1. 3I/ ATLAS. Uzaylılar için nefesinizi tutmayın
  2. Görüntüler NASA’nın Paylaştığı 3I/ATLAS Cismini mi Gösteriyor?
  3. Bilim İnsanları 3I/ATLAS’ın Doğal Olma İhtimalinin Sıfıra Yakın Olduğunu mu Açıkladı?

3I/ATLAS. Uzaylılar için nefesinizi tutmayın

14- Ağustos-2025

Oleksandr Burlaka

3I/ATLAS nesnesi, modern astronomide gerçek bir sansasyon haline geldi. Çoğu bilim insanı, bunun başka bir yıldızdan bize gelen bir kuyruklu yıldız olduğu konusunda hemfikir. Birçok popüler yayın, bunun daha da ilginç olduğunu, çünkü bir uzaylı sondası olabileceğini yazıyor. Neyin ne olduğunu bulalım.

3I/ATLAS

Yıldızlararası konuk

1 Temmuz 2025’te, ATLAS robotik teleskop sistemi, Jüpiter’in yörüngesinin ötesinde, yıldızların fonunda oldukça hızlı hareket eden bir nesne keşfetti. Bu tür bir davranış, genellikle Güneş Sistemi’nin eteklerinde bulunan Oort bulutundan kaynaklanan bir kuyruklu yıldıza işaret eder. Ancak, ilk başta herhangi bir kuyruklu yıldız aktivitesi tespit edilmedi.

Ancak bu cismin hızı ve yörüngesi, onu 2025’in en büyük astronomik olaylarından biri haline getirdi ve kısa süre sonra gökyüzünü gözlemlemekten çok uzaklarda olan insanlar bile bundan bahsetmeye başladı. Kısa süre sonra 3I/ATLAS (C/2025 N1) adını alan kuyruklu yıldızın, yıldızlararası uzaydan geldiği ortaya çıktı.

İsmindeki "3I", bunun insanlar tarafından bilinen üçüncü makroskobik yıldızlararası cisim olduğunu gösteriyor. İlk ikisi, sırasıyla 2017-ve-2019’da keşfedilen asteroit Oumuamua (1I/ʻOumuamua) ve kuyruklu yıldız Borisov’du (2I/Borisov). Daha önce kaydedilmemiş olan yıldızlararası ziyaretçilerin artık bu kadar sık ​​görülmesi bazı insanları korkutabilir. Ancak gerçekte, bunda mistik hiçbir şey yok.

Son birkaç on yılda, büyük gözlem teleskoplarının, uzay gözlemevlerinin, robotik aletlerin ve internette sürekli bilgi alışverişinde bulunan meraklılardan oluşan bir ağın ortaya çıkmasıyla astronomik teknoloji hızla ilerledi. İnsanlık, gökyüzünde daha önce fark edilmeyen şeyleri görebildiği bir gözlem düzeyine ulaştı.

Borisov kuyrukluyıldızı. Kaynak: Wikipedia

Dolayısıyla, üçüncü yıldızlararası cismin ortaya çıkışı heyecanla bekleniyordu. 3I/ATLAS'ın keşfinin duyurulmasından hemen sonra, birkaç güçlü astronomik alet ona yöneltildi ve bu sayede bilim insanları, onun gerçekten bir kuyrukluyıldız olduğunu oldukça hızlı bir şekilde tespit edip hakkında yeterince bilgi edinebildiler.

Kuyrukluyıldız özellikleri

3I/ATLAS'ta bilim insanlarının ilgisini çeken ilk şey hızıydı. Oumuamua ve Borisov kuyrukluyıldızlarında, Güneş Sistemi’nin kenarında bir yerlerde afeliona sahip gök cisimlerinden önemli ölçüde daha yüksekti: sırasıyla 26 ve 32 km/s.

Ancak 3I/ATLAS örneğinde, Güneş Sistemi’ne girdiği anda bu değer zaten 58 km/s idi. Yani o zaman bile, yaklaşık bir ayda Dünya’dan Güneş’e olan mesafeye eşit bir mesafe kat ediyordu. Ve bu hız o zamandan beri daha da arttı çünkü artık yıldızımızın kütleçekimi bu gökcisminin üzerinde etkili.



