAGxCsbk1pYt%2FZlXgAOA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q6u55tiaf63LVL1f%2FXD2q%2BuqRYwCA%2FU3AAgAurJOrV7TEq9sO3sL8jq%2Fu13JC73errx07BwDYjwQsAOCCumPLaatTqhsP3sL%2Bc2zLGynfVv1OdcWxcwCA%2FUTAAgC%2BnFtVL6ue1%2FK8Kzgcx1Q%2FVb295dbCS4%2BdAwDsBwIWAHB%2BrlP9n%2BrF1U0Hb2H7HNdya%2BE7qgdVFx07BwCYmYAFAHy%2Br6qeUL2u%2Bo7BW9h%2BJ1S%2F1nJr4Q9XR4ydAwDMSMACAD7t2OqBLSHhXvk%2Bgc36mupJLS8I8Iw1AOBz%2BMYUAKj6ruqN1a9XFx%2B8hd12UvXy6snVFQZvAQAmIWABwG67cvWc6rnV1QdvgU87ovrB6i3VffM9KwDsPN8MAMBuOrp6QPWm6k6Dt8D5OaH6H9Urq28evAUAGEjAAoDdc2L16uo3quMHb4EL4oYtEeuReVshAOwkAQsAdsex1cNa4tWJg7fAhXVUdf%2BWt2PecvAWAGDDBCwA2A0nVq%2BpHtxy%2ByDsV9eoXlI9NqexAGBnCFgAsN2OaolWr6q%2BcfAW2CtHVD9d%2FUPLWwsBgC0nYAHA9rpK9dcttw1eZOwUWMXXVy%2Br%2FmtLrAUAtpSABQDb6S4tp1NuPnoIrOyo6peqv6m%2BdvAWAGAlAhYAbJfjqsdVf1pdcvAW2KSbVadWdx09BADYewIWAGyPq7bcTvWTo4fAIJesnlH9z%2BqYwVsAgD0kYAHAdvjOlrcM3mD0EJjAfaq%2Fra48eggAsDcELADY346ofrl6bnWpsVNgKidVr62%2BbfQQAODwCVgAsH8d3%2FKsq4e2hCzgc126el71X0YPAQAOj4AFAPvTlauXVt87eghM7qjqEdUftbzkAADYhwQsANh%2FTqpeVV1%2F9BDYR%2B7R8lysrxo9BAC48AQsANhf7lS9uLr86CFb4ED1zuo51a9Ubxs7hw24YfXK6rqjhwAAF87RowcAABfYfavH5H9AHap3Vi87eJ1avb762Gf991tW1xywi826Usvtt3er%2Fu%2FgLQDABSRgAcD%2B8LDqwaNH7CMHWiLVX%2FWZaHXG0EWH5rSWaHnd6noHr8sMXbQdvqI6pbp39cTBWwCAC0DAAoC5HVn9dvWTo4fsA2dUzz94vaB6%2F9g5e%2BJDfWFguUJ1g%2Bom1c2qG7cEGS6co6sntDwT62GDtwAAX4aABQDzukj15Oruo4dM7C3VM6tnVa8dvGVTzmi59e3Tt78dWV2numl16%2Bp21aXHTNuXfrUlYv1Mdd7gLQDA%2BRCwAGBOx1R%2FUt159JAJvb56Rku4etPgLTM4r%2BVWw9Oq32sJWjeobn%2FwukXL1xPn7z7VJasfqc4ZOwUA%2BGIELACYz7EtceY7Rw%2BZyAeqp1RPql43dsr0zqtec%2FB6eMvthd9ZfU%2F1HdXFx02b2j2q41se7v6pwVsAgM%2FjLUYAMJfjquckXtVyEubPWk6hXbG6X%2BLVofhY9cctYeay1cktIfCjAzfN6rtbHu5%2B0dFDAIDPJWABwDyOaXmW0x1GDxns%2FS3PJbpK9b0tQeHskYO2yJnVn1c%2F2vIw%2BB%2Bo%2FqI6d%2BSoydwhEQsApiNgAcAcjq6eVt1x9JCB%2Fr764erK1S9Wp4%2Bds%2FU%2B2We%2B5r6mun%2F11qGL5nG7RCwAmIqABQDjHVn9Qctpo130gpa3592o5a2LZ42ds5POqH6runbLg9%2BfnVNZt2u5nfe40UMAAAELAGbwmJZbuXbJgZZIclL1bdVLhq7h0w5UL2x54PvVql%2Br%2Fn3oorFu3%2FLGy4uMHgIAu07AAoCxfqG67%2BgRG%2Fas6notkeTVg7dw%2Ft5VPaTlls77Ve8eO2eY76r%2BMN83A8BQ%2FiIGgHF%2BovqV0SM26MXVjau7VG8YvIUL7hPVo6urtzz8%2Fc1j5wxxt%2Br3R48AgF0mYAHAGN9ePW70iA05teX3e5vqVYO3cOjOrp5UfWP1%2FdU%2FDl2zeT%2FWckslADCAgAUAm3fd6k%2Bqo0YPWdkHqh%2Bvvqn6y8Fb2DsHqj%2BuvqHlFOEu3Vr4oHbvll8AmIKABQCbdYXqz6uvGD1kRedUj62uWT2hJXiwfc6pHl9do%2BUZWbvysPfHVHcdPQIAdo2ABQCbc2z1Zy0Pxd5WL6luUP1s9eGxU9iQs1qekXWN6rerc8fOWd2RLQ91v%2BnoIQCwSwQsANicx1U3GT1iJR9puZ3s1nlA%2B67695bb606sXjR4y9qOq55dXXX0EADYFQIWAGzGT7e8wW0bndLyPKTHjx7CFN5Q3a7lbZPvHbxlTZdruR34hNFDAGAXCFgAsL5bVI8aPWIFH6zuXt257Q4VHJpnVdduOXm4rc9B%2B4bq6fmeGgBW5y9bAFjXZVve2Hb06CF77C9b3qb49NFDmNpHq%2F9cfUv15sFb1nKH6tdHjwCAbSdgAcB6jqyeUl1x9JA9dFbLG%2BfuWJ0xeAv7x0tbno31a9V5g7es4QHV3UaPAIBtJmABwHoeUt1%2B9Ig99MbqpJY3zm3rLWGs51Mtn4lbVu8cvGUNT6yuN3oEAGwrAQsA1nGz6qGjR%2ByhP6xuVJ02egj73kur61dPGrxjr12s%2BtPqEqOHAMA2ErAAYO9douXWwaNGD9kDn6ruU%2F1Q9cnBW9geH2t5K%2Bddq48M3rKXrlE9YfQIANhGAhYA7L3fqa4yesQeOL361pbfD6zhmdU3V6eOHrKH7lr97OgRALBtBCwA2Ft3re4xesQeeGn1TdUrRg9h672jumnLM6S2xSNaPj8AwB4RsABg71y27Tit9JTqttX7Rw9hZ5xZ%2FVh1r4P%2FvN8dUz2tOn70EADYFgIWAOyd326JWPvZL1f3rM4avIPd9L%2BrW1VnDN6xF65ZPXb0CADYFkePHgAAW%2BKG7e%2FTFme1nH556ugh7LxXVidVp1QnDt5yuO5VfXz0CADYBk5gAcDe2M%2Fx6mPVHROvmMe7q1tUzxk9ZA9cfPQAANgGAhYA7LYPVrepXjx6CHyeT1TfUz169BAAYDwBCwB217urb6n%2BfvQQOB8HqvtVDxo9BAAYS8ACgN30j9XNq7eMHgIXwMOrH6%2FOHT0EABhDwAKA3fP2lje9vXvwDrgwnlDdpTpz9BAAYPMELADYLe%2Bobl29d%2FQQOATPqe5UfXL0EABgswQsANgd%2F9QSr94zeggchhckYgHAzhGwAGA3vKslXrltkG3wwurkRCwA2BkCFgBsv3%2Br7tASsWBbvCgRCwB2hoAFANvtE9V35G2DbKcXVXerzhk9BABYl4AFANvr7Ja3tr1q9BBY0XOrH6sOjB4CAKxHwAKA7XWv6i9Hj4ANeHJ1%2F9EjAID1CFgAsJ1%2Btfqj0SNggx5VPXz0CABgHQIWAGyfP61%2BafQIGODB1dNHjwAA9p6ABQDb5TXVD%2Bd5QOymA9WPVK8cvAMA2GMCFgBsj3%2Bt7lT9x%2BghMNCZ1Z2rd40eAgDsHQELALbDOdX3Ve8dPQQm8L7q5Orjo4cAAHtDwAKA7fCg6u9Gj4CJnNbyJk4AYAsIWACw%2F%2F1Z9ZujR8CEnlE9evQIAODwCVgAsL%2B9o%2FrR0SNgYg%2BoXjZ6BABweAQsANi%2Fzq7uVn1k9BCY2Nktz4d7%2F%2BghAMChE7AAYP%2F6r9VrRo%2BAfeD06p7VgdFDAIBDI2ABwP700urho0fAPvKC6rGjRwAAh0bAAoD952PVD1bnjh4C%2B8wDqzeMHgEAXHgCFgDsPz9XvXP0CNiHzqzuUZ01eggAcOEIWACwv7yweuLoEbCPnVb9wugRAMCFI2ABwP7xyeonR4%2BALfCo6lWjRwAAF5yABQD7xy9X7xg9ArbAedVPVGePHgIAXDACFgDsD6e2nBoB9sZp1SNHjwAALhgBCwDmd6C6d3XO6CGwZf5b9bbRIwCAL0%2FAAoD5PTnP64E1nJXnygHAviBgAcDcPlY9cPQI2GIvrp41egQA8KUJWAAwt4dVZ4weAVvu%2FtWZo0cAAOdPwAKAeb29%2Bu%2BjR8AOeGf1W6NHAADnT8ACgHk9pPrU6BGwI369On30CADgixOwAGBOp1bPGD0Cdsgnql8aPQIA%2BOIELACY0y9WB0aPgB3zB9XbRo8AAL6QgAUA83lF9eejR8AOOrd66OgRAMAXErAAYD4PGT0AdtjTq9NGjwAAPpeABQBzeVn1V6NHwA470HILLwAwEQELAObyG6MHAJ1SvW70CADgMwQsAJjHG6vnjh4BVPWI0QMAgM8QsABgHo%2FMmwdhFk%2Bv%2Fnn0CABgIWABwBzeXT119Ajg%2Fzu3%2Bq3RIwCAhYAFAHN4XHX26BHA53hi9cHRIwAAAQsAZvCp6vGjRwBf4D%2Bq%2FzV6BAAgYAHADJ5ZfWD0COCL%2Br3qvNEjAGDXCVgAMN7jRg8Azte%2FVM8bPQIAdp2ABQBjvaH629EjgC9JZAaAwQQsABjrCaMHAF%2FWX1TvHD0CAHaZgAUA45xbPW30CODLOq%2FljYQAwCACFgCM8%2FzqfaNHABfIU0YPAIBdJmABwDh%2FOHoAcIG9s3rZ6BEAsKsELAAY42PVs0ePAC6UPxo9AAB2lYAFAGOcUn1y9AjgQvmT6uzRIwBgFwlYADCG01ew%2F%2Fxby7PrAIANE7AAYPPOrP5i9AjgkDxn9AAA2EUCFgBs3ouqj48eARyS51YHRo8AgF0jYAHA5rl9EPavM6pXjh4BALtGwAKAzTrQcoID2L%2FcRggAGyZgAcBmvb563%2BgRwGE5ZfQAANg1AhYAbNaLRg8ADtubqtNHjwCAXSJgAcBmvXD0AGBPvHj0AADYJQIWAGzO2dXfjB4B7AmnKQFggwQsANicV1UfHz0C2BN%2FNXoAAOwSAQsANufvRg8A9sy7qneMHgEAu0LAAoDNedXoAcCe%2BuvRAwBgVwhYALA5AhZsl1ePHgAAu0LAAoDNeG%2F1ntEjgD0lSgPAhghYALAZftCF7XNadeboEQCwCwQsANgMtxrB9jmn%2BofRIwBgFwhYALAZbxg9AFiF05UAsAECFgBsxptGDwBW8frRAwBgFwhYALC%2BT1b%2FNHoEsApxGgA2QMACgPW9tTpv9AhgFW8ePQAAdoGABQDre%2BPoAcBqPlz96%2BgRALDtBCwAWN%2FbRw8AVuUUFgCsTMACgPW9a%2FQAYFUCFgCsTMACgPX9y%2BgBwKpEagBYmYAFAOvzwy1st3ePHgAA207AAoB1HcgPt7DtRGoAWJmABQDr%2BkB15ugRwKoELABYmYAFAOv64OgBwOreW507egQAbDMBCwDW9e%2BjBwCrO7d63%2BgRALDNBCwAWJeABbvhQ6MHAMA2E7AAYF0CFuwGn3UAWJGABQDr8kMt7AYnsABgRQIWAKzrw6MHABshVgPAigQsAFjXp0YPADZCwAKAFQlYALAuAQt2w8dGDwCAbSZgAcC6BCzYDWePHgAA20zAAoB1CViwG3zWAWBFAhYArMsPtbAbfNYBYEUCFgCs68DoAcBGCFgAsCIBCwDWdZHRA4CNOGv0AADYZgIWAKzrmNEDgI3wfTUArMhftACwLgELdoPPOgCsSMACgHW5hRB2g4AFACsSsABgXX6ohd3gsw4AKxKwAGBdx48eAGyEgAUAKxKwAGBdXzl6ALARAhYArEjAAoB1XWr0AGAjThg9AAC2mYAFAOtyAgt2g886AKxIwAKAdTmBBbvh0qMHAMA2E7AAYF1OZcBu8FkHgBUJWACwriuMHgBshIAFACsSsABgXRfLrUWwC3zOAWBFAhYArO%2FKowcAqzo%2BJ7AAYFUCFgCsT8CC7fa1owcAwLYTsABgfVcaPQBYlUgNACsTsABgfU5nwHbzGQeAlQlYALC%2Brx89AFiVE1gAsDIBCwDW9w2jBwCruvroAQCw7QQsAFjfVavjRo8AVvONowcAwLYTsABgfUfmNkLYVkdX1xw9AgC2nYAFAJvhNkLYTteojhk9AgC2nYCnNlrbAAAgAElEQVQFAJtxndEDgFWI0wCwAQIWAGzGjUYPAFYhTgPABghYALAZN6yOGD0C2HPiNABsgIAFAJtxqerrRo8A9tyNRw8AgF0gYAHA5pw0egCwp65WXWb0CADYBQIWAGyOgAXb5SajBwDArhCwAGBzbjF6ALCn3D4IABsiYAHA5pxYfeXoEcCeEaUBYEMELADYnCOrW40eAeyJS1c3GD0CAHaFgAUAm3Wb0QOAPXHb6ojRIwBgVwhYALBZtx09ANgTPssAsEECFgBs1rWqrxk9Ajhstxs9AAB2iYAFAJt38ugBwGG5enW10SMAYJcIWACweXcePQA4LN89egAA7BoBCwA279bVJUaPAA6ZgAUAGyZgAcDmHVN9%2B%2BgRwCG5XHWz0SMAYNcIWAAwhhMcsD%2FdKd9DA8DG%2BcsXAMY4ubrY6BHAhSY%2BA8AAAhYAjHHx%2FCAM%2B81lq28bPQIAdpGABQDj3HP0AOBCuXt1kdEjAGAXCVgAMM7tWx4IDewPPzR6AADsKgELAMY5uuVEBzC%2Fa1U3HD0CAHaVgAUAY91r9ADgAnH6CgAGErAAYKzrVzcdPQL4ki5S%2FejoEQCwywQsABjvp0YPAL6ku1ZXGD0CAHaZgAUA431fdenRI4DzdZ%2FRAwBg1wlYADDesbk9CWZ1YnXz0SMAYNcJWAAwh%2FtUR40eAXwBp68AYAICFgDM4SottxIC87h8dc%2FRIwAAAQsAZvKA0QOAz3G%2F6rjRIwAAAQsAZnJidYfRI4CqTsgbQgFgGgIWAMzlgaMHANXy7KtLjB4BACwELACYy63yxjMY7aLVz40eAQB8hoAFAPP51dEDYMf9THXZ0SMAgM8QsABgPreqbj96BOyoS1Y%2FP3oEAPC5BCwAmNPDRg%2BAHfWA6lL%2Fr707D9%2F2Huy8%2F84qJcHYqqqlY63WNpHRMLUMglFN1d6xDdUiDKY1VTWWop46hnbsFFP62I2txFqJZYglBEVEBYklYhdC1vv547z7JGS7l%2Bt3fa%2FrOl%2Bv47iOSPzzzp37uH%2Fn7%2FM7z%2B85OgIA%2BFkGLABYTQdVh46OgJm5YvXw0REAwHkZsABgdT212nt0BMzI46qLj44AAM7LgAUAq%2BvXq8NGR8BMXLf6o9ERAMD5M2ABwGp7QnW50REwA8%2Bs9hodAQCcPwMWAKy2S1dPHh0BG%2B5uTW%2F%2FBABWlAELAFbfA6vrj46ADXXx6n%2BOjgAALpwBCwBW357VC%2FJ1G7bCY6tfGR0BAFw4F8IAsB5uXD1sdARsmBtWjxodAQBcNAMWAKyPJ1dXGR0BG2Lv6iXb%2FwoArDgDFgCsj%2F2r54%2BOgA3x36sbjI4AAHaMAQsA1svtqnuPjoA1d%2B3qcaMjAIAdZ8ACgPXzrDxKCLtqn%2BofqouNDgEAdpwBCwDWz6Wql%2BXrOOyKJ1U3Gh0BAOwcF74AsJ5uVv3Z6AhYM7fMWwcBYC0ZsABgfT2xOnB0BKyJy%2BTORQBYW76AA8D62qd6ddMjhcAF26N6SXXl0SEAwK4xYAHAerta9dKmb9CB8%2Fdn1aGjIwCAXWfAAoD1d2jO9YELcqvqyaMjAIDdY8ACgM3wV9XNR0fAivmV6pXVXqNDAIDdY8ACgM2wV9N5WL86OgRWxH7V66rLjw4BAHafAQsANscvVm%2BpDhgdAoPt0XQ23L8fHQIALIYBCwA2y3WbHpnyNZ45e1J1t9ERAMDiuLgFgM1zh%2BrpoyNgkPtWfzE6AgBYLAMWAGymR1QPGR0BS3aL6oWjIwCAxTNgAcDmelZ199ERsCQHVm%2Bq9h0dAgAsngELADbXntU%2FVIeMDoEtdu3q7dUlR4cAAFvDgAUAm22f6vXVjUeHwBb51epd1eVGhwAAW8eABQCb7xLV4dX1RofAgl2xend15dEhAMDWMmABwDxcpnpPdf3RIbAgV6qOrK4xuAMAWAIDFgDMx2WbRqwbjA6B3fTLTePVtQZ3AABLYsACgHm5TPVP1Q1Hh8Au%2BpXqvbnzCgBmxYAFAPPzryPWwaNDYCddrWm8utroEABguQxYADBP%2F6bp8Ovbjw6BHXRg9cHq10aHAADLZ8ACgPm6ePXm6l6jQ%2BAi3LrpzKsrDO4AAAYxYAHAvO1dvaz6b6ND4ALco3prtf%2FokF20bXQAAGwCAxYAsEf19OrZ1V6DW%2BDcHlO9otp3dMgu%2BmJ11OgIANgEBiwAWIwzRwcswGHV26pLjw5h9varXl49pWlgXVd%2FWp0%2BOgIANoEBCwAW44PV%2Fx0dsQC3qT5UXX10CLN1xabzrv5gcMfuelv1xtERALApDFgAsBjbqgdUPx0dsgDXrj5cHTI6hNk5qPpodePRIbvpJ9VDR0cAwCYxYAHA4ny%2B%2Bh%2BjIxbkMk13kDwh1wssx8OqD1RXHh2yAE%2Bojh8dAQCbxAUpACzWM6r3jo5YkD2rxzcNWZcb3MLmumT1muqZre9h7ef2saaXIgAAC2TAAoDFOru6T%2FX90SELdEj1ieomo0PYONdvGnzuOjpkQU6r7ledNbgDADaOAQsAFu%2BEpvOwNsmVq%2FdVT6r2HtzC%2BtuzelT1keoag1sW6THVZ0ZHAMAmMmABwNZ4fdMjUZtkr%2BqxTW8pvNbgFtbXVar3VE9rMx4Z%2FFfvrP5mdAQAbCoDFgBsnT9tGns2zY2qj1cPqfYY3MJ6uXf1qermo0MW7KSmf7dto0MAYFMZsABg65zRdLbPN0eHbIGLV89pupNmkx4BY2tcpXpr9bKmQ9s3yVnVH1Qnjw4BgE1mwAKArfW16ver00eHbJFbNN1R85hqn7EprKC9qv%2FWdC7UfxrcslUeUx0xOgIANp0BCwC23gerPxodsYX2q55SHV3deHALq%2BOG1VHV06tLDG7ZKq9qOssLANhiBiwAWI6XVn81OmKLXbfpzK%2B%2Fr644NoWBLl%2B9oPpY03lpm%2Bqj1f1HRwDAXBiwAGB5Hlu9cnTEFtujum91XPXo6mJjc1iifZoeF%2FxC0x2Hm3ydeWL1u9VPRocAwFxs8oUFAKyabdX9msd5OQdUT206%2B%2BgueVvhprtj9emmxwUvNbhlq32%2Fun3TmwcBgCUxYAHAcp1e%2FV71idEhS3K16rVNj1vdbnALi3frpnOu3lxda3DLMvy0OrRpmAUAlsiABQDL98OmMee40SFLdGD1tup91W8PbmH3HVy9p3pX8zm4%2F8zqHk2%2FhwGAJTNgAcAYJzfdvfKV0SFL9ttNA8C7q9sMbmHn%2FcfqHU1v1rzl4JZlOrvpbLc3jQ4BgLkyYAHAOCc2DQJfHR0ywK2qdza9qe4uuSZZZXtWd64%2BUv1TdcjYnKU7u3pA9YrRIQAwZy4WAWCs45tGrK%2BPDhnkwKYzsj5XPaTaf2wO57J%2F9eCm%2Fzavqw4amzPE2dX9q78f3AEAs2fAAoDxvtD0ONbXRocMdM3qOU1D3rOr64zNmbXrNP03%2BHr13Kb%2FNnN0ZnWv6qWjQwAAAxYArIrjqptXJ4wOGeyA6rCmt7wd0XRo9n5Di%2BbhF5p%2BrY9o%2BrU%2FrOm%2FxVz9tOnR1leODgEAJgYsAFgdX6xutv2v1C2aBoSTqhc1%2FdrsMTJow%2BzRNJq%2BuOnX%2BJVNv%2BZz9%2F3qtjmwHQBWigELAFbLV5re1PfPo0NWyKWaDtF%2Bb9O496TqhkOL1tu%2Fq57c9Gt5ZNMZT5ccGbRCTqz%2BQ9ObMgGAFWLAAoDV842mO2M%2BNDpkBf1a9djq49WXqmc0DX6uaS7Ynk13r%2F1N06%2FZ0dVfNP1aco6jqxs3PUIJAKyYvUcHAADn67vVrZve%2Fnb7wS2r6qrVI7d%2FTq7eWb1r%2B%2Bcb47JWwpWq22z%2FHFJdfmzOyntddd%2Fq1NEhAMD5M2ABwOo6tfrdpvOf7ju4ZdVdoemNcffa%2FvefaRq0jmi6k%2B3bg7qW5fLVwU1vszwkb3HcUduqxzc9UrltcAsAcCEMWACw2s6s7ld9temxL3bMb2z%2FPHL73%2F9L9cGmMeuD1eeqM8ak7bZ9mgaqg6ubbP%2Fr1YcWrafvVfeu3jo6BAC4aAYsAFgPj62%2BXD0vX793xdW3f%2B6z%2Fe9Pr46tPnWuz8XHpF2oize9Ee965%2Fpcu9p3ZNQGOLq6a9OZYADAGnABDADr40VNbyl8bdOb%2Bdh1%2B3bOILTKDqrePjpiwzyrelR12ugQAGDHeWMPAKyXdzU9Nnb86BBYM9%2BuDq3%2Ba8YrAFg7BiwAWD%2BfrW5cvXd0CKyJw6vrVm8eHQIA7BoDFgCsp29Xt6leODoEVtgPqwdWd6hOGtwCAOwGAxYArK8zqj%2BuHtL6vlEPtsrbq99sOjsOAFhzBiwAWH%2FPq25VfXN0CKyAb1X3qm5fnTi4BQBYEAMWAGyG91cHVh8eHQKDnN30SO21qpcPbgEAFsyABQCb42vVzarnjw6BJftI9VtNj9R%2Bb3ALALAFDFgAsFlOrx5c3ac6dXALbLWvV%2FdrGq8%2BOjYFANhKe48OAAC2xD9Ux1SvbXqkCjbRyU1vGXzg6JALcd3RAQCwCQxYALC5Pl3dqOlcoHsOboGtcIPRAQDAchiwAGAxfqv68uiIC7Gt2mN0BAAA7AoDFgAsxsWqq4yOAACATWTAAmCV7VFds%2Bkxoeue63PVgU0A6%2B7m1Teq46svbf%2FrF6pjq89VPxqXBgDnz4AFwCq5anVwdVB1YHXD6oCRQQAb6orbPzc5n%2F%2Fvq9Vnq082vQzik03j1llLqwOAn2PAAmCUvat%2FV92sumnTGVJXHFoEQNWVt38OOdc%2F%2B2n1ieoj1Ye3f45ffhoAc2XAAmBZ9mx6I96tqls0%2FdR%2F%2F5FBAOyw%2FZrukD34XP%2FspOoD1fur91Wfqs5efhoAc2DAAmArXbW6fXWb6pbVpYfWALBIV6zusv1T9d3qiOpd2z%2Fu0AJgYQxYACzS3tV%2FqO6w%2FfPrY3MAWKLLVHfe%2Fqn6YvXW6i3Ve6vTB3UBsAEMWADsrotXt61%2Br%2Fqdpm9gAOBq1X%2Fd%2Fjmlemf1f5oGrVMGdgGwhgxYAOyKX2i6w%2Bru1X9qGrEA4IIc0Dl3Z53W9Ijha6s3ZMwCYAfsOToAgLWxd9No9Yrq5KZvPO6S8QqAnXOxpjt2X9o5X0%2FutP2fA8D5cgcWABfloOo%2BTXdbXX5wCwCbZb%2FOOQj%2Be00%2FJHlJ9fGRUQCsHndgAXB%2BLlc9svrn6iPVQzNeAbC1%2Fk11WHV09Ymmrz2XHFoEwMowYAFwbresXl19rXpG9RtjcwCYqRtUz6q%2BXr2guv7YHABGM2ABcKmmN0R9tnpPdbdq36FFADC5RPVH1THVB5oOgd9raBEAQzgDC2C%2BrlE9vLpf0zcIALDKbrr98%2BXqmdWL8gZDgNlwBxbA%2FNyy%2Bsfq801njRivAFgnV216zP2E6slN5zYCsOEMWADzsGfTYxcfaXpM8HeqPYYWAcDuuXT1F9VXqv9V%2FfLYHAC2kgELYLPtXd2%2F%2Blz1uuqgsTkAsHAXbzrL8YtNB7%2F%2F0tgcALaCAQtgM%2B3TdOjtF6oXV9ccmwMAW%2B5i1UOr46u%2FqS4%2FNgeARTJgAWyWvas%2FrP6l6bXjVx1aAwDLt1%2F1iKY7sh5f7T82B4BFMGABbIY9qntWn63%2BrvrVsTkAMNwB1ROahqyH5A3sAGvNgAWw%2Fm5bfaJ6RXWNwS0AsGquUD2n%2BmTT10wA1pABC2B9Xa96R%2FX26vqDWwBg1V2n6Wvm4TkbEmDtGLAA1s8vVi9quuvqkMEtALBubl99uvqrpjcYArAGDFgA62Pf6lHVcdUD8mc4AOyqfas%2Fbzo78tDBLQDsAN%2F8AKyHQ5p%2BWvy06pKDWwBgU1ylemP1%2BupKg1sAuBAGLIDVdqXqNU1nXTmvAwC2xp2qz1UPbnqzLwArxoAFsJr2rB5eHVvddXALAMzBJavnVkdUvza4BYCfY8ACWD2%2FWX2w%2BtvqgMEtADA3N296bP8huRsLYGUYsABWx77VE6uPVzce3AIAc3aJ6jnVO6tfHtwCQAYsgFVx%2Feqj1eOqfQa3AACTW1efqu48OgRg7gxYAGPtVT22aby63uAWAOC8LlO9rnpJ051ZAAxgwAIY52rV%2F62elLuuAGDV%2FZfq6PzACWAIAxbAGPerPpGzrgBgnVyr%2BnD1oNEhAHNjwAJYrktVr6r%2Bd94wCADraL%2FqedUr8kghwNIYsACW58CmNwzefXQIALDb7lkdVV1jdAjAHOw9OgBgJh5W%2Fc9q39Eha%2B6M6pjqKtUVBrf8vG9Wbx8dwW65XfWLoyN%2Bjt9X628Vf1%2BxOL9Zfay6T%2FWmwS0AG82ABbC1LlG9OHdd7apvVB861%2Bfo6qfVka3egHVs09lmrK8jW72hwe%2Br9Xdkq%2Ff7isW6ZPWG6vHVk6ttY3MANpMBC2DrXKPpgvY3RoeskR9UR1Tvrt5VHTc2B2AjnVB9oOnR9mtWe4zN2Qh7VH9ZXbdpdD51aA3ABjJgAWyNO1b%2F0HRoOxdsW%2FWR6i1No9VHq7OGFgFsvi9V%2F3n7%2Fz6gumHTmHWj6qZNj2mza%2B5aXb3pOuBrg1sANooBC2Dx%2Frx6Sn6ifUFOb7rL6o1N54V8Y2wOwKydUr1v%2B%2BdfXaW6%2Bbk%2BVxvQtc5uWH24%2Bp2mcxsBWAADFsDiXKx6UXWv0SEr6IzqbdUrq8OrH47NAeBCfKV62fZP1a9Ut6%2FuUN26uvigrnXyy9X7m87APHxwC8BG2HN0AMCGuHzTXUXGq5%2F1oeqw6peqQ6tXZbwCWDcnVi9s%2BnP8sk1j1rObztLigu1fvbl64OgQgE1gwALYfdeqjqoOHh2yIr5aPbHpDJCbVM%2BtvjO0CIBF%2BWn19uph1VWb%2Fpx%2FZh4HvyB7NY1%2FjxsdArDuDFgAu%2Be3qw9W%2F3Z0yGDbqndUd2r6huYJ1RcH9gCw9bY13Wn78OrK1S2rF1TfGxm1op7Y9AMd338B7CJ%2FgALsurtU76ouMzpkoO9UT2u62%2Bp2TQeze4sgwPycXR1ZPai6UtMj9UcO7FlFD65eUe0zOgRgHRmwAHbNg6pXNx3cPkfHVw%2BtfrX6s%2B1%2FDwA1PWb48qY7sq5Z%2FXX1zaFFq%2BPu1eur%2FUaHAKwbAxbAzntc9bzm%2BWfox5ouvq9ZPac6dWwOACvuC9Wjm37gcd%2FqmLE5K%2BF3mt5MuP%2FoEIB1MsdvvgB2xzOazrGYm%2FdXt6oOql6TxwQB2DmnVy%2Brblj9x%2BotTWdozdUtmw7DP2B0CMC6MGAB7Jg9mu66euTokCU7qrpNdbPqPYNbANgMR1R3rK5dvaQ6c2zOMDdtegHKJUeHAKwDAxbARdur%2Bvumc6%2Fm4ujqDtXB1bsHtwCwmY6rHtD0WPqLqjPG5gxxcEYsgB1iwAK4cHtWL63uMzpkSb5U3a26UdP5HACw1b5UPbC6RvXC5jdk%2FVb1tpyJBXChDFgAF2zPpjuv%2FvPgjmX4YdPbBH%2B9eu3gFgDm6SvVHzc9Wvjq5nVG1k2qf6x%2BYXQIwKoyYAGcvz2qF1f3Hh2yxc6qXtD0U%2B%2BnVaeNzQGAjq%2Fu0XRn0vsGtyzTLao3Vhcb3AGwkgxYAOfvOdX9RkdssaOqA5vO9jp5cAsA%2FLyPVDevDq0%2BP7hlWQ6pXp7v0wDOwx%2BMAOf119WDR0dsoe83%2FfvdtPrk4BYAuChvrq5bPbr68eCWZbhz9fzREQCrxoAF8LMeU%2F330RFb6BVNZ4s8vzp7cAsA7Kgzmn7AdJ3qDYNbluGB1VNHRwCsEgMWwDn%2BqHrK6Igt8tXqdk0H0n9zcAsA7KoTqt%2Bv7tB0VtYme3T1sNERAKvCgAUw%2Bd3quaMjtsjLqt%2Bs3jE6BAAW5PCmr21%2F22bfUfy3TYMdwOwZsACmV1e%2FqtprdMiCnVzdqbpv9YPBLQCwaD%2BpHtl00Pu%2FDG7ZKns2Hep%2Bk9EhAKMZsIC5u3rT4bC%2FMDpkwd5Q%2FUbT67gBYJN9oLp%2B9b%2BqbYNbtsJ%2BTdcqVxsdAjCSAQuYs8tUb60uOzpkgU5rOi%2Fj96tvD24BgGU5tXpEdcumcx83zWWrt1SXHh0CMIoBC5irfarXV9ccHbJAX6gOrp49OgQABnlv091Ybx4dsgWuXb222nt0CMAIBixgrp7fdGbGpnhldWD1idEhADDYd6tDm%2B5IPm1wy6LduulRSYDZMWABc%2FSw6v6jIxbkjOqw6g%2BqUwa3AMAqeXZ14%2Brzo0MW7CHVH46OAFg2AxYwN7eonjE6YkG%2BVd2meu7oEABYUZ%2Bs%2Fn31ptEhC%2FacpmMDAGbDgAXMyaXbnLMjjqlu1HTWBwBwwX5Y3al6fJvzlsJ9m87y3H90CMCyGLCAOblsdbnREQvw6uqm1QmjQwBgTWyr%2FrK6Y%2FWDwS2LcsXqUqMjAJbFgAWwXp5a3aPpdeEAwM55a3VQd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N%2B7Wxr4g3DU7FKCRAgQIAAAQIbIyDA2hhnpxAgQIAAgY0TyDlNH1j4bxHppzfuUCdVJZBT%2BvnZndv%2BuKr97EOAAAECBAgQqIOAAKsOU9QDAQIECBC4m8BUe2F3SvE6KEMrcGSlkZ%2B%2Ff8fEJ4a2A4UTIECAAAECBCoWEGBVDGo7AgQIECAwSIGpuU%2F%2FQIqVj0VEY5B1OLtngWuXTlx6xiXbt9%2FS8042IECAAAECBAjUQECAVYMhaoEAAQIECKwKnH3lF07adPO351OkxxOpgUCOt8%2B0mmfVoBMtECBAgAABAgR6FhBg9UxoAwIECBAgUIbAVHv%2BXSmlnyujGlVUIpDjpTOt5rsq2csmBAgQIECAAIEhFhBgDfHwlE6AAAECBO4SmGovnpVSvpRIvQRyxDc7ufPM%2Fa3Tv1ivznRDgAABAgQIEFifgABrfV6eJkCAAAECxQmcc%2FDQ08c6S59MkY4vrjgF9S6Q4%2BNLD1p6%2FiXbty%2F1vpkdCBAgQIAAAQLDKSDAGs65qZoAAQIECNwucPaVV46Pf3vTVZHSFiQ1Fsj5jTOtidfUuEOtESBAgAABAgTuV0CA5YIQIECAAIEhFtjVnj%2B3kdK%2BIW5B6WsRyHFbI%2BLJe1rNr67lcc8QIECAAAECBOomIMCq20T1Q4AAAQIjIzD98c88LB%2B%2B7bMp0sNHpukRbjTneP9sq%2FnCESbQOgECBAgQIDDCAgKsER6%2B1gkQIEBguAWm2vP7U0rnDHcXql%2BPQCenF%2B1rbXvfetZ4lgABAgQIECBQBwEBVh2mqAcCBAgQGDmBXVcsfn9a7nw8pTQ2cs2PcMM54ivXn7LpyZdv2XJkhBm0ToAAAQIECIyggABrBIeuZQIECBAYboHdOTeuP7D48YjYPtydqL4bgZzj9bOt5u5u1lpDgAABAgQIEBhWAQHWsE5O3QQIECAwsgLT7YWXRIp3jizAyDeeDy81jnnSJTue%2Fn9HngIAAQIECBAgMDICAqyRGbVGCRAgQKAuAlNz859KkU6vSz%2F66EIg5zfOtCZe08VKSwgQIECAAAECQykgwBrKsSmaAAECBEZVYFd78YWNlN87qv3r%2Bw6BHPHNY3LniRe1Tr%2BRCQECBAgQIEBgFAQEWKMwZT0SIECAQG0EfPqqNqPsuRHvwuqZ0AYECBAgQIDAEAkIsIZoWEolQIAAgdEWmGov%2FHhK8RejraD7uwR8CstdIECAAAECBEZJQIA1StPWKwECBAgMtcBUe2Eupdg51E0ovlKBnPNrZ1sTb6h0U5sRIECAAAECBAoUEGAVOBQlESBAgACBewqc1756MqdOmwyB7xXI%2F%2FCdfNKTLms94VYyBAgQIECAAIE6Cwiw6jxdvREgQIBAbQSm2wuXRYqX16YhjVQnkOOlM63mu6rb0E4ECBAgQIAAgfIEBFjlzURFBAgQIEDgewT%2B%2FcLCCbd8M%2F4xRZyIhsA9BXKO98%2B2mi8kQ4AAAQIECBCos4AAq87T1RsBAgQI1EJgqr14Vkr50lo0o4nKBXLkpc54esz%2BM5rXVb65DQkQIECAAAEChQgIsAoZhDIIECBAgMDRBKbbCx%2BIFD9GiMBRBXJcONNqXkSIAAECBAgQIFBXAQFWXSerLwIECBCohcD5Bz91ykqn8fcp0ngtGtJEfwRyfHym1Xx2fza3KwECBAgQIEBg8AICrMHPQAUECBAgQOCoAtPthQsixZsREbg%2FgRyRx8Ybp%2B05Y%2BsXSBEgQIAAAQIE6iggwKrjVPVEgAABArURmGovzKUUO2vTkEb6J%2BBrhP2ztTMBAgQIECAwcAEB1sBHoAACBAgQIHDfAmceOnTMqdct3xQpjmVE4IEE%2FBrhAwn55wQIECBAgMAwCwiwhnl6aidAgACBWguc1756MqdOu9ZNaq5KgRsajz7%2B%2B%2FacdtptVW5qLwIECBAgQIBACQICrBKmoAYCBAgQIHAfAtPt%2BTdESq%2BGQ2CtAik3WntbW%2BfW%2BrznCBAgQIAAAQLDIiDAGpZJqZMAAQIERk5guj0%2FHyk1R65xDXctkHO8frbV3N31BhYSIECAAAECBAoVEGAVOhhlESBAgMBoC5x95RdO2nTzzd9MEf6zerSvwrq6zzkOzLaak%2Bta5GECBAgQIECAwBAI%2BEPxEAxJiQQIECAwegK72osvbKT83tHrXMe9COSIW8ceffxDvAerF0VrCRAgQIAAgRIFBFglTkVNBAgQIDDyAlPthYtSileNPASAdQt4D9a6ySwgQIAAAQIEhkBAgDUEQ1IiAQIECIyewFR74X0pxQtGr3Md9yrQyXnXvtbE%2Fl73sZ4AAQIECBAgUJKAAKukaaiFAAECBAjcKTDVXvhsSvEUIATWK5BzvGW21bxgves8T4AAAQIECBAoWUCAVfJ01EaAAAECIymwO%2BfGdXMLR1JKYyMJoOmeBHKO98%2B2mi%2FsaROLCRAgQIAAAUK9bBcAACAASURBVAKFCQiwChuIcggQIECAwHntxafmlD9DgkA3AjnH52Zbzad2s9YaAgQIECBAgECpAgKsUiejLgIECBAYWQG%2FQDiyo6%2Bk8ZzzyqmTzWN2p9SpZEObECBAgAABAgQKEBBgFTAEJRAgQIAAgbsLTLcXLogUb6ZCoFuBlNPT9ra2fbbb9dYRIECAAAECBEoTEGCVNhH1ECBAgMDIC0y3598QKb165CEAdC2QcqO1t7V1rusNLCRAgAABAgQIFCYgwCpsIMohQIAAAQJT7fn9KaVzSBDoViDn%2BInZVvMD3a63jgABAgQIECBQmoAAq7SJqIcAAQIERl5gqj3%2FrpTSz408BIDuBXK8dKbVfFf3G1hJgAABAgQIEChLQIBV1jxUQ4AAAQIEYrq98IFI8WMoCHQr0Ml5177WxP5u11tHgAABAgQIEChNQIBV2kTUQ4AAAQIjLzDdXvhYpHjWyEMA6Fog5%2Fza2dbEG7rewEICBAgQIECAQGECAqzCBqIcAgQIECAw3Z6fj5SaJAh0LZDzG2daE6%2Fper2FBAgQIECAAIHCBARYhQ1EOQQIECBAYKq98NmU4ikkCHQrkHO8ZbbVvKDb9dYRIECAAAECBEoTEGCVNhH1ECBAgMDIC0y3F%2F4xUjxi5CEAdC2Qc754tjVxbtcbWEiAAAECBAgQKExAgFXYQJRDgAABAgR8Assd6FXAJ7B6FbSeAAECBAgQKE1AgFXaRNRDgAABAiMv4B1YI38FegfwDqzeDe1AgAABAgQIFCUgwCpqHIohQIAAAQIRfoXQLehVwK8Q9ipoPQECBAgQIFCagACrtImohwABAgRGXmC6vfCBSPFjIw8BoGuBTs679rUm9ne9gYUECBAgQIAAgcIEBFiFDUQ5BAgQIEBgqj3%2FrpTSz5Eg0LVAjpfOtJrv6nq9hQQIECBAgACBwgQEWIUNRDkECBAgQGC6vXBZpHg5CQLdCnRyetG%2B1rb3dbveOgIECBAgQIBAaQICrNImoh4CBAgQGHmBqfb8%2FpTSOSMPAaBrgZzjJ2ZbzQ90vYGFBAgQIECAAIHCBARYhQ1EOQQIECBAYKo9%2F5qU0u%2BSINCtQM6bTp9tbZnvdr11BAgQIECAAIHSBARYpU1EPQQIECAw8gK72osvbKT83pGHANCVQM555fiT00lvaja%2F09UGFhEgQIAAAQIEChQQYBU4FCURIECAwGgLnNdefGpO%2BTOjraD7rgVy%2FtJMa%2BLxXa%2B3kAABAgQIECBQoIAAq8ChKIkAAQIERltgd86N6%2BYWjqSUxkZbQvddCeT4y5lW88e7WmsRAQIECBAgQKBQAQFWoYNRFgECBAiMtsB0e%2F6LkdLjRltB990I5BxvmW01L%2BhmrTUECBAgQIAAgVIFBFilTkZdBAgQIDDSAtPthQ9Eih8baQTNdyXQyXnXvtbE%2Fq4WW0SAAAECBAgQKFRAgFXoYJRFgAABAqMtMNVeuCileNVoK%2Bi%2BG4GUG629ra1z3ay1hgABAgQIECBQqoAAq9TJqIsAAQIERlrALxGO9Pi7bz7HbdeduunBl2%2FZcqT7TawkQIAAAQIECJQnIMAqbyYqIkCAAAECseuKxYc2VvLXI6KBg8BaBXKOA7Ot5uRan%2FccAQIECBAgQGBYBARYwzIpdRIgQIDAyAlMt%2BfnI6XmyDWu4a4Fco7Xz7aau7vewEICBAgQIECAQKECAqxCB6MsAgQIECDgPVjuwHoFvP9qvWKer1rg3I%2FMP3psubE9Ovn7ItIjc86PTikelSM%2FPUV6%2FPeel6%2FJOa5KKX0ix9hHZyef8cmq67EfAQIECNRHQIBVn1nqhAABAgRqJuA9WDUbaL%2Fb8f6rfgvb%2FygC57cXHtNp5JdFjn8VkX6we6h8U454S9p87FtmnvW0b3S%2Fj5UECBAgUEcBAVYdp6onAgQIEKiFgPdg1WKMG9aE919tGHXfD5pqH5rIYysn3d9B%2B3ZsO9D3Qh7ggOkDV784cueCiHhOH2r5g03HNX7nLc%2Fe%2BrU%2B7L3mLdcyi2NXVhYuap1%2B45o39SABAgQIdCUgwOqKzSICBAgQILAxAt6DtTHOdTjF%2B6%2BGf4qrYUmkpUtTpIkH7ibfmHPjwtnWtsse%2BNlqn5iam29FTvtSiqdUu%2FO9d8uR33zbMeO%2F%2Fdbnbrmh32fdff%2FVWaS09OaItIYfRcg35pQumt3ZfP1G1ugsAgQIjJqAAGvUJq5fAgQIEBgqgan2wu6U4nVDVbRiByLQyfGcfa3mxwZyuEN7FrgzMGlHpIesZ7ONDC7Pal973AnpWzMR6RXrqbHnZ3N8oxPx0xt1v7ueReTLZicnfrHnfm1AgAABAvcpIMByMQgQIECAQMEC57UXn5pT%2FkzBJSqtAIEc8Xezk80nFVCKEroUmJqbv%2FbeLzlf22Yb8fL%2B8z702e%2FrLN%2F6P1Kk09dWVfVPdSK9eN%2Fktsur3%2Fl7d5yem18NEtfwyat7V9LJ6UX7Wtve1%2B8a7U%2BAAIFRFBBgjeLU9UyAAAECQyXga4RDNa6BFLuRn8IZSIM1P7TnH2zI8faZVvOsfjGdc%2FDQ08c6y%2F8rRTyyX2esZd8ckVOOs2dazT9cy%2FPdPHPHp6%2BWr%2Bpm7eqanOP9s63mC7tdbx0BAgQIHF1AgOV2ECBAgACBwgWm2wsXRIo3F16m8gYokHJ62t7Wts8OsISRPnotL%2FpeBTray757%2FapwP1%2Fgf1776u2d1GmniBNLGXJK6WV7d277r%2F2oZ6q9eFZK%2BdLu9843zkxOPPS%2B1vd6T7qvyUoCBAjUQ0CAVY856oIAAQIEaixw7ocXTm0sxT%2BmCP%2B5XeM5d91azgszrYk1vPS76xMsPIrAnS9df%2B96vvqXU%2By%2B58u%2BSw2w7vwl1MWIeEx5lyA9d2Zy20errqvXWazWMzPZ%2FJ5%2Fr67qnlTdq%2F0IECAwbAL%2BIDxsE1MvAQIECIykwFR7YS6l2DmSzWv6%2FgVyXDjTal6EaWMFzmtfPZlTp93NqfkeL%2FvuNTTp1yewpuYW%2FjxF%2FEQ3PfZ%2FTf6H2HzstplnPe0bVZ7V6yzuGWBVeU%2Bq7NNeBAgQGEYBAdYwTk3NBAgQIDByAr1%2FrWXkyEai4Rx5aazRefSeHc%2B8fiQaLqTJC9pXPWQppWvX%2B4uBdy8%2F5%2FSLs61tl63%2BvV5Dk34EWLvmFl7biPidQsjvs4wc%2BYOzkxM%2FVmWNvc7i7gFW1fekyj7tRYAAgWEUEGAN49TUTIAAAQIjJ3BmzmOnHlj4ckT6vpFrXsNHFcg5XzzbmjgX0foEbg8WGo0X5IjH3%2B%2FKzqb3z7a2zN%2FzmSoC5Rx5fnZy4vZf9Os1NKk6wNp18OptjU5nYX2qg3m66l%2F963UWdw%2Bwqr4ndxdevcNHGo2XR8RD7k%2B%2B0%2Bm8fX%2Fr9C8OZjpOJUCAQLUCAqxqPe1GgAABAgT6JuBl7n2jHdKN83LO40%2BbbW352yFtYCBl3%2FGLf51L1%2F7pqTw3nvOLLmqdfuNdBVcRcnxv0LGwO6V4XbcgVQdY03ML74%2BIn%2Bm2ng1ed%2B3MZPOJVZ1ZxWzvegdWFXvd%2FZ780%2F1bfdF8581ru8P5xpzHW%2FcVxFZlZh8CBAhslIAAa6OknUOAAAECBHoUOKt97XEnpG99waeweoSsyfKc85%2FMtiZeUpN2NqSNbt9HdPdPS60WWnUw0et%2BVQZY0wcXnhmd%2BN8bMpCqDkmNn5vZufXdVWzX6yyqDCbv6ufuL4Xv5lNdOfIXZycnnlCFjz0IECAwSAEB1iD1nU2AAAECBNYpMNWef01K6XfXuczjNRPIEbmT8vfv3zlxVc1a62s7U3Pz167nFwPvXkyV76y6ZzDRa2hSaYA1XJ%2B%2BupMyf2JmcuJZVVyeXmfRzwCrl3dqVf1Vyyqs7UGAAIH1Cgiw1ivmeQIECBAgMECB2997khp%2FlyIeOsAyHD1ggZzj%2FbOt5gsHXMZQHd%2Ftp6%2FuavLuIVEVIUeVQUdVAdauDy08pbEcnx2qwd5ZbMqNH9jb2nplr7VXMdt%2BfYWwm09f3e3%2Bvn621dzdq4%2F1BAgQGKSAAGuQ%2Bs4mQIAAAQJdCEy3598QKb26i6WW1ESgk%2BM5%2B1rNj9WknQ1po4p3yPUvmCjjHVjTc%2FO%2FGZFevyEDqfiQnOOts63mv%2B1127IDrO7vSc4hwOr1clhPgMDABQRYAx%2BBAggQIECAwPoEpj%2F%2BmYflw7d9NkV6%2BPpWeroOAj591d0U6xpMrGpU9Qmsqbn5T6VIt%2F8y4hD%2BdcPMZPNhvdZd13siwOr1ZlhPgEAJAgKsEqagBgIECBAgsE6BXr5Kss6jPF6SQI7bGhFP3tNqfrWksoahlroGE1UFWLuuWHxoYyXfMAyzPFqNjbGxiT3Pf8ZCLz3U9Z4IsHq5FdYSIFCKgACrlEmogwABAgQIrFNgam7%2BEynSD6xzmceHWMB%2FCe1%2BeHUNJioLsOYWz2xEruSX%2FLqfUs8rXzUz2fyDXnap6z3x7x293AprCRAoRUCAVcok1EGAAAECBNYpcF776u2dWPlYSmlsnUs9PoQCOcfnrj9107bLt2w5MoTlD7zkugYTVQVYU%2B2FN6UUvzLwQfVWwH%2BdmWy%2BrJct6npPBFi93AprCRAoRUCAVcok1EGAAAECBLoQmGovXJRSvKqLpZYMmUDKjdbe1ta5ISu7mHLrGkxUFWBNzy28PyJ%2BppiBdVFIjvy3s5MTp3Wx9LtL6npPBFi93AprCRAoRUCAVcok1EGAAAECBLoQmGofOjHS0rVe6N4F3hAtyTn%2FyWxr4iVDVHJxpdY1mKgqwJqaW7g6RTyjuMGts6Dv5Advvqz1hFvXuUyA1S2YdQQIENhAAQHWBmI7igABAgQI9EPgvAMLP5Rz%2FK9%2B7G3PAgRyfG3lmNi2%2F4zmdQVUM7QlCLDuf3RTc%2FOrQfjjh3bAdxU%2BFs%2BeeX7z4932Udd74hNY3d4I6wgQKElAgFXSNNRCgAABAgS6FPBVwi7hyl%2FWSbnxw7462Pug6hpMrMrkHAdmW83JXpSm2%2FNfjJQet4Y9OjniSIq8%2Bi6223KOI5HSbSniyOrfj8i3pRxHclr93%2B%2F4%2B3c8l4%2BktPr30z%2F9807cllI%2BEmn1nzdu%2F%2BfRybflRhxJndV9822dxtiRWMm3NRpxpNPJR3Ij3zY2FkeWV465%2FX%2FftBxH8qaV2054cD5y09LSkUu2b19aQw9HfaSu90SA1cutsJYAgVIEBFilTEIdBAgQIECgB4Gzr7xyfPzmTR%2BKSD%2FYwzaWFibgv3RWN5C6BhOVBVhXLDyrsxzp%2FgKiNzWb36luImXuVNd74t9LyrxvqiJAYH0CAqz1eXmaAAECBAgUKzD94WseF0tH5iPSQ4otUmFrFsiR27M7mz8cKeU1L%2FLgUQXqGkxUFWC5OncI1PWeCLDccAIE6iAgwKrDFPVAgAABAgTuFNjVXnxhI%2BX3AhlyAe%2B9qnyAdQ0mBFjVXpW63hMBVrX3xG4ECAxGQIA1GHenEiBAgACBvgl4H1bfaDdqY%2B%2B96oN0XYMJAVa1l6Wu90SAVe09sRsBAoMREGANxt2pBAgQIECgbwJn5jx26oHFP4uIn%2BnbITbun0COC2dazYv6d8Bo7lzXYEKAVe19rus9EWBVe0%2FsRoDAYAQEWINxdyoBAgQIEOirwPmf%2F%2Fyxnb%2F%2FzkEvde8rc%2FWb5%2FzGmdbEa6rf2I51DSYEWNXe7breEwFWtffEbgQIDEZAgDUYd6cSIECAAIG%2BC%2FzSRw6dfOyR5QMp4hl9P8wBPQvkFPtndzZ39byRDe5ToK7BhACr2gtf13siwKr2ntiNAIHBCAiwBuPuVAIECBAgsCECZx%2B85lHjK0tXRIonbciBDulKIEe8c3bntpf5xcGu%2BNa0qK7BhABrTeNf80N1vScCrDVfAQ8SIFCwgACr4OEojQABAgQIVCGw64rFJzaW8ycixcOq2M8eVQvkuet2Nv%2FF5SmtVL2z%2Ff5JoK7BhACr2lte13siwKr2ntiNAIHBCAiwBuPuVAIECBAgsKEC57YXntFI8ecp4rEberDD7lcgR%2FzFscec%2FLNvfu5jD6Pqr0BdgwkBVrX3pq73RIBV7T2xGwECgxEQYA3G3akECBAgQGDDBc5vLzymk%2BLPI2Lrhh%2FuwPsSuPyUndtesjulDp7%2BC9Q1mBBgVXt36npPBFjV3hO7ESAwGAEB1mDcnUqAAAECBAYicPaVXzhp%2FOZvf9CvEw6E%2F58OTXHRzM7mhQOuYqSOr2swIcCq9hrX9Z4IsKq9J3YjQGAwAgKswbg7lQABAgQIDEzg7CuvPH785k1%2FEpF%2BemBFjOjBOSJHigtndzbfMqIEA2u7imCi00iTqw2kTuesFOmsXpupar8ceT43Ghf0Wo%2F11cy2qrneNY8q9hNgud0ECNRBQIBVhynqgQABAgQIrFPgzJzHTjmwuC9FvHKdSz3epUDOeSUivWS21fzTLrewrAeBKgKsHo63lMBABQRYA%2BV3OAECFQkIsCqCtA0BAgQIEBhGgV3t%2BXMbKX4%2FIm0exvqHpeYc8ZVGo%2FPSvTtO%2F%2FCw1Fy3OgVYdZuoftYjIMBaj5ZnCRAoVUCAVepk1EWAAAECBDZI4JyDh56%2BaWXp3ZHSlg06cqSOyZHfd0zOv3hR6%2FQbR6rxwpoVYBU2EOVsqIAAa0O5HUaAQJ8EBFh9grUtAQIECBAYJoGz2tced3zjpjenHOcOU90l15ojbo4U07M7m%2F%2Bl5DpHpTYB1qhMWp%2F3JSDAci8IEKiDgACrDlPUAwECBAgQqEhg%2BuDiC3InX5oiHlrRliO5Tc7xv%2FOm9OJ9z9%2F2dyMJUGDTAqwCh6KkDRMQYG0YtYMIEOijgACrj7i2JkCAAAECwygw1T70yBTLb8gpfiFF%2BLPCOoaYI98SKf3OqZ1tb9zdSsvrWOrRPgsIsPoMbPuiBQRYRY9HcQQIrFHAH0rXCOUxAgQIECAwagLTc4vPiej8YUR6%2Bqj13mW%2Flzdy%2FPKeVvOrXa63rI8CAqw%2B4tq6eAEBVvEjUiABAmsQEGCtAckjBAgQIEBgVAV2t%2FOm62PxvEj59RHpwaPq8AB9fzZSOmdm57aDfMoVEGCVOxuV9V9AgNV%2FYycQINB%2FAQFW%2F42dQIAAAQIEhl7A1wrva4T5phyN3afmrXt8XbD8Ky7AKn9GKuyfgACrf7Z2JkBg4wQEWBtn7SQCBAgQIDD0AuccPPT0sc7yr0fOL04pjQ19Q901cENE2ttoLO%2Fds%2BOZ13e3hVUbLSDA2mhx55UkIMAqaRpqIUCgWwEBVrdy1hEgQIAAgREWmP7wNY%2FLy0uviRxnpYjjRoTiqznli5ZPWN53yfbtt4xIz7VpU4BVm1FqpAsBAVYXaJYQIFCcgACruJEoiAABAgQIDI%2FA%2BQc%2FdUpnpfErkWJXXd%2BRlXN8LkW8aelBS2%2B%2FZPv2peGZjkrvLiDAch9GWUCANcrT1zuB%2BggIsOozS50QIECAAIGBCay%2B7P3rYws%2F3OnEz6ecXhQpThhYMdUc%2FOXI%2BZ0rkd6xv9X8dDVb2mWQAlUEWCk3Wqs95OicFSle3nU%2FOS%2BkGLvgjr1WLoqUmt3vFW9P0bis6%2FUWfleg51ncuVOJ90SA5aITIFAHAQFWHaaoBwIECBAgUJDAv19YOOGWb8bPpIifj8g%2FGpE2FVTeUUvJEd9MkS%2BP1PjjmR1br4iU8jDUrca1CVQRYM1MNm%2F%2Fs3Ove%2BUcB2Zbzck795pLKXaurYt7PyWY6Fbu3uum2gs9zeKuHd2T6mZiJwIECNxdQIDlPhAgQIAAAQJ9Ezj7yi%2BcNH7zt38op%2FSjkeNHU8QT%2B3bY%2BjfuRMSnIuKvcuS%2Fuv6U8Q9fvmXLkfVvY8UwCPQaOq32KJgYhkl3X6MAq3s7KwkQILARAgKsjVB2BgECBAgQIHC7wLntqx4%2F1hj7qcj5R3NEK0U8aINpvpxz%2FFVqND5463jjr9%2F63C03bPD5jhuQgABrQPBDdKwAa4iGpVQCBEZSQIA1kmPXNAECBAgQKEAg5zR18NOPibzy5IjGk1Pk0yLykyPSk3PkJ6VIx3dZ5Q0R%2BW8j0u3%2F6uTO51f%2F50oc97eXtJ7y9S73tGzIBQRYQz7ADShfgLUByI4gQIBADwICrB7wLCVAgAABAgT6K3BB%2B6qH3DJ27OaxtLy5kTqb09LY5pXU2TzW6HRyNA7n3Djc6SwfPnbzpsOdOO7wnmefdlN%2FK7L7sAoIsIZ1chtXtwBr46ydRIAAgW4EBFjdqFlDgAABAgQIECAwVAICrKEa10CKFWANhN2hBAgQWLOAAGvNVB4kQIAAAQIECBAYVgEB1rBObuPqFmBtnLWTCBAg0I2AAKsbNWsIECBAgAABAgSGSkCANVTjGkixAqyBsDuUAAECaxYQYK2ZyoMECBAgQIAAAQLDKiDAGtbJbVzdAqyNs3YSAQIEuhEQYHWjZg0BAgQIECBAgMBQCQiwhmpcAylWgDUQdocSIEBgzQICrDVTeZAAAQIECBAgQGBYBQRYwzq5jatbgLVx1k4iQIBANwICrG7UrCFAgAABAgQIEBgqAQHWvcc11T70yEZ0njpUg7yPYvNY56aZHc1P9dqHAKtXQesJECDQXwEBVn997U6AAAECBAgQIFCAgADr3kPYNTd%2FfiPSHxQwnp5KyJE%2FODs58WM9bRIRAqxeBa0nQIBAfwUEWP31tTsBAgQIECBAgEABAgKsew9hur3465HybxUwnp5KyBH%2FZXay%2BfKeNhFg9cpnPQECBPouIMDqO7EDCBAgQIDAaAucf%2FBTpyzlxmMaEadENE7JuXNyyulhKaWTI%2FLDcsTJEXFiRD4hRdocEcdH5M050uZ0%2B9%2BPyBE3p8iHI9LhnONwpHw4RTockW%2BOiG%2FmlG5IOW7IOb6ZGvmGTqdxQ6T8jU3jjX%2FYc8bWL4z2BHS%2FKiDAuo8Aa27h9yLiV4f%2BhuT8xpnWxGt67cMnsHoVtJ4AAQL9FRBg9dfX7gQIECBAoPYCZ19x6J%2BN5%2BXTOiv5tEbE43NK%2FywiHhMRj04RTywBIEd8MyL%2BPiL%2FQ7r9fza%2BklJ8biWlT%2B%2FbsXWxhBrV0F8BAda9fafmFi5JEa%2Fsr%2FwG7J7jwplW86JeTxJg9SpoPQECBPorIMDqr6%2FdCRAgQIBAbQRWg6pNnaXtEY0fiNx5aspxWk7pSSniuOFvMl8TEZ%2FOEZ9upLSQN40vzJzx9C8Nf186uEtAgHXvuzA9t%2FDuiDhz2G9JTvklszsn%2FqTXPgRYvQpaT4AAgf4KCLD662t3AgQIECAwlAJnta89bvPYt5%2BVOvGsFPmMiPyciHTKUDbTfdE35IiPR45PpMhXxvHHfnTmWU%2F7RvfbWTlIAQHWvfWn2gt%2FnVL88CDnUsXZnUaa3Ldj24Fe9xJg9SpoPQECBPorIMDqr6%2FdCRAgQIDAUAjcHljFt5%2BXIk9Gyq0U6blDUfgGF5kjvhIRn4yc22ObNl2x5%2FnPWNjgEhzXpYAA6z4CrLmFq1PEM7okLWZZZ1M8dd%2Fzmp%2FrtSABVq%2BC1hMgQKC%2FAgKs%2FvranQABAgQIFCsw1Z5%2FXjTSD0cnWinFzmILLbiwHPHtFPlAjsYVkdKHZndu%2FUjB5Y50aQKs%2Bwqw5q9PkR4%2B7Bdj6cQTH3LJ9id9q9c%2BBFi9ClpPgACB%2FgoIsPrra3cCBAgQIFCMwK4rFh%2BaOvGTkfNPRcSPp4iHFlNcTQq5I9CKD%2BSU3j927Ob%2FvufZp91Uk9aGvo3p9sIFkeLNvTQyM9m8%2Fc%2FOvYZhOceB2VZz8s695noJkHOO18%2B2mrvX29eZOY%2BdemBxeb3ryns%2BL89MToxXUZcAqwpFexAgQKB%2FAgKs%2FtnamQABAgQIDFxg6sDVT0u586LI%2BScjpTMGXtCIFZAj%2FjpF%2FPcYH3%2B%2Fl8IPdvjnta%2BezKnT7raKe4ROu1OK11W010ACrPPbC4%2FppNu%2FEjvkf%2BX%2FMzM58ZQqmig5wJpuL1wWKV7edZ8V%2FVJj1%2BdbSIAAgQoEBFgVINqCAAECBAiUJPBLHzl08rFLy%2F8mOvFvUorvL6m2Ua4lR74qRfrTlOKde3c2rx1li0H1Pt2e%2F2Kk9Liuzr9bAFCHT2Cde3D%2BB8c66eNdWRS0KEd8YHay%2BRNVlFRygNVrALuSO0%2FY3zr9i1U42YMAAQKDEhBgDUreuQQIECBAoEKBMw8dOuYR31j%2Bl7kTv5Aj%2F0SKVMlXaios0VZ3E8iRP5ki3pU2Hfeuvc976j%2FA2RiBXe3FFzZSfu%2B6T8t5YaY1MXHXujoEWNPthZdEineu26KwBTlidnayOV1FWSUHWKv9dfsprG6%2FZlqFqT0IECBQpYAAq0pNexEgQIAAgQ0WuOMrgisXRMRLItKDN%2Fh4x1UhkPOHI6U%2FXsrHXX5J6ylfr2JLexxdYKq9eFZE56KU0klrcVr96uAx0XnhRa3Tb6xTgLVrbuG1jYjfWYtByc%2FkSL88O7mtp3eb3W2uPX2d8659%2BvGutNW9L2hf9ZClaFy0nq8SCq9Kvr1qI0BgvQICrPWKeZ4AAQIECAxY4Owrrxzf9J1jXhw5n5Minj%2FgchxfkUCOvJQi%2FkeOdOmpedtf7G6lGrxguyKcire5Mwg4KyImcsTjj7L9fI40t6%2B17X33%2FOerIVhK%2BdJuy8o53jLbaq4Gz6svhO8pNOk2oJiem39rRHpFtz0Us66RXjizY9v7q6in11ncO8Cq7p7cvb%2FVrxN2orP6IwC3%2FxDAffy1GrbOd6Jzma8NVnEz7EGAQCkCAqxSJqEOAgQIECDwAALTH77mcXl56bzI%2BawU6eHA6iuQI66LHH%2B0MrbpbRfv2HJNfTsdzs5WA7Ajkb641k9x3bPLu7%2BPqNfQpIcAqx2RjhaADM1gVnJs3d9qfrqKgnudxT0DrCrvSRX92YMAAQLDLiDAGvYJqp8AAQIEai9w3oHFrTnn34iIM2vfrAbvS%2BBTkdLbDo8d81%2Fe9rynfhtRGQLdv08rLpxpNS%2B6q4teQ5NuA6ypuYUvp4jHlqHZfRXHHHPy8W9%2BmLeNEwAAIABJREFU7mMPd7%2FDP63sdRb3DLBW%2F%2B%2Bq7kkV%2FdmDAAECwy4gwBr2CaqfAAECBGorsKu98OyU4jdTRCW%2FsFVbqBFpLEfcHCne0Yg0u3fntqtHpO2i27z9l%2BFi5bK1%2FLJhzvlbEY0LZlvbLrt7U72GJt0EWGdfeeXx4zePf6do3DUUlyP%2BcXay%2Bag1PLqmR6baCxelFK9a08NHeyjnL820Jr7na6lV3JOearKYAAECNREQYNVkkNogQIAAgfoInHdg4Yc6Of96itSqT1c6qVIgR%2F5IpMbs7M5tf1zlvvbqTuBu7yS6zw0a0ZjbFMvzd38R%2FF0P9vqLhp2cXnRf7%2Bm6v05Ww%2FFGio921205q3LEh2Ynm5W9B7DXd5vdLpPj7TOt5ur71e71Vy%2F3pBx1lRAgQGBwAgKswdk7mQABAgQIfI%2FA9MHFF%2BRO59dSpB9AQ2AtAjny1yM1%2FnD82HTRW5699WtrWeOZsgR6ek9SzgszrYmJ9XY0fWD%2BFZHTW9e7rrTnc84Xz7Ymzq2qrjte7p%2Fm1%2FKJuqOdmXKjtbe1da6qmuxDgAABAv8kIMByGwgQIECAwCAFck7nXbH4rzqdvBpcnT7IUpw9vAI54taIeNtYjt%2Fd02p%2BdXg7Gc3KV9%2BTlKJz2XpeCn%2FHVxLHJ2dbW%2BbXqzY1N%2F%2F7KdKF611X2vM55%2FNnWxN7q6xrqn1oImJpbj2zuOv8nNMv3vMrolXWZi8CBAiMuoAAa9RvgP4JECBAYGACUwcWfiHl%2FGsR6Z8PrAgH104gR74s8vj%2FN9va8re1a67GDd0RnCyvvoNp5wO2mePtK9HZvb91%2Bhcf8Nn7eGBqbuGvUsS%2F6GZtSWs6ETv2TTavqLqmc9tXPb4RjdVZvGBNe%2Bf8pU40LljvVznXtLeHCBAgQOC7AgIsl4EAAQIECGywwOp7ViJ1Xpcifc%2BLfje4DMfVX%2BDylNJveeH7cA169Wtsy7HpqF8LrOLraVNzCzeliAcNl8y9qx3PnYfe13vFquxr9b1V97ff0d5tVmUN9iJAgACBOwQEWG4CAQIECBDYIIFzD87%2FYKMTF6dI635nzQaV6JhaCuT3LjfGf%2F3iHVuuqWV7mlqXwPSH5rfEcvr0uhaV%2BfBXZyabjy2zNFURIECAQD8EBFj9ULUnAQIECBC4m8Dq11HGovGmSPGzYAgMQiBH5BTxJzlv%2Bg1fLRzEBMo5c7q98G8jxX8up6KuK%2FnzmcnmT3W92kICBAgQGDoBAdbQjUzBBAgQIDAsAq%2F40GcfdNzKbb%2BZcvy7iDhmWOpWZ30Fcs4rKdI7UiNev3dn89r6dqqzowlMz82%2FNSK9YtiFckpvmN257bXD3of6CRAgQGDtAgKstVt5kgABAgQIrFlg%2BsDCy6MT%2FylSPGzNizxIYGMF%2FnDlmLx7%2F3Mn%2Fn5jj3XaIAWm5uY%2FnyI9eZA1VHF2jvjXs5PNd1axlz0IECBAYDgEBFjDMSdVEiBAgMCQCEx%2F%2BJrHxdKR%2FxyRfmRISlbmiAusfpLl1rFjfudtz3vqt0ecovbt3%2F515tSoxSfvUk5P29va9tnaD02DBAgQIPBdAQGWy0CAAAECBCoQ2J1z4%2FoDCxfkiN9KkY6vYEtbENgwgRz56zniP6ycuLz%2Fku3blzbsYAdtqMCu9vy5jZT2beihfTgsR3x7drL54D5sbUsCBAgQKFhAgFXwcJRGgAABAsMhcG574RmNlP%2FIrwsOx7xUeT8COb6QI14z22r%2BKaf6CUzNLbwnRfyrYe8s5%2Fw%2FZ1sTPz3sfaifAAECBNYnIMBan5enCRAgQIDA9whMH5j%2Frcjp17EQqJNAjvzJRiNfuHfH6R%2BuU1%2Bj3sv03Py3ItLwf3Ip5dfM7Jx446jPU%2F8ECBAYNQEB1qhNXL8ECBAgUInAOQcPPX3TytK7I6UtlWxoEwKFCeSInCJfFpuP%2FdWZZz3tG4WVp5x1Cuw6ePVPNTqd%2F7HOZUU%2B3mmkyX07th0osjhFESBAgEDfBARYfaO1MQECBAjUUWD1XVdfO7D46kbE7og4po496onA9wjk%2BEY08v87s6N5aaSU6QynwNTc%2FKUp0lnDWf3dq87LjUefcOKe0067bfh70QEBAgQIrEdAgLUeLc8SIECAwEgLrP7CYD6y9J6U4vtHGkLzIyqQP5HT2FmzO7d%2BZkQBhrbt1eD9ugOLN6aIBw1tE3cWvvr11tnJiR8c9j7UT4AAAQLrFxBgrd%2FMCgIECBAYQYGpAwuvihxvSBHHjWD7WibwXYEc%2BfduySe97rLWE27FMhwC0wcWfzJy%2Fp%2FDUe39V5kjv3l2cuKX69CLHggQIEBgfQICrPV5eZoAAQIERkzg7PbnHr4p3fpHKeLHR6x17RK4P4Ev55RfObtz4oOYyheYnpv%2Fs4j0ovIrfeAKOzm9aF9r2%2Fse%2BElPECBAgEDdBARYdZuofggQIECgMoHz2ldP5ui8K1I8orJNbUSgTgI53r70oBNfdcn2J32rTm3VqZdf%2Bsihk487snx9RDSGva%2FVHxZYPnHpxEu2b79l2HtRPwECBAisX0CAtX4zKwgQIECg5gK723nTdY3F340cv5Ii%2FGdlzeetvR4FcnwtjcX03h3N9%2FS4k%2BV9EJg%2BMP%2FqyOkNfdh6EFt%2BdGay%2BdxBHOxMAgQIEBi8gD%2BUD34GKiBAgACBggR2XbH4xLSc3%2B1F7QUNRSlDIZBz%2Fp9jY51f3LPjmauf9vFXCQI5p%2BkDC1%2BNSN9XQjm91pBT7J7d2Xx9r%2FtYT4AAAQLDKSDAGs65qZoAAQIE%2BiAwdWDxZZHz%2FhRxYh%2B2tyWB2gvkiG%2BmFBfO7Gy%2BvfbNDkGDU3MLL00R%2F3UISl1biWPx7JnnNz%2B%2Btoc9RYAAAQJ1ExBg1W2i%2BiFAgACBdQuceejQMadct%2FQHKaVz1r3YAgIE7iWQI7eXx8bPuuT5W76MZ3ACU3MLV6eIZwyuggpPzvGdmVbT%2F3OhQlJbESBAYNgEBFjDNjH1EiBAgEClAud%2BZP7RjSPx3hTpByrd2GYERlwgR9waOX5jttV804hTDKT9qfbCj6cUfzGQw%2FtxaI73zLSa%2F08%2FtrYnAQIECAyHgABrOOakSgIECBDog8D0gcUdkfN7I%2BLkPmxvSwIEIiJHnu%2Fk9G%2F2t5qfBrJxArX69NXqPUr53NmdExdvnKCTCBAgQKA0AQFWaRNRDwECBAhsiMBUe%2F41EfHbKaWxDTnQIQRGWiAvR6T%2F2Hj08a%2Ffc9ppt400xQY0X7d3X%2BWI3BmPR%2B4%2Fo3ndBvA5ggABAgQKFRBgFToYZREgQIBAfwTOvvILJ226%2BeY%2FShH%2Fsj8n2JUAgaMJ5Mh%2F28hjr9zb2jpHqX8C0%2B35L0ZKj%2BvfCRu%2B88GZyebODT%2FVgQQIECBQlIAAq6hxKIYAAQIE%2BikwfWDxJ3POl6aIU%2Ft5jr0JELh%2FgRzx143ceO3e1tYrWVUrMHVg4XUpx%2B5qdx3sbjnn82dbE3sHW4XTCRAgQGDQAgKsQU%2FA%2BQQIECDQd4HzP%2Fb5B3duvWVfRPzrvh%2FmAAIE1iNweYyP%2F%2BrMGU%2F%2F0noWefa%2BBXZ9aOEpjeX4bN18VsbjEb4%2BWLep6ocAAQLrFxBgrd%2FMCgIECBAYIoGpA1c%2FN%2BWVyyPS9w1R2UolMFoCOb%2Bxs6nxxn3P3%2FbN0Wq82m6n5xYORMSOancd7G45x4HZVnNysFU4nQABAgRKEBBglTAFNRAgQIBAXwSm567%2BkYiVP49Im%2FpygE0JEKhQIN%2B4%2BqL3pROXLrpk%2B%2FZbKtx4JLaaPjD%2F6sjpDXVrNkdMz042Z%2BvWl34IECBAYP0CAqz1m1lBgAABAkMgMD23%2BJwc%2BW9SxHFDUK4SCRD4rkC%2BPlL8p80PSXvf1Gx%2BB8wDC5zXvnp7TisfrVtYv%2Frrg8fkzskXtU6%2F8YEVPEGAAAECdRcQYNV9wvojQIDACAqcd2Bxa6fTuSKldNIItq9lAnURuCGn%2BIPbxjfteetzt9xQl6aq7uPs9ucePh6Hr6zZrw7ewZTjL2dazR%2Bv2sx%2BBAgQIDCcAgKs4ZybqgkQIEDgKAIXtK96yJHUWEwRj4VEgEANBHJ8J0f84VjEm%2Fa0ml%2BtQUeVtXD2lVeOj988%2FrGIeGZlm5a0UWr83MzOre8uqSS1ECBAgMDgBARYg7N3MgECBAhULLC7nTddHwtzkdIZFW9tOwIEBi6Ql3OO9zRi7E17W1uvHHg5BRQwPTf%2FZxHpRQWUUnkJOedvnRrNh%2B9upeXKN7chAQIECAylgABrKMemaAIECBC4L4Hpufm3RqRX0CFAoOYCOT6eG2nP7M5tf1zzTo%2Fa3vTcwjsj4iX17T%2F%2F%2FszkxK%2FUtz%2BdESBAgMB6BQRY6xXzPAECBAgUKTB9YOHlkeOyIotTFAECfRHIkf9vpHRxZ1Ps239G87q%2BHFLYpud%2F7PMP7hy%2B5YOR4lmFlVZpOctp%2FJ9fvPPpn690U5sRIECAwFALCLCGenyKJ0CAAIFVgekPX%2FO4vHTkmhTpeCIECIyeQI68lCLem%2FLYvr2trXN1FTj%2Fw1c%2FaWVp5QMp0pPr2uOdfX10ZrL53Jr3qD0CBAgQWKeAAGudYB4nQIAAgfIEpubmr0qRJsqrTEUECGy8QP4%2FORr7l0884W2XbH%2FStzb%2B%2FP6cOD139Y%2Fk6LwnRTyoPyeUs2sn0iv2TW67tJyKVEKAAAECJQgIsEqYghoIECBAoGuB6bn5%2FxSRfrnrDSwkQKC2Ajnn1Xdk7Z9tTXxoWJu8%2FSuDt37nP0aks4e1h%2FXVnW9cOnH50Zds337L%2BtZ5mgABAgTqLiDAqvuE9UeAAIEaC5x38KozcqcxtP%2FFtMaj0RqBsgRy%2FlJEvCs2pffOPL%2F58bKKO3o1u9rzP9%2BI9KZI8YhhqbnXOnPk35qdnPjNXvexngABAgTqJyDAqt9MdUSAAIGREDirfe1xJ8RNn44UTxqJhjVJgEBVAl%2BOFH8Wkd47s3Pbwao2rXKfqQOLL4tO%2Fo2U4ilV7lv6Xjni1uV83GMvaT3l66XXqj4CBAgQ2HgBAdbGmzuRAAECBCoQmJqb%2F%2F0U6cIKtrIFAQIjK5Cvzym9JyL%2F1W3j43Nvfe6WGwZJMTW38NKI%2BI0U8bRB1jG4s9Oemclt%2F25w5zuZAAECBEoWEGCVPB21ESBAgMB9CkzPLT4nIn8EDwECBKoUyBGLKcXf5EhXrqSxqy7eseWaKve%2F5153vt%2FqBZHTC3LKPzHyv6Q6Pv74mTOevvp1T38RIECAAIF7CQiwXAoCBAgQGDqB6bmFz0TEU4eucAUTIDBUAqtfaUs5FiLFp3LKC50UV926ctLiZa0n3NpNI%2BcdWHjCSk7bG5FPz5GfnSK1utmnjmtWX7g%2F25r4%2BTr2picCBAgQqEZAgFWNo10IECBAYIMEpucWfjUifm%2BDjnMMAQIE7iWQI76dIr6ZI25METfG6r%2FyHf93pHxTijghR3pQRJy4%2Bq8UcVJE3haRHoLzvgVWcmzd32p%2Bmg8BAgQIEDiagADL3SBAgACBoRF41ceufsTyrSvXRqTNQ1O0QgkQIEDgAQTyu2cmJ34OEwECBAgQuD8BAZb7QYAAAQJDIzDdXvjTSPGzQ1OwQgkQIEDgfgVyzivpmGOe5N1XLgoBAgQIPJCAAOuBhPxzAgQIEChCYHru6h%2BJ6HywiGIUQYAAAQKVCOScL55tTZxbyWY2IUCAAIFaCwiwaj1ezREgQKAeArtzblx3YOFzKdKT69GRLggQIEBg9SX5Y42Vf7ZnxzOvp0GAAAECBB5IQID1QEL%2BOQECBAgMXGDqwPw5Kaf9Ay9EAQQIECBQnUDOb5xpTbymug3tRIAAAQJ1FhBg1Xm6eiNAgEANBC78yFc2HznyjS9FpFNq0I4WCBAgQOB2gXzT4U3HPeZtz3vqt4EQIECAAIG1CAiw1qLkGQIECBAYmMBUe%2BG3U4pfG1gBDiZAgACB6gVSOm9m57aZ6je2IwECBAjUVUCAVdfJ6osAAQI1EDj74DWPGl9ZujZSHFuDdrRAgAABAqufvYp81ezkxDNhECBAgACB9QgIsNaj5VkCBAgQ2FCB6bn5iyPS2Rt6qMMIECBAoI8CeXm5Md68eMeWa%2Fp4iK0JECBAoIYCAqwaDlVLBAgQqIPAVPvQI1Na%2BkpE2lSHfvRAgAABAhE5pTfM7tz2WhYECBAgQGC9AgKs9Yp5ngABAgQ2RGBqbmEmRUxtyGEOIUCAAIG%2BC%2BTIX1w%2BcfmfX7J9%2B1LfD3MAAQIECNROQIBVu5FqiAABAsMvcPu7rzpL%2FzD8neiAAAECBL4r0Ih%2FMbOj%2Bb%2BIECBAgACBbgQEWN2oWUOAAAECfRWYnlt4S0T8u74eYnMCBAgQ2DCBnPLe2Z0T52%2FYgQ4iQIAAgdoJCLBqN1INESBAYLgFpj%2F%2BmYfF4SOrn746Zrg7UT0BAgQI3CGQ%2F0%2Fj0Sds23PaabcRIUCAAAEC3QoIsLqVs44AAQIE%2BiIwPbfwexHxq33Z3KYECBAgsNECR2JTfubM8yYObfTBziNAgACBegkIsOo1T90QIEBgqAXOvvILJ226%2BeavpogTh7oRxRMgQIDAnQL5V2YmJ34fBwECBAgQ6FVAgNWroPUECBAgUJnA9Nz8b0ak11e2oY0IECBAYJACB2cmmzsHWYCzCRAgQKA%2BAgKs%2BsxSJwQIEBhqgQs%2F8pXNR2674SuR4mFD3YjiCRAgQCByzn8%2Fvnns%2B9%2Fy7K1fw0GAAAECBKoQEGBVoWgPAgQIEOhZYGpu8cIU2ddMepa0AQECBAYtkA%2Bn1HjW3p3brh50Jc4nQIAAgfoICLDqM0udECBAYGgFzsx57JQDC19JkR41tE0onAABAgQiR%2BTcaPz%2F7N15nB1llf%2Fxc26nwyo6KCiiAoMoEtN1I1ERobuuOoo7KO5bEMWkKgg4Os7gFsZ11GFNVTDKNu6iguPK6MytDouiEW51DC6ogLviwi6k0%2FfMq9kEzHL73rpVT1V9%2BOc3rx%2F1POd73qfU5Ly6733uqvGFX4UDAQQQQACBLAVYYGWpyV0IIIAAAn0JLEumjmiIndnXYQ4hgAACCDgj0BU5fpXvvd%2BZQARBAAEEEKiMAAusyoySRhBAAIHyCgTt9Eeq8ujydkByBBBAAAEx%2BULU8g5HAgEEEEAAgWEIsMAahip3IoAAAgj0LLB8Mn2Kmfxvzwd4EAEEEEDAOYHZ%2Fx6PW97TnAtGIAQQQACBygiwwKrMKGkEAQQQKKdAmHS%2BLKLPKWd6UiOAAAIIiMj%2FNXbf%2Flmn7bPPbWgggAACCCAwLAEWWMOS5V4EEEAAga0KLG1fvmdDGz9XEf73aKtaPIAAAgi4J2AiF43svv3TWF65NxsSIYAAAlUT4C8MVZso%2FSCAAAIlEgiSNFKRoESRiYoAAgggcKfA7PJqm%2Fk7P%2F2kAx%2F%2BV1AQQAABBBAYtgALrGELcz8CCCCAwCYFjlr7s%2FvPu%2BnG36jo9hAhgAACCJRLwEQu3Ljj9CGrFy%2B%2BpVzJSYsAAgggUFYBFlhlnRy5EUAAgZILhEnnTSL6nyVvg%2FgIIIBA7QTM5EvX7jrvxecuWLChds3TMAIIIIBAYQIssAqjpzACCCBQb4Gwnf5UVPautwLdI4AAAmUTsDMjv3lk2VKTFwEEEECg%2FAIssMo%2FQzpAAAEESiewrD31tIbaN0sXnMAIIIBAvQXeFvne%2B%2BpNQPcIIIAAAkUJsMAqSp66CCCAQI0Fwnb6eVF5YY0JaB0BBBAojYCZzTQajVevnBj7VGlCExQBBBBAoHICLLAqN1IaQgABBNwWWHpxuuvItPxWRBpuJyUdAggggICY%2FMnEDo1bzYvQQAABBBBAoEgBFlhF6lMbAQQQqKFAmHTeKaIn1LB1WkYAAQTKJWCWzmwjzz79wOavyxWctAgggAACVRRggVXFqdITAggg4KqAmYbJ1G9F5cGuRiQXAggggICImX322l1HX803DfI2IIAAAgi4IsACy5VJkAMBBBCogcDyyfR5s1%2B%2FXoNWaREBBBAos8Axke%2BdWuYGyI4AAgggUD0BFljVmykdIYAAAs4KhEnnyyL6HGcDEgwBBBCosYCZ%2FNhGGi9eNb5wqsYMtI4AAggg4KgACyxHB0MsBBBAoGoCx3xn3YM33tr9DR%2FeXrXJ0g8CCFRAoGsqJ177oHlv41cGKzBNWkAAAQQqKsACq6KDpS0EEEDANYGwPfV2UXu3a7nIgwAC%2BQiY2pvFZKmKPjKfilTpScDsGmuMvDyeWHhJT8%2FzEAIIIIAAAgUJsMAqCJ6yCCCAQN0EgiT9hYo8vG590y8CCNz%2BgeC%2FjlvNh81aLGtPPa2hdpSIvAibYgVM5cPbjO78zpMOfPhfi01CdQQQQAABBLYuwAJr60Y8gQACCCAwoMDyNZ1nWFe%2FMeA1HEcAgZIKmFgn9puL7hk%2FaK9%2FiDQ2Hqkms8usR5S0tTLG3iAiZ0w3Rt%2B9eny%2F35axATIjgAACCNRTgAVWPedO1wgggECuAkGSnqsih%2BdalGIIIOCQgH0z8ptP31SgFWaNay%2BcasmMvMpUXqgiOzoUvEJRbKOInj0z31acfmDz1xVqjFYQQAABBGoiwAKrJoOmTQQQQKAogaPaP37QqN56bVH1qYsAAsULmNkn41bzlVtLctwlv9zutg1%2FPlTFjhDRf9ra8%2Fz7rQuY2fWzi6tGQ05ZOeFdtfUTPIEAAggggICbAiyw3JwLqRBAAIHKCAST6TFqcnJlGqIRBBCYs4CJnRT7zTfN5eDSi9NdGxvtVWLybBVtzeUsz4qY2PdU5fSbu%2Ff%2F1NmtvW7FBAEEEEAAgbILsMAq%2BwTJjwACCDguECbp90RkseMxiYcAAkMU6Iocv8r33t9viaC9fkfV6dmfyDpERJ4jog%2Ft965qn7PrRPTTZvNWx60FnWr3SncIIIAAAnUTYIFVt4nTLwIIIJCjwPL21L6m9sMcS1IKAQQcFDCV18UT3hlZRVs%2BObWw27VniMpTReSgun9ulol82kw%2Ft6o1dn5WxtyDAAIIIICAawIssFybCHkQQACBCgmESfpeETm%2BQi3RCgII9CFgIs%2BLfe%2FLfRzt6cjSNZ0nNGZ0XFVaInaQiO7U08GSPnT751qptEX1K7eObPO5Mw%2Fa98aStkJsBBBAAAEEehZggdUzFQ8igAACCMxVIGh3fqWqu8%2F1HM8jgEDFBEbkgOhg79K8ulreXrfYtHugieyvIk8QkX3zqj2sOiY2u7D6X23It%2FK0HFY%2F3IsAAggggMBcBVhgzVWM5xFAAAEEehJYtmZqotG1pKeHeQgBBCotoCr%2FWOQ34M1%2BhlajsfEJMyZPbIg9XkQWiOijHEb%2FhYh9R0Qu1YZdunJ80cUOZyUaAggggAACuQiwwMqFmSIIIIBA%2FQSCdvoxVTmyfp3TMQII3FfAbN794taCm1yTWdq%2BfM%2BRkcbe3RnbRxu6t5g9UkT2ENHdVWTX4ea1G0T0pyJ2jYhcJdr4edfk543tRr8bPfExfxpubW5HAAEEEECgfAIssMo3MxIjgAACzgssaV%2B17Q56%2Fe%2Br%2Fjk0zg%2BCgAg4IhD5Xin%2FzBlefMUeMr3xoWa2uzRkdzF7oJhuLyrbqdh2IrqdmWwnOvt%2Fy6iY3KIqN4vIzaZys3bl5q7q9Q2Ta7Uhf5jpyh9knv5BN478wcWFniOvCzEQQAABBBDYpEAp%2FzDBLBFAAAEE3BYIJjsvUNMvuJ2SdAggkIeAifwy9r1H5FGLGggggAACCCBQXQEWWNWdLZ0hgAAChQkE7c5nVPUlhQWgMAIIuCRwWeR7%2B7sUiCwIIIAAAgggUD4BFljlmxmJEUAAAacF7vz1wT%2FP%2FmqN00EJhwACuQiYyDdi33tmLsUoggACCCCAAAKVFWCBVdnR0hgCCCBQjEDQTg9XlXOLqU5VBBBwTcBE%2Fiv2vde4los8CCCAAAIIIFAuARZY5ZoXaRFAAAHnBYIkPVdFDnc%2BKAERQCAXAVP5cDzhvSWXYhRBAAEEEEAAgcoKsMCq7GhpDAEEEMhfgF8fzN%2BcigiUQOBfIt%2F7UAlyEhEBBBBAAAEEHBZggeXwcIiGAAIIlE0gmOy8RE0%2FU7bc5EUAgSEKqCyJJrxzhliBqxFAAAEEEECgBgIssGowZFpEAAEE8hIIkvQLKvKCvOpRBwEESiCg%2BuxoYuxrJUhKRAQQQAABBBBwWIAFlsPDIRoCCCBQJoE3p%2BkOt%2FxF%2Fqgi25YpN1kRQGC4At0RXbzq4LHvD7cKtyOAAAIIIIBA1QVYYFV9wvSHAAII5CTAtw%2FmBE0ZBEomMD0yb4%2FVBy%2F4RcliExcBBBBAAAEEHBNggeXYQIiDAAIIlFUgTNJPi8hLy5qf3AggMByBXWxsdEVLNw7ndm5FAAEEEEAAgboIsMCqy6TpEwEEEBiiwFFr146O3jTvehHdbohluBoBBEomYCI3xr63U8liExcBBBBAAAEEHBRggeXgUIiEAAIIlE1g2Zp1z250u18pW27yIoDAkAVMfha1vEcOuQrXI4AAAggggEANBFhg1WDItIgAAggMWyBMOmeI6GuHXYf7EUCgdALfjnzvwNKlJjACCCCAAAIIOCfAAsu5kRAIAQQQKJfACrPGtZNT14rIzuVKTloEEMhB4L8j33t%2BDnUogQACCCCAAAIVF2CBVfEB0x4CCCAwbIHlk%2BlTzOR%2Fh12H%2BxFAoHwCZnJG3PJeV77kJEYAAQQQQAAB1wRYYLk2EfIggAACJRMI252VohqWLDZxEUAgH4H3R753fD6lqIIAAggggAACVRZggVXl6dIbAgggkINAkHR%2Bo6K75VCKEgggUDIBE31T7I%2BdVLLYxEUAAQQQQAABBwVYYDk4FCIhgAACZREI16SPk658vyx5yYkAAvkKdM1etarV%2FES%2BVamGAAIIIIAAAlUUYIFVxanSEwIIIJCTQNBOV6jKu3IqRxkEECiZgDbskJXjzQtKFpu4CCCAAAIIIOCgAAssB4dCJAQQQKAsAkHSuUxFF5UlLzkRQCBngYbsH417l%2BVclXJUFwpTAAAgAElEQVQIIIAAAgggUEEBFlgVHCotIYAAAnkIBO31D1Hd%2BNs8alEDAQTKKdAwefhpLe9X5UxPagQQQAABBBBwSYAFlkvTIAsCCCBQIoEwSZeJSFyiyERFAIGcBXaxsdEVLd2Yc1nKIYAAAggggEAFBVhgVXCotIQAAgjkIRAk6ddV5JA8alEDAQTKJ2AiN8a%2Bt1P5kpMYAQQQQAABBFwUYIHl4lTIhAACCDgusKR91bY76A3Xi8h8x6MSDwEEChIwkZ%2FHvrd3QeUpiwACCCCAAAIVE2CBVbGB0g4CCCCQh8DyNekLrSufz6MWNRBAoJwCJvKd2PeeVM70pEYAAQQQQAAB1wRYYLk2EfIggAACJRAIk84ZIvraEkQlIgIIFCRgIl%2BOfe95BZWnLAIIIIAAAghUTIAFVsUGSjsIIIBAHgJh0vmDiO6SRy1qIIBAWQXszMhvHlnW9ORGAAEEEEAAAbcEWGC5NQ%2FSIIAAAs4LhBd1FshG%2FYHzQecQcPbDplXkfnM4wqMIILAVAVP9QDwx9m9AIYAAAggggAACWQiwwMpCkTsQQACBGgkEydRxKnZilVo2sU%2Bo6Cur1BO9IFC0gIm%2BKfbHTio6B%2FURQAABBBBAoBoCLLCqMUe6QAABBHITCJLOBSr69NwK5lDI1F6oJqeJ6ENzKEcJBGoh0DV71apW8xO1aJYmEUAAAQQQQGDoAiywhk5MAQQQQKA6Ai9av37%2Brn%2FYeIOobFOdrmTDzbbT%2FXfQG74rIgsr1BetIFCogDbskJXjzQsKDUFxBBBAAAEEEKiMAAusyoySRhBAAIHhCwTt9BBV%2BfrwK%2BVa4b8j33t%2B0E4TVZnItTLFEKiwwIza406faF5e4RZpDQEEEEAAAQRyFGCBlSM2pRBAAIGyC4ST6UlicmzZ%2B7hnfjM9Im6NnR0k6RdU5AVV6o1eEChSYGa%2BPez0A5u%2FLjIDtRFAAAEEEECgOgIssKozSzpBAAEEhi4QJOkVKvKYoRfKqYCZzdi8xi6rDh77S5ikHxWR1%2BVUmjIIVF5gFxsbXdHSjZVvlAYRQAABBBBAIBcBFli5MFMEAQQQKL%2FA8ot%2B9FDbeFulfprCxNqx33zK7HTCducDovrW8k%2BKDhAoXsDMro9bzQcUn4QECCCAAAIIIFAVARZYVZkkfSCAAAJDFgjaU0tU7awhl8n7%2BmMi3zt1tmiQTP2Liv1H3gGoh0AVBUzsp7Hf3KeKvdETAggggAACCBQjwAKrGHeqIoAAAqUTCJLOx1X0laULvoXAZvN2i1sLfjf7SNhOXycqs79GyD8IIDCggIldEvvNJw94DccRQAABBBBAAIG7BVhg8TIggAACCPQkECTp71Vk154eLsFDJjIV%2B553V9Qw6Rwmol8sQXQiIuC8gJl8KW55hzoflIAIIIAAAgggUBoBFlilGRVBEUAAgeIEgsl1j1HrXlFcguwrm9i7Y7%2F5zrsXWJNT42I2mX0lbkSgjgK2OvKbb6hj5%2FSMAAIIIIAAAsMRYIE1HFduRQABBColELQ7y1X1tCo1pdZ4%2FMrWwrV39bS0nT52RGVdlXqkFwQKFHhf5HtvK7A%2BpRFAAAEEEECgYgIssCo2UNpBAAEEhiEQJJ3zVLQyvw5kYr%2BN%2FeZD72lVxW9ZHMa7wJ0I9CRgclzU8k7u6VkeQgABBBBAAAEEehBggdUDEo8ggAACdRcI2%2BlNorJDVRzM7CNxq7n0nv0ctXbt6OhNoxuq0iN9IFCkgKm%2BMp4Y%2B2SRGaiNAAIIIIAAAtUSYIFVrXnSDQIIIJC5wLILp%2FZvzNjdv2qXeYECLjSTZ8Yt7xv3LV21RV0BtJRE4E6BxtMjf%2BE34UAAAQQQQAABBLISYIGVlST3IIAAAhUVCCc7bxXTD1SovQ3TO07vuHrx4un79hQk6S9U5OEV6pVWEChEYEbtcadPNC8vpDhFEUAAAQQQQKCSAiywKjlWmkIAAQSyEwjb6TdE5RnZ3VjsTWb21bjVfM6mUgRJ5zIVXVRsQqojUH6Bmfn2sNMPbP66%2FJ3QAQIIIIAAAgi4IsACy5VJkAMBBBBwUcBMg8mpW1RkWxfj9ZPJzI6OW82Vm1lg%2FZ%2BKtvq5lzMIIPA3gV1sbHRFSzdiggACCCCAAAIIZCXAAisrSe5BAAEEKiiwdE3nCSNdvbRKrc1Yd6%2FTW4uu3vQCKz1XRQ6vUr%2F0gkDeAiZyY%2Bx7O%2BVdl3oIIIAAAgggUG0BFljVni%2FdIYAAAgMJBO30zaryoYEuceiwiV0Z%2B81HbS5SmHQ%2BIqJHORSZKAiUTsBEfh773t6lC05gBBBAAAEEEHBagAWW0%2BMhHAIIIFCsQJh0viyim%2Fy8qGKT9V391Mj3jtn8Ait9n4j8W9%2B3cxABBERMLo1a3gFQIIAAAggggAACWQqwwMpSk7sQQACBKgnc8flXN6jIjlVpSxt2yMrx5gWb66dqP3FWlbnRR9kE7CuR33xu2VKTFwEEEEAAAQTcFmCB5fZ8SIcAAggUJnD0hT%2FwujMzncICZF7Y%2Fhr5ze23dO2yZOqIhtiZmZfmQgRqJWBnRn7zyFq1TLMIIIAAAgggMHQBFlhDJ6YAAgggUE6BMEnfKCKnlDP9JlKbXBC1vEO21E%2B4Zur50rXzK9MzjSBQgICJfTD2m28toDQlEUAAAQQQQKDCAiywKjxcWkMAAQQGEQjb6edF5YWD3OHSWTN5S9zyPrylTEG7c5CqXuhSbrIgUDaBXv6zVraeyIsAAggggAACxQuwwCp%2BBiRAAAEEnBQIk%2FRPIrKzk%2BH6CGU2b1HcWrDFX4l8w5r1%2B83rblzfx%2FUcQQCBuwRUlkQT3jmAIIAAAggggAACWQqwwMpSk7sQQACBiggsuyh9dGOj%2FKgi7YiJ%2FTH2m7tsrZ%2BlF6e7jkzL77f2HP8eAQQ2L9AVfdYqf%2BzrGCGAAAIIIIAAAlkKsMDKUpO7EEAAgYoIBO2pJap2VkXaERH7XOQ3X9JLP2GSWi%2FP8QwCCGxaQK3x%2BJWthWvxQQABBBBAAAEEshRggZWlJnchgAACFREI2p3TVfUNFWlHTPSo2B%2F7aC%2F9BEl6o4rs2MuzPIMAApsQGB3dM3ryftdggwACCCCAAAIIZCnAAitLTe5CAAEEKiIQJGmqImMVaUe6I7r3qoPHft5LP2G7c7Wo7tHLszyDAAJ%2FL7CLjY2uaOlGbBBAAAEEEEAAgSwFWGBlqcldCCCAQAUEjr7yym26v77lFhFpVKCd2RZ%2BEflezwupIOlcpqKLKtI7bSCQq4CJ3RL7zR1yLUoxBBBAAAEEEKiFAAusWoyZJhFAAIHeBZa31%2Fmm3XbvJ9x%2B0kQ%2BGvveUb2mDJPO%2F4joP%2FX6PM8hgMDfBEzk57Hv7Y0JAggggAACCCCQtQALrKxFuQ8BBBAouUCYpMeLyHtL3sbd8VX1FSsnxj7Vaz9h0vmsiL641%2Bd5DgEE7rnAsu%2FFfvMJmCCAAAIIIIAAAlkLsMDKWpT7EEAAgZILhEn6JRF5XsnbuDv%2BdGP0oavH9%2Fttr%2F2ESRqLyLJen%2Bc5BBC4xwLL7Ktxq%2FkcTBBAAAEEEEAAgawFWGBlLcp9CCCAQMkFwnb6R1F5YMnbuD2%2BiV0Z%2B81HzaWXoJ2%2BR1XeNpczPIsAAncKmJwTtbwleCCAAAIIIIAAAlkLsMDKWpT7EEAAgRILHH3xur27092flriFe0Wf6%2BdfzR4Ok86bRPQ%2Fq2JAHwjkKWAqH44nvLfkWZNaCCCAAAIIIFAPARZY9ZgzXSKAAAI9CSyfnHq5mX2yp4dL8JCJvDz2vU%2FPJWowmb5aTc6ZyxmeRQCBuwX%2BJfK9D%2BGBAAIIIIAAAghkLcACK2tR7kMAAQRKLBAm6Ski8sYSt3Cv6PO2bTzklAMW%2Fn4u%2FQRJ%2BlwV%2Be%2B5nOFZBBC4Q8BMj4hbY2fjgQACCCCAAAIIZC3AAitrUe5DAAEESiwQJuklIvKkErdwd%2FR%2BPv9q9nAwue5Ate7FVTCgBwTyFug2Gs9ZNb7wq3nXpR4CCCCAAAIIVF%2BABVb1Z0yHCCCAQG8CZhpMprep6GhvB9x%2Bqp%2FPv5rtaHl7al9T%2B6Hb3ZEOATcFZhr2xNPHm991Mx2pEEAAAQQQQKDMAiywyjw9siOAAAIZCgTt9U3VjZdneGWhV%2FXz%2BVezgY9q%2F%2FhBo3rrtYWGpzgCJRWYse5ep7cWXV3S%2BMRGAAEEEEAAAYcFWGA5PByiIYAAAnkKBMnU61VsdZ41h1lrujH60NXj%2B%2F22nxphklo%2F5ziDQN0FzObdL24tuKnuDvSPAAIIIIAAAtkLsMDK3pQbEUAAgVIKBEm6WkVeX8rwfx%2F6F5Hv7dFvL2HSuV5Ed%2Br3POcQqKOAiU3HfnN%2BHXunZwQQQAABBBAYvgALrOEbUwEBBBAohUCQdC5X0WYpwm495Kci33vF1h%2Fb9BNhkv5cRPbq9zznEKijgIn8Mva9R9Sxd3pGAAEEEEAAgeELsMAavjEVEEAAAecFlrSv2nYHveGvzgftPWAQ%2Bd6q3h%2B%2F95Nhkn5PRBb3e55zCNRRwEy%2BH7c8%2FnNTx%2BHTMwIIIIAAAjkIsMDKAZkSCCCAgOsCYTL1JBG7xPWcvebrNhreqvGFU70%2Bf9%2FngqRzgYo%2Bvd%2FznEOglgImF0Qt75Ba9k7TCCCAAAIIIDB0ARZYQyemAAIIIOC%2BQJikbxSRU9xPuvWEJnJjPDF2f1Ht%2B4PYwyT9tIi8dOvVeAIBBO4SMLFPxH7zVYgggAACCCCAAALDEGCBNQxV7kQAAQRKJhAknbNUdEnJYm8yrol8Pfa9Zw3SSzDZOU1Nlw9yB2cRqJ%2BAnRj5zX%2BuX990jAACCCCAAAJ5CLDAykOZGggggIDjAkGSpioy5njMnuKZytvjCe%2B9PT28mYeCpPPvKvqOQe7gLAJ1E%2BiKHL%2FK995ft77pFwEEEEAAAQTyEWCBlY8zVRBAAAFnBVa0bd61OnWbiDScDTmHYN2G%2BqvGxybncOTvHg0m02PU5ORB7uAsAnUTMNGjYn%2Fso3Xrm34RQAABBBBAIB8BFlj5OFMFAQQQcFZg6WRn0YjpZc4GnFuw7s220w5nt%2Fa6dW7H7v10mHReJaL%2FNcgdnEWgbgJd08NWtcbOr1vf9IsAAggggAAC%2BQiwwMrHmSoIIICAswLLkqkjGmJnOhtwDsFMZCr2PW8ORzb56LI1657d6Ha%2FMug9nEegTgLa6B60cnzRxXXqmV4RQAABBBBAID8BFlj5WVMJAQQQcFIgTNLZbx%2Bc%2FRbCKvzzscj3Xj9oI8va6QENlW8Peg%2FnEaiVwIg9Ojq4%2BZNa9UyzCCCAAAIIIJCbAAus3KgphAACCLgpECbp7OdFjbuZbm6psvoMnvDCzqNkRn88t%2Bo8jUC9BbojuvOqg8f%2BUm8FukcAAQQQQACBYQmwwBqWLPcigAACJREIks7NKrp9SeJuMabZvEVxa0Fn0F7CS3%2F4QPnrhj8Oeg%2FnEaiLgIlY7HuV%2BCKIusyMPhFAAAEEECibAAussk2MvAgggECGAkvbl%2B85oo2rMryywKvsr5HfzGwRFyapFdgMpREolYCJ%2FC72vd1KFZqwCCCAAAIIIFAqARZYpRoXYRFAAIFsBcKkc5iIfjHbWwu6zeziqNU8KKvqQZL%2BWUX%2BIav7uAeBKguYyA9i31tY5R7pDQEEEEAAAQSKFWCBVaw%2F1RFAAIFCBcJk6gQRe2ehITIqbmInxX7zTRldJ2E7%2Famo7J3VfdyDQLUFLIn8ZqvaPdIdAggggAACCBQpwAKrSH1qI4AAAgULBEnnPBU9tOAYmZQ3kZfHvvfpTC4TkSDpfFdFH5%2FVfdyDQJUFTOTzse%2B9qMo90hsCCCCAAAIIFCvAAqtYf6ojgAAChQqESefHIvqoQkNkVFxV%2FnHlhJfZ53kFSfo1FXlmRvG4BoFKC5hIHPteWOkmaQ4BBBBAAAEEChVggVUoP8URQACB4gSOWrt2dPSm0VtFpALfHJbtB7jPTiVM0k%2BKyMuLmxCVESiRgNp7oonmO0qUmKgIIIAAAgggUDIBFlglGxhxEUAAgawEgvb6purGy7O6r8h7zGQybnl%2BlhnCZOpUETs6yzu5C4EKCxwT%2Bd6pFe6P1hBAAAEEEECgYAEWWAUPgPIIIIBAUQLLJ6debmazP2VU%2Fn9UTo4mvOOybCRopytU5V1Z3sldCFRVQFVfsXJi7FNV7Y%2B%2BEEAAAQQQQKB4ARZYxc%2BABAgggEAhAmGSvldEji%2BkeNZFVZZEE945WV67LOkc3RDlJ0qyROWuygqY2jPiieb%2FVLZBGkMAAQQQQACBwgVYYBU%2BAgIggAACxQgE7fR8VXl%2BMdWzrdptNLxV4wunsrw1mJx6hZp9Iss7uQuBygo0ZP9o3Lussv3RGAIIIIAAAggULsACq%2FAREAABBBAoRiBIOleq6COLqZ5dVRObjie8bUTVsrtVJGinh6jK17O8k7sQqKrA9Mi8PVYfvOAXVe2PvhBAAAEEEECgeAEWWMXPgAQIIIBA7gJ3fgPhhtwLD6GgmXw%2FbnmLs7566ZrOE0a6emnW93IfAlUU2MXGRle0dGMVe6MnBBBAAAEEEHBDgAWWG3MgBQIIIJCrwNLJzqIR06r8us%2FHIt97fdaAQXv9I1U3Xpn1vdyHQOUETG6OWt6OleuLhhBAAAEEEEDAKQEWWE6NgzAIIIBAPgLL2p1XNlQ%2Fnk%2B1IVdRXR5NjEVZV1l24dQ%2FNGbsz1nfy30IVE3AxK6O%2FeZeVeuLfhBAAAEEEEDALQEWWG7NgzQIIIBALgLhZOfdYvr2XIoNuYhp48nxxMJLhlEmTNJMP1drGBm5E4HiBey7kd98YvE5SIAAAggggAACVRZggVXl6dIbAgggsBmBMEk%2FJyIvqgLQ9I7TO6xevPiWYfQSttM%2FisoDh3E3dyJQIYGvRb737Ar1QysIIIAAAggg4KAACywHh0IkBBBAYNgCYbvTEVVv2HVyuP9Xke89fFh1gqTzExXdZ1j3cy8CVRAwkf%2BKfe81VeiFHhBAAAEEEEDAXQEWWO7OhmQIIIDA0ATCdnqrqGwztAJ5XWxyQdTyDhlWuSBJv60iBwzrfu5FoAoCZvKfcct7cxV6oQcEEEAAAQQQcFeABZa7syEZAgggMBSBYHLdw9W6vxjK5TlfamInxX7zTcMqGybpV0XkWcO6n3sRqISA2r9GE83%2FqEQvNIEAAggggAACzgqwwHJ2NARDAAEEhiMQrkmfKl351nBuz%2FdWU3ldPOGdMayqYZL%2Bl4i8alj3cy8ClRBQOzKaaJ5ZiV5oAgEEEEAAAQScFWCB5exoCIYAAggMRyCY7LxBTU8fzu353to1edKqlvedYVUNJ9OTxOTYYd3PvQhUQsDsuVGr%2BZVK9EITCCCAAAIIIOCsAAssZ0dDMAQQQGA4AlVaygzzGwhn9cOk804RPWE4k%2BBWBKoioAdG%2Fti3q9INfSCAAAIIIICAmwIssNycC6kQQACBoQlU6HOdhvoNhLcvsCanQjFbObRhcDECFRAwm7dP3Frw0wq0QgsIIIAAAggg4LAACyyHh0M0BBBAYBgCQdK5UkUfOYy7c71zyN9AONtLkKQvU5FP5doXxRAomcCodf%2Fh5Nai60oWm7gIIIAAAgggUDIBFlglGxhxEUAAgUEEVpg1%2FpCkG1R1ZJB7XDg77G8gvH2BNdl5uppe4EK%2FZEDARQETsdj3Gi5mIxMCCCCAAAIIVEuABVa15kk3CCCAwBYF3jB5xT7zbPonVWAa9jcQzhqFa9LHSVe%2BXwUvekBgGAIm8rvY93Ybxt3ciQACCCCAAAII3FOABRbvAwIIIFAjgeVrOs%2Bwrn6jCi13G%2BqvGh%2BbHGYvyyfTvczk58Oswd0IlFrAbH3Uaj621D0QHgEEEEAAAQRKIcACqxRjIiQCCCCQjUCYpMtEJM7mtmJv0Xnb7L7yoH1%2FM8wUR6392f1Hb7qJz%2FYZJjJ3l1rATCbjlueXugnCI4AAAggggEApBFhglWJMhEQAAQSyEQiT9IMi8pZsbivwFpPbopa3bR4JgiTtqgj%2Fe5kHNjXKJ2DyhajlHV6%2B4CRGAAEEEEAAgbIJ8Afysk2MvAgggMAAAkGSnqsipf%2FLpol1Yr%2B5aACKno%2BGSecPIrpLzwd4EIEaCZjZR%2BJWc2mNWqZVBBBAAAEEEChIgAVWQfCURQABBIoQCNrpWlXZv4jaGdc8N%2FK9F2d85yavC5P0hyKybx61qIFA6QTU3hNNNN9RutwERgABBBBAAIHSCbDAKt3ICIwAAgj0LxAk6Z9V5B%2F6v8GZk%2B%2BLfO9teaQJks7FKnpgHrWogUDZBEzl2HjCO6VsucmLAAIIIIAAAuUTYIFVvpmRGAEEEOhL4LUX%2Feh%2B22287Ya%2BDjt2yEyPiFtjZ%2BcRK0w6XxbR5%2BRRixoIlE3AVF8ZT4x9smy5yYsAAggggAAC5RNggVW%2BmZEYAQQQ6Etg6WRn0YjpZX0dduyQNroHrRxfdHEescJ2eraovCaPWtRAoGwCpvaMeKL5P2XLTV4EEEAAAQQQKJ8AC6zyzYzECCCAQF8Cy9ekL7SufL6vw44dajRmdj1t%2FHHX5hErSDonquhxedSiBgKlE2jI%2FtG4V4nFeOnsCYwAAggggEDNBFhg1WzgtIsAAvUVCNrpm1XlQ2UXMJGbYt%2B7X159BJPp29TkPXnVow4CZRIwbTwinlj4yzJlJisCCCCAAAIIlFOABVY550ZqBBBAYM4CYbuzUlTDOR907ICJXR77zcflFStM0mUiEudVjzoIlEngZttpu7Nbe91apsxkRQABBBBAAIFyCrDAKufcSI0AAgjMWSBM0i%2BJyPPmfNCxAyZ2fuw3D8srVjDZeYmafiavetRBoCwCJnZL7Dd3KEteciKAAAIIIIBAuQVYYJV7fqRHAAEEehYIk%2FT7IpLbTy71HGyuD6qcHE14uX0m1bL21NMaat%2Bca0yeR6DyAmbXRK3mnpXvkwYRQAABBBBAwAkBFlhOjIEQCCCAwPAFgiT9rYo8ZPiVhlzB5Lio5Z085Cp3X1%2Blb2%2FMy4w6tRFYG%2Fne42vTLY0igAACCCCAQKECLLAK5ac4AgggkI%2FAi8xGdpmcmlaRCvz3vr0g8pvn5SMnEl58xR4yPX11XvWog0BpBEwuiFreIaXJS1AEEEAAAQQQKLVABf4iU2p%2FwiOAAAK5CFRqCdOQ%2FaNx77Jc4ETktRf96H7bbbzthrzqUQeBEgl8KvK9V5QoL1ERQAABBBBAoMQCLLBKPDyiI4AAAr0KLF9z%2BZOt27io1%2Bddfu7W%2BfMeeMaBC%2F6cZ8YgSbvV%2BOm1PNWoVQOBUyPfO6YGfdIiAggggAACCDggwALLgSEQAQEEEBi2QDi57sVi3c8Ou87w77e%2FRn5z%2B%2BHXuXeFsJ3%2BTlQenHdd6iHgsoCJvTP2m%2B92OSPZEEAAAQQQQKA6AiywqjNLOkEAAQQ2KxAmnTeJ6H%2BWnshsfdRqPjbvPsKks15E98u7LvUQcFnARMLY92KXM5INAQQQQAABBKojwAKrOrOkEwQQQGCzAkHSOVFFj6sA0dci33t23n0ESXqhihyUd13qIeC0gDZeEk0s%2FJzTGQmHAAIIIIAAApURYIFVmVHSCAIIILB5gTDpfFZEX1x2IxOJY98L8%2B4jTNIvicjz8q5LPQScFmjI06Jx73%2Bdzkg4BBBAAAEEEKiMAAusyoySRhBAAIHNCwRJ52IVPbDsRl2R41f53vvz7iNMOmeK6BF516UeAi4LNEZGmqcd%2FNjU5YxkQwABBBBAAIHqCLDAqs4s6QQBBBDYrECYpD8Xkb1KT6SyJJrwzsm7jzBJPygib8m7LvUQcFlA522z%2B8qD9v2NyxnJhgACCCCAAALVEWCBVZ1Z0gkCCCCwWYEg6WxQ0dGyE2nDDlk53rwg7z6WJem%2FNUTel3dd6iHgssD0jtPzVy9ePO1yRrIhgAACCCCAQHUEWGBVZ5Z0ggACCGxS4OjvXLlT99Zbrq8CT7fR8FaNL5zKu5dgsvMGNT0977rUQ8BZAZObo5a3o7P5CIYAAggggAAClRNggVW5kdIQAgggcG%2BBN0xesc88m%2F5JFVwajZldTxt%2F3LV59xK008NV5dy861IPAWcFzK6JWs09nc1HMAQQQAABBBConAALrMqNlIYQQACBewsE7c5Bqnph%2BV1sY%2BQ3C%2Fk1yOWT6VPMhG9bK%2F9LRAfZCVwW%2Bd7%2B2V3HTQgggAACCCCAwJYFWGDxhiCAAAIVF6jQTw%2F9KvK9hxcxrqMv%2FIHXnZnpFFGbmgi4KGBi%2FxP7zWe4mI1MCCCAAAIIIFBNARZY1ZwrXSGAAAJ3C4STU6GYrSw7iYl9L%2FabTyiij2By3cPVur8oojY1EXBU4FOR773C0WzEQgABBBBAAIEKCrDAquBQaQkBBBC4p0CQdP5dRd9RAZX%2Fjnzv%2BUX08eY03eGvf5GbiqhNTQQcFTg18r1jHM1GLAQQQAABBBCooAALrAoOlZYQQACBey%2Bw0tUq8vqyq5jZR%2BJWc2lRfYRJepuIzC%2BqPnURcEvA3hX5zX93KxNpEEAAAQQQQKDKAiywqjxdekMAAQREJEzSL4nI88qOYSor4gnvhKL6CJLOb1R0t6LqUxcBlwRMJIx9L3YpE1kQQAABBBBAoNoCLLCqPV%2B6QwABBCRsp98RlSeWnkL1DdHE2Oqi%2BgiSdJ2KPLao%2BtRFwCWBruiLV%2Flj57qUiSwIIIAAAgggUG0BFljVni%2FdIYAAAhIknatUdM%2ByU5jaC%2BOJ5heL6iNop4mqTBRVn7oIuCRgYk%2BJ%2FWbbpUxkQQABBBBAAIFqC7DAqvZ86Q4BBBCQIElvUJH7lZ1CrdFa2VqYFNVHmHS%2BKKKHFVWfugi4JNBtNLxV4wunXMpEFgQQQAABBBCotgALrGrPl%2B4QQACB2c%2FAsiowqOrYyomxdUX1ErTTj6nKkUXVpy4CLgnovG12X3nQvr9xKRNZEEAAAQQQQKDaAiywqj1fukMAgZoLHL3msl263f1QJhkAACAASURBVJE%2FVIFhZr497PQDm78uqpcwST8oIm8pqj51EXBJYHrH6fmrFy%2BedikTWRBAAAEEEECg2gIssKo9X7pDAIGaC4QXdh4lM%2FrjKjAU%2FRfmcLLzVjH9QBUs6QGBQQRM5MbY93Ya5A7OIoAAAggggAACcxVggTVXMZ5HAAEESiSwrJ0e0FD5dokibzKqid0S%2B80diuwjSKZer2KFfQtikb1TG4H7CFwV%2Bd4%2FooIAAggggAACCOQpwAIrT21qIYAAAjkLLEumntkQ%2B1rOZYdR7leR7z18GBf3emcw2XmBmn6h1%2Bd5DoGqCpjY92K%2F%2BYSq9kdfCCCAAAIIIOCmAAssN%2BdCKgQQQCATgeWTUy83s09mclmRl5ilUavZLDLC8vY637TbLjIDtRFwQcBEvhH73jNdyEIGBBBAAAEEEKiPAAus%2BsyaThFAoIYCQbuzXFVPq0Dr%2Fxf53lOL7GP55NRCM5sqMgO1EXBBYHYpHrear3QhCxkQQAABBBBAoD4CLLDqM2s6RQCBGgoESecdKvrvFWj93Mj3XlxkH0sv6ew%2BskF%2FVWQGaiPgiMCpke8d40gWYiCAAAIIIIBATQRYYNVk0LSJAAL1FAiSzokqelzZuzezj8St5tIi%2Bzhq7drR0ZtGNxSZgdoIuCFg74r8ZhUW425wkgIBBBBAAAEEehJggdUTEw8hgAAC5RQIks5ZKrqknOnvlfr9ke8dX3QfQdK5WUW3LzoH9REoUsBEwtj34iIzUBsBBBBAAAEE6ifAAqt%2BM6djBBCokUCQdM5T0UPL3nJX5PhVvvf%2BovsIk%2FSXIvKwonNQH4EiBUztpfFE87NFZqA2AggggAACCNRPgAVW%2FWZOxwggUCOBMOm0RdSvQMvHRL53atF9BEmaqshY0Tmoj0CxAo2nR%2F7CbxabgeoIIIAAAgggUDcBFlh1mzj9IoBArQTCJP2eiCwufdNqR0YTzTOL7qNCC8GiKalfZoGG7B%2BNe5eVuQWyI4AAAggggED5BFhglW9mJEYAAQR6FgiT9Icism%2FPBxx9sCv64lX%2B2LlFxwvb6edF5YVF56A%2BAoUKjI7uGT15v2sKzUBxBBBAAAEEEKidAAus2o2chhFAoE4CVfnMpq7os1b5Y18venZBkq5WkdcXnYP6CBQpYDbvfnFrwU1FZqA2AggggAACCNRPgAVW%2FWZOxwggUCOBoN25TlXvX%2FaWuyLjq3zvwqL7CCan3q9m%2F1p0DuojUKDAhsj3timwPqURQAABBBBAoKYCLLBqOnjaRgCBegiESTojIo2yd2s2b1HcWtApuo8wSd8iIh8sOgf1EShOwH4T%2Bc3di6tPZQQQQAABBBCoqwALrLpOnr4RQKDyAkvaV227g97w1yo0ajZvn7i14KdF9xJOdl4rpmcUnYP6CBQosC7yPb6Js8ABUBoBBBBAAIG6CrDAquvk6RsBBCovcFT7xw8a1VuvrUKjZvN2i1sLfld0L8vaU4c21M4rOgf1EShOwJLIb7aKq09lBBBAAAEEEKirAAusuk6evhFAoPICyyfTvczk51VodLt%2FkB0%2F7Hk3F93LsiQ9uCGypugc1EegKAET%2BXzsey8qqj51EUAAAQQQQKC%2BAiyw6jt7OkcAgYoLLJ%2BcWmhmU1VoM%2FI9J%2F73Kryos0A26g%2BqYEoPCPQjYGYfiVvNpf2c5QwCCCCAAAIIIDCIgBN%2FIRikAc4igAACCGxaIEymniRil5Tdx0Ruin3vfi70EbTXP0R1429dyEIGBIoQMJP3xi3v7UXUpiYCCCCAAAII1FuABVa950%2F3CCBQYYFl7amnNdS%2BWfYWTeQvse%2Ft7EofYdK5RUS3cyUPORDIVcDkuKjlnZxrTYohgAACCCCAAAIiwgKL1wABBBCoqEDY7jxHVL9c%2BvZMfh%2B1vIe40kfQXt8U2fgxVdnflUzkQCA%2FAXt15Dc%2Fnl89KiGAAAIIIIAAAncIsMDiTUAAAQQqKhBMdl6gpl8oe3sm8svY9x7hWh9hO32pqJ3JT2O5NhnyDFVA9dnRxNjXhlqDyxFAAAEEEEAAgU0IsMDitUAAAQQqKhAk6ctU5FOlb8%2FkZ1HLe6SLfYSTU%2BPWtadsLps2bMS6upuqPdhM91GVR7vYB5kQ6FlgRA6IDvYu7fl5HkQAAQQQQAABBDISYIGVESTXIIAAAq4JBO2pJap2lmu5%2Bsjzo8j3HtPHOeeOHN1OH9Zt6LPM7FAVeaZzAQmEwFYEGqONR5725IU%2FAwoBBBBAAAEEEMhbgAVW3uLUQwABBHISCCenjhKzj%2BRUbmhlTGQq9j1vaAUKuvjIS9bvvO2Gja80sXeo6IMKikFZBOYkML3jjg9YvXjv6%2Bd0iIcRQAABBBBAAIEMBFhgZYDIFQgggICLAsuSztEN0VNdzDaXTGby%2FbjlLZ7LmTI9e%2FR3rtxp5rZb%2FkNNjhKRRpmyk7VeAiZise%2FxjtZr7HSLAAIIIICAMwIssJwZBUEQQACBbAWCyc4%2Fq%2BmHs701%2F9tM7JLYbz45%2F8r5VlzentpXRDf7bYvdxsx8MX2gqu4s1n2gmY6rylPzTUm1Wgs49o2gtZ4FzSOAAAIIIFBDARZYNRw6LSOAQD0EwiQ9XkTeW%2FZuzWQybnl%2B2fsYRv6gvX5HbXSfJdYNRWR8GDW4E4G%2FCdgVkd9cgAgCCCCAAAIIIFCEAAusItSpiQACtRM4tn35A24bGdni5zjZzMw1p7cWXZ0VTphMnSBi78zqvqLuMZFvxb73T1nXD9rrmzYyc%2F8t3btqfGwy67rDui9spy8VlQ%2BJyMOGVYN76y1gIhfGvseitN6vAd0jgAACCCBQmAALrMLoKYwAAnURCCbTd6nZsSL6gK33bMmM2RFZLLKCyan3q9m%2Fbr2m60%2FYVyK%2F%2BdysUs4urkSnz1PRPbd%2Bp13XtcYRq1pj52%2F92eKfOGrt2u3n3TjvRFV9Q%2FFpSFA1ARP5Yux7L6xaX%2FSDAAIIIIAAAuUQYIFVjjmREgEESioQJJ2zVHTJ3OLbdTNmiwZdYgVJ50QVPW5utV182s6L%2FOYLski2vL3ON%2B2253qXmR4Rt8bOnuu5op4PJzuvFdMziqpP3WoKmMhHY9%2Bb%2FbIB%2FkEAAQQQQAABBHIXYIGVOzkFEUCgLgLL2lOHNtTO669fSyK%2F2erv7B2ngsnOaWq6fJA7XDhrYufHfvOwQbPM%2FhrntOpVvf0k3N9Xm7HuXoMuFQftYS7nl7XTAxoq357LGZ5FYIsCZv8RtZoV%2BKlO5owAAggggAACZRRggVXGqZEZAQRKIRC00%2FNV5fn9hjWbtyhuLej0ez5opyeryjH9nnflnJl9NW41nzNonqA9tUTVzur3HjM5JW55x%2FZ7vohzQTs9XFXOLaI2NasnYKJvjf2xD1avMzpCAAEEEEAAgTIIsMAqw5TIiAAChQksWzM1saXiOjNy%2FeaWTGHS%2BUu%2FP%2B0zW7Nretggn70UJunsXzTfUhheRoVN5Bux7z1z0OuCdrpCVd7V7z1b%2BjbEQd6TfvP0ei5op%2B9Rlbf1%2BjzPIbA5AVN5XTzh8aupvCIIIIAAAgggUIgAC6xC2CmKAAKuC8z%2B%2Bp9q96RePujbxDpio0fcd5EVJqkN0qeZnBC3vBX93hEm6XtF5Ph%2Bz7tyLqtvIRzGAiuL92TYzketXTs676bRn6nIw4ddi%2FurLWBqL4wnml%2Bsdpd0hwACCCCAAAKuCrDAcnUy5EIAgcIE%2BvtVM7vObLR1zyVW0QusO779UPpegBU2gL8rPPjngc1emfUCK6v3JA%2FnYDI9Uk0%2BlkctalRXoNtQf9X42GR1O6QzBBBAAAEEEHBZgAWWy9MhGwII5C6wtH35niPauKqfwiZ29XyzRSe3Fl03e77oBVaYpLM%2FfTX7U1il%2FsdELox9b3zQJrJcYGX5ngzaV6%2Fnw3b6U1HZu9fneQ6B%2BwrMmCw8veX9ABkEEEAAAQQQQKAIARZYRahTEwEEhiIQtNc3pbGxpw9N73a752zqG%2BUG%2FeBzMz0ibo2d7cICK2inb1aVDw0FO8dLTeQ7se89adCSWS6wsnxP7tlXL%2B%2Bwilw92u1%2B6a5Faa8uweTU%2B9WMb5DrFYzn%2Fk5A522z%2B8qD9v0NNAgggAACCCCAQBECLLCKUKcmAghkLhBOpieJydy%2BIU7l5GjCO%2B7eC4Q0UZUtfnD7lsLf83OrHPgJrDeKyCmZY%2Bd8oYl9L%2FabTxi0bMYLrMzek9m%2Bjm1f%2FoANqmep6KG99WnXqY0ctrK1MOnteZHZD5pvdK3n53u9l%2BfqIzC94%2FT81YsXT9enYzpFAAEEEEAAAZcEWGC5NA2yIIBAXwJB0pn9i%2F%2BSfg6b2Nmx3zzirrNBu1ILrGUiEvfj4tIZE7s89puPGzSTywusIOlcrqLNufao1mj1usRaYda4Npm6QVR2mGsdnkfAxG6J%2FSbvDq8CAggggAACCBQmwAKrMHoKI4BAFgKz3wLXUDtvkLvuuQSo0gKrKh%2FcbSJTse95g8x49qyrC6z%2BPgz%2BDo3Zz12L%2FeZevdoESecCFX16r8%2FzHAJ3CZjIL2PfewQiCCCAAAIIIIBAUQIssIqSpy4CCGQiELTT81Wlp8%2B92mxBk3Oilnf7T3BVbIH1ajU5JxPoQi%2BxKyK%2FuWDQCO4usAb7qb%2B5%2FBRWkKSrVeT1g1pyvoYCZmnUas75pwRrKEXLCCCAAAIIIDAkARZYQ4LlWgQQyEdg0IXTbEozmYxbnl%2B1BVbYTl8qKp%2FOZxLDrGI%2Fifzmowet4OoCa%2FDPSvvbFwdszSiYTN%2BmJu%2FZ2nP8ewTuK2Bi7dhvPgUZBBBAAAEEEECgKAEWWEXJUxcBBDIRYIG1ecYw6Rwmol%2FMBLrAS0zsp7Hf3GfQCNVdYMkJcctb0YtPmHReJaL%2F1cuzPIPAvQXsc5HffAkqCCCAAAIIIIBAUQIssIqSpy4CCGQiwAJr84zBZOfpanpBJtBFXmK2Pmo1HztoBBZYt%2F%2BK7OGqcu6glpyvn4CpnB5PeLNfDME%2FCCCAAAIIIIBAIQIssAphpygCCGQlwAJr85JhMvUkEbskK%2Bui7jGxS2K%2F%2BeRB67PAYoE16DtU5%2FNm8t645b29zgb0jgACCCCAAALFCrDAKtaf6gggMKAAC6zNAwbt9Y9U3XjlgMSFHzex82O%2FedigQVhgscAa9B2q83lTOTae8E6pswG9I4AAAggggECxAiywivWnOgIIDCjAAmvzgCvMGn9I0g2qOjIgc6HHTeyDsd9866AhWGCxwBr0Har3eXt15Dc%2FXm8DukcAAQQQQACBIgVYYBWpT20EEBhYgAXWlgmDdvojVRn4G%2FwGHtQgF6gsiSa8cwa5YvYsCywWWIO%2BQ3U%2BbybPjFveN%2BpsQO8IIIAAAgggUKwAC6xi%2FamOAAIDCrDA2soCK0nPUZFXD8hc6PHuPNl31UHejwcNwQKLBdag71Ctz4%2FIAdHB3qW1NqB5BBBAAAEEEChUgAVWofwURwCBQQVYYG1ZMJzsvFZMzxjUuajzJvK72Pd2y6I%2BCywWWFm8R3W9Y6OOPuojE%2FuV%2FjP16jo%2F%2BkYAAQQQQKAKAiywqjBFekCgxgIssLY8%2FOUX%2FeihtvG2X5f1FTGTM%2BKW97os8rPAYoGVxXtU1ztunT%2FvgWccuODPde2fvhFAAAEEEECgeAEWWMXPgAQIIDCAAAusreMF7fRbqvLUrT%2Fp3hNmdnDcal6URTIWWCywsniP6niHiVjse4069k7PCCCAAAIIIOCOAAssd2ZBEgQQ6EOABdbW0YIkfZmKfGrrT7r2hP0k8puZfQA9CywWWK694WXJYyJ%2FiX1v57LkJScCCCCAAAIIVFOABVY150pXCNRGgAVWb6MOk%2FQaEXlEb0%2B78VRX9LWr%2FLGzskrDAosFVlbvUt3uMbGfxn5zn7r1Tb8IIIAAAggg4JYACyy35kEaBBCYowALrN7AwsmpUMxW9vZ08U%2BZ2a%2FjVvNhWSZhgcUCK8v3qVZ3mVwatbwDatUzzSKAAAIIIICAcwIssJwbCYEQQGAuAiywetN6kdnILsnUelXJ7Ffyeqvc71P2gshvntfv6U2dY4HFAivL96lOd5nI12Pfe1adeqZXBBBAAAEEEHBPgAWWezMhEQIIzEGABVbvWGEy9SQRu6T3E0U9aedFfvMFWVdngcUCK%2Bt3qkb3fTzyvVfXqF9aRQABBBBAAAEHBVhgOTgUIiGAQO8CLLB6t5p9MkzS94nIv83tVH5Pm8jvdLv5j42e%2BJg%2FZV2VBRYLrKzfqbrcZyanxC3v2Lr0S58IIIAAAggg4KYACyw350IqBBDoUYAFVo9Q93gsSNJvq4iTn2djYk%2BJ%2FWZ77l1t%2FQQLLBZYW39LeGKTAqbviFpj70EHAQQQQAABBBAoUoAFVpH61EYAgYEFWGDNnfDIS9bvvO1tG78rKnvP%2FfQQT5i8LGp5nxlWBRZYLLCG9W5V%2Fl7V5dHEWFT5PmkQAQQQQAABBJwWYIHl9HgIhwACWxNggbU1oU3%2F%2B%2FDiK%2FaQDRsmRXWP%2Fm7I9pSJhLHvxdneeu%2FbWGCxwBrm%2B1Xpu4e8XK60Hc0hgAACCCCAQGYCLLAyo%2BQiBBAoQoAFVv%2Fqx7Yvf8AG1a%2Bq6IH93zLYSRO5yURfvMof%2B%2FpgN239NAssFlhbf0t4YlMCpvaMeKL5P%2BgggAACCCCAAAJFCrDAKlKf2gggMLBAJgsssY41Grd%2FQLF2uyeraLPfYCZ2tjUaZ8%2Beb3Qt6fee2XP3vGtL99jMzDWntxZd3U%2BtFW2bd62uO1HEju7n%2FCBnTOxKsdFnxa0FPx3knqC9vmkjM%2Fff2h3a7S5R0SVbe25z%2F95cfU9MTohb3ope%2Bgra6eGqcm4vz%2FIMAncJqDUev7K1cC0iCCCAAAIIIIBAkQIssIrUpzYCCAwskMUCa%2BAQBV9gYlfPN1t0cmvRdf1GCdvpS0Vl9jNudu73jrmcM5Mztt9Zjvmw5908l3P3fXZ2eaW68fJB7ij7WWOBVfYROp9fVf5x5YR3lfNBCYgAAggggAAClRZggVXp8dIcAtUXYIF1x4yz%2BJr72Q933%2Ba2jR9UlSOH9ebM%2FhSTSiOI%2FLFvD1pj9lcgp1WvEtEHDHpXmc%2BzwCrz9MqRvbHt9vc%2F7YB9bihHWlIigAACCCCAQFUFWGBVdbL0hUBNBFhg%2FW3Qao3WytbCgX5tcfa2o9vpw2Ya9lYxXaIiO2bxKpnIN1QaJ0b%2Bwm9mcd%2Bdn9%2FVHuTXPbPI4cIdLLBcmEK1M0S%2Bx58Xqz1iukMAAQQQQKAUAvyBpBRjIiQCCGxOgAXWPWXsuhmzRf1%2BHtZ9jd%2Bcpjvc8hd5jYocISKL5%2FoWmsgvVezr3Xl64qqDvB%2FP9fyWng%2BSzlmDfJ5VllmKvosFVtETqHZ9E%2FlD7HsPrnaXdIcAAggggAACZRBggVWGKZERAQQ2K8AC6940s7%2BiN9%2BsNcjnYW0Oe%2Fmay59s3cb%2Bs8ssM3nEfZ9TletN5TIV%2FZ5sO3pp9MTH%2FGkYry7Lq%2FvMnM%2FAGsZrxp13CpjID2Pf2w8QBBBAAAEEEECgaAEWWEVPgPoIIDCQAAusv%2Bcb5hJroGFlcJjl1SbmzQIrgzeLKzYnYGKXxH7zyQghgAACCCCAAAJFC7DAKnoC1EcAgYEEWGBtmq%2BKSyyWV5uZNQusgf47hMNbFjCRL8e%2B9zycEEAAAQQQQACBogVYYBU9AeojgMBAAiywNs9nYleLjR4WtxZ0BkJ24DDLqy3MmQWWA29ohSOYnBO1vCUV7pDWEEAAAQQQQKAkAiywSjIoYiKAwKYFWGBt%2Fc0wlWPjCe%2BUrT%2Fp3hN82%2BDWZ8KHuG%2FdiCcGEbATI7%2F5z4PcwFkEEEAAAQQQQCALARZYWShyBwIIFCbAAqtXektmzI7I6hsKe606yHNBe31TdPo8Fd1zkHuqfpYFVtUnXHh%2Fb4t8732FpyAAAggggAACCNRegAVW7V8BABAotwALrLnNz1RWzO92TxnGtxTOLcmWnw4m03ep2bEi%2BoAs763iXSywqjhVd3oytaXxRPMj7iQiCQIIIIAAAgjUVYAFVl0nT98IVESABVY%2Fg7TrTPXkbrd7jms%2FkbW8vc7v6sxJKtrsp7M6nmGBVcep59dzV%2FTFq%2Fyxc%2FOrSCUEEEAAAQQQQGDTAiyweDMQQKDUAgMvsEzOUWmcPYtg2m0PjJH5fZaqjBw7cK7NXLCytTAZ1t393Du7wOrnXC9nTLpLROU1vTy7yWfsb7MwmTlZVL3%2B78ruvWOB1fcUONiDgKo8deWE9389PMojCCCAAAIIIIDAUAVYYA2Vl8sRQGDYAoMusO75l%2F8wSW3QvEO4bzJueUNb6gzab5nOB%2B10haq8q9%2FMZnL3LFx671hg9TtRzvUi0BgZaZ528GPTXp7lGQQQQAABBBBAYJgCLLCGqcvdCCAwdAGXFgmzzbLAGvrI%2By7AAkskaKeHqwq%2FDtb3W1S%2FgzPz7WGnH9j8df06p2MEEEAAAQQQcE2ABZZrEyEPAgjMSYAF1py4av0wCywWWLX%2BD0CfzU%2FvOL3D6sWLb%2BnzOMcQQAABBBBAAIHMBFhgZUbJRQggUIQAC6wi1MtZkwUWC6xyvrmFpt4Q%2Bd42hSagOAIIIIAAAgggcKcACyxeBQQQKLUAC6xSjy%2FX8CywWGDl%2BsJVoJiJ%2FC72vd0q0AotIIAAAggggEAFBFhgVWCItIBAnQVYYNV5%2BnPrnQUWC6y5vTE8LWJXRH5zARIIIIAAAggggIALAiywXJgCGRBAoG8BFlh909XuIAssFli1e%2BkHbNhELox9b3zAaziOAAIIIIAAAghkIsACKxNGLkEAgaIEWGAVJV%2B%2BuiywWGCV760tNrGJnR%2F7zcOKTUF1BBBAAAEEEEDgDgEWWLwJCCBQagEWWKUeX67hWWCxwMr1hatAMTM5I255r6tAK7SAAAIIIIAAAhUQYIFVgSHSAgJ1FmCBVefpz613FlgssOb2xvC0mP1H1Gr%2BKxIIIIAAAggggIALAiywXJgCGRBAoG8BFlh909XuIAssFli1e%2BkHbNhE3xr7Yx8c8BqOI4AAAggggAACmQiwwMqEkUsQQKAoARZYRcmXry4LLBZY5XtrC05s8vqo5X2s4BSURwABBBBAAAEEbhdggcWLgAACpRZggVXq8eUangUWC6xcX7gKFDO1F8YTzS9WoBVaQAABBBBAAIEKCLDAqsAQaQGBOguwwKrz9OfWOwssFlhze2N4uttQf9X42CQSCCCAAAIIIICACwIssFyYAhkQQKBvARZYfdPV7iALLBZYtXvpB2x4xmTh6S3vBwNew3EEEEAAAQQQQCATARZYmTByCQIIFCXAAqso%2BfLVZYHFAqt8b22xic3m7Ra3Fvyu2BRURwABBBBAAAEE7hBggcWbgAACpRZggVXq8eUangUWC6xcX7gKFIt8jz8nVmCOtIAAAggggEBVBPiDSVUmSR8I1FSABVZNB99H2yywWGD18drU9oiJ3Bj73k61BaBxBBBAAAEEEHBOgAWWcyMhEAIIzEWABdZctOr9LAssFlj1%2Fk%2FA3Lo3satjv7nX3E7xNAIIIIAAAgggMDwBFljDs%2BVmBBDIQYAFVg7IFSnBAosFVkVe5bzauCzyvf3zKkYdBBBAAAEEEEBgawIssLYmxL9HAAGnBVhgOT0ep8JVdYElJsdFLe%2FkXrCDdnq4qpzby7M8U3cB%2B2bkN59edwX6RwABBBBAAAF3BFhguTMLkiCAQB8CQTs9X1We38fR24%2BY6RFxa%2Bzs2f87TFLr9567zpnJCXHLW5HhfZNxy%2FMHzcX523%2F6aIWqvKtfCzO5exaZLk7bnY6oev3mUmu0VrYWJr2cZ4HVixLP3PHfjfbZuNV8KRoIIIAAAggggIArAiywXJkEORBAoC%2BBoD21RNXO6uewmV0%2FX2zPk1uLrstw4cQCq59h5HDG1QXWQLnMrolazT175Qsn09eIye0LW%2F5BYEsCJhLHvheihAACCCCAAAIIuCLAAsuVSZADAQT6Fuj3p2Hu%2BdNXLLD65i%2FNwYEWRbf%2FRMpwfgLr2PblD5gWTfr5Kayu6WGrWmPn9zqEcLLzVjH9QK%2FP81x9BUzs3bHffGd9BegcAQQQQAABBFwTYIHl2kTIgwACcxaYXQBskMbsrxJO9Hx4E58bxK8Q9qxXygddXWDNYs51iTX704MijWPv%2BvXXXgcSJJ0TVfS4Xp%2FnufoKdMXeuMpvnlZfATpHAAEEEEAAAdcEWGC5NhHyIIBA3wLL2%2Bv8rnQPFZHmZi6Z%2FVXBTle6Z5%2FeWnT1fZ8J252rRXWPvgMM5zO1%2BAysQQZyj7NZLrDCdnq2qLym32j3%2Fem%2Fu%2B5Z1p46VMVmP%2FNss%2B%2BwiiQz0j1%2FU%2B%2Fw1vKESfppEeFzjbYGxb8XMXlZ1PI%2BAwUCCCCAAAIIIOCKAAssVyZBDgQQKFxgkM%2FTmg0%2FpM%2FUYoGV0ZuR5QJrafvyPUe0cVU%2F0e77nvRzR79ngqTzGxXdrd%2FznKuPQNf0n1a1xr5Vn47pFAEEEEAAAQRcF2CB5fqEyIcAArkK9Pt5WrMh7%2Ft5RBn9SiILrIzegCwXWLOR%2Br1vrp9blVH7EiQ%2FeLzKzHezuo97qi3QGBlpnnbwY9Nqd0l3CCCAAAIIIFAmARZYZZoWWRFAYOgCd36e1gpVOabnYmbXdKVx7H0%2FTJsFVs%2BCuTzY78LprnD3%2FBD3u%2F7%2FZn9qT6R7sqref6tNbOY92eq5jB4IJzvvFtO3Z3Qd11RcYLox%2BtDV4%2Fv9tuJt0h4CCCCAAAIIlEiABVaJhkVUBBDIT2D2V8QaMuKL2J5bqtqQRrKytTDZ1DNZLLDE5Jyo5S3Jr%2FPqVhrGAmtWa3bpeZuM%2BCq2uc%2Btki29J3mIH33lldt0f3XLNaLy4DzqUaP8ArvY2OiKlm4sfyd0gAACCCCAAAJVEWCBVZVJ0gcCCDgnMMivI97dzCa%2BLdG5RksSaNDPOCvzMjFop29WlQ%2BVZFTELFhg9nPa4lbzAQXHoDwCCCCAAAIIKIcz4QAAIABJREFUIHAvARZYvBAIIIDAkAQGXZjM%2FiWyK9bs59vmhtRSqa%2B949dD9eqeft1vE53OWHevMs7iqLVrt59347zf9Nt3qYdO%2BL4ETOzK2G8%2Bqq%2FDHEIAAQQQQAABBIYkwAJrSLBciwACCMwKhO30bFF5TT8aZnpE3Bo7u5%2BznNm0QL9LRTM5IW55K8roGibp50TkRWXMTubCBNZEvjdRWHUKI4AAAggggAACmxBggcVrgQACCAxZIGinJ8%2FlQ%2BFnf%2FJKpHEsy6vhDGZZe%2BpQle7ZvfxE0uwsVHRF1PJOHk6a4d7KB7cP17eyt5t8IWp5h1e2PxpDAAEEEEAAgVIKsMAq5dgIjQACZRPo9UPhTbSzjcwkJ7cWXVe2HsuW945F1uY%2FeL3sswgm0yPV5GNlmwt5nRBYFfle4EQSQiCAAAIIIIAAAncKsMDiVUAAAQQQQKBiAkHS%2BXcVfUfF2qKdnARMZUU84Z2QUznKIIAAAggggAACPQmwwOqJiYcQQAABBBBwX%2BD2D2y%2FaXSVirza%2FbQkdFXARI%2BK%2FbGPupqPXAgggAACCCBQTwEWWPWcO10jgAACCFRIYHZxNXrzvKPN5M0q%2BqAKtUYrBQiYyPNi3%2FtyAaUpiQACCCCAAAIIbFaABRYvBwIIIIAAAiUVWJZMPVO1%2BywxeSmLq5IO0cXYDdk%2FGvcuczEamRBAAAEEEECgvgIssOo7ezpHAAEEEHBIIGynLzWRfTcXSVXmi9gDTXTn2f9XRQ4Q0e0caoEoFRFoNGZ2PW38cddWpB3aQAABBBBAAIGKCLDAqsggaQMBBBBAoLwC4WTn3WL69vJ2QPLqCNjGyG%2BOVqcfOkEAAQQQQACBqgiwwKrKJOkDAQQQQKB0Am9Ys36%2FkZmN71OV55cuPIErKWBiV8Z%2B81GVbI6mEEAAAQQQQKDUAiywSj0%2BwiOAAAIIlE3gqLU%2Fu%2F%2FIjTc%2BtyH6SlF5Rtnyk7faAmbyv3HLe1q1u6Q7BBBAAAEEECijAAusMk6NzAgggAACTgoEk1OvkK69flPhVGVnE9uND1t3cnSEulPATM6IW97rAEEAAQQQQAABBFwTYIHl2kTIgwACCCBQWoEwSY8XkfeWtgGC117AzP4tbjU%2FUHsIABBAAAEEEEDAOQEWWM6NhEAIIIAAAmUVCCc7bxVT%2FvJf1gGSW0zkebHvfRkKBBBAAAEEEEDANQEWWK5NhDwIIIAAAqUVWLZm3bMb3e5XStsAwWsvMN0Yfejq8f1%2BW3sIABBAAAEEEEDAOQEWWM6NhEAIIIAAAmUVOLZ9%2BQOmtfGXsuYnd70FTOzq2G%2FuVW8FukcAAQQQQAABVwVYYLk6GXIhgAACCJRSIEw67xTRE0oZntC1FjCRj8a%2Bd1StEWgeAQQQQAABBJwVYIHl7GgIhgACCCBQRoHjLvnldhtu%2B9P3RHVBGfOTucYCI3JAdLB3aY0FaB0BBBBAAAEEHBZggeXwcIiGAAIIIFBOgfDiK%2Faw6Q1rVfRB5eyA1DUU%2BFTke6%2BoYd%2B0jAACCCCAAAIlEWCBVZJBERMBBBBAoFwCyy6c2r%2Bx0SZFZYdyJSdtnQRM7I8mjX9Z5Y%2BdVae%2B6RUBBBBAAAEEyifAAqt8MyMxAggggEBJBIKk838q2ipJXGLWUMDEzo%2F95mE1bJ2WEUAAAQQQQKBkAiywSjYw4iKAAAIIlEcgSDqXq2izPImLTGrnqY2cmkWCrnb%2FRUWemcVdVb%2FDTCbjludXvU%2F6QwABBBBAAIHyC7DAKv8M6QABBBBAwFGBsN25WlT3cDSeU7HM7LNxq%2FnSLEKFSfpREXldFnfV4I51ke%2BN1aBPWkQAAQQQQACBkguwwCr5AImPAAIIIOCuQJCkN6jI%2FdxN6FSyz0S%2B97IsEoXtzkpRDbO4q%2Bp3mMgvY997RNX7pD8EEEAAAQQQKL8AC6zyz5AOEEAAAQQcFQiT1ByN5l4stfdEE813ZBEsaKcfVpV%2FzuKu6t9hf4385vbV75MOEUAAAQQQQKDsAiywyj5B8iOAAAIIOCmw9OJ015Fp%2Bb2T4VwMpbo8mhiLsogWtNMVqvKuLO6qwx2R7%2FHnwToMmh4RQAABBBAouQB%2FYCn5AImPAAIIIOCmwLKL0kc3NsqP3EznXiptyOErx70vZJEsTNK3iMgHs7irDneYzdstbi34XR16pUcEEEAAAQQQKK8AC6zyzo7kCCCAAAIOC4TJ1JNE7BKHIzoVzcwOjlvNi7IIFU5OhWK2Mou76nDHxsa8BR8ZX3BFHXqlRwQQQAABBBAorwALrPLOjuQIIIAAAg4LLFuz7tmNbvcrDkd0K9qIPTo6uPmTLEIFk%2Bmr1eScLO6qwx1ZLg%2Fr4EWPCCCAAAIIIFCMAAusYtypigACCCBQcYFl7c4rG6ofr3ibmbX313nb7HTmQfvemMWFYdI5TES%2FmMVddbhDVZ6%2FcsL77zr0So8IIIAAAgggUF4BFljlnR3JEUAAAQQcFgiT9I0icorDEZ2JZiK3xr63XVaBwjXpU6Ur38rqvsrfo7IkmvD4ibXKD5oGEUAAAQQQKLcAC6xyz4%2F0CCCAAAKOCoTJ1Aki9k5H47kVy%2ByaqNXcM6tQQfKDx6vMfDer%2B6p%2Bj4m%2BKfbHTqp6n%2FSHAAIIIIAAAuUWYIFV7vmRHgEEEEDAUYEwmTpVxI52NJ5jsey7kd98Ylahwgs7j5IZ%2FXFW91X9HhN7d%2Bw3WbZWfdD0hwACCCCAQMkFWGCVfIDERwABBBBwUyBodz6hqq9wM51bqczsq3Gr%2BZysUgXt9Q9R3fj%2F7N15vKR3VSf%2B863usEYB2R1QFlmbdFUgEISkb11BBBERFBQcAUWTdFVHFgHZZxAFRFbpqk4yyDYDDCKL4CAMYD23EzCsqbptwg4ji%2Bx7JJju1Hde8TczP5xB%2B3bfWr7PU%2B%2F8y%2FOc8znv87xe3Nd5dd%2F%2B4qzqNb1OjhgOu%2B1%2B0%2Bc0HwECBAgQIFBvAQeseu9PegIECBAoVKBXTd6WIu5TaLyyYuV45WC9%2FYhZhXrMez939csv%2F8b3ZlWv6XVyxGuH3fZDmz6n%2BQgQIECAAIF6Czhg1Xt%2F0hMgQIBAoQL9avLeiPjpQuMVFSvneP5wvf24WYbqV5M8y3pNrpUj3j7sth1bm7xksxEgQIAAgQYIOGA1YIlGIECAAIHyBPrV%2BGMR6dblJSsvUc75ScP1znNmmaxXjb%2BaIl1vljWbWitH%2FsCw27lLU%2BczFwECBAgQINAMAQesZuzRFAQIECBQmIADytYXkiOdMezu%2Fk9bf%2BPoT%2Faq8SdSpJ86%2BpOeyJE%2FOex2bkWCAAECBAgQIFCygANWyduRjQABAgRqK9CrJtMU4f9nt7DBnPIvD9c6b9zCo1t%2BpF9NPhARp2z5hdV%2B8BuDbvu6q01gegIECBAgQKB0AT9Yl74h%2BQgQIECgdgK%2FdcFHf%2BTqR%2F7pO7ULvqTA04g9B7rt82fZvldN3pki7jnLmk2uNei2%2FUzY5AWbjQABAgQINEDADysNWKIRCBAgQKAsgbNGF91sR2p9pqxU5aY50tq569w9uy6ZZcJeNXlDinjgLGs2udYJeXqdF62f%2FK0mz2g2AgQIECBAoN4CDlj13p%2F0BAgQIFCgwFkb45N35PThAqMVGemKE%2BKG59y9%2FZVZhutV45enSI%2BYZc0m15ruSLc8cPruTzd5RrMRIECAAAEC9RZwwKr3%2FqQnQIAAgQIF%2Bgcn94hpvKvAaMVFyhF52G23Zh2sX01eHBG%2FO%2Bu6Ta2XcuvO%2B9dP%2BmBT5zMXAQIECBAgUH8BB6z679AEBAgQIFCYwL6Dk1%2FO0%2FiLwmKVGmcuv0C8V43%2FIEV6WqlDl5ZrmtPPHljf7eha2mLkIUCAAAECBP6PgAOWj4EAAQIECMxYoL%2BxeUbkfO6MyzayXI78yWG3c6tZD9fbGP9eyul5s67b1Ho55V8brnVe19T5zEWAAAECBAjUX8ABq%2F47NAEBAgQIFCbQG42fmFJ6dmGxyoyT432D9fZdZx2utzF5ZMrx0lnXbWq9ac57D6x3zmnqfOYiQIAAAQIE6i%2FggFX%2FHZqAAAECBAoT6FeT50bE4wuLVWqctw267fvOOpy%2FxnnMok8ZdNvPOua3vECAAAECBAgQWJCAA9aCoLUhQIAAgdUR6FWT81LE76zOxNua9D8Puu2HbavCD3l538bkZ3KOd8%2B6blPr5RTPG661HV2bumBzESBAgACBBgg4YDVgiUYgQIAAgbIEetXkDSnigWWlKjNNzvHi4Xr70bNOt%2Ff8zTu1rsj%2BVb0tw%2BaXDbqdR275cQ8SIECAAAECBBYs4IC1YHDtCBAgQKD5Av1qPIpI3eZPOoMJc3raYH33H86g0r8ocfZ7Dt1yenj6yVnXbWq9HPnNw27nAU2dz1wECBAgQIBA%2FQUcsOq%2FQxMQIECAQGEC%2FdF4HCm1C4tVapzeoNs%2BMOtw%2Ffd95Lpx2eVfm3XdBtc7OOi21xo8n9EIECBAgACBmgs4YNV8geITIECAQHkCvWry2RRx0%2FKSlZdoGunBB7q7Xz%2FzZDmn%2FsbmdOZ1m1vw0KDb3t3c8UxGgAABAgQI1F3AAavuG5SfAAECBIoT6FWT76aIE4sLVmCgHPlnht3OaB7RetXkOyniR%2BZRu2k1c85fGK53btK0ucxDgAABAgQINEfAAas5uzQJAQIECBQi0K8muZAoxcdo7djRecnpd5jMI2i%2FmnwuIhxltoSbLxt0O9fY0qMeIkCAAAECBAgsQcABawnoWhIgQIBAcwUedeGhGx75%2FvRLzZ1wtpO1ctz0Jevtz8%2B26v9XrVdNDqWIO8yjdhNrfuX6O6%2F6%2Bl27Lm%2FibGYiQIAAAQIE6i%2FggFX%2FHZqAAAECBAoS6G0cul3K00sKilR0lKtc5ceu8cK73fSyeYTsVZPzU8Rp86jdxJqHWyf8%2BHl7bv%2FFJs5mJgIECBAgQKD%2BAg5Y9d%2BhCQgQIECgIIHexqG7pTx9T0GRSo5y%2BaDbvuq8Avar8Vsj0i%2FMq37j6u7Mdxic1rm4cXMZiAABAgQIEGiEgANWI9ZoCAIECBAoRWDvwUP3bU2nf1VKnsJzfH7Qbc%2FtX2vsV5NXRcRvFG5QTLzUmp62f8%2FJjq%2FFbEQQAgQIECBA4AcFHLB8DwQIECBAYIYCvY3Jw1KOV86wZGNL5YjNYbfdnteA%2FWrzTyPy2fOq37S6KcX996%2B139K0ucxDgAABAgQINEPAAasZezQFAQIECBQi0NuYPCrleFEhcYqOkSOPht3Oz8wrZL%2FafEZEfvq86jetbs7pN4fru1%2FRtLnMQ4AAAQIECDRDwAGrGXs0BQECBAgUIuBosvVF5Ii%2FGHbbD9r6G8f2ZK%2FafEyK%2FIJje2t1n86RHjvs7n7h6gqYnAABAgQIEChZwAGr5O3IRoAAAQK1E%2BhtjF%2BSctpXu%2BBLCZzPG3Q7Z86rdW%2B0%2BYiU8svnVb9xdVP%2Bw8Fa52mNm8tABAgQIECAQCMEHLAasUZDECBAgEApAr3R%2BL%2BklH69lDyF53j2oNt%2B8rwy9g9u3j%2Bm%2Bc3zqt%2B0ujliOOy2%2B02byzwECBAgQIBAMwQcsJqxR1MQIECAQCEC%2FWry3yLi5wuJU3iM%2FHuDbmduf8Wvv7G5J3LeKByhmHg54rXDbvuhxQQShAABAgQIECDwAwIOWD4HAgQIECAwQ4H%2BaHJhpDh1hiUbW2oa6bcOdHfP7a%2F47T14aHdrOp00FnDWg%2BV4x2C9fe9Zl1WPAAECBAgQIDALAQesWSiqQYAAAQIE%2FpdAvxp%2FLCLdGsgWBFrplwZ7dv%2FlFp48rkd6G4dumvL0s8f18kq%2BlN8%2F6HYcX1dy94YmQIAAAQLlCzhglb8jCQkQIECgRgK9avzVFOl6NYq8tKg559OH650L5hWgN7r4xJSOfHde9ZtWN0f%2B5LDbuVXT5jIPAQIECBAg0AwBB6xm7NEUBAgQIFCIQK%2BaTFOE%2F3%2Fdwj6OtHbuOnfPrku28OhxP9KvJldEROu4C6zWi98YdNvXXa2RTUuAAAECBAjURcAP2HXZlJwECBAgULzA2Rd%2B4ken3%2F%2Fet4sPWkjAnVdr3ejFdz3py%2FOM40%2FEbV03R%2BRht%2B3Yt3UyTxIgQIAAAQILFHDAWiC2VgQIECDQbIH%2Bey75yTh8%2BH80e8rZTTfotuf%2Bc0ivGn88RfLX4ra4tsMnnnjt8065pSPsFr08RoAAAQIECCxOYO4%2FOC5uFJ0IECBAgMByBc7aGJ%2B8I6cPLzdFPbrniO8Ou%2B0fnXfaXjV%2Bf4p053n3aUr9lOIW%2B9fan2nKPOYgQIAAAQIEmiPggNWcXZqEAAECBJYs0D84uUdM411LjlGP9jn%2F%2FWC9c7N5h%2B1V43ekSPead5%2Bm1J%2FuSKccOH33h5oyjzkIECBAgACB5gg4YDVnlyYhQIAAgSUL7K02H9SK%2FOdLjlGL9jnyRcNu547zDtuvxq%2BLSA%2Bed5%2Fm1G%2Fda9A96Z3NmcckBAgQIECAQFMEHLCasklzECBAgMDSBXob4zNTTucsPUgNAuQc7x6ut%2B8576i90ficlNKZ8%2B7TlPo55V8brnVe15R5zEGAAAECBAg0R8ABqzm7NAkBAgQILFmgNxo%2FMaX07CXHqEv71w%2B67bn%2FyajexuazU85PrAvKsnNOc957YL3jCLvsRehPgAABAgQI%2FD8CDlg%2BCgIECBAgMCOBXjX%2B4xTpCTMq1%2BgyOcU5w7X23nkP2as2n5Ai%2F%2FG8%2BzSl%2FjTiyQe6bUfYpizUHAQIECBAoEECDlgNWqZRCBAgQGC5Ar3R5KUpxSOXm6I23Z816LafMu%2B0%2FY3NMyLnc%2Bfdpyn1c47nD9fbj2vKPOYgQIAAAQIEmiPggNWcXZqEAAECBJYs0Ksmb0gRD1xyjFq0zyk%2FbrjWef68w%2FrF%2BscqnF826HYcYY%2BVzfMECBAgQIDA3AUcsOZOrAEBAgQIrIpAvxqPIlJ3VebdzpzTSL91oLv75dupsZV3%2Bwcn94hpvGsrz3omIkd%2B87DbeQALAgQIECBAgEBpAg5YpW1EHgIECBCorUCvmkxSxO7aDrDI4K30S4M9u%2F9y3i37Byd3jGl8aN59GlT%2F4KDbXmvQPEYhQIAAAQIEGiLggNWQRRqDAAECBJYv0Ksmn00RN11%2BkvITTCP2HOi2z5930n0bk5vnHJ%2Bed58G1T806LYdYRu0UKMQIECAAIGmCDhgNWWT5iBAgACBpQv0R5NLI8U1lx6kDgF25jsMTutcPO%2Bojx5ddO3DqfXNefdpSv2c8xeG652bNGUecxAgQIAAAQLNEXDAas4uTUKAAAECSxboV5O85Ai1aX%2B4dcKPn7fn9l9cRGB72bpyjvy9YbfjCLt1Mk8SIECAAAECCxJwwFoQtDYECBAg0GyBR1146IZHvj%2F9UrOnnN10h088fJXzTjnl8Owq%2FuuV%2BtXk6xHxY4vo1YQeX7n%2Bzqu%2Bfteuy5swixkIECBAgACB5gg4YDVnlyYhQIAAgSUK9DYO3S7l6SVLjFCb1ov%2BUz69avyJFOmnagO05KCL%2FNNxSx5VewIECBAgQKBGAg5YNVqWqAQIECBQrsC%2BgxfdPU9bF5SbsKhknx902wv7Zfe9avz%2BFOnORQkUHOZIa%2Beuc%2FfscowteEeiESBAgACBVRRwwFrFrZuZAAECBGYu0B%2BNfyFSeuvMCzewYI7YHHbb7UWN1h9N3h4pfm5R%2FereJ%2Bd8%2BnC94xhb90XKT4AAAQIEGibggNWwhRqHAAECBJYj0NuYPCzleOVyuteta64G3c76olL3qslrUsRDFtWv7n1SivvvX2u%2Fpe5zyE%2BAAAECBAg0S8ABq1n7NA0BAgQILEmgP5o8OlK8cEnt69U2xxsG6%2B1fWVTo%2Fmi8P1LqL6pf7fukeMRgre0YW%2FtFGoAAAQIECDRLwAGrWfs0DQECBAgsSaBfbT4jIj99Se1r1jafN%2Bh2zlxU6F41%2FoMU6WmL6lf7PjkeM1hvv6j2cxiAAAECBAgQaJSAA1aj1mkYAgQIEFiWQG9j%2FJKU075l9a9V35z%2FeLDeeeKiMver8WMj0vMX1a%2F2fVL%2Bw8Fax8Gv9os0AAECBAgQaJaAA1az9mkaAgQIEFiSQL%2BavDoiHrqk9nVr%2B4RBt%2F0niwq9t9r8zVbkly2qX%2B375DwYrHccY2u%2FSAMQIECAAIFmCThgNWufpiFAgACBJQn0qsnbUsR9ltS%2BVm1zit8errX%2FbFGh%2Bwc37x%2FT%2FOZF9at7nxzx2mG37Rhb90XKT4AAAQIEGibggNWwhRqHAAECBJYj0B9NLowUpy6ne9265gcOup03LSp1f2NzT%2BS8sah%2Bte%2BT4x2D9fa9az%2BHAQgQIECAAIFGCThgNWqdhiFAgACBZQn0q%2FHHItKtl9W%2FVn1TWhus7T64qMz7NjZPyjlvLqpf%2Ffvk9w%2B6HcfY%2Bi%2FSBAQIECBAoFECDliNWqdhCBAgQGBZAr1q%2FNUU6XrL6l%2Bnviml3fvXdh9aVOazR5ObTFN8blH96t4nR%2F7ksNu5Vd3nkJ8AAQIECBBoloADVrP2aRoCBAgQWJJAr5pMU4T%2FX92C%2FxVXyTc5526dL2zh0Zk88rjJ5JqXfTMunUmx1SjyjUG3fd3VGNWUBAgQIECAQF0E%2FKBdl03JSYAAAQLFCpzxwU9d64RLL%2F1WsQELC3aVq%2FzYNV54t5tetshY%2FWpyRUS0Ftmzrr1yRB5226zqukC5CRAgQIBAQwUcsBq6WGMRIECAwOIEzhpddLMdqfWZxXWsdafLB932VRc9Qa%2BafDlF3GDRfeva74Q8vc6L1k92lK3rAuUmQIAAAQINFHDAauBSjUSAAAECixXoH5zcMabxocV2rWe3HPmLw27nxxedvjeafDSluM2i%2B9a1X0pxi%2F1rbUfZui5QbgIECBAg0EABB6wGLtVIBAgQILBYgb2jzXu2Un7nYrvWtFvOFw%2FWO3dYdPpeNfnbFHHXRfeta7%2FpjnTKgdN3O8rWdYFyEyBAgACBBgo4YDVwqUYiQIAAgcUK7K02H9SK%2FOeL7VrPbjni%2FGG3vWfR6XvV5G0p4j6L7lvffq17DbonOcrWd4GSEyBAgACBxgk4YDVupQYiQIAAgUUL9DbGZ6aczll035r2e8ug277%2ForP3q8mrI%2BKhi%2B5b236p9auDtZMcZWu7QMEJECBAgEDzBBywmrdTExEgQIDAggX2VpMntSKeteC2tWyXI79i2O385qLD90fj%2FZFSf9F969pvmvPeA%2BsdR9m6LlBuAgQIECDQQAEHrAYu1UgECBAgsFiBfjV5bkQ8frFd69otv2DQ7fzeotP3N8bPjJyeuui%2BNe73lEG37Shb4wWKToAAAQIEmibggNW0jZqHAAECBBYu0BtNXppSPHLhjWvYMKd46nCt%2FUeLjt6vxo%2BNSM9fdN%2B69sspnjdcazvK1nWBchMgQIAAgQYKOGA1cKlGIkCAAIHFCvSr8Rsj0gMW27W23XqDbvvAotP3RpuPSCm%2FfNF969svv2zQ7TjK1neBkhMgQIAAgcYJOGA1bqUGIkCAAIFFC%2FSr8SgidRfdt479csq%2FNlzrvG7R2fsHN%2B8f0%2FzmRfeta78c%2Bc3DbsdRtq4LlJsAAQIECDRQwAGrgUs1EgECBAgsVqBXTSYpYvdiu9a1W%2Bteg%2B5J71x0%2Bv7G5p7IeWPRfevaL%2BfYGK63HWXrukC5CRAgQIBAAwUcsBq4VCMRIECAwGIF%2BtXkcxFxk8V2rWe36Y50yoHTd39o0enPGk3usCPFoUX3rXG%2FQ4Nu21G2xgsUnQABAgQINE3AAatpGzUPAQIECCxcoD%2BaXBoprrnwxjVsmFLcYv9a%2BzOLjn7We8f%2Fbsfl6fOL7lvXfjnnLwzXO46ydV2g3AQIECBAoIECDlgNXKqRCBAgQGCxAv1qkhfbsb7dDp944rXPO%2BWW3170BI957%2Beufvnl3%2FjeovvWtV%2BO%2FL1ht%2BMoW9cFyk2AAAECBBoo4IDVwKUaiQABAgQWJ%2FCoCw%2Fd8Mj3p19aXMf6dsoRedhtt5Y1Qa%2BaXJYirras%2FnXr%2B5Xr77zq63fturxuueUlQIAAAQIEminggNXMvZqKAAECBBYksG%2B0educ8kcW1K7mbfJXB93ODZY1RK8a%2F0OKdONl9a9b351Xa93oxXc96ct1yy0vAQIECBAg0EwBB6xm7tVUBAgQILAggX0HL7p7nrYuWFC7mrfJHx90O7dZ1hD9anxxRLr9svrXre%2BR1s5d5%2B7ZdUndcstLgAABAgQINFPAAauZezUVAQIECCxIoD8a%2F0Kk9NYFtat3mxzvG6y377qsIfqj8QWR0t2X1b9ufXPOpw%2FXO46zdVucvAQIECBAoKECDlgNXayxCBAgQGAxAr2NycNSjlcuplu9u%2BSItw%2B77fssa4peNXlLirjfsvrXrW9Kcf%2F9a%2B231C23vAQIECBAgEAzBRywmrlXUxEgQIDAggT6o8mjI8ULF9Su7m1eM%2Bi2f31ZQ%2FSqyStTxMOW1b92fVM8YrDWdpyt3eIEJkCAAAECzRRwwGrmXk1FgAABAgsS6Febz4jIT19Qu3q3yXkwWO%2FsW9YQ%2FY3JCyPHo5fVv259c6THDru7HWfrtjh5CRAgQIBAQwUcsBq6WGMRIECAwGIEehvjl6SclnaUWcyUs%2BmSIz9z2O0s7djXr8ZPj0jPmM00za%2By7H01X9iEBAgQIECAwLEIOGAdi5ZnCRAgQIDA%2FyXQryavjoiHgjm6wLL%2FRM%2Feanx2K9KfHj2pJ%2F5ZYMl%2FYs4WCBAgQIAAAQI%2FKOCA5XsgQIAAAQLbEOhVk7eliKX9YvJtRF%2F8q0v%2BnUq9jc1fTzn%2Fl8UPXs%2BOOeK1w27bcbae65OaAAECBAg0TsABq3ErNRABAgQILFKgP5pcGClOXWTPuvZa9r9q19%2FY%2FPnI%2Bb%2FV1W%2FRuZf9r0Yuel79CBAgQIAAgbIFHLDK3o90BAgQIFC4QK8afzxFulXhMYuIl3M%2BfbjeuWBZYfaOJndtpfjbZfWvX9%2F8%2FkG34zhbv8VJTIAAAQIEGinggNXItRoiPRPNAAAgAElEQVSKAAECBBYl0KvGX02RrreofrXuszPfYXBa5%2BJlzdA%2Ff3zruCJ9bFn969Y3R%2F7ksNtxnK3b4uQlQIAAAQINFXDAauhijUWAAAECixHoVZNpivD%2Fp1vgPtw64cfP23P7L27h0bk8csboY9c7IX3%2Fq3Mp3sSiOb4%2BWG87zjZxt2YiQIAAAQI1FPADdw2XJjIBAgQIlCFwxgc%2Fda0TLr30W2WkKT%2FF4RMPX%2BW8U045vLSkOaf%2BxuZ0af1r1jhH5GG33apZbHEJECBAgACBhgo4YDV0scYiQIAAgfkLnDW66GY7Uusz8%2B%2FUhA75skG3c41lT9Kvxt%2BOSD%2B67Bx16X9Cnl7nResnO9LWZWFyEiBAgACBBgs4YDV4uUYjQIAAgfkK9A9O7hjT%2BNB8uzSjes75C8P1zk2WPU2vGn8mRbrZsnPUpX9KcYv9a21H2rosTE4CBAgQINBgAQesBi%2FXaAQIECAwX4G9o817tlJ%2B53y7NKb6oUG3vXvZ0%2FSryZUHxzsuO0dd%2Bk93pFMOnL7bkbYuC5OTAAECBAg0WMABq8HLNRoBAgQIzFdgb7X5oFbkP59vl8ZUPzjotteWPU1vNHlXSnGPZeeoT%2F%2FWvQbdkxxp67MwSQkQIECAQGMFHLAau1qDESBAgMC8BXob4zNTTufMu08T6ufIbx52Ow9Y9iz9anLlwfFBy85Rm%2F6p9auDtZMcaWuzMEEJECBAgEBzBRywmrtbkxEgQIDAnAX2VpMntSKeNec2DSmfXzbodh657GF6o%2FE5KaUzl52jLv2nOe89sN5xpK3LwuQkQIAAAQINFnDAavByjUaAAAEC8xXoV5PnRsTj59ulGdVziucN19pLt%2BpXkysPjk9qhupCpnjKoNt2pF0ItSYECBAgQIDAvyXggOX7IECAAAECxynQG01emlIs%2FU8VHWf8Rb9WxCGkX02uPKJdeXj03xYESjk8biGqRwgQIECAAIGGCzhgNXzBxiNAgACB%2BQn0q%2FEbI9LSf6%2FT%2FCacXeVS%2Fipab2PyyJTjpbObrOmVyvirn01XNh8BAgQIECBwdAEHrKMbeYIAAQIECPxQgX41HkWkLp4tCBTyy8D71fgBEemNW0jskX8WyG8adDsPhEGAAAECBAgQWLaAA9ayN6A%2FAQIECNRWoFdNJilid20HWGjw1r0G3ZPeudCWP6TZvtGhbk7T0bJz1KV%2FzrExXG870tZlYXISIECAAIEGCzhgNXi5RiNAgACB%2BQr0q8nnIuIm8%2B3SjOopt%2B68f%2F2kDy57mr0HD%2B1uTaeTZeeoUf9Dg27bkbZGCxOVAAECBAg0VcABq6mbNRcBAgQIzF2gP5pcGimuOfdGDWgw3ZFueeD03Z9e9ihnjyY3maa48vDov60JfH7Qbd90a496igABAgQIECAwPwEHrPnZqkyAAAECDRfoV5Pc8BFnNt4JeXqdF62f%2FK2ZFTzOQmd88IPXOOHSE%2F7xOF9fvddy%2FONgvX3i6g1uYgIECBAgQKA0AQes0jYiDwECBAjUQqA3uvhGKR35Yi3CLjlkjsjDbru15Bj%2Fp32%2FmlwREcXkKcXlX8vxlevvvOrrd%2B26vPSc8hEgQIAAAQLNFnDAavZ%2BTUeAAAECcxLobRy6XcrTS%2BZUvmFl87cG3c51ShmqP5p8KVLcsJQ8pefIeeeNh%2Bu7vlR6TvkIECBAgACBZgs4YDV7v6YjQIAAgTkJ7Dt40d3ztHXBnMo3qmyO%2BPSw275lKUP1qsklKeJ2peQpPceR1s5d5%2B7Z5Vhb%2BqLkI0CAAAECDRdwwGr4go1HgAABAvMR6FWT%2B6WIt8ynerOq5hwfGq63Tyllqv5ofEGkdPdS8pSeI%2Bd8%2BnC941hb%2BqLkI0CAAAECDRdwwGr4go1HgAABAvMR6G1MHpZyvHI%2B1ZtVNUe8a9ht%2F2wpU%2FWr8Vsj0i%2BUkqf0HDniF4fd9ltLzykfAQIECBAg0GwBB6xm79d0BAgQIDAngf5o8uhI8cI5lW9Y2fzng27nV0sZqldNXpkiHlZKnuJzpHjEYK3tWFv8ogQkQIAAAQLNFnDAavZ%2BTUeAAAECcxLoVeM%2FSJGeNqfyjSqbcz53uN45q5SheqPJi1KKR5WSp%2FQcOdJjh93djrWlL0o%2BAgQIECDQcAEHrIYv2HgECBAgMB%2BB3sb4JSmnffOp3qyqOaXnDNd2P6mUqfrV%2BOkR6Rml5Ck9R478zGG38%2FTSc8pHgAABAgQINFvAAavZ%2BzUdAQIECMxJoF9NXh0RD51T%2BUaVzZF%2Bf9jd%2FdxShuqNxvtSSi8pJU%2FxOXIeDNY7jrXFL0pAAgQIECDQbAEHrGbv13QECBAgMCeBXjV5W4q4z5zKN6tsjt8ZrLdfWspQ%2BzY2H5pzvvIA6b%2BtCbxm0G3%2F%2BtYe9RQBAgQIECBAYD4CDljzcVWVAAECBBou0B9NLowUpzZ8zJmMl1rxK%2Fv3tN8wk2IzKLK32rxPK%2FLbZlBqJUrkiLcPu23H2pXYtiEJECBAgEC5Ag5Y5e5GMgIECBAoWKBXjT%2BeIt2q4IjFREsp7rF%2Frf03pQTqnz85Na6IC0vJU36O%2FP5Bt%2BNYW%2F6iJCRAgAABAo0WcMBq9HoNR4AAAQLzEuiPJl%2BLFNedV%2F0m1b0i5Tues9a5qJSZzty45FY78%2BGPl5Kn9Bw58ieG3c6tS88pHwECBAgQINBsAQesZu%2FXdAQIECAwJ4FeNZmmCP8%2FugXfK%2FL05uesn%2Fw%2FtvDoQh7pv%2B8j143LLv%2FaQpo1oUmOrw%2FW29drwihmIECAAAECBOor4Afv%2Bu5OcgIECBBYksAZH%2FzUtU649NJvLal97doePvHEa593yi2%2FXUzwnFN%2FY3NaTJ7Cg%2BSIPOy2W4XHFI8AAQIECBBouIADVsMXbDwCBAgQmL3Avo3JzXOOT8%2B%2BcvMqlnr86Ffjb0akazdPfD4TFXeEnM%2BYqhIgQIAAAQIFCzhgFbwc0QgQIECgTIH%2BwckdYxofKjNdYakK%2FetnvWryqRRxi8K0io2TUtxi%2F1r7M8UGFIwAAQIECBBovIADVuNXbEACBAgQmLXA3tHmPVspv3PWdZtYL0f%2B5LDbKe5fa%2BxXkw9ExClNNJ%2FHTNMd6ZQDp%2B92tJ0HrpoECBAgQIDAlgQcsLbE5CECBAgQIPD%2FC%2FQ3Dj048vR1TI4ukCN%2FYNjt3OXoTy72iV41fkeKdK%2FFdq1vt2lOP3tgffe76juB5AQIECBAgEDdBRyw6r5B%2BQkQIEBg4QL9jc0zIudzF964hg1zxNuH3fZ9SoveqyavSREPKS1XqXmmkR58oLv79aXmk4sAAQIECBBovoADVvN3bEICBAgQmLHA3mrypFbEs2Zctqnl%2Fuug2y7uUNSrJoMU0Wsq%2Bqznmua898B655xZ11WPAAECBAgQILBVAQesrUp5jgABAgQI%2FC%2BBfjV5bkQ8HsiWBA4Muu3iDkX9jfEzI6enbmkCD8U04skHuu1noyBAgAABAgQILEvAAWtZ8voSIECAQG0FeqPJS1OKR9Z2gMUGf9ag237KYlsevVu%2FGj82Ij3%2F6E964kqBnOJ5w7W2o63PgQABAgQIEFiagAPW0ug1JkCAAIG6CvSr8Rsj0gPqmn%2BRuXOOxw%2FX289bZM%2Bt9OqNNh%2BRUn75Vp71zD%2BfsF426HYcbX0MBAgQIECAwNIEHLCWRq8xAQIECNRVoDeaVCnFWl3zLzJ3TvHbw7X2ny2y51Z67duY%2FGLO8ZdbedYz%2F3zAetOg23kgCwIECBAgQIDAsgQcsJYlry8BAgQI1FagV00mKWJ3bQdYYPCc8i8P1zpvXGDLLbXqjcanpZTO39LDHoqcY2O43u6iIECAAAECBAgsS8ABa1ny%2BhIgQIBAbQX61eRzEXGT2g6wwOA58s8Mu53RAltuqdWZBy%2B%2B%2Fc7pkYu39LCHrhQ4NOi2HW19CwQIECBAgMDSBBywlkavMQECBAjUVaBXjf8xRbpGXfMvMnfOO08eru8aL7LnVnr1RhffKKUjX9zKs575Z4HPD7rtm7IgQIAAAQIECCxLwAFrWfL6EiBAgEBtBfrVJNc2%2FIKDH96x8yfPO33XZxfc9ujtck79jc3p0R%2F0xJUCOfL3ht3ONWkQIECAAAECBJYl4IC1LHl9CRAgQKCWAv7kzrGt7bKdV%2F3Rl5122%2B8e21uLebo%2FmlwaKRxltsg96Lb93LhFK48RIECAAAECsxfwg8jsTVUkQIAAgQYL7Btt3jan%2FJEGjzjT0Uo%2BevSqyWdThL8Wt8WN77xa60YvvutJX97i4x4jQIAAAQIECMxUwAFrppyKESBAgEDTBfYdvOjuedq6oOlzzmK%2BHPlrw27n%2BrOoNY8a%2FjXJY1M90tq569w9uy45trc8TYAAAQIECBCYjYAD1mwcVSFAgACBFRHoVZP7pYi3rMi42xozR%2F7EsNu59baKzPHlfjUeRaTuHFs0qnRqTU%2Fbv%2Bfk9zRqKMMQIECAAAECtRFwwKrNqgQlQIAAgRIE%2BhuTh0eOV5SQpfwM%2Bf2DbufUUnP2qskbUsQDS81XWq4c8YvDbvutpeWShwABAgQIEFgNAQes1dizKQkQIEBgRgL90eTRkeKFMyrX7DI53jFYb9%2B71CH71eQ%2FRcRvl5qvuFwpHjFYa7%2ByuFwCESBAgAABAish4IC1Ems2JAECBAjMSqBfbT4jIj99VvWaXCdHvHbYbT%2B01Bn7o%2FFzIqXfLzVfablyikcP19ovLi2XPAQIECBAgMBqCDhgrcaeTUmAAAECMxLoj8b7I6X%2BjMo