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BEFrePHM9hFFHK0c2bk28+JRFtj8nL7dy5AOS+G2pr4g0uw1vxNr39k391Jfm90yaZbqG/Fi08dnHdXodYgJUiiiXfjYrgc45AOwvvGcmnXKRvotprOjMxjsfDsl6j6XeAhPMuY3WOaLOnOzTLgEM8rDIINAHGQaRp2n/EK70u1uIba2uNUvxpz2qRtDHDBBcOklqYXaIrCMOm2QAlRtOaANPxNpmveJdHv9Btdf1a7itLm1R/E1vFJc39u26K+Fr9hSTz9sgl8tiGwsbeYeDQAzUNL0LV4NO8KWNlbXd/JG1nPrEts1teiZFSUTyR3KwjzZDG6ENMCP72SAQDA8M/27Y+Kk8Lx+Gr5NE8S5uZdTW3ufL8Pvp1jIwhig8hhL/aM0Kly8kO1psgPjJANDwjpnjK18ReKpbqTWvC+jAxRpJYxyajFON0yxAW9mZJAHKmZ8R4ieVlcqRQBh6VE91fada+H4hqWnafqVsiG4K6YEk1O6iW9It9R+zyLgKZGbayyFMAigD0347eDPFuhaFqB8MaFe3FpPdaekmraQ0UkhRXgcBYLKWeSRTMWhfYCEwXfAzQB5LdeMNZtfD2lzaLDcQzarc3lhq2n28skKn+zRYG3luJWiUM0z3dwNjY8sxHBO8YAPSNX+1Xfgi11bU/D8mpa3e30tvI00U01xbxwTP5UvnrE4IMUYiAO0BX25zwQDzHT/ABDqGlrcweLLJ/Cctygh0/xTK7T33iZlZisMsEMZlhOlwNBbxea3zR7duOgAO98FfFGDVotU8Hat4WtNMaOS0OlLdzTr5P2xJbq7mijuLKGGDzzbRly8qCQ4IJYAEA5C78X6he+MY54btNAT+07TTrjTLXUIZIoLPTnisEuhgpvF9FAt60aodrXBQF8biAdp8NtRtLiyl0LUyLybxPrF5Yve36yJItvb7HiWUTIIxCpkcxtPLDGxdtjkg4AOK+J0dkuhWWm+HZ7PXvEdl4u1mz1HSUuba3ltdEszqENhIZpJfJlgTy7WOKGJ3KKyfwoTQB5bF4R8W32v+F5PGWo6mk0t/bw6WLwRXjzW4aNk0yBYrhyILbfmM7cP5pCjINAH2ZbaFZfDGC08W6tObzxCty1lc6NqNqbd102WKRobg3a/aC6lo49sKox+bccBcgA+dfiX8S7jXNQ0rV7xl0ddP1eX+zbeO5a4C+XKbiK+TEKPBtVljVmjCgR43bgVAB0ngbxD4m/4RfUdMgudS8Y3t3Nez2CXbS263N1KbUxWAllRreMRqrssskqjBI4JGQC/4P8Ah6bXxZ4k1XxvDHCH8OxaxpljdG1vAfEEpt70aIgtrmeSLyWMtot3JEkRVd2BuCkA4TRPAMsHjGyudb0G4j0i41GG91y9utPl26Ho891I5uhBt828t0HmhBChL+U20c4oA9GtI/C0eoa1pujagItJTVtRjtfE9rpl2J7uMzKg0B7AQieC0jDZM0uIh5YDYyKALHxD8QR6bY6JZvqQ1uC4QaSrOxEPhuBYQgvoHjEsTXFspwLUvHKEjViApBoA5PSn8PeMZtK8Ns1vd2+nzRtc+IlikurlpbQSB1NlsDOwFyv3HkOCNoPOADa8djwcb/w9bxXkF1baJp66YLS6sLmwR9RtriMRXqR3UUTNP5cTRbolljUOQZc4BANDxr4X+26BapoE7Nq3nadfjV7SNEvbS0TLz2K7pEJgAwXbeM7z8h5oA5i9+CM+taHp2u694jvTNpUttqTW89tBcC7toYpbq6tp5FvsxRzeSscuULFWLCNtpFAHB6d4wsvEXiyC30Dwpp/huMWmpWj2OjXBuI72wKT/AGnU5xHbxBAloW8xHHEUXzMBnAB7zoXhmxka2v3uYS8WlNAlhcmG3iW3Ri4u45J54wxTLBERSzEHYSQRQBPoWq6f4TTVhFqpv4NXsJ9W/tidJYJdIwCoEETLI8qRI/2oSgphoguMnNAHIJ4i8I6hdf2rDf2fiTXPJaL+1biCaOa9i5LPJezQ+SrICIvKMu4qgIHNAHJ+MLaGz8OeEfEoeBfEGoatpV3qFs00MVxp8bJNPdqt00gNzHHMkO4xrh2CEDgUAdB4+8T6140134e2+n6jdarpMWmsLqFp2jtHuYfEF/cRpm58lJmwUKmLzMMdgy4KgA9L8K6N4V8G6jJqPiLVrWA+KLWa4k064tg6Wt5YFFht91u05dnF0cSSpFszxnmgDA+OFjrKeEJL6zs5p7W7023uLW7gkVho/n3kH2TTrby2ZikzPHAhwhw4O0c0Aef/AAmVf7Isf+EjMtgyWci6hFdrK73Fw9xcfZfPXG4vCBujIDYD/NgdQD2WDwT4S0zQL3Ur3xEtzqt3Hb3mm2VxpkimICRTPDBcbnTYEfLMwXcFAAJNAHNwTWVpdrf6BpllqOvSqxiu0mjs7y1i2eTPbo0u3MbwKXY/LkSEc9wDnNc1DxzqHh1NM0T4Z3WqC4uIr2HUraZ5H020svtAuY2QQEW6XrXAdhcPA7/ZcxJIAxQA5ixsG1rw4Pt5XSZrV3jvLSSSIRXHmXPmW8kkskkMTFU2BdpfacKSrcUAZekahpvhP4gLdX8ttrlslrcwW9ndOqQWzPZWoLRNH9o5YkD7oDbQcmgD1XxPptr4pNv4vvbez02xt4zaanbefbyLsLx2tm0kbSQ3Mu+SYbBHbSAcZIXLUAaF34L11vA8mn+B9DumnEkLW1/p8a2z3sY1DzLhEeVo0YQEyK6rKxGw5AoAxPA3huTwPrviG5vEW9svFN1p7S+Kp/JWTwStkswmvLeOKS4eQ3L3LRSbzakeSCC2TgA9A+JUeg+dpH/CPeJH8SyS6gyvcWthP5bRrp1yzf6VGskD+U6iMoJSVI5AIxQB4PP4N8N6ZqDXt74je51ITi4vNAvtMltyWbEiWrPK373zY3U5SNjtZTtwRQB3P/CA+FvDt9NbvqdlFp9ikFzpmiW9vBNYalJeo5vxvtJ54rdopBE778tIyrwMcAHKWXjfQ9Fk0+ez8L6RdRSX+t2uqRC5Ee6G2luksnulFu77fOSNoQygBtuCeDQB0qS2cHjCzOn3xh0u3hsb26tbNHksp2u/tReGd4g0a+V5S9ck5B2rxkA6vxf4n0fSvD+nDWtRtz4cttXur+60u6Zvssov0ufI823RHn2i5nimjkELAuqNgLkgA830/V5pvCvjbRofBVpqf2fTbjxBpFxHMtx8mqLJbwRKY4ZI7VBHYo6vNKjgPhkQKCwByPhS41t7G6v4dRubTw+8MsEvhiOdDpcEqzwl9QIMgxJI4CMTABlx854FAHZ+I/DwvbaHxJL4nuYGt7aK7tHSISeXLY2cYSOFlmD5g8lUQhD9wbVIwKAI2+KHjHxp4gtdF0uTUPC/hW9sIdPjXTruaSxs9djyX1+ON4rUHUZIhsZSUAVv9aelAH0v4R0bwxpnh0PqnimC21G3t7qeZpoFebXtQQvLIs7CVwLjU5Q0s20yOJJWyGNAHmfiy5gu/h14h1fRL2PTdWtDrJW3tNkcuuCKztpLfSJJmMWxYJHkZMB2VrhiVGeQDwPRfh/d+Lf+EV8V+MJptI0iaaKyu9fnjhvxFcW9hdD+xpI1nWYxwNnErRiPdGuGyRQB6f4c17VbPV/EGi6LcSazJqfh9vCVrO90llcDSPtk8Fn9kgnIM8TNJ5kVtESN7bQ1AG5feFG0/wAPXNh4s0VbQXNgbbF1Gtwb+4lkDQyTxwmXynmWOQEy7QghG9huXIBw1jc5uvDejaBpMd62n+ItJS4srVtv2bToJY7dp5FCbVijbbFtJOM46A0Aev6gvju18WWcUnh2aMM3m2122oWu94TcTCGyA8w7YpgvViNoPK4oA9ZhvNe1DwgukxaNPa+JrfW7u8uhaSm5vINICyqt60kKmPyVeSN9olJDBRgZ4APM/iB8RdZ1y30zwn4t025kupP7N0zRtYuDc6hO1tDeJBaTL5NpJFbNcTr5nkz3ETRO5LYHzEA2vh54K8R6FeT6zY6Pe+OtDmtL21vfCc0Sw6da6pN5H2jxA4Vp5GvLGCONf+PcKyy480dCAdd4ms7ux0bw1beC4mFy9xZXl9qGlFIrowJbmP7NdRId6RPIyTMZiNrqFZc0Ac5omreNW8bW0eo+Gb/X7GfUYNDuTdSu0OL1Iib0ARSCU2yyDaqZjJypkVgwAB9B694Pu9XTSrC1XVRbTL9n+zrpV5FFomszskWn2Vn5qRLdsFedo7mAmFfJ2s671oA39F/Z/wDHGkXmm2WvNrGrQ6XqNm2sNqdvbLdLqbXEd3psE1i19LdOHjktCtzHFJDCjq0jqI2CgFL4sfDyxaWEat4fHlQ3U1q0U2mvKDdXKxeQ8YVWMjpsfa0QdQWwzKSuQD5/1H4F/EPSJl8Ww+I/EOh3Phu0urDw/YItrE81vfxSWUEkQbUlntDbi4XETW+5CoWTy8EqAY/gPQ/GmteNrbTfH0+qeI7W00m9jvLrW5I7pTeRgz28ciGaVS6LKpR1ZlXd1ByAAUfF2gaFoniLw7LZS6d4lt7sX95Ppxa2jj8MSWwWSCzt0SaZ5dj4mQpGhVrZfl9AD5/+JV5rOteIP7f02e41fUltooILYziIiLGyUG5laMR7U3ShHCs+flyGBIBm6x4QSxs7HTrXxncXdn9ptp7nTo0jWCOaH95Hcyql0wEli004h3YLeZIV6mgD0WLxDLpOt2OoN4muvGFjpGYYra6aSK21u21JWjvr4EeaGPh0Ty3KxxJOZZLERny3b5QDxS5utGuPip451248VvoOlX8ti2l3UUEs32zZZQxzR/Zl23NuFdOTPDFu3EjK8kA7rT4rnXNcv/Eb+ILvT9M8LNpQi06PLWOvQaissepI7GSMKsUQ2zrFFcFhJhghIyAcp8RIrTXde1r+z7RtK8BaYbCXQ5LC3mk02znube2hvBY26xxy7ri8acXBjQ4d5GfC5NAHlkVh4iGuxXPjHXNRNrHcfu4L6VblHhMfllGjjnkeJSvkAq0ak5UYypoA6vwhqfiXSPFUPhDTLe4g8N6lvuHtVvEtbaaSGxlnZjZuylytwgO44w3zdqAPqrw1rGm6R4eFrc+LvsupaTb3EutXhDG6vFluLiaCC72FwVtInW3i2NKSig4B4AByHgKfxXp10l3a2uqya3NdO0N3GkwvbQRxyrEbcojNJ5sUkgITlFzkc0AbPjG71DwMHXxLpcfjEarMtzc2mu3cVrFps96q6qJmcm4Qzu9yIGV/LkDDDqsgZAAeMeB9S0XxZqqeKr3w/a6Pa6netocEdnDNqUdidFWSSe6i+z2/mM9wNSiSRTCgCRKUkk+bYAdfr1pa+GtD1zxJ4U8I6dcA29nBp3iOyuIbe6kmN/ax3cMSLunTy4/OgdigVkDYOKANzQfEEtp4c1G/8YTyfaba1+36Zd3Ikv5EdrdGa1R7WOfyBAQrB5CpJk4UYoAU+O7/AP4ViLTXfDEElppusT6ml1e3gafUJHLQJYvZmA3EcSrcNOk+x1JhAA+bIANfX4PBupeHtM1W08A6HBrmnafDrGuWdtF5sqWIsI57Wa5nWAArcwiObCh5EMm1k3KQADxTx7ruixa5pM2kaBbQzaxbR2pniS4guNMay+dJraOS2SW5eUXLqVjUbBGDk7uADz/UvD/iC81OO/0S91WbVALW51Dw5bxyIh05FjdLqa4eRVxqWImlj2+ZE1wQ65UigD6p0fWtO1Dwpd+HdU0KyvILSB9QvNfuG8y40X7daw2s9rHB5Jab7CbIyARSFnaQjy14ZgDo5Phz8MLj4a311pviGxTxjeWyTWezSmh1G5spLq2aO0W4kkj2wLEGlXcV4ixtFAHn9vdaxeWSzXd1eaVf+HkGnwxWzNetqekafErQzXEsBYWsM0yupjctsO5snrQB0XhP4kXfivQY/C/ixbaxu5dZlku759Sh1S8l0SKNVS1kghVma1kc7zH5hZGUZTvQB6V4y8F2HijTtDisr+GLT9K0YJI+23h32CRqGxb3Nxbysnlc7IlkY/cALcUAfBXwy+GF9J8atD0nWzdaJAurzavaulul4s+mW17J9nnxbzssccyoQY2cSRheY+RQB9MfFeL/AIQ3Sbu4j1N/C9k3ia40yLxbAuy81SNobt/7OktI2N0kEyxNPlx5ZMA5JxQB554Wgj8X+H7LRzo8evyXPixYoV2famNvd2Fpbx6uVCMsclyzYMcjIwPDEdaAO0j8G23g3xLJa6R4QtPEOuQ6TJDd+HZoorCTT7eVs3Goh38xGNkFjIVQS/mkBsg0AWdbuLxbK1bxFZQaBotn4Yln0OZLy2v4vEmpwoDaSzwWrPLp811aq2XukAiV2VyCMUAeW2l9b6vpcf2KH+xdauI2vn8Q6ZHLeXmliFmRtKhlgj2TPKkaTi3SYXDmcBIGyNwBv6f/AG5ofhjUUuBqGoxa7remK2q3iTW01/I9lqUYjnhkDSI94srs0c3lsNpBX0AN248Dapc+HpFtLS40K9eWzsLbQLOOOaPV4pzFFueZZVjhModrYxuM7VzwKAM6w+F2ueC7a51pvBY1ie/MVpeaFL9kjCXcwm+zak5iluJHn07Y/lZhC/6S2ZE/iALPjUWPhnQNLsZtam03xLdaRb3N3YG3nS6vtRtzCbt5WQMjyrMsiySZZR8xBIGaAOQu08Ta/wCDdLgfQJPE63giu47W+uYoYPLiu7lPMEtyUizC6MyAsrkkhV70AcvfaN43vdXs7fQLvUtIEM39m6otncwLEVuJ4QYJ5ZLiKLAVHAUOQyhm6DNAH1TB4N0XRIfCEGteIbOyk0LSdTs9VuZvsciLc3uq6ld2q3E0d3JB5jW93brGEkk+UqCQwKqAeVfFqzu73RPCuheF9duLm3stRzbi2dbaz1DTvNjNxeieWaO0T7GZFVIVneSYTP5YOxsAF/WtZuNOl1fwHb6xNBoaXOjzT+JY5mBuLSU2+oajb/ZFJ82JoxNps4jnkLRyONu792QDpR8FPCnjqy0eW11rzdKljvLrTBDo5uEKREJMUgaeOWIK8bcvGhJ+6CMGgDxzVdK1bVNK1fRbxNQeW1eCw+HsTQTTXPiHTPtEYuby1tcGTTvs8CJO1vcKjkDGPlOADvvAPgfxXoKaforeHnMmopeRp4ourmytNRtvsry3pAsZbgTf6Qv+hHeyYhxIu5cAgH0jpPjDwN4X/sG7i1XT7jxJpm/7PpdxFNZSxXi/u5YIrqSDyyZUc75ELqoAycEUAeOfF74haX4gGoaNp0dp4NubmGx8250SZ9QfSWikt51MZt4Fjdr6KPDjzV2rM2QSMEA8Z+GOj2vjbxtqmieKpP7O8MfYWml1S8j+0R63d2sAFhLc2MrQyxyxzCR4S2drSFh8pBIB1Wj+E9b0y6svBWoaG+qaLpk9zc654/uHhJtbfVlNxYwz26SyxOls1sLaLZdOw8/LrGQFYAt+Pdd0TXYdB8Kzaxc6b4f0+5vIbjXYNL1C5tdMNla7LcxIlqIJzqFzELVhDcP5LSEsTtNAHJeA/CmoeNbaaz8Rahca1q/hm/8AtWn/AG4R3Ut3Y6mVWyi8xp/Lto0GnPJGu9nBYrIiELuAPQPE9/4s0nxLF4KutPudEkn2NpvjNrpBdG5aybUJrZIziKMi2Sa3LyXaho9wHzlUIB6DoU3hXS7rQ7jWdRstW1NLiNotK1SI250W7RgXuI5pQyq9+Slw0jBEwysrMpDUAdb8R7vT9e+CZ0y01ix1IHxA0y6fDe2kotmUS7rpUE3X5vLJIGPNPPOCAeBeGW8RJpF7pVpqt5p1lqGnTaW8onjgEMTmSCRxHNLGWSMl2XLLG6YZX8shiAbPizwQ/iDwPqmq5GjavptpNBb2Vl9nvHgEf2cRaolxFOoSbUcybkA3ILcckNQB0vgDxLomj+HvCmkXXhbTLTU4YTbJrbyn+0tav4bOU3jyW4gaRJJlSe6kYuyHDbXYEEgFD44eCrDXbSz1fw7c2+mx6Fp8+rJc2QtYpE1mUbrgKks9vL9oiSKAmRI33ZAC5WgDwrwv4cv7rQNXs9U8RXthaawLmHWjPGv2e5tWvLW6/tC4Z5kinN1dQW7lA+d+1snbQBr+CfhbLYXzHVtS1C8tZb2JtAlbTGuf+WiG2ezitpJ2w0QjaJ9oVgQqkkYoA9QbxJqmvR2kXjvwpZ6zpkWqJaRWmtahbyo0luki2k4gZTKHVWm2L5fy73Gc5oA7D4c+H/DWreJ9b1bxHbadoGkTacNJ0NFhiv4LJ7C5gtbWO2WEmSM29tDmPfHGsYj2bs0AReO/Ew0L4qeBvDXhjSo/DwvZtEW41bSjJGyW8mo3ltca7MqQCJMxQpJN50yIqgb3CgGgDP8AH3hm5iu9c8Q3eo3mo/aJLxU1WW1Yx6jOIpZRELpGaJ2l8snCs2eTg4oA+dtR8LavrWnxs0uoaZdR6at7YrDA1wHeSL9zE8odY7WNX/5aztGi4JfaAaAOg8NahqkngXVvBdxqT3Xiq0hvJtLia5hlvnuIzai3t7cq7wr8kkzI4nIHzjqaAPW5/GUXhnwRp2m/EbR0u5Lvw4mm6SNe88fYtVbTPJXUbErazI9xAdwR0dY/SYAgkA8r0l4/EY8PWCeTqi2cMdlHemaOSe2hW7uLg6asTsJFiZ7hpiM4BnZv4qAFtG1UeLtRsEtnu7PRra+QTzTpbppJgurbZZwpKyhkkRXlLxsyr9nA/iFAGvY+IPGGv3MVrqngoaR4P/te1h1S6j1WG9sdXtFuI2N1eW0QDbb+32rKpV9kb/MSBQB3UGhXunXVzqsFvM3w1k1E2tjoIAXQLfUJREY7mCAMZFkjjWQLJ9nWMBm/eCgD13x74W+H3iTwNqfijSNT0izfwPYQ2F5plpaw7L7UWkh8rdM7wvJKku0RPax3aOwXa5yMgHnvg/4oeF0+Htp4PmurDRLi5uTf6hGJJhc3V4shRby6tDbo3nNAkEO9mBEcMZ6UAcloHhnR59S1fRL2++wfYtZtY49eFk08usQK00ctswUlPJvC6SSMs0i5iXk5yACW/vF8IfHLRvDmlaQg0COyMk2qxK1tHpltLbNJeahFaCJ/P+wK0t0RGzF3jZRhsgAHoGv2drNq0+q2FtHq5ulu207UUQGbVwyxf6XKgDSWkkcixoi3CRs28leFY0Aeax+K/Elzp154b8badcaR4gtLS9g0lL+8M8tydRt5biCP7TtFrbJLcSRwF5bhUUSb5GRQcAHV/A/x/wCJfBl1cx+M9Lg+waPpr2ek20mtWmpwRzX7Tmbyhphv/IJzGdzDY5OA4KnABR8G2twdO1uU6b5Op+K2iuNft42Ev9m3EqzCctKm6K8a2immnDKVEnl7V5YUAbWlwaV4GvNLs9N1u4v7O3tbo/2mLC6tZbx7iW4JeS2VJZFMRb7OCQcpGGyARQB9A+GfCPiDxtd6LZWfi3Ub+znmiilkd4YZIYblsjba3V5bTykhGBRVLAKCwXIJAP0A8E2d98AdRsrGDUv7S0O2a4u9Tmub2202KSa8hljtxLBHc3cj7HnQI6b+QoO0ZwAf0p/sG/tot8MdA0qe60/TbW3k8P21vDMviOXzfEKz3t9MZJ7e0sbq4jGlrMNheMqVk3blBoA/o5+Hn7SHwr8e22lJbeMvDkeravc3FrY6dBqLTi5ktk3yCK5eCGEuFDF1LLtI2n5iBQB7tBeWlyWW2ure4ZRllgnjlKgnALCNmIGeMnjNAFigCtPeWlsQLi6t4CTgCWaONicbsAMwJO0FsAdAT0FAHlvjD42/DfwVHPJrPi3Q7QWgma7867bMSwxrK3lrBFM1y4VxmO2ErgnG3PFAH83f/BRH9sPwv408VwQHxTpOnJ/wj6QWdjb67Ncoc3NnJLKqC1iMbSeWrMrBckcE4oA/nJ/aEtItQS78dj4rajFD4nuL+3h0BEeS304WNn9mWZZvtIlCXYg87zJ7a3jxL8ruoDEA/KrwtN4hsdE8ReKYr+80bXrG8nFjb2VwLi4tktZD9n1K2uIJHJlvlnl3RIjPEIQT98YAMa9+IEEWparrfi3Wpv7WOi6SdL1LUlujf6vq0jWUd7ZYMJlia2sGvJjK6+XJFblVyHWgDx7xH8QfEXiAWejaL4p1S+8LSXdzJ4lktppvsVnb3gjinS6gKp5ypFEAyglioAKgdQC74Q2+F1ht7zToPEiaTNNqu7V3SyOoiceQtjL9oDmOOET+cj7n3GIAIBkgA+fPEsvia38QzP4dhfRoNW1m6utV0bTr62httU0y5vJGOl3kgljVrFwzW/mONuwklRmgD1rw78HNU0b4jaX4suvFuq2eiR6VEmoaqtpHNaRRyN5kmmPJDfSeYiEodiqzMFU7MUAd7bfE7SvDcnjbwHDZWWq3S2OvXul+J5JJYb0y62809hewRC1kSOa2+1RSQL9qEgZFDiJg20A8u+Gus+b4V1SHx/KNCtLHWr68NtqkhlTUYJLWzSfUtjBTI935OJY4llk+QZBBXIBb8H+PrS48baj4YtvC2n6r4JaKSfQLie7NrZPqtzeW0MGp2ljcW6FZyksrRSnEbgthyMmgDJ1Pw94d07xrLqOrwWuqywzvbS2V7aEBZYNUmmmRH/eebvYtEfJR0YDKFsgUAdF4o8dw+HLLTtE0Dw3p97rF5qFrr+laQt0tjM2i3CXMKWEJkg2paiWB3CuVlLFiYAPmIBwlr4p1jxvrlxpGoWY0y5vdNm0I6NFex3o0yTUbuO2fU0KiNHvNPeX7NHbErJKDwyrk0AdZbSaxJ4P8X+G0u20nU7HRdZtNI8O297bySa5f2FolvZaqVSYC3vLuSMpsfJiaLBYigDkvDGl65e6DBpes+L9Q0LULP7Hqc9rI0Ukn22xhlQ6azG4RcSNNtaZWYIVHynPAB6H4l8T6VrV7o954X1mO1utN8NtpWs+HtOaT7Jq2sGKUXc+o3jLHbpd5fY4bfuCAiQhhQByWq6lY6bJpet6/bweG7r+z7TT3stxuY7+zeadxrLXECMjPcgSRGEKxxb/eOQKAO/a7tZdBP2W6h1vSRrMV9omoFo48aWtlKLXw/FB/rbe0uYTHPtlVHQoqtDuBoA8d8UfETSLSW7uYvBWl6pq2nTRactms8j3emwOgme1ijSzmlaBPPN0XSMx7rlssCDQB6np3hrWvFPhnw9fazZPoOmzWlrf6dIk1vexamWjzHdEJMjRPEjMEEqhisjfLwaALx8JnJxrNwRk4PkDkf9/qAPUPAvxK03xb4E1C3udRl8P+C9K11rGbS9NsXu1GrQ2tpewTfaL6C61Riwu4w2yf7MAuNoO6gDiotN8C6lpnifUr68vr+bX4rnXtU8yG4gW38TR2t0tlBbi3SLdayJc3fmMQ0alEywyMgGN8JdN+G2o/CrXJfiBc39jeaZqwWz0+wivJ7ae1CQ3S3c09uskizQ3DybIhKqssaB42DHcAeQW3ix/EGv8AjHwRptvBd+CNN1Gzn0u4l863vl0u0S4EzOHMcrOy3EuVkUyHaoUDkEAmWx+HGoJqmi+ALebU/CGkKkjQ6g2p2cuqLLB/aWqSXT3EkN5A1jtn+zLavCJhEilZS5DAFbRNQ8O22taB9quJrbwVZ2urxWGmRwzSratcxwhFWfY+qyh7gSuzTzybd5GQgUAA63xHd+BPDWr+HRpz3Gly2sF8tnDHFfXiRwLEI5n33Pnlntrd5JIlkZvMcBWD9CAT2HxGsvCem3uq+AvEV5dXWs3UV43iy/0qJNQR4ki02W3TS57NdNET29qLcs9gXAzKjiQh6AON1b4jroviK5tPEsFve373Qb+3XS6W8knVEma5a008x6erkyRL5YtREAOEzuIAPpP4e/FHxLrPg+78W6dBZai0N2Yb97hDarDIsv2a3SOLMLSBomDMyhgG6kdKAO48J+MYvBnhmHxTe2sEEmpfaY3C/abiNJLm+vN2xInd+C2Ru4H4UAfMvirwtbzQaZ4tudb1C7u76S8XSbN7azhtddn025t4hbX7QW0c1hFaTXESpJE9qZlcl3kCnAB7D4c+Kd9ofhzQdI1fW5fC3i2R9QF/pWmaZb6rY6UizT3MJs725tL6O5N5aNFJMJZ5/JeZ0j8soAoB4F4w8e+AdPtxo0dmtvJcTT3UbKusytd3d1PB5kkheSSOHdJEjBUEcY3sMBRgAH0fpV/rt/8ADS2u9NvSmrNfXI1DS/JsxZ21ml8ywzw3E8ReSWVxCXTz327mwoA4APkb4qXMkmo+Fj4s1W5hS11a6fVWtra2kOnQEWv760WCA/aX8kI2xhN83AXORQB9ReHPDXwt8U+B/GGs+LLrUdS8auNNt/t3l3tslhZ28uyw8iGwWDT5mmt2lEpmhlZSFOVY0AfN+ifBSSLxVc+JNe0iOXQtc1COz8I3Y1P9+1xZ3f2eOWW2trlZYmEcSE/bY/KJHKnpQB6Fe+KfA+najqM93pyS2X2OxtbXT2Or+TqN1ZvdJfRXEsMy3Vui+bbsHjliDkny2wrCgDzWw+ENl4o06+8f6XFNp7vrus3bW0F0r28GmXGpXFpZW6C+eW4dYlngUMzNcnaDM7fOSAR6J8QfD9x4j0SITv4o1rw9qUEek3GpW11pv9k6hbyCIRxLp6WNreIjwjD3iXCtjkkGgD6G8b/ESDxppg8SeItMs7qK1miSSzR7+CBRbI9uku63miuWbM+CokK/Nux8vAB8jeIvBGo+Lr6Q+FIBqVo0UtzqWoXVzDZXGm2FzNIf7GtIJ3hS4tbVG86K5eKa/kdykty6gKAD17Tr/wAQxafBZeCrz7LoMMiRiV4rR57jXI41S4spE1CKR0tpECOZ0CKGjAjkALAgHY+IdH1/w1quha5Zafa6xrnijT/Dem6naX12lva2zXdjazSX1s9tLb5nedR+7Z3gUO22IADAB9D3WpXfjTSI9RF69hrWmwnw/q/2WCFozpGnQRyWcSi6ikiZ47u4v/3kAErqV3sy7MAHzt4M1SzX4k+LPCVrcSRm0g1LVdQ1byib29kkvbRbzT5IXQ2Uds5lGJbWCOcbF2SgFsgHhvhbXU8W6r4x8Bx+G9OvbdvGerS6ZA97qNq9vdXlydJhvBcfbItzmOOJPKuJHhUrvaPktQB6P4d+G158Omk1631e90bxZZ+JZki0GGPTtQ0qPTJYI8X/ANsnguZGumkQoYGuSoUA+UM5oAofHCdp9W8DT+Im/tm51DTY7oajMBaTaV511EZTa2+mi2trjy3czoLmGfc6KhBjJUgHo2gL4n1Tw9NqVho+n2djZz/2dcapHeb7lrGOCFpp/sl1PInnSwyK7LHAArErGq4xQBl+IrzxVqeg3Wh6dHb+Hoo4pmfVbJ4Ly81+OO0uLfN9BqZu7ayMonywsYbQqT8oUCgD57+BVz4d8K+Md9/EyXU8WsaBczj7XKwj1bT5dLuoVSFjFmXzpF80J8m7ejKApAB7j4u8K+JvEs66r4St4tU8NWFxb+G7e1vbm2shBd25eViDK0F/I0QuUKu7vC/mEHdt+UA3PE2maZY31l4Y1rzIdVbwpceHdRiiLyrHI08VleXaTRboWnin3qgRjbuDuEZXGADjofhnpeheG38N2891dg3iX2mWlw8arf6fhQ+oXNxGEaC4S4S4hW2EsSmOFHMJ37nAPOfEPgG98V/2dMdRurzSLKQJpFky2FslosrK0EAkEMV3KpWMqXuZJHA5d8nNACRa7f6H8Rfh94E8R6faJpmkXljHbpHLLLLH9q1d9UQmW2lJc/a7pn5ZsAhWG0YoA+nPGHgzwv4x1rSrLRNV1HS9Vkt9V1O8a2hVw1vZtYLMgOpQzQgfvl4TEhydh60AcXZyeKPEeh+INC0vxReajpmla5pltbabcafo1pG2nabqFtcLNJdGxhujLZ2tsbmJRPmeWFYpVkDsjAFPVdNk07UFlvdZvLhL8ym3D21kuTbxxl8/Z7ZGXG4fe64470Ae++H/AITePPGng3TtZnINhLpMF3p8MdzpMSLZyxidgd2Lj5UjVlErGTjBOSaAOI8EfDyz1vx9c+D4rQzeI1Ekkd2bpopFgj0qO9kTJkTTiDCSMtHv6hTuxQB9Et4mtPhd4a1R9C1Od7nV3t9O8bwXVmskaarHFfRaPDauIMtG8cuorLJav5a4QyNnYSAfBN94Q1Pxza69psa/2ZDoMmn250Czlt3s7s36Q3/nTX96ZrxXRj5qrDdImQI2UgkEA47RvCWhQa/JB4hhlvbqSCZbGJppY0ZrGJFuSz2LRBfIjEKpvYCXBIDHdQBWTU4tb0S9leZrnU43/wCJezRGFZGtZUm2yBVjhURiMYLAb+h3UAfRXwz+P2r2nhfRfDniHVhZw6R9vlWW20yOeXTZLq7uZg0Pl20iXX2sSiKQTCYQrIWQI67gAcJ8V9fuYZPD+neFYYdA8D+ODqkeuarb7rzUtdsYBavBPNa6sbt9PlhuJpwI7GG03iZvMVlSMqAdB8KfEEmj+DNA8G6PHHrOqaRqOrajPDqAe1Vbe9lunWT7RCbeFyDcKojVywBywODQBgfEXxb8OfEajVta1a/t/iTpklzNeQ22n3Zsm1GJIrWwg8wQGyMKWtvbIXiOGILSsX3GgDd0f4dSQWOr3ieZbT2Is5Y9BSaCXT3+0Bv3j3khe83TqfNdRdARtGqqqgspAOS8eeCvDHgWbVrqLSFluLm10K4dJ72+dLm51K3s768R/JuR5SW81zL5JQpvCIGLZOQDQ1PxL4I8KWMKeBEfUtKuLcT+I7vUo9ShuLaYLFthtopDEZY43aUK0aOzA/MzcUAcnq9honjGXRZfHks+jaDeyefqOqaUr3N6dEGnzPoEK2oE4B8z+zlkMcH2kAMZ2/1mQDovB2rQfD7w94p0vRb+a/0fxkk+h6prF/bqt/o+h28ebS60+1ihjhnulS7dilzbzkkAMp6UAeK6nrOrfDax1vwl4j0TT4fEB09b24iW6nukvdLvry1mtYpZ7O5e2iBKRzEwNFcK8SozBGdGAKuq/EnXj4Z8Ovc6dp+j6XPLLDbNZtNduVUGOTIuJbiQEAGT5xyxwOOKAPovwFZJ4W16fQviNELXRbbwzN4unktHN1Np8M0lpHb6tB/Z7O9xcIGeMWMgmjxIWe3JVGUA8t8S/F3Sb3xbZ+GtF061j06y8WRT6HfEan9r1RJ7/ZZTXyXMrR2zXiypPOiRwiF2KBYlXaAD1XxPoWrRWNvpEOk2i6NdXV5qr3/20m7i1fUI4YtQiSJpypghgtrR4S0RVndxk4IUA81u7zxbpXh9NFvtSNv4R/4SK5isVjg06aa41Ly53NvKywPdRw+UksnmbkG6JV3/ADBWAO28H+F/7UuJPiB5ksl14MsYJ9JuiYkEF/pTjVYQ9tgCdEbZIfMjdH5Q7uVoA9wbWPFPxQ8C38ui6bYaj4tF3I9/fzTiw8+xtViFxEYppoNPUb7iA5hhWZsHa2N9AHOeHvhx4i+Gtw3iaKxhv73W9M3ay95e2+zRpnkjvrpdPjtJYluVt3jZojMtx5mwKSwbBAPDF+NHjW78SS2Ou3FrJeLJdPZ3KWtur22kxTSCGdUt4hbvNFiRhHMjuxOHUjAoA9/+DHxg8SaFr1/qGo6kj2+q2t5oULNY27brS6vLTyp9lvbh0naKNiQwCqTyoOKAPqTV/B2m6T4Q1a81IzC61K+t5tB1UPuni1W+eJdEtzaw/wCiiG41B4BNJdW7CFJGaRkReADpfgJo/j2y1+406LW5rO4utD1bUNQeODRJi8EptI7pB5trJEFkjjUfuwJRj5CCaAHeHvhnceD/ABFqF7fPKdB8TF7/AE2UzW0kzaDcXqOtqY4P30avasGLTKLxWG3zA2RQB9y/DP4PfC7V7fQb3T9S1mbULqcTwWjpLFb6ZEkzRslvI8atP5RT7QpupJ3aSZ4yWjREUA+2fDf7LfjDxJqOixyRvfaBZ6TJrfhu9k1HSLa6tpbO6sRYRGGN4mkilWVpJTdxu4aFFyoZlYA+mvh3/wAE9PGnxc8Q+I/H+qC6TxFZ299azXFrrPh6GKUW+gIY7hreR/IEkEHloqRRrG/lKXVnZywBf+Mf/BOeXQfC/g0+JPDr3Gu6ql9eeHNYPie1M9zJp5t/tTT2tjfpp0HmT3FhlZrZBiP92Avm7gD8RPi94HXSPGmraf4/hNpqmi3evab4kntJ1uWXXra5uYJhGLJntpEfVFCF7Vfs/lsXTEYBAB8zWfwz1nVovFF/4Nv7hr/+2nSxkmOnRC3sE0uwNzaqt7H5bqXMj+ZMHnzIQjhVUAA+MvD/AIU8EL4Z13xxqhu7Txh4asnub/S4DczaYuo3NvcRXcXnZcyxQgyNE0UxV2UcsDigD5ITxL4rv5rrUdJ8P6TrHhzXZUu7Oe8vJbKdjZwx2MoMSXNvPGEurSUDzFBYAMMowyAdZ8PbHwn4rlZLvUb7TLu7066uZ/sNu0o1W7icRobj7TFMlqtszmJPsvkLIszO4cqrKAez+BvhirWHh6DXIG06Hw9Y+KG06S0ukuHia6W/vtjjfKJVuLwrGxkDGON2KlMAgA8T+K3hzwp4K0nUvF6aSupeJtXvrGBheXeoR2+1QYp5FW0uIoldYRFgMArEZAJzQB5H4Z8T6xq+gafYW+tzeZBd38TWgsbJYi19LD5eZpLXfxt3cSYBUBuDggH0J4IOqwafq3hbxdfPFp+mQWsul6lbxWkl7BcXF79ouAYrWIwyLLHKYT5sThV+ZNsnzAAbr/hvwVeXNleC1kkuElZ/FNw0t8jeazQraPFGJRGxchtwtU2r1bHFAHQRfDvw9qPxP8IvPeXsHiNLTU1h0eIK1hLH9iuiXe7dGKt9n3S4E4G8Bcc4oA6zxT8NfCNnqviJLT7Xb3TxQ/aNJEsslpNILWJjCbuUvMiSuWkZ451ZTIVRlVVCgFQ/Hi38BeL/AAbNpmqvKJ31B/MudMdms3t4PJ/cqtuBKJRMd3nCXGAUK80AeN/GTxRqfi3S77Vdb8u903xDq8tz5ARbZU8m7MsMyG3EVyrSlUeRJHKqWKhVAwAD1XwN4T0L4Y+Hbm1i8Wa1o2oSwHVfDcsWn2Oon+0L+28u8SQS2N1AsWwW8SfaVwBI7KQy7gAeFJfeIIdIn8GPMmn6yAJ/stutvPHAklwl2JEupkmhdpYfvK8j7d5UBWAwAeuaBLo50PUoo9Suzp1nZJL4jszbAJc4i23P70w/aF8wxsuLKSPAGY9uc0Aczd+J/Cfi+yutXa7uEiZBa280Vrco1xPbSRp9mljljzHGIy8nmhUYtGi7yGIYAekPxF06S/1Hw9epJoWvaXa6dqLTppKvZaNDaRQyTWscsX2h7hY1YhX8xmI6EmgDvbTRrDxq9l4g17Rbaz1rRCIPCUlle3rRvdIii8nuY2uXi3On2c7bhfJBJ8tRg4AJJ9KvNC8R+JLvTbh4Xh8JW97fXLLbyOZBZQXV3AIpEZDFDOrKjRpvdVGGYHkAyfhbpOtWlh4gh8b2FvE2rkXvhv7NcrN/aZvFLeVdmzlItI/L8lwX8hw0jruG3CgGJ8V9W0nwvaWlxHrF5aK0llp9zdrZLcSaJci2uJZrGyha3kS8htHhFvDcXEdy0sUjSPLJIFcAG98LdA8Yt4K8YzPd+TrGr213f2GoJ/ZjyXPhO701HsZ5YGjazguHunkmeFoUuULbHURBVAB4fovgq48K6neanoNmj6oLO5XSrm4ugftWtzSxsLOeJ5fIit5ESWQzGNEVlVRIAdpAPRfFV18W9Qj8IpdaRpFrqotLQSmC8s5F/sZjGtzcgvO8PnpclNsY+dhyEK5oA9P+Gmizw6/Z3DXEj+MjcPHa3BEISPSXWPzQFRRYFhJ5xHmRmY7sZKhaAH/Fn4f3PjPVZtM8V391dC1uIdUn0aMWUFtDYRJNH/biXtrHHcyXrwTSZsftLRAyHFsCq4APJdFutf8AgC9/faFIkGn3bPrOi3NytveytaWhL2Fw8O2Qo5t4YXeGZA27KsmcigDpvB3iHx5428X3PxWu9UF9/bWg3llcSm20u1SNGaNpIY7aO3hkwiKSsjLuJcgucCgDjfEviHwvpV9p2jappcMFp4k0ptP0x45NUmkuXvZ0tIbyTZO32eYxy/6uQJApY7oxjgAt+ENMufBEzaHoV/M+mw6qPE0MFxFbMdP122it47a+hlMXmz/ZVtopUt7h5raV2ZZoZF+WgD3Ro9U1nw80/jWXyrC68QaVrtpqloIGury5trW/Cma1tlMcKyxzyO6LBGAyqFC9CAR+Mk8T+DdEvdYsNduLy/uYf7d8O2V1aaUtqN583TZnkitEkU20gjdYrmT59gW4V1LAgHzzr/xt+LOh2Gka3d3dl/a+qMUuJPsmnOhnZkGxUjhMSq5C7mCgDHBAJyAX7XV7T4w6zYz+INVubnxro5k0iSOG0jtLbT57kO+sQQvHBFa3KRf6SYZZDPu2KEc5XIBr65N4i8N65ZeD9sOteDtO0vaBfGG2ukv2muJ4l32P2e4dEMocNkoS5VyQuAActp/ilLLWLzw74h0OxtYbuVrmB7e4v5pNV1S2lS2tZbkxXMiWoK3cqMsIgh/ebiuVUqAen3vwju/FXhTUIPEPm6DBql7bXGn6Jpdxa3dpdWtm8Ub3Ut5Obq9glS8gmAhN1GGCKQhRhkA8d+watqGneIPAcl69z/wg2u6Db6boLpaRW1jphTUX1GX+0kiSe7liCW7RLLdys5lcKG24ABhfFbxPo+nXltpvh6Z5beOGGSxup4J1n85riKWSJ0kUJ5ck+YizplUYsrKQGAB9D/AD45aVb6PLZX/lWfibw9Y28WYLS9njlGoXd4bhJGIktSPIWAK0YBBZuQwNAFCw+Ilze/E+/wDEml3Ym1fQ9X1KVdHltRHp/hue4trsPptjcSRCfUrby96i4vZ7yYCNT525iSAdTd6hrXxlvIG8N3hsfiHZNJea41vFbR29nZtCLO2+znVopdPnM9skSSKgkkjLMw2MAQAeO+KnsdVfVL/WJpL3WdLZhpNmUMFrpt3IVt7lUltlj+0rI0SyE3ck6qy4jKoxBAOJ+H3hvxV/wsGLw5bFdTg1Yma4guZbK3Fy1rpM0qbpYhA0Ii8oMPLdN5QBs5OQD26/8Gaqlxcaza2ENrezP5UwS8SRGFsPs7JieWQAKIcAqATyQTxQBjWvxdku9A1vw2zRaPpd2YEuLSztpbr+1SJBMTcT3a3E1qbaSJfL+yywBw7b9+BgA2X8RQ6j4f0f4c6XfS/2ZatNqM94bYLeStdFtWMLedF5Ijt7y4aGMxortFGhkZyWYgHS+BdJ0WDwx478YeETLYx6HZW0l0nzyx3t3Zfa2HnJqHmzIsbuWH2UxqxYjkAAAGRpGvWXxV+GFl42+ImqXLSzahdxK9lZpElrJZ3smnwyxxWturSNJApidZVdBvZwA4VgAcl8WNHksrWy1yeBdXl8fx/2doOoXUot5WbTbK0sYXNtZvbxQMkIhjP2uFUYRhiCzOxAF+H/AMG5dO8fx+DNQvryw0mbTDd3NnbtYXP+vEc25bkxyzZeRVJUS4XGAAKAPSfFnh/wM974j0ebXdWgh0DTApu47PfPfLBYRxva3CG2eNI4QpjSS3SORwgcuzHNAG/4I8GrY+L7vwteazf3HhhdN8O6lroeCyE72Grf2oIUV4LdJvlNiSotyJhk+YeVFAGDfeBbTWfHuvav4c1e/fTvCjzR6FBJDaRLYywyf2DPMftMAublpLaeeIrctNGDJ5kaqyoygFtPhb4rup4dK+IOnW4ubyY3X2a11C1aOw8MXpCWWvQTWMw87Ur2WK7insJ3lW3S0gZbSIzMXAPJ/HOiafqviLUPhXousX8fhzS9Jtftt39ntxfi4tXjjubAG6tyr28M7RlJ41MjhB+9Zd2QD3nSNT8TfCS38Hya0IW1DUW0jR/Bd1J5Fw0MVrDbNpd60dj/AKOLgP5bvHqCNDkYkjK5FAHzj4p8YeBfGep3em+GtUvT46md20G3awuobWXxDHNJgzT3sH2NEYPckmZlthhcAcUAdha+F/iPpXhTRNX0iWOw+1Xj2WqMkmk3AuNYg8w6ypS6WYosuoRTvvgCQ44t9sRUUAeinX4vFniBdQOh2NnqWn+C7vRbqG2ub9odQit45Xu1na4uXETXbSusj2rQiMAfZzHzkAm8F/ELUNfGvfD7x1BbJ4E0aLWJfC1naLIZrTxLCyWmno1xat9ulhiguLoFryWS3YlTKWIU0AYfw4hv/FMvibw5Jqtxp91Np7+HrjT7W3s3h1Gylke0bzrq4glMEk0rvEzW80OxcOuPvUAZmn/BDQ7LxcRpv2vR/EPhzUGGo3sFwt0w0u1RTcP5d6bmykkeS5hysMW/CgoB8+QDY8WpZ/FW+i8L69q154iXwLZTx2KzWsGlNFFZS/YhbvJYwWSzpJ/G5LyZOVcAZoA8CHw88ZaJ4vab4faXaWQeJmsLKTULaaGXVnQJE8kupzzTIG2RoQ0iwqF3EcsSAbeuaF4z0O+0i98ZW1tENZtprLxMsFxaTLHqF1NbGd7f7G7Mdlut3s8rMJJGQW2ZANrwZfpfRa74M0i+mjYXGovpq+RGGl0TSrY/vpZbiIos32O3JMbMJGYYC7iMgHsOmeMofDHhK18O+MYor3w41z+51BluBfC6uVaO3s/J0sxjyAqzN5zRb8th5MbcAGbc/DefXbvT9C8INKPCklu9/qttJLbRvDeaMh1PSraKW+zePAJLKBJHSRmKbt7FiSQDBs/APwm0XxDda98WLa706+n8xRcadNql7mKWGOG2/dadLLGN0scoJKblABbAIJAOX8ReKNJsZntPBfi7VL2ysNVjhhlvdHtYZbK7j8z+zdCjWbT08+xv1Ej3N9KstzCbaJRdRCR1cA6aa88R3V94U8Y+PoLfRZ5wPD73OlvFe+Xaatqk+m+SlvG1wD9oNwUaUxs8W8uGTaCADm4viLrWkeOPFGh6Nb2ltpGmzNHp+pENLeapDGqsJ7yG4MkdvJEznakMMIcMd6tgYAJtesPGHxC8PXPiW4EOoNfy22lQRNJZ2cWoxy3kOmTJcBPJltvL3tGjxmEtjeSc7iAVrPwvonwp8M30q2P9m+IJn0+y1azW4udQtrT/AEi5eNbeYzTpNuilV2bzHwx25GMUAemfDi5uzBMJbg6Tp+k3OnWekz2qR3UvjS1uWaAX+tpcLOdKuV3JiHTl06P98+6I7BtAPWdU0C6XXNc1CMlJ9CubTTksA8Rtwl7p9rcszStmV2/0ouuJSoJCkcYoAk8Prqmn2mneM7nWLjSvE0atqGjR2trY3Vqt3E0iOHEtvPHsEYT/AF2QS7Yz2APTPDvj/VPGXh3U/GPjqaPxW2m3EFqdLuYF0uzeKR1hRGl0RNPu/lkZLkMkwPmRhGPllkIB+lv7KvxT8SSR2/iK98L6HpvhmLRHg8Ga1a3l9cX19C8tzaanBe6fJeTNbrbm2W3hknto3kRPMVmZi5APuD4Jftb3GnXHg+28Ly2lu+i69qd5p8D6ddSJBNcMs98S93HJ5ouYoGyJWcR9IfLYigD9lvB//BR/4g+EvDGp+NfI0GOzmjtbaSc6ZdSsN+pm0QC3VWl5kAUnZwPmPHNAHffCz/gqL8S/GOm3+va/qOkWFob2SxW1svD5kisYLJTI17CzWklzNcXYnRZop3liQW6eTHGXlLgHIePf+ChHjnxNDreq+GtYsdXk022sLnRjeaAtgr3T3FrYXvnK9nb4VLee6CbxtZgpHODQB+TH7RX7eutTaLq2pah/ZjXfhGPV9UiuRpd6Da3jwxPNIIokEVwFlTaqMkiFVB288gH5F+ItR134heKbXW/HUUEGs3sSW+i6ZYNH9i1KG2iYz/ap4SZLUxBo2T99DvPA3DIoA+UvjJ8aPD1nq3/CHTT/AGu7ur3/AIRvVLSWyvY0gtTax2KwwXMCRq5jiIhEokZiFDszNliAfEfin4v6N8F/iDN4S0m/k1+yn0vRta0q31jT54Tcajfy6nHf2Us9hDbPFawpbWphkd0diW/eNzgA5fxB43/4TTU9F17xJplncS3uo3T6dBHJeQQx7NOu0iswbeWOTyrOy3xxyzs00xjRppJJGLEATRYfBWnWP/CN6F4o1nRZvEesXJvDBpkd417Ndx20f9mM+oWVzFb21q6M0VxF5U8hnfzZnVE2gGv8ZdB1axu0W91e5eOIWMmqAwad8umtbzCORPKtwXf7QbYbI8vhmJG0EgA+cfHNpqXh2OCWSGOS6utFa+tZpJVJudFPmG3glSFhHFvkVnbCpdKWILhQoAB6t8Kvjpq+q2en/CbW4LKa81nUHudNsUhmjWS5khiS1DX0GyKNdkM+fNmAGBv5K0AaPiXw3Lb2Gsa5HbLZ6rZXutrqjxziZILHS2ujiNJXkjlaEQKRsVpJNvO7JBAM220jwx8SodNtb/XNT8VfubeHSlu7OPR/sOo3MaedEjWNtYebGUECh7oyIMEg5LUAdH/wiuhafq0Vi1oUvfC2j2sYvvPuGlig0gJ5ViYxIbaWKDaMTCJ5pdo3SPk0Ac7eeI31S1t/Guo2FteG18Ry6fppaS4hSaWCGLVI1ligljdBJ56l2IVQGKjDDgAqDw5qPxH1S68djS7a31bSbN7fQDb3jJDFfae6Na2jx3M7B4dl7cu01wGyxUGThcAHoumfDDwZ4KsbXxhJe6jaeMr5rfXLx1BubePxLHGNRaONAklsbddRjLKdpjKLjOwkEA4jV9CsvC+ux/EnU9OjsHtoGv8AVDDcz3UctpdSzXN7qXkLNLILhzI7C2twqDAVIAOKANDSPBsHxPsfEHiyyubiyOTqOiRW3lLFqOg3MFzc3GqXYv1klt7y2lhs44bTMXmJcyloHMYKAHB/CLwXPZDX5vEIaPwhFd6nrOq3kUsMl3cCzsTdRkwQZnUXQiQSrbRo0YdvL8sgYAI/F11Y+OtRi0/RppJ9G0+C3sND0942tlSws3laC5e4nVLtp0lu5f3c8zKwI3IQBQB1MFpZeFNAmgdCtjbTrBqd+WkluU8VW1lINyQoSjxi3S4mykRtDIqpjBVSAeK2KXreL7nXPCchv9f1NJLg6peCK3f7CYYrW7gW1lWKyC+XBwzQefkkow4oA+ibDx9p3iJZ/CPhDU57DRPBel3DyxpYlpbVtPCR29usuqQSy3MflNOWkDSOWRcsSeQDy3/hb8PfxfqGe+NCtf8A5W0AehNq2rQatZ3vhmdLHw9rGnPex+HBLHBZpctLNZm7muDDLm5Q2qkKY/mUINwxyAYvh2y8X6DN4ni8XeR40kh1WHS7G5nvmsYrS0lS6Ny0fk2ksbpK0cLENyAnyuATkA72G4uNG8LayLG5iOiiOeabwxCYvskeoLB/owivtsks8bSCK6ln8pFhkd4vKkEW5gDi9H0zw14w0LUdUn8K2WgavpGqaI97cW95NdnxBFc/b3uJZZVSxFu1qtoiJEscyz/aDlovKHmAHO+ONY0rUPE+v6h4fgn0vwrd3HhuztdLhthEUkmhs7K6by43yyS3cjSSnzD+7LZ4ytAHR6dDofgZo721H9p3esER3Vhd2y2FraC1bcrQXss16LksJcsqW1sVIwzNQB6L8SfGnh7xFcW3gvwnZPa+KdQWe0h1GS1hjtra6tpILi4MlwPOKLLbQXESkoNxYLt54APNofCVtHr2iWl3dWNxr0OnXg1TR5mS202+laS6lgun1LzMRyQWLwbIxp+HeLYWBO8gGle6z4B/s9NHvvC8Wp+KtRilt9K1GTIitLyFt00k1yGbYjxhVR2icME6CgDyhLXxLr2sXPhvQJrbRdB8ReRKbYao0UCTadbea7GJYF3GSa3yGWVMMwyDyCAe/eJrrSvDlhbW2kRyX1vo8dja6jp13v0/To5p7WEGWyvXkvheF7oXMrjyoSrPgE5wADmvFWp+D/EGlaUsWp6rpU0LXMdl4cTSPtEV3PLd2jNO11/acE1t5cipcjZazCUx4O1ckADo5bTwlZXGu6ze6pff2aIo7t49H866ujfTC2txDG9z85h8xDIVYbY1J5AxQBx/gjwJd/ELXbFm8SsmjXGotHcafeaZGwWMBrgmRhcq6edhE+8oVo+C3SgD2TxcLy0uNP0HS5J9Ki+0mTS7+MOsdrdNZzT3TJC3yStLCJ4mVpmxvMgUMq4APFNf8MXd1caj41ubh9cR8XOnWt3A1vLpNzp6JaT3EYVpkma7ltzJteMKFCn5s0Ae16b4jvr/AMX6d4Ei8STeFNXmWJmSC1tL3S9TW6tZruB7i7lezMJtY7aRAogmBeQAlc0AcN421HXL661caVrNxLB4Re7utZtCFgXVrfT1aO7jtRH5uw30kEro0SgkShlySKAOM0/UfHGkWtvdW+pz6vqepzSmyu763hsJVECxvFYSRNbXixw2i3DCO52s05kfdGuwZAPSfAXh/wAcWF3ey6xrsd1a31u+t6hpdjKl4ltJrVyl984jihy6XFwiygxwIkmQEBAWgCHWPhyuqXEk3hwaZo98N73s8hWAqryM0dykhDb5zIZd8O2MphSZG34UA2fF2ueBrb4Y2/hzVbCSyvtU102tncRwCV7O6Mc92Lp42ubdzG8NtPFlm2bpVIycYANDVLjwTbyeFrbRLi7uNVj8LaUyoNJW0tvtKkRxXDXUeoXHmTPcKA0bwMBGBJls7aAPPi+pfFnwJ4n0bwrpFp4Dg06O/wBSu45NSZ7W4bTJLaC7nW7Nnaul1eNdxMIVPyiE4Zs0AbXgLVr/AMNaXp8XiMw6tc29pBomnXVvfC+MF1YGOCzvPmiGxY0gUgsW2nCM7feIBtwa3ejzodC023sL2+vJlfW/7WZJI7t9p8+W0a1eLy45CZVcyBXaR02qEyQDX0d7rWLy907WLmDZ/Z81nfPAIZ/OvspBca158SWssss3mPIbUyBM8CTIDAAytdsvhx4Pt9F8UeF9KXSbDRb2PSfFUel2huL3xl/Y8Ud9eC7Rrt3sP7SQMS0bzSRSysgLkZIB4ld/FbQrr4gNNofh/U4ZtdvRfaPPI03naPplwuyPRzaus6yJBJBLL57bXbzsFVxyAUfjV4x1zx9pGh2whvvO0S8OiC+u4vs80W62mH2OKGO3XNgWUTNdtJlHRU8v5twAN/RvF17oV3YeGHs3nF74fUxXlrfNLJa6i8H2aK4WwEH78wvD5mWlXdnBHAyAeo3fjHwh4b07RoDotxdeL72z/tS61Yq8TullsS8tZ0aSWNJ7q6uLaVY/KB/cNxgEEA8ptPiXDr+t/Y9e0e4P9r3kunWt/FbxSyad/aUrQ26PFDb2uUimmDSytKjxrufPFAHY6pq9j8PJbGxmn1C4llltNQsLi2t38hkuZWW2t5i07RxSebbt5jnzWRSrYccUAeq+NPGF14mtbq+vvDkeleJLqwvrBha3X9px3F5exySvqrX/ANgsiuy8KgKlqVcN5wZMBCAfP9n4R8ReLY7HQ9YuBJqenWjW8V/PcTKsdnBNNefZk8tYdyl7qVgWy252HIGAAeqNrlroGjeCNHs08lLOXTPDd6kKxsJJJ3RPNbeGcxIsUgaQkMN4+bmgDY+I3w8h0D4gaTrtvf2mraPdy6ZY33hX7OkMF6b+ePTmX+1BNczKpRw7PFCrIcquCu8gGD4w0TTNK8R6Dq02jQWHh2yttYszogvblI7W4vJNMezNvdN5cl0tuLW5LBtgYyqCMc0Acx4oe3u9UstU8E6Na2LW6TNqGpf2lJaSyvI5ae7a2WGeF5XtWmbymcAufLDqDvABk6/aT3um6dN4U8WXNl401R5Xubg2UZVLe3KrOnnPdzofMgMf3bSPJGCeNxAPSfEI+Ing3wN4Yg0/xlqNxY6fo1tY6zHZZU6j501nZLKI0M2DGJ3kWNWG4ApuGcqAN8Ow6l4QC+KrbXL6NLcyW81y9sbW4upLlTbCS6mlml+ySIjrDHCWfzYo42DDftABoaP4X8V6rdXGlX/iwPBqVvca5NfNtnfU30v5o0ltS6CN2S/aMSJO+0Ana24AAHjo8cab4e8X/ZtX8JXF3ouqIk/9lLdTpAfs1k0WbmdYFkRvtIWaPJOQqqMA4oAn1Hx54RhF3NpvhqTw8lnJGrX2WluNl7ki3tobgKJlchkmdZlKKEYqwbaACLRbvw3qPhnRdd8Pz3lmfD+q3IuvD95pKWX9pSalqVlDCy3L3c0gRQXlkY20ioFIwVYkAHrRlc+M5/8AhJ7W1ufDs8eNPsLEQ3keiXEdkjSTJ5Nvam4+2uCjebJGIjI20OVxQB5H4h0S9fXvD0gsbWw8Napc6hJZwwXkl4uj2luqPiOJ4YxJ5zgHb50IBJG5gtAFP4f+NtJ1fxNe6ZcSXzT3unqrRvaJGtqIXjuFmheOVGuJJBEI2i2xbFkZ97BCCAcfqviDQYNY8aW6C+1BNWVbLULiXTVgkghiQxrJHGJ5jMQMoFWS3YqgJkyxwAdU3xQu9A8OSWPiPU9aj13UN7aZNZ2aXyWsMEsWTcTl7byjJGcIrxOPvbW4oA7vR9Dkk8EDxRezQ6l/a4ikEt/M0V3eFr9sCaFzKsH2dcbPLLhlRR8oPABY8PW9l478PeIjdXEunDUkj0aC0XTY7x5WsWd3aQLNatFGROvlMisZMNk/JQBykr3lrbHwJq++W2ika1tInjAgjs7VjPY3DsUSaJpraGM+QZHELv5Qml2hmAI/h1rnxBma81S9EWsWVhqcmmfb7y5htptM0vTwrwx29mNMliu0iSclN80TOSQ8nAIAMzRdOi8VXB0TStFgumu/NJXVZZLe3l2MJHWe9eK6lijBUMp+ZdwVQFzQBb0v4W2E9z4utrOx0tha6VIHDzORpV0iMl1cWUTGQXJhuhKYT/o/2hVV/wB2H2KAeueHdPh1XTrn4k+IPC8T+HrOxl8Jvo0V1cahc3N3afZ3S9bFvblIZFZsxfOkbAcvkEAHGJ8NY/FTeJ/EkdpZWc0Wnane6HYSxER2FtZh/wCxhHfARkXkcCW4kt/s7PavuVpJjHuYAk8MfEiXxL4UutH1a2vtWvrV5dP099YUabDbXotbaGQRzrExa3yiYuWB3D5jGO4B4P8AFm51i/bTtA0u9mLW91ZzHT4fmtrPUFs7tLkW88Yd7mOLe0aXJjTzg24xIcCgD22b/hKI/APhuPX/ABM1tY6dcW19fx2SQ3UmqaRFotolx4fuYk+xtEGSOUmVpJZd0pUpkbqAOlgsbzVLHwjq2lz/AGfwlLdWKNYiV7ZxYBbwvHKkZyWL7S0bzEnCkycAUAYXiTTofEupTaJ4c1q80yz0KG58Q6tuErq0tlMbV4reNr0m4cRO5j/eRrIAFMYzuABB4Y0PSfGfgnWdQn3Xd8+qz+Gk1C+sRbXUdlJBbkhVjm/1WZ2fAYMWdh5gxmgD23S/C9j8LfB+ga5rmuy6rocsdrZaf4dstIimW2vXha6hu2uzeGUOI7WWKRHRvLaUEliKAOm0/wASeMtVkt9Q1DWb6y8PW15bawmnoEv2W1s5E1C1mSForf8A0i1jRPLg3ld8agvgkgA998F6a3jbVD4nv5nuNCudNuNIt9TnklttXM4aMxF9It3iRI1812/4/W3EBSDkEAH6UfB/9lzxh4usPBsFr4jS70PwzJ4bh/eaVLNd3otxahJGslmd4JJrRGBtmuZgsj+WWc/PQB/Ud+x5/wAE5NP8VfDzw14i1aPw/a29xqN1O8t/4dlTUmjgkWPzZLRrqAxtlSqx+YFZVDFstgAH63/C39kL4VfDmCZJvD3h/W5praC3M7aRJakeVjcyq1/dBRIQCUUqAQOuBgA9y074XfD3SJY5tM8JaPYyRSLMjW9uYwJFIIYqH2ueACHVgVG0grxQBoeJPAvhHxdYJpviHw9pWqWkO9reK6tI2W3kZSu+IoEZOoyFYBsDIyAQAfhV+2H/AME1bHTfB3xK8b/Cew8IadqDW2s69fafJpUlu2p3E1+bi6uXv7ibVDFNFYvcMoW1YSyKEPll/MQA/jx/aV8B6v4S8eRfbYraxlg0G2g1ey0iWWU3eoT3N9tvmjiitfm+ym2hf90BthUnrmgD8l/EHhrXkvoPB/h/XLyK28W3P2W1b+zvKs7eJbiJUj1CQyTGJWR2QF2ZuTjJoA53xJoFx8JvEs/gX4g2dpf+EvD8ca6jDoZGpHUbrUrdNTsLmKyENnKgt7i9iikCXpUCAytnJiAByuu6xYeHPFNtbaZYR2s1w80D6nCI4ZL+JzZGPNsY2SIIkqoypI+COSSc0Aey/E/wdeS/D99Ys4ra1fQLeZ9RnivJlv7sPqkc8aw2iKNwFuTbu28YjLOQQCCAcB4L8BW/xA8PeHBeaotzaXlnf3j6Pf2W5LBreaRUPnfahJM7lS67kixkAZFAHjur/D/TdH1Xwrqmh3FpcWF/c339nG7hGkXNnNpk0KaiZbTz7sbZfNU27NI3m7cBUzmgDR1LXNNv/E2q6GomjvZI7VptXEYKQrFBFcKojV1R/NXEHMibc7vmbIIB6n8MdS0688L6tPbaHYXEFlZQ7bm8vlhuUZmvFWa2t3t5vtL+Ym9kMo27V5OeADxiTV/E3hfWLbxRqGtXurT2SOLmySJI3uhNG1pDi6VXaPyUlVyEhO4JtP3t1AHC+K7HVo9V8R+Kr7ULmPUIYodWMazXEg1EtaRTQ2iTl44w0MJiiZo7eTDAgx5HIB6p+z7Z23iHSb9PGkn9ralNqCR2wuLVLiJIBHO2z7WHhMWdqkhYsllAJ5zQBzviLQNL1TxR4m8M3UUMdppU0UoGXktZIpWR7eNP3kQiMKsmQGYllKmgDt/2dfCN3qttrcmrm0h0QX/2ZEuLyS8nsfIiuTLcwQTCJpftBa2Ai8+NR5Q2ueaAOP8AEniO88HeMI9PhsDrtwVjEOpK6wXjmWwadk+wi2ujtiTdHuEzZUb8KOAAX/Cs+reIr++vjcm3soVgXWoiEa4Sy86aRlS1WOMXTKXlXy2aEsQQX7AA7rxbpHhPQtRtjZafaX9xO0EOo+GnUWGkJpz280n21dYSS4Mt01zHbh7MWEJAdm+1ER7JADnWe68Wabqem6HqP2e60W0uri1s5GVLXTiwkS1jtbpCxuhAwRB5kKgqu4rzigCzrfh/xtaxahpWu3CR6g2k2E2najYXL3cekm484PdN5dtaKsk3lKGWQgfu+HOKAPTfg18NbjxP4UE/izxFFfDS7vV7iNpovOu7w2OozRJBPCt3A8NvJApRJZHnTaV/dtkUAeUeO7LVfGHmX/g6c+GbXwpNeB5Fmd5vtcL4NxDBtAKrHHF5e5yhwVCjaSQDmLfwdPBo10PGOoR+Kon09PEt3LOmJZn1Ce3VLbyVkOJoDOdzBxkBh5ajgAGvceKte8N/2fNpkrQ6bPp1tp8Oy8EUkFvDh4rYW7W8gkSGAptBkBLfIRxkgHket+PJNe12Wwg8OJptzPYBW8nVXngu0EjbgZRZQiKW4JDsqKXTZwxBOADvNd1NfiVovhHw34TsotAv/C0unWviNrnUnWPVTDbizuY1nMfmhZZCcgDOPnI3AUAeyeC/Ddzp8Nvc2Piae08Rafq0bwCOzDwpYW6w+Zbi/a6J+8HRVa1O9QGJG4gAGLqd74m8a+J/EHgpJntb1FvLttemuGNvf3ErraG3lYQILdZHuhJIyzSLEiEiE44AN3w0tl8PPBXi3wba28Wvah4m06+8NX08+IrPSNdfTv7PuL23u7j+0WurRJuUmjFiJIlEgRCcAA5Pwvq6QacnhnSfBthe6podtNpesXI1ua2S+u4AHvNQhji0+4DRtHcW6KQFVyhGVxkgHAfEnwxqHjy28KPDeXFp/wAIlYxW8EraezvY2tsFdbS02NEbiKIxq6TyMGdo1BxuyAC14a+G2uT6ZHqUt6uoWZuTegXDTW8+qzQhVQ3SAyGzkfy/IESPOvlxJLtJkKAA2rTVPD3gu01u0nhvZdQ1fUYTPE6zJb6VJHBdxSW1pNPcyC8i3zAiVYbTIj/1Y3cAHz54puPidpupQW974gmvLW9cXmibL4zJZ2jXLf2c0qm2Ih+y7Y5GiLOiBSGLLnIB6r8PfEBu7e8HijRbXULzSY7awuNUmvFmOoXeoGcrMsJtY4oVxbAO6F9vykd8gHP69e33h7XodOIitrrVXurbT5NJuFuhYWl1I9lJiRIoWmeGKZim755wuPMQtuAB28ekf8I54QfXpvEmqX97Y6nFpAnk0grqEaXW2QRLA99MWgHnFjK/zAsQOFFAHS3GjaH8LbmXXvGSf8JHqniS3nt9Gls7bz20eScpK15PIZtsc0M6wSJC0Q37WPmJsKsAanh7xVrsFpY3uveJr7xHp6R3CaVbGGJXe1aaVZTOkTk2jxX32h0izOZECSmRBIEQAyPBHjyzM14lzpn2hLCGW2gieSNXv3upJGS9upPIMlvLYmMLFE7XPnCdj5kXl7XAPNvFcOh+KfF2jaX4guZYLueP7P8A2hFpyXosJHPmWe2OO5slmWSUReYzNGYQzMBJswwB6Uvwn0XRtKkNuImvHMST+I4bSWO5viHkZN1ot08YADCI4nbaIw3O4qADJ0T4c+PdP0HVtZ1DX7O/tooobqK7WRY7zT7TDieOCFIs3rzwnYfNmQjoG5JoAcNKurbwNPrnhibyI/FDW9s2oySSabqLR6XqRYq9sDcZHmwtGAlwv7vEjZyUABLonw/1PS7/AFRoZrXS7RvKbV0hle9SVTDKyNFJOFFwUeR5MqYfmcgngEAHD+Hvh34smv7rxXpOrxa3ovhiSK215r64k0a/v7jUrcx2X2WCIXpeO1FxGrus6fcO5eaAOn8R/wDCQ6Bqd54s1B86TrItIE0dr+SNI5ILSC3RlleEB9jo0pKxJnf8+SckA4P/AIR/WNYvLzX4d1y3htbZr7T443azvlv1kW2Rb+FCgaIBmkBt2KsFX+LIAPoiysrDTfDdjLcaFbak+u29unlSzvafYZbUrcyh5xFI78q0KHEW8AEgZKgA2dSsrPwpBcvHosfh3SfFlklnLpmmzzXyXculK8kkt4kqW+xZzqEKoyg7hvJJ2AEA818NI93oWqJrVqvhDRLS3SZ7awY6wZ5JNSt4hEbSRNKWFWlkW5MwkYllCbCGJABPaeCdW8dvpq6brbaT4Z8PzG6utLELX8b2E77XXc00bWxuGgluXw42NM0auQgYgHsXw+fx3qXi/wAL+HotTtNNlTVJ7iDWob2G9mc/2feqLWaFrOJo4BGzN5jXMiq6IghywZQDI8R69a6b4z8e6Br95JqWq6fCwOptbQo1/dTRB1jSEOBiPzFhRg0nmqgfy13YAB8o+KNdg1ifQtctNb13SotLvNRS7VLKVr+QILUIYbYX0T3aqSwjjdgqAuUxkigD3C28F+LT4eTxj4I8SixvrnRtKuTBcObO7SK7+yrLqbLI13519qLy+Zd2DQ4tTcTEXEhhDOAeh3HjQfDu0+zeL57zXtQ8aaVb6Ssti32toDbq0knntuVokMt5IVWMJ827GOgAPLrzxh4RlXxZL4e0vUbLxO+hLAuptYssmxdT05pIS7TS/Lhf9b5e5jgHGaAJ5/AF/PF4EfVNTk1jVdQ1/TdVsYr03EENtHdwWhihNz57+WROWV9sGEXLhT9wAHjN54K13wp4wufElrqkCWlpZypdrCqrqaI1w3m/ZrNg7TKrCMJKJImf5iCuMEAf4W1HxEfGd1pl34g1O8slW08QJazIyQRW+qXVveAbPMISYQ3PlzDsS3NAHqXjjwz4qbVoPEH2+1trOfTU0aXT/txgjlsb2WcvcvcrEmH8uQL5Hl7m24+0DjAAzwz4y0Dw9p66O018nic382ltHYWaX9neadNII7eCXU2uFaNLh/LWZxaySQA7hJKRtYAx9I8UJ4h8RahI3hR/DmqeFLl7CzvYtQuJk87T71/KKS/ZbJGjhnXzUklSUso3OCCQADvLJPFviS81h7vVxFp2q6Vc6WhiuvtEx1p5baRdTkWOOBzmFWjZRLjhTyTwAP0v4e6v4WivIl8YXEupa8jWtnJDp43RTXClIraeQ3juIjOyO821mGM+WTwQBdFsvFfgIX1j42uUvY7a9bxDNeWN0by5lsYLe3Tyfsxt7d0kZ4JQFE+AMPn58AAwPEui6iNDufGWn3k8Om+KPGekTWNzskmvbW2vrXU549LuLOR3igguVQS3FwJd0DWyKIpBIWUA6efxCvhi2m8Qa1Y2+rWtpby6FcWEE0UTC21KM2Et1FPFbhppbRZ2njtiFa7aNYjPD5m9QDzzVPiV4UvLGTw3F/bN3Pe3A1PS9IudMWCz07TZVMFvKt79qlmae2m8xlgMG1hIf3wIxQB1mg32uQ6F5jahcSad4citPD2sTvK0F3fpcJHp09xFahSXEscjtIv2gMqsyiTPz0AebP458P6B43udPtTrN3oltBJG+nLpzTs95JCjrKsUt1cSGNVZMyeZhTn5etAG/wCHPFc0Gq+IX1nQLQaXrDSafo1t9uWSXStXvmK6dKYTYRMWtk80l2cOp+UId2VAO78NN4r8P6ppHhS416SPXYIp7W8vxHFdW8i38k063cn2hSkVxbWdyiQwbVMphRlmiaTeoB4n8Rxr0mr+MLmwv7mx1vw74l0rQ312SAQDxBBrsV01zdISvkxJB/Z8KtHH9oD+YD50W35wD6E+HWi+FNB+HHiTwn411e41bxbq2rab/wAI9r2nWJ1BNJSS6gXcEh1O2UFZSJGGDgAuW4wQCfSde0Hwxqmr+FNa0+58VQ6SsEVxrd1bmA3s7Kbm3mFoz3QBUzeSf9LbYIgwyG2KAdpo/jjSfEGlxz6rJd3l34bW2tbe1FlCsNgtw6rNbQ3MEkQni2oAJpoAwC7lVeaANTVbnw7JBf6hZRC3tpp7f7VbidmnadY4oUdEM5a4QRrHmTKhMMmDsyQD0vx94m03wl4X0e4sdKj1CTxLZOfsSTrBBphtns1RDdeVcl1l+0Fi4ggwUIKvnKgHnOo/Ga00Tx34U8M+Lo7lvC0NnqUmueHbMQT6ZdvPDcXVjJ9pSOzeZ47g287Z2mORPLBZRyAe0/DDx5cNf+M9C0y5l8O2msLpFz4dWDUTPaNZWUl1c3cL7xCtgyx3MZVYTN58jOrsuwFgD0XS/jJcfCSwuNOg+3W+nahdWlyYtPuRK94yXEcczSedE8tsYWmVk8uVhOC2dgFAH2N8PP2oLrxFpmo6HFr2v6zayW9vJYeGtV8nTdK09ob4zzzrqSvcySSS4eVUe2x5j7Aw4agDlvFf7R/ibwvocUElje6Ld293e3c2qafr7XDyW001klpHHanT7aOVoDHMpG8fLcFiTtAoA0Lz9qzxpq8d2+janq2g6lZxxT3EUGpQXEZt3ljt1VpDZxjDtIknzQDDYUHOGoA4HX/H/hXxbbad4fm+0y3aPc/8JLdXZXZcHUtsruFFx/pPzvIWRjCOmCucAA+Ufh98ao/AU/iC38T6VqnixNFnsbqW4knkgbTre/julhj0seVMb5pztN2PMt/s/lqMybuADwu01X/hLvFnibxg2ivqfhi0v7vxEtlqpezuoLOO+lnuIYEEEzTTqiSQRAyr5iqj5TdtUA+b/il4W8Oaz4j+H+oWBMCw6nrUmpXJtHmmntZVsGs7aX/SztSzPn+WWcAmZ8BcGgDf03xDpGmT+HtU1PRjrvg9NT1Lw/FpbfuZbq/0myvrWaS4iRZHsrYXFs09vOJ5TOUijKr5pKgG/wCMrSz0m88MarZTzWDW162tJpkFgrR2VpKIXtp4rtpg09w2xoGheFUjW2STe5kKqAdz41t3+Ifgq41HR9TltZYp4yEvbZUMgtm8l0M3mttBMwdQVYArjAzkAHG6p8QvD8FnpOmeIPBsHiUWuk22hm51O4XTvs09tEIJ5rRfskxuoWwXRvMjDZ5x1oA6/WoPh1rdne6jpumjRvP0cabZ60NMSPVtO1IFHDW9gt3GZIUTcEuVu4y+4/IMUAeIeIPiPFqn2rwUgvIWsdMTRZNX2pI91AlmNLGoSWYC4lmVhdSWzXMjb8xG4c/vSAdn8KdOt7DwbrMOnX6Lq+qXU+i+HJriBLT7DrNraWpGrGRpZjGJ/tEAKhJFjMJ5egDyzVNW1HSvH96dVjh1XUGsoPDGpRrqOINR1ITRR3N1LOsBWOO7ddshWEsgbPzYxQAzXdduvhi17b6rZRRaZr1rcWka6VcrqKaW26RXtoo5LeJZ/skGBFcB4JZ1RQRGDkAHSyaxYT+B7XxPpniS+utIi8NRre+F5dPi08SzpcP5+ovdRXs0izFWiTyjDyMEyDAyAYHw28ReINfTWvElpFLcaTY3K+E/7LurttyW1wp1AXUG62l3olvAbcLgMxcfvxkggH0Pq2s6PZ+HbnwnqMNtYXOs2YnFxaSxaqqWdxEIfKlSX7OyysYnDwBgU4w2TQBk/DXxZoOsX2p6LotvLpEXhfSp/Bep3flqrazNqLxeXq0NmXChbeOylHkJK+4zhBOuckA89+LR0z4bafcppniC5mB0a4iaKGxjtnubqQzWUc80LX1zsJYI0gIfYNykNg5AMv4JeFfGPjTw8PEcV9pceku9+4tb28iiuZru3S2f7UVFoGTerBAiuyZUkA5oA6FvDHjXw7pOp+Im1CG4bxfeSaTYwxsJpNOvNUtZry3d43gkR7eEgBrvy0O4BcAMVoApXngLUNR+H8Hh3UbbTp/FxvIbm/157lrZpfKmdiitDDHuUwGFMrsUspUoSNxAIbC+Oq6VN8Oj4b0/SdS0K5trfUfF1tqHnz6zDaQz2NzBJYpY2zIl61ytw5N7KUaAJht+9QCt/wAKO8Kr8ogtMLx/x4y9uP8An9oA5nxB4H+KnhzVLm1ttMF58O7d0j0i+ll0eKa4MiK6SOFuvt6lbtrhNskSghQW+XaaAPYfC0Vxc+ENTsNS1p9WuzJafbIPsEFh/Z8Asb6O6jWS3VUn5dRvDM4Kjb1NAHzjFN4js/F194d8PbZfANtt057iRLY3EC6lp8U11JvnZb2Ro5ruV0GxhgKn3aAPS9V1LTNH8E3Gm6JqhvfEMGoaXbpZy2rxq1uU1D7TKZHjFvuid7YBfMy3mHbkBsAHmpg8cadaac2qBLa6E4e1i8vT5BNZi9UXt2Wid1U2MfmzLExUzGIKFbcMgGt4vibxDbeF4/EOoNFodjLfyW2sQ20ayX0kvkACS1iBeHa8ZjGI1BClj15APcPBvhfw9Y6/4q1TVpZtF/tnU/t3hi6Vpr0X9msF15tyYV83ycK8YEd0sT/vOFJU4APGPib8PbbW/wDhMPGPha/udd1jStU0XTJJXihsYbQ3Fjppe3MFw0Ecxa2nEwlCvtMm0MCuAAbx8P2nhrQLbUdeje2u3tEk1O+MjOLN02IWS1tmljlEglWPCqwXO4cgkAHk3ii+sj4v0TT/AA3pyabDplpcqsf2q4vTM93HJcu7vfHKbdzKFU4I568UAdprOteKvFfhLSPBnibToLHSbSY3SXVvLA88cttO89sCImO8XAcbs5CD0PFAGVLd3mq+PvDXi/T1X/hIdCLJcWo2m3FuLd4oZXM22MlbI3UwWMsWaMKw3FQQD3/VvH2palp0N9Ffw6ylhIXjzZpYrY/aG+zNL8scbXJm/wBVsYMI87wBjNAFX+xX8DSXt3p15I9jr9tYzL58MTf2pd2TzT3dkDlpbNLMXcTCbbF5/n7VZzGQoBz3j348Sa2NN07XY7PSfD+i3ralpV7DHcXEtvqNxZT2s5eNYWluEljuZ4tkqmOMuHXBRSAD1DxBrHhST4f+BNY8K+JpBdavFfHxY7abPIj2qOsdsYkvLdVhx+9J+yAuf4hwKAOa/aI+AEHhjV/B2v6Dr2oeNbqzsdSuNUlu7Wy0ZCJHs47K38qJ4gBHHNMfMgVmcoPMOSKAOb0Kw07T5p/Esury6fI2nWRl0T7KLmGeXTYIllsvtux5olneBg06HKeYTGSFWgDAfxx4r8TPeXzX0NhPoio2iRRWNrMuozzNIJYJjKv7kWyRQlXbb5hlbk7eAD1D4B6lf6bqPi+68MaVFeeKte0x4/ECS3JWO8J1y0vrpY1nZLW02XsKzA2zAFU8pSUbFAFnWPDKeKIfED+E3k8WrDbz/wBqQPs0n+xtaaWZryBHna2N4qNsjDAyRYj3Ix3NQB5Dq+naB8U/H9vp3jK8le+Szt5GW1SW1M6WsLwwQE26pFGFWVmMisGYxgEndQB6Xp3w41vwjqGizX8MumW41W0Xw7atJaXY1Gwt5ImsXeaOaWSFpo1RGE3lyL95gGJoA5jxtLrOk6ZdeENT0OKz+G+r3gm1nVvtomujeXjSGe1jSKSS9jVhBEyyRR4XBAb5jkAh0r4ZWmneDdJvfh5rF2scl9dXWoXkttBcfZ9GZ5riSIQakV3fYzsVZEU3MwiywJdqAO18OeEtN8UeH/GE+lyTSvb6V9m1CFSUFwAJj9qLzmPymuGZ8xQfLHtXaBnkA8w+3WOi6+fCGiXx0e807Qre91C4aBtRldz5aXdiY7pGt0QyOhE8LM67AEJVjQBxOseILzw3FMPBgjeGKW48T6886iUyTgFJyFuwDFGyw7tltkqSQq96APQfAWqWN1p4+Jl1aLZ6+dOnlsNVSe4lgk1ISRLDYnTsGAI8ZlkM0kQUFQC3IBAO28ZeJ49X03TNRfVluZpNMaPV4RZeQqieLzrqBWESFdx3qJIslRyhBAFAHG6Xo1joV7pnxU8IWbXc+jy22lRyTXMn2aK5lxM0TQXLLJIVWZCHMbIQfvZBAAM7UNc0+61y+8S+K1Ufb9S/tKaFGnjjh1lpPPiZGtFaR0jUXH7vaYXB+bkICAej6T4ZvrCGfX7GJtSfXb5Lu20qSSG3ivjrRTyZRdB1ltx+/UqjFMYHmBRmgDzL4ir49uzJomoqmh2VvqNs9vokUenXvlGMSCK5/tIu88hYu4MLyFeASBxQB6ZrGr/GPwpomk+ILDS7XW9Oi8OL4eMtwdJtFSVbdb5H2RzLMXaG2LY2GMAkZ3gCgDgfh149+IHjLxxa6ZrPhuytIp9Jvrlmt7yEvI0AOyUYk+UdUKDAITOMnkA81+IWo63pXiK+h8N3y6peWXiP+zL8TWltB9jd5JCtn+8CJL5zQ/69C+zy/vgPyAfSPwzS61N7G98ZWws7rQTc3kaQyArYz2JfUbFm+ylxcgziOdlbzAysYnG0EUAcn8ZL/wAW/FQzaNaSR63omgask4ligs9Ol0wSKTFEfMNvLeC7EUpLMJGh+z4+XzPmANbwZoOiXGmSeH4LB7ddUktdPvLoXlxLKklxGts0iRyN5YY7yQo/dgnGQBmgDxP4heCta+F/ifVZPBMD3VzpFylj/al5Jaube1v7WB5QbOeUwytcZaMNtZovKDKRuyQD1rwNrnxE0fSLfVfEF9Fa+CWhtbzSJxYaXI2uaYqMba7k+zGW/sSlw1q3lGKORtxV02B8AGxr3i+9+Jmna54I1C5iufCHi++sda1u4t7dbW5i1PQ4rVbGOBvLjnWM/wBn2pcJhW3PuyCaAK+q3C/DyDwjfWulpr2oiC50230+6upbKPS7GWWz+1Tie3bF26iK2cLMzHghM5egDP8Aidc+JtV1O+udKu1n8P6hBZfbL/7LZo8E1osUSIkM+ydg8qKrER4GSQcDNAGX4g8FW/xC8OeGJ/EbzWum6f572er2pTe05MdsyNZowOJGtdmWjwu0uDhskAuSeB77Wtejv7qaW6uNMhjbTJVW2gE0KW8sl9DJGjqo3QRGMSMN67y8eXUUAegeANY8IjV7nRFh/sd9dttkVgs1/elf7NzfOEuZUbOVjMrGSReGKLkgLQBHpug3dz4TtbPVLc6ZFLbXEVtBHLHcGNTcy/8ALUOzOT+7b94Ry23twAeTeKdH+HfwgtdE8dTXs+peP7XUZ7Y6Pdfb4bOW2ubO5to2MtnG9urLZSecNr5LKA3zEigDn9N8LeKfFmu2154c07fplxdW9942Vbi0/wCJdo96Fmikia8mimkypnI+yLJPhRuVTjIBq3WreDJv+Ejs/Gd20us6zDpkGgKi31v/AGtHYiT7XERYwtBamyBjG+ZoTNu+Utg4ANbwTY6r4ruW0PxFpCtoGk2+/wALNDeJDJchiUdJnhkEw8i0Aw1xtLlQTl2IoA95sh4V+Hf/AAk3ieyja7k0rS9JvFubma8WPS5YXvkZvIjVvtgfzdpR0cDYCo+YmgDzuDxr4E+Juv8AiW+8Var/AGbBPo2nvaavZ22ouby5guLKE2Jslt8QrBCJD55jXzDFksxbkA1I7+y0DwlqlteXP9laPrc19p6Q+W94zWcNtbldXWVVlnWW7hmRWtG2rD5AKoHkfIBymh+L9Pt7a+0Xw0I9avmtXlu4pvtFoZ7FriBmTdKkcUWycW7b43EpAx90tQBy/hFBYeLtcv7O9ZbPVvs8OoM0COLMCVft0cW8eZJ9kn86FX2nzREHUsGBIB7j8Ofij4jknt9HS6ttJ+HGpajcaZf6ytnDeXOnahIEaW9jhlja9nYJDEot/KNv+8JBypoA2tQ1yz0ZR4auNT/tXwufE+o6pB4jktGtLm8XWL64u7lWsbeLMKww3MuzEauwReNxxQB5N4wv9L120uvDPim+OgeKZjd/8InoVvDJeLqujXeLfSNSkvkjktrd76WC4ia3ubiKSHyA8qIJASAeQz6Zrngu40zxNocflGzeLQTfTfZrhW1WC2n+2W/2aV2GVEb/ADiMwcHy5DkUAbfwtsovHUOv2PjOR9LN14kuJLCa0Aka51C+SOOWQpDuWMEOGWN9sSnjgZoA6rxi+vfDTRrzw5NqHn+D/wC0E+x3VxZ2gnWS5Q+Vk2++5baIJMB1wcndjAoA830C312zuoNWtSLi38Q6ja2HzJbIpsNQkWczp8wkV9pAVWCMATnBFAHt39qWugajY6L4cYeONCubuCTWDdiTRZLDUHkMN3ZxuiwzSrZRxQusqb1mMhwzbTQB0MninT7y1tPBVzBHoLv4rGoqkUlxqEsdhezNBGu+RXjYbJ94ZpPOBUBlGTQB9TrIbG8HkeDYf+EU0fQtQs9Q11tcummuprSznjgD2Zl86E6kixb/ALPCUtvPO1kKcAH3p+yb+zc3xn0vSNas9HvLHSrp7rUYBaanBIqQWc1jlg17dxXDD962Q6huBgGgD+2b/gn7+wd4f8BaRH4817TdYsrfW7fwx4m8Oq+rxTRarN5VjqtprjC1vp57YMFVDp06Qx7ZCXiDKAAD9l6ACgAoAKAOJ+JhQfDj4gGWU28Q8E+KzJOE8wwxjQr8vKEwd5jXLhMHdtxg5oA/hF/bY+HfgvQviBqvxAOr3h17X7XTJrHXHilMUml3Bm02SJdKUG2XfNYzqJZYknUgkfKUJAPx+8Tad4Q+GFjqkWpahNeRa432wWVxHcxebPZzoLWNZ7JJJI1F3PAzFmXdjDfuy2AD5Vk0638f/FKPUbyzNpqsllNGNOt7h2jukhsMfaDM7KsLRxrt8tWAby843McgHx9+0TY6W1l8PPEfw51OXWbqe/1QNFNbmCLSIxd2CNCn9oJAbzz57dsySBmj8jC4WTkA9O0D4jawviexsfiFFbX91qKXEN6yL9hNrpElrLDdOg0pWjkZbNpJlIJl3KFUFuCAch46+JOj/DnxQf8AhBLOCx0DVpp7fT9euZr+/luILa1tnKCxvo3eMvcXE0RaWJGAUEHkGgDL8UfDLUfEuijx1rMMz6fo6SyNqcUttCkMUU8BmdrSKYSyeUduAsDFh0zzQB5JoGo6XrXiWe10+8+1+GdRh/07XfKlhmYWcAktgtnIiSp/p8f2dikQyq72+U5IB9MweD/AOhaBNZaYLi71LwxZ/wCnGW4vk/sWeXdNC20gQ33n7nJVWmVNmDtzigCT4b+GIvEB8M+ItYik1bRr06ympQpL9gRmtHubW2CyW7pdptkWN28tPnK7WOwk0Ac58SPBn9tax9jnkmi8LeGruW48Iqnll5jcRQNeQzzFhdusU6mNXuQGYDK5zQBneDtG134axG0u/DyX2jtOby7vbjUY4XjWRWVVEVpO8mBI6DKqWPfjNAHmv2fWtQ1jV/7Y8Ew2Gk6reXc1nfRa48r38aXUlxbp5K3DSW4ji8tyzJGz42v8xIoA+iLXwTb+HfD9vLLYSCfXpbiHSIHuyV1SbT0tZLm33xyP9lFnHdxP5kpiE/mbQz7TgAw7Lw3a6V4z074oabqM15qejmXyYpIEjtVE+nT6K7OpwzfurpsDY2Hw3QZoA4m90x/Dut654m8IXb3QubKO/wDFF5NFGU06P7ZfXJMVvcbTKI5Jp8eRHIzDAIwBkA8Z8bya8NWm00wo+kXNtbGG4zAsl1duPMa2KhvMhUKrSByFH7vbu+YAgG54C8N+LNCsLu4stKEU5tZrm+vHubSX7HYyXEtzBdLbtO0cpihZZPKUM7hdrpuJFAHr1h8TvGeu2l2NKe1u7bxkkfhnW9MFtbRDUYPD+6W2SK7mWOaxkLalO0kkDJn5RuIGKAEjj8XeEdVurfQvDUMGravpVra311LqENybez1CGGZEjgmna2c2rNHscHfKI/3hw7UAM8UeHfiD4c0u7n+HlqPF8Nzprz+MZ7w6Zpv9kRhGYmFJ5oDcZkNwP9HWQ/KMcYoA5/4Y2d3rUuof8JRYCwZLS6kuxBcCT96t1aJs/cu2AS+SYyR8vHBoA5Txtc6RrOoCCGMabo/hnz7ua6jkuLqS8urWeSKWGVJx5kS/ZYklLQqRuYhSSMUAcX4es1tPGulad4lsj4W0O2Ca7HqEVwdUlWf50t5TEjTuyTI7kxlTsKgFQTQB6LoNv8Nh4k1aO30I38c+oSand6u2r6zbvcL9sCvqf2P5Uh3q5n+yRptUny1TAxQB6l4IsL9fHOl+Dbq4YReJLlptNcRQedHa30hhs5EKZR9iRcC4ZGY580CgDbtb1dI8U+Pfh14ll+z6bpV/4jubbUNha6uJWnSCJJIrVZEQPFJK+QRgqM9RQB8p6h4n8c6RZav4W0fyLvTtXmvreyuZILJJpI50axt7ELJjaPIWKT7TKVk3OQ7DBwAdr8GYfHvhjX4dQ0S0TUdfXwvfQanZz/2fDFZWkksT3sau0gilMCxxMsiMzt5pC524oA+gfDOva/4ksmum19fDOl2VvGZkg0qz1P7foxjEk297lGntm8jI3RKJhnIG8UAcr8QvGEmk3GgeGfh5qqXL63DY+KLbVp7ENML6K+vbLyVtb+KO38rbYx583b8xbjuQDyfVtJ8a+MdN1zUPHumof7DvwLHUbeazt/7QeS2vZ3aW1spsQ+abZWwECoAQOuCAehaT4X+FtzoWk22r+Lb2w8cappum3MXh1LC7miuvBk1tC3ieb7ckDWsL29j/AGkkeZ0vsxK9tG8pjBAOb1fwFb6fLPH4WsZdW8GNBdS20c139ndobdFNtP580kd/lPMugUZRv3DcPlSgDhvBfh2KLxJ4E1S18P8A2ixuLjSruO6bVJU+wQzSwtHtiMokuAiMH/eoWbGGGSaAPqTxxYR/2lrl3p+nf2jPJqEMh1drp4DZEWluraatizpFOpVFm+0ujSZnKBsRjAB4fbahquvm40fxIqeG7TWo5NeTVLYR38upWNqDZ3V19nBkS0EaaiH8oCOQnASM4OADj31fwB8N9e07TNC8UTaj4dnsri7l8Q3WnXcdwLljNEIRYi2LbC6CLcI/9s9zQB0viHw54S8O6Fo+q+G/Fl3qPijxbeW9xqslxphijtYonYNHBBJEtqwnF1Hlvvx+UNv3nwAX/FHgfQNI13TTcandPdajY3lzq120JX+zZbKORNN8qCIGKcSRpE7BQ4ySr4OQADo/Hfi/xL4H+Eng/V9Mkh1PSYriSygvLm3t4ftiXl5InmNCg86JopPMVV8sB8ZbjBIBTvNevPD+mfZNQaOTQo7dY7q8dFWQxDakL7LcNKC8rRghFO3OTgZwAclceIdd8R6S9pp+lQXHh7w00d1oswnEUk8mpTeReCbzWjnwkkkuwOvVRj5cUAe0XMo07U5vDviD/QtH0gRW8tmv72RoJbZZpI2urfzJwQxU70YtzgEYxQBT8P6notroviNfCOgp4nju7rT3sNMuNSvtOWF4liW6QXcnkyyByJLrMzDay+TGdpAoA4j4mWmq/EbRvCdjr6faEsJtSkt9It/JtdjYgidGvYmSRxZJCiKxfM/3juJ5ANnSPH8nwb8Iap4G0FodNfUyl7b2F1G+oyapI0qSSf6VIky2gt13YHmp5mehwKAIvC2teJvGmgWEd08Vzqt/earLJpMUNtbpdRW9/dtDi6GxYRbWyRzZWRWlKlHBLEUAdnpl541+Ivhu917xHeI1z4XnmtIltrPT4I2tIGhEcUoiK5MAjb94oZ5OdxPGQDkdcnt/GuqapZPr731tc2lodThi09LUm3tzA0BWUxxupFykBPlEsRkMNhagDkH+M1n8Mb7XvCPgwW0Nv4vt4PDuvJdLd3cotYIAUMEl1A3lyNJd3DFo3H3gudqrgA1P2fdW+0eJ9MnudW/s25aW+XUNNSyW5SDTwvyXi3JRmZpJvIUxozMu4/KAGIAPYviL8MvA934+tPHeta/fSwHU9JvtN220kMV5eaba2XmWzLbr50Sbrcxs7xqOCyZ6kA8P+Lngi6+HGp+FPFOppJq/i6G41PU4bS4eGzt7PSl+x/2O4+wSPb3H2kXF6H3sZ08hTKq71yAcDB4/8SC5tdf1FLbQ3nuJ2eRI4r5LW2kilW1dY8SGUzK0aEMpZPMLMFKnAB658Pm8NePr271XTfEMtvq3h37Nd3WlQ2Mjw3SvJI0V3Jc3cMflfapknjMMDERCINtXeCQDX0XUvDsfxG1bTNS1xxFdWk0F2ospQyTieCV7ZWihP+raLiVThsY3EGgDS1PX/Eev3umoY4ra90HXvJ0HT41gkXUtFtnRdN1Ce4kI8mS6kXyXhd1kjA3sgzmgDz3xhptpYeLT42vbx7/WF0qLSYi0QtoCzSySraGK3+TKMJP35UbuhbpkAueGtNudeuvEd7Z+HEufEMnhmWXV1GptFHpHh/yoxaa7EskyQXciQG3n+xBndi2ySL7woA5iC/vfiyv/AAhuphdb0xYvscWqQBdLuIbnTlC21v5CeQsmNwkaRhtbzdrNhRQBX0jQNN+HU5Om2Ty3+mazJpszXF1Kw2206yPEyhmi3LJboC6bsjOGINAH058No/BvxOs/Ftv4o8RzxfZp7q9ksbWxnjDrdJsnsTcRQqyoCXiW4VvMHDZ6GgDz/wAN6b4W8OfGKHQNK8QT2vh60vWuG0mSykuXSx2Kr3/9oyxNdsS+xPs4YkckLjmgDqI9M8TX2s+LPE3h7/ib+H/D/iK+AunSztRZi2mn1CBnjmeG6n22dv5hHlPuAKt+8O0gHH2HjG08TeKNS1PxLdpEl/dHQxLDBKgeK6tLZUcRwRZWTfJIoyoHygnFACat4u8SaH9s8JaNaW/iHwZqeopcKZzHYT22qWqzWOkRJMNl1Istlf35cyfuwyI0pD7KAMPxP4YsrTRrXRtSWTTLjU9X0K4yshuW0+5OoWyLOm1pI7j7FOu4RSN5c/lbX3IxoA5bSPAGp3fxYSKfWbi6s7Hwg0dnqos7CF5lguw8KPaoy7ctI5LFRnAB4xQB6l4g8P3OoaNcS6DO95qcNzp41gFIY1a6+3W7XzhbgxxptiE8gSAmMEbUycCgDItNK07wI7/E2z0P+2PFVk50GawudSuLW0uLa9VTLes0T+XHJDG6qsUY2tsycsxoA8u0i2vvi38R/E76b4fSLTbTUbjxZDd2+osWutRs7yEWF08d7LE8UapcTlrYKEcsN65VaAPXbWAyar4j1Xxtfto2sX2vaPJ5ENvHcx6+senaZawamxtRLHprWvlLZfZYjGk4s/tDoWnZiAa/xT0XWfGvhPw/pItP7T0XT72OSwnSWGzlFi+4XMrAyRSOdoGFceYNvyjJoA87svAVz4H1s3fw5jluPC8Npdf6TdyQSsdRurCe3jBW9lW6wLuZVA8vy8csdmTQBp+F9Y+IN++v2+u+G7XVbbRVsFucXtrYFJr0z/Z3Y2kwZvuEBI9y/L8+M0Abng/QLmz8NatfaLeyDzUs08SxvDBItpe3pa0gSMz/ADMFed8fZ96EqN5A5oAzrnQPh/4M1zRYvHPja9sdfh067MNt/ZEsqzWk0tziUtp1vPApXeyhd4Y7QSOaAPZ/h74h8G/EK2u/DWnY1L/hH0gt9cgjfULR7Zbn7RNb5mmjgDmVbR2zbvJt2lWK5GQDzPxlpXgfx34t0bwrbxS217qtpcGwmhub95LNbSN7u4CJcBLefzhbvuNw4MYc+XkqoIBb0rSre00KeymLte6JPbW2jHP3Ymu7mO/aQITHKZIo4SPNb5CT5XJOAD6ZOg6T4k02y1qfX5zeQmeL+zI7IJFKsTxBQ1zsDIXXcxIPG3jGaAOx8EWPhaPUZLJNbnieeBv7U0P7JK62kcW6W0dNQaMvJ5snlysEkYrv8tvlBwAc34q+L3h74m6JYDVJoLK4sb3XNJsBax37CRrMWPlbt1uq7mkSMHcdvzctjNAHmPw317xpq118QLm/eKx8QT+GdMS50+OCylj+zxa/pAgIlyYgWjVJTtbdn5T3oA+gtM+HOj6p4Lv/AIh6hLc6baXmlT3qalExuI7mXTGntLs/Y9zSxCCa2ZdvkL5hyU3LgkA+cNV+I2k6v4MbWdI8XjRfFFs17DZeFI9Ea/ttRKXVtGkr6neWuLcm3MsxXzVXcgXqQKANuz8U+PY/CMi+IdOttOuda0ea2sijWs/kSXED/ZtQRYHkSRri3eK8+zT7Yo2kMJA2lQAfOvwZ0vUNf1yTw/4w07y7LUdVW2llhuUSWG3c3DNcJ9lkJZpiifIfubTgDNAHpN/4BsvAvivXrDXLu4svBd0uPDTOqTy3t7PMl88TSWzTXsYW2WeYNcrGn7sR7t5CkA1PidqXhqxj0q81O5Nru0mK2Y7bqQQ6XbAvb3YEUbl3kaWVTHguNgJXmgDwTW/GHi8eHNP8O6JpFrZaNresmyg1bz4rqeG6NtdX0hS3umO8kWZUCVRGFYkMWABAJfGGn6n8SdA8EQas23V7LxPB4Rhkt1gj/wBCXT7QJeGPclu0zXM0h2E7eAMhKAPbLrwJZ63Yad4oXWrnU7q1vrbw+1h9khs4UjtIpCbgyjy3aSNm2lBlG35BO2gDwS30/wAJWfjbxJp07yf8JFGJftNoXu8WtrJcp9ku1dFNtKzK0LmISN97DqMGgDubTSvClh4ng0zVbaTxPbWun6brVjBLdXmkNp19eXN3Bc3Hm2GxrtJ47OBBBMWSIwllUGVsgHnFvpvw51n4r+INE0/SZEWNZdYuEXU9WLWV+97bLc4ecKJ0t5JflQMyyYGMjNAHovxZ+E+ix+G7yPw3rd740Wx0fUPFV3JcW0ejHRb42ksbWirm3+3QxCFCHIkZySMGgDxb4O+Hvh94ltrzwlq91cWuu6jo+oHWoYWvmaDTjNZeddxuqG1LCRYk8qKQvySE6mgD6T0PwfL8INT07w5YQvLb+I9Hg13QLy7ljaWfT4bm3sLJBFHJIiJKJYZGa68qcN8rKF3YAPmnVPBmuXnxMtNATT2gl1J5tTiuVuLaSSS/e+utlmInmMSxzMuDIxUJnOQKAOf1/wAYP8M/FDC3giuNc0jVP7I1OG5aQLaXMVxHM02YleCV4ZLUfJE0kLgkZIxQB6X4s+FV3430LUvH+uaPLDrN3bSSaNHb38Qt9Wm1pTe2krotwq2v2y8vdvlusawKw3iNVOAC98MfA/ieHw7Y2GoO/hq8spJbVtOjSw1MG1Qxt9oa5aWUB5fMZSiyHYIwVGWzQBb8UfE34g+Dtdt9H+z2dvo4Emk6bqMkVpNNd2sN2tvAzQr5hjeS3UTEuqkN8pPOKAOz8IanrXiGz1bW/FOmxa3YWesNpdjIk66WFi+xWU8MRWxZJnZbm4nfe6ZYOFZtiLQByXxfn0n4ew6NrenznTPEWpTSReIradZb6GPVGAnFpGXWWFVLxMPNtyUwv3sHkA8hPx38VkkmKxyTk/uU69/+WfrQB9feL7a+Hwi0K/vtYOnanqYtL6G6WH7d9qsl1K+tjLJGrJFbO720kPkeXuCxLLn97QB8/eLpdY8aeH9Bu9B1mTQZLe2Gy+jgVG1Gzmi3P9otrcQDcXjjbNwJpF5VXAZwwBF8NX1Xws0174pii8TaDbRXzanMBbWkzxPaMDeiJYTcSyWCnzI4FlD3HkLGjruXAB6B4v1fwFoOneGfHXgrwObe81tpbe4v5b+4mbWI7uSDy7iXTtTN5Z6e1ubdgES3V2EhKuo3ZAPK/i1a/EvxTqE6G/ttG0K7sUaawjOmyufsSLI8kU9ra29xDmSEMyW8kQl5WTeGYEA828PHT9ItrK1177VrdtbI8LxlrtV8+WRjDKg81iu0tyFI3Y5zQB9CeFrTW9Vg8VRWtz9tu/AU0enStcOtuJXkjnDSWnmB1KKsLuVw4baqZ+YGgDv/AIY6LrHiHSdRS4sbe487UATqUk0MIbyraEhZrCOJFncbfKSaXc6KFwQqqAAeF+Jp9St38SRaxB/aGmSzqmn6Ub5VWxginCz2xnVd0gn+QCRyTGBlelAHRWFp8O9c1i006TQR4Q8wSix0hZLzXzAqwvNPK+tRzwzubiRWlWOR2MSv5S4T5aAJ/iz8BfGFzo/hPxsNWh0vQvF1xfHRrSAzSS2UGirb2TrOsE0Rb7b5ImXeuYt5Ul23MQCxqK6O8ukpp9tHpXiKzfzlCx+bHqCRyQzsklzkQJutIbiHEscoHnYxnigDpE1C30zxA3xP8aW8WmfD65Q28Wi2lvBfSWV01sNNiY21jFa/aVmvUMuSm2EyeZjcpJAKV3pN78R9OF7oess/nS3dpBPPA9r9gSIwzQFLdXVGMqP5b7FVhtHms4CgAHlWo/Cfx/4yv7XwdJqunafHqUjGRHtrO4WJba3kvgxmhjhnPmNAowkqFd2DlNykA0vBVne+B/Dup6Xc6aurWs9tc6Z9tfUBt1A2N7eRzGOxuhcNpYV2aMNAyPIFDlsYAAKT+LfFPje+Ohz6xe6RqkqpBeXc90NTitIWRp7J44lWJJg0cEiOkQjKFlLs5AwAelWkOkSLq2nX+iHU38D6LBrPijxJ9vntvtenJaJcT3NtpEbjzJooNw+zRuHnZPvbnzQBx0WqT+HNL8Q6jptol0l7a20kGr7beM2UcLzNEBYXEM6l0S4wxTaz7gJC2xcAHW/CHxdpvinUm0628V3WizLbTTaukfh0kyTLJid1u7Y28kiy3uJQsboijhV2fLQBwem3fivwlda5pmneMLnRbS/1e+u7+KCxW9/tKymmaOOZ5ZfMlt3kETlokkDR5zksc0AaXhy80v8A4T8+F47U614jOmC7tNTJbTkPmbGWIvlwnlw+aCWLKxPTOMAH0nrd9pmo6dZWZgnhu/DUI1fUrF7m4uFvobeAW81tb35k/wBFaSaCSNGjwEDCVVHFAHyFBeXyPE0fim6k8CPrDm70K70972WC/fzDJeLc3jz30yxJ5cS26TpEcs6Kp3ZAOi0Hxdc+F4dU0/w3fXOpL4nbUdGfSpIhZW8dlq877ZUur9LtLcz+YqmO1W3mtRIdkqCPFAHCfDLxVrvgLVJotbubyXTzrzvPpNvceYj20LqjwyXGwmZGVfLCPuX5C+MyEkA9k8R/EPT/ABj4j/4p/SE0PTLLRLO+1CWS2sprmaS1VRqMhlNqt3KJvM8xYTOYiUAVAdpABpX2vWfhrS/D0ly9skfizX4RZoujWN0de0S9tLaS30e6aS3c6WlwJCzzNl4TKwYnZQB1yavZ+I9YtfBWm6PbaLbpoqatd2CRWstr9kimeKYo8VvG3mO8kWBGysAvBAzQB2F/4M8K6Za2zTaJCI1tPtTRia6k+0X8KZF4Q058tCoZDbkGD5uYzQB8c6z4kddYbTrOe80+za4e6i0tI3NrPfpPKIbhnAEcZIVU+ZWRVRcqQcUAdheeD/EKW2g6vqUVs+neILEyJD50UzS/aWgImkRUHkukZdRjaw3kqQaAPQNI1eLTtAkubjVbi7stE1/SdL/spbd0fyobi0hSOK6DmRVhXAV+XbZuLZOaAPVPC2ieC/H/AIimZNFZrg+HbzU3N7dXzZmtGXBw1yq7/nTawXb1+U80AeQ2viHxx4xTVNIg1I2+k6FZ3EK6dOtkY/tUStBEUb7Mjki2LQ+a7NwecnmgDkrTRNf8MXdl4usXSHUIbRtPvRBOpkZ7maUSMiurwbDbmJTsgXBBwQxJIBzHiO91zxF4vvdP8HwQ22l28949wJ47PzJJhcQx2t281xay3UksMTzjLzs53klicMAD3S78F32mfCO81zxDdLq09roethLC2uJrC4uZDPfi3u3vrOWJlNpJtby5FfzUiCE+WQAAcV4Uj1Dxh4I0vTfAg/sHV9O0mS48QJczC4OphBMYZ3vLkSMXsx5oUHLS/aDz8lAHmei6V45022s9Y1PxAYdP/s87rO3aOaW+vLy0aDTtR8yEJJbPZ301vdeQPv8AlbWOGNAHu/w+8LXmradBc3viEXepS2zS60b/AE9rk6u6TTC3kaS4kdIGs0XgRoPNDBT90UAeE+OPE/iGTxBY2nhPVJ5dPe8lnOkvbQ21mtvYXMN2toi3EU8MUTQQyKFjjWPOAyHIoA6vxz4gHiLStG8UCdvBr6nZSNqEdnaxXhNxb6nc2MMm2wjsoFMkEEKFYYogB80gdy7MAa2ueIrDxlH4Z8O+E/ENzYaqI2u7u1vNEaRLKG0a0iliXULlpDcmdp1k3Js6bTu2jAB6zqHg+80u905brUotWikinfWE+zm0R3BZbICEuyttTyiTEsYyuXDNkkA8isdSttG8TeIL/SbW4ttCVkiuIJbma6iSVkKwGCwvGuI4gbtbmRjbpH94M+4FQAD074Tay/i6S9fUbYa/rUJnt1u3uI9KWKKexvRBGkFskUEm1Ffc3l7mIAYknNAGld+AYdG0+y1aRYLHUUkmS2EAluJlMhaKYC4WQABoDk7lOQdgweaAPFtT8Qa6utajYLqt1p0ZuRDpsW1biPUFwPMHKgaeIgc87t5bPBGaAOvlsfBuu6R4e8HGNdY8Z/2pe3F5fX1vcCFrL7Ld3EA824nli3RwhIwFUN78EUAen23hXxL4S0v7eltZ22k6xbC38PX1re2/nTy2gKXH2yy8sywxwzsUjW7eZHUbkVVOKAPBPFPwd8caL4nF34iu9L07U2gglsZoGtdWTyvLdWYRxKkFuwWQKw8rdIW3NkoDQBlfB/TtW8YfEuHTbfUJvsWnjXI20qcyWcX2m2gubW5u1ukeMlbq6hlvI4CSkSzLFGAqigD0q4/tweH/ABFa28MfiG0uDNasJrqCw8x4JAHtXWaOV3SPcpWUsQcnABzkA8x1jwJd+MLCaz0nT7fwtPo9hp994gvI7xrjzbVzb2cdtDDAbfewv7i3dpIijMqF2ypagDIu9A1jStasX18yXmneHtOsNUlhN/M8aWfmzxPdrb79tzJcJalWtZFcqI1ySWoA9E0zxV8PPFkCeG/AejyeGdRldptaieOedrrRU5lgTUZnM6NLfmwuAtvJHKiwlA4jZ1YAzI/Detr4+uNKimjm0S3OimKJdluL5J4LN7qzYqPPhLM8kL3Ekrs7Zm4LUAcV4S8yTVW8OSajcaX9l1G81kaMkc13bkRSeSLgXySJmRt+zyWyAF3EEkYAL/iHXNQ1m7vtM8PLOZtMEkVzeXFwII4BbK1rJdRW86yLK0c2JBEmGkC43c0AfQmhah8G7XxX4S8QfELwdLqmlaBp+gXEh+3am9zqV9bSTPquDb3UM9vHPH5Dxxs8lujSOIYkO8sAdF8Qvi78NPGWjX2lfD3wc3hvTT4muo4DcRJd7tGgE+y1H2qGSdJzKbZzdiU3bLGyPOyu4YA+dL3wrqOjXM0uu6mNbW/sG1Hw5cWULaKfD80skjWyPFYvD9vltUCHzZ95k2hSOKAG6zHrt18MtdvdVm/tqCFJtIhtp5UE0SJ5MsWsiVlaTfEWkhFqT5xEhbztvFAHWfD/AEf+0/CqywzpYDTvDELQXEkXnsupJZI8EccTMCGAXeLk5ClAm07qAOz+H3imyhv9PS4nGp6k94lpDM2j29vG126xKsMg8losNKGLXUiNw3zZAFAHuOvHw54hhttM/wCFbWU2q6ddQ6/qGt/21HZyX8kCuJ7RIoIonhV3lUoVfyF2/LCOKAPQ7TWrvUNZ0O0j1hrOO+sY4xo0mmQy28FlOCsmnTXLII7tooWNr9ulQyy7BKHDEEAH76/8E1E8P6ze+H/Cklh9nvLSLUrfzElmS1mCXuiqtwI7eSGJVdrkAwncCEO7cDwAf3q+E9Hfw94X8PaC7RM+jaLpumO1vGsUDNY2cNszQxL8scZMeUReFXCjgUAdBQAUAFABQB4Z+0j4gbwx8FviBrRhaeDTtBmu7yGOdIZJ7CKWJr+3UMr7xPZieJlCncrle9AH8F3/AAUr/aD8Ja7rVw3hi21Hw9qN9aaBdaTC1qLqC30qO9v4p0zJGbaJnuI52EXk7uS6tl6APwU+KHxev9T1PStCv3u9QupReQRCRLdI794pYZWnaUWw+xeW0azCMn5ygjzzQBzml+J7XXLHVfCdneXWjeP576C4g10QPIBaQW9vcTxpNGYkiElorQFEwGOScszUAfKXgvxEmqeL/El7p2meR/wjLT6PdC6uo7u3u73V5D9mubaxuo5LW0EUmmTsxihBBmBDA5yAbdx4T8XnV38R+MY4NSuJGthaRRahFA0VpFGtrcIXslgi+c5k2mMs6/LnmgDL+Mmiy2fgLTLyOyigXVdQhfTdri5ktY7SUm7TzGDMvn5XJyN2B1CigB+s/HLwvH8GtY8BxaJqukeLNeDxaLML24v7W0f+0rCSSSaRh5TJcRI6FZFKoG7gUAaH7P3gjxDoG3xX4putNistSs57eyuYraz1E2U8VzPBIW05IlikFwqGIMYwI93mD5hmgD0KLxH4f8O+IfElnrrS3y+L7yG30q5jhfGjNEHjaS4t1bN8JHuoWEchHliMgYBoAxfEHw38bfDax8S6pres/wBt6Aj6VKuoafdy6U1l5i29qYoNGt5QT5t5KnmyQlN2WmkDcmgDnr6fx9qEWi6RNrY1Cz05vN093W0tGaO9WOcLIywCeQxo6RH7VNMSUJG3cRQB3cPiKae7ttW+xN4m8NQ7k1tprxNOkuQimOGBLJkkkIgmZSZIXTeBubOKAN7xVo1gvhXwxq9vpKWkmsX+qvFfLeySOluHnlitTbF9g+zw7LUyKqmTy/NbkkUAYet68uhGLw3pdhc+ZZ28eraZJJqctwlnd6jgX8yNem5dDcQ2Eashcx/IoRFOcgGDN400vxebq/gsLiz8PGKLc6zMjzPE6QtH9jtxDIgW42vvD4bbkj5jQB5j4N1KLTbzWdJjs7jV73VLk/2QJr2aGG2llmlWPz/tBmjuIztUGCdZIU2k7PnOQDc8W/EjwpYeOZbyXTJodKXS7OKCxFmtyrX+AJG8xoz5WVEp8w5HGwAb6AOgXxloHiHwba+F9K8P3F/q8LardaLcvfS6OtlqGs3F1PZSzzLhr+G3luo0+yXr3FoiR4SFYgqAA7k/C/U/DyWHi867aDT4kUva21gEe1urKNPtkiokmyR5zdwrvEYL+Vk5GMAFm106DUtKvfFXijWH1r7a+padZWwhm0+a2gsHlhsczWc0AOy0gSJQU3qSGZ3cbiAdH4Vgkt/C+tXOkxM+t20ck1reS3TtDawCCP7CJYbpp7O8EcomZo7mGUMD+9DBsAA8cGo+NNW8dJpmj6hb2eqwr/aOsqtvpqW10WjeO6mytoLf99cywyeQkaxptyqjaKAB7rU28QXOo6Lp9lY6TY2f2DxRbzpp9z/bGsW17LNqU8cd1aS+Sl1AdoNvsj52ooxQB6bfeLPAvibwDrGl6Xp0Oja1Ksq23iGXTIr+a0kjEIMSW7p5jRjJ2kOIxzhRmgD5JGveHtAs9di1N57nWLbUbh9M1OC0mi8y9toJhDdPBG4jjje5VZjZTLJbj7rxMARQB0eoXviRYdM+I83iG4k1fR7ayhgu4oFtrm2twv2nMMEIS3bY87spNuWJJUMAAAAex+FvGHhvVPh5L4nubKfWfFepahqthfapdB4Lp7gxyHzpN+6Jwk6oQqxLuz1wCCAN8KaF4fn0S/vm1eLUpYbfzNcifRXifTLcWyy3VxbTGVvtUqSebGsdqIJXKh43UMAAD3Lwjo3gPXvCiQeDrASa7FZXaXOozfbdNlurWKI/apWaa5cruMkI8kkltmQcCgD578Wz6i/gey0nw3p/9iHRbXytR1pL1Ha7+yaVLA0QsnjMkitt+08yMGKCIgs26gDi/AWgajq+m+HL++kj8U+J11S3TTbmdxo5i8IJcMbvR8J/o8btdNezLM0LXX+kYSZVVAoB03iPXpRLqHhS20lrGX+1BaXhGoLcxRFVmtG0/DR7pxL55b7crK0YiKg/vMgAy/BNufDf9o6D4jvlYzXV0NNthYLeyW9rFB9mto49X5u4IIJI/ntVnWK4VT5qOJWyAT6B4E8YweMNX1bVtbQeF9Ys76fw3YLP5gmsoxALlpbaN0NgYtyKsUm8yiUlSNhyAY+u2w03x38LNY0nTn0vQNItrYX1vBeyzpeIbiJYrw25JVPJjIcWxDZ2hM9DQB2dt8TbaL40+JfEWy5uNFsxc6RFcSbBE8s2l2Ei50SSN7fO+cqLl43lTHDgYAAOa1/xNpdr/wAI5ouurIInZJZRb2wkaO5hmih+wCa2EU/2eeOeQybZVtsxqZIHcRsgBZnv7PwX4svfF8tpp8Xw7l2AaG+l6fqk0VzLYxafGyG8tri5VTfobgqkioNxYrnJIBwMWiapr90fDp1QQCSO61zR9Qa13raWenMsk9kIEMcgN2b632u0hEP2bhSGAAB2fwk8zxR4k/sPxBbNqcV7OWWa4uGkEEltp81zbtuTZMUjuIY5WiWVY5ApSVXRmRgD6D+LHhHTJPBuiw+KrW2uNB8J3UiWqQs6pcTao4Kt9jspLdl8p4jg3DThSS8ewscgHk+q2f8AwlHg5tadorCwe0s5tOleJLqSzsZ7m3Mkb2yCM3LvGvlEzb3j3eYrBloA4K6leO50rRtBsftenWj3bwkTjTVuxJbtK4lR1eTEMzuyCeWUFlDRhcjABpX+o614hg0/xZLB/bNne5u9Rt5r2LT5rCGB44WR5EjH24yLE2MBNojA58zNAHQ+JdW07UvD+ra18P0e389rRdPhCHTjp8kE8NveAmXek/2pRNJudD5YfavOCACnpzDUfBuinxMslnfWizn/AISGKV7qTVpprqYOpsbNrb7D9mRI4csWFzs8zAJOQDzjVL7TddvdH0nX7ebxNrDNeJp2suJdLWzifZK0TQ25iWbKRYDyliv8JGTkAtNcalL4e1GHQtek8P6dFJDbacsdmJJrO4tNQMGpYufluitzcRXJ3NMQ6SYA2YFAHolr8Q9dt9Bs4PD8clroV7cXFp4s0hTZj+3o41tI4mN7LaST2XzSzSFraSGQ52uzfKVAM/Ura5ttWvNE8K3MWjyWVvBdT35WO4MsNwIyYdlyJZGxLIpw0hA27lAAAABL45sfCOsyeDU0fR7e71rxHePYa9eyQtZtDNDFa2yXWWLLIZJElfFoLdlHJY5BoA1fDOi+IrC9jmiey8OK4kgbWbdbLUpJF4JtDZrCrIrFBIZ94wYgn8dAHOa74shL3iWmv3uoPZzXSLDNYyJHFewM8c9xF5zSxgTXSSOqKoVFYADYoAAOl+I3h/UvFE2maaunnZeaZDHdz3WrTXLQJMiMkimRjMFco/7mGSLZgdMigD53+wabYeMbob2jsvB1pDDq6yJPcQ3QjhXRhHDBNK8blL6eKXeAWKxls96APYfhPb2+jWuveKfDOkxxyajc/YI5DdmJ47qxH21Z2guhPFLGwv1Kw+VsUhgQRwADZt/Buo+MdX1LxHb/AGf/AISC5ubm3gmkkFoY9VhkUXKkRGK1aMQ/aFWU2/lyEghAwUqAfQdn8MfEt14eu7vRp7Kz1PStJMupaq5jlktxBab38iGYOsxhuFedGiCeYflGBQB8c+LbTSlu4tTubm4PhxpYdPDv9saVvEI89jL9kNx5wiZFkIff5C5wI80Ae0aNonmaVoOvR3xsvCOoW2n6XB9mErXusXNtDHFqGnXawyx