1ukyOGA677WKt%2Bhvj34%2BcntPoJcxwuBz5mcNux%2FF2hqZKESBAgAABAlsXcMDaupUnCRAgQIBA9KvJqyOi2D9VVNKKco4%2FGq63n1pSph%2FM0t%2FYPCNyPrfUfMXlynkwWO%2FsKy6XQAQIECBAgMBKCDhgrcSaDUmAAAECsxLoVZO%2FThHF%2Fl6nWc05izo55ccN1zrPn0WtedTojSa%2FklK8fh61G1rzNYNu%2B9cbOpuxCBAgQIAAgcIFHLAKX5B4BAgQIFCWQL8avy8i3aWsVIWmSfmRg7XOywpNF%2Fs2Jj%2BTc7y71Hyl5coRbx922%2FcpLZc8BAgQIECAwGoIOGCtxp5NSYAAAQIzEuhV44%2BnSLeaUbmGl8kPHHQ7byp1yN7o4k5KRy4qNV95ufL7B93OqeXlkogAAQIECBBYBQEHrFXYshkJECBAYGYCvWr81RTpejMr2OBC01bqHtize6PUEc84%2F%2BKfOOGKI39far7ScuXInxh2O7cuLZc8BAgQIECAwGoIOGCtxp5NSYAAAQIzEuhVk2mK8P%2BfW%2FBs7djRecnpd5hs4dGlPPJbF3z0R65%2B5J%2B%2Bs5TmdWya4%2BuD9bbjbR13JzMBAgQIEGiAgB%2FAG7BEIxAgQIDAYgTO%2BOCnrnXCpZd%2BazHd6t%2Fl8I6dP3ne6bs%2BW%2FIk%2FWpyRUS0Ss5YSrYckYfdNqtSFiIHAQIECBBYMQEHrBVbuHEJECBA4PgF9m1Mbp5zfPr4K6zWm5ftvOqPvuy023635Kl71eTLKeIGJWcsKdvhE0%2B89nmn3PLbJWWShQABAgQIEFgNAQes1dizKQkQIEBgBgJ7z9%2B8U%2BuK%2FMEZlGp8ibr8aZ1%2BNflIRNy28QuZ0YApxS32r7U%2FM6NyyhAgQIAAAQIEtizggLVlKg8SIECAwKoL7B1t3rOV8jtX3WEr8%2BfIXxt2O9ffyrPLfKZfTd4bET%2B9zAx16j3dkU45cPruD9Ups6wECBAgQIBAMwQcsJqxR1MQIECAwAIE%2BhuHHhx5%2BroFtKp9i7r8i3W90fivUkr3rT34ggaY5vSzB9Z3v2tB7bQhQIAAAQIECPwfAQcsHwMBAgQIENiiwN7R%2BKxWSge2%2BPiKP5bfP%2Bh2Ti0doV9NXhURv1F6zmLypdavDtZO%2BvNi8ghCgAABAgQIrIyAA9bKrNqgBAgQILBdgb3V5EmtiGdtt85KvJ%2FjHYP19r1Ln7U3mrwopXhU6TlLyZdTPmu41jm3lDxyECBAgAABAqsj4IC1Ors2KQECBAhsU6C3MfmTlONx2yyzKq%2F%2F10G3%2FZDSh%2B1tTP5DyvEfS89ZSr5pxJMPdNvPLiWPHAQIECBAgMDqCDhgrc6uTUqAAAEC2xToV%2BM%2Fi0i%2Ftc0yq%2FL6gUG33St92L3V%2BOxWpD8tPWcp%2BXKK5w3X2o8vJY8cBAgQIECAwOoIOGCtzq5NSoAAAQLbFOhX4zdGpAdss8xqvJ7yHw7WOk8rfdh9G5sPzTm%2FuvScBeV76aDb%2Fp2C8ohCgAABAgQIrIiAA9aKLNqYBAgQILB9gd5oUqUUa9uv1PwKOcfjh%2Bvt55U%2B6d5q8z6tyG8rPWc5%2BfKbBt3OA8vJIwkBAgQIECCwKgIOWKuyaXMSIECAwLYF%2BtVkMyJO2nahVSiQ43cG6%2B2Xlj5q%2F%2FzJqXFFXFh6zlLy5Rwbw%2FV2t5Q8chAgQIAAAQKrI%2BCAtTq7NikBAgQIbFOgX00%2BFxE32WaZlXg9teJX9u9pv6H0Yc%2FcuORWO%2FPhj5ees5R8OWJz2G23S8kjBwECBAgQILA6Ag5Yq7NrkxIgQIDANgV61fgfU6RrbLPMSryeUtxj%2F1r7b0oftv%2B%2Bj1w3Lrv8a6XnLCjf5wfd9k0LyiMKAQIECBAgsCICDlgrsmhjEiBAgMD2BfrVJG%2B%2FympUuCLlO56z1rmo%2BGlzTv2NzWnxOQsJmCN%2Fb9jtXLOQOGIQIECAAAECKyTggLVCyzYqAQIECBy%2FQG908Y1SOvLF46%2BwWm%2BmFLfYv9b%2BTB2m7lfjb0aka9chawkZB922nx9LWIQMBAgQIEBgxQT8ALJiCzcuAQIECByfwJkHL779zumRi4%2Fv7dV764Q8vc6L1k%2F%2BVh0m71WTT6WIW9QhawkZc9554%2BH6ri%2BVkEUGAgQIECBAYHUEHLBWZ9cmJUCAAIFtCPRG49NSSudvo8TKvJoj8rDbbtVl4H41%2BUBEnFKXvMvOeaS1c9e5e3Zdsuwc%2BhMgQIAAAQKrJeCAtVr7Ni0BAgQIHKdAr5rcL0W85ThfX7HX8rcG3c516jJ0rxq%2FI0W6V13yLjtnak1P27%2Fn5PcsO4f%2BBAgQIECAwGoJOGCt1r5NS4AAAQLHKdDfmDw8crziOF9ftdc%2BM%2Bi2a%2FNX8vrV5LUR8WurtqTjnTdH%2FOKw237r8b7vPQIECBAgQIDA8Qg4YB2PmncIECBAYOUEetXmY1LkF6zc4Mc38IcH3fadju%2FVxb%2FVqyaDFNFbfOeadkzxiMFa%2B5U1TS82AQIECBAgUFMBB6yaLk5sAgQIEFisQK8a%2F0GK9LTFdq1nt5zj3cP19j3rkt5uj3FTOR4zWG%2B%2F6Bjf8jgBAgQIECBAYFsCDljb4vMyAQIECKyKQH803h8p9Vdl3m3NmeMNg%2FX2r2yrxgJf9qfrjg07R37msNt5%2BrG95WkCBAgQIECAwPYEHLC25%2BdtAgQIEFgRgV41eU2KeMiKjLvdMV866LZ%2FZ7tFFvW%2B3292bNI55f3Dtc7Zx%2FaWpwkQIECAAAEC2xNwwNqen7cJECBAYEUEetXkr1PEvVdk3O2O%2BSeDbvsJ2y2yqPf7o%2FEvREp%2BKfkWwXPOrx6ud%2F79Fh%2F3GAECBAgQIEBgJgIOWDNhVIQAAQIEmi7Qr8bvi0h3afqcs5hvGvHkA932s2dRaxE19h286O552rpgEb2a0CNHvH3Ybd%2BnCbOYgQABAgQIEKiPgANWfXYlKQECBAgsUaBXjT%2BRIv3UEiPUpvU0570H1jvn1CVwb%2BPQ7VKeXlKXvEvPmeN9g%2FX2XZeeQwACBAgQIEBgpQQcsFZq3YYlQIAAgeMV6I8mX4sU1z3e91fpvZzyrw3XOq%2Bry8yPuvDQDY98f%2FqluuRdds4c%2BRPDbufWy86hPwECBAgQILBaAg5Yq7Vv0xIgQIDAcQr0qsk0Rfj%2FzS345ZR%2FbrjW%2Be9beLSMR3JO%2FY3NaRlhapAix9cH6%2B3r1SCpiAQIECBAgECDBPwg3qBlGoUAAQIE5iPw6NFF1z6cWt%2BcT%2FXmVc2x4y7D7h0%2BUKfJetXkuynixDplXlbWHJGH3XZrWf31JUCAAAECBFZTwAFrNfduagIECBA4BoF9G5Ob5xyfPoZXVvrRnHfeari%2B65N1QuhXk7%2BPiJ%2BoU%2BZlZj184onXPu%2BUW357mRn0JkCAAAECBFZLwAFrtfZtWgIECBA4DoG952%2FeqXVF%2FuBxvLqar1z9KtcbnHq7r9dp%2BF41vihF6tQp8zKzphS32L%2FW%2FswyM%2BhNgAABAgQIrJaAA9Zq7du0BAgQIHAcAv3q0M9GTOvzO52OY8ZZvjLotmv380W%2Fmrw7In5mlg6NrtWKOw32tD%2Fc6BkNR4AAAQIECBQlULsfMIvSE4YAAQIEVkKgv3HowZGntflX9Za7lPydQbdzreVmOPbu%2FWry5xHxoGN%2Fc0XfaMU9B3vaVx79%2FEeAAAECBAgQWIiAA9ZCmDUhQIAAgToL7B2Nz2qldKDOMyww%2B2cH3fZPLrDfTFr1q%2FG5EemMmRRbhSKp9auDtZOuPPr5jwABAgQIECCwEAEHrIUwa0KAAAECdRboV5MnR8Qf1XmGhWXPeTJY79Tud0n1NjafnXJ%2B4sKcat4op3zWcK1zbs3HEJ8AAQIECBCokYADVo2WJSoBAgQILEegtzH5k5TjccvpXreuuRp0O%2Bt1S92vJo%2BPiOfWLfey8k4jnnyg2372svrrS4AAAQIECKyegAPW6u3cxAQIECBwjAL9avxnEem3jvG1FX08v2nQ7TywbsP3NiaPTDleWrfcy8qbUzxvuNa%2B8ujnPwIECBAgQIDAQgQcsBbCrAkBAgQI1FmgV43flCL9Up1nWFz2%2FLJBt%2FPIxfWbTae9o81faqX8ptlUa36VnOPPhuvt327%2BpCYkQIAAAQIEShFwwCplE3IQIECAQLECvdGkSinWig1YULCc4%2FnD9Xbt%2Frplf2NzT%2BS8URBl4VHq%2BSftCkcVjwABAgQIEPg3BBywfB4ECBAgQOAoAv1qshkRJ4E6ukBO8dThWrt2v%2FD%2BrNHkDjtSHDr6hJ64UiDn2Biut7s0CBAgQIAAAQKLEnDAWpS0PgQIECBQW4F%2BNflcRNyktgMsMnhK%2BwZruweLbDmLXmccvOTGJ0wP%2F8Msaq1EjZr%2Ba5MrsRtDEiBAgACBhgo4YDV0scYiQIAAgdkJ9KrxP6ZI15hdxeZWyikePlxrv6puE579iU9cdfqF732%2FbrmXmPfzg277pkvsrzUBAgQIECCwYgIOWCu2cOMSIECAwLEJPOjii69yg68e%2Badje2t1n57m9IAD67vfXEcBh8pj2FqOfxyst088hjc8SoAAAQIECBDYloAD1rb4vEyAAAECTRfwV8uOccOtuOdgT%2Fvdx%2FhWEY%2F7q6LHtoZBt%2B3nyGMj8zQBAgQIECCwDQE%2FeGwDz6sECBAg0HyBMw9efPud0yMXN3%2FS2Ux4RSufes6ezvtnU22xVXrVZJIidi%2B2a3275bzzxsP1XV%2Bq7wSSEyBAgAABAnUScMCq07ZkJUCAAIGFC%2Bw7eNHd87R1wcIb17ThdGfc9sBp7Y%2FVMX5vNHlXSnGPOmZfRuaU0%2B32r%2B%2F%2B6DJ660mAAAECBAisnoAD1urt3MQECBAgcAwC%2BzYmv5hz%2FOUxvLLSj15xlXyTc%2B7W%2BUIdEXrV5DUp4iF1zL6MzKk1PW3%2FnpPfs4zeehIgQIAAAQKrJ%2BCAtXo7NzEBAgQIHINAf2Py8MjximN4ZaUfbV3tGtd6yV1v9Z06IvSq8QtSpMfUMfsyMueIXxx2229dRm89CRAgQIAAgdUTcMBavZ2bmAABAgSOQaBXbT4mRX7BMbyy0o%2FW%2BRd79zfGvx85PWelF3gMw%2BcUDx%2ButV91DK94lAABAgQIECBw3AIOWMdN50UCBAgQWAWB%2Fsb4mZHTU1dh1u3OmCMuHXbbP7LdOst6vzfafERK%2BeXL6l%2B7vjkeM1hvv6h2uQUmQIAAAQIEainggFXLtQlNgAABAosS6I%2FG%2ByOl%2FqL61blPjvzFYbfz43WdoTea3Dul%2BOu65l907hz5mcNu5%2BmL7qsfAQIECBAgsJoCDliruXdTEyBAgMAWBfxi7y1CRUTO8bHhevu2W3%2BjrCfP2hifvCOnD5eVqtw0OeX9w7XO2eUmlIwAAQIECBBokoADVpO2aRYCBAgQmLlAfzR5e6T4uZkXbmbBDw667TvXdbQzDl5y4xOmh%2F%2BhrvmXkPs1g27715fQV0sCBAgQIEBgBQUcsFZw6UYmQIAAga0L9KrJ%2BSnitK2%2FsbpP5hzvHq6371lngX41yXXOv9js%2Ba8G3c79FttTNwIECBAgQGBVBRywVnXz5iZAgACBLQn0R5MLI8WpW3p4xR%2FKOf5yuN7%2BpToz9KrxV1Ok69V5hkVlzxF%2FPey2f35R%2FfQhQIAAAQIEVlvAAWu19296AgQIEDiKQL%2BafCAiTgF1dIEc%2Bb8Mu53fOPqT5T7RqyaHUsQdyk1YTrIc8fZht32fchJJQoAAAQIECDRZwAGryds1GwECBAhsW6BXjT%2BcIp287UKrUeDAoNvu1XnU3mjyrpTiHnWeYWHZc7xjsN6%2B98L6aUSAAAECBAistIAD1kqv3%2FAECBAgcDSBXjV%2BT4p0t6M953%2BPyCk9Z7i2%2B0l1tuhV4%2F%2BcIv37Os%2BwqOxN%2BCuji7LShwABAgQIENi%2BgAPW9g1VIECAAIEGC%2FSq8ZtSpFr%2FXqdFrSfn%2FKTheuc5i%2Bo3jz69avzHKdIT5lG7aTVzxHDYbfebNpd5CBAgQIAAgTIFHLDK3ItUBAgQIFCIQK%2BanJcifqeQOEXHyCkePlxrv6rokEcJ168mvxsRL67zDAvM%2FpRBt%2F2sBfbTigABAgQIEFhhAQesFV6%2B0QkQIEDg6AL9jfEzI6enHv1JT6TcWt%2B%2FflJVZ4nexviBKac31HmGRWVvwsFyUVb6ECBAgAABAtsXcMDavqEKBAgQINBggX0bmw%2FNOb%2B6wSPObLTpjnTLA6fv%2FvTMCi6h0FkHx3fZMf0mbpEAABxLSURBVE3vW0Lr2rVMuXXn%2FesnfbB2wQUmQIAAAQIEainggFXLtQlNgAABAosSOPPgxbffOT1y8aL61bdPvmyw1r5mpJTrO0PE2Rd%2B4ken3%2F%2Fet%2Bs8wyKy58iHb5Db1%2FiP6%2BnIIvrpQYAAAQIECBBwwPINECBAgACBf0sg59TbmPxTinQCqH9dIEd%2B77DbuXsTjHqjyUdTits0YZY5zvC3g27bv845R2ClCRAgQIAAgX8p4IDliyBAgAABAkcR6FfjUUTqgvq3BNJLBt3dV%2F4C9Nr%2F16smr0wRD6v9IHMcIOd4%2FnC9%2Fbg5tlCaAAECBAgQIPAvBBywfBAECBAgQOAoAr3R%2BIkppWeD%2BtcFcsRDh932a5tgtHc0PquV0oEmzDKvGVKKe%2Bxfa%2F%2FNvOqrS4AAAQIECBD4vwUcsHwTBAgQIEDgKAJnn%2F937ekVV4xB%2FXCBHJG%2Fv%2FOq13rZabf9bhOMzjh4yY1PmB7%2BhybMMo8ZcsR3b7C2%2B9r%2FMaXpPOqrSYAAAQIECBD4YQIOWL4LAgQIECCwBYHeaPz5lNK%2F28Kjq%2FjIwUG3vdakwfuj8ThSajdpplnNkiNeNey2Hz6reuoQIECAAAECBLYi4IC1FSXPECBAgMDKC%2FSryXMj4vErD%2FFDAfLvDbqdFzTJpr8xfmbk9NQmzTSzWXK%2B32C981czq6cQAQIECBAgQGALAg5YW0DyCAECBAgQ2HvB5DatI%2FFREv%2BPwDSufpUbDE693debZHP2ew7dcnp4%2BskmzTSjWT4%2FWNv9E5FSnlE9ZQgQIECAAAECWxJwwNoSk4cIECBAgEBEfzS5MFKcyuIHBfKbBt3OA5to0htN3nXlLytv4mzHPVOOxwzW2y867ve9SIAAAQIECBA4TgEHrOOE8xoBAgQIrJ5Avxr%2FRkR61epN%2Fq9PPI308we6u%2F%2B6iSZ7R5u%2F1Er5TU2c7XhmyhGXRt554%2BH6rkuP533vECBAgAABAgS2I%2BCAtR097xIgQIDAygn0qvHHU6RbrdzgP3zgDw%2B67Ts12cK%2Bf3C7%2BT8Mup0%2FaPK%2BzUaAAAECBAiUK%2BCAVe5uJCNAgACBAgX8KawfWEpK9x2s7X5bgWuaWaTexviBKac3zKxgTQvlyF%2F86vVPuNnrd%2B26vKYjiE2AAAECBAjUXMABq%2BYLFJ8AAQIEFi%2FQH43%2FLlLatfjORXX820G3fbeiEs0pTL%2BavDcifnpO5WtRNkc8dNhtv7YWYYUkQIAAAQIEGinggNXItRqKAAECBOYp0Kv%2B7s4prnj%2FPHsUX7sVdxrsaX%2B4%2BJwzCLj3%2FM07ta7IH5xBqVqWyDk2huvtbi3DC02AAAECBAg0RsABqzGrNAgBAgQILFKgX01eHBG%2Fu8iexfTKeTBY7%2BwrJs8CgvRGkxelFI9aQKuiWuSI7x%2FZsfM2552%2B67NFBROGAAECBAgQWDkBB6yVW7mBCRAgQGAWAo957%2Beufvnl37g4Im4%2Bi3p1qXHl70L6%2Fs6r3eZlp932u3XJPIuc%2F7zvf%2Fr6RyKln5xFvbrUyBH9Ybc9rEteOQkQIECAAIHmCjhgNXe3JiNAgACBOQvsGx06JafpB%2BbcpqjyOXbcZdi9w0rN%2FL8XsLeanN6KOFjUQuYZJsc7Buvte8%2BzhdoECBAgQIAAga0KOGBtVcpzBAgQIEDghwj0RpPHpRR%2Fsgo4OeVfHq513rgKs%2F5rM%2FaqyUNSxGuabpAj%2Fu7IiYdPPe%2BUU77X9FnNR4AAAQIECNRDwAGrHnuSkgABAgQKFuhX4zdGpAcUHHEW0Z4w6LZX4lB3NKzexuQpKccfHu25Gv%2Fvn9l5tdZPv%2FiuJ325xjOIToAAAQIECDRMwAGrYQs1DgECBAgsR6A3Gv9VSum%2By%2Bk%2B36458jOH3c7T59ulXtX71fj5Eemx9Uq9hbQ5vnykdcLp567d%2FhNbeNojBAgQIECAAIGFCThgLYxaIwIECBBoukCvmrwtRdynSXPmyC8cdjvNO9TMYEm9ajJIEb0ZlCqiRI74yhXphNMcr4pYhxAECBAgQIDA%2FyXggOWTIECAAAECMxTojyZ%2FESl%2BeYYll1bKn7w6On1T%2FiRWjvy1Vm6dvn9990ePPrUnCBAgQIAAAQKLF3DAWry5jgQIECDQZIGcU7%2FafHmkeHitx0xp32Bt96DWMywofH80%2Be1IcW5EtBbUcqZtcuSLIu24%2F3DtpM%2FNtLBiBAgQIECAAIEZCjhgzRBTKQIECBAg8L8FetX4aSnSH9RNJOf87Yj028P19l%2FULfsy8%2B47OP656RXxupTStZaZ49h7p5cMurt%2F99jf8wYBAgQIECBAYLECDliL9daNAAECBFZIoFf93Z1TvuK1keKWNRn7bTnvfORwfdeXapK3qJi90cU3SunwqyLSzxYV7IeEufJQmVL85qDbeVPpWeUjQIAAAQIECFwp4IDlOyBAgAABAnMUeMToM1e7Rvr2M1KkJ8yxzfZK5%2Fz3qdV68v613a%2FZXiFvXynQG433RUrPThEnliiSc7y7dcJVH7b%2FtNv%2BQ4n5ZCJAgAABAgQI%2FDABByzfBQECBAgQWIBAb3RxJ6Uj%2FykiTllAu622%2BEZE%2FqNBt%2FOCrb7gua0JnDH62PV2xmV%2FmFI6c2tvzP%2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F4rGZZ0egJVvb2RYlU4ZEULw3GIEcAjXYt95HrUIFZqlBWt3rMEdTkDjbh3BtAORfhoL7kBuYlMyiPS6Pdxen%2BtQPWuRhtlMc6saN0bQknPz18RoHPc2%2BHe61nsIiNavb0sZRq35oxw1WiH3IjrzLPXPTtYBmTv0eirbrN%2FRceioyhsvZa1zzXjXR2xFrRf8i9jZGYNvcuv2qli08%2Fiyi7Zs4Si76OwPYO6w3LUropSZ3VhGMPZWiNQ8r5qXLVz9Z4FZDjPZtvqtDCqEc%2Fiffa122IiLtpRgVPaez9Kf18WOmPUK1Pqwunk7076JwDUQ1no%2FemyLH%2B4B%2BfXHwjgaSgDE6fVvz0hu7JerAxO9LdIKN%2FeiMQtcSgHU0%2BlPOXezPNbXRhNnqlay%2FcVo8EFJr46MirlZYSYNSBWSl08LXzekup0UBkonufa55PeXg0DJR5%2BVITU2YBi0%2Bu47%2Bybwqk7fevEItfRaQtCpS6aR%2FJ%2FFIcRa%2BagtAl8HR4TUOyp95LF4xLG381sHjyy%2Fch7ODIR4VKnqpG813Fok4%2FKkVnsXSe6dU1n2pvSFXd3K52WnyneXtyc2sZUF1r3GLct3TlSUzs4zGcPvQVi3c%2Fou3uL9z0dnk3twOCV0WhdsWfXmxneLIN8ifcsjR7vn8EwMQSl7nuGNXtH7FE%2BdWr90Ujeo1CVaaoDmWJDz%2BLu9ZceooVntTsIk3ErBWc%2BvGcAI8SKRtkrV6VNNbtdmRbOvCbXDIiYkLLmo2zYiMVoGh3bfSYsPd%2FfEy0q2Wo9HA2S%2Biijddbb4r5I5SjQ0Z4VDUr5zhIUA3i3MHmWCnYupyJYZxL8bN%2BsFbTIhgRxEP9MXtQrksdTs1Hdz4hQlcxaeXIqmLOMpHBSdmHOVK9iA72fFRs7k2BlBUHtK%2FfxcTCing%2FCowhrlVCtDem%2B0Fuv1%2FdtXVO4rXR6fobXcpagcLJgfdyqSsdu1mE%2BLkbzdxTPu3VfUoRd4b8LaeT%2FEv5st3T9Imz9rHG%2FXJ2yCbQjMNKG6btRL6tdjZdlGSVYVNY7Wk2b0omZwGEEhvXfUX9CkRWrra%2F0cN6Gh4MJmMB7Antfu8lMhX844qtgowTrk%2Fc8d1%2FxHblf7PxTDPPqX%2B6m5Agm8HoE%2Frjzjzp4TKyJKRtmu%2BejemAeNSVUKvvpsix8sZcvKjuYgAm0J0Dfoo%2FR16JhyGxmlGBFoRDvd0pkxzUBE0gTmL6vnUGw%2BHNKBxMwgf4Epu9rZxAsTwX7G6pzMAEITN%2FXziBYNiUTMAET%2BEDAgmVDMAETOA0BC9ZpmsoFNQETsGDZBkzABE5DwIJ1mqZyQU3ABCxYtgETMIHTELBgnaapXFATMAEL1vw2oBzmm%2F4czfy4XcKZCViwZm6dL8uGCG39SsW6Bn9ev%2FC1CVyNgAXrHC3KL1XsBTwx%2F%2FPzHiV%2FfmoCFqxzNB9i9OONr07ggb39jfc5quRSmoBOYNTvYekl9R389AfCxG8Wfe%2F2E7X8MBvTQOVnQUzSBE5LwIJ1rqZjPeu3t8e5Su7SmkADAp4SNoDoJEzABI4h0MPD4udW%2BUXRrd9YH%2FJrhccgdS4m8DIEnv3dF2uuzAZYsmgaeggWf7ToYAImcH0Ch%2F%2BHgqeE1zcq19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkOgx0n3Aodj%2BRzR%2F6K8sXo%2B%2FITsKm9fmoAJtCHw6wfJfLL6at6Dj%2Bve6iVY%2FOAcvyrwLFiwnpHx%2ByZwHgLPvktIDfgZpN%2B3rkqPKSGquyVWrevg9EzABOYjwK%2FfPvLAqkraQ7D8M71VTeKbTeAyBJprQQ%2FBav6TEpdpPlfEBF6LQHMt6CFYr9Ukrq0JmMBhBCxYh6F2RiZgArUELFi1BH2%2FCZjAYQQsWIehdkYnIOCf7p68kSxYkzeQi3coAQvWobj1zHoIlhtdbwffYQJXJNBcC3oIFidcHUzABEyguRZEBYt%2FHI4GvnbTvKDRzB3PBExgCgI%2FX5ZF%2BQpe6MxW9LuEfIn5%2BwIGvkNEYZ99%2BVlIylFNwAQmJfDou4TZLz%2BHnKKoYH2%2BLAuKqQTmrzx%2BpNzkuCZgAqchoHhQe5VCY3ZDdEr4aY9%2Fcd0tnSOYgAm8AgH%2BJRqN2Q1RwSKhP%2B6m5ghHEfjObYrefBfmqAo4HxNYEfjd7a%2FtV289vlQEi%2FlqaGHscVZ%2BtwEB2uBfy7L8dVmWz5Zl%2BfvtWllfbFAMJ2ECzQigKeGfo1IEixL%2BtFkxnZBKAJFizeAbdzfibSFe3pm9A%2BOXpyCApjAlDAVVsFjJt2iF0DaNhGeFMG0FdmY9Rdwi5M9mI4CWhHYHS8FVweI%2BfpTLolUIHvP8s2A20XjB5BzNBLoRQEPkH%2FjLCBY1KKIVduW6Vfv6CbM%2BdT8NfFbrPS%2Fs2X1%2B3wSOIoBm%2FDgjVhQwK1jci2h9V3XpjqLifEwgQUCaniTSf%2FVbimaEjjA8glUjWKTHCv8PbsJFYexxPaLs90zgdQmUXcBv35aSqk4aRE%2B67%2BHmKzjMSXkwLeGxtQD8k53P9%2FLz5yZgAuMJPPtXHBwXNAFxqhKo%2Byq2Eqx1uhSUx1b4ngVrC48%2FM4FTEHj0XcKuBa%2BdEnYtnBM3ARMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTOJRA9Ke4Dy3UOrMzCJb%2Fc2%2FdYr42gX4Epv9PgDMIlv8Jpp%2BBOmUTWBNQ%2BtqQ378fJVjKz6b%2BaFkW%2FnNvend13fK%2BNoETEaBv0cfoa9Ew5P8bevxEcqTCn4v%2FVMy%2FGvPYUvWt35CPlMlxTOCqBPgPBX6W%2FFnILLvQhw8Po8q4s1cAAAUrSURBVARrS3i2IGTAbqXnz0zgFQgwmLce0LN9uIr3yCnhkApX0fLNJmACEIj80UwXUqMEi8o8%2B4ugLhW9S%2FSbd6%2F90gRMIE7gd%2FGobWOOFCw8rFFeVmv3uG2rvE9t%2Bq3m98Wd7pWywXMmu9hak%2BrZCPRZ%2FjR5SBgpWFSYP14dsdtwph1HxRscwXKI4QqZ%2FlOIeybBGmHD2Bd9dlgYLViMfj8eUPszeS1KWb8YwHL2LBURH%2BW1qAwRK8Uu1PSfxaevKh7rs3RO%2Fz7nP%2F61LMt%2FD3woZ05GAcYwFSYc%2FXB4T4CdZYXh%2B7vnfIXtKnWqjUvfPEN%2FObS1GDH%2BfmBDcFBu9oAAKcY2YtSdnaEq%2BmfomNiuYhc1cf86yJub3a4%2BlA%2Fj%2BtWB3hb5zRw%2BEwyTUdDhMQE6XbTT%2FulxEtO8i80eMRshD%2FqiQ4AAjfLzZVmUDhs1yHW8mRtEncrM3tECzd4tym8EwcI%2BZl58x2bXNtzyGpHCjvDspxzMv9bNRNomrJxwR%2BSigQXZbw%2FaqdwrI%2FVQ6s3uzbDt5r3KDP6cqTJeVjR8OmgzaK98iAjLJoqYsFAe2XjgMGgk3l4Z%2FblIgBFCGXUYfWcLmUVVxYhnq%2B8R5VHXR5XB4ojyk4fqKSoifVQdnM8dAXWhGnGbaaEV4VHXKM6wgXDXTIe%2FVKdSqifTu0LqEgF27V3j3q3SKH11NEUgZtlhUxaIiyc5ozfQqCmbJcO6VOEVfZ5lXTAziGHT9rqbmU%2FfhNTRFANGKEY3cGa7Wlmz60t9%2FtQzfEd7r9hkZhCbeUNpfks5uIQ0suplFdEasUNEeTOdiTLbu4obV8bLgvEo0cqKlb2ruE1MEzOzloVx0thHigCdKDOCUlZ7V7q5ZbxvWDM9RECOCjUHqTkS5HBCAnRojC3zYEemt4FiWAhkpnzcN8IbPKEZvCsybZrxvmkj7jtigyYrqpSRwc%2FhpATo0FlBoPG5t8chOow%2B61UVcfMomjfKzI5b4c6zekYuWlJsLSumpXyzbB5F6%2Bx4dwSyU8NiADwjXKxj1EwVMSRGzlqDpDyz7F7doT7VS%2FVM09oeyjXCVTugtbSLyw9iZznpXtsTEBsMq1XgR8z4mY3Iby3xkyUYZavpJSeSf%2BBTyU2asqWnVH42GJvANp79DEuxhU9udtFqWs%2B3HIb%2BVlWTFnEibwTUE%2FBlFJ3pGU8Pg3doQ4BBpHZqPoN9eN2qjT1MlcrZjdNi1ceczm4XiFUr770PYaeaJkDD1uwcjhpNLVbpJg%2FdeFbRsliFmvf8kbKHNEcIFkbpaWB%2FmzvbYDbqMGv%2FlnAODwmwozJCgJQ8jz6s%2BBDUi71ZcwZKaduauJffDXwxmwtXF88FD6bGeHrcyxTQRhluxuYROb7S4vhJa9uwt928qc%2BZIKMqItHawDLp4VW12uo%2BZ2vMUWqmiLPYhQewOWxiqlKMNtCWZ4KmAnvywjB4sF40YkAjT0QT23QwgYcEMA6mY0dMCTBIOoMX1R82xVRvHmkXTP1qT9BPBc%2BFOYYAQsII1%2FIoBEKISB3xJdpjKL1eLtgFg1oru2DgYimANL0csGFPr%2FLVnA0E0kcsxmJQPPgL%2BT3j4kf9y78x83Ue%2F9C%2FhPs0kREwbEH1lMtXvJ59jec0AFxQEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABEzABE3gpAv8PCvupGPnOJNYAAAAASUVORK5CYII%3D%22%20data-filename%3D%22image.png%22%20style%3D%22width%3A%2084.6051px%3B%20height%3A%2084.6051px%3B%22%3E%26nbsp%3B%20%26nbsp%3B%20%26nbsp%3B%3Cspan%20style%3D%22font-size%3A%2036px%3B%22%3E%3Cb%3E%3Cspan%20style%3D%22font-size%3A%2050px%3B%22%3E%2B%3C%2Fspan%3E%3C%2Fb%3E%3C%2Fspan%3E%26nbsp%3B%3Cimg%20src%3D%22data%3Aimage%2Fpng%3Bbase64%2CiVBORw0KGgoAAAANSUhEUgAAATUAAAEzCAYAAABQRpQZAAAZT0lEQVR4Ae2d%2FdHstBWHRSb%2Fhw5CB9ABUEHoIEkHlJAOSAehA5IKgAoCFUAHkArI%2FJg99%2FruXVs%2B%2BjiWrEcz73h3%2FSH5OfLzyrJsp0SCAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEPAQ%2B8CzMshCAwHQEPkspfZhS%2BuRR8k8ze%2FBDSul%2FKaVfU0r6%2FPPjL7PaOLOR2jixoCQQqCUgcUliHz%2BmH9Vu8LG%2BCe77lNJ3j79Gm2YzEIAABN4l8EVK6V8ppZ9SSr8F%2Fn2TUvrboxX4bon4BgEIQMBJQC2wr1JKvwRK7EiYEpzkSoIABCDgIqBTy28HEdkryam1%2BCWtN1dMWRgCSxKQzP47sMyeBacW5D%2BQ25J1lZ2GwCGB0VtmzzJ7%2Fi65qd%2BNBAEILE5AQzDU%2Bf8siVm%2Fq5UpQZMgAIEFCajDfZQLAK0lqosbEjYJAhBYgMDdWmd7QlSrzQYCLxBWdhECaxLQQT7ThYA9YZ39vWtfG3cUrHkQsdfjELDBs71Py3QngO4M%2BPGx68%2B3P1mf158eLSmNhWt1R8Ie7a9TSn%2Ffm8nvEIDAfAR0ZfBs68aznMaL6UKDtl8jJolWstPwjF4tSQ3c7S30%2BWoGJYbAhAQ0SNUjqtyyOqVTR3zP%2FirJR6JsPQBYwkRsE1ZiigwBI9ByuIYEc8VYMLUAtR%2BtrtQiNqsdTCEwGYFWQpPMrB%2FsSgRqYen0tIXcENuVkSRvCBQQaCE09ZeNePO4tdxyp8m5%2BZI1CQIQmIBAC6HNcD%2BlWo%2B1j0ESKxIEIDAwgVqh6dRuhFPNs4h1Slq7z7qQQoIABAYkUHtw2%2BnaFRcDanGqzFb%2BkulMIq9lxfoQmIJAK6GZEGYUm4aYlF5E0HoM9ZiiqlPIFQi0FtrsYivtZ9PgXBIEIHAxgV5Cm1lsanGV3pUw4tXei6sY2UMgjkBvoc0sttJTUU5D4%2BovOUHgHQJRQltRbLoFjAQBCAQSiBbazGLT6aSV3zOtuTk%2FsCqQFQTmJ1ArtNr1Z7wqqoHEHqFpWXEiQQACnQm0ElLtmK4ZxVZy4YDWWucKzebXJtBKaEZxNbHpwgGtNYs%2BUwhcTKC10Gx3VhNbyWkorTWrLUwh0IhAL6FZ8VYTm3dgrkRIggAEGhHoLTQr5kpi8%2B6rJEiCAAQaEIgSmhXVe7A%2F909p%2FVmSt7XGXQazRJZyDksgWmgGYhWxefdT8SBBAAKFBGqFVjvGynvAz9pi8zzNQ8uSIACBAgIthGaSqWldrCA23QplrM5Med5aQYVmlbUJtBSaHaSIbb9OaaiGcToz5SroPkvmQOA9Aj2EZgcqYnsP95sfPHcZ8JKWN9j4AIFjAj2FhtiO2XtPQY%2B3xlwIQKD6hSEmrTNTWmzvVzj1k51hZ8vQr%2FY%2BQ36BwBsCES00Oxhtitje4H%2FzwdicmfLWqTfY%2BACBdwnUCs0zHOH5YEVs78ZCfWXPjPa%2B8%2FDId9nxDQK%2FE6gVmoZblD6q2g5WxPa2Mnr61bhY8JYbnyDwO4EWQjOUiM1I1E11Smmyz011tZQEAQg8CLQUmkFFbEaifOq9WFCeE2tC4EYEegjN8CA2I1E2RWpl3FhrYQI9hWZYEZuRKJvmTju388tyYC0I3IRAhNAMFWIzEv7pVlq5zzwJ18%2BXNW5CIFJohgyxGQnfNCey7XwG4PrYsvRNCNQKTePQJKiShNj81LbSyn1Gan6%2BrDE5gVqh2UGF2OIqgjE%2FM0VqcXEhpwEItBKaHVyILSaoxvvMNKZE5AKBAQi0FpodYIitb3B1um6sz0z7loatQ2AQAr2EZgcZYusXaMap9WPLlicl0FtoiK1vxfA8upzX5fWNBVsfgECU0BBbv2B73trODe394sCWByAQLTTE1ifonkcPKeYkCNySQK3Q9GQIz%2FPxTWg2pY%2BtXbUSS%2BOam%2FLylXbc2dJABGqFpj4cpQ8R22mZbGVj%2FB4YqybeK5%2BMUavCzcojEmglNNs3xHa%2BldRDbJ5nqSl%2FxYsEgdsQaC00A4PYrhObpz%2BNK59WY5negkAvoRkcxBYvNjHftv5yn1UHSBC4BYHeQjNIiM0nGZNQaR%2Bb99SzNB%2BLL1MIDEEgSmi2s4gtTmw6nTQxnpkqNiQITE0gWmgGC7H5ZGNC8rSkvLdGfWPBYQqBWQlcJTTjhdj6is1zgUDS9AjTYsgUAsMQuFpoBgKx9RGbt5UmqXHqabWS6XQERhGagUNs7cXmbaWpTpAgMCWB0YRmEBFbO7F94bw4oFYadxFYTWQ6FYFRhWYQEVu92MTQc5%2BnhMYb2a0GMp2KwOhCM5iIrU5sJXHmAoHVPqbTECip6PoPbn%2FRlR6xvWVvMTgzLYkzt0VNcxhTUCNQUtG3B1C00KzciK1MbNvYnfms%2FjcSBKYhMKvQDDBi6ys2XSElQWAaArMLzUAjtn5iK32RtMWGKQTCCNxFaAYMsbUX21cGlykERidwN6EZb8TWTmy6OCCeJAgMT%2BCuQjPwiK2N2BhoazWK6dAE7i40g4%2FY6sTGS1WsJjEdmsAqQrMgILYysXG102oQ06EJrCY0C8aKYquJtW6FEjMSBIYmUFPJNTDzqoG1raCuJLaaWNe8P7VVrNgOBLIEaip5rdAkw%2B1LivVZfTVXtARWEFtNrBFa9lBigREI1FTyGqFJIEfP6brqFOfOYquJNUIb4WilDFkCNZW8Vmjb1pm29ervqs7oO4qtJtYILXsoscAIBGoqeYTQTHJXjYO6k9hqYo3QRjhaKUOWQE0ljxSa8rpyLNQdxFYTa4SWPZRYYAQCNZU8WmjK7%2BpXrc0sNu97OsXb%2FhDaCEcrZcgSmE1oOsCubKkZ0JnFZpLyTBGaRZ7p0ARmFJoOxFEePLiK2BDa0IcxhTMCswpNV0hHSncXG0IbqbZRll0Cswpt1APsrmIblfduxWbGmgQQWp%2B4301sCK1PPWGrjQkgtMZAnzZ3F7EhtKfA8nVMAggtJi6ziw2hxdQTcqkkgNAqATpXv1JsGsPnGaqxXRahOQPN4tcQQGjXcL9CbDWxRmjX1BNydRKoqeT6D176PLQrDmgnmpDFIznUxBqhhVQHMqklUFPJEVot%2FbfrR4itJtYI7W2s%2BDQwgZpKjtDaB7an2GpijdDax5otdiBQU8kRWoeAPDbZQ2w1sUZo%2FWLNlhsSqKnkCK1hIHY21VJsNbFGaDsB4uexCOjJFRJT6R8XBWLi2UJsDNuIiRW5XEhAT4ItlRkttPjA1YqtNNa00OJjTY6FBGr%2Bc9NCK4ReuVq02BBaZcBYPZZA6X9uhBYbp%2BfcosSG0J7J8314AiVSQ2hjhLW32BDaGHGmFE4CXqkhNCfgzov3EhtC6xw4Nt%2BPgOdlGgitXxxqttxabAitJhqsezmBs8M5ENrloTosQCuxIbRDzMycgYAOhlxrDaHNEMmUFEtJydulYMsjtDniTClPEPgkpaSXkljltqkqOUI7AXCQRZa8U%2BCDQeBTjDEJSGAfPYr2a0rp3ymlnwuKqhbDtyklybIkKe%2FPU0o%2FlKx88TriZwxVfu1LRJLQSv8Bzcw7gi15LE6gtm9n1lMg3Znx6jReshGTnmnJFlpPoGwbAkZgVaGphWSn7K%2BmOrXvJTaEZrWPKQQaE0Box2KTfFonhNaaKNuDwIMAQjsWmrXeWrbWEBqHHwQ6EUBo54QmsanfrUVCaC0osg0IvCCA0M4LrZXUENqLishPEGhBAKH5hCaplQ5xsXghNCPBFAKNCSA0v9A03KMmIbQaeqwLgQMCCM0vNLXSvjhgmpuF0HKEmA%2BBQgIIrUxopSP9FSaEVlhZWQ0COQIIDaHl6gjzITANAYSG0KaprBQUAjkCCA2h5eoI8yEwDQGEhtCmqawUFAI5AggNoeXqCPMhMA0BhIbQpqmsFBQCOQIIDaHl6gjzITANAYSG0KaprBR0HgISiwZr6i1P%2Bmv1ZIccAYSG0HJ1hPkQcBP4cudtQLpvsPZm6KPCIDSEdlQ%2FmAeBIgK522F6PbsfoSG0ogrLShA4IpATmm6I1p%2Fe0NQyITSE1rI%2BsS0I%2FE7grNBMbK1OQxEaQuMQhEBzAl6h1T7CxnYAoSE0qwtMIdCMQInQJLWax9io8AgNoTWrxGwIAkagVGiSWs3pJ0JDaFYHmUKgGYEaodU8EhqhIbRmlZgNQcAI1AhNrbTSgbgIDaFZHWQKgWYEaoVW2peG0BBas0rMhiBgBBCakYiZ6h%2BAWralf6X%2FQLR3NbHuNcA6hjq5LEOgppLroCw9wGihlUmtlDdCW%2BaQ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"},{"src":"data:image/png;base64,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are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations\n\ufeffCollocations are words that often sit next to each other. They're the key to better English.\nHere are some you might have seen throughout the course already:\ngrow\ncrops\nbrisk\nwalk\nbehind\nbars\nClick\nNext\nto learn a bunch more!