3sFpdeTOokuLiW3UbCkY+XABEvhpvC0c9zHo9tc6fdaiyQrbXgsZoJr1gkEZZQZj5Squ6XzBu7jIzQB5zciz1PxPf2p0U2dzBAZblG1KW5Se1ikRHJYMqiefeCZseepB3SEnNAHe+M5fDVlpegWWnazNbXMcMWq21zY6bc2J0iX7OkMSXBtriNtd+xtGrFbxpo7naWeMlySAc/o2ja9rl/p17qdzHq/hW9ZdPl14LHpupXmqne432dqkWp28BjHJF6IcgZTJBoAoabq+r/Dm78XQXviK8Gg6hqN9Da6RbRPdLe2iGZVsriRjLJA01oDbG7lZ5kDks5OcgHJLqGmeMxPqVjpb6Jpel3yWkVv8AapJZIb6COK6jfMJhklBNypM0rPjGxtyoqqAe43mia74c8L+F/FlmLa6tprGC1Nn5luZrn7TGLxLySS4ScRSxrZtH8yGbM+RKAGDAHgHjnwb8VtFtH+K+u6+t/oGm6jaXlvpwmgE9mL++W506zCBNk4tnuIlaeSJgdpLLtGKAOg+HPizXPFG7WZrN/KuXubfzTeW6TmT/AEfCgQ28TpF8x+6QgPO3PNAHsuj3mlXsOv2Nj4dms7vR2u7fVNXfWLhhBqFhbzSSGOyZ8XyzvCyLIPlUyBtpAxQBrr4t0bR/AVrBdeHzrmr6ncJqSbrhYBNamaS1aWR5I5I4pI2tnAi2ZZQCCN3IBW0uLw94R0SPU/D95/ZF343tF1W6mh0uRpbW1WJll0p/PkkH757lJPOthbhTbj5MlSoBkaHqEk99p1rp0qCQsZ4bu6hhvPNtoZGa6VkvEnKOQssSbizjh0K5XABb1m1u/DnijTtf8R61JqGk61JcxWGi28TwxQyPLYgSMIJEhjWLp5YiCuJGI6NkAPjHqsdn4q1LwrpqPp1xr0Oky2+pWzD7NZWNvBbnVv8AQ02oZJbVLlV2FJWkYNG6ybXAB0XwV0W8sLrW9Ouddjv/AAvqlrZyWV5PYqJ4jp0l1KFmt52kv5jcTTSRq0t0xiWMMcoyqoB5p8RfC3j3T9Rv/Gnh/U49M8NXN5JqtpoVtNCwv7N7qIWouPlMcD2pkEiJNHIWIIHNAFrQvFJ8dxJo+uaTFqHia3LxpqN7DZkpboDemITJaR/KY3IAJ6kj0FAHB2vjG0m8U6X4M1Gwn8LwaPeXGlau+mS7/t/2pGEMk13pSWF3di3fa6tPcyuokdEZQXDAHqXw/wBOX4c+INJ8I6nrqazdWf224k1v+zFM+pi9tri6jCG5e4vNPFkkgtSqXW25CF8BX20Aeg+MvFNuY9AGh2qzxW82pjWwYLezOrmbyhYyF5IZGiNhIJ+Eb98Wy55FAHoHgOz0GDXtOfXb2ebSNVkmFrtjvBseytJxOWtobmNl8u5e3YfMBNt7qCCAemaHaafH4r1+80vX/wDR3tLNXZtGZCyhIlGPNkkK7ZQfukEjrxxQB4r8avCkltNomn6DqVv4U0+NdSvpPD1vpy3o1q6vvsvm3L6tkTacz+RG+NzKMbUC5bIBwOieEPH1l4ITVbTVokW3uJjfaytxEt4YHvDBFE9oQ011GtxJFGqPIyoMTKBsAAB1E/xJupfDGhaDoFrqFjaaetzBr142qtNB4kinmPnIulTrIumhbg3JYRbTP5hc9sAEnxK+EuiWPiwnTb238Hxapp9g1pZw2d1q8U8tvE32mYlrsJZt+8AIVAJi2WJKAgA6DxdrWm6f8N7efWZJdent9J1Cw06eOFrCS2utLs5LSG7CQld4226BI5NwwAWLMSSAfC3wysfHvgyfWLzUbyVdPv7mC6mRb1bid7ZWuXURyyI89swEy5+zyRE9yccAHa67aa5dS6X8Q2FzJpdvqFzFqLTa1cXkstmLS6021jTTppJIo2S5ktsvFEkuxSXcjdkALi/PjLX/AA3otpdSaVLqFxBYv9sB1GK8inZVjiZZji2jVi5O3H38fwjABx/ju8ghZfCjSzjW4ZIr21aHzo7a1Z45ALmOaJljMphMsRQDIEpyeKAPX/BmualZaTFrA09W03R4LaLVIXmtpJLxrG2inubqFpbeRreeeIFRNEVnU4xLwKAPPPCc2teN2m8Z6d4gvtA8OWmoXln/AMIdKZ5vOvrVldtSF+skKqZo7lYxGYjt8vJY5GADpdC+H/iKPxBZeJdJ163ttSl12G71bWJrKO9l1bRItRS4Tw29tdmeGEWyJHbC/VN8wg3nhyCASaPqmq6bq3iGG3tkfVfFOpXOk2UEk9tKLjZdTSwQ/bLmGZdNi33TbfJWMRbjj5cAAFjSPhiNX8ZXuv319Dp2uDTBp+paVBDcP9mNrNB5twdUtJ7aC8BcDIECs+dzMcUASajq32bxRomj+GtQuLeP7dbWniJrhHkg1WwW++zTWjRXzXA8qYq7Eptyr7SSKALviprHwnfeIm8P2dtaeI9d0KaLT9QtrWCJbOW/nhxOXkikhKKtkytAEVDvBAGDkAqfCnXtQ+IOrT28n2jX9e8IWkNld3t/etZJpUttdQCa7sgR5N3DFdKJVsYkWKXauFC4FAEnxT8WeIPD+onxNOIxcaXp4gt9Tgj09Z7S5S4uTFfpElniVonJl8hgxfO1qAPE77xV4Zu0ttdurXzvFeuIdavvEE1kt0biIbXvpJLCRGs1mmuZLecbLdGAiaNNqOykA6LUfGHjCXwJqM8F9Pd6a19p1zFqHm21o0TbraW1tE04QFohOPLAKMsdr5m3YRHigDuvg7P448U31vqVnf8A9m3MGhXlky3DWt6LgW8kUjSlHg8lWm81VDmNpU2ffIOAAT6xZWvhjxPod14i0SLWG1XybyRTqJmWw1d9Qhd9TCuZI5FhBkH2OJIraTOPLAxQB6rrPxC8N2llcG20v7TDDdRpfajDHFp6RahtVhbjTI4gk58gwP8AbAAPm8sj93yAeTfHDx3J8QfDXgTVtI02BZ9KtHt9aFymnI2oX15HHNHqeTZhGeBbWePZsLN5/DDBBAPA49c1Ty03LZ52Ln/Q9N64Gf8Alz9aAPtC4+D+j+PfhhpA07xZJ9mTy/t9zbQQ3K22o297dS/Y1V7yLerQSW0hki3RKZT8xYMoAOA1/wAAa7Z6B8P59NnEK3thAusNEljqgtNxg3xTCC9P2M+XvffMEwEY44OADtl8F+H4tGu7X/hKINSu08UaCltoNslv9o1GB5rB5JBdQXM5t44y0gkZkKKqF3KpmgDm/FXiDxBHHqHh6wtLPwxZ6Df29lbvdi31o6laTpKZn3yPbJayW23jDO0vnfKB5fIBv+GPA3w48QeF21fU9eddf8Ji9XRIlvDAmsw3Ty3lyk1s3EBiy9ujuxJH75QeFoA8d0rUvGFv431jSvC2lWul6fq8RmS/ufsmtpJDpdtHNsjEstssZaSeVS7OpPARWK0Ae26Mnh3XPBf/AAmFvqMV34w8OWFpJaaNbyiCKOe+Kx30d1nEd41vb+fMn94xFFyXGQDy3VPjv488NC+0/wALaZp2tMJoJIma3W1uWDxxGYCxlHnkIC2X24wufu0AeF+INNjk07xBreb2/k1yI3mvJHbXUCW8obKJERG/kBpJHTKKc7PcYAO6/Zr8D+J/GGoNIILvQfBkF7LDrs81pHfXtlcHT7iSy8kXE9pqN0txcLCG+x2U8cIkIldFRjQB+qmtfGDVV8A6B4W0i10++eCN7WwmltjHNqdtpbNDdzfZ54k+wNbrguJXDTZ3R7xzQB+buu+ELzxPpV5cWEkdjpGh3Vn9pskuLK8uZJdQ1G2cOt091Bc4EsSt5UFtN8oZGKhiQAbvxjtLLSvhHZaXqk8uqvHqMe2wt7eW2uFZtQ8/fK1qt28ahX3L5ior44JJoA5P4ZeJbvwFaS6b4ashZ2jT29+ba+kbU7g3F6DFK5Z445Yo2VF8tGj25DYJw2ADf8YfEvXPAPi3xPriJbDWrPSNKXRbC4s3eLWLm4eyhubVJY1eK3e30+S6vS7E7hamPAL0AcTdnVtbudK1u+8P3Mt7qU5vp2W4awjjlmCSHyrWSMGYKDtCRglgu/HzigDy77D4St/F2laz4Z0u78Qxo0gvom1ybTl0+WOGSKNS91ao92LkSSP+7QiDydpJ3g0AfUHgjWNPu1kbXb9NBuLyEW11YyWk1w01mJmit7OKYIokk+xiLFxEJGlJ8wR5bbQBWvtG1PSvC2teC9Ang1Xw/fG5vb25lW0guYm1F490Uck9yr4UWqYCAlTncq7hkAd4fsINEPht9FmjurwxnT7yUCN0snttPmE8boHKXDxTxfZnIfliZMnFAHGS3Pia/wBVu4k8PmfSbiVrW6uUmjQSuJ5jOgmP/HsRE6NuIIXeOTgigDF8LSaVp3j+x/sXw/cwaffRNZXrXerTSyQReTJPJMslxawS83EECKAmMOdrEE0AevaWlldf2vYRa/Hqk13d3MWpahb2flnwtoExMbCazSST+02sJDNIZxJFJc7DH5S8GgDzzWbvQrTwrY3mnRS3HiHSvF8N1JEv2qQxaNbwXETatJYi2Jki3vGGjBZg0oHO2gDC1DWr3WdHt7B9FurjQYLqfWU1GO1vLMi9u/Nkv3Mr2oJiheaYrB0jCgA/LQBb8Ky6Rr1tPb6LH/aN9p8gk07TRK8ElzqEiqmw3NzFErCbyY1C/dQhnLfNwAXY9S8SJrmq2OraCbHboUumC2YqiJL8kSxC/C+RcS4JG1HJY/PnC0Ad/wDEb4caz4e8DeDtcfRp18uytp7WwfULOY308GkQXSQJNHO7wPKNsePKLJkNtJ+WgDzz4b+P9T8NfEHRfEl3ptvpt9Do32dLG4uBeNHvlJXTHijRpnkO1pPtZiAwNhQcUAN8UfF34+eKfGGr3OneE7H7CJdRskmkt7O1jn8M3GoGQ+Wb64tf3zx7GS6QNKiknyTzgA+ivGXxAs9Y8EPZ3un6fZS2mh2rXWqW93Hd+VFZ2w8/TxbQQnzbl23ASxSvNyPLhfjIB5voPjC8n023XQdRsoTaaNLHA11YiXzLcrGRGY7trUxSM6x/Mf3ijPyckgAwPh/aaNDqtxcQlLbVJ2v9Ue8ub+MoNdFs88dtHpM/lGeK4vAsatG7QxiTG8hCaAPR4NR8TafdTeIrCwgv/FEkzafJdpLbQ2lvpUgRpFOniVoWmhdVkL+eJHVgnl45IBxer6B4htdak17xNqckK3jzXum3Y0A2MWrRvc/ahDBaRzyybbnG9LhVYICIwrNgUAXvD9nev41s/EVhdJYXF1ot0Bc38MX2e0jZpYnsW0+9mtWllkEfmpdNsZPNCqjBASAcdYfEHxz4K1jX7Hw9p9roFvqbXK29/qmnprCalp0TeU0duZjbJC0nnRsLoSExheEKsSACmus+KoNA8S+JpraKTU7i1u9KtLNTC9nqC6hp409Z45Y5ZIIPKeQxFWJUyRF3ZNzYAL3wS0rxbHLq934he28G2uteH7y6S8uzp15DqM1sjqtrbA30QgZxMw3AsxJyFO2gDwPSLrUPDGraNqsWoMJIL+xnjsZ9MluIYZTcRJHDLdKzRsIXYffC+ft4xuyAD3Lxz8XvF3iCCysNAjs9V19Lln1O1t9OawjhhxF8/nzCK0H7rkIlwzM2do3ZWgD09dSXwp4V8YXQ0uSe9VrKLw6ZI5iLm2uZ1s7uQCO2lD7YLlnBdoyCARnmgDmdL8HaL4o0a58O6lqFxbyazcx36WC20kd1CljswEd9pKMbcytlUOHIAI5YA2fhq1t4j1y81O7tBKulafci1aGQW0eoSo6pFKGMf7sRGyVTCN/mtITkbeQDo11mz8T6jD4n8VXlro3iFlaGPQGnjt/tkEMZt1mDO0Zt/LiHm4aM+bt4OGzQBd+Mum6DpsWlaz4e8RW2uHUyEupjbpYWtuBY2UexTNKEkZJfMt1YN+9eAyqCHAAB5t4P+FnhT4c6Vc+KtH1HUj4r043Ooaa195/2K7uI4pI4oXtpAIFQJM8W558O0iN1UAgGppnxN+Kmtaf4f8S3nhTT5NQkk1ET2kd7YItyAJrSPy4fOLw+TGiyMVR9+CTtBLUAV/jzqOl63pd3dXtuV1uwtp5IrezeUr9rnFlmOTyIHQAGNQu5wp+bB4OAD5o8Nalq+i6jpt5rHhK8fUr2S5tbgQ30srJFHbzzQstvZW9065WNFLdDuJJ7UAfUXgvRbnVLO7n8RXUyT6nbpt06ZP7K/sweZMIws08oFy0kHks3yxlSdzAFsAA27jwlZ6mt/daTHfWtnpSW4lUyy6oJHuc/M87CIwAFflXawOTzxQBcuddtPHeqact9oT2dtp9tHp13eaddzSS3Y0bTotHtiLeC1E0UjPZK9x5ay/OZBIQMvQB83eGddddY1DTJ1OkW+n3a3Ph64vhKhjvbuS5TUJpo7pIPt0fl2tltikMSxEsQ7FyAAQ6V8TvFLfE3UYfPs4tHsrQWuqajFppuzLBbQrbwXCWsLNMq3F6tuw8lJlUPncY8yAA6/wAQ+O9V8QXWnav4j0e00m/kmOgqxvYkin8P2ZWex1A25VRHJPLe3ZdHPmIFVXAwMgGppPw00n4Z/E/RfHFreTxeEbRUQXkzR39tNfz2Vys1vJLbSSzxKCS4Zrfy1ZAm7c60Aey6r418F+H7zTBoGt2mq3dxqQv7jzormBrVtQkGo5KSwAtHHLcGNCSAyIrDAYUAeGanrl1oGv6nptppeySbSJtT0+QF777TqNzcDZAJIIniCyIsj+U8i7NvzYyMgGR4elfX5pNI8X6Hc6TdJdTanbywzTbtUlvbom2tTHDA62SXEM4cSySER5G8KQcAGp4j8O6f43sdLtNcvRpOvx6rfaPYWsU8W4aZHDaLYHy/NjjupRO9zGzBw8mwblUFSQD1D4f+GtHtNDtNB1HUTeS+HNRu/sWnSQ/2W15c26taiSTU5Ga32tDPPJ5e9lZkBVzgUAanxFis7PQrqaxv4rq30iwvdcfTGVElgvILaTcq3zMHvIRHCsCxW8UgdlMybt+2gDyXwNp2jahoEXiSw1dpNe8R6pMJdKa3l8qz+0xpvg/feWrCL7MjedII1PmbTjAyAdfot94Q0J75fiDqscqSamLbTEhlk0toLobsWxSyjvnvMANh2VIyRtzkgEA0fCWvXV/qF7oej2UEek3DX90buSRHmyoULGizi3lG+JY8SAZUknGcgAHZarfw6VewRTW8mrT22l2lxDdRzSWUVndqm+O1lRI54rr7GwxK5lUXA5bZjNAH0p45vY/GfhvwprPh/VbXxTf2Ph7QrXX/AA7p1tHpslxC6xT69aR37uDaTLay3CpcQxXDREK8SSsoQgH6s/8ABPb4t+B9LsvDNtJZ/wDCL6l4at73SI9EvtS1G+liayvNLuYvO1KTTII7h5GmAO3IIHDHBwAf31fs9fHXQ/id4G0e7v8AUdF07WLfSdCjvLT+0FjZ7u606CSYRLdJbb9twxjUQecCSAGNAH0mjpIoeNldG5VkYMp7cMpIPPHBoAdQAjMqKzuwVVBZmYhVVQMksTgAAckngCgDzvxh8Wfhv4DszeeKvGnh3Ro2ka3jF3qUG5rkIXWBkhMskbNjGXRVGeTQB/N9+3Z+39qniO28d3ei634U0+38H2nibw3pdhte9XX7O41KaziuI7mWO1Dl4HAjkt47mN2ZXV+mQD+RH9pH9oTW/iBd3mk6lrPh+wlmfTrr7KtjEl5apatIwjRJpIZbqIkmRrhE8sFzH96NqAPzG+Inxoj0u+kh8NwWuvslw6a9qwS5hVLkXMKRyxWj2p8lZg0p8uCSVVA5cgCgDmE+LsmueLfD+nyaTZ3louk34vLqG/8AsM1nOkl3NDbPC0HmymRTHL5gGFSUKeFoA5rwr8JfCOo6nHe2/ie58J3l/wCfqmowTxHWFF1bXCta2KmSW1VfNEkh80FyAeF4oA7D4qa4bRRoGm2kuq+MPEZsSyr58Eekrb3tvEgaIwmymM+nq1yPNvID2AZsZAO48Falq1hoNloXjDT1u9PsICkjxgW01ncNPNLDn7KL1rgTeZghAVTYC7DdigDyL4gWdze+INX1DREOr2eiWWlW0lmLT7C+otrqvZvFFLceXNA1qshfzIIZwxUeZ5Y5oA2fCWhp4RsrPw7rOh3ehWRW4Syku9X+1NeSiWS9liEkaMkRiEhk3MwDL8gy1AHn2qeHvCeoat4u8cQSXdudNvLXUodNF3PdRzvvEao05hWSBVeLzCTAd4JXAUbqAPYNd+KGqahob67e21r4nbR8QTrp7Gzt7L7VcoI4ZzbJeLcPMsizKyjKDCkDBIAPNptT0/xJpyy67ePa6mEll0u3SC5sxFdTMVWPLRhLzbGIRjcndjt34ABLFolx8N/DyWlnpt1Jc6K9zqDSXFz5x1E6rLFsT7PGJPJFqoYDY0xl3bmWPbggHo0nifQ7vwh4RbW7uTT7XQptQv4DLaX8MaXeuecLqJ7h7YJOFkuHWNV3bCB0xQBS8Avp3jDxP4kN3qgtNN1ix0PSr24NrJGyWto2sPG9ss4hlLD7R87RK2V25IFAGl4h8M6P4B02S28A69/bniQNGulpc2RFoxmkWa7JeZ1sJilobjCNdqVYbh+8UIQDI8J3GnwSQReIFXTdWsr/APtmOynl8l3nuljje7icptuIZprZ0jtITIYvJLAlZVJAOk1i71ltEXw5dX+nXOkaveG31Mx2Fot3FaMr3ayQSR3MkpcXFtbptiRn8t3yAu40AU7qPwzHpvhIapqS3CWuqeUbOKOSykggtpfKjkuLiNJWAkt0QlpFTaTuznIoA6qJvB/hZNW0/SfiBp2v6hqFvbXGj2GyKNr68kefzdOSRbmaNGtk2FpZGTzA4yoxQB4Z438LW/ie5vrC4tLtUsrX+3LlrS/3fZ557Uvdvti4ljieaQiGIsWwqqDxQB6K+pN4M+HK+CvDt9BqHhzxJHcy+JJJ9n2+CK802wtplgnZ/PhbyoAQqRu8bliUyaAPMNQ0Pxl8L9Hn8d+DdEn17wfqWj2sWoyXcsEbQG+mgublIbiSU38hhvLe2iUxWTbkdmHyB2AB7JpnhWx+IWhaXdXck9pefZLS/NhFuhkge7s4ZGlJm8h7pEkdoRtTEhjJzkkAA4r4beBLLQPGulaxb6Xq1nquoajL4entrmS5vEh0y43TPqf2XyQSC9sijIVBuI8zkZAKnxaPgzwbrrmKM3DX+qXt7q4ur2W2b7YlzL57RRPbFoYyDIPKjEioSACSoBAHfGvxDpPg/VfDeveDdOk8T2sfg7SL6fVvNuYLCyuppLt5tGkgazaOaaKMRP8AadwdhKMRfKKAK/gaO+1lE8SajobSN4i086qqx30djHaR35imRY7cjzLhbdchZfLjNxwdqnigDpfBXhOHwNa+MruyuLpn1IXusCO7hdo5pHDusCOSVhRioHz8qpJZcCgDmLB9U03XJPFcmrQabaajayJNZtbRTKl1cMu4pIlyJdrJDwot9gIPz54oA7T4g68i+GdLuL/QHkkhsjc+HrqK/kiS+vo7KR7G9ltoreT91I4RmtJ2jUh9ryLgmgDxfwprOtrcaTrzaWtvq99eR6lresG4Q2mjX0chtvKGj5AmWOztrS48qOb94ZjgFs0AdxOk3hHXZPiDe6ml9N4n86wE/wBhCW7f2rPDeuyWdvJdSxMxs1KPLHGIl3KWBbkA6PxR4kuW0A2drosMWv3d5pyadYrqMd2dQ0+W4hSfWHnVBBYrEhkmezuZY3URkOQDmgDzfxH8MvH2o+GLnxdoby32s2V9Y2E2kRRWC21pY6zHeNeSm9k1JIZmh/s2ExKmWfe+0fKaAN/4X+NfGmkT2PhXUI7G28HRWzWutSz2lvPe3UenadMtuY7hJnuLBp2gjRhFDNsLljwpoA0vH/hTwFrUqan4aTUIpdTS3vb6UXN5dwQXccstu8Cma0t05toLZ/vZG/v0oAqeFZ/Cei69rqeNPFlto0Go2F7No11PYySi6uYpIUjtIkg875pjKGEjlduzAB3GgA17wvomt/C/xLqFvqNze6wdc0pNIsIbadTf2CyWa3dyikcC3l+0I2Rk+Uccc0Aeoxxw6LY3NxoFxCbiSyistNubryyNS0qe1K6sRbTvC1rJFKtvErSkSLksiOCSAA+E7+FPAXw81TU9G1GHSPEtlffYP7Dv5Tq8zrr8/wDZjTxsVjabFjfSTqIVkWNwPMZCpwAeFeJ/GOqJ4u17SPEdm2teHJ5I2hntRNp88Fxb2sUkDNFax3tw6yyyMhVoowvl5LHdQBh+Ar/ximmz6vd6V9k0PRYFAvpWhKvZz288ayzWpkFxGxyqiNoTIGbJXgigDb0TxnrPiHS9XsvA2ix65fafFZTTlZPIeaCa9CZiivY7cZibIcQNKwVC0iqp3AAzby2j03T9W8Pyu9hYavEINYvHJuPs3lZmUwlPkTE8jI3luVOcZGKAOw+Bf9iXw1nRvGN6NM0ee/tyfEMbPIiIli84EVnbLN53+lJHau0ch2FyzgbSKAOw1iGTTjqnhvw/pZvbK9vbRv7R+3xy/wBrW9lI1xbTxxkBNM8oXLb43kLXGduA6EAA9q8VeGdH0q0TTG1JYbiS38x7WW1Amsw7ROrvOWwRcAMU37doQgbs0AfGXxR0HVtMs9Ws9RsXbw9qdzZeVqa3FvA90YpYryIJDFLLNAFkwhd0AnVdwOHFAHoPw48feCNF8AeIdDvNctY73XAbaz06eK6S7ungjQbIWNszRZMgHmsFRsEqx2tgA8s0jwNb6z4rsrvxA1x4e8NMJBDqKXkd+Guks5UMQ8iXzpcuGyojwmCScKTQB3+n+ItK0XWbvVBqlv4hsLWSEWarG2ns0dgpgOSqzzbn8sISYQ25Syg7qAOV8M614b0nwLqds90YNa1eW7sZLG5ubjfa2kl7b3iXYZ4QgDG1WNd7RgiT72SFYAzvhdrfhyLWtNjn0t47C11sSz38uqT+VdJ/bDvdMu602qAfMb920u1RgZwDQB9CeNte8X6L4o1m38ANa3+k3Wh6LNLO9pb3zX07zakTYqZJ4n00WabG+0SKVu/PwuDA1AHmdn4H8QfEDw+1n4okexXUdb1acR2ljAslvepe3E0v76O5P2hCEkQRHaseQwJKAEAofDvw7qjat9k8dwv4c0jwTqq6zpUsskEbSRO4tJdSuBHMZLqCW306Ai1VGKMjsM+ZgAGv48vrw+JTq2hW6eJtHtvIbR9RhvItItWuhFLEY5WlYiRooJJgwl8su5DnDIAQD2jRfjhrb3un6VqGn2droj+GdNsdT1EO5gjYymC80/7UkRg+0QW2Z2uFkYlGD7CmGIB8neNPFM/xF+ItrpnjjTUttGS1gLQWExsmurW0multRHdRRSFJJlmZi6I8jBPukHIAPqD4fXHg74b2EL2qS2+n3Fqsdl9svrjUPsQldLqOd1S1d5TCqbmWSOEuAVYqTigDl/Fn/CRQNfapAF3S2k9xYo8MRVTO0klvrBRpg0kMYIc2bKgcfK0idgDzz4b2DeJPEHiKLWbiI37aTqktxdxSwWvmyefbx7EsvOPk/fJBDt0465oALvwPpNlHowBvBZ6Rria212srXn2C9gjhSS7uI4RI09tFFCrmy+UOVOHJbFAHo3g6/wBW1G71aPR/Eenz2qyXr28babbRXMroLQf2lHaXN5DdbSG2CzWAscFlc4OADC8Fh7HxT45bUoJ9J222qajfXkttPqSeIEhvf9Jggtoo2/sMXg3utwGn+yghQsmBkA5GPxD4fv8AVNd0+w0aUPrdy89jKmo3Lyadp72VpbSQCzNkj37rPBNOLlvJf96IRHiIOwBahm1/wPp1/caba3DwajMjQi7tpZ908cNwbaVIzl4kXcweNkVW3AMykDIBveL/ABfqHjbwJb6Brt7YSR340O0vNItkhsrm4umktgZ47vzT9n8idiTb+Wwby9m9d2QAWvhjB4c+H19b2kpFxcjS7iKKwkuyPskNzJHskkuYI7iKV4WiLEMUZgw3BAASAeyaOvhTxTJfPr+vJPqWmLdWOgS2UEtlFI7W8v2W2ljiWSK9e7u/JgW5eVVXzd2doJoA88069ufB/im+/wCEz0qTSNMRna1uZHe5EiSW8CwNtsorpl33CTIFKjBTLAAgkA4jxD4qn+Jmp+JorW4tjYy64ZENnEFlSzuFuImPkyGGeMBJM/NGrI23KgkUAanhvTPBHg/T4fCEHiLyLhZjMVu/NluJtQlk8+zjYkbbVJd0MZDv5ZU+a7KrYAB6D448Aab4h8Cadf8Ag/zPFnjjTpYpb/R7PVLaBLG0kS4e7kkEsogYhre2CIspc5YRq2WwAeBeFtc8RvapB4z8I3Nha6lewytcXFzJaG1is51Cy+a0DbwJY0cxko03+oQEuDQBNrniCHU9X1XT4dMubnTdElhXTZrS4uw+prexL58hEVsXiFq6EEbWDZJJXGaAPSPhzqOt+FtMvtNSUabouLVrvTL6z/tC41NbKKWS2+zaiXD2ghlCGTyYZvPyFOKAOnf4ianezAWkUWm3GvA302otpdxOlo1kDZiFbaSGBW8+K0XlpYyrSFgrYGQDmfiL4elsfB+m2Metwa7cWNldm/sIbG3sLoFprecR/aVuZmLspZg0QlKCPGPmxQB53peg6DPp03xDjt7y1tLOQQalrTahJcWuiSFxYW8UunmJLi6a9EiKrKgETShzlVJoA1fhn4+1mS1ks/FGkW9z4X8MGUQTR3aafPfHVL+7eymaeJbiZQqqG8tIZMhgJTFjkA9X+I3jTS9e1Twbr3hnQZLjTp/7Qs7+9tdWuLpNBmhltbe3L2/2OOa+bUHm2hEjQQldxZlyQAS3Xxl8a+BFutMl8Ow32h2fkpdxz77K+lNwyz25GIprxfLupgSI7eTMQG/ZGd4AIviJ8Y9Q8vSZPEiadqeo+KoZdOuIbeVdPFlp2mi3l0xYmgW6jeeSS/nWZy0ch8tfMRdwwAbHgy7spdNGqXuqf2B4lvfOttYtp4Jb2x0PToZ82d7vbyrK9a+Mdvb+RHOJIWu/MYZiIoAztC8Ba14ZhX4kaRqNpJZ6pcXWoareXM2lSQahaabeXCqbTTn1MXdocrICkNvNK+QVjb5cgFPWfGPi34j+ILiHWtKXT4NUgs7PQkgxmc2kUkmouLhvLVCHSDIn8kAHEbPk4ANfWrnUNGstPvdQ0R7i70PbPdypdgwzWunRKIEe2tkuFg220MaSyq0hkYM7LuYqACHx/wDFXRPHPg02tjp1uPFKQ3sGnQWt3cMheQWRhDq1lFbM2I5siS4TphtpxkA87+G9re+BL3T5Dpz69deIxctrNvPcpYw2ou4pdX8iFh9ohVrW8jjty6tmVVLbUyQADlPH3wxuo/iDZaxovh3UUW20ux1iG8XVI7q3t9Sn1DUZJYnjBQOkCCFthZchxnFAF74SabZax4hh8BeIRcWKqlzqb6l5M0kun72TZcsixtHdod5gFstwGBmEuP3RBAPY/jja3nwol8MaJ8MtRtviJoPi3S0j8S4t7ezudLvp2e2uLRG+0Tz+b9kEeFEQZXbu3y0AeQeM38YeLdUGmXF3Fa+ELfR7W71O4t9GihntfszPHMBm4juZmj86JSIbeRpDyqthtoBteEvGvirwFpVh4cg0iC/0ee8ltrbV7uSO0nXTdRuTLFf/AGR98ztHbOJVhbbJJjBCscAAZp3w60/T/t2s63rUqLb6jc6x4fjmiSyY6nKVluJipnaa6gkiFsEhMUcalWKyMzsqgGPL8Vdb8KajrEH/AAjwvo9R0q50WDVw84EtjeoFilWzgtpyhVU3i4d1RscsuRQBzkWuWnxCl0jRdSaK2tNC0+y0+a9tHIa0ijItZbydgiiWWOMGRrcOZMrnPzA0Aeta5rMEfg7TvhZY6afEekSSWyDUI7l7C8vtKbzyzJO0Egt380DB85pQBjy8HNAGl8Jvh9p1jPeol5ceGLsXdtc2EF0o1LzYo3QRQSzs9vGQkpjWS5lZA2GZwqsSADtdf8Iad4m8AeIfBmvW95qOrzeIJNctLeDzdKupIrMRmK5hUpIl3biZJSEilYXIO2PcFBIB88R/CCLwhq2nS6Drz35vIWu9f0Kext2utCt7a4tzPBJK14bhvKjdkeT7OrBtp2bsKQCxFbaDLeX/AIaSGZNLvtSn8WBHnlSe4TR5jfwPFJJAhS2dLNN4Ck7d3yk/LQBtaj44ufClhDP8PdO0+9vp5I7K+sbjVrWWSO1u941CXbceQ8bIqQbRtypbIySaAM+9g8I6Ekmqwadcr/aFjNp9xINbm1VLW6mH2j7WVt7WVo3hCM32FwjSAHDjFAHA+FdDi8Sz63Y60LmLwtLqM1zZ+KiXsfOMFhZeTAulyhbhlkuBNF9oI25Uj+GgDUTwR4c8daB4cttJvLvRv7DsYk1W+VpdT+2XhVfKg+xzC0NoZUSZ90bTqmzaSNy5AI2+ENkrMo1a+IUkAiyIyAcA483vQB7F4MsfG/hDQj4M0WySWytrqSaPZdaaI4VdI3kQteM08hGS+d5zu2qRigCX4Zm603WvGOlw6nHq2halp97apaRWzWjtqkjLBYXLS3MaTrFHBLdxsm8KTKGdSVUqAcjYWOm/D3U73wrHosq/FHWLiKTw7qkV95ljYWtzaw2r6fPFLNJYSyXhWUi4kjYQCdcumwkAHknjSw+KOma9d2/jrW7PRdL1l7q9s8Wun6l5l9pywLDCw0mGWeMn7Y2HYrDyd+eKALXhHxToXh/RtNs/G1vcXXibXHvp5bm2L+TJptnPJDMrJa7beNlsEeMbFWRm+YEyEGgDebxJYyanbD4fRywwXKXYgtph80lsI4w5MmoBthjkMjYZt7BgBwMAA5Czj8feAL+fzJIW0RbtX1u1hOnvJb+UxS3h8yRXlmYSyrl7VyuASxIoA0fGXizw/De6Z47tILjS/EVrYyWWo3MnmXZvZLi5mt454oF8yzhVLB4LZlESktG0gG9t1AHq1jp3i1vB+ja3JHFN4b8ZWP2u8US2aSzWdtKDll+W4iYM5YLFsc9KAOz+H/xBHhvXr/xTpxmOg6LNAltdLHGZLdr3T2trhfs1wjXEvmXNwRlkcKG3LhBkAG54z+IWpah9gv8ARdSOm6hZzXTauk9lDOVj1YRm1CMYHhczRqznyeYt4VyrCgD588caHqeiav8A2p4V1W38PaRF/ZdzPo89s2o3F7PHcRb3S7mS5EPms2ApkVV3ZxxQB6nq8/i7XPDX9vyeFpbS21SWNZ9Zk1jR5RqX2W48iKJNPhmM1obeSEKXMMQkCZyynJAMjw/a2t34sub9dFlsruez0W2l06S+SaS5WybUHjlW5SZraISGaQhSyuu3D9VoAyvEOma54v8Ai/qVjqVosnhGw0uwvYrRrm2jltrprCKB5jLbsl5KJJpcCPzHVQ+doVcgAueKdbv71vB+txa0l5YeHtQuJr2zFh9nmtrOyMVmsayPCgnbZalQYy7fLuJJbJAOa1L4daLo1loGt3NiL7TNVl1Y2OqQ3dzD9leylt4rxZbJ5luZMy3MKqfKIOSyfKCQAdHCs9zrWi3V2wi03QLjS9QgBAdrm2tktykMYi/eRuYI1GZ+/wB75s0AYHjnUJbWS8ENlJpccFsL24t3mhu2EN1I/lXAlRpAfO8twYlO+PZ8yjcKAKHhS41XVrGDQfBaiHxLK0+owvOYBDZi5drm5vXa8zbzC8iaREt13NA1wG2J5eQAddaya7cW2pWOi3kaabYReb4gR4of9J1Ni0WorEZ4zMuRChVoWWHBxFg5oA4fVp0v/iLDc6V4nhuIWsbeJdEOk3UMzSpC/mS/bp4BCF4J2GXtjB6UAdrpUVv4Fsp9TgkGm6p4k1eXTbhQsl7/AGxbPDHcjTlLedBYNJcSu32oiHbvAMgRcAAzvD+k+IJ/O8VaVq9tqd/eS3Hh2300Wq2c0jOyT+Ubi6jSzRU2YMrkEkcPzQB75YeHvHfif4dW17BfWtlodhd6zb61pk6Wks8sultd2mv2sdxGpYGaWK5SKaJ/LG4PCwG00AfJw8ReGfC9tba5pMc9nLpev389/a4uJ5GsbOO1e3Mck3mwklzMoVf3mVy+VK0AevaJ480f4haLLBe6JeXdra2Nz4ot9Ue6jtoxPDH+7tfskLw3BlhE7ZkdDbyYI5yKAPLrv423/j6zsITeTaXovhG7V4rC5s7WeXUtRtoY42+zz2tv5lv5tpHFEpupBErfO3zAmgCpqejyTXumfE/RtO8q5lgt7Uu92hlbUC07P+5lkNuqlAmG8oRgjjvQB7nHYXPiP4f6h4h8Q3UeqyWeny6fDBHEbOTQ7iTRp703MrQLDDqEdoY2Vo4vOMpHyBlNAHyd4c8ZWEut2PhS01B57G/YG2X7HJEieIyfJtL13liE/lRPGjtCX8hhwyHJoA9C8Qab4l06zhuJRHZuNXtPMmL2twNW0kJO97dRRoX+x42xKIJFjuWMoMYwj0Ab/ifw7pWieJvCXi3UoRBanR7eexCyTzStY30rtBclInYDy1lDvDKvnHaV254oA9C8J63aMdRuY43vdJurq8ls41/cO108dusNyfM2yKqshDROcHqVIOaAOk8T/GOTWp/BEfim3utTHhaysfC9vLELS1FtqkE0DjCWyQtPEBA7b3EiHAGckCgDiviBFqOseM7PXxcxy+HJ9DC3FgY1juE1IXF0kTGQKsjKqLE37tvKOcEFgaAOSN/rvjHwxcXOoahHHbeCwmgXEclvDumN7aXN0zwm2jU7Ei06RTvJcs67W65ALngu+0iTwRpVpNaTaj4Xa/V79Eka2dNOTU3bUCNzR3jMiCeQLE3mvgJFztFAFj4jX/gO6g8MWunpNa+GLA3kVpp0iX8kt35j2v2WRLglriEW2ydXWeUGQ3CHBEeVAMbWtObWbF4PDennRdKs7mxm1UXVyl2Z0sL2C7do90kk65trd41WMg72B5xQBRt7wX+qjSdLkKWt8HmcunEoskSSM/vB5sZR5HwAV3Z+YEAYAPpa2HiHxDo+o6JY6jDJqNg9laCR4IY4rRop0mkU741WcGKCQBhuGcc5IyAcrrkerNrE50LV4dP8UeHhHp2r+IZrTz7a3uL2FL6OBNPkikScTaVeWsXmwwMkcjMWZXViADW0vRYfAvhuzi1CxPh9rqS2i0/VBc/2rHqPz3El1i0t5LiS08yWaJx9oRNoYhcBSKAMfxH4F8M614x0bVdd0hvEF/ZWtxFrFlDfXOnSaj5sMgsDDOtxb20H2WAxs+0p5nlFW3O3IBxXxg8VeBPEt5Z/D3QdAvodJtJfPgWe8m2RPpdlZzPHvll+1OY7uSdAzSMsm3cMxlKAOi8L+KNX8ffC7UNR1Mm+i02+W11RitraGCzfUrQRRhYEhMxmiR1DQAvGcFypwaAMn7Z4W8OeOdO1BbGd/CiC+jtdJjluPtOmSSaZseSS5kkM10Lm7LsFWSTyhJghVWgDitc8RXMktvpFlM0+ratLPFqknlRxR3bo6y24UyoI4dkRKFovLBbls5oA2vAfj/QNO8c6ZYNoF83ipFumniW7TYLZ7CeSIiYubMkwlflX588Nhs0AZPizxX448XapdQx3qX2npeTLa3jQ6farZRuRExeAwxXE3kGIwEYdpDD5i5DgsAekaX4t8aeDNJ1zVzqkcPhJ1sn17RUtLKa7vxb5ghMV20EksOJ7hJP3cqZVSGB6UAa/hfx94f8AAninw3qw0O9kGpJqt9BoEN0huLltY0yTUpZ/t8zvbQ/8fjXzRPIuA/2ZFDKIwAfNn7TXinQda8b6DD4RWeKP7A0l1bzpKDNc3MhbyFkugQhi8tt0gYRtkbc0AZHg7xD4Z8KeIRfS3Mi6zJ4e02LUbiO2upFsEe2t2CtGyvDclXC2pa2RiWfzh+7DGgD2Hxvpfw28aa74OhWymstOvRbx6i88mpyfvrgq9xqGyGXzvLmDJi3hIdNhwi55AM99Y1xtIt/D1vZPp+k3uoPDErz2U4v5fLlmNoGUvcWxYQfaBNI6RgQeXu3SAEA5DxX4d1zRdPi8ceIp4EWfzlGnxBJbiS10WIxwQebb5t1aWztIwrnBG4ea28OaAO50LUr+afTrWwibT9T1B4o9OjleC4UTTx74neT54lDIrghzhSORyKAO68UW2qaT9gsbXVYU8cKLO912QWu6G+0y6tluLbTojJG1jFMTJBG08Spggsz7d1AHnfj3wybi98L6jpdkLHxB4UuG8T6jHLded9qtboQrapA7SPaLL9rs7zcCMAFSw2FcgHYz/FjwBcaNYeGNXs7+713UrS1sXt41uIo9M8QLGbu71GW4jCQXUBitri2EEDvHvuUkSPEZIAPTPihefC6HQPD1mNPup9Un8H272zq+pIkV09oY0Zt8ojYCcAnOUx7UAfMF9rM/hC0tLu0Bt7G4jiklul8uf7KbkyCR2gkEk0u3yFBWJWzuBUcNQBp6r4W03W4ND8WapeRtaWttb+IpLjyrsO0cYW/lnEEG1smMM4hKZz8oTPFAG78NfEXh7WPG8MxvntrFrC+VIntLt3KMN8eobo49wRVZf9HJ835cFCaAOs8QS+LJ9X1iS18Q21r4UgNzHYWkmnxSzX4h4EiyfZzc24vYt4Rbl1aDP7wKcUAe5fDrXLHRPh3rvi+O0l0xNFRVmmLi7kilbS4CVWEGVZM79uQjKD83SgD6f/ZY+O+htfRaj4mv7qTT511C9tLePT38yWTzdP8Ast1utYFMYJjmUwyEEEZdMFaAP6C/2Zv+CnPhfxTe36Wll4he3+HF/p2j300llp8QW80yaGRpIENosk0YjtndciTPCncx5AP6KP2df+CnXwq8UeBYZfEcPiNLyN9QuLFzpgIuNLtlRvNAsbNEiJuTcxiOcCfKbyDG0dAH0Lp//BQ39n+6gurm9vNf06G3ZY0d9D1O6M8zo7pGq21mzR7hG3zuAo4yRmgD5f8A2gP+CtHwR8HeE9cl0uHxSkOk3GlS6vqa6Q7pJozTW0+sWUdpc2Lzebdaa81vHLEnmRyOHidGUMAD+dj9pj9vbQ/2mdc8RR/CGXV4rZdZk1+KDVtNtrRv7Fjttk0Re+s4z5zsMDLGQdRigD8aPiX+0J4i8VeIdH0/VLC81Tw1CzWFvZK2j2cmlQG+X+zrKSaOOG4u2gmFvvuEkk3iM73YMQQD5s+Nfgr4fa3q0HxCu/DU8ninTtOtvD/kHVL5JPsj3F3cMytHdrppUC6J5QzE5APSgD5Sn8O/DaKyC31hNpOoeI7aS6tXebU71I5Y0Ll5RazOn7t2U7QMPngEA0AfOeqfC/Go3es6PrdnFqitFFD4ke1vWhSNreKOaE6VMCWaSMtAHNv8pPmBhgGgD1fwV4fl1fQpNTt9KOpXloltHdzi+jswlzKboRXoilljR0RrZpGhRCSMLtJOKAMW81u+0C4v9W8Y6ivjKaG60lpptPtV0gz27NbwKqRmK2VDbK4LHaDKIyFJZ6AO2tfib4Ws5INfuLa807w/MkoWFlkupgzAJEh8oPL/AK2OQlumGG7pQBzkXxE8J/EPxZa6lpK3Wk6TqjRWulLeRT3DzT6PDJJqcjLGpkiVGEewTbRJkeVuAagCr8TtWmvjbW1jdjUY1uS2lIIPsu5vs6G8JadIyu1fMwJzhsDyxkg0Aecx6fq/hTwULzxBbLDF8SLLZpOpxT29wupm2uPs8kslpbs0tgIXvIV2zRwmTLMoIBoA9T8OfAj4j+CPBt14XtbnTVXUrj7Vretxy20lvFLHdK9iv2OZnunJhEcBNqgQM2+XPzGgDhJfEeka7q02mXeiXesSeFZYknukvEsY9KmCrBLfeWZIXvkmkty6wRCZkC4KjdyAWfHviDV9D1fQPC93frq3jHUIrqQW9vbRWsPkERS2SNcyxJZBjbLOxIYEFdsh3stADfG3xEg13w5p/gjUba4vJdK+zyy6GDDB/pHlxzTOupxrHGwSQtPj7QVYHy1HQUAbXh5JLzxRpsVlfJINESwn1qFoHQ/ZNTWeDToYnkUB3V7e4WR4jkfKzcFaAPWPiP4bu9C8H3Phd7VNP17TZ4L3TD9oS7iklvLmN5kDo8kKn7DNO5NwdnGxcSFMAHkkXhXUfHRg8SXep2+pTeDreHcxgezaxFuCxKoghjuvn3DG2UnbnoRkAt2HhDXvCHi7RdI8Vara67dy3Pm6feWcH2WG0urmzuZoZZIgsbSiK1S5gZSrKXnWTBKAgA5zSorzX/HfjXRL+VW0/SUSZlKqou4ppFE0MZhCzRMysy7pGABOVYdaALHgr4B6Hr/jF9Y8LSWsmleHm0+4TSJX1OG4vdQujfC7iiurqZVi4igO+eQQ8Hy8ZYUAdjaeDfGMniuddDNvp0Vpqws9UsZZbWd5tMs79YLmwjuH8xVdwnlrcRsG6OJB1oA67x3pPgPwTff2Brfhm6XV73T01vTFh1O5ljmkvpZ7dYjJHdPFE4e0O4zERgEEd6AL9/q1n4g8JaVpq2UsHhqCwsLJNMklDSpq1pGRP/pUbeeyY8wqxlMJwMc4oAzNPu/FWo6/pdvoulNFfR2NhoWkLLe6aQ6x3ZWxO6VjGqGRkGbj5x1lOM0AReFvHvxA1e4uNU06BrbxMJ7vw/Y+L5ZNGe1trmCSMjTn0coRLsIkb7Y1q0bAgeYeBQB598ULDwhLe6LffF+wl17WtT1RdO+12U11aIby8kaW+uTFpctvCsclx5jhAg2A7YwFCigDodY8L6l4q0O78LeGbyCTw7a2J1aa2mQwHydLj5gWa5C3RkW2WFVYSlWPXLbqAOc8O6N4yt57jy1h8QpoPhlrGyiglstOOkW+lrGLeB2uvJF6dOAEbSZmN0WDbpNpIANvTfG+s2WnabpXjFXvE8SXduHlgFnGr6ffW8MM2nstqivHLlpHNwm04cBJAVGADxjxRZ6nH8Vj4fXUobHw1faVBqeg2z2/2g2tvcXJgtLSWVEe7eQSLOWklkZcMNx4BAB7RoWsQ63qV14V12CTWF8MeLoPAsgjZbJItSila0eBHiMMksTpFJi4LMg4JfcQaAPPPG0Nj4b+I3i3wVbQNpEtjq0Wpw2Bd75bewi0vT5Jr43e6ZZTE/mH7MZWnfGFQgqKAO5TU/Ddl4fsZNUtptau7uGGLT3gaazEU8kUmyeQM0aFBJ5ZMbA8HpgGgDRtfDemRfDjxL4ogsTLqGn6hb2l5J9okRpUuY7f+0NMjjeTyFe9SWW3S7CbIGlEiyIEBAB0Xw31htS0KXw9LZS2Xhu6is9VurJ5oZnsZdI+1LaxvPCTczt5d7eMDBK0ZxiXcfLwAeeeJ7C28P3dx4k0PS3vNDvppdTNyl2sLnTLq45Y217L54eSymZtgQSoTjAl5AB2/gnXNG1y1hS2eQ+GriO4l/s145lnt71AVQNcYE0mCokykhjIfaeQ2AD5y8b+DdU0PXtCHxDSK50u7abUvCxtpUzFplpd2gnilWwdZfMcTQFftOXG1sd6AO91fxP4gkRbj4eZtNPslFvpthOLNpbtJZDJeXCz6gkhhWOaSdfLuXDt5ZMQ2MhIBxXgvx7qOrzeKb/xxZz6rZWk9nbaVFDJZWr2M94LwSBzZiFrgSvbId0hkVNgwV3HIB02jeGdX1jTtW8WaXcQWdx4ckhFlZzBZJoriRA6MJTut5A8pEmJd6qPlYAcUAZ0er6jpV5b6v4wU6RrOvJOE18GDUIdTktVVZl/s7TRItn5cDQIGeCJXIJXJ3GgD1nwINJu/AXxHHiXTpbm31GXSHt/E6XDJBp0BmcyPLpVtIl5cfbm8uFFSBngMm9tioxABL8MrHwtaeJ59N8LabNd6j9kf+z5vtNxBHaIEMt47jUJdsvnRGSJQwcqx3KF4IAOhvPg/rFx4c8aajrenQW/huS0e40+X7fHK+jWoaZrkzQ2s/2q9M0gQKq+a69sLnIB8n2ervpHguxh8LWclvAjXjWmsPLDJFaO+pE3CPZXZkuJjKxeIExuqFw4woyAD23wZ8S/hvr+mWOm6Nb3tv4ktIFk8Rxzx3pjvZYJH/ewyvm1iCOss2yIoGEqpglcAA9W8SeKNP8AihqY8U6Nqh07SNegh0r+zLyxne5uZdBXyZmM6RbYFDyqyfMm4AjJoAw/iHrHwrs77/hEPHnhy/XUTYaJ9nuYb29lguGi0mxvVkA0+cGIPYmJwsmNrHYw3gigD54+IvgjRtc8S6RqvgqBfDZ0u0iF9JfS3V+Zo5dy2bxo8swG0CcMoG4+YC/3RQB6RJ8KPFWjfCPRNf064stT1DSdav5XWJ0tWhjubi5sRIPtjLbycXAQoFZhu34yuQAcvpfw6iunubbzoNO1XUYol0x5PtFwkGpTqXkeTynaJkE0m4hwY8HCgAYoA4y4+EviLW9Eu21DV7CPUAzDVdcaF2hbSY5UWO2WxtwG8xbhrc+ZFCJCFOWK7sgEFn8OPE2n6vJ4bg1Kyu9J8O2mm6p9hSMQtLDfW1vfzNHczAShrz7Q7qkkpMBlCYTy8AA6g/E66bUv+EO8F2lzZ+OPF8cGkzahO1nJZ+XZGVtISRLxZLdRAZNS3PEEaTzV85mCxbQDv/ht8RrrQLyy8E+NPNuvEuharrd7rEltHbi2RLtrwwTRvaosUnmG4jUxxElN+WA2GgDnfGGoXGv63aJe36ag19cSWUKLbfZftVi07vb6XuWOIQyRGV2a7fbv84AyHZwAdBpXgrSvFfhDXfBkmpQ+Hp9Ma51g2t1b32oRwRrfWlsJhcWXmCRpDdjEQkbbkllGMgA6bxnF4X8AeBPCnhjVIJNS03xFrKafGlq11ELvUZNGtLKWYvI/2i3juYAgUM6LHuBIVwTQB5e+l+Cb+0uNeTVl1XW9GVpNPtlsdWsmiNmVjhj8yVY7NzAJ3XdKHEmcndgEAEmn6hqUvhG21SU+Qw1nVRNMRC/9pWNtcXQj0WOOMEWswhjWD7a6ou5N5lOdxALHg7x7qnjnS7vVNWtJms9K1WXSbq4d7JDH4fs44ZJ9JWG1WOR5TFOVW8VWmJP+uyKAO+8LfDDRdTutQ8YaDFHZXGoi7t1inmvJZRp/mRyLO3mTNB8xSMiMATgDaRjIoAw9b8a+F/AOlX/h2K5mvPGWuS3iWKQWtykPkyQGztS81yhs1D6kjghmVlT5pMRYoAyPDL+GfD+kaD8QfFOkz2PjZfF8Uc2tJdS3kcmjPay7NPWwspXslleZWk+0fZfMULhpAGAoA9y8K6nHq/iu7tNHnKy+L/Ds0xWSIqLnTtV1G3t/JZpFxbvI9ygLAxumScqBwAeFfEvw03wu+IclzB5elar4fS3vZpkZtQWPTEBmurJEc3EUksykss2xim8AOCDgAwNT+KPiPxpo0+oaDr4s10fWLO11A3OmW7G5trq2vJpIola1+QutqfnADKcYYZoAW00Pw94i8J6nqZ097bVrPWLK+s9TkuZ3jP2Z7a++yfZYpdm+9cNEkssXlwtKGkKInABk3t9o+imHUrrU/wCy47y1TT7pTZXV6w1a7Mi7j5McoMbIicx4jG3oCTkA7zRvF2g+HbbTdAhvZLrWdN+wk3MdpcxwXb6G0Ut3HGk8eyI3yWksULSAJE0ysxUKSADeX4mxeOfEN7ZX1rc2TTF5LLS5zBKwtYYIis7XlmojGJ2m/dvJ5hxyCpWgD5/S6tvAnibWb2LWEXUG8RQ6FrU8djPKtxdXU0kzyJHLHIiRf6K/EKoeQBjnIB6F4u8NWmtatb3nhi6j1LxLrmoaV5sLJcWP26GOeCxuFEt9ssrY/YYfLB/dkkbl/eHcQDZ+EmsXehfETxR4LtbR7PWYraUavY+bb3EaXVmYxBKLxvMgcW321yVgk2y+Z0bZwAe+6t4d1fUbGHT/AB/JF4j0Oxkjn1q7tSmnC3KXaX2nW6w2n2a8naW4jth5lsCkZP75ggcUAcD4kGhaA66t4PtpNAilaSFLieSbUd8Txonl+TctcOh8wSZdkB564xQB5FLP8XLi+8Jw3Gs2miaW8Msj30trpV+t3bwKswkW3treS6h8zyxCEZVdWmDsNqMQAe4WnjOyXwxex6hPJqmvvewtp9xFbtax2dkGjE9vIhSOCZ3ImlEjKzASBd2VAAB19n8Pre8+Gtl4w17TVk1W60mS90/WVvXC3k0k7QvP/Z9vMsdv5amJDHNbqGwWVepoA4/wV4W03R9K1bwV4gsf+EhtNVuoLnUrK0uZbAXBgRbm0AumlhkjMRjjlPlSoG2FG3FiCAeW3Fr4Q0HxVqmjf2VNPpWnyNFd+Ho7m5WaIzxpNYkalJLiQQNJI77Lg794U524AB7joml6X4Z8N6TcaF4XuI1e71G7S7Gqo4t5rKe3kErw3Vy7y7D82wKwfGCrZwQDgvi5qHiDxaPDmuWd7HpWveIr6/RPFNzDBcW86aZY+XJC2kwxsIT9nt/s6v8AZVyyiUsSd1AHJ6Z4A0nVJ9Dm8R3MOr2VvqEv2MRLfWbQXP8Ao51OU+S8LyCYLbMituC+URGFLNkA9H8T6Je/EDWr/wCGfwk8S2oxbWl//Zd7ptxAk0QWK6uMX+qwjYwn/fgGcZCeWvB20AeSeJtB8Z6Ff6N4YvrOOO00+9Nlptyl3p8kd3dbYXvtqI7XMKpcM4zcna3/ACyOzFAHpen/ABg+G8P2e01C5vH1O3aT7Gi2N/tm8xf3qh0iEUZjCnmb73G2gDO1zU/E/jEa/afDjxPbaQlnpsl7rsd9paz/APEoubUfu0e7tpN0gZmY+QfM7AjigDjdEtIrNJfDdlasNQiEd5qOu+cDa2CagGW2nNnKxmutz2lzujt42ZQV3L92gD0O2iHibw5a+H/Dupxp4t0TULua61Oe1lW1vbdJZrQxwwzIIYmVZVbc6AsEIB3EUAbviL4j+HPClta6FdQXUurSWaNc6lCrfZ5WZPs32ZYGB2GK4gmmMiqEdJlUMdmAAcfoOu3Wl+KrMaVbSX2qRqZbu4WSCBH0+SJ/3Spd4QOkphJKqHIzg43AgFG//trV760uvCkIt9Y03xZJrGsmeS2IhsRIjeav2kmCVku1lzHApkbaCBsIoA07nW2uJPOvdbWbWEfDMNPkRXtlLfuRshWANuYnfgHAxnGKAPHdUHjvxbq2pa0k8KaV4ceS8jSUWAkubbQWMRSIIiujTRQHy/O5GR5nzZoA3H8SeIfiJENdv7B9QtNCtI4FhafT7OSzjiUymTMIhFwHV1QL87gxEkYYEgHUaPrEMWtRNqFpILMeE7SIWayIzyRgQ/6KJojlTLHvjEpYBSQxYYzQB0/gP4e+FvGmmeMn8G+D5/BpjhvTu1LXJNV26zNEzJqmEvLjdDEHiDWv3X8o4iO7kA7nw/8ADTWdPj8P2l/fWmsT2BggMUCtaf2jfJ5xUxyP5aW6sjnHmlEBT5hyKAO/17wzf6cIdRmEei2LWUmkXOnO66hNqU7/AOkPFHcQNMtsrwxSQeazIFdhJuA5ABzHhLVPif4j0S8+KniCaHUbL4eavLp8E6jSLaeDw9oUUN5Do8dtbxwieVYrplW8liklZmO+ZtowAeSXuqW2o+NNa8T6Qj2ut+KtO1jVLi7l+cWul3F1aPe2EsL5t5JppntpVlgjyggZUZQ5BAPN7vVBaatay6xOdVvE0m7Sz1CCL7LHaaG0Uyz6a9uFjM00sPnKtyUeRDICJQVBAB5brHgyxfxInifTNQhtLHVLWKY2kkN5LPHNNIwdndtyniJRhML/AHec0AfRem/s6fFuSKy07wTqWkWUPiyO38eBp3tJF1CG4C2kAIvC8lpNKL1PkJiRASXQMOAD17W/gf44i8H6b4S1S2s5viZCIbhrtL61W0j0aO7uZJoMxyjT2kKs7bgpl+bAbIGADzzU7rwh8EYnu9dgmktNQuFs4zZm7mae9jR5Io9paRohIkcwEjbUU43kcUAcu37RvgliWXwXrSqxLKp1G3JCk5AJ8zkgcZoA9O1X4WWXj3xnolq3xFh8E2dj4Yltvttxp82orK9veX10Emhi1LT5DcXJufJWViTGsaEq64FAGFo2i2+iXjXfgOae/wDEWhRtouq6feMdRSHSJJI7i+aaFBZ/6aLixtUiv1lkSBZJUMMhkBUA6rU7AajeeHNfmmgtbzX77T47zTpY0kurCL+1f7KeVL8yIItttCLwK0Sn5uMggkAx/ib8J7a+tpcXd3eI96L2xkjnhP7+3jYwRh2eTfHO7KHUFAwQDPoAfMM/hrxDqGr6XeeOZrXw9rsKS/bdEFikbmxTcyzQlb6ZbVTZr50hPm+ZgtgZ2gATxaNKuNHu9N0zWreytre6sjaXSQSXFxcpuZpFjeB4WUKzEOQCMYBHy5oAi0/wnqFj4Z8USW91dyR6pHb3rxX0b3Nwht90yLDM0se4Z5kYREMAPu9aAOp8Ca/cap4Z8PaRrPhZtSlit9QFrd2kkdp5sA1G8uG82GW2u2ldZWkQSeYmEVQFO3JAPWdZh1G58GadJoO7z/F1oRc6Y6tP/Y4tbmELDbkSWyJvQys+1Iw20DbxyAeT/FbXbnw34ksG0C5tNSm02ybzdEjs5S9295jDSNHJ5amKGYzLvikJSPgjqADutK0/xza6NcazFpq3j6/HpUkepmz3WMSKXM0YsftbTK6b/swZ54/3kDyBWDBEALLWOk+D/F2p6rqc82tab4fh0XUdHvDcCzsrm4mhuWvre5gljvDdLb3Qtk2rs2FsHO7coBNqviTT/iXrq+L77Tb61W4LtDZaVrCWemTvFarpzC3s3s28sxLAZpPlbdLvfjdmgDk7DSri80Px/Kl7JHazWGmw3t2gYyWMFtcXjxtDMJVZZQJHErRAsQFJRRjIAvhOw0691/y7PWJb/RNcgaysb6MyxyXl1Zp9suIIbtyQGgNrKziRANkbKCTigDmfEniC5ludQ8JWtnjSbWWWzs7nLNcSCbBnaSYKiysJi4UhBgcZPUgHbeGvB+sfFAWq6hrCaVpSyyWl7NBbmWOyQKZEkRPt6bGmeFVfap3kgnpQA7S/g14cgm1XxN4g8cXFjqNi95Hp+ls+yO6Og3Mtpp5MQuZGYaja2VtcmMKDi42gk9QCLV4/Fvijxx4aiitba90qERRbbOyAaQuJPMW4uDdvGwKrEY1eICP5yd2/AAPSbNrr4Z6+3iSHQZZtOt7dIrvWZ5I/7OW6uYhDcaakMULOs1jeSG1kdZHBaNjsQH5QDqtBvPB2v+HPE2ifZLjRda1NrrUNEspNVhubu71PVY1QXWE0+3M1hM0KLbWBaJo3jmJunMmEAOZ+L2qv4IvfDniDTYtM13V7LWLRZZYNP+wWItZNJ1OPElszzMDG5RWka4Ku5U7FIFAHzpq3xO17xno2o2thokAUaxqH/CRmENLLbaPcWoS5ubJysX2KVGabyrlRc+XtXETbeQDQXX9dvfhgDem3ttWu/Eg0m0itLZ7d7Sz+zh7fU5Y1nd7gqEZJFV4WlLg7k2lWANCybxOfBkNpL4iRNP04X96tvBpl8s73SrM1xLc3CaiyPDOxkZojApTcA8jlTkA19Km0exsr60v57XT/AO2tKtgbu8iF3CfNEhZookVfKZdxZmkkyylVJ+TdQByXjG60bwtaWNl4dlk1q81dLNLwWs5hRbXVIZfPuoYkgcRwq4jCRGRtu8Ak4FACQ+AfDWl6Je3/AJOqKb6zk0VoGv4l2zLbee18GFnkMfM2bCoYbeZe1AG7Z+CE1jR9J8LW9jrNxpFx4fhlj1aDVYYsar58o/skK0PzXaxZlMuRlDjZxmgD6P8Ahp8Kn0fwl4g0/S765ONMe4kXUXi1D/ibQ6c8MWj7BPAFuJMtmQnBClduDwAfDPh6x1e9+JsNzqXhW8sZdMjvhN5LRqnkWdxK0k4gSFnDbi21kMjDaAu4igD2waNr/ifUm0mz8K6vqkNvKdfhsbe8jgvby00+RIWdJ54CtvA32tYXieBnMk0cm0iNlIBIZGtNetdfl0a90vSrCVra+u9YvU1Kx8P3c0rKmmXdutvbPcvbNIsJeIRRlhuAQZAAO4g8ReDdSt7ln1a1sNt1LcN4qUONElvI0UrpEWlCBHhnlyriU6g4VVKmI7sgA5DVde0rxVceGdW12W2hfR9W0+K3fSz9ntiVkW6N5ewoly0yAplwWiLR5XzBnNAFj4j+OEs9P1zTNBS2u31nW7PWhqTK8kM6rbW1pKLGDETW1rtswnlGd8TrNLyH2qAcxrPi3Q7vww+m22mz2tvJAW1h11FS9rqos7iG3SR1sYldRFLdOyYbdsGJVAwwBxnhq1s9A8GeG7iC7d9CvpWGqa7NOptLO8l1q4s4Ivs/EgQosOUyd7Mx3rnAAPSvEul6JrHg2xee1vNQ0221LTHt/E2nXsVrZW87G7NvFPata3Es63xR2RVniCCylVi3mKUAO/8AEd/pHiZ/DGk6Rrum3klrpA/tqextzaJHrenILyNZI5JVURNc2wMtuZJTJAXhE4JDgA808V/DXxNrOn3Ov6BZXE3iIXFs7y2rW/8AZ+qQyExTNp+nrcxSWK20UCCUG7ufMclvl4FAGdrvxx8X6V4asNA1rwQ9ldXlpawaddwXZgntI7e5tvPe/iignk1CbGBv820ZctwwPAB3Vn8TdX8MeGLXxfp0ukXnkl4L+G70u4mNvc3F3JaRx3RM6yySG3MMsTGL5Y3jXOBmgCr498d6FolvbveGTXLS7uobaE2+omxGmC+RXmEpktLwXEkhYm3ZFt/JEDAiTf8AKAdd4fudB8F6FFpXhbSdZ1a216Sa7PiHU9dS+Swks52iaBkOmwySiXa0YxPFsLA/PtwQDlTZaN8ONYuviLJf266hqTNa6foOrBLhYBfoItQd5gR9pbAjnh2wweQsqoxl27yAYb+ILf4Z+II4S8UunahbTyQNLJttdQe5sri2njRIlljR7WS6jCtLn960bAcUAdX4Q0bQbjQ08QnUvIaNWEmlXci3EyebdyWqn7UwjBPAm4gOFIQ4+/QBozeMNK8EyXn9jWVlrs+mMotLueWHZDv+VpLiJoGkuAwmfaEkiK+VyTnAAPN7rwFp3ivx5beJtE1F7nVpEEUtlYFClvbwafJaiZlV0Zg+ApAI+Zge3IB3Hh3wjHrWqeMJrXVYrSyS0tEtdRe28+3u5YYnt7sQ2/nwPG9tcwyxTfM2+QEjsSAedxeMdJ8JaVo2ippt6IpbjVZbzWtUv3u7Sy3SwmI3Nl9gQzRucxxqblMMysPu4YAvaBd+H7nxVqjasZ2tbixsp7vUI71YoI45baGawNjAbWd7RZd0UTBWl3x8EID8oBy+ueLLzW/Eer+KZNEtNE02x0zS9PNpdiK/k1OLT5dQHmWl2i232CUi5jaZmtrjzAyY5U0Ae5/DW48G65Dqlz4tvNM0a5/4R/T59OhMMe/VUa7sUtrGE+U5We3sHN3NcEMsy20hEMXmDaAHhfwh4XtPFF9PqPiNIr6ZLV9GgngaKO4jN3eNBDDFIx3SDeA0qsgdSg8tQvIAzxB4QuvAHijQda8M2F54mWbUY7S3spZYvLhnm0+/lmupHYFHRBCYhHsiIaVT52V2uAZXiPd4k099K1qNlfw9Lfa1IltE8QEt80t1LZzgrMhjtvNNsZFYq/lmRVCnYADE+Hmj+Er/AMQW2nyPqVlrSCW70+SXVEnhEi+WsINuLOMSAh5cILqNsDtjkA9/vPEFjf2F74D1eK30e18NwXWpReJbgCWbVZpY5Ea1BEaNEqLO0kYNxMEWJQAcZAB86P4k8b+HtS/s3RNNs/EQ8RRxWMmrtbAwaXp4kl+yPJbvdu0rL5ssjv8AaIRICAFjwSQDpfA9npllqMWr+OtZ0fw0y69qUjXF7YpJE986ShXSGO4eRLeaMzNDFuYIFx57jGQDi/iZa2F+0mreGotRvoPtd/YpdLdNd2s1wpkuYruCNbeL7NaTRyRyR2TMxjjYA3BJoAwNal03xP8ADnSvC015DN4mt57VJ/D9o62+qyRwLcFrkSyb1jjJmVWiYO3Gd3oAfRPw20vw+mjeGvB5ju4Ev49Etr/WLqcajFpGpyQwaY+nXFpHap5ghSaS7lH2iKORIGj3rvEgAOA1j4QeGfDPjkXXgvXbo6tp8lxcSw3siahb3aQ3lwLy5itYvsXkW8qqpitzNM0A4Ly8GgD3nR/C9v4ts7OY+KNN0eSytohqEEumG6LX9kAl5MMX1v5MUruWW3ImaIDaZpc7qAJ9U1kXXw/8YaW+ivoGn6TPNqkmrXF5Fc22u2ugRJdlrW1jt7Y2aa5Fa+TbmSS7+xGdXdboIUcAX4R+IrfX9J0/VBqGl+EtOh0+e2spL22OpLdRwMjxqJIZbHEl2XdEYx4TyiSGyMAH2j4B+Nuk+G/BXiixtr7Q4IdQ0q4kmuwwNw3ij+ypYYdGIgxKbmSNpJQ7gjemN27FAHVeDf2hvFEPwt8OeErbUre01jV9Ztb2TTWkvhqMmiNeSW95fQXIuYY7e3TyHUrJuO+NmKuCAQD3/wCF/wC0p4ntb668JeIbCW00ySOKDT9Rn1uZH1K5jlSzglgdlkXDx3MjbAW3NtPmDHIBwH7VHxiEslj8LL7xVYWmiT2lhZeLbZUvH1zTY7/VGupZpNTjuGhXZptzFeKTaShYGRWPBAAOM8GzeFdK8MQaf4H19dS0+z0W5ilvJLg3N1cxKkjQTNMq2zRYzPuR0cyYXG0RncAfCrfEJPGVzZ2xtl0O/wDDN3a6ZpmoyXRu7e+t7S5ilfXLjTlitZp4YY4GupbVbkSPGrRrOGIagCC+1DSPGviHWtO8WfEzRLqTTro29pcaNo97okN3ZW9nbXiTNa3Go35WQT3NxEzNL8yxqAoxkgHkn/CQJ4puBr2iWQ1HQ/B8v2O7jtlaSW8XUm+z2cqTGIPaCNwJmj+yXPnIjR5izvAAzxP4u03QL3Rbe8tYYro6bO95NM32eK3ka8uRFHJZPAXLSQeUVYycb1bmgDw7SdW8caHew+KbLwxe6/pXi4TsdH05ms5dDAmWK3luLofaluUZXlkCfYrQlQQGXkkA63xH4X0iPUNL8SXF9PJrtjDPJNZmQQ2NksblIob6wdWa5kvbb95BKJYxCZEcq+zBAMbU8+JNLvLfS7VLLXNRnsrnT0klivba8gspHOofZbFRamIQRmJpGNxwX3BWzgAHVWHhrTvEes6RB4osrrSlsbTWRJNpssWloyTabcyxOkX2ecxMksKB23v5oYjCZzQBb062svC3g3wtrul+I9MurbwncaobbT9SsWvLy5/tya4sJftd79qiMggadpof9F4UJHn5d5APPNP8R/8ACU+PJbye187TrrVIpLeSFj/Z+kxlCHcW7RugikeMFUTyACv8RoA9z8T/ABxfwmll4YsNS0WylaKaeTWdXt576CFpJvPVZbNZrVnDIfJTN0uHdZOQvlsAeHWWteKV13X/AA1Fp9hq+gaUbe6ttUsdLazu71NaU6ldSTTvcTm4jE93IlqoQmKJVUlupAMTXtHXwmdTh1HTdT1ee+htZrVTdfZr6cREiSKzu3t7xoPK8wGQ7TuUFQozkAEuk69pa6Dd6zDPaXd3pCWyto/ksLu2F1efYPKu75kKzyWykK7rAnmSIW2oDgAHd+D/ABDHeR2ni+509rK40++ljuLMy7BNb2qxm2eTMCuys08uB5cgG04AyTQAeMr7xRrfi8+KU0u6g0vXY4NNOrS3H2rTUawsc7YbXdHIk3m2oieQttJZsdcEA9F0PwnF4H8BavNdXlxquqLcX/iLSokgk09NVuLiytNujCJzdGQRNAH88ybGFxgRLtLMAcb4b0y/+KF5F4tur02Ou6hv0efwxBC8k9tY2PMepRXbToiPKVRCFiyFkYZOaAPR9Hg1nwnY3sF54bn1PUdWW80fUII7f7Hc2GnxzzR2V805juhPJNZeTKCpyWfeNuQoAPbfBv7Pur+HdCitPCx1TxVZ/EC8ubVhaWwtr2C60+O3nmtLWdp5G85BqCbmMKrgcA5IUA+wLj9mPwFoXg+7/tvWNZl8Q2PgFNZu9ItmSzvdP1J9CF61heSrb3hmmtpybSeQbGlnUy7YydgAPzq/aF1afWrfQ9Z1jw9c6FqXhvw+kPh6wkJkl1sWas0BklW1QuZcrlSv3izdWxQB4X4DttU1jwj4hi8W20+hab4jn1H7Luzb3DGbUbK8t47K4ct5cjxW8rK3kjMKSLgZOACl4h/4WBu0jVr9IoIfDnlaboS2tjJZtLoumYnsdQvphqEn22V0AEs6pB5hBcImdtAEngHQ7nwks9vN440ufRruS8v57h9Im83T7y+aF3neRNVlLw2/l7CoijJaQN5q4wQD1bx1qXwttbPQLNXn8Yy6pooa4nsdah077PrkyrCtzGtxpd8YoW3uyWhkEill3XPykkA5eb4pr8O7KTXLjR0kjtNPawt4Jrgwq7TRiKFZpFtpRMTtAc7Asx5BUUAYWieMde+IF5c6vZ6CdG07VrOSaHWxMs+mzXszRqdKjgC2hMw8wuzGXDCJgYxnKgFL4k2ev2mmWJjNtNN9gfSb4R2WDp6RQsZNR2rdMQEcuoRSCpjwJaAKPw+I1C3tLW8vrS+nsNPlh+yx2Tx6hPFbsrrcLeSzTeVGxlKLEY3KPh8npQBueJ/CWhR3WnX99f3stve6O+tWej2E/wDZup2GpGZZILXUdSMdwNUuYo2NvLdCytGlm/fAR/6ugDzPw78NdT1LxxPrkd3c6Fc39tcX+mvre3XBLZxQR2/2aVRc2Elw9xPbzKkxMQjACmFwoZgChqGpapYXXiLQ5fD13qr2Hii2ku9UtrtLK3LWaXsbS29k8Nw0Fu4kaQwLcShNiqZGODQB69YfbNS8PztY+H9U0OC8vbOKWxv79dSOsfavIH9sWkkdtYx2lsUk3R2ksVzIpT/j4OcAA8r+KMHiLT7DTZEu0SDRr5bKFLW2kt3tzd7XWz1GSK7b7XPdm2It5AkKxCOUGN9/ABGvxLB1PTYL/wADaodUWyuYMjxDFHY2b/ZpEuPtGnnSpPPELb2CLcxbQu3dxmgDorbxZ4k1MWfhm50OHTfB12F1KXVYWSC5n1GKVkia3vQwWK1by1ia2MEjM8cjeb8+FAPorx14Nl1vxFoUdxp93fWdms9vo95bSRCPVLGW6siXiVlm8nz9kYR2JWPd8ytQBJ4htZPhjcahdaR4OvbiYSWzXmh399a3M9vNcQwwKFu4rJYVQwGO62LCfv4LAmgD5h1hr3wtajTNf09YNDv7tZtKu/s5tZb+4heSSPE6i4DpC160bq0amT5SGSgDRubBbjSLG31nVf7Km1+/s5ZdNiR7aeVdN1a3SOOGYSsitciFV3NG2DJja1AFi9nittQv9FtNKuNSeyZP7LtZbhPtFrCYxLetPNLb+XdFw6lTEsBjAAIkzwARQ+E9W1iLRdZj0zVm0bVLVrq3vLS6CWGn2VxGMfb4Qp+3MytiByLQxuA3lv8AdoA6Dwf4FtdH8VxXOn6tc6TIkNwlpqOpyfbLe88y2YTx/Y1kspY3jUsA8kuDjcqnOCAe66TfeHdT+Gev3Fzrxa6sNJBsbJLtl/taRp51mRCysgCeWDyJAA2OTQB896P8Mdd+KF1o1n4b3WPh24S+ivJVtE1CS2ntzLcLmVbqwC+bJCBtNv8AdY/M2MkA63U/hxqGmx6VqPhp4LyW0TUbLVDHp8bG3MKpZoZ1S6jkDTy282zduAYNy3UgHkGi/wBq2Xw21nW7C7ggm0u4naLRblN11dvJeQxu0ExuoGiGHMh220nC4J70Ae36v4vg1j4Y+Hr/AMbT6N4b1bSbexexurmBJ21D7SI7PyJIlkM5MGn+W+8zEEgMFVSEABjaZ42fUNBj0ybQo4Lea6ukbWDNG6WiMtsY55o/s4aSGQovlR+dHs3N8zc0AUvHPiiR/CUOmahfQ2Vzpt6LzT7WN3gOp3Fw5jltigkZR5NrNLd/MSCYAeDjABjeD/CdteapoWo6p4mC2tpdW14giiaH7SJH3SwpN9qlG6LiMuEfkElc8AA96+IHg7w/oWk3vgjQtak8R6NbxwawdStiLW7uJrpl86zE7+YFWB3UnIbO3G0dQAQaFaX934L1a11q+0yO3/4R+9s/Cjw6cLW/ub+KKa2gtLq8e8mbUZIQscJxHaq8iF1KKwVQDwfTtO1e78Yaf/a9lbeH7u++yWI1SeCFYbKK0FwyXZg8+J3LGVg5FzFuyvzccgGtrHgfQvB2sxzanrxvbK7vbm91GXy/stxcnUoZ7xZ7W+3XQjtpLmSN7eLy7nZbkReYceaADndJEvikm811o9Du9E1Sf/hGYhHk30CiP7LPMm4PdeYirkIYixBPy7qAO88SeBdM1nQ9LsZ/GEem3Gty26a/fwWzxf2XprW09yZpIVulfAvYLS3YGb70wJQdgDye5+Fen3s29fHbTQeFnN9YahPE01pcT2TFYoDbyXwKyNHCk7usm4xuI8AjdQBs6FrZsNf07wTf6al94ftXXxVLqdqy2l3d3eGt/wCzVfy7orC6t5vKS9ANpxmgC8mjXereJ/Ed1pSvoun+ILWXQi1/t1C1h0+WRbUm0hD6eItRSMB2usZdlc+SN3ygHvf/AArHQ/AegWVjMbzUNb86w1DT3ikisLWeExxxRLcWflXIuWkkgdnY3cZlDBPLG3cwBj+EdcttK1nxYL0rdTz6NrVvLokEwsrixhmeL/S1dlnUiMDYoSBSWcMrYGCAfIfhDTYR4m1y0tbW9uxcxtctLfXazyx2U2oSxpDA00MZhlGC3njPJ/1IIzQB7WdcjurbSPAGsz2Og2Ok6rb+IYdWvLc3DR21tHPDFaXSho1uC7TyM1yssYO0L5A25oA9Cm+Gth4WspdZ0nUL/wASw+JdHm1Fb6xuks4tIubiLz4b1QDcudOhVvOGng27MAuLlCoNAHluraxBpekaRqs2r2mtLpl1aaFrumS28smoatdXNzNcNqlvqDy3H2G0itLm2tzYSWt+xeCSb7WomWKIA0vCnhfwndm68VjRNaltdd17S9KvILfWIIrfT49bFxO96Y/7LZiLSO2faDGnysymRCcEAoePtLvvBfxF0XTNK0m91bwsxltU1ASC3iUnUbix065mfy2jlURLb3LqY185SUEkW7coB7FceBtD8beDY9P8QaZe6bJBfDV7e6t7u2j+1myjc20iA2r4hmeR12eYxJj4NAHg9x4e0PR9TsdTs7mfWtc1p1uZtOQm3XTBqMgh1ONw8Uqy/YLa4ubjerxDEB4NAFDxXpmkQ2moaLeLfRQXGo29/aata3Bt38pYokS3DR20rOrzRShmEiqfulONxAOa8A6V41vfEXjOW602D+zYnllnv7iyR4jqIYtaonm3gKvLALmReXOI2O4YOQD2Lw/4Qv7S1tfiJ/wkVoup6dcp5Og/2TJLHcTpN5VvCt1HqHlxmfCYPlsFZ8n1oA09EXRIvFGt+MYNTt/DnirVbe5l8SnU0/tSxe4dUK21jZw/YpbFnSE/O13dgdSOACAYtz44Txd4ev7J9Kvobe2sdQhbxBBq+LRLeWKW5ufPszaK8k0aB4YZPtKmJ9kio+0IQDA8GanoM+kaP4ds9bjhsre0uy+r37PqGzbJJJEjxYt2aSd5HjRxJ8mwEqRQBhW3xC1HQ0svAdpogMNyF0zSNRvrpbm5vba1YL51v+6jw0qYX/WAKXVvmA2kA9Hbxn4a8FjS9P1qe003WIrW4fUNL1C5V7i3eW5nMHmMkBQeZatDOo5O1x0PQA3dX+KlzBZJoGmXmnvb6on2Oe1kjmlkuYpGjKDTD5kUdmyrKzMfLnVvkOF28gHn2u/CvxNpXiWyvfCd3q7QGBzKL2KbUQ0vlNF8siXVoMBWPy7Ww2PmyMEA9LtrZru08M2fjGx/srRLGLUQ2skx289xeMUCLdTMssj7pg6RJIuVUbQxxkgHYHxL4c0zU7j+zNTge5slspdIhnla7trqSVX+2B40jjQrEg3MC8eeCSccgHN+PLTwh8TbW6fX/F9na3dvLbXM+l6JG2nPCSYraIwSs88UStGkcsoRXMgZg20tmgD56ZdZsdQvtMsIbi8sdKgsbvT2VyZZZbuWdLpXkDkSARWkBACKVyxbcGAAB0sPiPUvCvipfGPhTS7yfXNYiGlXkM0slzaWdlb2zOs6iKG3+eRreOM4m48w5GeKANjxHf3PjB7BbjT7vVfEVnM9xrttpV5/Z/2drxYzbBIJorhrVmhVRu8+YvIrSYUPtUAE+GkPw8ubKCP7Tf8AiC4aW60TSryJWnvHK4uUyA6sqRys43GLhMjdngA6+z+w3FzqGixaNqGhate2UVtrEU2ox3b6l9uiUNZWCQ2dsLGZnmPku8t6Ityo0ZKEkA3dGub3Q/EfiTR5LSBhqujeHYbW8uLYRmZ4JNWEltDEzbzNahk86YybZfOXCJsOQDpNUvPGGpJper+GfDcVrDp8zabf6k0UNza3o0+1l02VUiSSye3mN4qySs0lwNysm0lhIoBz66pqzavp5+KmmWUlxPPHbo2mWa6FHpugq+6HULpZX1n7W0kklwhkR4D+5/1Y4JALPinRdL8H3Ft4l8qYRapPHoh0ya8h8+FWgmuxdrepERhjZhVQ2ygBzmTPUA4DUDd+DNS1JIb63mTxp4VbzpJbdj9g02/urkhIWjnbdew+Yx+15QuAP9HQckA2PG3wmgtPhFYeINJ1a7k1u38ZWJfT3t2klGnfYp2kvXcSRubfzGRfL9SOpoATwl4V006ba+F7nWk02bVLGKXXr25iJKWOvKjXiwRNLF9neFLtnSZppwAgJi5oA4eyn8PeFrvV9L8ParBd+F/CwbV7m8uXE82rXXnT2Vzp8c6iLyvLtdNtZxi3u9pui21sigDtNG0vSvEl/ZeO9LWZb/xJa2nhTabuGbTbfTZZI0SSOyaK3cXsZSMtcNIgYbh5absgA9m0eIeDdMla4CxvoniqfThP50SQyw6VbQj7ZdRRGQyxuYi7wl+RuAc9aAOh1rxpB4ssG/4R022p+NbW0S88OW+mttt7zVbZ2WC0k0/Aa4JinnaRftkJcKnI24YA8u8Z6rqsXhm3j1bTbvS9fvL4WuuWM975puLyXT51v00+FU/4lj/aS8UKPJeGAlQWk2kkA3fFeneEJfC58B6DdanY/wBseHIdRvLqTVRdfZLxrcxXKzWkVlaCYRiJPM3Sqx5BbGKAPnOH4TeHbC3vRrHxBe0mkhktNNhNpPHJdiRH/eRuLqTEausSMuAuZEJcbRkAyvCuj6beE6uzz3cPhB20edlnUxXcljCP3bs0beW9ycAHEyLvBy4zkA9r8HX2iazbXGqypBp81tqFxokNtPGtxElhElvIAW8iFHuCZnxOu1ABgRnByAWrv4hXHhO51OC3njMUcF3pGkSSyS/Np0bsLexjKsM3knlxMlynlxjBAtuQQAebav8AF/xi/h25isVt43OpwLLHdC4mvo5CsYIS8a5gzDsKN5aoy5LfMSSAAYfxE+HzrpelDxBPqGqTa5eRazNb25Ni1jfQxyRhkMrXw+zILtw9t8ruShWQbTkA49fhbpjKrG6vwSoJxERyRk8bKAPpRLqNPikHi1K31DxZ4n0O58Q2VvbQTwquior6bP5v2mCGzWZZNOnfAkLFWTbzwADM8K6tr2maxc6hpGj3SnUvD2pafpl/JLpskCWV7PaN580Et15pRZIoJW/dGfYjKqEsQQDD1K8Ok6BN4K8Yadc+KvE/iXU9P1G0vdAlt9P0+dYLiCCBtl3NYPF9me2Cyq0SeZ5bMokDZIAzx/r3gjw98OdI0+w+0/8ACWQarpenapY5uJP7EuZxebbG7kmxY3Mt4SjRTWE11DEIXEssW9dwB5zrvww8WaHf6V4r8bQW+i6Pd213DqNpJPFcXk0bF9Kg8ptMe7jj8yWWJAVkUru3vtAYgAoaF4ev7HxDHeeGZ7ew0ryLuPTXvd9yxjkiRZFYMkshbzg/Mg4BGOBQB7I+k6xp2g6XJ440+SWfQ9N8qXWLOa1jsYbYqqaizW1vMLmT7TFmK322zvG7hiEALAApeFvEXwxltJ9S8EWep3r6bcfY9OszNcLPYxTxpJeQ3L6hJDb3EkjTT3SSCWUJFKkYYSJsUA2l8S6Hq/h7U4XtLyOXwjBGurzu6iJ3vJj5LW6xyMxVGjw4KgnHGRQBwel3N7pvxHvr++hbV01AWb2dlYeTb3N+lto7W0xhe4e2hh+zSjc/2iWEyLGwj3kqCAdv8PtbudN1PUbqSdBY+JRMb7TxEGu7aXTZ7gWMcsu0x5DSSBjazSK/V2wBQBwPxG0jxHr9/wCHLKzENlrem/bpdUsLvymeG1uZra4s3EsJltG+02dtdFRHMzxsB5wjYrkA8g8SXE/hrX01+/uobnTNNZkOl20TC/0pr2zS1SW6lkRILmO6lceWtvcXDRq6+YqYbAB734pn03wX4KsR4djlubc/btTmuEZpE0qXUE01JJrpb8xSTpOvyxx2iXHltExKqGUsAT6fNpemeBI4b+cW2jx3Mx02crPIIb173dO0vlI9xIrxmdFDIyqzK3AXIAPMbfw78QfGetHUdES2l8OR3EcunRyfY47i0gA8iSa4Z2WSVZ5YJJY1BkdEIBRW+WgC34d8DfEDSUiu/B+oaTaS2c8sl5a3cYuJbySUFIPszTxSQxiJGm8zzJIw2RjcQKAKyWlroes2l/4ssrjUvEl7qifZb7TpkgtLXWBcCSKe4t2lgR4LdjGkscccqu0bbVdWBYA9LEen+A4bDTor6EP42vLxNNdY7qaNr6zFvJeLL5sW6MILyHHy7CWIUnBoAybfUfiRqV7p/hc6ppdr4SfV9Uk0xZrKBpYtRWK8uLu4mnihku3huCk/kxtkJ5iAomMAA5rxWNY+D3j3w74p16aCew1KCwhWGxjWS4vjpl3c3U0MHmqiQuyXqMjzPEp3bS42kAA6TV/HWtfFW7vX8XEaf8P47OObWLqeC2ikZLZ44Eij/skz6isn2meAgxxbSivubBoA43XtI1DwbZTW+gXVtq9vrNhLc6bd2iOsWn6bLGyWDXqaoltNK0cYR5fJjmkYcEFsigDm5791ijth4i03wlq+lCPXodG1myvNQuZWhHlDUUuNLstRsfIuTMyxW0t0sieWxkhTKbgDvbH4k+P/AAhoGuWNgiXNnq3hW8ln1KK20tre7XWLJry4uIort47uCOQzNKqGCOSNTsVAQFoA830/xLNJ4fWLTdas207xMraDq1y1lPthmhtoJbmJlktRcJ5S3qsZLZHDbsIzYxQBd1ay8ReEdO8PazLeWd14fvLvTNM0u6touZLyVXkgRknjjuAAkL5aSNUzjJoA9x8KaZpXxSTxTpPgy6jkvtB0u4vfFtvd/aojY3rtJbXuoCSWNY5bVJ0ePyLN5pAYyyQlGUsAatl8LI4bTQNC1HVLCxvxq9vd6K8p1CSHU73yrhLR4DbW0vlJcJ9pCJfC3VfIYzBN0W8A9Pj+Hmu+C/Dmuy6de2Ekl69zezRp5sjTalHYXBSKM3MSpGZMFVyVgBOXZRzQB4X8Moda0rxkPGmqeXP4i03TtRTRdXtxEtjpV5t86yhvbA7FuzbXDyPcFLeeORWCq0gGAAYnjLxx4+sPFs2sNYtcPrWuG61i9jj0hYdUD3KtPLZQSTo9osqF/LVooCpYfKuKAPQNQv8AwBr3he/8Vw2eoWZsPF2i6Jf3F1NOwgt9Q1KzW+sTBDJLvnkhupIUuIkdY5GDLKAoYAHIeKtb0Kw8PzeFbO7+0eFtS1+LV7e1SO4Fyk13EbYQyXU8aTeYFjYHEhh+dSGznABw7Xfh/wCDWr3lpZ2l2ttq+j3U8dgkv2q5t2guVjjimnuZPLLog8pjFK6M/wA+4j5qAOi8D69pPxCuF03xZpGowQajFc3+hakZ7eG1t9JtkEcdlcxadcvdvdvqCX7rKYHTy5Iw8qqowAdd4T+CuqIdZTxPqulxeEY7Gf8AsbT0N79vtrQKdtxcXNrbu0qW1tvWVWleaR5EaON9rEAGDB8ELfXtKOj+E7F9b8PzSrJoniSHUJLWwWWKQSPHLbalLaauWTUlmjJksShA+UmLDEAs6L4G8UeGprrwt4juLJtIt02Q2tvzN9vtd32RftEabyP9JlB3SbCSDIcKKAKkHgDxH4xhvNFv7RIbi01K0ty8k8CRadZWd1Hcahb3BtpHaeYW0EyLJAs+XwUcjkAHtmnfBvw7bW+l2lppd1cXMEN4bW6j1KYQXcYO+4kiSaZHQQqVBFxHGzHPlq/WgDwrS9Q8K6f4n1eW4abV7yTUpn0LUrD7Rb2lrtSdTLdW90LaWVCzI4XyXbajArkhSAdtcvNqPg3xTrNpq9le+Jv7b0yKe6jtriG2QeTYR7Ps89tFFu+x7MMiEZOc780AcX8Qfhlqfizw5ZWuhRRHUdN1CxutW1KacpZ3DFJXV7aB281Bw+VMCfdPHIyAY733ibSdU8NeHdU1fTtR0q6g1KaDQrKzMWo6wqvNNJJaX81vDDbCzuVEky3d1bGRInWES7lVgD2pfg74f8cxXkupaZczy+Ho7GSPRk1Ka2vbB9Yj2bprmKdbO5DLAsuEuptisBw25QAeP6j8K/F+i6l/wh5eyv4b9Bc3NlauElhhjVroBrm5EI3SRwl18qVsCNlbaWUMAcR49fxHpHh9dL0eya0j024jaAXDWc/mi6kV5VRmmkYlTIzEy7QB8qknFAFlvDOkXOgatqniPUIJdY0Kzgn1WWAX0UTXFwOPKihgCHgImFXYG56EmgD0b4caXoXhzwZpvxG0iGay1yyvNQi1RbiaW6L2ElzNpsCw27GS0D+ZLA5YMG2KxJ3cUAYPjTxxYeENSsjpGvWi61qN2XvgbC8nS2kmSC7tzIJ7Tycf6SdwtzJyCDwBQB197pnjPxFpOrWN1eWKyaxFaxaPemKNLe2a2cSXhuUijMzByEWPETkE9AMmgDxLVoL+HxWf+EU8S6Qms6fbwWN7LcWN9JCJbXTobK9CpcWRQg3EUyoVHTBHFAG5YeFdI1bwfrl3p97DYavcma2uJrv7bJFPJbmNozHFHFMkYV5py2VQsHQc7cAAq6HB4vsL5ZPDsltrd54b0qze5S1jgh3RSRw6cRH/AGmLSNjHJcKG3MCQrMueMgHs13qXiH4s6XoXii31vTJ9V8LancaQblrGW1ijl0+2sZxpQt1tVSW5s5J3aW5KNbzCZFjuJfLbaAaVz4nm12CSVdKvdR8K3gFkLiCSxtmGpQkPLuE1zBdhB5bLxHsJZduRk0Aek6Br8msWN8mj3cT2VhpCReL9HeBlvo/DtrCLWWCG6kjFv9olt4WRJbW5aQMyszKckAHgtjY6XbaUbXwdrdnY+JNP1ubX2W+g1C5i/sdFMU0YElpJAbgySwgZP8LEHBoAj8Va34lvLHTG1rxfoen6RrFzFoFrYy6VdPdyasYWtLq486y06cJa3jCea3DSBoo5EDpE6lQAct470h9NfTf+EE1iwexvrJNG1SKeC8kkvNSsstcQW7X1spg+S4jKybo4sOMPkHABT8JeH2l8UaRrnioxi3gs49Hmihd1mn+yW7rHbRfZgUWQY8zzXZFZUZS5ZlBAPq3UrZ/D2nHw94Onj03TPEOlHU7hb9XvGn1K9iNphJZUmlhAt1iyo2Qg5YHdmgD5E8NeCvDniL4s+JtB1aOS18RaXpuo62+qSXFyNOlurWSxhXy4LQySAutydqPbrH8rF8HbkA+g/A3jHxb8MbjXrTwleW0MktrOlzJLZ294lzZWzhMwi8QtGZGRCpYJJg/MByKAOSfWrbTPFVrrmrQzSrfWrBfI2Ky6vqEsjwyMu5V8pZmJdFyuOACKAPRdAuLrVLK/1fRGWWSS91CC7iZVV7eGN83EjiYJGyxsEyIWdz/AG5oA9H+Kfg210/wzpmm6Kn2m88V+DIFOmLNL5+oX+s2z2gvYri6Mdta2yvKJHieeF1RG2RFiFIB81eCdW134ePJ4a8QabPb6ZpP2i2lgjewnljuj5LiTz4p3dowm8kBm6fdzgUAel3lvZeAoLXxXoVlcQ33jGNdbt0edblrrS7lftsevBLiVreC0WdokazYx326QAWhjVyoB2vg74oeI/HUkfgh7eTW9T1SC4nAtIdPsIodPjG2WWSSaS1z5JDuwj3SsrKEVmBAAOx8W+OYNIPhPwlea1bJqvh6aB4ohY3DJozaXNDC1neSLasl5MJpYnEkDXMLLDIDLllDAGz4z+MOoalNqby3I1HxdqVjJaaXqFtZQW+n6haT232SZYreVIVhZcy2u66hgbzYzKuYykhAPELr4k/Ej4e6Y97p2p6dpsOtbY9f024020vbu6v4lkGlvbzGGa3t47ZJr1Z1jnRZTcQkh/LygBwa+J7fQ/EPg7xPdlx4nu7VL6LTFjDT3WvXy+XDJGRnTI4bfUZ0eaOW4jiaKNwgcYVgDqfE3ji1nv7m78aX6aV4p1SeG+1i0ktpJDPMqpbR3UJ0uG4sYYfstvBH5SSq2+J3ZMvkgFb4d/ES18MeP/EetaPqUd3oVxr76j50dnJuu4oYLz7HNCl7DFNGu91cpIkbFchlzxQBD8Tnb47+PIPEsSnWdUv8AThFNZxY0yZTYRtCAdxt7P5YIVlzHKdynBzJuUAFX4K6nrOmeLdT06LXNOvv7Z0+4nE9vZTJFZ/2VIkGy4FxaxSM2bvC+Qkit5MhY8puAMr4yaNfw6/e3tzc2/iPUpLG2RrvSleztxEYY4GJhvksj/o8BZ5Nse5xG3l73KggHhuj+GfFcmr6ZPpWmtcqIL5rdRPZKbtNkQeSLz54wggZSZBP5bNkCNX7AHeeKvE3xDhn0TUr+S2lvrmDVIruKK3sFYWttGkKN2gHl28ssjeWxd1QgBpNikA46+1S31LwxoyaTqduLya4uzqsslvc+Vfwxyym2S1VoD5DQOqNKWWLzAhALZ5ANPwJr2p6jZzaD8O4H1fxVqot7fXrlRbQ2dtdwvM9o7Jqz2q+W8S3QxZpJ80f7wDKEgHGfGjxJINRi0/xZDLcapd2aPeparDCsaRSRtaAtE6xgtEqN+6Lf7eGJFAH3V4Pu/CEb+EPFXiDTtQ0i0t7TRrqW4nuDOHhs7G2hLJDp81y42xQo2CgZgw4LbsAGJr507xSttdW2j3+npYm5TUNWvLmBrSRJ3jNoYba2uZ7oeSEaOX/RlLNKhG5VZlAPDr7wn4m8Pp4gikubK60LXpLX+wLa3XFyksN2t/eSXEs6RtscGR41d8jcFCjGKAHwePfD+oato3hzVLDULXxaJCttfO0RsIbaZFW2aSK1mkD4FtdBsRM53ISOKAMzxT4h0xtbHh3wkJW1Z/LkhMoJhu0NsbiWGI3WBHJHGryM0wjUiNlRmZlVgD7N0fxbq/ivwtqNh49vbe41jw94etJNNmtLVbWCy02S3NvbpOtnGouJEltpw7FZWI2nJ4oA7j4bfD7wFa28A0/TL+zs/NuHhNxqFzMZLpiplVcTSONw3Ou8CMBSMglQQD9L7T9mLWbyx+Fusaz9ivvCupaho81vBa3k8F5plky2rT3F4/7p5l+z7iEt2nmz91N2BQB9KeIPg98PvAsmg69oxfT9Zsp7y50Y3N5qt4sV1CtsjTzRMssEsUqygJG+SCrb1U4yAYP/AAkHhHStI8X6pc216dY1nQtb0631NJHNnf8AiF4Jz5cVrv3QIb1SQZoIYAg27tvUA/En4mfFG11/XILTxNfrH/wjyyTtYrZtHPcK1xNBLFBLaRNFvLWxUGaVFH3g2DmgDwrVrWz+KMlw3h24SPw14ena/vReCeOfS7yzzpt3eTsEM1zB5+oR26w232ht06SiLZG7oAcZ8W9Usrh/DGg2VtcWFtf6RB4WglumSZNX1ti1sWtTG8s9rBPC8TobpbcIHG/Y4YAAyPDWmeHU8QxXXhDTr3SdMvtPPhvUl1O6N3I1wzJJfyIfOuGSGR4IPKZPnXawVQGOQDnL/wAGJp//AAma/EHw1qN9pN/Lqw8I32m6lZwRW91IlyLO9u44r6K7kt1gJleKSFpCo2mIyfLQBteJNA8ReIPg1quoajbLbnR4Le0tI5JLcPLZWNlC8Fyn2WSRDG4kOBMy3HB3xg4oA4PwjZ+Kr7RtE8KyaXI3hrT7C08UW+JtPV7rV9qiTyphcC6UTLNII4pxHAh+9sIFAFe48Qa5qOv2h0+WKCwl1MaPrcU8MLS6bF9q3XPnsA5k+zRyMkj2JnZmRjD5mV3AHtun+HW8MeFtQ8XW2sWM1vJrV1bR6jHDetEolt45PsjWs9skplHk7jKIDHggCTrgA8p1nxH4j8daj4bn8PanY6vd2unQG9EdmLMJp0tzC0mlgXkFuhvpZCvl3CZhUA5nUUAY+r2+oWPjnSrnTtLuNH1yFLf+07O+ns7t7oedIZ/s7Q3FzZx+ba+RHHmWPbIjsducsAd5r3hjw/bat4e13xLq9r4dXWvDupStHeJqd3Jf69PdabJa28A0q2vY7fcouFJkaG1DMu+QABqALOgeMpW0a+8NfbYr3X5Nfs30nSYLbypZ4LOS3UWwuZoorMTFoWiDz3CIWwxk2/NQBwWrS6vpniXUrbxdot1Po+vTSajNodpcafHqVvqGliNbSWW8iulg8u3W9n82OC6dJfNT5XKfKAdxZ/CW28X6Bq/ivwz4L1eSfT7OYS6nNrdilvaNfWsjyrJaTamry+bbySKhjgcIzg/KQCADiPEGg+Hk8DeH/CetQzWXi+G2gu7C1eed45dGi1K/kMwltTLa5M5uVAlkWb5fu7NhIB3/AIO+O2nWEV7LqOl6pDPb6XLolvJtsWQG6UP9rZY7ht1vC1srSAqZ2BAjif5sAHYaRqmo+NvAk0Gg3ENzcxXiRX3ih4RDpFpcLcC4W0ksZlj1B5ZbVokSSCwkhWRwXkXDEAHnXi3x3eeMI9L8PWEUsCeH0ujd6vcx2wsdSkj8lUurKKN3vY4bcpL5kdxbQSPuXbG2OADG022vfGa2VtqOqWOs6ZaJd3tv4osoJ7HS7K40wyarALizkgttWm8u/tIkYJp8iORtJaEsaAOx1ywtda8K6be3WrWkk+lSMl7qyw3sdlfyajK8VubS1W2W4jEfk7JBLbxcqWUEHJANr4eT65oWlahoE2h3jaXpgtYPE/iGO4006dc3dlHLJY6haW7Xa6rHavdRxkQpZJKVYCWELuwAYVpp9p4s8eat4l1m7huY7i3gN9NCtzbC68uzis7ZYIo40MRiaJPMyibwhOW3cgGB4m+HvxO0vQdJ0fQNR0h/DQhvIxI0UbGezMySxbHuYlu1ZWkZWZ1Rs+oxQAuj6p40+C3g+bxXJpryyCYz3esWx0ye1h3XQ0uFGsrm4WZmKTiL91bMu4+YxGN1AHpnhWbUptTl1uxQPJ4rsRfXMpEWLNo7dZgJ43IGbh5n8oWqyqu0iTYNuQD5k1n4aanrmlzajq13ZXutRtOmk/Zmnt02+fGJldBFHCx2Y5l9ODmgDndZtrDUtYSKz1yx0awtdP02xS61C31C4jj1HTtMtbHVo2W1tLq4cNqFvdJEfKMYBUqwQA0AdZpXhv4rQ6PqWlWkmnXFnfeUftaJZLFcx7w+yMTeXcxtAiiRy8aBxIgUswcKAS+K/A+tamlsdW1LTru1nuNsH2dJ4GuZo4HzGmII2jMaK7sZQisEIUsSoIB9I+HPCngHRvBdhY6nOx1Hw5ppudDSKXUysWoSvJcyeYVj2TrudPlnJjHIHFAHFeJfiJ/ber3Gl29rc3mjz2UCxyRpbQ+XdIVZ2kaWSO4KAKyYVTlmUgEAkAHQ/EHS9X07w14E1nS7M32k6ndxwW1rDLbrdW01vbRpdtO93LCrK1ykwQRu+BjAC4NAHhPhvT734zaver4g02fVrewa30+S4tZ7bTEtIWe5PlyLHPbyysDEoLxpIeDg80Ae3azo8vjTw5oXw70qSM+MdBvZNL8NLLvS1trHQreezghuJCvlXEkOg28sTSzFjLOBKWaQhqAOP02wuU+IHhKS4iPlaFe6fBHYq6faJNctLl0v545Q3km3nVLdIUllVVKOSqbssAeiaz4e/trVpYodPnklufFV/qGtaX9pijupNMlhuuYZzMttG5vHtHHl3AcIrLjBYUAcVpnwjub7TdaGo+G7270o+IL9IDBqtrA+GgT/AIluftscv2pbcqfPYeRlxicsDgA5jV5dJ8PeMrbxDpXh/VNL/wCEW0qDUr3Uby8tbuC0sbN5Lecm2W7nkndXnhUCOGRiCSM4NADdbvLnXLHRdY0rSrvUdQvfEDa7JdRzWdvDNYXs0t5byJDdXEAjLCSIlCiuCSGAANAHv/hDxhcfF/w9PpU2o2+o3mhav9otkitGsR9r8PxW80WkBhDCr3ZklKCeRvsblh5lyEG4AHC3+h2UfirVvEU2n3NhrlnaSaO009ys0Sz6e6OkfkQTTQnE0StvwQyqyknNAHnngTSNK1F/E+tfE6GWbVNZ1G60Hwdq9jM9vZJrMzfbYbO7s7JhIxjluUuXlmtzbmJxGJWZTGADqfFcngrw2mg6T4waedEt7C2vprJrtY7jTJGvWGnQ+WElju2lUyC4KooUFTMMgUAS+CrTUdVtte0/wzcW8Gk6xfNpuhyXSF/7O0i/ieCwa/Lo1xK1vFJC9w0azTMEfaHc4IBj+K9Ph+Etxp/hjVfEWm32qWYttb1nW9PtNRbS4rdZ5lnt1gubKG7M4toY2BhtWj+cYffu2gHsPwY+H/i/x7qF5rngW4sL7StSghu9QuZP3HmWl5LG6pHFepDNHJND5hQog2bcMVYigDC+NsfiPTEn0bxDYvp0dpdR2dnbu9lM9xo1rqbW/nJLZzTgfu43H750uDt3FASDQA/QPGumy/DrTGtPB+v32maNqUfhebUob7Sordr2BTNJGkNxqUV4VCXKnzGgAOeCSKAJfGjGTS5Lmxid30+1Nta2ZZBOlu7qrozyMIHaGEsXZpCTsOwuxAoA8j8Ga54q1/xLF4JvLu1tEGnXeo6NYzW0RlfSLZWkadrq2jkB/wBMN6oSaUTEKMp5ewkAzYpNL1fQdahtoZ9SuL28ie2jgc2+3faX0QuHNw0CeWksqBk3byGBCEA0Adz4Q1XxF4E+Cd94N1Bov7Uvftt9pMMUUEiQaYbiYXYnmPyPIZkuZEO52CMiryMAAwfh94b8beJdQt7jQ7JNQnms5ILy3WWxgfZeyxx7gbqaGIAeWwOx9w3KQOpAB6B4w+CU/wAN59T0DxRPaeGNKd9LvtVsbue61K5FopgmYpc6Wl+Q1wnEQilJUuN+za2AC/oPhP4dxGy1bRdL1K60hobhNO1Fb+4WO8ilPlzNHDdTR3SbJUdG+0QxNkEoCuDQB5brHw50K78VRXllp1zaReHrq8j0nS7m+kkvNVWQN5BtZkme2j+zuqPL/aFxbF14XccigDMvfgteeNNRn1DWHtbfUpNiTeHJJ501G4EUSCO5iurJZNMjijiCOyNepIwVgELELQBk6PY6xD4p8Fjxzc209nYXtytlb2SeVNbxQx4kWaSBFErfu7Yg7n+63PzEEA+sPh98VtK1COy0/VLxoLKOS7/sHUWtG+zxRMJZ9QWeO2jku5Ga8DxxmSFipYbf3QyAD52+IXimXx9rHi/w14TzZmDU7C5hu9RjjNvLBaqWuCu0yTgzOHaISRKVVgGC44AMjwzf+L18OeKpNFtPM0W/hhUO32DdGdOimOol/PlWbBUny9gbpxzjIBz/AIh8R2lz8I/Dh0HSNQbW/t12X1GSa0+xCIahOGH2ea5DEtGPKG2EkSfMcLzQB6J8GNQ8G6iY729km+1S3gs7HH2pBPdxQMt3EBGmxdhni+aXYh3fIxw2AD1bXdai8D+GW8PWT/Y7LR5hezQyobp4V1CYHeZmWR5BJNcrhVZtgbGAAcAHGWGgWF3fap4mutQt4tUSG01HWrUreeasCxKbXYIoWtN0lqkbgRSH748za+4AA2fFfxVTxJ4wi1Dwnb3Wk2H2W0t5Y9VjtZ5VnggkUy5je4zG/O0KxIz8yjFAGZZpqfhC7j1PVbu3Tddf2tZxxxGRxPcTHVPNbahj2yiYSLGzYUMEIXBAAOnvLjxB4+8eaHr16ixX8qWmnRaTKtvFeXMFp58kEkclszWEazfaH2GW5SQbG81V+TIB1U+n2nhvQvEuham/9q6pJdz3+jaZp5khmttQ1DWo767trm4uBb2sj2lhJdxSk3D27TJm3eT92WAOf8SeJNI1Cx0COTw3rNlcpcyWZknu7F0tPLgtR9slW3vpfMgZ2YCOMSTfu2zEAVLAB498A2mq6ZpsPlf2dDeapFAdduriWSwjK2d3L5T21sZ77dmMDetoy5xzjJoA8HsbTxlLqtrYobeXSdE1tIbsKlsr3Wj2sywNc2zsVlVZoIyYhJ5dypIMkatQB9LeNPGuvXsWn+GbNPsustPY3T6VcRWkkr6OsVwhuVuUaS0Ad/LCr9oFwMEmMA0Acd4o8K+LPFvhyG/uIYbS4Uz2F1qtw9v9knsbC2ms1sYra1aSaO5too1WSdoEWQxOyyuWBYA8p8S+EfA/hi80KK7E15qepW1vF4Ss7S4vVceJYx+/nuHmEVsbW4V7NIo55diNHIWVAxLAEEXgLxPb7fEMd/p2m6Td3f2dtLulefUG1knzLhRNBFPAqTGNli/fiJDjcVXmgD1DQND0XVVvtL8KaXe6rb2cJ1Xxe8d2sC2WqP8A6NqNmDqE9vI8saxsc2QltMEGKVjxQA3Rfs3gfXLi4stQhsvE3mTX3hvSZori6n0+0nESWuoX0phl024hRormOSH7TLcEyRnySq7gAeyHSPDekwDxZ8UdE1KPS9U0lvEwurS+Rft3iUqL6TWYYdPunlg042pumWxljiOXQfZgy4AB86aNq3jbxV41gPhue0v4dSiudPhtRb20E1xoN1LIxhWS7WFI52tpEHnPIkisfvbgaANeW0+IF1rfiHTNfutP8NW+jaVq+hafb6hDBdyXllOYxNHFLpCX2GXyI0Mt08T5YFCRuIAPNvBPhbX9E8O6xof9oWF3/at2bfT4oI5FKvdW0VlZxyyTwxncr7N7bipHJY80Aew+EYdastB/4RPVtb0y3v8ATnuMaT9knec+WieXMLuC1e2KM0hUI1wGzyyhcGgDEl8J3I0e9n8Za/pcElpDNqWl6Wlvfi6hngtZGVZZrK0ktZGjYeQwedo2k+YEplqAPDfFPiHSdfufDHhzVdMv9UVdBjvE+xyw2ikW2qalIjb2ngf5HLFlP3gcYOAKAPYdX8d6l4hvLd9XsLnUdCjLa9apaixtZkFk0QjunczQyMkcEsgaFiWdmU7CVoA3V+PfgSRQ6waptcBx+6XowyP+WnoaAPTtK8VeHbnS/Dt3ZaXba9rVppL2L/YJIRqVvbm+vZpYWmjj85Y0SYSyR7sFZASMGgDz3xh4z8PTWGp2fhfTGgutBupII9Wsr95Yrmyjt7lntYIeUjW5mjhkRiWZfKABwxFAGT8ONb0Lxl4LkfV72z0zxVHBqcunvqU6yahZNaefPBp6IDExm1B1BtmxlWuY2AOAKAMO3+Gt7Ld3niHxrrlvqPh6R1uLCzu7RrRLG4ILxyS3kU0bXUyCJzG8+9kG8oRlsgHP61rcOvTalf6NfS+J9N0q40qBI7W+mvrZ7a6Nu2pugaSaNEtY2nnuG2M0fktIrRsoZQCPW/FWnaLa6RPbaXI+kh7iJ4YbnYspk2CFluSrSKIZPMYqH+cnBztGADvvFtxDceH5NO0fx7p3ii21Kz+z3vhvTmjnvLCWV4UgsLiYSS3ImiZzMdrI8i27q2RnAAzwJ4b1rwb4VtNB/sS5s1Ek9xeeKJNPVbW0me5laK1uhcRSMZp4jFFEXmztdNoxgUAejn4V+ErSw1CVNDOsXmu2/mxw2t9qsT3k0CtI7eUl+UnKl/N27NqhDgYNAHyjrOjQINU1Cx8SRT69L9j/ALLt7ee4N5FHGscN0IEFyVYPF5kkmI+F3E8jNAHYfCDxymj2V3pWoQm5ljjhEjXDw+ZpzLeXksvmmaF5M3glyMyDAUdRgAA9yv8AVPBV546i8deFpLG80a306WN9NtL2S+GoXNtpV7byhbqSSZN1vJOJWQowTYVwODQB5anwutfiFNF48nvrSTQ9Y3jVfDjwylohZr/Z1i9xdW9xCqD7ZbLcxbIo95IRt3JIB6p8VPgV4atfAmkXdjr1hrMlidVn1N7GbUtlrakaP9kgvI11N4to23CxNIhBIcgZFAHnHhrQ/h9fa34Q0SO4sbGB9R1R9Yhu9UvrmBbMaRqU1sbiCe9ZYka8Fs0cg2M0mxckMQQD3fXPFfh74WeHJ/DKNp2p6hrtpdaVpGpWbWtp/wAIDNzcQazqMbxzNfwSpexyRxXEgXbETuw3AB4N4Wvbq48W2Fm/ie3u9N1aUJa+WkUUM0ltbXDXQjaLa0hWXyy4DjYcDocUAL42t/DDpBDrXhG4l1rQdTvb/Ud1/e2099YrI8li4jhkiW3S6sfIkglAO+ORJCWLbiAc34b8aWnj+fxhqg8LXWoadoOl6JBps63Pmw+Ebgy6mLy/eSCKMK2opHaxMX+Y/YRljzgA7vwDe6T4y1hPBeravYxaSYppW0uWRIbmzkhBnF6b21a21JFupEBXbdqGE2xt0ZZSAYXjtLi4ltvCa6Nc3OmXFxcWceqXAN7BbxyOtsWiluVmuI9kMMcpaK5jfY6ncD8xAOp8U2nhnSvEWg/D3wp4i0TxH4V1a7t1vtD0YRS/aWm029vbkPdmSfUdiXVrbu6LdqiuqBVVcggC+NrO5Xw79ktrIzXlh9qg07TIoEN3c20FmI7XTLchDIzM6CGMtvYyN/E2aAOS1/wZputazZaSJLLTtX1fTLOyuPF80Rltns5Q8knhb7KZFjW881BIZ4ilwPKYBgCwoA534u+FIdJ0LStO0hmv9T0WC1iuL2wNztuY7LSnjRGtxNJH5YkjRTHIHRiAJA2TkA5X4Z6DHPbPfNpLT5uo1jufLc21vqAjje4/cf8AHv56iSMygRj5dit8qqAAes+HvHMFlq914Y8R+GWj0CyuppbXU9TFs2mX2q+fEgtrFJ7VvIupY3mMIil/dor+Wo5wAfOPjbw94u0rxZqOreHbnVfDtleT3t3PLp/2q2ht7F9SubiOO/e3ljW7htomBf7SHRwpZhycgHqfwun1xjbS+JvFMslvcNOF1S/YpCdJbyvKuLeRnH2eLzFkWK4gaOVTvVJFDMCAdr458XeN4rE6fd22u+MtGmM+leGotNkNmkFrJBLDZamlzaRCe/hMGxEeeWWSUSK5lLHcQD1r9nsR+EPCxm+JHk+ILeDxR/aX9m3qR6dcxWos9P8AJt5LgDznjt5I5RJ5jNHK+4SIxBoAyfifqnhJvFcXiy1srK30LUtTn0u2hFwslppserXMVzDZtIf3Ly+TaSMknlrMEik8uRFLggHL+MND8Njw34h12HX9KNhoyXRt9Ht3aNJb+ANNpt63lTrFNPaTeQ6tcQzO5iUOzA4oA8p8JaFd+OdX09E8L6lNpDeD5NUn1jFzNp93rNtNIDNEYtixTNG8YWKN1jTyyRHliaAOtn8KN4k8Padc6WEXU7CwiTUnltzqNxdXP2TfJYHz2cwTTzLkgYO/qpoA8Ot4/FPhzxLcXVra6jZarbE2q6CIMXc9vNFEz6hBDIjxw2yhtjJHCF3xOwIZ2NAH11qXiXw74iTRtEv9Kn8J3unRCfVdZv8AVrkQa5NA0UUwFtHJbxwrJ5rO0QJiCggoeMAHjXxB8WahH450Tw94E8ZRx6ONT0KwXw7ojxMdWN/e273M1s0eZ0C/aXjkCOTujYhlzwAeuafHpVs2r6faW02h/EC4iLz69qN9d6hKsVvHIL6z/sq/mmtUmvHnsmEyRJLB9nAQjzGoAk+GXim78N6BfWWpW81xrsuqaK8viGcxr9mWCW3XU4Z4JopFc6hGs8LMxzGZyRyooA6zxN4nsrLUr/xLpV15V7fyLGkUN2zYjaFIZTDAxa1jVQgaQQ28e7OW5JJAPINN8JajJ4W1/wAQfYZPE7aXHbTTadYWfk3XiNLhyszWU8A3WoWIvM7RLxGjYwBmgD1L4XeEPCeueBru7mlsvBOpatqf2jQ/DOsXNzcajpWnWpS2vFlWe6jbUBd3NvdXqXFxE7wR3CwxuEhQAAoarrVk1p/wjsusWmhwwOWt7mdolW4W03o1sCNk0jzmYFGklkKdBnNAHlHhvwxrF38UdI1KO6K6HHDcpa6TNafamjP9l3CXBiu5t0irJc5ndVbbn5T3wAegar41u/D0Sanqd7ILGW4uLYwrJFYkvBK0MXnTxIrTeUU+RZd2zlVxzkAzNL+Kmh621/8Aarq21cWVvJDJqsd7AhhW+tLhFRpYY0lHl4xzJnGQpUE5AOKvpNNt/Bct5pVsuoxWkkG29SZrxUE995RLPctcbwzM0S+YW2nAXbgAAFz4X+DdCu5buXxH4y0Z7rU5LGXTrO9VlO8NcPNC0P2lYrz5fKXbNG6pxhVzQB634g8T2PhTxbHpPh+xtb2bWEjs7e3so7OW3tDHZNqUs72E9vcW0okW2eL/AFQZZJBLu3LigD5q8a+CbzV7rxR4i8RqNM+xRvqPhO0v7Q28niq/ES/aNN0SSIwJLcRtHGjKEnSPzI1WIDAoAx9D8c3ugaK1xfWOpp9vlk+yeGbi6db+9Fo6xzG0mmR5VBMqzN5IX5Y9p3AjAAqXSeFNftPH2o6PJr1j4ljljXSYmFs9gy2Qwk9zteOWSFh5MjeUjvIjM5LMxoA4Cz8Va/fy39rb6g97DfSbItMtYbaN7nLyN9ki8iBW86JSod0w78bicDAB6Ppujz38cFjolzLeeIb62ii1x9Pec3OiWcKLcJa6pbQy7QbW4ig013ZY3a6Ks5LkqQD2/wAFaTrEGjG4tfMiuPDWpz6pql5DaqkAtDb2scf2m2VRbhkltrh5LiaOR5Q4SQsI1wAZGuakNF1GGWzuY7/TYWSXULazEcVv9nkilDSOoVo4v9JaDdMqqxYqu7DEEA82+H99eaR42+Jej6ql/raaxo8R0a0gnnsiz65/p1raQ+SQ9yyQ3sVqq7isjLvVV3AUAdzE9xoNxcTahpU1nqCae/mWE8aw3Umns6YB3R5ETOuPM2kkoeTzQBZ8J+L4Ne03UdOn8IzT3Wg3Gr60upT+TPHBbR3cxtnSBrbbF9ljdMT8llQk/eNADtD04W1vP438WX9tPvung07w1dRR2lzcRWSpf/a7VkKQkXy3wt0kW38zNsSzsu1UANO01rwDeXD6zqumWuk2OjTyayZLzUpI4PMf/QRalkkjjEgF6Wy6sv7sjZuIZQDT1E+LPGniLwtPoGvm20bT57CeYQ2dvdQXWhtdK0VgJ1jQoptyCtxuMhRgxbvQB0viWLQtTGuWum3Gl2mswWUnh68trZIBq9zfxvFPNqDXMPl3mySOSKNrcyEfIGJPGADnNT8PTJolnKbaS4On6PtnaPzEkieC23Pe3EiPveNNh3rMXUnlsmgDkdOn0/yLe4mkt9TtbaeG5utMyrTTxxKryTLO26SFAP7hAQgkAEnIA/Tteex8VXqw2lwbK407+0NPtIJjFFaW1zLDJbxMqKFuDCvyvLKGM+d0meaAO4fxD460Lwz4h17W/Gv9o3ltbXuo6Bpk9hYxXdjYratNZw2jyQNmKxk5BEZQmM/LjIoA89trvXPEHhmDXfEunXutW2u514+IDEtrbQXMivHFpcslrFAklxCIHlbBVHWQBojtzQA4fGjVb6PwNp8ujXdxZ295omgmZxZPBJZOYYns4ybDMUUsa7gisCFHByM0Adh4g0zxBP8AETU7Dw4t14cttU8M3up299aW+1NI0tImt7q0aWERy4aS3lnadJYyglAHK5oA6ix1bRbLwtLa+NII/GWq6Rd2OnaRd+cbK9gT7LeNPevLDi4vE8+K2aU3klwxcJukyTkA39M8awW2labeaX4dku57HStWgvtQQwXIe9mnvXt1/fW8ywSC3lgjRExnAkA3NkgHod1Fofi3wZ4em1GKwt9ZvLZ7gQ3SxNcwyZZJIpIUEStKxMOCYwy4AUDc1AHz/wDErSrzRbzwRYLqNrawC305dYZ7G3Z7SSDULVJ4Zp5Uee2kCq8bGKWIo3zZBGQAeMfEmGfUPEt3P4ftZ/E1lp6w2fl6aXucsi/aJCZ/3r/ulnVnVmY4IzwRQB7t4Zi03VfBEnxCi8IPo+kaNoq3epxSZaPXpdRtJIbO+iuQiRWqWVw6TlUjKSjCEAGgDxjwl4i0K8vrKe90a61HWbiG6e0u7TVLqwbVLWPzY5J7WCyeCHyrbZJbSsiYLwSbjuzQB6B4ctrJvHDSeHLVvAV5