\nReturn to Video\nBack\nViewing\n1\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n1\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"}],"html_excerpt":"<!DOCTYPE html><html lang=\"en\"><head>\n    <meta charset=\"utf-8\">\n    <meta name=\"viewport\" content=\"width=device-width, initial-scale=1, maximum-scale=1\">\n    <title>E2School Lesson 3: Collocations</title>\n\n    <link href=\"https://fonts.googleapis.com/css?family=Open+Sans:300,400,600,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Poppins:300,500,700\" rel=\"stylesheet\" type=\"text/css\">\n    <link href=\"https://fonts.googleapis.com/css?family=Quicksand:300,400,500,700|Roboto:300,400,500,700\" rel=\"stylesheet\" type=\"text/css\">\n\n    <link href=\"/bundles/newadminlayout-css?v=asc011ulpMg5IwXBtpFUQhr2oImUupp9ApFTuGjW4b01\" rel=\"stylesheet\">\n\n    \n<link 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value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 3: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        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7zgpnLVtqPCGOstfXp2ZvK/tOmj00kD94058VNOjJEytFzd4JCkGNf8dW2IdBVvemmaB6D01fCEvOkUI7xBoyxJuy9LwK+NErFOTjgHLVUpquV3mY6l3PbNFAbA+ZUzLg/UoSy1zPjvAU5cc97bUW/1O7VvJfKk3GMUztd4r8XTr6NSNUct4Oxtf1vr38lseLapxT3oQQKDLDgUdIGJqfVbw0cEuMdjzQI72W27rTaBllbv/KVtivcfdctzowfStkqVdEvIWyXqyTbkyadFuF3VYDNrSE3ABx9gIsbR4L0sBTfks0V9f9qfspzw9CrTw62CNMzJS+1o6n2yqNizF2nLyaPVwfAmhZfy1apfln1M0xkkLAgj0AkbmR4mI5RLuqoCoLp0sJRipZfUq0EuTqL9exNpyhdTKU7WOwfXJfsm65GdLuwhvrMgj0Csgxq8W7yBVTGvkG0Ggl6aRuMgDrMGqRpm1Y706cVnarZNGi4U8w4Y3mGa3PBx9ftZBwRn/Htvo4fRvhxB+H0LQv5V4nzdbMzyocWj1hi0zVq5YeBkWOiuH2RsbhPCgN6Cc/CTPoyfvTZ7VaB70lolkF6+eda0TudVzjl52bY8+2ofwRiSR+Y5A28HlHhTx4LjjfQaBXlrSm1jX4J87DnXMt0jDhjdawIt1INCRRNp77kFxhygv66whEGnE7s/lQaxL3yjMHYe6uSkeLZLl/gyzN3YsgkDvgNn4WZfPS9Hr6fPMAr005Z1ivWxH7me1X7bMHXst5xgT3si18mI/BHoB4+CjLtcsc0y3DiDFreVVbB0k+k3bLNO3turY+w2BftG4rcX66o1CtdcieuuxYL2R+CKx9F8Ib6SzOsyJQB/i+XXjFa9FjC03ZXQgX6lvfWDqOwL9qyk3P7QQ6ysCfVWcFRJpmQhvFKKNQJ+D1IG1JXpnv8nbsQjzuiUlhRqBXtPd/15LrHMFujdxFlmLp19rhsu+hTvaYjnT5Q6wjnBsNjUn7FDSYxH3nDYsTyAcBJumPf2xpFirLGvqUZwJb1itfJBfsc/lgbz3ufRd6IMmudokcdxjsvd7SXFewlAMMVeodaVEukbgiljnniCvhLpqjcMzihanT+OZdEIgZRDMeoBbF6S0OChkC+sNyyuhlpPhM+Vmi1jrcj/He9ZY2nMCzn5vMQ73DE94Y49M5u86eI88s1njlzqozg6E5XYxzDkQc8ymelKFetaTaw7XnH1ki60VjDqJynPOGRM5V27LsXhXOJLwRs4ISthHg0hn3aVQ6/PMB7d13vMdB0UUh6XdlgfqzPZLGPZVsihsuDWV0lKZ9cptaXN91slBx7PlWRiW9u3lJbyxR4bfixOwXGJ6uMqQKEiQ9dLJJcdzKw6RArMIWMIEa3Fef28p1pZ258bls4Cy03gE9rzS9QGg7609lfFo06MlAYvQbY3Hvd9qijXhjaUF+VyVgLzPvUG+/l2DngSBkgSuhjjWY3Tre2mxJrxRcgRQ1iEBy00aHUwkCJQkoCuyLVGt9VsJsbZ4/YQ3So6WCcuyCDQ34iYcIA26bLkHUlK4c8Sa8EaDAUEVzwhYLteIPz/jxqeyBHTyLym+1rJSxdpyvOjeDgkClwhYDow7ptdd6hw7d0UgTqVsEZc+EvAjsSa80dWQ6r+xCHT/NhyxBx7F2hovvzpHfES70icjAcslm+YckyDQmoAXsT7yutfbCG+0HiWD1sdNwkENO2i3ehFrZm8MOgBbd8si0B5WEbbmQ31+CXgWa8IbfsdNdy1bX54dfddBQYKANwKexHqo8Ma/3GBpnd3+/bFsWR6kjPvfN7TDS5W6+fGviY35nxDCN4l5a2WT/f7jYUPZ7n9DCP9XqzLK7YKA7K9x+Z8hhI9DCBqnSv/2eG/59jSE8F8tKxypLs1a0DSatZeos96slyWKl6157H2/0zvQTcqtaU6yJzcwRzpKy/XlDs96Vh25bLWzKWU60GeEa50+pJkfLZPapxPD3kkj/o5It7RKf3W1EOs7HZj+LLJoceoSzVlvhG1dVUThW78rr3jWTjpZyh7r+o++t2hX7X4r7LZ81a5vxvJriTWzNzJHk2W+r4w3W7I+D0GhhlqcVK4l7LIU7Nbe/ZVxopOJvH6x3wrdLPulz8qjvNpnhBPRFXYl9y0p1jNegRexxVl4Y3kwyHuZLemAXzJI+SyxKJ0kPhZvft1O2dlzkhjoJJIiyOu+rb+rDJVV60TpmWOttl0R61mvvovYAoE+x2gNJ0gwJBIlBEInxZz616LlVaDFSG27cvJZ9zV+V5kqu4QdzkfJPDksYi0b4D1fGBsI9Dm8HC9aIqEbI7lXHarTGl6JwrT17lGg5eXWEOZ1/1VHTyGe8xHpJ8eRWMuxQJwv2gqBTgOYG/uVWGigpgq1ZmaU8JjXIuVJoHXyKRHKWPfx7LvqVN2kOgQk1hrnesG5EGMEOg2kBl/KlLYjkdD+EnqJcPQs9C7vTo+SrOlNehFo9b1mP4/4a5vqVhtIEOiCAAKdbiaJ6ZkAeN3uQaB1o9MLH7WFBIFsAr/J3pMdaxHQktn3ahU+eLkSxBqzW3KxxWl5ufuz3+QEEGifA0DPE/jIZ9PctsqbOEdQiHQkwbuZAAJtRtZshychBAk16ZyAwkKePOd1i9W2eD9gvY3vENgl8PLuFjZ4IKBQx1fOxeduTrqxqhkpV9OPjyeyKcT006Ow3z6EVeKqeq4k3aB9LYSgekgQcEWAm4TXzKEpRXfMStCMEMuskjtuEl75k1Mx1YyXFO82eulX7ODZy782Qtm7awII9HXzyYO7IkaWmQ0S5TgDQSeH1H1bC7Slbes+qK05XrH2uTJfXW0mQcAVAQS6nDl0gFu82rUwHX1fCnNssUUEWwt0zkIU9THFY47933tXGTl2KBGO2WsTv0MgiwACnYXtcCd5uKVWA+rSe29hhVeBVv+PTjZb20o9uyQaRt50zkkCLzoS5N0FAQS6nhm03FWrBC1CoTiqRFkid3aZ71WgrSen0uIcLZoj0njRkR7vhwSYxXGIp4uN3z/mTMd50xJUXX5LOF5ZPK9As0GUV7MU9Oo56aRk8UI1c+LtSjMoYtmWE4Darj7IHiQI7BJAoHfRdLvhyxCCXiOn942d03TFmmKoslWHbuKmJoWU4kk1dR/yTUaAhSqTGXyQ7lq8Z52sPmvQb9VhOTG+2aBNVNE5AQS6cwNO2HyFbiyzMP7WkJGlLstJpmEXqMoTAQTakzVoSwoBizgr9GDxalPqP8qjuiyhFET6iCbbAgLNIOiNgEXUWoQ21vwsdVpONut6+D4BAQR6AiMP1kU9HyM1fZ6asWA+zZZJTWdTHFPLId+gBBDoQQ07cLcsXucd0wktdf5xYDvRtQIEEOgCECnCLYE7nhxniUHjQbsdOj4ahkD7sAOtqEMAAazDlVIbEUCgG4GmmmIELF6x5YZisQZSEARKEUCgS5GknFYEvjVU9Lohb6mslpOCJRxSqn2U0xEBBLojY9HUXwhY5jVbxLIUXkud/yhVKeWMSQCBHtOuI/fKMktCMz70UKKW6R1DZZa+GIol6ygEEOhRLDlPPxSDtgib9cFKV0jKe7acECz9uNIu9u2UAALdqeEmb7ZlAUrKM69L4fyroSDFn4lBG4DNmBWBntHq/ffZspxaU+30hwa1k7xnS/zZ0ofabad8pwQQaKeGoVmHBBQasHifCnPUnhNt8Z7VuY8Pe8hGCITAw5IYBd0SsAicxNkqoBYwVu/Z+tQ7S1vIOxABPOiBjDlZV54a/8JKYQ7LczwsOK3i/6mlcPLOS8CjQHNne97xaOm5ZnNY47gfWipIzKubkJbYs0IzOrmQIHBKwKNAW5bynnaQDEMTsPyDiUBISCWoJZPVe7a2uWRbKaszAh4FujOENPdGAvJGrX+8Ki+61A1Dib1l3jPe842DpceqEegerUablwTkkVquukrdMMwp58my4XyGwBkBjwJtieed9Y/t1wmU8javt2S7BImzNWygG4YWz3erZmsZmrlhjZlv1ctvExF42WFfv6jcJl1m6pWbtK/uwlse2rNVl05Eem7DVaHYKrvkb7VmPpRso8WDjvUqdvxe/JLxbnnmhorn5ncG5Nl3eakRgA8qz0Nt1I3nqlHsM/eS9ZMKN6ueaxxfkgi8mnmyVuxZNiydJOI5J5vcduj/EzWOW9aZ21b2q0hAAv3zgK+cJcSjsujRvrki+91AY/mHivPDK0oKRZckMKooaXBbkuK52qdHMRu1zdYYu0JTo7HQmPQearMcZ8Pk9XiTsCe4OrgtNzWV1yoIPfHosa3WedHW2HMPTDQmrfO5e+hX921EoNuasIcbbm2J3F/bm8YmWE7IxqJvzT5qv26FerVyBPoqQdv+3Mm38fKYe9RQwKj98jiGktvUSqB/m9yivjLq7rdluh0C7c++1hkMV6Zo+us9LXJNoJVAj3ppb114oIObB+X4OiQs/86illtOyL56SmsgsENAi09Gu/Ot/uRcFirWNyKLHvv09c54PfpZN9RGnYlz1G+23UDA40rCOzwUefjW2RVqZ87lrvbTi5syNwz4RZUKN72x+J76USER7SenwzpmUusgHwR+IdBqJaEGc6ogtWrTcgjIE9biA0vSQZp7MhEL65J2hVPetjSwYF55x6kpl0lq+Vfz6aSqFXRXQ00SZ03Rs84Cudp+y/5Wx+OOY8/SH/JWImAJcVRqwmGxWhFouUS3iutW5RYmalvO5fhWvTm/pbKp8UD8nPayzzMCllWPz/bi01QELGLUGkxOTDH1auCoL/LaU4Uv5stZWn7UhtRtsf6zd60YJfki4PnY80XKYWtazeJw2PVfmyTRs8QSYwz51wIyP+hS2/qwea32srQ1s2nsBgEIeCAwu0BL7N43GsL67OGj4nMeNn+XF33UD7ZBAAIVCMwu0FbvWTfqSt4E04wA6yNLdULBi65wMFAkBLwRmFmgc7xnq5im2FuzCSyir3a/lVJwoTw5c70LVU0xEJib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Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\nActivity Area\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\nHighlight the collocations in the text below.\nReturn to Video\nHighlight Word\nEndangered\nLanguages\nA\nLanguage\nplays\na\nmajor\nrole\nin\ncultural\ndiversity\nand\nidentity.\nHowever,\nevery\ntwo\nweeks,\na\nlanguage\nvanishes\n\u2014\none\nwhose\nevolution\ngoes\nback\nto\nthe\nearliest\nhumans.\nAbout\n2,500\nlanguages\nare\nin\ndanger\nof\nbecoming\nextinct,\nand\nsome\nof\nthem\nare\nspoken\nby\nonly\n30\npeople.\nBy\nthe\nturn\nof\nthe\ncentury,\nexperts\npredict\nthat\nat\nleast\n50%\nof\nthe\nworld\u2019s\ncurrent\nspoken\nlanguages\nwill\nbe\nextinct.\nB\nWhile\nsome\npeople\nargue\nthat\nlanguage\nloss\nis\na\nnatural\nprocess,\nothers\nfeel\nwe\nshould\nfight\nto\nsave\nthem.\nMany\nexperts\nare\ntrying\nto\npreserve\nthese\nendangered\nlanguages\nusing\ntechnology\nand\nby\nencouraging\nyounger\ngenerations\nto\nspeak\nthem.\nC\nThere\nare\nseveral\ncultural\nand\npolitical\nreasons\nwhy\nlinguists\nare\ntrying\nto\nsave\nlanguages.\nAs\ncommunities\nlose\ntheir\nlanguages,\nthey\noften\nalso\nlose\nparts\nof\ntheir\nliterary\ntraditions.\nFor\nexample\nsongs,\nfolktales\nand\npoetry\nare\nnot\neasily\ntransferred\nto\nanother\nlanguage.\nThis\naffects\ntheir\nsense\nof\ncommunity\nbecause\ntheir\nvalues\nand\ntraditions\nare\nreplaced\nwith\nnew\nones.\nLosing\na\nlanguage\nmay\nalso\nhave\npolitical\nconsequences\nas\ncountries\noften\ndefine\nethnicity\nin\nterms\nof\nlanguage.\nThat\nmeans\nthat\ncommunities\nthat\nlose\ntheir\nlanguage\nmay\nalso\nlose\ntheir\npolitical\nrights\nas\na\nminority.\nAlthough\na\ngreat\ndeal\nof\nlinguistic\nheritage\nis\nin\ndanger,\nrevival\nefforts\ncan\nhelp\nto\nsave\nmany\nless\ncommon\nlanguages.\nSubmit\nRetry\nReturn 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style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n             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transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-98281\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-733\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12736\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 3: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. 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data-le-widget-id=\"1987c987-bcea-4f39-8a25-9b974274e185\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"220\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"ibox float-e-margins\"><div class=\"ae-content ibox-content\" style=\"border-style: none; border-width: 0px; margin: 220px 10px 10px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"video-container custom-video-container\" style=\"display: block; margin-left: auto; margin-right: auto; width: 416px; height: 312px;\"><div style=\"position: relative; width: 1px; min-width: 100%; padding-bottom: 56.25%;\"><iframe id=\"spotlightr-player-MTY5MjIzNA==-1987c987-bcea-4f39-8a25-9b974274e185\" frameborder=\"0\" scrolling=\"no\" allow=\"autoplay\" allowtransparency=\"true\" allowfullscreen=\"true\" src=\"https://videos.cdn.spotlightr.com/watch/MTY5MjIzNA==?fallback=true\" 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","label":"step_1","questions":[{"options":["Endangered","Languages","A","Language","plays","a","major","role","in","cultural","diversity","and","identity.","However,","every","two","weeks,","a","language","vanishes","\u2014","one","whose","evolution","goes","back","to","the","earliest","humans."],"text":"Highlight Word Endangered Languages A Language plays a major role in cultural diversity and identity. However, every two weeks, a language vanishes \u2014 one whose evolution goes back to the earliest humans. About 2,500 languages are in danger of becoming extinct, and some of them are spoken by only 30 people. By the turn of the century, experts predict that at least 50% of the world\u2019s current spoken languages will be extinct. B While some people argue that language loss is a natural process, others feel we should fight to save them. Many experts are trying to preserve these endangered languages using technology and by encouraging younger generations to speak them. C There are several cultural and political reasons why linguists are trying to save languages. As communities lose their languages, they often also lose parts of their literary traditions. For example songs, folktales and poetry are not easily transferred to another language. This affects their sense of community because their values and traditions are replaced with new ones. Losing a language may also have political consequences as countries often define ethnicity in terms of language. That means that communities that lose their language may also lose their political rights as a minority. Although a great deal of linguistic heritage is in danger, revival efforts can help to save many less common languages."},{"options":["Endangered","Languages","A","Language","plays","a","major","role","in","cultural","diversity","and","identity.","However,","every","two","weeks,","a","language","vanishes","\u2014","one","whose","evolution","goes","back","to","the","earliest","humans."],"text":"Highlight Word Endangered Languages A Language plays a major role in cultural diversity and identity. However, every two weeks, a language vanishes \u2014 one whose evolution goes back to the earliest humans. About 2,500 languages are in danger of becoming extinct, and some of them are spoken by only 30 people. By the turn of the century, experts predict that at least 50% of the world\u2019s current spoken languages will be extinct. B While some people argue that language loss is a natural process, others feel we should fight to save them. Many experts are trying to preserve these endangered languages using technology and by encouraging younger generations to speak them. C There are several cultural and political reasons why linguists are trying to save languages. As communities lose their languages, they often also lose parts of their literary traditions. For example songs, folktales and poetry are not easily transferred to another language. This affects their sense of community because their values and traditions are replaced with new ones. Losing a language may also have political consequences as countries often define ethnicity in terms of language. That means that communities that lose their language may also lose their political rights as a minority. Although a great deal of linguistic heritage is in danger, revival efforts can help to save many less common languages."},{"options":[],"text":"Highlight Word"},{"options":["Endangered","Languages","A","Language","plays","a","major","role","in","cultural","diversity","and","identity.","However,","every","two","weeks,","a","language","vanishes","\u2014","one","whose","evolution","goes","back","to","the","earliest","humans."],"text":"Endangered Languages A Language plays a major role in cultural diversity and identity. However, every two weeks, a language vanishes \u2014 one whose evolution goes back to the earliest humans. About 2,500 languages are in danger of becoming extinct, and some of them are spoken by only 30 people. By the turn of the century, experts predict that at least 50% of the world\u2019s current spoken languages will be extinct. B While some people argue that language loss is a natural process, others feel we should fight to save them. Many experts are trying to preserve these endangered languages using technology and by encouraging younger generations to speak them. C There are several cultural and political reasons why linguists are trying to save languages. As communities lose their languages, they often also lose parts of their literary traditions. For example songs, folktales and poetry are not easily transferred to another language. This affects their sense of community because their values and traditions are replaced with new ones. Losing a language may also have political consequences as countries often define ethnicity in terms of language. That means that communities that lose their language may also lose their political rights as a minority. Although a great deal of linguistic heritage is in danger, revival efforts can help to save many less common languages."}],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\nNice start.\nLet's work on\nremembering\nthese collocations now.\nReturn to Video\nBack\nViewing\n3\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n3\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline 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  <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. 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data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1966\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"e4ca2de2-dd2c-4707-8f7d-517b915131b5\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"0\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"></p><p style=\"text-align: center;\">\ufeff<br></p><p style=\"text-align: center;\"><img style=\"width: 120px; height: 108px;\" data-filename=\"collocations2.png\" 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style=\"text-align: center;\"><font face=\"Gotham Rounded\"><span style=\"font-size: 30px;\">Nice start.</span></font></p><p style=\"text-align: center;\"><font face=\"Gotham Rounded\"><span style=\"font-size: 30px;\"><br></span></font></p><p style=\"text-align: center;\"><span style=\"font-size: 30px; font-family: &quot;Gotham Rounded&quot;;\">Let's work on&nbsp;</span><b><span style=\"font-size: 30px; font-family: &quot;Gotham Rounded&quot;;\">remembering</span></b><span style=\"font-size: 30px; font-family: &quot;Gotham Rounded&quot;;\">&nbsp;these collocations now.</span></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img style=\"width: 68.4144px; height: 90.6222px;\" data-filename=\"image.png\" 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liUQDseszvBsPkdPU3pGfV5iEvV1IVCWQPZc/VInuee1IyNFs+IyNg5VpmRljVbBjiVQ3Rm6daTNv3HEsD3bn3H0dOxYi5R7eQLVnaGbaMRjCEeMjDKv4JPtzxhxp29mm8irAIGKe1BOxeL0/3CMZgpHjMRO8+/9v0N3CnQIRbhNIDph5rfpqx0vUziy9+c4dOe2vfpEAQLxbVo5XuOSyGQJR/aSdOYoqoDpKcKoBGLePtIUZROR3sIRXCKPLb/ejzHaE9Q1ai9asNyjTVG2DhydOpYoo4PvfWWvLDl0Z+8WlF5XAuGxH22KsglHfEOHcOy96hBCuuWR8RijPRcCQxHIDmLauyNGp9tzeJ89ZePPGKq7KGwQiANmMufwe4tGpBeBWHt0vpjuZI+89hQ8Fo1ACoHoKCPsRbklNntMV7L9GSHWPfwyKYYjk7UJzDDa2EQllkufDcnO3qTm0J21+93QtZ9ltLEJR3yDx+jpUSdp9ojLJrWhu43CzzTa2MQj/BPh67h3CpDtzwjmLgSGJRAda/SVlE0szh/vmbLEqCQzrD7yulfMhjUqBZ+fQDgCs7eEn3fwXs+jk8Zy6jV/R3zr98r7UroO3Zm/Py1TwxjOZ37jXupQPV+7Jh7Zoyyb1JbpUvNXNIbM2QFOPUXiWtrn4pE9wro24pnfwtRwSgIzT1MuiUi2YIRgPbqyM6WhqdRcBGKaMnqk6CWBqPBarNKUv35QvoQKWInA+9bab1trf37b1/HDSoU","label":"step_2","questions":[],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\nListen and Write\n+\nClick to play the audio and write what you hear.\nReturn to Video\nShort Answer\n1.\n\ufeff\n\u200b\n\u200b\n\u200b\n\u200b\nSubmit\nRetry\nReturn to Video\nShort Answer\n2.\n\u200b\n\u200b\n\u200b\n\u200b\nSubmit\nRetry\nReturn to Video\nShort Answer\n\ufeff3.\n\u200b\n\u200b\nSubmit\nRetry\nReturn to Video\nShort Answer\n4.\n\u200b\n\u200b\n\u200b\n\u200b\nSubmit\nRetry\nReturn to Video\nShort Answer\n5.\n\u200b\n\u200b\n\u200b\n\u200b\nSubmit\nRetry\nReturn to Video\nShort Answer\n6.\n\u200b\u200b\n\u200b\n\u200b\n\u200b\nSubmit\nRetry\nReturn to Video\nShort Answer\n7.\n\u200b\u200b\u200b\n\u200b\n\u200b\n\u200b\nSubmit\nRetry\nReturn to Video\nBack\nViewing\n4\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n4\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary 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{\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n             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transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-98281\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-733\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-34387\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-10606\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loaded\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loaded</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12736\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 3: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"8\" data-total-widget-done-load-and-render=\"8\" data-wizard-id=\"12736\" data-wizard-widget-id=\"378c67c9-b945-4eca-8db1-734c80b993db\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1966\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"a665b894-d1dc-4d08-a7bc-fd08cda7a62f\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"></p><p style=\"text-align: left;\"><span style=\"color: rgb(107, 192, 209);\"><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><span style=\"font-size: 50px; font-family: Poppins;\">\ufeff</span><br></span></p><p style=\"text-align: center;\"><b style=\"font-size: 36px;\"><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;; color: rgb(107, 192, 209);\">Listen and Write</span></b></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img 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E9gk0NPLQtyKNkSeI/rxtDK9FFL12qKK/rQi/sAETGCTgOplRTfW1HSrHBN12hY5ypDx2qoqsdlM/tAETAACGS8rcnhbPeIQFcKPWk3NKOoFqb/2EN2V+KgCfsMETEAioHpD0TUn1fFBe+SgCguVjQR1ThtNN5K345iACTwnoM5+os6EurQU3bh7VxP1i84RVVSPSLBIV7UI965GfmECJrBHQF1fjizXqNNN+QvR6nQwmoEKI+py7jWCPzcBE4gRUHfwe/X9iAP0ViPVhYuqbGRbcx0nsqj3VmhfmIAJNCGgrjlF+qk6u5Kmhep/jUWmbaoIRpW7SQs5ERMwgTcCal+N/kw5a15rh2TrOvoHGB/WjLYSuv8smjACdH/v1uuI1/ZG2BcmYAJNCSjiEj0hoC4JRRyhpYfrpq6JRXcfmraQEzMBE3gjoP7XYOQMpqotxN8NqgpGFsfUIxJebN9tJkcwga4E1MX3aJ/dmlXdfxZKUzknFV1nUqeDEbXu2lpO3ARMYFH6LbOiSFDWx3enmurULXKoU01zt5ARKo5jAiZQTUCdGUV2C9UF/Xdp/s9dlUJzxtU9n66un12q3lIkzWd5+X0TMIF2BNS++JNA1n8JxFlH2dQPxV3r4QIyh32nqOuS+9oETOBwAsq0MDo7UtLcPIWgbGVuJrTCer+QtvU6WuFV8r40ARPoSECdFkY24ZQdyHeO0XpKSEahcw83OH8OQOoxxQxk6ygmYAKNCKjTwkif/1woG5r0NutaC9bmXPFBBpG56Pce3Lf11h+3PvRnJmAChxP4x7IsPKIh0ucj2rHO76E2KeevolM3Za76zvVbl9bXJmACQwkoUziWfCJB0Ya381hrD+vN7Qrk9rdAHKaYSpqq6xkogqOYgAk0IBBZ/lln89AjWkdYlkXxst7SywpWZA76lsldQZ+9jKT57F6/bwIm0I+AIi6UItL3lf7+tr5eBCuSwRpHpAKfrG8IXEfSDCTjKCZgAh0IKDOgyDpWZJa2rsaH2VoRLGXqRiKRzBQRJD1lYW9dEV+bgAn0J6B4RBE9URfzP+hJESzFG4p4Qu+2IgMsI2kGknEUEzCBTgSUPhrt/xHHp1Tng0YVwYooYrkxkomSHukq6l3K4WcTMIHjCET6/bo0EQ34Yn3DzvWH9DKCFclEmQ5SThXGTt38sQmYQAcCipcVWcdS0vtwgh7Biijhuu6RtSZliqnOZddl8bUJmMBxBJSZ0AeB2SlaREvWSXwfwVK+jsPNEVVURNDe1bpJfG0C8xJQ+mpkloVg/Vuo7rcQrEjCJc2oIkbUtaQZmWKWuH42ARMYR0ARLEoZcVyUND8I1jeF+kcESxFAso54bEIRHdUETKATAdkjCpRDEaxP8LAUbygyh1XSoz5KgQP1dxQTMIGOBJT+GvGw/iOU9RuqYEXmm4pgkV4kTaFOjmoCJtCRgCJYkc03ZYb1YdFdEZhIYSPbmYVnJL0S188mYALjCfxTKEJkQ09yWPCwlBBZw4oUsuRpwSok/GwC5yCg9NnIeraS3tJDsCLz1tI0ilqXe/xsAiYwjoAkMMFjU2EvSxGsSKKKdwVytfLjmsk5m4AJQCCiA2tSEQcmrAOKYEUSjRRuXRm18ut7fW0CJjCGgLJQ3rSE/9s0NT2xiAjqqfa7gw0KHpG5+boU1JP1v7PVd10HXz8ngD0wu1AHbDo+dhFZG36e+9yfwGZP4DguFepTimBFzmCFMr3xPYN3hTjxLyDsfBajrDUPGg+W/CCaBayW5pj7Eaa1XWRL8cvbjfQF7IKfIi4ilk3ziPuwW6WvNy3T1v8Erj+L/C09cdb3bF1/1rQWbRPj77Qp31b5W3zGn3nATDla0ramTi1KgDairWizFm2/lQa2hw3OGpR+/vYHEhuVUf77MAyfQu4F5d81ZhMsXHrqqPyZ7JbRqZ/RsBauPQs7/nPaRPlHKbXdt+KXAe34Wm/nqAhMpJ/jrW1xWH8WjhhxARWvJKK829jafcpoNkqo1o3BNaKv7ra2I+GUCgHaQBmA79ux5WuEayaPSxGYpoKl7BKWhmz1PMMZLEZPgCKes4gEoxcGGvkH3VZt4XTeE6BD8r95tMUMoXh52OrZvPCm/WqkYI02BEYsjDLiOR5dVhr5T7cR/ui8Xz0/RGpWYShCeqbBLLJzKu2SRl3XSMdW/s01sibWq/PM4upH2MO06SjVC+oF0h21VhWxg/s42PCogD3el2frdaScW/evPwtnHFHKdcJ716NGiTMZZWHIFDHCP2IYjvOYwBntgjKPCsU2I8+RMkbSIU5YsFpmSsYRjy2SpxLnjEZZGpJNAYuW0trxuGe2i1GiVewy8hxpiUg6xHkZwTqzUZbGRLQ8PYyYfzzOFexihGgVm4w8R1ojks5/lZPukUxnjcN8v+W2cPk6BSd+t34xkRPyCEwrz4i0WBD+QeJLqLO2zchysY7ayi44rY49YBtbO+Bfv9kDu32tdvyoA3mOXBc+rB1DyhYsTTQt4h01JWStTCnXs7js2mEYWQ+HcjAStjjvNWJEDZrAaaK1sAvWFhkMswMStoRNYVvP7E55/8h1YaVcEaOIphcG1TJTCneEYDGC1QgE9zJqtRoJC0OMFGOPNtKjeKThkCPQwi5an9GiTNharb1mB1SV5CObfPZepEzP7r1/P9xp9jLl8/vEt14fIVhMn7bKsPUZo15robo3Cgx0qwxbn2HYe21yn59ff0mg1i56csfmajwu7j0ibNnm/WeRvn5/z7PX4Q6z524y4j/L5NH7WTc62hhZlx8hONJ7gUPW2/LUMGoNX8XDM3pkj5H3WntVX5Xq4ytsMOtt7fXVj3PT31HOXO5xU/pquPHoVM9GFt5XO52OSLtDLQ8Gi4H0FtJHtYCfYgDrzhUZvR7l+YrvZaeC2MUIzthiRrSw/d5B8VKpwzPtoJyK7YcFi05CwvfTJF4rGZZ0egJVvb2RYlU4ZEULw3GIEcAjXYt95HrUIFZqlBWt3rMEdTkDjbh3BtAORfhoL7kBuYlMyiPS6Pdxen+tQPWuRhtlMc6saN0bQknPz18RoHPc2+He61nsIiNavb0sZRq35oxw1WiH3IjrzLPXPTtYBmTv0eirbrN/RceioyhsvZa1zzXjXR2xFrRf8i9jZGYNvcuv2qli08/iyi7Zs4Si76OwPYO6w3LUropSZ3VhGMPZWiNQ8r5qXLVz9Z4FZDjPZtvqtDCqEc/iffa122IiLtpRgVPaez9Kf18WOmPUK1Pqwunk7076JwDUQ1no/emyLH+4B+fXHwjgaSgDE6fVvz0hu7JerAxO9LdIKN/eiMQtcSgHU0+lPOXezPNbXRhNnqlay/cVo8EFJr46MirlZYSYNSBWSl08LXzekup0UBkonufa55PeXg0DJR5+VITU2YBi0+u47+ybwqk7fevEItfRaQtCpS6aR/J/FIcRa+agtAl8HR4TUOyp95LF4xLG381sHjyy/ch7ODIR4VKnqpG813Fok4/KkVnsXSe6dU1n2pvSFXd3K52WnyneXtyc2sZUF1r3GLct3TlSUzs4zGcPvQVi3c/ou3uL9z0dnk3twOCV0WhdsWfXmxneLIN8ifcsjR7vn8EwMQSl7nuGNXtH7FE+dWr90Ujeo1CVaaoDmWJDz+Lu9ZceooVntTsIk3ErBWc+vGcAI8SKRtkrV6VNNbtdmRbOvCbXDIiYkLLmo2zYiMVoGh3bfSYsPd/fEy0q2Wo9HA2S+iijddbb4r5I5SjQ0Z4VDUr5zhIUA3i3MHmWCnYupyJYZxL8bN+sFbTIhgRxEP9MXtQrksdTs1Hdz4hQlcxaeXIqmLOMpHBSdmHOVK9iA72fFRs7k2BlBUHtK/fxcTCing/CowhrlVCtDem+0Fuv1/dtXVO4rXR6fobXcpagcLJgfdyqSsdu1mE+LkbzdxTPu3VfUoRd4b8LaeT/Ev5st3T9Imz9rHG/XJ2yCbQjMNKG6btRL6tdjZdlGSVYVNY7Wk2b0omZwGEEhvXfUX9CkRWrra/0cN6Gh4MJmMB7Antfu8lMhX844qtgowTrk/c8d1/xHblf7PxTDPPqX+6m5Agm8HoE/rjzjzp4TKyJKRtmu+ejemAeNSVUKvvpsix8sZcvKjuYgAm0J0Dfoo/R16JhyGxmlGBFoRDvd0pkxzUBE0gTmL6vnUGw+HNKBxMwgf4Epu9rZxAsTwX7G6pzMAEITN/XziBYNiUTMAET+EDAgmVDMAETOA0BC9ZpmsoFNQETsGDZBkzABE5DwIJ1mqZyQU3ABCxYtgETMIHTELBgnaapXFATMAEL1vw2oBzmm/4czfy4XcKZCViwZm6dL8uGCG39SsW6Bn9ev/C1CVyNgAXrHC3KL1XsBTwx//PzHiV/fmoCFqxzNB9i9OONr07ggb39jfc5quRSmoBOYNTvYekl9R389AfCxG8Wfe/2E7X8MBvTQOVnQUzSBE5LwIJ1rqZjPeu3t8e5Su7SmkADAp4SNoDoJEzABI4h0MPD4udW+UXRrd9YH/JrhccgdS4m8DIEnv3dF2uuzAZYsmgaeggWf7ToYAImcH0Ch/+HgqeE1zcq19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkPAgnWZpnRFTOD6BCxY129j19AELkOgx0n3Aodj+RzR/6K8sXo+/ITsKm9fmoAJtCHw6wfJfLL6at6Dj+ve6iVY/OAcvyrwLFiwnpHx+yZwHgLPvktIDfgZpN+3rkqPKSGquyVWrevg9EzABOYjwK/fPvLAqkraQ7D8M71VTeKbTeAyBJprQQ/Bav6TEpdpPlfEBF6LQHMt6CFYr9Ukrq0JmMBhBCxYh6F2RiZgArUELFi1BH2/CZjAYQQsWIehdkYnIOCf7p68kSxYkzeQi3coAQvWobj1zHoIlhtdbwffYQJXJNBcC3oIFidcHUzABEyguRZEBYt/HI4GvnbTvKDRzB3PBExgCgI/X5ZF+Qpe6MxW9LuEfIn5+wIGvkNEYZ99+VlIylFNwAQmJfDou4TZLz+HnKKoYH2+LAuKqQTmrzx+pNzkuCZgAqchoHhQe5VCY3ZDdEr4aY9/cd0tnSOYgAm8AgH+JRqN2Q1RwSKhP+6m5ghHEfjObYrefBfmqAo4HxNYEfjd7a/tV289vlQEi/lqaGHscVZ+twEB2uBfy7L8dVmWz5Zl+fvtWllfbFAMJ2ECzQigKeGfo1IEixL+tFkxnZBKAJFizeAbdzfibSFe3pm9A+OXpyCApjAlDAVVsFjJt2iF0DaNhGeFMG0FdmY9Rdwi5M9mI4CWhHYHS8FVweI+fpTLolUIHvP8s2A20XjB5BzNBLoRQEPkH/jLCBY1KKIVduW6Vfv6CbM+dT8NfFbrPS/s2X1+3wSOIoBm/DgjVhQwK1jci2h9V3XpjqLifEwgQUCaniTSf/VbimaEjjA8glUjWKTHCv8PbsJFYexxPaLs90zgdQmUXcBv35aSqk4aRE+67+HmKzjMSXkwLeGxtQD8k53P9/Lz5yZgAuMJPPtXHBwXNAFxqhKo+yq2Eqx1uhSUx1b4ngVrC48/M4FTEHj0XcKuBa+dEnYtnBM3ARMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTMIE1AQvWmoavTcAEpiZgwZq6eVw4EzCBNQEL1pqGr03ABKYmYMGaunlcOBMwgTUBC9aahq9NwASmJmDBmrp5XDgTOJRA9Ke4Dy3UOrMzCJb/c2/dYr42gX4Epv9PgDMIlv8Jp","label":"step_3","questions":[{"options":["1. \ufeff \u200b \u200b \u200b \u200b"],"text":"Short Answer 1. \ufeff \u200b \u200b \u200b \u200b"},{"options":["1. \ufeff \u200b \u200b \u200b \u200b"],"text":"Short Answer 1. \ufeff \u200b \u200b \u200b \u200b"},{"options":[],"text":"Short Answer"},{"options":[],"text":"1. \ufeff \u200b \u200b \u200b \u200b"},{"options":["2. \u200b \u200b \u200b \u200b"],"text":"Short Answer 2. \u200b \u200b \u200b \u200b"},{"options":["2. \u200b \u200b \u200b \u200b"],"text":"Short Answer 2. \u200b \u200b \u200b \u200b"},{"options":[],"text":"Short Answer"},{"options":[],"text":"2. \u200b \u200b \u200b \u200b"},{"options":["\ufeff3. \u200b \u200b"],"text":"Short Answer \ufeff3. \u200b \u200b"},{"options":["\ufeff3. \u200b \u200b"],"text":"Short Answer \ufeff3. \u200b \u200b"},{"options":[],"text":"Short Answer"},{"options":[],"text":"\ufeff3. \u200b \u200b"},{"options":["4. \u200b \u200b \u200b \u200b"],"text":"Short Answer 4. \u200b \u200b \u200b \u200b"},{"options":["4. \u200b \u200b \u200b \u200b"],"text":"Short Answer 4. \u200b \u200b \u200b \u200b"},{"options":[],"text":"Short Answer"},{"options":[],"text":"4. \u200b \u200b \u200b \u200b"},{"options":["5. \u200b \u200b \u200b \u200b"],"text":"Short Answer 5. \u200b \u200b \u200b \u200b"},{"options":["5. \u200b \u200b \u200b \u200b"],"text":"Short Answer 5. \u200b \u200b \u200b \u200b"},{"options":[],"text":"Short Answer"},{"options":[],"text":"5. \u200b \u200b \u200b \u200b"},{"options":["6. \u200b\u200b \u200b \u200b \u200b"],"text":"Short Answer 6. \u200b\u200b \u200b \u200b \u200b"},{"options":["6. \u200b\u200b \u200b \u200b \u200b"],"text":"Short Answer 6. \u200b\u200b \u200b \u200b \u200b"},{"options":[],"text":"Short Answer"},{"options":[],"text":"6. \u200b\u200b \u200b \u200b \u200b"},{"options":["7. \u200b\u200b\u200b \u200b \u200b \u200b"],"text":"Short Answer 7. \u200b\u200b\u200b \u200b \u200b \u200b"},{"options":["7. \u200b\u200b\u200b \u200b \u200b \u200b"],"text":"Short Answer 7. \u200b\u200b\u200b \u200b \u200b \u200b"},{"options":[],"text":"Short Answer"},{"options":[],"text":"7. \u200b\u200b\u200b \u200b \u200b \u200b"}],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loading\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\nComplete the collocations\nWrite the correct word to complete the collocations from this lesson.\n(Click\n!\nto see the options)\nReturn to Video\n!\ndiversity\nprocess\ngenerations\ntraditions\nrights\nheritage\nefforts\nGap Fill (Text)\nBack\nViewing\n5\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n5\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to 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{\n\tcolor: #C09853;\n\tbackground-color: #FCF8E3;\n\tborder-color: #FBEED5;\n\tbackground-image: url(data:image/png;base64,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);\n}\n</style>\n\n\n    <noscript>\n        <div align=\"center\">\n            <div style=\"position:fixed; top:0px; left:0px; z-index:3000; height:100%; width:100%; background-color:#FFFFFF\">\n                <div style=\"font-family: Tahoma; font-size: 14px; background-color:#FFF000; padding: 10pt;\">Please enable your Javascript to see this page as it is meant to appear!</div>\n            </div>\n        </div>\n    </noscript>\n    <script type=\"text/javascript\">\n\n        document.oncontextmenu = function () { return false; }\n\n            \n                function mousedwn(e) {\n                    try { if (event.button == 2 || event.button == 3) return false; }\n                    catch (e) { if (e.which == 3) return false; }\n                }\n                document.onmousedown = mousedwn;\n\n                window.addEventListener(\"keydown\", function (e) {\n                    if (e.ctrlKey && (e.which == 67 || e.which == 80 || e.which == 83)) {\n                        e.preventDefault();\n                    }\n                })\n             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transform : rotate(-360deg); } } @-webkit-keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @keyframes loadingoverlay_animation__fadein { 0% { opacity   : 0; -webkit-transform : scale(0.1, 0.1); transform : scale(0.1, 0.1); } 50% { opacity   : 1; } 100% { opacity   : 0; -webkit-transform : scale(1, 1); transform : scale(1, 1); } } @-webkit-keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } @keyframes loadingoverlay_animation__pulse { 0% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } 50% { -webkit-transform : scale(1, 1); transform : scale(1, 1); } 100% { -webkit-transform : scale(0, 0); transform : scale(0, 0); } } </style><style type=\"text/css\" id=\"core-notify\">.notifyjs-corner {\n\tposition: fixed;\n\tmargin: 5px;\n\tz-index: 1050;\n}\n\n.notifyjs-corner .notifyjs-wrapper,\n.notifyjs-corner .notifyjs-container {\n\tposition: relative;\n\tdisplay: block;\n\theight: inherit;\n\twidth: inherit;\n\tmargin: 3px;\n}\n\n.notifyjs-wrapper {\n\tz-index: 1;\n\tposition: absolute;\n\tdisplay: inline-block;\n\theight: 0;\n\twidth: 0;\n}\n\n.notifyjs-container {\n\tdisplay: none;\n\tz-index: 1;\n\tposition: absolute;\n}\n\n.notifyjs-hidable {\n\tcursor: pointer;\n}\n\n[data-notify-text],[data-notify-html] {\n\tposition: relative;\n}\n\n.notifyjs-arrow {\n\tposition: absolute;\n\tz-index: 2;\n\twidth: 0;\n\theight: 0;\n}</style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-98281\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-733\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-34387\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-10606\"></style><style type=\"text/css\" data-gs-style-id=\"gridstack-style-49405\"></style></head>\n\n<body class=\"popup-layout\" role=\"navigation\" aria-label=\"Main\" id=\"studentPopUpLayout\" data-reset-text=\"Reset\">\n    <div class=\"sr-only loading\" aria-live=\"polite\" aria-atomic=\"true\" role=\"status\" id=\"spinnerMessage\">Results are loading</div>\n    <div class=\"wrapper-popup flickered-screen\" role=\"document\" style=\"overflow-x: hidden;\">\n        <div class=\"layout-popup-banner\">\n            \n\n        </div>\n        \n\n\n<script src=\"/bundles/student-lessoncustom-js?v=WvOEKEUu44byuc3vWJSBSdCClQJvKnQ1ZY8k_WjE_V01\"></script>\n\n\n<input id=\"MarkingType\" name=\"MarkingType\" type=\"hidden\" value=\"Course\">\n<input data-val=\"true\" data-val-number=\"The field Id must be a number.\" data-val-required=\"The Id field is required.\" id=\"Id\" name=\"Id\" type=\"hidden\" value=\"12736\">\n<input data-val=\"true\" data-val-number=\"The field CoursePublishedId must be a number.\" data-val-required=\"The CoursePublishedId field is required.\" id=\"CoursePublishedId\" name=\"CoursePublishedId\" type=\"hidden\" value=\"181\">\n<input data-val=\"true\" data-val-number=\"The field DiagnosticTestId must be a number.\" data-val-required=\"The DiagnosticTestId field is required.\" id=\"DiagnosticTestId\" name=\"DiagnosticTestId\" type=\"hidden\" value=\"0\">\n<input data-val=\"true\" data-val-number=\"The field LessonType must be a number.\" data-val-required=\"The LessonType field is required.\" id=\"LessonType\" name=\"LessonType\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-number=\"The field Behavior must be a number.\" data-val-required=\"The Behavior field is required.\" id=\"Behavior\" name=\"Behavior\" type=\"hidden\" value=\"3\">\n<input data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 3: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"3\" data-total-widget-done-load-and-render=\"2\" data-wizard-id=\"12736\" data-wizard-widget-id=\"99fa4300-0019-474b-85f7-e36505877cf3\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1966\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"60914e7e-9c38-4095-946c-62a144e7e53c\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br class=\"Apple-interchange-newline\"><span style=\"font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span></span><span style=\"color: rgb(107, 192, 209);\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><b style=\"font-size: 36px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">Complete the collocations</span></b></span></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img style=\"width: 40.983px; height: 40.983px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;&nbsp;</span><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">Write the correct word to complete the collocations from this lesson.</span><br></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">(Click</span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;!&nbsp;</span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">to see the options)</span></span></p><div><span style=\"font-size: 18px;\"><br></span></div></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div><div class=\"ae-widget le-widget preview-widget collapsible\" data-le-widget-type=\"20\" data-le-widget-id=\"d5c8dadd-186c-401b-b41b-7da419c3b9f3\" data-le-margin-left=\"200\" data-le-margin-right=\"200\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"10\" data-le-padding-right=\"10\" data-le-padding-top=\"10\" data-le-padding-bottom=\"10\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px 200px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"ae-content collapsible-text-content-container rclick-copy-area\"><div class=\"panel panel-default m-b-none\" id=\"accordion-d5c8dadd-186c-401b-b41b-7da419c3b9f3\"><div class=\"panel-heading p-t-0 p-b-0\"><h4 class=\"panel-title\"><a data-toggle=\"collapse\" data-parent=\"#accordion-d5c8dadd-186c-401b-b41b-7da419c3b9f3\" href=\"#collapse-d5c8dadd-186c-401b-b41b-7da419c3b9f3\" aria-expanded=\"false\" role=\"button\"><div class=\"collapsible-text-title glossary-enable m-l-lg\">!</div></a></h4></div><div class=\"panel-collapse collapse\" aria-expanded=\"false\" id=\"collapse-d5c8dadd-186c-40","label":"step_4","questions":[{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"}],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loading\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\n\ufeff\n\ufeff\n\ufeff\nComplete the collocations\nWrite the correct word to complete the collocations from this lesson.\n(Click\n!\nto see the options)\nReturn to Video\n!\ndiversity\nprocess\ngenerations\ntraditions\nrights\nheritage\nefforts\nGap Fill (Text)\nBack\nViewing\n6\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n6\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost 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id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 3: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs sk-loading\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"3\" data-total-widget-done-load-and-render=\"2\" data-wizard-id=\"12736\" data-wizard-widget-id=\"99fa4300-0019-474b-85f7-e36505877cf3\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1966\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"60914e7e-9c38-4095-946c-62a144e7e53c\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br class=\"Apple-interchange-newline\"><span style=\"font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span></span><span style=\"color: rgb(107, 192, 209);\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><b style=\"font-size: 36px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">Complete the collocations</span></b></span></p><p style=\"text-align: center;\"><br></p><p style=\"text-align: center;\"><img style=\"width: 40.983px; height: 40.983px;\" data-filename=\"image.png\" 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\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;&nbsp;</span><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">Write the correct word to complete the collocations from this lesson.</span><br></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">(Click</span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;!&nbsp;</span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">to see the options)</span></span></p><div><span style=\"font-size: 18px;\"><br></span></div></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div><div class=\"ae-widget le-widget preview-widget collapsible\" data-le-widget-type=\"20\" data-le-widget-id=\"d5c8dadd-186c-401b-b41b-7da419c3b9f3\" data-le-margin-left=\"200\" data-le-margin-right=\"200\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"10\" data-le-padding-right=\"10\" data-le-padding-top=\"10\" data-le-padding-bottom=\"10\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px 200px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"ae-content collapsible-text-content-container rclick-copy-area\"><div class=\"panel panel-default m-b-none\" id=\"accordion-d5c8dadd-186c-401b-b41b-7da419c3b9f3\"><div class=\"panel-heading p-t-0 p-b-0\"><h4 class=\"panel-title\"><a data-toggle=\"collapse\" data-parent=\"#accordion-d5c8dadd-186c-401b-b41b-7da419c3b9f3\" href=\"#collapse-d5c8dadd-186c-401b-b41b-7da419c3b9f3\" aria-expanded=\"false\" role=\"button\"><div class=\"collapsible-text-title glossary-enable m-l-lg\">!</div></a></h4></div><div class=\"panel-collapse collapse\" aria-expanded=\"false\" id=\"collapse-d5c8d","label":"step_5","questions":[{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"}],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations in Context\n\ufeff\nAdd a suitable\ncollocation\nto each sentence below.\nYou may need to change the word form.\nClick\n!\nfor a hint\nReturn to Video\nGap Fill (Text)\n!\nc________ d________\nGap Fill (Text)\n!\nn_________ p__________\nGap Fill (Text)\n!\ny________ g\n________\nGap Fill (Text)\n!\nL__________ t\n__________\nGap Fill (Text)\n!\np________\nr\n________\nGap Fill (Text)\n!\nl________\nh\n________\nGap Fill (Text)\n!\nr________\ne\n________\nBack\nViewing\n7\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n7\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"prevButton","tag":"button","text":"Back"},{"class":"btn btn-primary ghost btn-outline m-t-sm","id":"nextButton","tag":"button","text":"Next"},{"class":"btn-outline btn-default btn btn-primary ghost popup-close-button pull-right m-t-sm","id":"wlCloseButton","tag":"button","text":"Close"},{"class":"btn 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m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"15\" data-total-widget-done-load-and-render=\"9\" data-wizard-id=\"12736\" data-wizard-widget-id=\"e28a9f53-25e9-4577-bc3a-d6bcfc75d600\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1966\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"c833bfa7-7f45-4b3f-9159-467c1cdaea5b\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><b style=\"color: rgb(107, 192, 209);\"><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">Collocations in Context</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span></b></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span><img style=\"width: 44.6676px; height: 44.6676px;\" data-filename=\"image.png\" 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\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;</span><span style=\"font-size: 24px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Add a suitable </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">collocation</span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\"> to each sentence below.</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">You may need to change the word form.</span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Click </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">! </span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">for a hint</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><br></span></p></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div><div class=\"le-widget preview-widget ae-widget\" data-le-widget-type=\"11\" data-le-widget-id=\"100fcd5b-f1bd-430b-b352-85b187feb195\" data-le-show-hide-panel=\"0\" data-le-show-glossary=\"0\" data-le-disable-case-sensitivity=\"1\" data-le-enable-formative-report=\"false\" data-le-skill-config=\"\" data-le-apply-limit-length=\"0\" data-le-answer-method=\"Typewrite\"><div class=\"ibox float-e-margins\"><div class=\"sr-only sr-status\" aria-live=\"polite\"></div><div class=\"ibox-content\" style=\"margin: 10px 150px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><form class=\"form-fill-in-the-blank rclick-copy-area panel-suppressed\"><div class=\"fill-blanks-container list-question\" data-le-answer-explanation-3986=\"\" data-list-question-id=\"3986\" dat","label":"step_6","questions":[{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"}],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations in Context\n\ufeff\nAdd a suitable\ncollocation\nto each sentence below.\nYou may need to change the word form.\nClick\n!\nfor a hint\nReturn to Video\nGap Fill (Text)\n\ufeff\n\ufeff\n1.\nInternational students add to the\nof universities.\nSubmit\nRetry\nReturn to Video\n!\nc________ d________\nGap Fill (Text)\n2.\nAging is a\n.\nSubmit\nRetry\nReturn to Video\n!\nn_________ p__________\nGap Fill (Text)\n3.\nWe need to control climate change for the sake of\n.\nSubmit\nRetry\nReturn to Video\n!\ny________ g\n________\nGap Fill (Text)\n4.\nneed to be taught in school.\nSubmit\nRetry\nReturn to Video\n!\nL__________ t\n__________\nGap Fill (Text)\n5.\nWomen did not have\nuntil the last century.\nSubmit\nRetry\nReturn to Video\n!\np________\nr\n________\nGap Fill (Text)\n6.\nLiterature enriches the\nof a language.\nSubmit\nRetry\nReturn to Video\n!\nl________\nh\n________\nGap Fill (Text)\n!\nr________\ne\n________\nBack\nViewing\n8\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n8\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btnSubmit practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary btnRetry practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary ghost","id":null,"tag":"button","text":"Return to Video"},{"class":"","id":null,"tag":"a","text":"!"},{"class":"btn btn-primary btnSubmit practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary btnRetry 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data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 3: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs sk-loading\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"15\" data-total-widget-done-load-and-render=\"15\" data-wizard-id=\"12736\" data-wizard-widget-id=\"e28a9f53-25e9-4577-bc3a-d6bcfc75d600\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1966\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"c833bfa7-7f45-4b3f-9159-467c1cdaea5b\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><b style=\"color: rgb(107, 192, 209);\"><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">Collocations in Context</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span></b></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span><img style=\"width: 44.6676px; height: 44.6676px;\" data-filename=\"image.png\" src=\"data:image/png;base64,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\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;</span><span style=\"font-size: 24px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Add a suitable </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">collocation</span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\"> to each sentence below.</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">You may need to change the word form.</span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Click </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">! </span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">for a hint</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><br></span></p></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div><div class=\"le-widget preview-widget ae-widget\" data-le-widget-type=\"11\" data-le-widget-id=\"100fcd5b-f1bd-430b-b352-85b187feb195\" data-le-show-hide-panel=\"0\" data-le-show-glossary=\"0\" data-le-disable-case-sensitivity=\"1\" data-le-enable-formative-report=\"false\" data-le-skill-config=\"\" data-le-apply-limit-length=\"0\" data-le-answer-method=\"Typewrite\"><div class=\"ibox float-e-margins\"><div class=\"sr-only sr-status\" aria-live=\"polite\"></div><div class=\"ibox-content\" style=\"margin: 10px 150px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><form class=\"form-fill-in-the-blank rclick-copy-area panel-suppressed\"><div class=\"fill-blanks-container list-question\" data-le-answer-explanation-3986=\"\" data-list-question-i","label":"step_7","questions":[{"options":[],"text":"Gap Fill (Text) \ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"Gap Fill (Text) \ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"\ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"\ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"Gap Fill (Text) 2. Aging is a ."},{"options":[],"text":"Gap Fill (Text) 2. Aging is a ."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"2. Aging is a ."},{"options":[],"text":"2. Aging is a ."},{"options":[],"text":"Gap Fill (Text) 3. We need to control climate change for the sake of ."},{"options":[],"text":"Gap Fill (Text) 3. We need to control climate change for the sake of ."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"3. We need to control climate change for the sake of ."},{"options":[],"text":"3. We need to control climate change for the sake of ."},{"options":[],"text":"Gap Fill (Text) 4. need to be taught in school."},{"options":[],"text":"Gap Fill (Text) 4. need to be taught in school."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"4. need to be taught in school."},{"options":[],"text":"4. need to be taught in school."},{"options":[],"text":"Gap Fill (Text) 5. Women did not have until the last century."},{"options":[],"text":"Gap Fill (Text) 5. Women did not have until the last century."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"5. Women did not have until the last century."},{"options":[],"text":"5. Women did not have until the last century."},{"options":[],"text":"Gap Fill (Text) 6. Literature enriches the of a language."},{"options":[],"text":"Gap Fill (Text) 6. Literature enriches the of a language."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"6. Literature enriches the of a language."},{"options":[],"text":"6. Literature enriches the of a language."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"Gap Fill (Text)"}],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"},{"body_text":"Results are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations in Context\n\ufeff\nAdd a suitable\ncollocation\nto each sentence below.\nYou may need to change the word form.\nClick\n!\nfor a hint\nReturn to Video\nGap Fill (Text)\n\ufeff\n\ufeff\n1.\nInternational students add to the\nof universities.\nSubmit\nRetry\nReturn to Video\n!\nc________ d________\nGap Fill (Text)\n2.\nAging is a\n.\nSubmit\nRetry\nReturn to Video\n!\nn_________ p__________\nGap Fill (Text)\n3.\nWe need to control climate change for the sake of\n.\nSubmit\nRetry\nReturn to Video\n!\ny________ g\n________\nGap Fill (Text)\n4.\nneed to be taught in school.\nSubmit\nRetry\nReturn to Video\n!\nL__________ t\n__________\nGap Fill (Text)\n5.\nWomen did not have\nuntil the last century.\nSubmit\nRetry\nReturn to Video\n!\np________\nr\n________\nGap Fill (Text)\n6.\nLiterature enriches the\nof a language.\nSubmit\nRetry\nReturn to Video\n!\nl________\nh\n________\nGap Fill (Text)\n7.\nThe church's\nmade its religion popular again.\nSubmit\nRetry\nReturn to Video\n!\nr________\ne\n________\nBack\nViewing\n9\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n9\nof\n9","buttons":[{"class":"btn btn-sm btn-attention smooth floating-score","id":null,"tag":"a","text":"Total Score: 0.00 / 100.00"},{"class":"btn btn-primary ghost screen-only","id":null,"tag":"button","text":"Return to Video"},{"class":"btn btn-primary btnSubmit practiceButton","id":null,"tag":"button","text":"Submit"},{"class":"btn btn-primary btnRetry practiceButton","id":null,"tag":"button","text":"Retry"},{"class":"btn btn-primary 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data-val=\"true\" data-val-required=\"The IsTransferedLesson field is required.\" id=\"IsTransferedLesson\" name=\"IsTransferedLesson\" type=\"hidden\" value=\"true\">\n<input data-val=\"true\" data-val-required=\"The IsCompleted field is required.\" id=\"IsCompleted\" name=\"IsCompleted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-number=\"The field Mode must be a number.\" data-val-required=\"The Mode field is required.\" id=\"Mode\" name=\"Mode\" type=\"hidden\" value=\"1\">\n<input data-val=\"true\" data-val-required=\"The IsManualScore field is required.\" id=\"IsManualScore\" name=\"IsManualScore\" type=\"hidden\" value=\"True\">\n<input data-val=\"true\" data-val-required=\"The IsAssessmentSubmitted field is required.\" id=\"IsAssessmentSubmitted\" name=\"IsAssessmentSubmitted\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The ShowResultAfterSubmit field is required.\" id=\"ShowResultAfterSubmit\" name=\"ShowResultAfterSubmit\" type=\"hidden\" value=\"False\">\n<input data-val=\"true\" data-val-required=\"The IsInProgress field is required.\" id=\"IsInProgress\" name=\"IsInProgress\" type=\"hidden\" value=\"False\">\n<input type=\"hidden\" id=\"IsMobilePreview\" name=\"IsMobilePreview\" value=\"False\">\n<input type=\"hidden\" id=\"ShowDesktopViewOnly\" name=\"ShowDesktopViewOnly\" value=\"False\">\n<input type=\"hidden\" id=\"IsImpersonateMode\" name=\"IsImpersonateMode\" value=\"False\">\n\n\n<div class=\"ae-top-wrapper head-title-container isdesktoppreview\" data-title-text=\"E2School Lesson 3: Collocations\" data-title-marking-submitted=\"Marking Submitted\" data-title-marking-required=\"Marking Required\" data-diagnostictest-in-progress-servicebus-message=\"Your answers are still being evaluated, your score will be available shortly.\" role=\"banner\">\n    <div class=\"container-fluid\" id=\"studentLessonContainer\" data-reset-text=\"Reset\">\n        <div class=\"row m-l m-r\">\n                <div class=\"col-md-5 p-r-0\">\n                    <h1 class=\"ae-page-heading lesson-name p-w-lg p-l-0 p-r-0\" data-lesson-id=\"12736\" aria-label=\"Lesson 3: Collocations\" alt=\"Lesson 3: Collocations\">\n                        Lesson 3: Collocations\n                    </h1>\n                </div>\n                                <div class=\"col-md-7 text-right p-r-0\" id=\"scoreInfo\">\n                        <span id=\"scoreInfoTimer\" class=\"btn btn-sm btn-attention smooth\" style=\"cursor: default; display: none;\" disabled=\"\"></span>\n                            <a class=\"btn btn-sm btn-attention smooth floating-score\">\n                                <span class=\"lesson-score\">Total Score:&nbsp;</span>\n                                <span class=\"lesson-score\"><span id=\"lessonScore\">0.00</span> / 100.00</span>\n                            </a>\n                    </div>\n                <div class=\"col-md-12 p-l-0 p-r-0\">\n                        <div class=\"col-md-7\">\n                            <div class=\"label label-warning p-l-0\" id=\"scoreMessage\" style=\"display: none;\"></div>\n                        </div>\n                        <div class=\"col-md-5 p-r-0 last-access-panel\">\n                            <div class=\"pull-right\" style=\"display: none;\">Last Access: <span id=\"lessonLastAccess\"></span></div>\n                        </div>\n                </div>\n\n        </div>\n        <!-- row -->\n    </div>\n    <!-- container-fluid -->\n</div>\n\n    <div id=\"mainLessonEditor\" class=\"ae-wrapper wizard-lesson-editor\" role=\"main\" data-view-report-text=\"View Report\" data-is-ets-report-ready-url=\"/EtsReportCard/IsEtsReportCompleted\" data-view-ets-report-url=\"/EtsReportCard\" data-ets-report-error-title=\"Can't Access Report\" data-ets-report-error-message=\"There are still Activities that require completion before a report can be generated. Please complete the remaining activities to access this report.\" data-lesson-type=\"1\" data-le-margin-top=\"0\" data-le-margin-right=\"0\" data-le-margin-bottom=\"0\" data-le-margin-left=\"0\" data-show-back-button=\"1\" data-le-enable-formative-report=\"false\"><div class=\"row m-l-none m-r-none\"><div class=\"col-lg-12 p-l-0 p-r-0\" id=\"wlPageMainPanel\"><div class=\"alert alert-danger\" style=\"display: none;\" id=\"wlErrorPane\"></div><div class=\"ibox float-e-margins\"><div class=\"ibox-content m-t-xs\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"row student-lesson-editor m-l m-r\" id=\"currentLessonEditor\" data-read-only=\"0\" data-total-widget=\"15\" data-total-widget-done-load-and-render=\"16\" data-wizard-id=\"12736\" data-wizard-widget-id=\"e28a9f53-25e9-4577-bc3a-d6bcfc75d600\"><div class=\"ae-wrapper le-editor\" data-lesson-type=\"1\" style=\"width: 100%\"><div class=\"container-fluid\"><div class=\"row m-l m-r\" data-le-view-type=\"2\" data-le-margin-left=\"0\" data-le-margin-right=\"0\" data-le-margin-top=\"0\" data-le-margin-bottom=\"0\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\"><div class=\"col-lg-12 p-0\" id=\"pageMainPanel\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\"><div class=\"row\"><div class=\"col-md-12 col-xs-12\"><div class=\"grid-stack grid-stack-instance-1966\" style=\"min-height:100%\" id=\"dragAndDropMainPanel\" data-gs-height=\"6\" data-gs-current-height=\"1.2352941176470589\"><div class=\"grid-stack-item-content le-panel grid-stack-item ui-draggable ui-resizable ui-resizable-autohide ui-draggable-disabled ui-resizable-disabled\" data-le-scrollable=\"0\" data-gs-x=\"0\" data-gs-y=\"0\" data-gs-width=\"12\" data-gs-height=\"1\" style=\"height:100%\"><div style=\"margin-right: 0px; margin-left: 0px;\"><div class=\"ae-widget le-widget preview-widget \" data-le-widget-type=\"2\" data-le-widget-id=\"c833bfa7-7f45-4b3f-9159-467c1cdaea5b\" data-le-margin-left=\"10\" data-le-margin-right=\"10\" data-le-margin-top=\"10\" data-le-margin-bottom=\"10\" data-le-padding-left=\"0\" data-le-padding-right=\"0\" data-le-padding-top=\"0\" data-le-padding-bottom=\"0\" data-le-show-glossary=\"1\"><div class=\"ibox float-e-margins\"><div class=\"ibox-content\" style=\"margin: 10px; padding: 0px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><div class=\"text-container glossary-enable rclick-copy-area\"><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><b style=\"color: rgb(107, 192, 209);\"><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 50px;\">\ufeff</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">Collocations in Context</span><span style=\"font-size: 50px; font-family: &quot;Gotham Rounded&quot;;\">\ufeff</span></b></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px;\"><br></span><img style=\"width: 44.6676px; height: 44.6676px;\" data-filename=\"image.png\" 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\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">&nbsp;</span><span style=\"font-size: 24px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Add a suitable </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">collocation</span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\"> to each sentence below.</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 24px; font-family: &quot;Gotham Rounded&quot;;\">You may need to change the word form.</span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">Click </span><b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">! </span></b><span style=\"font-family: &quot;Gotham Rounded&quot;; font-size: 24px;\">for a hint</span></span></p><p style=\"text-align: center;\"><span style=\"font-size: 18px;\"><br></span></p></div><div class=\"text-control m-t-sm m-b-sm\"><button class=\"btn btn-primary ghost screen-only\" name=\"returnToVideo\" data-video-widget-id=\"\" style=\"display: none;\">Return to Video</button></div></div></div></div><div class=\"le-widget preview-widget ae-widget\" data-le-widget-type=\"11\" data-le-widget-id=\"100fcd5b-f1bd-430b-b352-85b187feb195\" data-le-show-hide-panel=\"0\" data-le-show-glossary=\"0\" data-le-disable-case-sensitivity=\"1\" data-le-enable-formative-report=\"false\" data-le-skill-config=\"\" data-le-apply-limit-length=\"0\" data-le-answer-method=\"Typewrite\"><div class=\"ibox float-e-margins\"><div class=\"sr-only sr-status\" aria-live=\"polite\"></div><div class=\"ibox-content\" style=\"margin: 10px 150px;\"><div class=\"sk-spinner sk-spinner-cloader\"></div><form class=\"form-fill-in-the-blank rclick-copy-area panel-suppressed\"><div class=\"fill-blanks-container list-question\" data-le-answer-explanation-3986=\"\" data-list-question-id=\"3986\" da","label":"step_8","questions":[{"options":[],"text":"Gap Fill (Text) \ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"Gap Fill (Text) \ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"\ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"\ufeff \ufeff 1. International students add to the of universities."},{"options":[],"text":"Gap Fill (Text) 2. Aging is a ."},{"options":[],"text":"Gap Fill (Text) 2. Aging is a ."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"2. Aging is a ."},{"options":[],"text":"2. Aging is a ."},{"options":[],"text":"Gap Fill (Text) 3. We need to control climate change for the sake of ."},{"options":[],"text":"Gap Fill (Text) 3. We need to control climate change for the sake of ."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"3. We need to control climate change for the sake of ."},{"options":[],"text":"3. We need to control climate change for the sake of ."},{"options":[],"text":"Gap Fill (Text) 4. need to be taught in school."},{"options":[],"text":"Gap Fill (Text) 4. need to be taught in school."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"4. need to be taught in school."},{"options":[],"text":"4. need to be taught in school."},{"options":[],"text":"Gap Fill (Text) 5. Women did not have until the last century."},{"options":[],"text":"Gap Fill (Text) 5. Women did not have until the last century."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"5. Women did not have until the last century."},{"options":[],"text":"5. Women did not have until the last century."},{"options":[],"text":"Gap Fill (Text) 6. Literature enriches the of a language."},{"options":[],"text":"Gap Fill (Text) 6. Literature enriches the of a language."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"6. Literature enriches the of a language."},{"options":[],"text":"6. Literature enriches the of a language."},{"options":[],"text":"Gap Fill (Text) 7. The church's made its religion popular again."},{"options":[],"text":"Gap Fill (Text) 7. The church's made its religion popular again."},{"options":[],"text":"Gap Fill (Text)"},{"options":[],"text":"7. The church's made its religion popular again."},{"options":[],"text":"7. The church's made its religion popular again."}],"title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"}],"text_content":"Results are loaded\nLesson 3: Collocations\nTotal Score:\n0.00\n/ 100.00\nLast Access:\n\ufeff\n\ufeff\nCollocations\n\ufeffCollocations are words that often sit next to each other. They're the key to better English.\nHere are some you might have seen throughout the course already:\ngrow\ncrops\nbrisk\nwalk\nbehind\nbars\nClick\nNext\nto learn a bunch more!\nReturn to Video\nBack\nViewing\n1\nof\n9\nNext\nClose\nBack\nNext\nClose\nViewing\n1\nof\n9","title":"E2School Lesson 3: Collocations","url":"https://study.e2english.com/Student/LessonExercise/View?lessonId=12736&coursePublishedId=181&isCompleted=0"}