YWd+G1C7llvo9TSV7KRrGGG6doVkneMAMFZyxyOrZAOM+LeueLtS+IOkfaYL/wAPXE02jJd6feW8O+4UXNqqRNGII0X7ZCBAgCDd5oJ3EnIB29nrF/Y6pr4fwZqc8lg1lFbywjyEsxdK3mhUSAIonAUYx1Q4wSaAOZ+IGlatPaabaS2N3pMNpaaudQuriF2WZb4RG2BchXgEZQxAiRfNMoHbBAOX8B/DS+8E+HdK+Icl0tzY6n9ss4rWWzkeOBkuZ7RmD3klxbEs6E/JArZON2RmgCL4Sx67DqXiTWLywubLTDPbTyaiLaO0g8MRN9uRJr6eCKLes7sgjMjADBUH5iCAN8U+G5da13SLPxjqdpdrLbXA0pLyzitpdYgTfJcvaTQeTNMllcJ5cpMkmwxlMqny0AGi+LrzVLWz0S40rUtG1HQHlt/+Eivbl5LGRPPlhs5xp7ItsILW1ihUxuJEkUKz5JLEA5Hwz438X/C3xTaS2c2qajol1L9puLVvLuLaZ4reeJgW1OG/UDfcI+0AICo+XIUgA7P4mX/irU9IsvHen63Nr+ieLroonhDS4IluNDuLFVjuZHvbZAfmvIJd6QxW6qxaJgVBUgDfFsJ8P+OtE1GPxDp2p6pZ6PpN0rW1napLAblLqOG3kj2yRvJCzOC0kbFzuBGcUAem+BdJ19NS8O3lxp5j8SaNd6jd6r4wuNLtTDqVhc2V5ZWth9jktzaQNbfaYE80IWfycfebIALtvqVn4Ns/ETatrcGs6h4juLy3028W5NqNEnRjJ5s0JeSO6hDXChbVlEKFG2oN5FAH3/8Asu/Enw94VsNG8J3WjQy6rHqOqX7T3tzbXMl9BdLuSyjhv4bl1Yf69XD4CRMqAKcEA+9bT4vaYLvxHHruuJZ2Flo8Vx4f0m51ZLddHvjbI5lgWMxBt2fMWIqY1VgFQKAKAPmr42/HW+8WeE5NY07VL9dQ0y1v7eAQasGkuCj2Yi8iOFIo1YDe2fKZmDDcx2jAB4RpPxbubLwaL3xB4jmtLq8sLyKysNQ1IJPa6k0MjQ3uJOJHlYeaqlPmD85HUA+GvEnj2+8e64+laZod14XjubVNO8Q6pdCC+jvLSW5ulOpu5tY5bSCRzPKGglib5jiX5RgA2tW0O38EeEPDmnaJ4htk1TXddEWsNaGQST6Jd2F/f/bLqKSabNnPeWVkRINhabyvnxkMAeR6/wCP/Fx8QeH7DTvFVn4YFveW9p/auoaTouowERXQhS7jS+sZRC0QUTmRGEpUBWk70AY3gXS9YuvFzTQ3F0NcvEu7PTGVZSDfPKkkepRWG4WkvmKsxVfIJIfgkKBQB6f4l8UaTa3Wk6Q8sfiTVJ76LwfrVhBdfv8ATfE9xILefVbu2/eCFoZFlhksVWJdzlQVxQBhfEKebQb+1u4L+TV9CsLGC21i2s5ZEsNyTTpd290oaSBJEjVPMLJvRCoyAKAOgi1hdQ8H6CNHu4fDcs99bX0Ny6Qzm60uWOTy9KiLIDtm3IY5Af8All8o5oA+a9c0+ztfFM2r6TY3Oo6bY6nPe+I47G7vBCJoL+We+hupBMywSNECHIACKcgYwKAPrHwV8R9R8R+C7bwl4b1iz0jwq1zLqp0Oay0nVSmoogilge9ubOS/aeSN0UK1zsUEERgnNAHGa740X4fnTZdP8FXFpfXWqQWmopCtsk0elJl7kypNaSiKGOWNQ0iKjowADgcUAcH4m8VXmr+PtH1y40G907w7qkNqkesTlBp8di9xPBIDdLDGHBlimHmhxICpQONvABzWq+Ib3w/r99f3k0njjQdQe50vQ9Ig2bdHt7uVGikhuJEuGYIkQRXTZJlgyyA9QDNsrrV/Dfj3QbV9R/su01HTLu9g+0wQk6XJIs6WtxNNOjzSnTmWN3LSASmI7+WY0AaGvg+Lx4g0o+J4b/VodUsbltViYl7yOOO6W4eBIJI2iibfEJVjYRsVTerYGAD0T4dap45I/sjSBrU2h2Gk6hpeoabaKxi1e9j0W7g0+4MgQyB1nWGWNGd2kKqrM27kA9Z+HuleHoPC1+PiH4Rk1DXjrTtHHqk9xZ6hY2RtbQRWo+eOVIRKJrgIu2NjO2VyWJAPKfEmj3GvXd1Y+CNHOl2uma3FrmrwW9rHqB1jTdN85ZdjyRtJbW5jnaJmjfyszKzKxVSACvN4q128m1e38LaDqXh/Q9Wura7ttOtwjwxta2tvDMwdbdWkLz28jkggKTtwcUAcVovi2016G50O8jTw9b20sLWWqXjxCK+2NOk0UEiRQyyb5JBvDTSAkYYHAwAfTXhjwO//AAgg8nxTpfh+GS98251Oawia3nhg1FTPpw3OojfVIUfSkZCpWS7V8MwAIB4X4w0vVfFHie98IaJri6TpWmXCTQRRwrLBcoILeYIgjaORjHK0hBklkwznGBQB7l49u4tJ0bw9oVvp8tjq+paaUuNsrpLaXlrJatsvrc/8fMzHcgE24gk5yCcgHzX4z1zx5preZNdXiQ6RIjWoh0+0tArX0axS72htU88HzGwtz5yo3zRhGwwAOp0bxtqK6zpR1TXm1eyluItum74oV0+Lavmwy7UG4S8HkDHlnHWgD1nVrvR7zUPFupo1tc+GLOTRI7PTHmFzYW5lsoBcjMpeGQy3zfaMSI5WXAXaQCADxOw13UtX8c3z6F4vh8K6PZJII7eRYLm2gSS2ijEIZwqgSzRSumc7d+xQAtAHuul+OvBml+HPEthqGsaFqU3iAWK2UQmtIZrY2DnzzAdhlBnLq7+Q0R+TD76APmT4k+L/ABW3hTR7fT4VW3tda1Z9NvING0cCe3mubjagmXTvNufLhIUvPLMSVL53HdQByV3441KWHTYLRdR037Q8kT3P2h2jvZAsHmRRpsARoQTvCY4uFHQCgD6k8Fz3dv4Q0vWbHw/d6nfaPfX9xbeFQgu9T1xrmWeweC0e4inZXtYrl9TcmOT/AEa0kVQB8wALOvf2lo+r+HdMhvlkl1bUAmoeGRBA18gukguv7NmaRZJo5QblogUMZyMKFUKqgGDpOreHNE15RreixXdm6GOPRXn+yzy3L/vFZJgPOzsSR9oONoY4wKAPQPD+kap4y0HxdqK6t5mlaZpOr3+n6EYvNOkW8Et2kUUUiMmyRYYli+0BRIxG9iXJYgHjWj2l/B4l0aLSro6ZpWuXC2muT20IS2ijslZo5LuRNpX5rlxvjeOQnO924wAdzqfj/QPB/iWaJbyznk8J28F7L4iguoYY9RfUIFsX06MsrtHc2b3uLiR5JHkMEgcBnJABwNrqXjfW/E1rqen+JRqlpPcxNa21lpens7SSXEk/2VJ4bcM1x5UsQLjLt8rE80AekeHNPlPjWN/Gmrf2PYTGVb1NTllsRdyMjOtgJYpbd4p96+fmNlYrbuPuk0AetXc2op4ms7SN5LvQbjSba1061twkdvOxv5UhljkjAaeeazMKCZ3e4ePazStwaAPk74g6T4vj1C40fRtI1XRNSuVUxW81qb6a7jklmzH5N0khmiuCisI33x5iyEyM0AdPpx1A+F9K03UYntZtFjWa/V4UtpHvreJlvlKxJE8G6YSnyN3kwfcjjVUAAB1Hhm68O2Wm6nrXh3TPsl9Z2t9cJc2V7OBeXqQRSPpyxq5t2vrwlVV2jeTJXgjAoAjub7VL+1guNR0u+Emr+XPb3smUWyvL1T5ME3loi3E9mSTLv/1pU71oAyvGfw1k0jQfD+meIbzz7rWfERubbxDtutPttJnubG3gN69vBcxo5t5M3bMCnyDYCoAoA29V8BLY6FYOpj+I93p/hm3tbTxRp8Esltp0cdzMyWE0TSXEU91Yl3eS4uPMuWW8RWk2qooA1dMttc0LQzJpOl3n9o6lpggga1twHt9Qltc25ETRunnRzBCiqinICjjigDyTXdQ1jUbBbHxnpd1J4r0eWK1vL/UoYormW1jdrwedarDGpj2XQU+asmQvzErgAA6/S/Hvje3ttD0jw3rd5p+n2Ol+bPJpMNrawWzWjwRwadcta28bvLLHJLJEZpGwsMmVJ5ABY8KareeO/EeoaNqfiSK9ub2x8QRxapfiO8j0a9+xXUkJljf77WlyRP5ZZVLA5HJoA2tR0fT/AAxpQ0K8tj4p1JGH2ifTprjT4tReZXU6ymn28vkoBhUMqx7ztA8wAUAeY/C5lt9Y1bTfEHiFNY0iDUbyzfSriaRGsylrcw2ltLcNKbgva3Pku26TdKYtsm4McgHsGoazoPgvT5dUsbjSxcRzpBbvEtr9rt7acBXtFuZUmm8tnDuU3bW83GPUA5i28Z2dtpUmo6nplvqzeII1Sw0q1hsrG48KNdwy4e6e0tYzc/ZWKlg6pkrxtoA43S/D2p6tf2AvZrjVLfStUsIU10ectgmltcRXl9prRxyLEwu/OuImkl3shmJBAUKACx4a0vxjffEvxlZeG7PWotI0m4DW8GnLP5U9sNrrcQSQlXSC1KSb/nZSZgW6CgD0m/0jxB4z8Tv4jvZNSuofDRtLf7TfPdX1vfJdQLK24SSG2kW3LeUVuY58MuE24AABhfEnXvF1laaRZ6XHdWentcXOLy0sbWO0jEaQuigR2oVRJI7hQGALB85oA6rWNfjvfh/b3bRx6Hqmn6TarqPiq4EDJql5LLbg6hGnlIluJ2BhCJ8u64XHQUAM+H/jDTtSsodI+121zrUDzi71LzoWlZsvcorIF3Ji1eKLAcAqAx+8RQB5Jf2K6j8UTb2XiGzsNJ8LazJ9gEiJcQ30NxBvlSCR33MN8ZRjM83zSAAjGKAPSdS8VW8ngnV9M0vwLc+H7lZbU2njI+VJZ6eGvIZp0ELWwQ+eoeyb5x+8mDfe4oAoW/gfTfG9s8fg7xbo/h7xJrEVpczJFbi/vlXTY9l+skYmUn7W4aYlVURiULggUAcBqtjH4HvPCmneKraew1TzdWlMt1NPpscltM0SGWXTxIlvNGkbMWMsbgqx6daAPR9Mh8OOtpd2smlXum3fnLpupwxwNpivFv8AtXlQ4NtIxZZIG+TKSBmGHoA57wnFot58QbgadbWvgDRlh0tLDR74iddR1Jv7VXVNQs5ZdjK06fZDIiEiILGV2kigD1K28H3V1PD4dtreTULDVWeLR9eaKS8s7u9gje/u7aJp3lkupIIbe5R4nndYvLZ1VfLAAB4Xqd/qPh3xj4k0Ua1HbWGrTW2lW948MBtdOMMMaXM0vnLIZo45XcNG0gEe0oCAAAAet+H9A8CeF7rUdUS1sfEOm34sm0e8t7y5W2gns4podUSOSS4nWd2luITKrZERCgAbhQB5Bqnjqy+238VzGda0bTr69uTpKXKB1tftEjy2v2oI1woMW63QlyIgAECBVAAOv8Ef6HOgudQOvXVlcJqVlBbTSQ3VzDfg+VpdtJHIZBLZLDzIC24PkKvOQD07TPDepf8ACZ6r4ouxc6To+n6NY6nL4b1FZp5tSOpLa2iwxXc7sySpNeLqBcKxeKB48BWyADj/AIl2EPirS9Q1TTdVt/CI8O2FzcuswM+W+ZhdEq8SKp8sJ+8V1yh96AMzwfqWuahc23i7xF4b1zSrTL2M1pqs9wbe8jgXZEkMbBLSGWVsTpPFbrOY4nQyMrtkA81n0TX/ABTqXiSJr26vRp9xqOtWRs45bcWGmSXEyW+nSfYWt/P8jZ/r7gyb+4zzQB13gHTfHx1jTdbubnUNX0eG5NnFdNZK8b3yKClgLx0dzKkZZhAzsuMtszzQB5r4jn8ZWXxH8S6Je6lrGr6ZqFy02nw28lxa2ejXusXKytCYoWCSy6b9oe1uI8hZHjclFzgAHrWkfDjXdOn8IQfEe7ex1HTfEsmu6T4j12ze1ih0u6g0+G3ijhaREeO0e0lnaWQuri4wR8uSAdP8UfEUehaAYfD9q2oGTVGguNSsWSWC+jlt7r7RrUEciTxwQXDKkqGDZsBAjdRnIB4HpHja2ntbSxsoLvwn9o1ZLG7vZL+ULqDPDDG+ryH908ls+TIYmdkOGyckmgD0zxdrP9k+BtLs7eyk1bWLzX7O3j8X25Um80WeG6I0+Eskr+UZYt4eOUMCCARzkA1LG5sNbHhy01WW5ubEWVhp1zpl3qF7JHLeTNBHJbhTPiJ5ITLAYIwBhjhRigDW0/wengPxBBd314kPhyO6a7udMHnWbQWbyMu86j5xuYYLeKMIxSVFwhOASSQC9q3ivS7fXCmkWvnWutW15PpqrdfbGu4zPBFCYJ7kTyzbzOFDBzvZ1LZOCACGTwXP4A8Naq2r+HNS0HX9WuU8WWOtak16gs9LURzXVrHa3cskDLcCKeFLiNFWJ33RIpQYALOn+E/FXjjwYuvaVfy6HPcXjiHWpLAXI1HTooiWEMgEamO7ZyqSjLK0LYYnoAeaaD4TvtMg1b/hKNZe+tnuHbTLK9a4ikSVY32QxyPcGSYsoMZRiyux3MrNQBzeteCEvpU16W0/slIIBp1rfyxzCGKB3kcQKyyRxHzZpZcAqX3E84wAAUrTSpvD+kwr4iE3iC3isTptpsabTxpmoyRlraeV43DTLGkcjG1mLRygHep2igDhUtNVVFU+J9PyqqD/AMSyyHIAB4EWB9BQB9bPdaH4i0K4uNftdQvoNI1BNOiudDMVrHdJHHHeR3FuJZoJHgSS7kjlMyQylo2URMgRmAOuvrnwp4ksND1LTLxLvTtb0aa616SISxlpJ/IUT2waFDFCtu9zuHLhjGQpxwAcLHafDrwbqFgdJe/v/Dws7lLeK3lae/njuWljnhje6FqpuHnaVIi7oi/JlwBmgDyf4neK7ee0K6dY6ppliur2lvpK6qtsXWxuBILiK4Ntd3O66Zlj8thlVAb5hkUAbfw70vTdD8cWl5eRXFv4W0/Ttcj1dmcNPDbX2gahFcN8pOW2zMyMoZl4IBIAoAq6pp3gHxHL4q0rSp7yTwpqdxpNxoV280iMEsA7TefMU88F7iSRYwIWDbcNtABIByuhfDfW9G13StS+HlqbzTtH1K1l8a3t1cC4hiuknT7GbUXHky+XKPPAAj5O3dtAzQB9+2PxJ8LXen+JNA17UE0vWLzVbG6vIrm3kSOI29nZtCAbVLkJ5ltHEQqBgWbLFSTgA+WdR02y8a/EbxJrHnyi8vNXil0W5WaS3sLxjH5TyQworMIUSFSwljiPUhWJxQB2Pj/wR4QtfCyprNjqvijUUQm5l8IXKRwhW1GIwRp/ab6W4lWIqZOAuFfDE4BAPGPDHjHwFbaNYw+KbHXILWY3UBWBbZbhZbO7uIrJHdbk5KIEE5DMGcMQSMEgHv8A4W8at4d+Hvi/wyZLNby7jW9uJjaq9vJDFuvLZbaQhZUkjihkW4DRKrOyBWYFmUA+ZPArWvjbxj4o1TxDaalceGPFFhp6vLpbxWjtLpAiEJiXz1MAFzbBZNq/vAGzgNQB23g5W0OTVo9k+o+CJJIwtxaP5lxaTp9oXUFvHuntpCAjWHliJJQGWbHXkA8+ufDv9veMr6HwtbXOqW9nZW9zNJBKqm2iaGOEyzG4aBijXEqQqI1dt7rlduWAB6DceJpPGmlWnw88VWdzY6zYJJpbK0VvbIXuz5cH+kWs9y75tUt2LleC2cZJAAPO/iC11feMPC/h7w7Y3Wm32pw3UWs/2t5IjAgjWTTXtntprkwq0Udx5pVSzsUyB1AB6t8Y/iNqukeDfD3gfVLUyeHbXTYdPnntbS2N1KLrRIBqmy9e5jnb55bjyGeNSgC7VwKAPHPCeheJNK8Q2ll4KW2TQr37FLc2moEzX95M6zlo7Z8eXlF2EiWRF5OGJJoA9B8XeC9MWW28WT+dZajZSJDrsklw6w2hS2bT2JhhSQbHu3jiTy2kOXDEAAkAF1tR+3eEtJs/C1zBN52v6lBqN5ciRrdI2sNKVFRmXzkdD5juViYbXTBJyAAWfDmkeHdD8Zvql1pmtNLpmmi6u0hmgZ7O3kaO3W8mR7hEaAyTJEPKd5Q0yEx7N5UA9EvvEPh91ns9L1e2ubnUIpJ7UBLkjTZ7ktHC2otJAmI4X2CYW32k5Vtm8YyAfJE/hH4ieE/Hk2r+J9HllurbRnu9NbT5LZoJJJLj/QiYpbmHduj88tvCcFc88UAfavg/4oaZf+G9L8GeK5E0e5XT4brUBeWioUs9ViVSVnsmvG8z7Ndb+FO3BILMACAeOQeN9Y1e58Q23g6Wxhl8PrILttRtR5N1oyT3EGmNZeX5pe4doLhpHmWFmRot2DkAApWmg6lcahL4utbKb7Ze6aLTVNWleM6K+oqUlvrO1tt5uIrmOWMEE26whVbbKSRkAwb/AMEXOrXyDw3rGlafBqlkLLVYNbmvmnv9SuZnae30s29lcpEXSVVjMzworEZcAZoAjvPglJeaZN4b2SQeJ7eI3lzcS30q6XD4fjba96fLjebaJ5EQbYDLz/qsc0AV9eute8CadpWkam1vNHYaSo0Ga0Xzo5r7T4hBZtI83kSSQvsViHjUuDlgp4oA1vC91eWWg654r8TupvY9H1NUFpkRxLPZxSrNLbnCFI5XlMm12cKAFVsUAZXhrwf4p1G7m8b2UUMtnf2MtxZySSZja0uniuxObdhhSPIUg/fUEqAcmgDmbe5v/C2geIv7S1XSU1C48TQ+J7RQlzLFNZ2txDcvZhWtgPtlyYHggjbEBldBJPHHucAH2T8FPH7XGjWWu2dnP5N7oN8t4XtrYCO+kK+c4j+0kJAiLGcIWI+bapJxQB82XnjXxfYy63D4Sit5Iby+utQ16a4tYpI73Qh5sd1PpJeVXieVXBtvOSF1DKXCEEAA5uTV4LvQZdW0xmaya9jjv9OmUHWY9Q2oNysT9mW2WAQOwW7ZuWIQsSKAOtSy1Hw54Yu9Z0TVdIlTX9Z0643Ti6uClu1nqD/Z2WW0XyriTIKBC8XyNulGF3AHQfCf4ZX+r+NLX4g3dp5Op3l0fsEsk4S2utOgtU0+78m2jWULOWhnghZzHidQ5Kr81AG7ql74w0b4ieM4bW40izuotSQ6Qt9A0udGiQNrFtN5ccge/lLWQtHJ8tT5m6RAc0AdvqV8df0lLbwVbSfZdV1DR9R1+01BIvt1jLDqVpfT2rsrvHHPFaxSqy28k0JkUhZWX5iAedeK/BmuX3ii41CytjpulRzl3u9UlXyrgPb26xLbLbG5l3LJHL5gkjjGMY3c4APTPGFxpWq+F9cn8J/aB4skgiZTcnGn3V808PnS2sQJxbLAs7bZRGw+XCE8UAfMGr6jPotxoHiXxtDcag/hTTbrRr688O+Wllpb6re3dza2V/Dcy2kkt3OuoRTxyQJNEsNxEGkVw6KAdXJ4s0LTtQOpQ6nb6ZrHjKGTUZdT1aOaXRp/7PWKJbW2it4bie3uZxeRrCPs/lM0cplmjwhcA9M+Hfi/xqdK1KfQorP/AIS3TruJNKsrq0hf7RHcR7rplj8wwOI7V52/ezRFWGUDECgDyODULLWtW1W/+J5kSG2uJjqEWmD7M1jqNxLLHAJ1jLJ5czRZQQNMAASxXNAGZbfDLwlrYl8Xwa3aahKksFvptvp95qMMl3JBILeXbBNp8ELLZmZZroyzR5hSTyhLJhGAPR5fgfZeKdL+wXNveXt0GEsmrabqDW+i3myXKraCRY7sNCiiKUTWkQ85H2FlKsQC9q1t4d0KHSPDFzHd3cMaS2VlDYuDdTLCI2kUTzNbgupIO6RkyqtjsCAbXgn4IePv2gfGXgv4X/BXRv8AhLvGPinX4dM8GeGV1C007UbzVLmOZL6a71PWJ7DSLPTrGyF9qN5d32pW9vZ2FrPcSOPL2H5Dj7jzhbww4N4h4+42zSOTcK8L5fPMs5zKVDE4p4fDRnTowjSwuDpV8VicRiMRVo4bDYbD0alaviK1KlTg5TR35XlmOzrMMJleXUXiMbjaqo4ekpQhzTacm5TqSjCEIQjKc5zkoxhGUm7I/oG8Lf8ABud+0X44+Hmm6V8Z/jv8JPDGr6Vp8r+G9F8J6V4p8Upo17eBXkj1zWprfwvHfTJiNLhLC1vLWGWORbW9voWWdv8AKziX9sT4R4DM6mG4V8K+PeIsspVfZrNM0zHI+G6leMW1Kvhsvpzz2o6M2uagsVXwledNp16GGqXpL9twfgBntWip43O8rwlaUb+xo0sTjFFvVRnVawq5ltLkjUimvdlNWk/zj/4KD/sCfFn9iTR9N0n44WVh4z8PePvtVh4Y+I/w3a4bwzqVzpb2l2dBvI9Wg0zUfD3iWGzJu3sLyBrfULaO5m0jUNTjsdQa1/tf6MX0wPCv6U+W5tPgr+1ck4l4dhQrZ9wfxHSwtHN8JhMTOVKhmeCq4LFYvB5plNStF0Hi8PVjWwtaVKlmGEwcsThFiPzrjPgHO+Ca1BZj7DE4PFuUcLmGEc5YepUguaVGpGpCFSjXUfeUJxcZxUpUqlRQqcnmP/BP/wD4I3/H3/got8IvH3xR8CfFf4UeBfBvgL4q678LbHQvGieLn8QXetaV4X8H+M2upp9B0DU7KDSzpfjrR7RbgXFzePfWupK9ikEVtPd/n/0oPp6+Hv0WePci4A4r4M4z4jzDOuFcFxf9d4eeSRwWGy3HZxnmS0qFsyzPCV62OjiMhxdWpS9nSw6o1cM44mc5VYUfV4M8MM241yvE5rgcxy/CUsPjquX+zxf1l1J1qWHw2JlL9zRqRjScMVTipXlLmjO8ElFy/Ob4mfCT/hEo2mvbS4nv9FiuGuW0+73RKkUiQRyqs62xdJWSUx5CuVHzoh4r+5MLiIYvDYfFU1KNPE0KOIpqaSmoVqcakVNRlKKkoySkoykk72k1qfms4uE5wdm4SlB2va8W07XtpdaaI/T3/gg78DvBv7S/7YPhnwP4h8J32u+GPAmkeKvij8RrfWLa2uvDt/oGg6na22jaPfwtNLHdxan4u1nw1p+o6dcxGG+02TU42WeBJVP8afT88b8f4F/Rt4rzvh/NK+UcZ8V4rA8D8HY/B15YfH4LM86dWtmOZYKvTar4bFZZw7gc5xmDxlG08NmNPAyjOnOUJr9C8LuG6XE3F+Bw2LoRxGXYGnVzLMKVSPNSqUcPyxo0akX7s4VsXVw8KlOV1Oi6iaaTR9Pf8FxvFnwa8LftkeC/gz8Bvhf4C+Gun/CvS9I03xbeeAPCPh7wr4fvvH3iSC28SXUmtWnh2GwtrtNG8Paj4bspXTTZ76G+GqW9xLK0aQW/wf7NFeKeb/R7lx74q8d8acb4/jzinNcx4alxnxDm3EWKy3hjKOTI6Kw2JzrE4vG0I5jm+CzjFunGv9VqYRYCtQpR56lSt6fjD/YuH4rWV5JlmXZbSyvBUKWMWX4ShhIVsZiL4qXPDDQp05Olh6uHp3cedT9rGUnZKJ+zJ/wR+/aC/bq+G3iL4waB8SfhX4J8L3+pXPgrRrjX4PFUt1rk+hf2XdalqdlaaZoMkMek291PJpK3Ml19pm1Ow1GH7JHDbx3E/qfSZ/aEeF/0Z+PsP4cZ3wtxZxdxD/YeBz3MpcPTyajgcqpZnUxKwWBxNbMcfQryzGph8NHHToww3saeDxmCqLETnVnSpY8HeFWdcY5XLN8NjcDgML9Zq4aisWsRKrXdFQ9pVhGlSlFUlObpKTnzOpTqLkSipS+Vv2kPgP8AE/8AY5+Lb/s2fF6/8Kat8QI7Hw7aaLr/AIUivj4Y8UaJ4htYovC+oaRc6tYaVqEYjjxo+qNeWNv9n1vTNUiRri3hiurj+iPAzx/4K8ffCjB+LnCVLNMDklWWcYfMcrzalho5zk+PyKrVhj8DjaWBxWNwsqsqMKOOwjoYqoq+BxuDqyVGrVnQpfJ8S8LZjwvnlTIcfKjVxCWHnSr0HUeHxFLFRi6VSnKrTpzspOVKpzQXLVp1IpyjFSl+onjb/g3U/at8W6tFqS/HD9n23UadaWUqPL8RN2YDKz7DH4HIZSZAFY7GIBJRelf5+P8AbE+B13y+GPiu1d2bp8IJtdG0uJZJNrdKTttd7n6n/wAQB4l/6HOR/wDgWP8A/mIn0D/g3K/aQ0Sae/8A+F0/AqTUr7TY9Hv5FuviELaSwiEaIsUJ8E/JNsiQNJ/EdxxzS/4rE+B//RsPFb/wDhD/AOiQP+IA8S/9DnI/vx//AMxn5t/E3/gjn8U/BX7bHwJ/YF134ifDy68V/G/Q/EnxT8MeLdOv/Fj+F9L0y00Xx9qeq22sSXHhy31pL/7H8J9Xt7K1tNMubR7m700yXlvFcXcln/SHDf08/Dfij6NXH/0m8DwjxtR4W8POKMPwjmvD2Kp5HHiDF5nisVwbhaFXAulm9XLZYK/G+VVKtWvjKNaEKGOUcPUnToRxHyOL8Mc3wXGGV8G1cfl0sbm2Cnj6GLg8S8LTo04ZhOUavNh41lU/4Ta6jGNOUW50rzScuTkf2xv+CYuu/sOeLtM+GPxE8X+GvGUmt+DIvHtprnhO712HT7Dw/ceIdT8PQWuqQ6vpVndLfxX2kPv+ypeQyQ3Nu/mK5lji/T/ou/Sd4V+lRwTnXG3CnD3EHDeGyHiatwvjcDxC8unXqYyjleWZt9YwtXLcZi6dTDSoZpRp3qqhVVanVXs3DknLxuNODMdwTmOHy7HYrC4yWKwccbTq4VVlFU5Vq1DknGtTg1NSoyfu80eWUfevdL4a+JNv4V0nwdNplpey6VNBpl7caeNQmnY31zHp7W8Ets1vHNm3kMSbFuBCx5LKuSK/pc+OPr7/AIJg/sHeNv8AgoVq/ijwX4K8UeHvDK/DfwRp3iDxj4j8RLrh06GbXdWk03w/pdv/AGVp95K+oawLPWbu2WdreP7HoWpSFzJHFFL/ACz9Kj6WHBH0UuG+Gc+4tyfOuI8VxbnOJynJ8kyGeX0sbOnl+D+t5lmVWpmOJw9KOCwPtcBhqrp+1qvEZlhIqmqcqlSH2vBPA2ZccYvGYbAYjDYSGAw8K+IxOKVV006tT2dGjFUoTk6lTlqzV+WPJRqO97J9Z/wUT/4JV/Fj9glPh1rPjbxT4Z8caH401rXtU0LxN4Rn12LT9HbwfFYXV/oHiKz1fTbSSO/urfVbK/0mSB7mHU7az1lGNu+nlZvC+ip9M/w8+lf/AK3YThXI+IeF874OjlmJx+UcRSy2pUxmW5tLFUsPmGXV8uxeIVenh8Tg6mHx9OrSoyws6+BalVWKXs+rjfw9zXgb6hPG4nC43D5g60KVfCKslTrUFTlOlWjVpw5XKFRTpOMpKajU0jya/Klt4V8IX+h6Z4N8PjUvEPivxbrej3ttpuhx6hqF3qT6xJbWg0jS7OK0+2XOr3t26W1hY2tvM8880MMO+Rwtf1xj8fgsrwONzPM8Xhsvy7LsJiMfmGPxlanhsHgsFg6M8Ri8Xi8TWlClh8NhqFOpWr16s406VKEqk5RjFtfCUqVWvVp0aNOdWtWqQpUqVOMp1KlSpJQhTpwinKc5yajGMU3KTSSbZ+/P7NH/AAbtfFQ6KfG/xK8a+F/hhr3inw7NbnwfNc6t4y17RrfUltrhbTxB9gXTtC0/VIHi2XFvpGs67Db9DdmbzYI/8ovEP9rv4KcM59jMn4H4H4x8Q8FgcTUw0+Ilisv4YyfHulUlCWJyaONhmGa4rBzilKjVzDLcpq1Xe1BU+StP9wyrwG4jxmGhiMyzLL8pqVIKawnJVxuIpXSfJiHTdKhConpKNKtXiv5r3iviT/gqF/wTz+O/7JLfCrxb4417wJ4n+HMVp/wiXhjxb4Yub62kiu/Cttca9DoniLQdRsLa+g1bUtLs7l7G4tJNW0qd4Xiu9TtJSIz/AE/9Fn6bPhl9KutneT8K5RxNwxxXw3ltHNs2yHiHD4OpSnl9bE08G8blWbZbisTh8bh6OKrUKFaOLo5bjIzrRlDBzo3qr4zjbw5zngiOGxGNxGDxuBxdaVChicJOopKrGDqezr0K0ITpzlCMpRdOVanaLTqKXun5A+IfHV3Z6ZDLBpGp3Ph3ULqCa4voIbEwJr9z5kb2o82+imRUijjYokDRAH5ZCSQP7JPz4zLa9bT/ABFZS6in+jJbxz3kMKKZkhivoWuJUyyopWMOqkNkNjAxzQB9CeHbiPxbry2vgJzBd6xpV3bWk+tZ+zJZyBormOYx+fIsjMGMZWNwAc5ByAAd9ql7pPwuutM1DxZeW0Pm+GNV8HarcwrLcWz65qMtjNGtshiSRY2isbtklKKVCj5ckUAeWaL4j8MaalxYw6frWpSrqdpJ4a1LT/szaWkG23aVL8XV1a3Mko1H7SMi2ZfK2jcQKAP0V/YS/wCCbv7QH7b5+JXiTQ/DcXhb4cy+IbCC0+J3jK/m0Pws+uaPDfC+0vR7axt9T1zxHeWpu4Rc/wBjaXcaNaXK/YtX1jTbmSKNv5D+kh9NrwR+jLXo5NxjmGaZ/wAa4rCQxuG4I4SwuHzDO6WErXWHxmb18Xi8BleSYSvK0qSx2OjmGJw/PicBl2Npwkfe8I+HPEnGUZYjL6VHC5dCo6c8yx850sNKcdZ06EadOrWxNSK0fsqbpQnaFWrTbPuD4lf8G6H7UzaTaa94I/aD+C3ivxlpljKp0bXtE8XeEdNu3lD/AGuGy1SC08UI9xPGWSz+3WGn23nuguLq1iQzj+O+Hf2xHhBjs1p4XiXwt4/4fymrUVP+1svx2RcQVaEZWSr4nLZVsnmqMG3KssLicZXjTi3RoYio1Sf3+L8Ac+pUHPB53leKrxTfsKtLE4WMrXfLCso4hcz0UeeFOLb96cF7x+CXxT/Zr+KHwa1jxp4Z8eaNFYeN/DHi+98MeLba0v4bmz0zXLCf+y7yx82I/Z7kA2qzQ3lhJdWN1bywXNtczRSq1f6s8F8ZcO+IXCfD3HHCOYxzbhninKsJnWSZjGjXw/1rAY2kqtGpPD4qlRxOGqpNwrYfEUaVehVjOlWpwqQlFfiGY5fi8qx2Ly3H0nQxmCr1MPiaTlGfJVpy5ZJTg5QnHrGcJOMotSi2mmfr/wD8EYv2OIfir+0ZpHhj4qeFNG8V/Cz4R+B7/wAUeJdG12wtdd8K+K5vKHhrwxouo2OoW8tvqFtcatqv9uCy1GzWK8tvDl3FNEYyyP8AxL+0j8ds28E/o9YilwlnuP4e468QM/y7hfh3NcnxuIy/OcqweHl/bPEOb5fjMLUo4jCzpZfgYZQ8TQqxrUK2eYedK0lzw/RvCHhmhxHxXGWPw1PFZZlWFq43F0MRShVw9epNfV8Jh6tOalCalVqvEKEouMo4aaemj8Y/4Ke/BP4cftf/APBTjUf2Pv2Pfhd8O/BHin4Y6Zovwi8NeB/hzoWjfDjw/wCJPEunaPqHxO+JPiW5t/D+m2Xh+wTw5/beqaJrd/ejThCvg29uXSUuLi58f6HXHWb+E30MMN41/SQ8S+Ks3wmc4vMeOK2ecbZxnvFma5Pw1meNwPDvCuT4Gpi55jmmJhnNTC4bNMrwOHlXdTEcSQhDkUnCl0eIGWUM98Qp8OcIZPgcPPD06WWxw2W4fC4GhiMZRp1cXjsRVVNUqMHh1OdCtUny2jg23dq8vurQP+Dcb4963oNjd+Lvj98KfCHiEQ2ssmk6NovirxhaxlY4g1nc6tPH4VEc6qpSea0sb+BJkYW8t1CVmb8U4h/bF+EuCzOeH4Z8KOPs+yunWlT/ALTzTMsh4erVqcXKLr4fL6VTPZOnUaUqMcTisLWlTknWp4eopUl9FhPADPalFTxmeZXhazin7GhRxWLjFu3uzqyWGs1qpOEJxurRcl7x+XH/AAUB/wCCe/xD/YS16wf4i6SdXt/FW2T4e/ETwvqN1q3grX20k28uvaTcfb7TTtR0fxDpelyfa59K1aytvtETm50S71i2tbqeD+5foz/S28KvpS5LmmO4ErZnlefcPvDriLg7iOjhcLn2WUsVzRw2YUlg8VjcHmWUYmrTq0aOPweJnKlUhGlmGGwFetQo1PzbjHgTPOCsRQp5nGjXwuL5vqmYYOU54WtKFnOjL2lOnUo4iEXGUqVSCUk26U6sYzlHpP2CP2Ov2gf25odc0T4OQ+H7HwtpDaWni74h+Lft+n+FPC8rTXc8OmTXVrp97eax4hu7YvcWeiaJa30yReTPq82kWFxHfHT6Sf0s/Cb6LuS4DHcf43H4/Ps7jXlw7wZw7Rw+M4izeGHfJVxsqWKxWDwmW5RQrShSr5lmGKowlP2lLA0sfiqU8KTwhwLnvGmIq0srp0qWFwzisXmGLlOnhKDlrGmnCFSpWryim40aUJNK0qsqUJKZ+l91/wAG9X7Sfw/+HHiaDwf8dfhZ8TPE2qiC/wBQ8O3uga74JGq/2W73Nrpeha1eXWvWMN/Jjybd9WXR9NuZ5FF9qGmW6vcr/DnCn7YbwizTPMNgOLPDHjfhTJcRXhRnn2DzDKuJPqUKkoxWLx2V0qeV4r6rRblPErL55jjI0oN4bB4us40H+k47wCz6jhp1cDnWXY7Ewi5LC1KNfB+0aTfJSrylXhzy0UPaqjTcn79SnFcx/P3rvh348/Fj4x6h+yV4F8GXh+M2geNY/BmlfDPWNNg0XxDb+MPt40/W9G1OTU57axtHsrlLxri61G7tdOs7aJ72a8Szjacf6hY/xP4Ayzw7reLWM4pyyPhzR4dhxZLiyjOrjMtnw/Vw0MXRzHDrB0q+JxUa9GpT9hhsNh62Mr1qkMNSw88TKNJ/i9LJs0rZtHIqeCrf2vLFvArAzUadZYpTcHSn7SUIQcZJ805yjTjFOcpqCcj9r/hb/wAGzn7QGueC72T4s/Gz4X+A/EWo2lnNpGheHovE/jZtDmJ8+5tfEN6lv4a025ut5EMi6TcavYwMrPbX94hBP+YHFn7YXwdyzM6uE4Q8M+PeK8vo1XS/tbMMZk3DFLFRjKzxGCwcp51jJUJr3qKx1PL8RJNKth6ErxX7PgfALP61GNTH5zlmBqyV/YUqeIxrhppGpUth4c19JezdWK+zOZ8Ef8FC/wDgmz8W/wDgn1e+GfEnxRtbHxT8AfEd4+jQfE/wZfXN7ZW3iNrWW8tPD+t2mo29hq/h3WLwQTXVjC9tc6dqlpZ3zafql1LY6jDaf179GD6anhJ9KZZnlnCKzfh3jPI8EsyzXg3iWlhaeY/2Y8RTwss2ynF4LEYnB5tltHEVsNh8VVpzoYvBVsTho4zBYenisLUr/BcZ+Hee8E+xrY/6vi8vxNT2NDMMHKbpe25HNUK9OpCFShWlCM5wTUqdSMJunUk4TjHd/wCCfv8AwTG+Ln/BQbwt8SPHXwz+IHw08GaF4C8R6V4VktfG0nif+1p76/0ldZt2EGheH9VtfssemS2LmaS+82WaZl8hRGXbyfpSfTg8PPoqZ/wvw3xdwpxlxJmHFOT4vO8NPhunkqwuFwWGxrwCjiKuaZrgassRVrwqtU6VCUIU4Rk6rlPkjvwV4b5txvhcbjMBjsvwdLBYiGGmsY8RzzqTp+1vBUaFVKMYuOspJttrlsrv7w1z/g2n/aP8W3o1jxL8dPgVNrFvEkFjLpz/ABCtLSOJRtImtx4QHmMV7jvX8tf8VivBL/o13in/AOal/wDRAfa/8QA4j/6HWSf+X/8A8yH4eftF/s7/ABO+Anxk8bfAyHxD4L1PxH4D8V6v4LuriyfU59OuJPDcYWfUImvNLtpkt7+OP7RbLJELiPzhFPGjq2P9OPCnxFynxc8OODPEvIsJj8BlHGmQ4LPcFgc0hQhmGDpYuDcsNi1hq2Iw7q0akZ03OjXqU6iipxlaVl+N53lNfIs3zDJ8TOlVr5diqmFqVKLk6VSVN/HTc4wnyyTTSlFNXs1oYPhTSNP0tLbVvGd/YzX2o3Tafp91pxuRZxTWCokouo3to5NqS38RyiPlS2BkV+gnlH70eFf+CAv7SnxB+FHhrX9a+J/wYuoNd8NWPjHS/DWnax41sNQL6zp6atp2mz6wfB4sRdvbXUNvMxP2CK7Zl+2PbRi7b/LfiL9rF4EcM8eZ5wZmHBXibPDcP8TZjw1juIcNgeHamEc8rzGrlmMzOhgJ8QU8fUwCq0KuIowdOGPq4VQk8HDEzeFj+1YTwN4mxmWYbMaWY5Mp4rB0sZTwk6mLU0q9FVqdGVVYR0lV5ZRhJ3dKM217RwXO/wCeDU/hkdK8f654F+JGman4X1TwB4x1nRJPDupSvba1b61pOqXGjarZ3AtvtKGS2uNN+yvHcSwulzDOGC9/9NsmzjLOIcoyrP8AJMbQzLJs8y3A5xlGY4WXPhswyzM8LSxuAxuHnZc9DFYWvSr0ZWXNTqRdlc/G8Rh62ExFfC4mlKjiMNWq4evRmrTpVqM5U6tOa6ShOMoyXRpn6ZfGL/gk18cf2Wv2Z/A/7YF98Tfhhqnw68daV8Pr2Twpp8/i6fxdpNj8TNHh1zSHe4vvDlrpc9xaF7S31SKK7iSBmmNnPeoimT+OPCf6cvh54uePnFX0fsl4S4zy3iHhfFcYYKpnmaU8jWS4yvwVmU8tzN044TN8RjqVLEzpVKuBnLDTnUgoLEU8NKT5P0DPPDbNsh4XwPFWIx+X1sJjYZfUjhqLxP1inHMaKrUbudCFOUoJxVVKaSd+VzSV/jH4A+CPi38aPivo3w9/ZD8CeKPG/wAXtU1SNvHFle2sV9of9gQXisNQXULm7TSfDOmwSkNda14iu9I0uCN40nvI3kRD/TXiV4pcAeD/AArjuNPEjijLOFOHcBF8+MzGq/bYqvyuVPA5XgKMauPzbMq6T9hl2W4bFYytaUoUXGE5R+OyfJM1z/HU8uyjBVsdi6r0p0o+7Tjezq16snGlQoxv71WtOFON0nK7Sf6b/wDBQH/gjt+0n8DfgbY/tL+Lvir8LtSk8KT+EdK8ReAfD1t4jbUBf+NNc0rQkgsNYnsLbS7saTqGoqbqZo7eK5gjle2ZsRLJ/F3gP+0a8NPpA+MmB8IuEuB+Msvnm0OIK+VcSZ1UyijhMRhshy3GZo62Iy7DYvEYrCvG4XBVPY0/aVp0qk6cK1vfcP0Pibwkzjhbh6rn2OzLL6qoPCRr4PDxxEpxniq1OhywrThCE/ZzqLmdoqSTcb6X/KtYtM1DS9I06xnZfEeiRWsfjm1uXfY2i2MItr9NMAR41vHKhYHZkySCzJzX+iB+TjvCEHh5fEeiaTpeheJLt/FGvJpMsqSWTRWunNJH9ka4aW9jkjbdPNveGOcnH3eBkA/oy/Zk/wCCfH7Mlx/wT++LP7Uf7YvgzXvEeieE7j4j+NPh7o2n+LfEnhS8i8N+ArXUdB0tY30DVNLa/wBb8V+LINU0PTINTE2nuq6TdQ7ob8zL/kN9KH6X3jVh/pb8CfRp+j3n2WZTVqY3hbIuL8dicgyXP/aZ/wAT4ijj8VGUs0wmKWHy/hvhjEYPH42WCq0a/t6mZUK/LUwUIv8AeuC+AuHZ8CZnxhxVha1eKp43FYCnDFYjC2wuChKlBr2NSHPVxeMhUpU1UjKPLGlKN1UZ/I74L8E+L18Xa7rPhq2judPn8QXEdsLiRZZLCP8AtFrq2F8ku0booJIlnMDT5cOF3DBP+vJ+Cn9MP7K//BGP4k/tMfAjR/id4f8AFvhDwFpuseIdRfRU8VXHiG6v9VXR5W03UdSiTSdIuYINOfV4r6wtd1y87S6fdNJBFH5LTf55/SM/aNeFX0dfEvG+FubcJcYcW5/lGXZXjs7xGQTySjl+W1s4wkMxweXSnmGY0cRVxqy2vg8dWSw9OjCljcNGNWpN1Y0v1bhLwkzzizJ6edUMfgMBhcRVrU8NDFLEyq1o4eo6NSslSpShGn7aNSnH33JypzbilyuX43fHr9mL4r/Af9tTV/2SvE2oeFbn4tRePvCXhnwnf6cdWbwtcj4gXeh3fgXX7i91DSLG8uNJu4vEOjz380Onz3Fqwv7MwyXNpLHX9O+G/j7wV4oeCGG8eeHqWaR4UqcO5/xBicuxVLB/27gP9V3mNPOsrxOGw+Nr4RZhh6+V4qnRisZ7HEQeHxEasaNeEl8bm/C+Y5LxJPhjFyoPHLF4XCwrQlUeFq/XVRlh60Jypxn7KUa8HL93zQanBxcoNH7B+H/+Dav9tXRI9Ri/4aG/ZpmTWL28u9SBT4lvvOoBBeCDf4GHlZ2/uhyEzX+fH/FYnwP/AOjYeK3/AIBwh/8ARIfqn/EAeJf+hzkf34//AOYz2XTv+DeD9pqDw7baPe/Gn4CzXFqGaOWGX4gJEJRGViJ3eC95RSeV2jI6Uf8AFYnwP/6Nh4rf+AcIf/RIH/EAeJf+hzkf34//AOYz4T+I3/BJ34ieO/22PCP7C3ivx/8ADu3+JJ+GMfi628XafdeKLfwfe+GY9F1PV7qKKOLw6NYl1iKTTb2BornT7e3IMUgvSp2j+kKH09PDfE/RnzH6TtHhHjZ8L5dxTHhGrw5Up5HDP5ZpPMMFgYVVNZvPLlgWsdRryrfWpV0lOmsNKSTfyMvDHOIcY0uDZY/LvrtXBPHrFp4l4VUFSqVGrfV1W9p+7lFR9mot2fOkzkvit+wtqX/BPz4xH4C+IPGHhS/1m58BR+ObLxjBLrlx4Wn0XxBeXumR6FIl5pCatD4ka60G6dFWwm00W5gkOprLJJBD+x/Ro+kTw19J3w5q+I/C2R55w9gMPxHmXDOIy7P/AKhLGLHZZhcuxlWtSqZdi8XRqYWpQzTDeznOVGt7WNaMqKjGFSp4HGPCeM4MzaOUY3E4bF1Z4SjjI1cL7X2fs61StTjGSqwpyjUUqE20uaPK4tSu2l+MnidUg8YeJv7N1rTZNUXXtTs4YJmvZBan7dL5WkXStahDqn2hUDNE0lrtWQfaemf6DPlD9V/+Cfn/AATk+Mn/AAUX0bxx4a8M654Y8CW3ws07w/d+KfFniyPVf7Hk1/xHf6z/AGF4f0i30Szvri7vfsGkX+o6jv8As9vZWyWu95Jb+FK/kj6Vf0w+Afon4HhGrxZkufcTZpxpic0hlWTcPTy2GIpYLJaeDlmGZY6rmGLw6oYeNbMcDhsNGFOrLE1alblcY4aqz7vgjgDNOOauPWBxGGwdDLoUXXxGKVZxlUxDqeyo0o0qcuabjSqTm24qEVG93OJ1n7d3/BMrxZ/wT5uPhaninW9F8Vnxt4X1x7bxdoEusHQ7vxNoM+nfbtGWz1bT7Sa1vI1urG9jQGWCS0vIy00bo6Db6Kv0vOA/pX5TxZjuEsmzzhvMuDcfl2FzfJOIJ5dUxbwucUMTVyzM8NUy7FYiFTC4mpgMww0vaQpTpV8HNNSjUpyc8b8BZpwNXwNPHYjDYyjmFKtPD4nCqqoc+HlCNajONWEXGcFVpTVnJSjUVmmpJfmh4V+HPxL+L3xF8M6b4R8Iar4l1bV2Hha08O6Rax3Ovar4s1mVrfTrLS7KCSRrjzr67t4lhjbzXLFI43OAf6cz3Pcn4YyXNuI+IcyweTZFkWXYzNs4zbMK0MNgcty3L6FTFY3G4uvUahSoYbD0qlWpOT0jF7uyPjcNhsRjcRQwmEo1MRicTVp0MPQpRc6latVkoU6cIrWUpyaikurP6IvhZ/wbg/tO+IfDWm6p8T/jT8J/hjrEtks0XhLTdL1vx9qWlvMgc2Gu6vYS6FogvoHAjuDod94h04Hc1tqN0gBb/J7jT9sD4N5NnOIy/gvw54341yzDV50Vn2KxeW8K4XHQhJL61luCxVPM8zlhqkbzpLM8LlOLasq2EoNtR/csv8A+IMRh4VcwzfLsurTipfVYU62NnSbXwVqsHRoqaekvYzr0/wCWpJHw7+1h+wj+0r/wTa8cfDNviRrfw98aeCfiR47sbfwb4q8Dy3s5u59F1fw8t/put6NrljpN/o+pRRa1ZyqqHUtNuYjIbbVJZoZ4Yv7C+i39MXw0+lZguIP9TMu4jyDPuE6WW1uIMg4jwuFjOjQzaeNp4PFZdmOX4vGYPMMJOpgK9OcpPCYujPk9rgoQqU6k/gONeAM44HqYT+0K2ExWFxzrRwuKwk5tSlQVN1IVaNWFOpSqJVItWVSnJP3ajakl+qP7T3/BP34E/tIf8E2tZ/a1+CWh6nof7Q3w/wDCo8R+O57vxH4g1Cw1VPhpdTWvxX0m78OCa+03TW/sK31XxpoA0jSxeSRW+k6f5slvqEky/wAc0Ppf+Nfhn9PrH+Avi9n2V43wq4l4nlk3CMaXD2TZZUyvA8Z0KeO8OsXDNcLh6WOx3scXisv4ZzirjsbVpOtLMMZOEauFjTX6BPgLhzOPC+lxPkGFr087weCWIx18ViKyr1cvk6WbU3QqTlTpc1OFXGYeNKmpcqpU03Go5H8yOu+B5PCdl4YsIIZ/EGo3+mNq91Z6Dc75/tWntbxDU92onTYl0qBrsx3EIla4eSeArA6qzJ/r0fgp5Pp99rGo/ES/vPErQwaVYgWt3bW6eTdwzSaTDLbAiPfH87SxyEpI2UbnByKAPTLaJdV8K6F4S0TVdH1DTnIOmW0SXQv1WOaRBNcXM9nEGjhluiJ/mLnKbFbbQB6nPFD8Hvh34t+FPiCVdX+IV/5Go6YNBL3Ol2js8d7ZrfS6gunyBnj2TbYYZl25DMG4oA8H+GnhrQ77WtU1PxlJOus6jbxSa3FZTyQpa3UO9LQCNUKRrLEIziF5QxyXK0AdTPovxB8SavpwsdNF/ceH7tLLwdcwfZ0totPuJkW4fVRLOkly5tI2ZH8tmDKWxkjIB+6nwH/4IZ/tLftI/BPw78UZfif8KvAel/Ea3mv7bw74htfFN3rbaTpeq3NtpGoTzaXpEtnaR6q1gup2iQy3LyaVc2ks3lTTPbxf5p+OH7Tnwl8E/FDijwuxXBXGfFeYcI4nDZfm+cZJXyOjlf8AaVXBYbGYvA4VY7HUsTVqZZLE/UcZKpSoRjj8PiaNPnp0416n7Dw34NZ5xHkuCzqGY5fgaWPhOrQw+JhiZVvYqpOnTqz9nTcIqsoe1ppSlelOEnZtxX4nfHTwX4s+Cvxi+JP7M/xn/s9vGXwh8W33grWbjw7DNFpl1DDcLNa65p9zdQWd7PpPiLQ/7P1vQ557K3un0/ULeS5tbWZ3hT+7/C7xF4f8W/Dzg/xK4VlXeQ8Z5Hg87wFPFxpwxuEWIg44nLsdChVr0IY/LMZDEZfjoUa9ejDF4atGlWq01GpL8yzrKcXkOa4/J8corFZfiamGquHM6dTkd4VqTlGMnSrU3CtScoxk6c4uUYu6Xb+G/gTb/GSeP4cfs+LealoHi7UrHTYvDN9Frus+NNb18SJPbW+iW+iaTq13PuuYOYYlZzGrkoIwzD6bP+IMj4VybMuI+Js4y3h/IMnwtTHZrnOcY3D5dlmXYOkr1MTjMbi6lLD4elG6XPVqRTlKMVeUknx4XC4nHYijhMHh62KxWImqdDD4enOtWq1JbQp04KU5yfZJ6JvZH6UD/g3s/au8Ffs3eLfi94s+Inwn+H914M8BeL/iHqPw21SXxD4g8RppPhHR9T8SLpmoa1pGly6NY6zf21nMPs9rPqsFobi3ju7lLhbm2tv84P8AiqZ4H5l4tZF4Y8I8M8ZcV4HPeLcj4QwnG+Fp5dluS18Xnea4XKY5hgcBmWJo5ricsw9bFRn7bE4fL6+IhTqSo4Z03RqVf1z/AIgpxJRyLE5zj8Zl+Bq4XA4nHzy2bq1sRGnhqM67pVKtGEqEK04wa5YTqxi2lKfNzRj+ROleCE8VS3ryy29w+mC1TW/s0ksIiiuUkfT/AC90A+ZxFIXK9cc81/psfjZ9f/sp/wDBOL9o/wDbt8b6ZZfBrwk2i/Djw3e3un+M/jB44W80j4eaOtnbJp62Gm6hHa3V14p8RrIgJ0Hw5Z395BmKfWX0ewnF+v8AL30jPpe+DX0ZssVTjnO5ZlxTi6MqmUcBcOvDY/irME4N0sTicJPEUaOS5VOWn9qZvWwtCqo1Y4COPxNJ4V/acJcBcQ8Y1rZbhvY4KEuWvmmLU6WBpWdpQhNRlLEV0v8Alxh4zlG8XVdKD5zqP2t/+CfHxW/4J1fEXwF4L8feN/BnxVm+JOg6h4ltrzwNpWp6eNMsdM1C40kWl5beIEtcTySy+bHPazyiVFkWWOIxR+dy/RT+ldwx9K7hziriHhrhbPuFocKZ1hMmxmFzzEZfiZ4meMwKx1GvhquAqzXIoqdOpCrCDjJRcZTUnyXxxwPjeB8XgcJjMbhsc8dh6mIpzw0KsFBU6ns5RnGqk73s002mm72tr+c9/wCIfGNlqV54MW60rS3jgguNGa+gYp9sl8u6uVlnt0mkINqblkXy8BtozX9VnxB13gD4daDrmpa5f6Rp+t3GvpDZXGttJeoIJZ/3oVtOR5PkV3jkKhzH8hQNg5AAPLPFfh7UtZ+Imq6r/Y+o211pvh60uNMhuJLZNl7FLBaGSeOG5mjeJra4uMDfkuUYqCBQB/SL+zJ/wSR+CHxN/wCCWHi39rn4l+J/i/onxph+Efx+8dS6R4f8R+EbXwPGfhjL47/4RSwk0e48E6nqkmm6tpXhnSptdCeIU1CWS9vTp99phMC2/wDkx4x/Tp8XfD/6cHD/ANHTJsk4BxHAWP438JOFsXi8xynPavEs8H4gUeFqmbYqnmNDiTC4CnjcG8/xKyySymWGpqhh/reGxrVb2v7pkHhpkOa+G+K4txGJzSGaUstz7HQp0q+Gjg1UyqWOjQg6U8HOrKnUWFh7b9/ztyn7OdP3eX87/wBhb9jb41f8FAo77wZ8C9J0iHwb8ONWnfxt8QvGWprofhfQJvEixR6dp7TWkGqeI9W1S8j0G9mgstH0G/FvHbtLfTWcVxDJJ/af0j/pW+E30XcmyjMvEbF5vicy4jePXDnDHDmXwzHPc4WWRw31+vTWJxOAy3BYPCTxmDp1cTmWY4SM54iMMJHFVKdaFP8AO+EeB8940xGIpZRChCjhPZfW8ZjKro4ag6zn7KD5IVa1SpNU6jjCjRnZQbqOCcW/0D13/g1v+Nb3WpeKdO/aX+Fesa7K1/c2fhi+8NeMdD0lpXjk+yWsvieA61c7WLLFLcHwv+7/ANaInxsH8DYD9sf4X1c1p0Mz8H+PMFkkq0I1Mywmc5BmGZU6LnapVWT1f7Pw85wh76pLOVztcntI/EfqFX6P2dRoOVHP8sqYhJuNGphsVSouVtE8RH200m9L/V3bezPyb8L/ALPl/wDBL9pRP2J/H3hjXvBPxm8R/Frwf8OLXTtZuIrnTLfxP8QdT0PR9A19dWtpZYr7whqltrGka1p2q6YLuO60if7Vbo7t5Nf6V5Z46eH/ABD4KZh498K5lPiTgPAcGcQcaurl9NQzCpg+Gcux2PzfLJ4TEyoywuc4Spl2Ly/EYLFSpOhjqUqVSagvaP8AH63DWa4TiOlwvjqKweZ1cwwmXctV3pRqY2rSpUKyqU1L2mHmq0KsalNS5qUk4pvQ/XvxV/wbR/tJeJPFlp4hb47fAxIYrlFuLdrj4iJI+nRWtzFFDHs8GuguRLJCzSkgMiuOpAr/ADp/4rFeCP8A0a/xU+7hH/6IT9Z/4gBxH1zrJP8Ay+/+ZUeOeLv+Dbr9q74aaN4p+K2sfHX4D6/pXw6sdc8dvoWl3nxCstT1Dw74UtLnxBNpFncX/g6HT11i4s7Ka2tJb24tbBrt4lury1tjJcRe/wAKftbfBLijifh3hmPh34n5dPiHPMqyOnj8RR4Xr4fBVc2x1DAUsViKWH4gniKmHoVMRGrXjh6dWv7KM/Y0a1XlpT5cd4E8R4LBYvGPNsmqrCYaviXSjLGRlUjQpSqyhGU8KoRnJQ5YubjDma5pRV2vx90vxJ4d8XeI5/EXhu11a3lh0SS007SNW8gardX1vNEwnjjhuLizNrNHMTF5t5FISrb0T5d3+rJ+IHK/EDTvGF/5HiCwitdMl8RXCeFb2DVAPMdbeB7KaOGK1+1RRTSPCWjm807l+ZtpJFAHc2MfxCl8B3ngWbR0OlR3Kaw6xRWi3VzLp9tBEkNvdfaN++ZYFEaSLHGzcySJnNAGJaw+IdMl0LSr7SbtLaW/00yWY+ytewWdzIoZ5JPtPlBliLDKSOQ5GA3WgD0mDRb29v8AxTdPEdVXSptRs7WzsHAubLQra4me2ku1uTBC8w5ieSKV3Z1I27MMQDI0HxtqS+JLbwhp0a2Wh/ZzLrltf28TXsVvuAvLqOeKSZVh3fZVTYTIDv8A3W00AU9Y1TxV4mutT0m2FtZadY39zp+lXF5Gka3wZpILQwSW5nkfzIirBp44D3YK2RQB5fbfC/XYNa1TUtahEItba50ye/NyTZpdS28UsRZVV5igWVNzCEkc4U4FAHZzX3hv4ceH5Wvb9NMvfEej3OjW9zdia4tNSnu7ZlWWxEcTyRw+Zsw88cMi7xhOuADxtfE+s+DzpOtPdabHruieH/s2l2P2dpZL2GO1aIXSRbFt5YgwYs9xPDKQpzH0BAPTPh74z0zxBLH8QNfM1x4oulm0a5trCNYYYk3QyKps2cQKyMfmdZnOGGAR0AP1q/Z6/wCCR37QP7Z/h+x+K+u6r4b/AGbf2b1tdRbVviB8VFEOseKks7uMDXfBfh+0vLbzfDPnbgviHxFrXhjTL0RSf2XcaiokaP8Ag36Qv7QHwq8D+KZeG+RZLxB4ueKcKtLDVuDeClTnSy7G1ozlDLc1zhUsa6WbcsYueVZZlmb5hh/aR+u4bCtxUv07hTwszziTBLN8ViMLkOSOLnHMMxupVqaaTrUMO5UuahrpXrVsPSnZ+znPVr6Ftf8AgkN/wTw0/wARp4N0H/grn8F7TxRp9v8A2deaVfL8L9StJdYuVM0OZH+M9okd1tntk/siPWJLndsiyk8ygfg7+np9LSlh/wC2q/0AfEtZElKrOC/15p4+GHhK9SrNy8N51qVJU7zWJqZUqPInXvKimz6f/iGHAspfV4+KWTvEvRP/AITHScntFJZuouV9ORV+Zv3dGebftVf8Eyf2gP2JvCNt8U/Bcnh740/BG60aJvE/xQ8FeXfQaXoV81sIL3VtAu7h7rSrXVI3U6drmkXuv+HwZrWK61m0ury1t5f6E+jj9Pnwj+kDn8uAsRgc58MvFGFTE0IcD8Y+xjPM8Tgo1J43C5FmtNUaeOx2Cp0qssTlePweUZulRxE6GXYihhq9en8pxd4X59wrhf7UhVw+c5K1CTzLL+ZqjCo0qc8TQbk6dKo5JQr0qleh70FKrCU4xf4vXdjpPi/xiniDwLFfR6O6KltbalKFu8QwLHdF0jeWHJdZTGfNJ2le4wP7mPzU9V1nwyvg/TvDeqaVcRDxB4ktby41C0eaaZvIsntxcIkbRJDHKRcRqoWZlJbJYYJoA/WnRf8Agk9/wUw1bwXpdhoPwh8KaL4I8a2lhruvaD4i+IXw2j8X2ciNBqGlI81r4nvLSzkbZbyXVrFfTPGPMt7jy5g0Y/gbMv2mX0QMszDHZbV8Qc4r1cBi8RgqtbCcD8X1sLVq4arOjUnh639kQ9tRlOEnTqqKjUhacbxab/UKXg7x9WpU6scqoRjVhCoozzLARmlOKklOP1h8sknrG909HqUfi5/wTa/aa+BHwV8VfEf4wfCcaF4J8D6fa6l4y8QWfxA+H2uJFDcavbaZYz2GmaN4lvtZljiu9Utluwunbkh8yYqYomavrPDX6ff0ZPFnjjh/w74K4xzfG8U8T4nEYTJ8JjOEeJctw+IxGGwOKzCdKeNxuXUsLQlLD4OsqbrVIRnV5KSfNNHDnHhfxlkWW4rNsxy+hTwWChGpiKlPH4OtOEJ1IUlJU6daU5WlUjflTajd7I8q/Zj/AOCOnx9/aG/Y28QftPaX8RvhlonhvxDZ+N9Z8J+EdWfxDJrOs+HvhtrWvaJrE93qFlpU9jo15q+peGdag0S2dbxHt00+9v7nT1vJIrT43xV/aGeGHhR9IGj4AZrwlxjmeaUs14UyTOeJMvWVRyvLMw4uw2V47BKjhMRjIYzMMLg8FnWXVswrQVCrCpLFUMLh8VPDwdf0Mk8Kc5zzhaXFNDH4CjRlRx2Iw+Dq+3datSwE69KrzVIU3TpTqVMPVjSi+ZNckpzgpPl0v+Cf/wDwSgh/bUvvi14bsPja3wf0b4V6V4DvluLfwEPiHdeJb3x1e+NUV1lu/Fvg3+yrXSF8IMkiGO+k1B77ajWS2m+79j6a30y6/wBEXC+HNTDeHtLjytx/iOKYfv8AiefDlPKqXC8OHZVNKeQ53LG1Mc+IIKDvhY4VYSTaxHt0qOHh14fR48nm6nmsssjlccC/dwSxbrvGvFpb4rDKmqX1R3VpuftFrDl97xLwf/wTOuvjL+2N4/8A2QvBvxG8NSePfD3jn4p+F08b61Hrek6Mtr8ItY1XS9a1++0Cxt9ZurefVI9HU2GiWuoaksV7exWtxqwtYptSX9B44+lRwz4dfRl4W+krxNw3nDyzinhLw/4jw/CeTYnCY/MqON8QMuyvH4PKY5ljFleEq0su/tKSxeZVKGG9rQwlWtRwLr1KWDl5WW8E4zNuMsbwfgsXQ9tgsfmuEnjsRCpSoyp5VWrUqld0aft5xlW9iuSipTtOpGMqvKnUXnf/AAUE/ZF8RfsIfF/Rv2d/HXinQPFOr+LfAml/ETwNrPhv+0EsdR0G/wBd1/Sb+DULbUYILqx1Sx1TwtqvmW7faLZrOSwnt72V5p7e19X6Lv0mOFfpTeH2P494WyTOuHYZRxLjOFs1yjPHhKuIoZjhMvyzNFVw2KwNWrQxWDr4LN8I4VXHD1o144ilUw8Y06dWthxpwdjuCc1pZXjcTh8W8Rg6eNoV8MqkYypVKtai4zhUSlCpGpQndXlFxcJKbbcY/OXw+8S6p8NNPGn+Hxb8weXdw3VvHeXJEk092rxSSNGqqsl1Kz/OD5ZRQGK4r+kT5A+cPixoninxt4hi8cRi21nTfC8di+s6lppMNrbRm4ieNRDcCCV2jEbGfEeCAQpagDsdQ8Ti58O6Z4t0K+stXtdMmnOtWljDILq1hvZH06xk8m7itYMSXZUN5czMFyxXJxQBc8MagFittM0HWtIi19by4vLvT9QS7lnu4tTSNNNisStq8KzB4LwTiWaFP9Xh2GcAHU63P468AeDtQs/E8lh4e+3mG1vL6+Qy2ix/b4L63SFrMXVxFM7QxhnWDBG5CcMTQB5LrPi3RbLw/qmiwJdajq1xp8kWky2scb26X1ynnie5a4kgc28jzBkwjOFyGQECgD7z/ZM/Yf8Ajx+3RaeMfDfwU8K2PjWb4Y2uj3fivUR4o0LwppWhjxjcagdBtJ7jxFfaXLe3urf8I7rMlvFp9vdCKHSrt7p4N1uJ/wAD8dPpM+Dv0ccNw3iPFniXEZE+La+Z0Mgw2DyTOM6xWOWTU8FUzWv7LKcFi1QoYL+08tp1amInSc6mOoRoxq2rOl9RwzwdxBxdPFwyPBwxP1GNGWKnUxGHw0KX1h1FQjevUg5SqexrNKClZU5OTjePN9A+MP8AggF/wUqsJrTVPCnwi8Jara6fcR3jaPF8Xfhuur3K28Uck0ML6p4i07TXmurhJFthNqMMf7xBPJCu4r/PuG/ac/Q4r1qdKp4jZxhIznGLr4ngLjd0aak0uep9WyLEVeSN+aThSm7J2i3ofVT8GvECMXJZRh6jSb5YZplvM7dFz4mEbvpeS9T488Xfs+fEj9mSy+Ingn48fDjxj8OfH9xZWk1ppWv2v2dY7Zd0qanBeRySafq2lXBuvKt9R0G71SzeeC5gMyywSRj+xPDzxN4A8WOHaPFnhxxbk3GHD9epUoLMMmxSrqhiKTaqYXHYaap4zLsZDSUsJj8PhsSqcqdX2Xs6lOcvgM2ybNMixcsDm+BxGAxUUpeyxEOXmhLadOavTq03sqlKc4XTjzXTS8Z+Fvxd1/RoJ7ISW0t5pt5qo0qD7FHM9xCb6WKLcZJFWXFi7S/vWQjbuHz4U/dHmHr/AIUXSdR8PeNbXxZL/YthrlvMzi93JMZLwO13Oj2SXvl2xVkEYGXRg+E6FgDyXxxq/h7RL280Gxa9ePT7G21O3JbzFmlmZImjjd3Vi+yVn2SLGgVSd5YAEAd4b8earFqXh/WfEml3b+GtL1HTt9jp9tZJrD2dpJDcT3pJvEt5LWSyHlRB7kTfaVffCqEOQDkfE9/8SfEerW3hGzgtLzwprupRyQ39lDFAsN1cG5eO3muHkiuUmigVfO8u3lj3MNkj84AOp1TxU+mX2gfDfSrO4upvDKaHPq4WG3ke3mkt7ePUZ2u554XkgW6lk2BUZ1XGFOAKAPS77w3p3ij7VfaVp+r+IbbT7JRe3Om3MSQ6TNulaRr1b6a0kMQBGBax3B+VgAeMgE2py2/hP4a6RFeXlp/Z194vbT0tVWWW/gkvIrn/AEad2hSMSIiOrmOV0VyCrsMtQB4B8a5ota8SeBtL8OW0txc+G/suqTwBIkMtpBeNax2kRd1WS9aS3IxKY4TlczDJwAeqaf4zvD4O8OaPr2m3Om6novjC18RQ29zbWgMWhW9rcQQyTNbXVwkkhmuJQUDHIxnGKAO41L4keJ7mGK68L6r4a1ULp72Nwtvp0u/R7Zx5gXURdQWy+fDtXzZLRrrAVghfjIByc+qTahNL4b8Wlba7udFn1m4uUQR2kmhxq3nPE8JlmWWQrKYVMA4xuK80AZWj3nhGfVI9DfWLa5sILKZLKK2+1i6ghjntoV+0SyW0YJCyjJQtzzjigDsdXnnuH0srFOqaRf6XDZm52N9qsbK9iZFjxI5ke4iXbF5whDO37zyxkgA9Ku/F3hfWvAl1oGoNd6fqkOuSSC1kVYceXbbUkDWzzp5RaUjbkMcHKjAyAfEfjnwZJqF1okcVveWOq2e27tr2+ucabc3EUoEU8awNPM1sbgpIVlgjcwBgVDfLQBqWGo+J7LSbrwrqV/pF8lzqaarqzafFNtOqJFCkSW0s8MDpH9litt0Xl7PMLNuyxwAb/jePxDqxgn+I0UGi6DLMx8JoES3vIrWUH/RdTNiboSXuzYVZWkjAV8y8gEA4b/hB/CDfMtxOVb5lIu5+QeQeYM8jmgDr7Dxrongu3vtCv9H1G/iv7ptSsdNS+YXMdtJbw2yuftEhuJY457ad2fLJ823+E4AOY+GfxD/4Ry7vPD/i7RNU1SykhU6PJb7dNtbKG2kWBuVEHmWxFwrPGGaEqmXU/LQB6J4n1/wlrdpPPpVvFbDTRHp11PFfRvA73JE5nt/Jl8u2EUNwqsyBJFlRpQwY76AOG1S/8O+MtKsPDVtp765feHpI0Ww0u6M2qXKzE79RYWMn224hsikYmnuTKYjcRAMu8ZAGX+haj4bmtbaM6k0RV4tf055r+a7mN8/kWfnNdSST26fZ5kbyyUWaAEgMrUAeg2fhfQtM8PRzaXPZW2takI9to9w88unJbSy+bHNp80skcTXCOhQpAh/iPXNAGV4Q8d638OfDHxA0rVLW4W08UT2FxrFxdWVrG2+xkk2m0u7+A3Ol7pJgB/Z01qGYoG3YUAA5nRbi58T3dxrXhq9bw/NeyfuZdflbVxOLe3S3mlH203Mc6lYmhVgH8t0wCrLwAavjXy/DOtQXT3jW2q+G53e0itruWyOsTzR26y/Y7NJY47oRh9xjkilWMOCqru5AMjUfEniXS7zSNTsbzULrT7qG7d5ZC1/p+iPC723lawtyJ7RpL5/3tmLlSV8yMxYYLQBzHgHw34s1TXdaTWrU6d4YhU3WmtrOiIlrfzXck1wzabfT2oEgSdmkZYpmTZJGmNiqoAPT/D1p468U6tpN9d211pulxXUlnqt3daKsGmrbSAwo180drFbCIqTGhn6lxtOTQB7ja/Cvw/ceJX8O+F7nT4dXjjMk8+mXFw9lfw/ZluAlhptrO0MJgU7rhoIU3MsjyElmJAJfiZ4Fl8Mw2ugeCvE/huy0x7We78TXy21tqVjetciNY7WOe6W5Njd2LQzm68qSF2+0w78lFwAeO+B9ATQ7vTbqw1K1F3qEl3aap4oWR5tG02zjhnngk1hZWks1tpZ4YNPt2nUKdQuLYIfNKUAc5r/iGG98T2+qSy2ESavqZttEeKKxtptIurER2c2oahcW8cb3tvdSw/arZJ3mWOCRVQKOKAPT/Cuj6tbapb67faG3jWG1lzPq+m6MlzH4fTyZYkTUrxbZ1g+2lx9m891BEbhO9AFTxrpMXiDTTZNoFzbiO61Ge4/tK2e4a6gujKVtrR5VaS3cRuqxGFk8tNqRFUVQADk0+Hg8A2c2oWmtrqeq6HEmtaZf2l7f3EIkvB5Y0/yZ7iWC4mslhIlhnSWOPzlwg3HIB13hiz03xxBfafq2sabpUV5YwX18dYuViS81F7m3nu44z5kZST7UXuBboVSFEKJGiJtAB5jZahDpj3ukPJappv8AaN1b6dBElvblLxWEEuoiVVWWaK5gS1WIGRwPJLLhmYkA2fBvhTXfD+ta3519PPq0egNLv1Fbq+F9by39hssha6iZ0n2g+cqvG6gQs6r8uQAYOk6TP4U8U61ryzCGRtLbUfK1APc20eoR6lcXRkS01AzWcduCAv2RIVtlRfL8oR/LQB6B4v8AGNr4lnlfxH4V1p5dU0iDR4WQtpr20jEyw6iDZ/ZWW1ULKq+Vtz5oA4UCgDh/BviHSbbxBDb3WnNd6ha3Vrp2qzXTx3H2XwpaXsMFo13Fc+Z5EVtp6QLLqcipNIqtLLcszs7AHZeI7DRb/T/7V8O2ceg3eg61qupavrELmHT9U8OlLY6ZZ3CWzJazQWs0V7cebdpJDIl2PmYAigDzzVtU1Wxf+04vEtrFoF7pURhkikjTSJtSmiMktrDjFidTcI+/yx9oOGz3oAxtc8U3Wv6fZXun2V9azQaVHoNhb2SiC5udfji86O8g+xLG013L5sSRjD3TOBgnIoA7DTfFt94d8OaS3iG31aPxHdaTFpN3eahLLBdNp88sso0m4juisjXReHzTI6/aCoxvKjFAC+MdQsrCLwz4ieya9gvbS3s7f7XtvoLbVZ9l7AGS88+2Z1RDuttuZEDAoY9woAyvi8nie78W+HPAWm6zpfiDw/rnhTTdf1Gx8KaXZRNNevPeLLor3Wk20d6l4Y4o1lso51jZWQNCRQBy3ij4s6tpvhrSPh34f0PW/DGoeG7yz0m8uLmGMkwWsE9pJ5ySxG7EMbujzC5J4XEmTigDq9H0XTjbWun6zrGh+KNS1iW0UX9t9nkttJgvBHFcTXsAyiw2TNLeXDbFEMIY5QLwAcrp2jePp/iTrPw88DeMYrWxtbO71Mf2fA93ZXNnGbeO6ayjhSVkgmEiKrRERIysRgmgDV0nxq/gu9vvDSaJcQzXKvot1qepWdteW/2FZBZTRK2qQzyQksBO00bJKERjvBzQB3+m2GleG7eK7afRTZa6j6ojSw2klpukLaeCouVeDcDZHBiG3Odo37zQBtajaa7F4SS1s2sLkJpE14t9Bo1nPYOltaSATQp9leFW/eBoZkAKIG2soYggHkXgLxn4r8P+EE1nUtaur4i21KTSLO0K207LuuIAlkqqiuzXiyMDEvMjFfv5FAGb4A1nxNrni7xF4mvdTnhiu4jNLFrCfaZLAygYs5nuVdIbm5WFzGF2O/lHH3eAD2yW71fQU0rVtKuxJpmrPp93cabZRI9zEt/cQRRwXEuxmEsCXAErZBYI3XNAHpVu1vN4i8PrqV/Hqllq0GszXHhqC6aPULWTT4bYwPcLHIsqBWdpcDapVxuDAigDw/4qL4itPFFuvg/WF0vTfHeozX0Gjwwi4uYljvbY2lratslkgEfmbZIdPMUUyZjkV0OKALXinRfFdm9t4Q13QLu6v9Yg/tTWdTl0ERaeLm0mdbSO7tns1EdwbO3tlhGxNw8uQA7txAPN/FPh+GyW1m00Q6xf2kjW6x2ytfrBYy+W1+0NnIZ4bcKYoQZ44kaAqNjx7jkAxrQto7an4j8MeLX0qyie1CWUutXV5c2khhW1kM01xdTf8fDSNJEHPCOAoGBQBsfDS18OXF54k1b4iWOoeIdFvY7WW3tU1a+07fe+dc7Ll7iG6thcr5gDqjtIoDYVeTQB2/h3UvFOpeEde1qxOn6bpOjT26z2y+H9Lj+x+dcIizNPFYqtsJTtd3LIZ1RtxbJyAdx4D8VWN7fTjV9YLzW0G+e/t9WOn6XOZGKRLb21rcW9pAyLtR9kSeZKru2XZiQDynW9UutAvfCniXUxPqNnqEurXUqdW0COHEaf2lLNlIftPmoYmYoHCd+KAPYv2Jvi58Wfhf8AFjTPjz4B1O60zXfAVlqV94SnGk2eoppmqajb3Hha8uzZ3tnc6Tf5sdXvlW31G1vLUO4aS3coBXxHiP4d8J+LHBWeeHvHWXTzbhPiSlg6Gc5bTxmMy+eLoYLMcHmlGksbgK2GxuHTxeBw8pVMLiKNbli1CrBvmXpZRm2PyLMcNmuWVVQx2DdSWHrOnTqqnKpRqUJS9nVjOlP3KsklOEo3esXsfrn8GvBn/BW/4wftP+FfG+hN+1TpOrXPjTwpfnxl460vx/oOiaFoQ1TTX1n/AISTxN4lsbXQJPDH9nJdM3hqdrywvNFDaNpuh3tv5enP/Fvi3xF9Afw/8EuMuF6lf6PjySHDGdYPLuEuGZ8F5zn+YZssvxccAsty/JauJz2tnjzGVOVLO5VKeKwWYTjj8XmuEqKWLh+iZFhPFHNOI8vxqjxX9ZeNw9Srjsasxw2FpUPbU3V9tVxMYYaOG9le+GSlCpSTpU6FRWpv9XP+Dkf44fDnw3+zL8JPgRqN9Y6h8TviP8Y9F8YaJ4chntpNW0fwh4O8N+MbXWPGN1bicXmn2M+o6vZeGtPu3hEepTX2rQWkkn9m6gIf83v2Q/AnFeP8buLvEXD4PGYfg3h/gPNOG8yzZ0q1PA47O88zPIcXgsipV3T9hicRSw2X1c2xVCFX2mEhQwFWtGKxeG9p+u+POZ4Glw3gMpnUpyzDFZnQxlGhzRdWnhsNRxVOpinG/NCEp1VQhJq03KrGLfJO3Xf8G22p2WrfsQ/Fm6sdN/sxI/2q/GtnNEY4o3nuLL4SfBG1e8fylXzGnSKMiSTdKyKgdjgV5v7YL/lJLgX/ALMfw7/63viQa+Af/JIZn/2UmL/9VeUH8enxQ0LxF408WazpOhyXUOk67c3ei3t3Lbz31rotzZX1089xf3KpI1rDMZUSOJZYihiZQB0r/opyX/kTZT/2LMB/6i0j+TcR/vFf/r9V/wDS5H9W3/BBD4C+F/2P/wBif48/tbfEKK0SbxFP4vv7jxFb27+bc/Cz4KQ65dXtzpzXB80Pqnip/FVlLaRj/TZ/D2kHdNIIY4f8D/2oPGeb+MP0jPCv6NvB83i8TkDyjAVMJTk+Spx54l4zL6WEoYqEE7xy/IVkOIp1pu+Hhm+YLlpx9pKp/UHgvl1DIOEs74vx69nDFfWKqqNarK8mp1XUnC+zq4n61FxXxuhS30S/k4/aPHxZ+NXxt1L4m6n4ut/GHjz4wfE7xF401XTvDSXV2dCk8ba4b7TdGe0gBEMdrd30mj6a5hiLQ2sFlG3l20cUf+5vBfC3D/hX4ecNcH5bOlguG+AeFMtyWjia/JRhTy3h/LKWHqY/FzvyqpUpYaeMxtecm51p1q1ScpSlJ/zXmONxWd5tjMfWUqmLzTHVsRKEbybrYutKapU1vZOap04raKjFJJJH9u/xe+Nvhr/gj7+xT+xN8J7jUNP/ALXPjb4X+CvG000kMsl/oNlqEHjb9o7xVYmcyK7X99f6jY2sg+0TWs3i7T5Iy7QiZf8AnC8OfDbMv2gH0j/pJccVvrX1GPCnHXEvDM6kqtONHN62Enwz4P5JjJc0JRWFw9DBYqtScqUK1LIMVTkowm6b/rnNs4o+FvCPCOWx9n7R47LMHjEkpOWHjUWMz/FU1qm5ylUhF6uMsXBrVJr4t/4OL/2cNK8T6P8As3ftaWMkIsvCust8J/GmswXnl2aaF4knbxb8PtduL22mjVNK0jUbTxhatdvLJayT+KdOQMjPH539GfsgPFWeW8SeKPgVnNWVGOb4Wlx5w/gcUpUnTzbKJUMi4rwipVEr4vF4CvkleVBxjUjRyPFSlGShPk+R8e8jVbB5LxNh48zw9SWV4qpD3r0MQp4nA1OZbQp1Y4mPNdpyxNNK2l/yl/YM/aV/ac+JH7cn7L9hc/tKfH7XvAFz8ZvAen694X1r4z/ErxDomu2Sa/bQ3ttqlneeJrvT9Q0m8injSfT76Oeymh+SeB0fB/0D+lb4F+CWR/Rs8cs6yTwc8K8nzjLfDPi3HZdm2V+HvCWX5nl+NoZViKlDGYLH4TKKOKwuKo1Ep0sRQq06tOaUoTUlc/K+COJuI8Txfw1h8TxBneIw9bOcBTrUK+a4+rRq05V4KVOpSqV5QnCS0lGUXFrRo/X3/g4u+PXxq+B1t+yHP8H/AIlfEf4djxCf2gG8S/8ACvvFmv8Ahb+2YtFj+C76YmqnQ76yF41iNS1L+znuvMNp9tvvs5j+0T7/APOX9kX4deH3H/8AxMF/r3wJwbxr/ZP/ABCj+yv9beGMk4k/sz6//wARK+vf2f8A2zgcZ9S+u/U8H9b+rez+sfVMN7bn9hS5f1vx4zbNcr/1V/szM8wy72/9ue3+o4zE4T23sv7H9n7X6vUp+09n7Spyc9+Tnny25pX/ACA/4IwfGr4hfHv/AIKdfs9eNfjbqfxJ+I/jGwHxS8N+FPGXjrxFruv3PhzS7D4JfFa9ls3u9Uu7hpLG5i1O9gtLd2eOG6vpZo1WSYsf74+n1wdwhwP9BvxsyfgrhXhvg/KKtfgTH1cr4XyPLOH8uqY6t4ncA0a2NqYHKcLhMNPF1aOGw9KriJUnWqU6FGnKbjSgo/mHhdmGPzLxJ4cxGY43GY+vGOZ0o1sbia2KqqlHJc0lGmqledSahGU5yUFLlUpSaV5O/wBZf8HImhayP2uP2efEB8RS2HhTU/ghp/g7W9IS6u7SKZ28dfE7XEv7qWKWKFIA1rbQbiVlMqxjds4P4r+x4/5MP4lf9ncxf/rG8JH0Pj9/yU+T/wDYhp/+rDHn4K+NYPByL4Zi8Mx2eu3ZeC11C5+2jxHbaUqqi/atQgvJ7+KCzSUlpVkjRGUOrgjIr/XA/CT+uL/glfoGjf8ABP8A/wCCV3xp/bE8eR+HrPxB8QIPFvxct/tdvbaDpup6L4Ygn8D/AAQ8HStpltCkNp4w8UCa80a4GW/4uPAzywKdsP8AzxfTgx+P+lL9O7gP6P8AkGIxNXJ+F8dw/wCHtevl0YV5YDE5tWpcQ+I/EVGlXmqcqvD2TT9lj6bUU/8AVOpGMKrSdT+rvDelS4K8Msz4pxUILEY2li81jGs3FVYUIywmUYSUoptRxeIV6T1/35O66fQ37XOg+HP+Cm//AASX8P8Axc0K20zWvETeBvDfx00iDw/LcX1pp3jrwTaXukfFrwpp00DR3l8NLX/hYnhIWilmu9SsLZZLeaWNI6/Pfo1YzF/Q9/aEYzw0zbEYzDcPYzi/OfCTGV8ycMLVzDhnivFYfE+Hme4yMW8PRjj68uDs9qVJP2VHBYqu1UpwlKa9bjCnT4/8K4ZxQjTliqeAw+fU4UbzjSxmBhOGa4Wm378nSj/aGFivilUhHRuyP5r/APgmvp3hjwp/wUJ/ZaTx/e6Lq3h3TPiJLKmqWttbW1jomvDw14l0/wAD2uo3SRqIZdM8bP4duG+1SBIp/s8sjI6JIn+2P048s4nzj6Jvjfl/CFHF4jOqvCMajw+Bp1a2Kr5Nhc4yvF8T0aVKinVq+14ZoZvTnTgpOdOU48sk3F/zn4bVsHQ454bq4+UIYeOPa5qjUYRxE8PXp4KTlLRcuNlh2m7WaWq3X9Jf/BY39l/9pv49+G/AHiT4It4s8WeF/AFvqd34g+GPgrxXqvh7xBda286T2Piqy0ex1HTYvGE9vbIthDp6PdazprK0mj2F0mo6i0H+NP7NTxy+jf4W43jXhzxpwGR5PxHxZjsslw7x7xJkuFzTJ8PllDC1qGJ4cxeZVcNiqvDdKtiajxtTF1I0cpzBSjDM8Xh55fgVW/oPxg4a4vzunl2L4dq4mvhMDTrfW8rweInQxE60pxlDFwpRnCOMlGEfZqmnKvSaboU5qrV5f5Yv2lvjN8f9e+FOkfDr4+/ErxbrXgb4YaqH0/4PePHlg8Y6B4l1PTp/D4umvdZt4vFtrb6PZanLb3Gi3uof2fb+XM6WEVwBIP8AeLgLwl8Esh4jx/ix4ZcJcHZXnHGeSUsvxvE3BSoYfKeIMneKpY+nWjhsmrx4exc6+KoUq882w+DeOxTglVxlWF4n8yZpnvEeJwdLIs5x2YVsPl+JlVp4PMeadfCYhQlScXPER+t01GEpRVCVRU4X92nF6n562WkeG9X0C5l0/SdT1fZq8t5Bp9jqmo3aWkEEUbCWS0iupIP9HbmSZouBIodsHFfsR8+fqb+zR/wRH/bC/bl+Bfgv9pP4d/FT9n3wp4L8dr4rj8MaZ4y1rx1pviiOPw34r1nwpdDV7Pwv8L9e0uO3n1XQr2W1K6vfSS2P2a4lt42nMEf+ffjr+0e8FfADxP4h8KOLOE/E/NuIeGaWTVMxxvDmUcLV8nm88yTLuIMJDCV814wynGVnTwGaYWOIlPA0YwxPtqVN1Y01Vn+qcM+EfEXFOS4TPMDjsmw+ExksQqNPF18bHEL6tia2Fm5xo4CvTjerQm4pVZNw5ZOzfKvvH4Z/8G9H7aPgi28PyXvxN/Zen1vTbeSK+1ax8afFfbKZLmaQi3spfgpBAy+S0aln8k7lPyY+Y/kX/FYP6Of/AEQPjX/4Y+Bf/pgnvf8AEAuLf+hrw7/4U5l/86j8of24f2cPiF+yf+0k/wACvihqXhfxn4l1HT9E8dyXPhG+1TxD4bjstfuPLsYI4fEWh6Jd2eonNzE0a6RbqFQm3lmikVj/AHj9Hvx84R+kj4dUPEvgnLeIspyWvnGaZJ9S4owmX4PNaeMymdKNeUqeV5pnGDlQqRr0p0alPGzk7yhUhTnCUT8x4q4Yx/CGbTyfMa2Er4iNChiPaYKdWpQdOum4pOtRoVFJcrUk6aWzTaaYnwv8H3mvfGbwp8MbPTtL0rVfG3ijw/8AD/wrp2p6NpglHiDxzdafoOh6hFb39uv2hLXWdWglKNkO8TIpHb9H454qwnAvBPGPG2YQdTAcHcLcQcVY2mm4ueE4eynF5viYKSUnFyo4ScU+WVm72ex5GWYKpmeY5fltJ2q5hjcJgqbfSpi69OhB9NpVE90f2N/8FGPjVefsAfsReHfDH7PsFl4N1vUr/Q/g78PtWh02x8nwfZ/2FrOs614pW2is4dKm8RT2Oh3qwXE1sGm8S65/b8trdtbXUb/80H0LvC2l9Mr6VOf5/wCMeKq8QZdhcJnfihxrg62MxFOXEeLlmuXZfluQxqKtLGYfJ4Y7NsK54ahVhTo5Hlf9kUa2GjWwzj/YniHnb8PuCMLheH4LC1p1MNkuXVIwg/qdP2FWrWxTXKqc8Q6VCdpyTcsTXWIlGfLNP+Kzwh+21/wUN+F3xHvfiZ4Y/a3+NcepjUNT8Qrpfi3xp4p8Y6J4mZPPvILfVfDHi271fw74jtZ3WOH7Pf6bdQneFhEZ2Ef9AvFH0Ufo3cX8N1OFM38E/DenlLwbwWGnk/CeT5BmuW0vZOlCeU53kmEwGb5ZXpxd4VsHjKU3JJzc9U/5ZwXHPF+Axix1DiPN3X9p7SaxGOxGKoVpXu1Xw2JnVoVovZxqU5JLa2hzHi/9rbxf8WPE3j34t/F/whf6740+Kfi6/wDGviyz8MQXmmeHNL1y+S3tVs7HRr681CTS4reKyguI7V7mVgk6ylneVnb9J8M/Dzh/wn4C4W8OOFXj5cPcIZXSyjKZZpiYYzMJYWlOpUjLF4mnQw1OtWc6s3KcKFKOqSgkjx85zbFZ7mmNzfGqksXj6zr11Rg6dJTaUbU4OU3GKUVZOUn3Z/V1/wAEg4rb9lT/AIJj/FH9tP4qSGDVPiHZ+KvikX1q4W1a48FfD+11Hw58O/D3JVbdvEPilfENzpG0xJdReL9MMaIrpLJ/g9+0Cz3M/pJfTQ8PPo8cMYmdbBcK4nIuB1KjerSwfEnGWKwObcY5xq+T2WUZJ/Y9HMIqLdGfD2MU5Ta9nD+m/CzDUeEPDzNeK8bBRqY6GJzJqXuyqYTL4VaGX4fveviPrEqTv7yxVNpJav8Ak8+F37TfxX+AH7SmsftjeDNS0C++O+keIfG2oa74p8R6Y2taXqniT4r+GNc0XW9Vn0tru3iMsOm+Mbi6sreaX7L/AGvbWt3d219AJra5/wBuPEHwJ8PvEvwffgbxBg8dQ8Pv7P4SymngMnxiy/GUMs4MzLJsyybA4fGKjVdCjfIsHg8S6VONaWClXp0KuHqzhXpfzjlXE2a5Pn/+suFqUpZr7XHV3VxFP2tOVbMaOIo4ipKnzRUpf7TUqQTbiqii5RnFOMv0u/Y7/wCCgv7eHjr9sj9nS51n44fGD4lj4o/G74d+Dp/A0/ia8i8E33hXxNrsS+Oby98FWsll4OXR9F8NW+q6rcXWn6NBLoVvbPeaY1rLEtfzB9I36LP0V+CvoyeLNSj4SeH/AAtS4Y8PeJMzyTiXBZDgocVYDP8AA5TiJcOVKfFdalX4jxuKxGdLL8IqONzPEwzGddYXFKrTrSR9nwlxtxtmPGWRKWe5rjXjM2wlHE4OpiqjwNXC1a8Vi08DGUcJThDDe1nzU6MHRUeeHK4o/d7/AIODPF3w70T9i/w1oHi670L/AISnX/ivZX/gDSdSuLWPVLzUPD/grxmNWvtEguCJJ3tLTV7bTLzyA3GvW1vIrLdBW/y+/ZEZTneJ+kdxVnGBp4mOS5V4V51hc9xMLrCueacQcNf2VgMQ7pSq4mvgK+Mw9NqTayyvUVlSbP2jx5r4aHCOCw9RxeIr53hp4aD+O1HC4z29WPZQhVjTk9P40V9oy/2WRf8A7IX/AAQltfiT8PLCXRfiJ4k+BHiD4uDUbS2WHU0+IHxjufJ8Oa+8NqsaG/8ADGm614Vs7FRGu208NWEc6SMkpfl8WqVP6R/7T2nwXxS3j+GcH4nZPwJPKpuUsP8A6r+H+F9vnWUQUuaUKGcYrLM9xGLUWrYjN8XUpOmnHlvIpPhHwZeY4JeyxlTJq+ZquklP67ms+XD4h2snLDwrYaFO/wBjD01K7Tv+Ov8AwRH/AGwfiyf+CmOnfB7xB8R/Gvirwv8AHP4d+OLXxJouv+J9V13Rbnxf4T8L6l8RNF8VRWOoXd1BZ+I7ax8MeINNuNVgWG71C01m7ivpLkiAxf3z+0+8D/D7/iWLFcbZFwbw1kGd+G2f8LVcvzDI8ly7KK9LIs7zXC8LYvJW8vw+HU8tqV82y7FRwkoyp0a+AoToxp2qc35f4M8SZr/rlDLcVmGMxWGzjC42NWlicRVxEXicNQnjaeI/eym1WUKFaDmmnKNWSlfS3Uf8Fh9OT9i7/grX4N/bP8BQaTY+IdT+G3w++JzWUscsFjq/jiyl8W/DCafULK2u9PttSD6V4W0m81OKd9940zzyyPK7mvK/Z3Zdln0gPoO8U+EPHdfM8Tw9geL+KvD+t9UxboZhRyHF4bh/i/DwwOLrUsTDD+wx2f4qGGXsqkaEKKhGkoKCNvFitW4W8ScFn2WRowxdTL8DmkfaU+alLEwni8vm6tOLg5c1LCwc/eTk5XcrtnyD+yr+39/wUe+Nn7Yvh7WtR/aO+MOvX/ib4r+BdN0HwgmsatY/DIWmv6+ttNoUvw40GGDwW+hXsZt7W8t4PDsrtFElxl7yKOdf6P4++iP9ErgfwM48wOI8HeBMtyDIOBuIcxxXElXKcDiOMcHHKMlxuLjmtLjbNJy4hjmmHlTlWoYirnVODqydGbWHqzpP5LK+POOsy4lyypDP8zrYrFZnhKUMHGvUjl9R18RTh7CWXUUsI6Mk+WUVh2+X3l7yUj+ov/guh4h8HaP/AME+vHWm+KJfD/8Aanibxz8NdL8F2Wvxafdi/wDENl4qstfvU0+w1GOaG7u4PCmj+I53Ahcw2i3Ep24Br/Fj9lnlGeZj9LjhrH5XTxMsuyHhLjbMeJKlFS9jTynE5HWybCrFyVoqnUz7M8mVOMr81eNKUVeDcf6H8a8RhqXAmMpV3D22Kx2XUsGpfE68MTHETdNb8ywtHEczW0HJPc+SP+DfrwvqGh/sx/tQXWizReb4k+IcGo+HrXTk8m7sLlfh5bWkEJnUoXuG1CIzWjLIFt4nhhiMaRqq/wBBftd5YaHjf4HzxipvBx4MqyxSrRU6Lw0eLq7rqrCUZRnT9kpc8ZRkpRunFp2PlvAbnfDfEip83tHmKUOV2lz/AFCPLyvpK9rPoz8oPFen/wDBdXwn4ItPEnjS5/bvsNKUajL4ni0Lxv461nWLaxgkhNpd+Z4K17U9V0SCNfNmurqFbNY7ZJGvZFhBNf3Nw7mf7LzivNKOTZLl/wBFurmWIqqjhsPjuF+E8mjia8rKFDDYjOspy/DYivVk1CjRo1p1K9RqnSjOo1E/NMXR8aMDRliMRV41VKC5pypY3H4lwj1lOOHr1ZxjFK8nKKjFXcmlqfmF8XfEfi3xLrF98Sf+EsvNc8SalJZ6hqmq69dyeJvE9/rmpWdtb+IdQ17WdUe+vtV1W8v2u5L+61Ge4umuGkMriUEj/QXI8jybhnJ8t4f4dyrLsiyLJ8HQy/KcnynB4fL8sy3A4aCp4fCYHBYWnSw+Gw9GCUadKjThCKWiPyzE4nEYzEVsVi69XE4nEVJVa+Ir1J1a1arN3nUqVJuU5zk9XKTbZ8MWfgfx1rN6kUHijVL+2GoGeOKC51eaOO4mmWW6WJY5mWKWRYkVhHtxtTAAUY9QwP8ATesvjlo3wF/Z/wD2K9T8VTQ6d4b8fz/A/wCE2ualqczI+jv4v+EmrNoV5PPcNhAni3S9AtdUuruVEttMuNRvZpCYCG/5EYeEeaeL/i39J/Lsip18Rn3BeA8U/EXKcBQjzSzN8MeIWVrOMEoK9SrWlw3j87rYHD0YTrYrMqGCwsI3rXX95PPaOQ5FwbVxTjDC5hVyTKa9WTsqP13Kq31epd2io/XKWGhVlJqMKM6lRv3bP+ev/gu3+xrp3w8+P3w7/ar8PeHt3w9+N3iC08NfFl7SMwW+g/EvTdOUWWsXF1CkI0218c+GdNab9zKpfxD4a1/U7uX7Zrkfmf64fsn/AKRn+uPAWbeAXEuPVTiLw5p1M44MliKkfbZhwLj8WvreX0+acqtepwvnWK5eaVo08qzrK8Hh4Kjls3H8I8cuEv7PzOhxTg6VsJmzWHzFRXu0szpU/wB3VdkoxWNw8L9XKvh69Sb5qyPsn/gpO1hL/wAET/2bodY1K20exvvCP7I0F3qmpXf2O0sQ/wAPNPmE17cvJEEQyxrES0i7pZEBOTX8yfQo/wCVlniz/wBj/wAff/Wpxh9l4if8meyLT/mE4X+X+xU/+GPxX/Yj/wCCjHxD/Ye+CXxq+DHwa8N/DPxN4v8AGnjJviFpXxjQw6rfJp9z4N8O6JpvhPTfC9rpsFt4g1LR7zTNQ1HSNV1vXtXsIr/XL+2l8M3KtLJdf6ffSF+g/wAE/SY8WuD/ABC8R+LeJP8AVfhLhSlw9Hw+yZRwGHzTFwzrM82rZjiM+lia1fB0MfSx2GwGYYXLMtwmY16OXYWdPPKDhShR/GeFPEjMuDsix+VZRgMJ9dx+Oli3muIvVlRpvD0aEaMMKoRjUlSlSnVpTrVqlGMq008NK8nL+hj/AILHa5rOtf8ABIHxd4qbVduuajov7OviC51qRIFzfaj44+H91eX7rDGltH50l1LI3lRxwp5n7tEQKB/jX9APAYPJv2gWV5RltBYXL8tzXxhyzAYaM6lRUMFgeHOLKGFoKdWdSrUVKhQpwUqtSdSSjzTnKV5P+gfFCrUxHhXWxFaTnVrUOH61WdkuepVxeAlOTUUormlJu0Ukm9Elofwg/Czx7rHhjX/EvirxRIfE+najZ3mlW8dtbWkaTTWd8jMRI8KwzvJFbSRMAWkdnLPuO41/03n8bnY/CTWde1rxPqEes2mq6QniLUbaw8P2NzFJpmoad593O8Wo2c0KW1ykcyXMFvbzWTq/mWr+W+cVM5wpwnUqSjCnTjKc5zajCEIpylKUnZRjGKblJtJJNvQaTbSSbbdkkrtt7JLq2f2d/wDBYqJP2av+CS3w9/Z90K9bT21/Vfgp8D5WF3NPeahH4V0K98c6zdz3jyyXd5PqOp/DwXWqXrzSy3099K1zJIbuQv8A86X7P2tPxv8Ap88b+LGaxljKuDwXib4l4arXj7uHrZ/m2G4ay6lCnNWh9Uy7iydHB0Uk8PTw0XTUfq6cf6z8U4rhvwvy3I6DVOM6mTZNNQ+3HC0J4yrK61ftKuAUqkvtubUr8+v8dXw/8JeO/iJ4u8MeEvBVrd+F9b1nXdD8J6Np19ZGF/E/iTVtSttN02+tg0aLdw6hd3Ntbx+bvWRiA5Oa/wChvPM6y3hvJc44hznEwwWT5DleYZ1muMqX9nhMtyvCVsdjsTUtd8lDC0KtWVlflg7H8pYbD1sZicPhMPB1MRiq9LD0Kcd6lavUjSpQXnOcoxXmz+5f9pv9qbwv/wAEuvh1/wAE+PgbDe21+niL4ieBPhx44nEcDXNz8KvDmj2fh74sfEN7QosyzW3ijxh4c8WXMsUUCvI19GGi3eXX/MT4T+EOf/Th40+lz4s5hh8ZLHYDhTiXjLhrD051JVIcc51mlTM+BuGacotxq4WGQ8P5tkMad6rpUlgnyy92R/ZeeZ9hfDfL+A8ipTgqVXHYPL8XOSSTyzD0VRzLGNWupvE4qhiW7Lml7TXoflR/wci/BLR/h58Rv2df22bTRrwy6vbv8CPFGr6Rdz6Td6T4q0S+uPH3ws14X1vLFtvzYR+O7U3m+G7hj0HRo4pJVgiFr/Z37IDxUoZnkPin4DZ1OliqeFqUuPsgwGLjTr0sRlWaQw/D3F+DlRrJxlg6OJhw9WeGcalGpPNsdOcIuc3V/PfHvJJ0cTknE+GUoOalleKq07wlCtRc8XgKilGz9pKDxcee6lFUKSTdly/GX/BOP9qX45+Mf+CiH7LPgbxV8fv2hvENp4l8QSX2oeHPFfx1+J2v+F9Z0T/hG/ElwYNT8I6v4su9G1WJriBJEmu9OnjWSKJlYNEu3+svps+CPgvw19Ffxnz3hzwh8L8gzvLuGMPWy/OMl4A4UyrNcBWlnmU0nWwWYYHKaGLwtV06k6bqUK0JuE5wb5ZNP4Xw54k4ixnG3D2GxefZ1isNWxko1cPic0x1ehVisNXajUpVa8qc4ppO0otXSe6R+kf/AAcBfHL4/fCP4t/s4Wnwe+OXjf4VaTrHw0+I114g0Xwj4s1vw4NdvLXxJ4bitNRuYtJvbRZ5bG2kuLaG4kBkg+0kRugY5/jL9kt4Z+HHHvBnjJieOfD/AIJ40xGXcT8LUMvr8WcKZDxHWwNGvlWaVK9HB1c4wGMqYWnWnCE6tOjKEKkoQlNScU1+heOmcZvleYcPwy3NMyy6FXB42VWOBx2Kwkaso16KjKpHD1aanKKbUXJNpNpbnxX/AMEafin4j+KP/BSX4deJ/iB411fx341vvhb4/wBGk1Xxfr9z4n8WPZ6T4N1CaG7fVNYur3VXsAjPYwHz9qbXhz5eUr+qf2kXCnC/Bn0LeLMj4P4byDhTJafF/BeIp5Rw1k+XZFldPEYjiTCTxFeGX5XhsLhI1q8kpVqsaSnVkk5yk9T4jwix2NzDxEwOJx+MxWOxDwGYwlXxmIq4ms4Qwc1CDq1pzqOMVpGPNaK2SRz3/Bxj4ml0H9uvwnCbm7EU/wCz38OpFtLO8e0mLyeNfidELjMUkcjRAwlG5KsVAIO3jyP2R0r/AEXs8X8ni/xXH7+G+Cpf+3HR47/8lphv+xBgf/UzMT8cNA8O6BpC+ItQ8Q6FZ3Mmq+Gr/X7KS7to47uPUiPMTxMbm4UTTW8Jc+ZMHaIyuHbL81/qKfix/Xp+wwzf8E9f+CLmvftF6okNt8RfiN4S1H4vaPeJo8Woi58S/FG40zwN+z0l1bD7O2paBcQah4C1/Ud/7q00/XNbuV86CN5pv+db6SNSX0wf2jXDfg/hassbwfwpn2WeHWNhQxn1O2RcHvGcT+LFehiKcakcPmlOdLinLMJW9+pXrZZldFyhL2dKl/WfCCXAPhJi8/nH2ePx2FrZvTcqftP9qzD2eCyOEotxcqDUsDWqR0UY1q8knq5ei/8ABV74e6R+3b/wS60D4/eBrC4/tjwboHgz9pXwtY21011qVlpF3oBi8e+Fb2fTHMU0+haJreo3OtWpVoxrHg9IZUjeFlX5T6CvEGafRk+nFnHg7xNjLYTPs54m8Gs4rulUw2Exuc4DM6k+EM5w2HxHLV9nm2bZZhMNldRtuWB4jdSPtI1U33eJeFo8ZeG1DP8AB0/3mFw+D4hw8bqVSnh6lFLH4ec4XV6FCtUnWitPa4RJ2cdP5u/+CMXxC+Hem/8ABSD9m0fEfHh++vbvxloHh6PWLwWFlL421v4eeKdI8Mtc6Vujgu7vUNeu4tG0aWa2kli8RXulNHJFNBG8f+vP7RXLeJ80+h94uYfhalia+Io4XhzMc4oYOM5YmfDOV8VZLmPEE48jUlh8Jl2Gq47MnfleVYXHRqKVOU4v8F8Jq2DocfZFPGuEYyni6WHlUtyLGVsDiKWFTvo51Ks40qPX286bVmkz+hf/AILW/sv/ALY3xhvfh58TvgAfGnjrwB8P/C89prvwo8Aa5qNr4mtPEv8AbN9qNz41sPC9ne2svjC51HTZNE0e3t9Ht9T8Q6W+jtJaWH2W9up0/wAuv2Z/jp9GPw6yni/gjxiwnDfD3GvE/EscblPHnFuUYPFZHjuHp5TgMFR4WxWd4nDYilw7DL8fh81zKdXNKmCyjHRzfkq4xYjDUqM/2jxh4a4zzavgMy4fqYzFZdg8G6dfLMBXqQxNPFKvVqSxsMNCcZYt1aUqNFRoqpiKboXjTcZuS/jp+PX7SP7ZXxQm+H/hP43fEr4leNPAfwX8aa1rPgjwJ40s5p/FHgtdYvNJtdS0C+17UNOTxXdz2Fjoum6dY6d4g1a9tvDslk/9jWumyS3Pm/7i+HvhD4OcE51n3H3hhwdwtw7j+P8AA5V/bWa8IQhhMnz7B4GeLxeXYuhl2W1lw/GdWeY4rE1cyy3BUcRmcq0auNxOK9nRlD+bc1z/AIgzLD4XK85zDG4ullVWv9XoY9upiMLUqKnTrU5Va0frbUVRhCNGtUlCiouNOELyT/rF/wCDdr4paj8Xvgl+1l8L/GdjqE/hix+Inh3xNpfh7xPHJPOfC3xT8FXfhbV9PnnnHm3+n3l38Ob8yfvJUV7y4UsrzPn/ABf/AGwHDtTh3xV8EvEzK+fA5pm/C+b5PHMMN+7qRxvAmfYLOMvxPMlb61h3xdH2daV6kqdGjTu6eHhGP9DeAmLWLyPiPJq9qtChjaGIdKeqdLM8LUw9WGv2J/UHeK0vKT3m2/5mP2hPgl4v+CHxg8QeBovEf2vVvCHjvxv4JXUZo5r1LPSvCni640O88M3Mc4ltjqerTWFrPCyRrIy2M/lkI7A/7jeGvFlPjzw64C44pcjp8ZcGcL8Uw9mrQS4gyTA5raMbvlUfrfLy7xtyvVH825xgXlebZplrvfL8xxuCd9/9lxNShdvrf2d79dyv8LPgp8RP2o/2q/hv+zd8NNI8PeDvG/xHXV7WLX/HFlNpHhO2u9D8Ma34tuZdfutK8O63qMcjaBoM8FisOk3txcXJs4FSOKTzo/E8aPFrh3wM8MuKvFXizB5zmHD/AAjh8vr5hguH8Ng8XnGI/tPOMvyTCwwVDH4/LMHOX13M8NKtKvjsPCnh1Vq80pQVOfTw7kWL4lznBZHgamHpYrHyqxpVMVKpDDw9jh6uJm6kqVKtUS9nRny8tKTcuVaJtr9lvBf/AAbn/tdeHdXivdR+I37MF3Z2tjdWlnb2fjL4sQPbNdPBI7Kf+FNxB8tCGDs2+I48rGTX+d3/ABWD+jn/ANED41/+GPgX/wCmCfrH/EAuLf8Aoa8O/wDhTmX/AM6jxb9p3/gg/wDtbfCjwh46/aB1v4tfAm88IfDLQI/F+saLpviv4ma34s1Oz8PfZp7i3sbjX/hzpdrdTyeWVgsb3VoLa4j/ANEZisghb77wt/ageBXiz4h8IeG2Q8HeLOXZzxpnWFyHLMbnGTcI08rw+NxnNGhPHVMv41zDGU8O5pRqVKGCxEqalzunyRk15ed+DHE2RZTj84xOYZHVw+XYeeKrU8PiMe606dOzkqSq5dSpudtUpVIJ2te7R+O2uac8+leJtZnWHStRS90NbxVgXTp70zyzRL9nit0gWNLdIlaZI0VWWRSwOcn/AEjPyE634A+AvHfxn+NHhT4S+CL+8fXPHXxI8JeBtBktJJWi0seI9Zt9Lmv7oxSIos9Ms7ifUb64llVbaytbi4eWJI2kHxfiPxxlXhnwBxn4hZ5JLKeDOGc54kxsObkniKeU4CvjI4Oi7SbxONqUoYTDQjGc6mIr0qcISnJRfo5RltfOM0y/KsMv3+Y4zD4Om7XUXXqxpupLb3Kak6k22lGEZNtJNn93Px8/a78F/sXfHf8A4Jy/seaHp0qeGPjX4pvPhjqd1BEur3XhHwX4f8ByfD/4R2N9BGFurSTxr8Xte8Cadb6+ypbpp/hjxYs27cyj/lk8O/A/iz6Rfhz9LT6Q2a1q+MzrgTAU+M1OXtsPh864kzriWXFvHmP+tTdSnWjkPBOW8SYutl85yrTxed5LOMlyqT/tbNuJMDwlm/AvClCMaeGzOrLLrLllLD4TD4NYHLKXIrOLxWY1sJCNVJRVPDYhW1sfgH/wcXfsxeF/B37S3wt/ailFhpenfGfwpF4R8RXc90tgt38QfhrFBY2097MstutzNqvgTUPDem6db3InYReEr14WCqyJ/qp+yH8W/wDWHwo408IMwxKlmHh1n6z3I6M5NS/1X4wlXxFehQi21KGA4kwma4rEyjyqEs9w0ZRvJSl+JePORfVM8y7PqULUs2wrw2Jklp9cy/ljGUn0dXCVKEIJ7rDTaell+e37AP7YfiX9gX4ifFn4j/Dr4U6D8Qr/AMe/D+08IeFB4q1PWF0nwVrMGq2OoXevpaWFnNfazaX1vay6dqWi6V4g8JS3LPDcTauwtjbS/wBpfSp+i7l/0qMh4K4Tz3jjPeEOG+HOKZcQZ7hMgwtGvi+I8L/Z2IwVLAU6+MxH9n5dicNWrRxOGzDGZTnlOh+9hDAc1X2sfzvgnjSrwTisxx2Gy3DY/GYvBLCYapipyjTwk/bQqSqyjTh7WtCcY8k6VOvhnL3W6to8r/rY/Z/+Pfj79or/AIJFeM/jr8YruLXvGvi74JftcXXiVrTStN0K3ltPDXiX4zeGtM0qz03S7azs7W30/wAO6Dpuj2rukl7cQ2sd3qt7f6nNeX9z/gZ4ueGHB3gx+0H4f8NOAMvr5Xwnwv4n+AVLK8Jisfjc0xPtMyyjw5znM8ViMbj61fEVq+PzfMcfj60VOGGoVMTLD4HD4TA0sPhaP9Q5FnWYcQ+FWLzjNKsa2OxuS8UyrThSp0YWo183w9GEKdKMYRjSoUaVKLs5yUFKrOpUlOcv4FdF8Qad4Q8YeJF1HU/tNrdRaDPG9vqj21ncqtpfB4sGdIZ3t2kRZMhtjEA4JFf9Th/FB/U9/wAE9P8Agqt8W/jF+0j+xn+x38P/AAV4B+G3wD8KeCLHwn4vbw6ieJfEXj698L/BXXL1tRutal0/T9L8LabfeLdJg1250vQ9JXWf7Sa4tNT8W6vb3F5Fc/4i/S7+glwFwB4U/SY+kRxFxTxHx54jZzn9Tijh2pjqlTLMn4Uw3FHiPlFKGDhg6WMxmKzzHYDI80q5LHHZpj5Zd7GEK+DyPL69LDzo/wBH8BeJmZ5pnnB3CeEwWEyzKMPhfqWLVNKtiMdPBZPiJe0dR06cMNTq4mhHEezo0lV5m41MTVi5qXnf/Byg8sPxo/Zskg0vWrq6f4U+M0tbzS57yBIpk8V2+I5PsskYleMyrLsfcVR+AAxz9H+xtl/xrnxoj2414cl/4FkWJX/tpx/SB/5G3Dr75di192Jh/mfmZ/wR/wD+Cbvg/wDbw+L/AMStI+PvxA8a6bp3hb4cL4m0aLwZc2Om+IItVTxJpegbtQudZ0vVI/sT2V7K0UcdsJHHHmoMEf1j9O76UnGP0V+AuDeKuC8g4Z4gx/EvF0+H8TQ4op5rVweHwtPKMbmTrUIZVmWWVniJTwsaSdSvKnGMpSdOTSPhvDPgvL+Ns0zDA5jisZhaWDwCxcJYJ0Y1JzeIpUeWTr0a0eRKbekU20tUj9mPhV/wQ1/Zx+Dvi3Vpf2pv2rn8FJ4r8b69pXwe+G3h7x94B8C6p4j8JWGtz2XhKbxD4j8aaVd6r4u8Sa5pYiv9R0HwlpOlLo99eJZw6tfmOWFf4f4o/ag+OXGmV4Wv9HnwIq5/h8g4ayTH+I3E+Y8JcYcVZblWeVsqo4niDD4PAcMZhh6WR5Hl2YvEYfBZpn+b4urj8HRliJ4TCc0Kj/ScH4L8NZdXqQ4r4njhpYrGYmllGDo47AYGtXw0a8oYWdSrjaUpYnE1aPLOrQwtCEaVSXKqlSzR8kf8FSf+CWunfsXeFdC+J/w58UX3in4MeJvEFt4O1y+8ZRaOnjLwJr1/Ff6joz6tr2k6fpcGr+G9Wi0yexivkstL/s/V1tLG4gmOqWT1/TX0Gvp9v6Tua5t4e8e8PZTwt4lZbldXPsuqcPPGx4c4myfC1MNh8xWEw2Z4vH47Lc2y6riqNeeBqZhmEcZgKlbFUKtNYDEwPjfEnwu/1MoUM1yvF18bk9atHC1li/ZvGYPETU5UuedGnSp1qFWMJRVRUqTp1FGEoy9pBn6x/siXDS/8EHPiTMtyt0E/Zs/bMihuA4mRorRPi/bwFXJYPH5UKFMkgxleor/PP6Tn/K1rhT/s730af/UTw3P1Xg3/AJMfjv8AsQ8Yf+l5ufy6fsY+N/2nfg/4X+LXwN/Zw8W/EJ9N+N83h7W/EGl/By11u58Y3E3hqw8Rx3f9k6z4fguPF2iwmw1iRtZ/4Ry9sDLBaWxu5Ft4nWT/AG+8YPCjwA4pzfhbxL8b8n4Oxi8P6OPwGR5lx9mOFwvCuXzz/F5bOTx+CzfF0OHsfipYnL8PDLlmlDE+yq1q31em61SnKH845BnnFOCoY3JuG6+YQeaypVcTRyujOeOqrC06y/dVMPTli6UFCrN1vYShzRjHmfKpJ/0H/wDBEH4Yft1+E/jR8VfEPxn0r4weFf2d5vh5caZpuk/FuLxBpFx4h+JE/iTw9d6NrmjaX4wt08Qa01podv4sTUPEsIWzzqMNrcX13cXCQx/5JftQeOvouZ34f8EcOeF+M8M878TcFxfQxcsf4dU8hx39j8HUMmzbDZnlubZ1w1J4GgsVmdXIZ4TJ8VWrYj/Y6mJpYbD06Uqs/wB18GMt41w2a5li86p5zhsnqYCUPZZu8VS+sZhLEUJ0a1DD4xe1m4UY4pVMRTjGP7yMJTk2on5W/wDBcn4zfCvxf+3/ABeLvhora9q3w28L+DfBGu+MvBupPFM/jfwbqWr63PLouu6XciSLV/C82sWehPqenz291YaxoU1okol05XH9sfs1PDXiPhD6J2X5Xx/k9ahS454i4m4nwfD+e4S7/wBUs+weW5bhKOOyzGUrLBZ3Sy/FZrTw2Ipzp4vL82pV5RdPFcp+deMGcYTH8c1a2VYiMpZZhMHg6mLwtT/mPw1StWnKnWpy/iYaVWnQc4NOnVoSgrShc8r/AGP/AI8ft5/tb/tI/Cv9mj4WfHv9pHwm+v3q6zq/jC6+JHju8s/CvgXSrGe78Sa9r12dcil1A6Tpm9rOHVdRiXXPED6PocN0NU1Ww3fo/wBIbh76K/gR4T8V+KHGPgX4M4/DZDglSynJ6/hxwPHE8RcRY6X1bI+H8E6uQ1p+0x+NnD61Wo4fEvLsrpZhm9ehLB5fiZR8jhPF8bcTZ7gcly/iXiGlPFVG8RiIZvmXJhMHTXPicVU5cTFWp00+SMpQVavKlQjJTqwv/Q9/wWz/AG2bX9jD9kTTP2dPAWq+IPEvxi+OPg27+HWnXuraldeJ/Fej/Cqz0geHvG3xA8U61eyy6he694gglXw5p+r6gfteqazqmua7BM114fuEP+N37PD6PeK+kP495l4y8UZLleX8A+HfEseL8Zl+S5Zg8j4exvHWMx1TOeHOF8kyTB0KeX4PIcnrx/tXF5XgqSwWAy3B5Vk9SjHDZrRt/QPivxXDhPhejw/gsRWq5pm2DeAp1cRWnicXTy2nSjh8XjcTiKkpVamJxEH7CnXqP2lWtUr4iMnOhI/iE+GaaVo+r36af4v0G0YaJfXVpe3V9BcRRanJNZj7GhuppR9oVQ+21BwgDbIgBX/Syfx6el6Q03jKzvU1C5eO+8PXep6ul9PI8VjqJsbmZLe50+1hMduPta7biGURESxsGYtuJIBheG/iDqGoeJ9I1Ce11jXtNi1SDR7ux0iVo1uS0vzwEWeyPzSsnOf321lBOMUAeya74u8PyaZeX2m6RPpviSy1O7jiS/uEurqytbOOVraxmsrh5QJ7eZYcvJF5jFSjEhiCAeVeEfiRZeI9Q+wXFxP4fl1a9hsPED3d/HZNqLXsqx38yGGSGS2t3eWUiOAxJCciMIQMAFjxJIPBurz+IPh9f2WsQ6Vqq6brGhWfk+Jdb1Gw8ovqN0k96NRuIrBnayUlnWOF04KGUhgDf1n4ieLoL7whcHwPq9pa67YWTxIfDVlCPtV3cQGO7Zxpq+YY43ILocnOVIoA9S1Xwq91pkHjC/1u1s7g3lvbaj4XuZZbe+uJ2cj+1JdP8xIBbRweVHIWt9pWIk5zQB8hftEaZ4iuNK05ftcN3ZHWRcaNBb2CeZBbpBceXFbzRwh2BLptKMVL7DyQtADfCvhXSfFh0Q6hd2+s6x9ls9BgSG7mMum317BHClnfWlvMokure6nP2iCeJp2OYypOBQB+gn7IH7PHhX4jftLfs+fs9a34cl1mDx/8UdB0LxVd6PPLph03QrZLrxB4tM7rJHJBf2nhbQtUdFbExnltCFJKg/in0jvEyv4O+BXil4lYPk/tPhXhDM8Vkvtaaq0VxBjIxyzh6Vek1JVMPHO8dgHiKbVp0VOLaTuvouEcnjxBxNkuT1L+xxuPowxNnyy+q0262L5ZXVpvDU6vI07qVran9Kv7RH/CVftqf8FItK/4J52c+veB/wBl34C/DLR/Hfjmz8JRR6NpWtw6RY+GJprK0URLYXL2954u8GeA9AjEE1v4QW38SavpltJeRywt/jL4I5vlP0TvoaY/6XuLybAcU+PvjXxbmvD/AAPnvFEXmWJyqOKzDPcDUxbqVubGR+swyHibifOKtGvSq8RTqZNl2YYmGHcZx/oXiShX468QaXAUMRVwXC/DuBo4vM8NgmqMK7hSwtVU1GNqbUHicFg8PGUZRwiWIrUoOV0fOX7Rfx6/4ImfAv40+Jv2UvFf7ESeNdL8LapB4L+Kfxi8HeFrbUtY8LeKBBbRX1kfGS+J7L4t6xeeHkkig8Tanpmu2+s2dxb3FvpFprc9vGkn1vhf4X/tKPGDgDL/AKQGTfSPxGUZjxHQqcQ8KcEZrnuJwWEznLHOcsLWnkGFyWtwHldPNIw9pk+AxmXywVXDVcPPH1MtpVZOHDnWdeEGQZpW4WxHCMK9HCSWFx2ZUMLCpPD1rLnisVUxEczrOg3y16tOqqkZxmqSrNe95/8A8Ea/2jtL8SftXftdfsI3+q6v8Qf2RPiNffF5fgH4W8bQ3IitPAukazq0VppjWGpWWnanbp4z+F95LdeJrea3s7g6lpdvczWlpfy3rN9n+0Q8Lc/y7wR8FvpOY7BYLhL6RfAlbw6w3iLnvDcMHhqlXPMdk+HqYus8Vl9WvhcXV4Z44wlCjkWJhVxdKGAxuIw9PE18JHCxj53hRneFrcR8R8G0qlTHcJZnHNp5ThsY6k1HDU8RKNOPJVUZ044zLakpYmEowk6tOEnCNRzv/PP8RfhVqfwC+MH7QXwP0y/u9S0n4Y/Hzx/8OIrRWN14hu9I8I+L9Q8NQ67FqcaLf29idO0+PVL9rVrWIRmeSaKJvMVf9YvCPjV+JHhX4b+IE4QpVeNuBeFOKcRRpxcKeHxWe5HgcyxWGhGUpOMcPicTVoJc87ez0nNWk/w3Psu/sjO84ypNyjl2Z47BQlJ3c6eGxNSjTm2krucIRlst9lsVXdY7b7PfeIIXS2ieXTFvb95LnTIIlLXNs1xcTNOTckws26TDCFfMztUD9DPJP7gv+CuP7UXxp/ZJ/YY8G/Fn4CeKpfCPju6+JHwj8HLqVv4d8KeKZrnSPFOlaxBdWEWl+MdC8RaQxmuoLC4aePTxepHaultcRCWQP/yv/QS8HvDnxx+k3m/BHilw7/rRwv8A6ucaZx/Zn9r57kn/AAo5fmOXwwmI+u8O5nlOYfuo4muvY/W/YVOe9WlNxg4/2z4m5/m/DfB1DMslxf1LG/XMvw/tvYYbEfuatGq6kPZ4ujXpe84R972fMraSV3f+Yj4nf8FDf28/2j/hz4i+FHxr/aFSf4f+KrGCx8Z+Db/4c/CvwldeIIINSs9VsLeLUvDXgXQNesVs7/TLS7u1sdTtTcwstvdGW0mmhk/3v8PfoN/Ra8K+L8k484D8LKeScWcO16+KybNp8YeIGbvBYjEYPEYCrVjgs84rzLLq0nhcXXpx+s4SsqUpqrSUK1OnUh/L+a+JPGud4DE5ZmedyxOBxcYwxFBYDK6HtIRqQqKPtMNgaNaK56cW+SpHmScZXjKSf2f+yN+yd+2tq3/BOb4ufGT4b/t5eI/h38ErPRv2gPEtl+z5a+Fr2+0r+yvBZ8XTeJtK0/xYfEcM2g2XjK406+vLm00nRxpr3GpXNxdwXUt1eSTfyF47+N/0eOHfptcK+H3F/wBGTJOMvEbGcSeF2VUfFXEZthaOJwuO4klkdLIcxr5DUyetQzWtw5HG4OFCtjcb9YVLAUaWHq0YUqEaf3vDHDfFeL8OcdmuB4yxOX5RTwedV5ZHDDzlCdPCLEvFUY4pYiMqEcW6dRyjTp8l6snOMnKbf1J/wbby6re2/wC1xf63qR1fVP8AiyGn3moJlLaV7Zvi1dRRwW6Bbe28q3v4RLHDHGXdvOkDGQMfyn9s/wD7r9HP/sI8Wf8A034bnufR5+Pi7/DkX55wflloHgH43fFr/guH8T/hb8Lvij4t+A/jbXP2oP2wbnwh8XNEg1WKLw9pWk33xO8Y6xbz6fpl7o6+JrXXtJ0j+w/sGo3rWMn23zJt0QMcv9a8S8X8BcB/s4vDPizxK8PMH4p8I5T4H+AEcdwTjq1DC0M0r5nlfAuT4CqsbXw2M+o1MvxmYUcwp4qjh54iDw3LRcJzU4/CYPAZpmfi5nGByfNamSY+vxJxS6eY0oynKhGjXzPEVY+zjOn7VVadKVJ05TUHz3ldKzr/APBTT4RePvgh+1lpPhr9pX45P+0l8TNW8F/DyXRviV4l0pdDvbHw74o8T+IvD+n+HNM0a81bVotO07R79dR1Oa10q4hs5p9WurjyFvLq5lm+u+hF4n+GXGn0e854x8LfCPBeEPC+TcT8UUMVwfluZUszWMzTKsmyfH4zNquaLAYGrisTjsNXweC9tjKNSvTpYGjSdSVClRp0+HxHyXOcu4rw2X51n1TP8bicFgpQzCtRdH2VGvicRSp0FR9rVjCFKcalTlpyjFurKXKpSk39v+JP+Dfj9obQfjD8OdH8L/F3wV468C+JdK8YX3jnxpqfg1/CGl/Ds6T/AMI9DpenNpsWt+I9V8Wan4gOq3g0G3tY9PhI0W/k1K50y3/fp/NfDn7XnwozDhDjDP8AiTw9z/h/P8kxmS4Phfg/BZ5h89x/GH9qwzWeJxn9ozyfKMBkWAyNZdh/7VrYmWMq/wDCnhIYHD4yq3Sf1+L8Bs8pY/AYXB5rhcXhcTTxFTG4+php4all/sHQUKfslXxFXE1cT7WfsIwVOP7mbqzpx94ufHz/AIN3/iv4B8Ka545+Bfx30r4s3+n6Ub/Xvg3qPwxTwRN4yTSreV2tvC+rJ4z8WWMuszqztY6Lqdlp8F/cRR2za0stwgTxvCz9r7wVxVxllvD/AIkeF2J8OeHs2x1LBw4uwXGEeKcJkv1hunSxGeYGfDOQV4ZdSqun9czDBVcRUw9CVSv/AGfONGXN0Z34CZjgcvrYrKM7hm+LoU5VPqFTL3gp4nk1lHDVVjcVH2zjf2dKpGKnJKPtU5I/Iv8AYU/Yf0f/AIKDfG7VPgfoXjGw+DOp6X4G17x3rd9NoFxr0M1t4d1nw9on9lSeEtO17wzCJ/tevQXPnT3ES20kDu0Tzyhh/eX0rPpKYH6L/hbgvE3EcK1uN6GP4oynhnD5Xg86o5KpTzbL82zGnjnmM8uzaDoU6WUzioQwk3VdeEozjGLb/MeB+D6vGmdVMmjjY5bKlgq+NnXqYaWIsqFWhRdL2SrUHzOVdaua5eV6Nn6jfB7/AINwvjDqPxa8S6t43+Mnhf4d/Dnwpr9xpHhjW7bwbc+J/F3xGtdEu761TXovCs/iXTbXwnol82H0+XVPEV/qEylrmHSJtOkstQvf4f49/a8eGeQcO8L1+C/DzNeMeLc5yTA5pxFk1fP6eS5HwfjMdh6OI/sWrxD/AGJj62f5nhFUaxiy/KMNgqM1HDzx8MbDF4TCfpOV+A2cYrF42OY5tQy/A4fE1KGExEMK8RicfTpylH6ysL9YpxwtGo1+79riJ1ZK8lS9m6c6nz5/wU3/AOCXHxL/AGPdD8N/E3Xtbt/j98Dpddh0rVtV0nRbrwxr2ka9fWlzb6Rp/iLwwNT1qGCwvJPn07W7PW761mvLN7O/ttKurnS49Q/oH6I30/OA/pS5tjuDa3DWM8PPELBYCrmuH4fxeb0c9y3PcswzhHGV8kzqGAyirWxmC541sZlmKyvDVqeFn9ZwtbHUcPjZ4X5XjzwuzPgqhSzCOMp5tlVSrGhPFQoSwtbDVppunHEYd1a6VOpZxp1oVpxdRclSNKU6Sqfkn8PPhNF4j1671yztbGLT9Hks9SbSbyxe9nhtS8gW1nLrKuVSEr+/3JtAXGBiv77Py4/qh/4NxdN0+z039ru70+KzEd7cfAlHubKONY52tH+NabDJEArtAZGUrk+Xvxxmv8Mf20Hx/Ru/w+L/AOfhef0r9Hnbi71yH8s5Phv9on/gqn+358Lf25vjJ4N+FXxE1zxRofhL9pT4gfD7wb8JNZ8NeF9W8OeKLDRviFqnhvRPA0Kx6AutqmqeTBpNte6bqcGvxNNFJBqAukV6/ePC76Dv0UuOfoo+HnFXFvA2B4fzvPfBjhvijiDxCwedZ/g8yyrMsTwlhM0zPiealmzyyX1Wt7bMK+ExOCqZZOEalOphfYtxXzOdeJPHGW8cZrgcDmVTFYbDcQ4vBYXKqmGwtSjXowx06FHBK1BV1zx5aUZwqxrJtSVTm1P1g/4OHNM8ESfsUeFfEfiDTYJPG1l8XdA0PwRMphOqJ/wkHhzxNceJNLRg2+fTJrHRoNQ1CGISRNeaPpcrY8tGP8Lfsi844lwv0iuK8iyutianDGaeGucYziXDR9r9RdTKc6yOGRZlUhbkjjaGJzDEYLCTqOMlhszx8I3c2l+lePGHwc+EsDia0YLGUM4oU8HN29pavh8S8TRi73cJwpQqVErrmoUn0R+Cn7GP/BGL4z/tveCbvxpZ+IfD/wAGvhnqWnaPDonxT1PS77VNUvtYSXT7rW4PC3hHS7/RZ9dGlw/a9I1bUdR1zQtM/tMz2dreXt7Z6hBZf6ofSp+n74WfRhzWHB1bKsz4+8RZYWhjsTwpk2LoZZhMlweLo+3wVTiHPcTQxkMvrY+lKnXwmCwmXZnjXhZwxeJw+Gw1fB1MV+J8E+F2d8Z0HmEa9HK8pU5UoY7EU51p4mpTly1FhMNCVN1Y0pJxqVKlajT9onThKc41FD7f8V/8G3HxHs/h74lPwK/bi8LfEnxpFa3OnwaT46+GbeG/Dcur21uf9CuPEuheOfiRdaJMJDHG9tP4b1F4/OV55UWP5/5F4d/bDZfTzvCYTxG8Ac+4XyTGeyrf2lknF0M6zTD4KrLljiaWS5xwzwzRzKk4801VpZvhFPkcacJt+795i/AGs8PUnlPFOGxmJp80fY4nAPD0ZVIrWEsRQxmMlRley5Xh6lr3bVtfwP8Ah/8AsmfEy5+O3hL9kr43+G9b8AfG3xR8dfDHwP1S98QLdXx8K33ivxdpPh2y8RyLp97HD4i8Mw2uorrGnXemX0mm65pUltfabfSW1xBdH/UvMfGjhJ+B2fePfCmIhxhwflfh1xH4jZc8vrfVZ51l/DuR5hnNbL41MRRlPL8dOeXV8txNLF4f2+W46Fahi8PGth6tFfitHh3H/wCsuF4Xx0XgMfXzfCZRW9rH2iw9XF4mlh41WoSSq00q0a0HCfLWpOMoT5ZRkft1b/8ABuf+0NYfHLRvh/bfG7wrrfwctvCeleJ/EPxh1LwXfaKNM1G71jV9LHgTQvAkfiXVbnxdrkFjpEOrXc8/iPRNIttO1G2GoXtpeXFhbah/nHhv2vXhc/DrG8T47w3z7D8c/wBvYrKMm8PcJxFhMdHG4HC4HL8X/b+a8TzybB0skyyrWxtTAUoQyfNMdWxeFrPDYXEUKWJrYX9an4C51/a1PBU83w0st+qwr4jNZ4SdP2dSdWrT+q0MGsRUlia0Y01Vk3iKNOMJx55xlKEZ9B+07/wb2/G/wJYweL/2f/i5YfGGVhpmi3Xgx/BzeAfEOn3Wo30VjDrukMvizX9FvrW2muI5NWuri60O40jTTcXzvc2Vpdyx93gl+1p8MOO88xOSeLHB9bwhoxwGY4/BcSRz+pxbkVeWXYSpjpYDGwoZBlGZ4HHYujRq0cthhsHmccwxyoYKHscRi8PSlnxH4F5zlmGhicjzCOfS9rSpVMG8KsDiY+2qRpKrTcsVXo1acJSUqznUo+ypc1R80ISa7H4Tf8Gy/iTSYNS+IHxG/af0ib4navolpJaeD9O8C67rHhLQfEUH2a8BvvGVz4603Utft2vITDMh8Hw2EERfy7HUoiqH8/z39snwzheKquE4d8Ec3zjg2ji6lGOd5lxnhsmz/G4RVXCOOpZDS4czTB4WTpJVoYKvndSVXmVOpicLJOR6uF+j7jJ4JTxfElDD5hKCk8PRy6eIwtOdrunLFSxdCpNX911I4aKja6hPY/G/4s+DviL+zp+0hc/sy+NPBXk/ESfxtpHgfxRoegXenxaV4gt/EEtg/hjVdKv5YdOjh0LxXBrVrf6Nq80OlTmzvYlvo7G4tp7W1/1Y8PvGXgPxL8Kcs8ZuGsznPgjMchxvEFXFYmhKGMyuhlMcSs7wWZYShLESpZjkuIwONwePw+HniYvEYWp9Vq4mjOjWq/iGa8P5nk+eVuHsZRSzKjiqeFUISvTrSruH1apRqTUL0cRCpTqUpzUHyTXPGElKMf2x0L/g3/hGkXM/7RP7UHw++G134h1G/vPDvhPSdLufE1lpUt4SLK3h13xR4v8AAUd/q2kfaYYbiTTtEuPPnmZIdRMflXFx/l9xF+12wGMzTHYTwm+j5xdxxlmBnNzzfNs//sbEPDQbtiJ5LknDnFbw1GtGFSpTqYnNaU6dOKlVoKfPTp/tGE8B6tOjTqZ7xVgctrVEkqFDC/WIc7+wsTicXgeeUW0moUJJt+7K1nL4A/bi/wCCM/xU/YP8OW/x91X4r+Fvjb8JdB1XQdCvfEieGpvh/wCJ/CU+o6pFb+H/APhI/D0+seItM1HSNT1ae20aPVE8S6hczazf2VveaZEl6ktf0L9E79ohwF9Jvit+HmN4QzPw648rZfjMyyjLcRm9DiLJc+o5bSeIzHD5dnFLL8nxNPMsNg4VsweCxWUUqU8DhsVUpY2rUoSpS+U458J804NwP9rU8fRzbK41adLEVoYeWExGFlWkoUp1sO6uIg6M6jjS9pCvKSqzhGVOKkmrf7FP/BM/WP2/vhH8Y/i74f8AiNpfhm5+HmtXOj6N4YXwdNrtx4p1iLwrZ+JLOztNS07X9GhsIbhrxNMjtPseoQ/a5BO8B4WvoPpS/TmyP6L3iPwHwDnXAeK4jw/GWVYXOcXxFT4loZLh8hwNfPMTk1arVwVXJsxljfqqwtTG1X9awcXS9xSUlzHLwT4a4njTKMzzTD5pDBzy+vPD08I8HLESxVWOGhiIxVRYiiqXPzqnF+zqe9rax9ofBj/g3R+LXibwVYa78YPj54e+CnivULQT3Pw38JeBLf4mx2Ezybo4vEvi6Hxj4SsJ74Wo+z3+n+HotX0uKaV3s/EWopCsk/8AK3iJ+2I4JyTietlnht4T5px3wzhMR7KXE+dcTvgypmtOFlOtleSy4azzGYfDVJc0sNXzWphMZOmo/WMqwtScoU/tsp8AcxxOCjWzjPaOWYypG6weGwX9oKg3tGtiPrmGpzmtFONBTpp35K80k3+LH/BQH9j34qfsefGXW/hF408P3t67+EU1jwj8SPD82rXfhvx14OvZr6CNdJluUS70vU2ura70vVPD85+06VqdrKIJr7TbjTtVv/8ARr6N30i+CPpNeHNDxA4Mhi8vlQx1XJ+IuHcznQlmnDueYejQr1sFiZYecqWJw1bD4ihi8tzCkoU8bhK0ZTpYbF08XgsL+ScX8JZlwbm0sqzB06qlTjiMJi6KkqOLw05ShGpBSSlCcZwlCtSld05xdpTpyp1J/ZP/AATl/wCCJ/xo/aw+H+lfG/xRrVj8APhnrVjc2nhrVfF2i6l4q8a+Lo7e4SOXxRo/hJtV0RLbw2l1aXNva3mua/pL6w8f27T7C80h7XUbj+ZfpPftIvC76PXFWL8Psk4dzDxR48ytRjnuXZVm2GyTIMgxlSMZwyrMs/qYLNqtTOIwnTqYnA5dlGOhguf6tjcVhsfCtg6X2XBnhFnXFeCp5riMXSyXLKzf1arWoTxOKxUE7OvRwqqUIrDtpqFWrXpupbnpwnScaj+/Pjd/wQC+JOq+BLnxN8CP2lfBnxh8T6R4c1LTNP8ADWreD7P4Z2OtzWtq6/ZNL8U+HPE/i3Ro9fuJzLDZS65ZadBaXjWovfEOnwLJe234DwT+1+4brcR4fJ/FnwV4g4ByzEVKEamdZNxA+JsTl1LESajisdkGP4e4axk8FSi4Va1bAYnGYudFVZ4TLsTVjTw9X6jMfATFxwk8RkXEeFzStBSaw+Iwv1OFWUFrTp4qlisZTVWTvGMasKdNS5VUrQi5Tj+WX/BMP/gm94p/a4+Jfx0+Gfjb4lt8F/iJ8IZJ59V8B+N/CuqeKvE6zf21P4a1y2urCfxHozWLeEtb0+zsdSeWS6WSfW7dIQAjs/8AX30pvpn5R9HDgjw28Qsp4Jq+KfCniTXr08tzrJ+JsPkuWYejLLMHnGUYiOLnk+c/XFnmX18XiMFGFKilTy6u5zvJJfBcE+Hlfi7Ms4yrEZkskx2Txi62GxGCniK85e2qUK8XT+sYf2f1arGnCo3KWtaNlpr4P+1v+zlefAT49eNvgj8QfEelal4i+GuvPZxalZ+d4fj1eynhtNW0DU4dMjuVe2i17RNR0zV4NNkluY4I7xIRLcKizP8A0R4KeKuTeN3hVwR4q5BhquCy3jPJoZisvrV6eKrZZjqGIr5fm2VVcTShTp4iplebYPHZfOvGlSVaWGdT2NLm9nH5PiPJMRw3neZZJipqpWy/EOl7WMXCNalKEK2HrxhJtwVehUpVVFylyqduaVuZ/pD4y/4JJaX8BP2NdL/bE+KnjnSNR1HXfDXgPxJB8JY/DeqWWtfaviLJoUel6CviBfErQXGtaRY6nLquqRnQ40it9M1CPf8A6NvP8i+G/wBP7JvFH6T+YfRy4Y8NMyxOFy/PeMsnq+IcOJsNVwDocGYbNKmLzh5IskjOOXY7F5bHBYGf9rynUqY7Bz5WqnIfeZv4W4jJeDKXFuNzmjCdXDZfiI5U8HNVebMJ0VTw/wBZ+s2danCt7SqvYJJU6i+zc/Jnwx4N8P8AxRj8QReI/E2h6Nb22n3fiTTk8R6i0SW7WkbIuj2oNxEI72YXIMSREKRCx2HaCP8AQs/KTwf/AIRbwj2vYsdsa3dgY7YAvQAPTHagDj7z4ez+OdHi8dv4d8Q41a5hlljtNSiWPRZInNuNOkla1LTttgW8ZkSBSl0I/LBQyOAS63pfhXW/Fet6XqepyTq7X+ry3unT/YEvNStJYoIbyygaK5NnpSrdS+dphlnaRmhYXS+V8wBqaR4l0rw54eHh97nTtRT7Wl8rrD9nuP7IinEup30rHzhJHYotzI7HBEUOwLlckA67Tr3Q7zTrnxNoEtrutPJs7Z4FVheQ6os7G5EiRwuqW7WKgxnd5gk4ZNvIB59L8SvEWl3ehaXqOj2+qWaahZ3V/rUQNoNUgh1KG6aa3RzdPaxaTGhhuleW6+0iGQoYA4RQD23xLe/8LHtbS60y4sbrT4Zxc29ppFp5N5CrlYi1zqBkxcIZIHZQLWLAynONxAEe70TVdS8Q6SQqpqWpxWfiS5lkW4jSeebyg1lC0C/YFJZwkRe6w5Rt528gFPX9O034c+K9L8K+F9EvtestK02fZLJfRCVWvGnvJI5iLLazKbgspAXCbQQSMkAr+B/h3rXxD8PeItYkSTQ47W2judIub20GrC98+S7Egjc3Fmy+U1ssZPBJkTgBACAef+HrPU/Bc12dWtH26rJFcS6NdoEmvxbQG2jks5y00dskB2yTK9vOZWQgFCwIAPWPBPivwuHWXVNcsrLTkt7r7IZyzpFK7yeZbMSu15FcGFWCIFKk7TQB4LdeKLvxPqWnrp9pe6TofhV7u4h0BtQe81DXPtw+1X00mqJFaQpFaCzW4jR9OmMcIkQOS28AHv3wij0b4k6taTXvjC10zTvs15No1pYwypqdtMiyw3f2vVBcD7fHKscjxxraWnkK4QtKEywB57q2o6L4TtproX0+v/2Vfajd2V19sa3tLafzIkkTUbd4rn7dHNsiVIxJbeW24kybsAA5zxF4xvfiR4V0uaLTV8N64NSnk1a1ik+0W9pYQrPb2ss1pGlmGW4kNuVJmIEsittyBQBT0r9mLxbrF1Dq6XWpw2c5gur8tp/nR21sQD50bf2jH5auFZwwRiFYAglckA7NdZ8TeDbDUPDUNhc2mmaiIZdTvrmZmaEI26BisbR/KWG0BtxG/I9wDV03xNplpfXZsvE1j9q8Q2FlpV7o97FLeXFmDBDD59vN50Sxy3TZmiIiJiWVIyZCu9gD07xFG2jX3h3TJ9TsZxiW61AfYTEwtLlIBbAg3MgX5opv3h8zfg/u1xlgDiE+Ffh+78ex6nNqd/a6LqsX2i7bzR5V689i9x9l09wgFjJBd7ZWkaK4DwwyQbFMglQApfEXwxrFlr2lzeHlgjs76yt9IutSu9PF9a29ra3E7wSLClzaMLpBcl7i48w+crxDYnl8gGxqHw01TwN8RY9N8e61LpAutLtVIu7N7WaD7TH9pt52YXtz5kUkcEgSPCZ3bt4C4YAvaroHhS61f+0I72e6tNH0oTWzJcqI9U1O2upZfszFrc4S4hWNvKZX2rJks2SKAMLTdRj8UyzaC/xB8L3vhh4ZZ9U1az8PTxXOnJGyLPafaX1aTY9qzxK8oiIJfiMZwAD5ys/Euh+GvF/ju3W6gn0nVF1fwjBqs0pAv7dLxrMXFqfLYxyzQxGaMNvEecZfAJAPXtG8Tax4c0ZNGuNGW/0G7VWWQkQzywNbwwshuGWdWBt4oWXdCAGZn2ENgAHnvi/TrXXY1lsLtDbTX0bf8IpFHuvtPmKSiS+fUN0cEkILeWIUsImDSqfOIXBAOob4P674T1Pw1f3N5cao80Gna5YafDY/YWtIxKksMk8hvLpbofJ5DOsduzFS2FBCgA9O174UXHie3tPFGv67/ZWFtzbaZ/ZxY3E0Rm8izFwb0j7RKJJn87ycbY9uzPNAHlGoaTqMUx8KWeZ9PhvTr2o280XnXv2K1J06e8t7gyqlpAsMzRgiCZo5mR+QuwgHrHhzQDZSr4h1OdNK0W2t3srTWp7cNDbXLRo1jDK6yCSaRgyk7fK8wnI8vNAHnPxA+FdrGyeK5tUnvbHWvEEGspq0UIgs0A86cTlWlmkltChaaSEuhdIyN6nmgDorXTfCXg2RJ7PxTp/iLSdYH/CQ6hbwWps7m4vJl3rDYXrPcrZ2km1CsDW1wNjFS/OaAMTW/E9t4Kv4/FugW0enpr4hKPqMgvBEmpuyPbJNDFaO4Js1aP5UUHdlSaALniHxD4uFnNfa/b6NaaC4mtrK+fRtjSXTxSTRbrg3shkY2aySlfKQtt37hjbQB4MNIv8AxrqJvL03N3oNji0tW0wm0S6aDF1HNFK7zrEgmuJI3i8ltxRjvXdwAfWeq+MNY8WaN4buvGFraaNYaHbRadpem6dCdPmNvcqkshvroPOl20KWqxt/osIbzCcL90gHEXfiDQLnxJNazQQReGbXS7ywgjjmSOfULi8snkitbS8+zFLW4ub24NrBJ9kl8uYiQqx4oAt6VqlnpGl6pq3hbwTqcl/pVxYWC6Ne6vBfy6hYagl5Jd35lXS7QK2mmziVi0blhejGzB3AHb23xSu/iD4alsYtAs7vSdNm0rSL3S9JK22rRztcW32Vf7VaKRIpbSVY5JwLFxcxxSxq0PmBkAOb1Tw9qHhzVItX0C/VdTuRcx3Wk6hatfXGgJ5USpFdTpc2v2l74fMjpHAEXAZXxyAZvhbSrn7H4h8ReN9D1PT3iZdSnuTdpbW9vcLFPKr2itBctaW/2tYA0Su5ZDs8wEhlAOHl+Kl74t17QtE1TWdOs9BvtNvbj7csU5u5XtJrp0Zbtrj7n2iLyCpiPCkAgYwAXvA/wN0rx1qWvPq3jC68JiFBeaTqMsL3VtcQfvjc2zW6XNs0jTFbdkl82MRAMGikLjYAWIPg14bkstTkv/EUpGlS20emarDCtvp+ox3YSS6MtiXlaR7SZ2tg5uBh1DYAAWgD0fwxNpGna1H4I1R7YeFtFsJV0nUSiRXWtyXFtHdyv55SZQLKed1KNE5ZSihlwSQDx3xhpV54P8KTeCPDFtfeIfDesm5udc8RRzeX/ZgF5azokq4bzBhHVCW+UZOO1AFjwTbeD9N0PRIWvHuLW9N/HdSNdqr2/kTXE0DNIbZtwklAQDaMZ60AehT6Brg8DaJrUuizzaFoWn3dze3hVPJa0lnxHJPI24hTtGG8t+f4F6UAZngxVufDes+JNP1aBLTVLVLGz0e2hZJNOntdWtfPvJ7xJkS8juFgkC262lqYWlVzNL5ZDgH9Gvwo/wCDib9poatpUfxL+B3wZ8U+H9P+xR+J7DwPb+NfCPiyGxEsUc1/BqOs+MfF+h/bLizjnuYLZtDt7V7iSJPMtoVYH/IPjL9j14N43LcfPgTxK8SMiz2pHFVcBLierw1xHkcK8oVZYbD1sLlvD3DmZRwsazpQqVlmWIxEaEZvlrVWmfvWX+PvEFOtSWZ5PlGJwqcI1Vgo4zCYlxTSnKM62LxlFz5eZqPsYxcraxR9z/8ABZb9iH4A/Gj9kHxf+218OfA1p4b+M/gfwnovxV03WdFsLbQp/iP4c8RNoSalo3jnTUKWl3qv9jahHqdhq7RvrltqenJpxu7mzvrmB/5I/Z8fSa8W/Dvx54e+jnxRn2J4o4CzvOc24Jhk+YYytmVPhHOssjmU8Lj+FsbUhPEUMvnj8HLB4nLVKGWVsHi3jI0KGIw1KovvPFXg3Is24YxfFuCw0MHmmGw9DMXiKVONF4/D1nRU6WNppqM6qpVFUhWs68alNU3KUJyiR/8ABtBaa3B+wh8Ur3XbM2FxrH7V/wAQNStrQw+UYbQfDH4M6eEJEknnEXNhc5mxFk5Tyxs3Pzftgv8AlJLgX/sx/Dv/AK3viQV4B/8AJIZn/wBlJi//AFV5Ofx5aX8OvFPxH+P2jeEvDd1d/bPFnxPm8N6L4dgWVrvWdd8QeIW0yytYbpLhEX7Xe3VpDChtJTGWPMm4Y/6Eq2e5ZwvwRV4mzvExwWTcO8Kzz3N8ZP4MJlmUZQ8wx+JndpctDC4erVldpWg9UfyrHDV8bmUcHhoOpiMXjlhcPTW9StXr+ypQXnKc4xXqf17/APBZzxJpP7Fn/BKTwP8Asq/D6/ZNW8R6V4D+Gdpa2kwstV8S+E/ANz4e1P4g6tHOEaSO61/W20ibXXWELeQeINVgk2JctG3+B/7PzIs0+kl9NDxD+kRxRhp1cHwric+445aydahhOJOMcTjcp4Pya7vH2WT5I83rZc3KUqE+H8E4qUoqpH+n/FPE0eEPDzKeE8FNRqY2GFy28fdlUwmXwp18wxHfmxGJ+rxqqy5li6l30f4w/wDBFv4HD9o79t/wFc60lre+HPgzoOh/GHxEIbDNtO3he9kPhjR7oySvE09v43n8OS3fm+aNQsTdxraKsMsg/wBNP2ivi5/xCf6LfHH1PFfVs/8AEP2HhtkXLPkqv/WWliP9YKsOV+1j7HhTCZ57OvDl9ji6mEvOMpwUvxzwmyL+3ONct9pDnwuU82cYm6vH/Y3H6pF30fNjp4a8X8VNVNGk7f0O/wDBUL/gkl4o/wCCkXxT+GXi+++PVt8PPBnws8Ean4c8PeED4VvtbdPEHiTWv7S8U+J5LmLXNNgd9WsdN8LaV9j8lDFHoEU7XDmXy0/xn+hb9ODhH6JfCHF+TYjwqzPjLiLjHiHC5nmOfYTijB5LSjlOV5fHC5NlCwlbI8xqT+pYnE51jHiHiUpyzR040Yexc6n9CeInhvj+Osdl+IhnlHL8Jl+FnRpYWeCqYluvXqueIxHPHE0UvaQhhqfJyNr2F+Z81l9hfET9kzWfGH/BPTUv2SPF+vWvxK8WaN8DLDwJo/iiawGmf8JF4q+H+lWx8AatdQ3txqL2d5c6joGgjV7t7qeSWZ7+5MhE7LX43wL9IPJuEPphZb9ILhjJcVwjwtjfE3FcR5lw5PHRzCplvDXF+Jr0OMssp4nDYXCUsRRjgM3zh5dTjg4QoRWDgqTdBN/QZnwriMfwDW4VxuIhj8bTyaGEo4tUnSVbGYCEZZfWcJzqSjJ1aGH9s/aNyftHdKVj+H7/AIJ5fELQr3/go1+yh4Y0mExalD8ePh/a3cYuJIjZy2vim2h1GxutOezt3W6t1SSGYSOjRTAF4sxlK/6TvpeVqWI+ip49V6FSnWoV/CXi+tRrUpxqUqtKpkmInTq06kW4zp1ISUoTi3GUWmm0z+QOA4yhxvwxGUXGUc9y+MoyTTjJYmCaaeqaas09mfuR/wAHM900V7+xBZ7kEer2v7TeksHUks97L+zxEiRcgLOymTy2IOOeOuf8x/2L3/OSX/eHf/gpn7L9Ib/mkP8Auv8A/vEPz5/4I4a/oGr/APBQj9lmztWht9Q0fUfjBp/2SGUb5DbfAH4gwvLcqsEYkcqknBPDoWy3Sv7r/aQ/8oW+NP8A164A/wDXpcEW/E/NPCL/AJOJw765r/6pMyPpT/g5G0KfXf2kPhTp0uoC30vVf2ddO024jWBjcWsqfE7xzfDUorjzwqHECWmwQb8Ss3n4JSv5w/Y8f8mH8Sv+zuYr/wBY3hI+t8fv+Snyf/sQ0/8A1YY8/Bn9kj4Ot8Rvi54V+A1lqbJ4i+LHjfw94C0G8eBpCbfXtUt9HNz9mVzxp0Mk+q3t69xHDFZwTSSiGOJpq/088R+OMq8NOAOM/ELPJJZTwZwznPEmNhzck69LKMBXxkcJRdpN4nG1KUMJhYRjKdTEV6VOEJTlGL/Gsoy2vnGaZflWGX7/ADHGYfB03a6i69WNP2ktvcpqTqTbaSjFttJXP74f25f+Cf17+1T+xp4Y/Yx+FfxbT4AeB/D0/wAOtNnvz4Lbx3BqvgT4Y6Wbbw34Lu9Eg8UeC0+yx6xYeF/EDXg1H5L3wxZqtmwmZ4f+VT6On0oqHg14+8QfSB414Gl4n8UZ1R4sxeHpf6wLhyWW8UcZ5hHEZxxHSxtXJ+IJ1Ks8uxOeZTHCuhByw+dV5yxN6ShV/tzi3guXEPC+F4Wy7Mv7GwWHlgYSl9V+ue1wWX0nHD4SVNYjCpJVYYau6nO/ew8Vye9eOl/wTa/Yd8WfsIfs26l+zb43+NFr8f8Aw8PGvifxH4X1CXwC3ga28OeG/F9lpraz4HGhzeLPGcV7pcniOLxB4m+1PqEbTXXizU7WW0EMELyed9K/6ReU/SO8WsH4t8PcCV/DPOFkOTZbm9ClxIs/rZnm+Q4jFf2fxHHMaWTZFUw2Np5XPLMpVKGGkqVHJcHWhWdSpUUduB+E6/CORTyLFZnHOcP9axFbDylg/qsaOHxMYe1wnsXiMUp03WVavzOa5pYipFxsk3/D3+1N8BNQ/ZF/at+OPwQ0a41PT9O8KePdct/D39qz3V5ql/o/iLyde8Da3DfGS3khXUPCOpaDeG0P2po7mScDUZ/9af8AqG+jv4pYfxt8D/DbxMjKjVxHFXC2Cq55TpKDo0OJMEp5TxTgoxilH2WF4gwOZYenFwp81GEJOlT5uRfxdxZks+HOJM4ydqUYYLG1Fhm780sHUtXwVRt6808LUozertJtXdrn6ifsif8ABdD9pP8AZ41fw78L/wBofTov2gfhZpug6Q66xcAaV8aPDmk/ZxCptvE0l1/ZPjSCyjMckdt4wtP7evzGIbnxrboyyR/w39I39lr4U+KOIznizwnzB+FXG2Y1MRj55VCi8X4e5nmFeftqvtMopQ+u8NrE1HNOpkNWeW4NTc6PD1Zr2cv0rhLxqzzJYYfA55S/tvLqShSVdy5M1o0orlVsRJ+zxjgrWWKiq1S1pYuO6/Vj/gt1+zf8Ff2nf2EG/ak0N9N0PxR4Xh+Dvjbw58SV0cWGpeJPhl448W+E9JbQ/Ekd3DZ6lcWCaR4wi8QaTaX/AJOo6VqtillB9mj1DU7S5/g/9mx4r+JXhT9Jun9HbOcZjKvDHE2Y8a8N59wtVxrzDL+HeMOFMszjM6udZMsPXq4OliniuHK+UZjiMHOWDx+AxTxVb288Hgq1H9O8X8jyfPODZcWYenTjjcFRy7GYXHRpeyq4vAY2th6Kw+IcoxqSp+zxccRRhUXtKVWHJHkVSrGX8c3hD4X6D4bfVbi1n1XULU6lfRW/imO7W30i9hlitSEi03yZJEZvLOGN4wwpBXnNf9Hx/Ip+6P7HH/BM/wD4KEfGP4BeD/ix8DP2rfBnw++Gni+38V2/hPwZrHjP4v6E2j2+meLdZ0e7u/7F8I2Go6Hayahq+mX9+strNHNcRXK3c8aT3Uir/lx9JP6an0W/CLxj4q8PvEbwJxvHHGeRUeH5ZzxHT4J8Ps1p4z+1eHMqzjL6cMxz/McPmmKWEyrH4HCuVelGFGdKWGo81KjCT/auD/DvjXPuH8FmuUcT08sy/FSxSw+DeY5rQdP2GLr4erJ0cLSlRg6lelUnaLbkpKctZHvzf8ETP+Cnt/dw6vrP7fllJfm3Nrc6bo/xi/aE0jSQpdyJ4ZP7Fu3aVFIzG9kglPBljAyfwr/io99CT/pFzMP/ABXPhJ/8+D6b/iEniP8A9FtT/wDDtnv/AMoPxf8A20P2dvip+yF+0VdfDz9on4o2nxB8X3Fl4K1218eyeKfFPjEapouoRz/YdIOr+LtP03XYrvTvs81u1vLA1tDGsEtuXjlCp/pj9Fvxc8OPGzwnwnG/hZwdiOBOFZ55nWVR4exGTZJkcqGYZfWp/XMRTwfD2IxWWSp4r21Kr7enUVSdR1IVoKdNt/jnGuQ5vw5nlTLs7zCOZ41YbD1/rccRicTzUqsZezg6mLhCteHLKPK04pWcXZ2W/wDBLx14V8Mftifs6/EqbfNpngf43/B/XdSvpbtLm2tPD2jeO/D2p67cSxywQ757XT4b2aGfzoxbskb7T5fP130gMhx3FXgP41cM5ZTnVzLiDwn8RMmy6lBtSq4/MuEc3weDpLlTbVXE1qVNxSfNGTjZ3scHC2Kp4Hifh3GVmo0cLnmU4itJ7RpUcfQqVJa6XjCMmn0auf0k/wDBwv4X8Y/8MwfCv4q+Foop7H4ZfFhbPxWLixmvrWx0bx3olzpFlqt4kdzbpbwL4i0/RdCjuZPMIvvEFlAi/wCkOa/wu/ZBcYZTk3jpx3wjj8RRw2P4z8P5zyNVZRjLHY/hvNsLj8Tl2GuueeIllOJzDM3Ti1H6rlWKqSu6cT+lvHrL6+I4Zy3H0oynTy7NUsTypv2dLGUJ0oVp9FBV4UaN3rz14Jbs/j40my8Oaiuo+IvGWuDw9rc2oxXVjpErkRy2N7KG1B4lw2IrNJZduMbdgODjFf8ARcfyWUB8Ep/2j/jR8M/g18MYNV1LWviF4l8JeCvDOv6dfkaWP7e8QLp7X+o2KW8TyQafLfTXWo373cEdtp9rJJLsit2lHyPH/GeU+HXA/F/HufTVPJuDeG854lzH34051MLk2X18fUw9FyTUsTivYLDYWmoznVxFWlSpwnUnGD78ry+vm2ZYDK8Kr4jMMZh8HR0bSniKsaSnK20Ic3PN6KMIyk2kmz+rT/gvN4t8GfAT9gn4OfsO+BNTOjWXiPTvDGnQeH7SUQ3+ofC74C2GinS9Nn8hVjhfUvF8Pg7U/tUyOt4/hzVUWGSVnuLb/Cr9l7wZm3jD9I3xU+kjxhTeMxPD39r4+ljKibjLjzxLxmYTxVfCzq87lDAcPriDDVKULSw8M3y+84QcIVf6Y8aMxoZBwlknCOXv2cMX7Ck6aeqyvJ6dFQhNRtrVxTwslJ6TdCro2m1/Hb8NNYvtW0KDw+zW+mX2uapGkVrc6dNrV/d37zpb2Ntb21u8U91cXcixW1tDGjzPK8aRq5KrX+/1fEUMLQrYrFVqWGw2GpVK+IxFepCjQoUKMHUrVq1ao406VKlTjKdSpOUYQhFyk1FNn8tRjKcowhGU5zkowhGLlKUpO0YxiruUpNpJJNtuy1P7I/8AgmX+wT4A/wCCaXwS1n9vD9tS7j8KfFay8EX0ttoeoytqX/CnfCuveVGdD0/TbdHl1H4teON9notxp2nLc3unJfL4N00tc6hrzXf/AD3fTI+k7xX9M3xGyX6MP0dMDic/4O/1hp0qmOwTdNcf59lzqTlmtXEVHCjgeBOG4Qr5hSxmKlTw+J+rz4gxko4fDZYqH9VeH3BuB8PcoxHGfFtSGFzD6q2qdTX+ysLVslQjBXlVzPGNwpOnBSnDnWEprnnW5v5/v+Cj/wC1741/b7+L83xu1bS7vT/h94B0zX/DPwp+H0UkKv4R8LXVw+64126R7m3uvGPiySO31TXNQtUMNu6ado1rLdadomnyt/rh9Ef6MHDv0WfDCjwjgMRSzjizO61HOePeJ4U5wjnGeLDqjDC4CNVRrUciyak54TKKFSMJzU8VmNelSxmZYqC/CePOM8XxrnUsfUhLD4HDRlh8rwTabw+G5uZzquN4yxWIklUryTaVoUYylTowb/pvuLqTx5/wb7eF7nQ7Kd3sf2NfhwZbGOdXuYV+HC+G016GS5ijVWms4/C+o/apvKUloZXkjVtyj/FXhnk4U/aw4n+026KxX0hOLPZuo3G8+M4Zz/ZKTl0r1M9wSpJaSVSEYaOLP6Jxl8d4HQ9j7zhwpgb210y/6v7fb+VYapzdrO/VH4Rf8EGfhppXjH/goJ8P/itf38sPizwLpvxCuYtGtoGW2k0m/wDhX438IS3txt3mNIpfElrH5kjqjXE8CD55EVv9VP2nGZ4bAfQ28ScLXqwp1c6zbgDLMFCcoxlXxNLjvh7OZ0qSbTnNYPKcXXcY3kqdGpO3LGTX4j4N0Z1fEHKJxi3HDUM0rVGk2owllmKw6lLsvaYinG76yS3aOz/4OU7vVfiF+3B8L/h9o432Hhb9nnwq9/Nbwia4i8Raj41+JusTWUpFwmEXQLnQ7tIpER1+2GUEo6E/lP7IfJ8RgPo1cVZlXpyhDPfF7iHFYJuMlGrg8FwvwZlvtYN2Ul9ewuPotxuuai4uXNFxj7njziIVeMMDRi03hshwsKlt41KmNzCtyvs/ZTpS16STt3/QD/gjR/wTX0v9jj4Z3P7c/wC2dPY+Dte0Twxea18OPD/i3zLL/hUnge4sZUu/HHjGCR5Hfx94jsLp7LQdCNu9/wCHtLv/ALKbOXxZrS2Gg/y99Pf6XWeePXFWH+in9HeOL4lyrH57hsm4nzLh5rE1eP8AiGhiouhwzktanL2U+F8qxlGOKzTNPawwmZ4vBqusRTyLL6mKzT7Tww4Dw3DGBlxxxY4YOvSw08RgqOKvCOV4SUGpYzExa5lja9OXJRoWc6NOpy8jxVVQofmL/wAFB/8AgoNqH7fvxTvLnRrfUfCvwW8Cz3eh/C/w/rqxyXZg+0M194817TomEdt4i8YpBbZsVup00TRrbS9Kjmnu4dTvtS/0e+hH9EvLvoteG88LmksDmnidxh9VzDjrPMJHnoYeVGEngOFspxE4xqVMoyT21fmxDjTlmmZV8Xj506dCWCwuD/I/Efjqtxrm6nQVSjk2A56WWYaekp8zXtcbXitFXxPLG0LtUaMYUk3L2s6niH7N/wDwUC/bB/Y48E/Em0+Bz6bonhfxfqUHijUbvV/C2heIkt77Q9PfRlvrF9XtbryLa5tIITcWpjkjDQRtF5bmZ5vuPHf6IXgn9I/PeHuIfFLJ85zLMOGctxWUZc8s4gzDJqM8DisUsZKliqeCnB1ZU8R7SdKpCdKaVapGcqkVTVPzeGePeI+EcLi8JkuIw9GljK0K9X22FpYiSqwh7NSg6iaV42Uk1Je6mkvev+5P/BFL/grf+1D+2j8XPEnwa/aO0XwpqqyeEta8VeGPFfh7w4nhzXNOn8PXWmQ3tnrsGkunh++0e+h1ACzuIdJ0q9sdREME11qUd/Elp/kr+0E+gj4OeA3hbl/ir4V4jPciq0uKcq4czThnNs4nnWWY/D5th8wqUsXlmIzBSzbD5jha2Di61GeNxuGxGClVqQoYWeFnOv8AuvhX4m8QcT51VyPO4YbEp4Kvi6ONoYf6vWpzoTpKVOtGk/YSozjUfLJU6c41FGLlUVRKP5P/APBwF4O8PfCb9t658NfD3R9F0ex+Inw28K/GHU9F0WxSwWLxh4h17xhoHiW9aG3dLfdrT+FE8Q3wjhiM+rarf6hKZJ7qVn/vT9l74gcT8ffRawEOKMwxeaV+CeM8/wCB8px2PqyxGKqZDl+AyLOMsw88RUbq1aWWxz2rleDVSc3QwOCw2Eg1Rw9KEfzDxoyrB5XxrUeCpU6Mcyy7C5lXpUoqEFiqtXFYetNQjaMZVnhVXqWS56lWdR3lOTf4veFb6LS/D8/9qpLp1yt1ezRBrgxuC8cSo52oSyu+FQBlwc8nNf6Jn5Mf2O/8FidZfSP+CP8A+yvd3MUm64139meC5i88xTo7/BLxbOwE+1yJEnhXc2xtwDDHOR/z3fs8Nfp+eNSaunlHjEmn1/42LkJ/Vfiv/wAmu4e/6/8AD/8A6qsSfQP7FHxa8Gf8Fbv+CaXib4P/ABC1yz1b4p+FfD0Hwv8AiDqd2VutT03xxolmmo/C74qy7oPNafWP7P03V9RuoIo01DW9M8X6XCBaiRD+YfSD4Szz6A3008i8R+CMHVocD5rnEuOOFsDh26OCxfDGa4ieE434B0qckYZfHF47LcJTqylLDZdjMgx817fkkvZ4Vx2G8UPDvE5RmVSMsyoUP7NxtWdpVKeMoRVTLc0ta96rhTrTcUlOrTxVJe7dHjv/AAWM+G99o/8AwRj+EHwv8czL4SvfC6/sueE/GkzvHqMfh+/8NeE4dL1aF54Giiu1ttWsvsX2iErFMWEqDYwFfZfQLz3KuKf2iHiDxNkNeWKyPiLFeNme5NipU50ZYnKc3z6vmGXYiVKolOlKtg8RRqOnNKcHLlkk0zz/ABPwtfBeFGV4LExVPE4SHDmGxFNNSUa+Hw0aVWCkm1JRqQkrptO11ofxmW3h7QbSHSLi18V/YdTvp49Fu4mEjRrpWnOLDStUgijli8ltRsYLbUB+8c4ufXmv+i4/ks/uz/4Kc+GrPxV/wRyvNE1DUf7Ps5PAH7Mcs+oeXvWNLTxb8Mp95jLr8kpjCEF+BJ37/wDMz9B393+0ZwsO/FXjfT/8B4d43f8A7Yf2N4ka+ElR7f7Dw2//AC7y3Trff8D+IFtGtfB9hqvhyxuINW8M6kNU0zS9fa2WMXWs6mZvtlnb5aTFxaXEk8S9PmiyDX/TMfxyWNM1nwzpnjb4VatFdf8ACRQ6P4o8L2OvWdpcfZX0iz0rVdNa4ur2R4pxKs6yXEPlqqeW9s7eYwcBfn+LIYipwtxLTwj5cXU4fzmGFdm7YiWXYmNF2TTdqji7Jq/c6sC4rG4Nz+BYrDuf+FVoc3fpfoz+yf8A4OGUH/DMvwPuZ9JutZsrX4/2zz2NndJZzvK/w68dJA63EltdqmxPtAP7okhiB3r/AJ/P2O06K8cvE6El/tEvCirOk+1GHF/DKrq3nOph+ulut9P6n8flL/VnJ2vgWexUv8Ty/GuP4RmflX/wSK/Z/wD+F1ft4fDbxzeaQ58HfAv4dz/EnVFuAs1pD4is7ldK8AaW8wjTOsWniPWYfEttMI4hNH4SuyFTG2v9Ef2nXi3/AMQ1+jFnfD2BxXsM/wDFfM8JwLgo058teOS1FLM+K8Qoac+Fq5PgpZFin9l5/Q0fNdfk3g1kX9scZYfF1Yc2FyOjPM6javF4lNUcDC/Sar1PrUO/1WWumv69f8FJf+CQPxB/b9/aH8N/GuH9ozR/h9ofgv4Y2nw38LeBb7wFqXiG3st+tap4g17X57638V6THJqOs32owW0vl2SbdP0jS4XkkaAk/wCVn0Ofp68H/RT8Ns24Ml4SZrxZnnEHFGL4jzniLD8WYLKIV4ywWCy7LcupYSrkOPqQw+X4bBzqR58TPmxWOxtSKhGoor9u8QPDDH8cZvQzBZ9RwGGwuCp4TD4SWBqV3FqpUq1qsqixVJOdWdRJ2grQp007tXPqv9sz9kLUvj5/wTh8Qfs9fEvVIviL8R/BPwu8J65Y+LdLsZdKufE/xP8Ag/p9hrFprWm2d1NqsmmXvjebRb7SLyGSe8EUHibULdZCjK6/jP0cPHTI/Dn6ZHD/AIqZFl9bhLgLiTxBzbA5hkOIxlPFwyLgrj3H4jA1sBicXTo4Sni8NwxDMsNmFGrGhRdR5Nhqjp86cX9Bxdwzic38P8VkmJqxx2aYTK6FWjiYU3B4nMcrpRqQqQpylUdOeNdKdKS55cv1ia5ran8jn/BM+/0a7/4Ke/skFIi2owa5c2lpKlwgWOwj8NeKgsMkP2fdJIoJLSiaNTxiIYr/AKEPp6f8oheOf/ZKYb/1oMmP5V8Mf+S94a/7Dp/+ouIP0V/4OZItLHxX/ZburvU1t7z/AIVn8TLS2sOVknSbxJ4cc3QcE5SGWOONotoLGVTvXHP8Nfsav+SG8cP+ys4Q/wDVPm39fefpX0gv+Rlw3/2A4/8A9SKB8M/8ECfGdj47/wCCjnww8/7HZax4M+H3xW0RLW25kv7KLwNf2pu5hsUo3neYTlpBuGM5+av6R/aj/wDKIPF//ZU8C/8ArRYU+Q8Fv+S9wH/YFmf/AKiVD03/AIOVb+Gw/be8BR/2a+oS3X7O3w3eQRTrDJFC/wAQ/i7btLloJvkiWHcV43Fu3U/B/siZX+jDxKv5fGXimPp/xifAcv8A26/zPU8ef+Szwfnw9gv/AFOzRfofkD+zD8DL/wCMf7Vfwe+BfgG91HxRa/HHxnpHgTxNqBupH/4RLQr/AFWO98W6vFujm2w+HvCNnrWuPbJCwaLT2xkgKf768bPEnBeD/hJ4h+JuP9nKnwbwtmub4ahVdoY3NadB0cky27cUpZnnNbAZfC8ornxMbtbn5dw5k9TP89ynJqV75hjaFCco706DlzYmts9KOHjVqvTaDP7/AL9vP9hG/wD2wvgR8Pf2ffA/xPsPgd4I8C+I9D137Nb+C7vxbDf2fhHw7feHvCHhxLSDxh4VWDRNIj1GW8ltria++03Vho0sf2aWwEr/APL39E76U+C+jh4pcWeLXEfAmK8T+JuJMkzHKqFWrxNh+HpYDFZ7nGEzfPc5qVqnDmfSxGYY6eBp4aE6EcE6WHxWY05SqwxThD+0OOeCanF2S4HIsJmcMlweExNGvJRwUsWqsMNQqUMNh1FYvCqFKmqjm1J1LyhSaUXC77P9jb9kLV/2bf2V5f2WfiZ8RNL+NfhiO48e6ZY6hbeC5vA0S+BPiBLdahq3hPUNNl8U+LJL6Uavrfim4OqjUrcPY6ta6etjCNOFxc/M/SO+kNhPGvx3fjvwjwji/DXPa0OFsdisJLiKHEk3xPwnTw+Dy/PsJjY5LkUcMnl+WZJSeC+p1eXFYCti5Ymo8Y6VHs4S4Unw7wyuGcfj4ZxhYvG0oVFhHg19Sx0p1KuGqU/rOJc37WtiZe09pH3KsaaglTTl/nb/ABz/AGfvFn7Knx4+NHwduNR1K98afDX406xpGh3e1rPWL/S9M14P4e8TaddwzLJaxato/wDZ3iKykh+zyLFexOI4JPlX/qw8J+Pco8ZPCjgfxBwlHDVss484RyvN8VgJRVfD0K+Y4GEc5yXEU6vtIVf7Ox/13KsXTm6tOdTDVYOVSD5pfxDnmV4jh/PMyyqpKca2WY+tQhVT5ZyjSqN4fERcbOPtaXs68GrNKcXZPRf0VfsRf8F3fi78PtO8F+Bf2rLe2+KfhqxsrbT9d8bKWs/i7osELCH7ZqUwkXRfHFxa2wjZ49Qt9J1zUmSW51DxNeXkpZ/83/pG/sp/DPjilnPFHgbjpeGvF1WniMZQ4RxDlivD3NMbb2iwuGpuM8z4TWLq869pgauY5Rg1KnSwmQ4XDwfL+u8JeN+cZa8PguJaSzjARcacsfBcma0ae3PN3VHHezjbSpGjiKnvSqYqpN6/c/8AwXQ/Z1+DHiv9nTQv21ND0nSdO+I/g3W/ANlceKrW0XTZ/iH8PfHl1b6BY6T4it5beC51O+0m41jSdU8PXl/EdS0ayh1TTtgtbl4bf+Sv2WPjP4hcKeN+L+j1muOxeM4M4gwPFNdZDiqzxtDhfivhrDV8wxGOymtCtVoYKhj6OCx+CzSjhZPB5hiZ4HF3dajGpV+68bOHsqx3DcOKqFKnTzHCVcFH61CPs543A4ycKMaVeLjGVSVKVSlUoyqL2lGCqw0jJpfPX/BuUuqXXjn9sjVIyi+HbjTPg0IIBGSYrx5/iCIUFwHCOiR218+0W8WGnJBOGLftP7Zuph1kf0faUl/tU818SalGV9sPTwfBUcSrWu71KuEd76cuqd1b576Pan9Y4qkvgVHJ4y/xyqZk4fhGofhJ/wAFNdS1gftx/tHDSbZtYsm/aU+Kmlx6XZBrW6t2m8d6omp6m90ZZo5BaajFcR7BbRsWuF/eAqd/+l30RoYiH0Xfo/RxLvUfhFwHOLs1/s9Th3AVMItW9sLKir7O10knZfjvHji+NOKuTb+3szT/AMSxdVT/APJ1IX4Efs0fGf8AaF+Lfgr4DfB3x5P8KPiP4z1y7fwl8TLzWNe0O48MjRPDWreIdYkl13wwX8QQveaPpWrafE2moJJxex2EieRNNJX0n0g/EPgrwp8HuNeP/EXhyrxdwbw9hcrq5zw5RyzLM4qZosfn2VZVgKMcuzmtQyyuqeZ47BYibxdWEKEKMsTG9SjCL5OFcqzHPOIMuyvKcWsBmGLnWWHxcq1bDqh7LC169WXtcPGVaLdGlUglTi3JyUHpJs/ZHVP+CG3/AAVIk0WzsNP/AOChMEt9Z7E+1XPxt/aLsBOm1hI872+g38rvu2bEORt3ZcHAP+VH/FR76En/AEi5mH/iufCT/wCfB+3/APEJPEf/AKLan/4ds9/+UHi/xl/4JW/8FPv2b/2ffih8Ufij+2P4G+Jfw++HnhTVvEvjDwnL8Uvjtr13rvhu2w+r2kFv4p8P2mjXl1FayS3Nla6jJFbyTwRR+arlGH6h4LfTu+iR4geK3AnBXB/0e8w4V4o4nz/C5RkPEL4C8NcFHKszxaqQwuJnjMozWpmWFp+0tTqYjB051aNOcqihKMZRfi8ReGfHeVZHmeY4/iunjsFg8LOvisJ/aecVPb0adnOCp16KozdtVCo1GTSV1e5+Bev6kVXTr/S9Ttp4fHEk0sjTwvcxaeuiCMLs/fR+d55lfJxHs2dH61/rYfhJ/RN/wb+/BTUPG37TPj/4j6lPo2v+C/2fPDK22haxaaEbNrnxv41jv9B0JpJpry6SZ4PDNv4vvnZAZra6GmzDyzJG9f5U/taPFv8A1P8AAnI/DHAYr2WbeK/EdOOOpU6vLV/1T4QnhM4zJtQ/eRjiM8q8N4ezcadfDvG0nzxVSB+3+BeRf2hxNic5qwvQyPCP2Tcbr69j1Uw9HfRuGGji56XcZezlpoz9bP22/wDgkv49/bB/aWX9ou1/alg+G954f0Hwb4c+HWgR/CWfxFP4M0/wlJNq6yDXYviV4ebUb248Yap4i8S2lymm6c2nPqkFmBdGw+13P+en0YP2gXCX0cvBWfhBU8CKnGkc3zTiPN+L84r8f0cqwnEeK4hjTy6cJ5LU4KzZYXD0uG8FlGSVqMsxxSxX1Gri37FYr6tR/VeM/CzHcXcRLP1xMsudCjhKGAw8cqlXnhIYRusmsQsxoc85YypXxMZKlDk9oqfvcnPLu/8AgtD+zHd/tKf8E5/ijY3NtZax8SPgtpmnfHbw3eaZpkscMuvfDrTruXxqNJ02a6v7+KDWPA1940tNO0sX97c/abjTYnmv5oFMv5d+z98XcL4T/Su4MxEKtfAcJ8f4zF+HGZ0sZiqdSdLAcVYmjT4cljsVCjhsLUngeJMPw/VxmM+rYeiqFPF1Iww1ObUPa8U8hnnvA+YQcY1cdldOnm9GVOm0pVcDCTxapQcpzSq4SeKjTp885czgm5tK/wDBLoWsy+Br+OxiSd10cu7abfXDSXd2dRheYOLgKEiWLzd4UwS7lUDKk5H/AFZH8Qn9v3/BOfUIdZ/4IUWuoWUL20d98E/20HSCeYXrRTN8Tvj8kqvL5duJlFwJPl2IAmI8nbvP/NH9K/8A5Wiy/wCzrfR2/wDWW8LT+wuB/wDky3/dD4s/9Tc7P4tfEem6nZXWs3kukRXepLb6eVtFtY4lZQGRNiEy7CyMzscndtHAr/pcP49P03/4JR+Hp4P+Ch/7HevSuVl/4SLxaLhbSD7Ja5vPg744txayxLI+9rVpBC7E4kmiaVUQNsX+Mf2hceb6G/jcv+pPw3L/AMB454Xl+h+h+FLt4gcOf9f8Z+OWY1H6S/8ABxl4c1XUviZ+znr9nZXd1p3hz4d+Np9VNsQiJDceJtKUF5iT5JVUkcP5UuQCNoxz/Gf7Gz/k33jX/wBllwx/6pMcfoX0gv8AkacOf9gGO/8AUiiedf8ABunqegP+1P8AtBaJ4duhf2GnfAmyuFvPPMzu13478MM6N+5iwEk3qvJ4UjFe1+2M/wCTOeFH/ZzMR/6y2bnL4Af8lDnf/Ymj/wCp2HPgn/gsjc+KPEH7fHx8bxn46uo9F07xNp2g6Va6jBfM/hbwrY+FdAlsbSxkmvzHb6XKLqbVbaK0tLa3eXUbi/CzTXs1zN/WP7PfLMmy36IXg5UybBYDCf2plGa5pmtXAUaNOWYZzV4gzXDY7G4+rRXNisw/2Slg61avKdanTwlHBtwpYWlSp/D+KtbEVePeIFiKlWp7HEUKNCNWUmqWHWEoTp06SlpCl77qRjFKLdSVTVzcn/Q5/wAFBbHW/iN/wQeil+JF1cQ+Odc/Z9/ZF1rXr27izqX/AAnN34l+DF1rDPBO8TpqF9f3GpWt2m5pbcXd0R5pi+b/AB1+itRwWR/tQMRlfB1Ol/q7h/Ffx+ynLqGF1wceGcPlHiJTwcaUqTnF4XDYXD4WrhZX5JuhQvZSsfv/ABtKpifBiNbMHL63PI+F69aU/wCI8ZLEZTKo5J2anOpKcZq11zS7GD+wtpU2kf8ABAfxjo9xBO0tp+zh+2fbNBIwFxKpvvjMYwXIYBriN0eMkEIkqKQdpz9D9Jz/AJWtcKf9ne+jT/6ieG5x8G/8mQx//Yh4w/8AS83P5aP2cv2vfjF+x38fNJ+IvwcsPh/488YeH/C+qabp914q8P63P4MntvG1lcaffaZq2gaD4q8Pazc3ujpYQ3EN5ZeKNO8y4eLzYWtxPbz/AO6Hj74FcIfSM8Ocd4Y8cY7iHLcix2ZZVmssbwvjMBgc4oYrKMUsVh/YV80yvOcD7Oo+ejXhXy6vzUqknSdKtGnVh/NfC/E2YcJZtTznLaWErYmnRr0FTxtOrVw8oV4ck+aNGvh6t1pKLjVjaSV+aN4v+hv/AIJ1/wDBbnxl+2x+0npH7Ev7U3wB+F63nxX0LxrZaXrPgay1w+Fbu+8I+DtY8barofi/wF431Xxss2ia14c8O668GoDxJILPULfTtOuNMvo9Sk1DTv8AFn6XH7O7I/ozeGuN8dvB7xN40jU4GzXIKuPwPEeIy2nneHpZznWCyLBZpkPEfDmD4flQx+BzTMsuUsI8s5q2Fq4nE08bh54SOHxX9EcB+LGJ4xzinwzn+TZc1mVDFKlVwkKrw0pYfDVMTUo4rCYupilKlVoUatp+292cYU3SmqjnT/Oj/gvT+xN8Nv2WPir8F/EXwR0RPB/w0+OuleOj4w8LWbzT6V4FvvA154YGta3oDXF5LcaVoup2fjTSzBo6RtZaZeWN6NMZLGeLT9N/tj9mV9Jnj/x94A464e8SswnxBxJ4Y5hw3QocVV6cKePznI+J8NnH9nUM2dGjTpYvM8txHDuYRq5m5fWcdhsThXjYTxdKrjMb+c+MnB2V8L5pluLyeksLhM5pYuU8FFt0sPicHPD+1lh05OVOjWhi6TVG3JSnCaptU5Rp0/2U/wCCWP7Nvw3/AOCbH7EHjP8Aa+/aBnHhzxD4j+G8Xj/xdrOqQu+teEfg5oenLqvg/wAHWdjcxwXzeLfF00kOsXvh63WPVNY8Sav4V8HPZz6xoVp53+eH07PGnib6XP0i+G/o/wDhLz55w1wrxK+EeHMLhJr6lxLx7i67wHEHE+JxVJzovJMmp06mAweZ1ufB5fk+BzrPoYingc0xDj+r+GfDuD4D4SxfFOe2w2MxuDWPxk6i/eYPK4R9rhMFCDtL6ziG41alGNqlXEVcPhXB1aEE/wCUP9qf9o7xl+3n8cviD+1j4hWXTr+0sFGgeEorl9Q0vwd4N0DzL/wz4ZcsbeORdMsmRNXuLaC1TV9Ym1XW3t4rrU7gV/u79H3wU4b+j54TcKeF3DSjXpZHhHWznN3RjSxHEPEmPf1nPM9xSXNPmxuNlKGDo1alaWX5VQy/K6daeHwFG38y8VcR4zirPcdnWMvGWJqcuHoczlDCYOkuTDYaHS1Omk6koqKq15Va7ip1ZHyFefDi6sNQt70rJL4ZuvKnu9ejtkhtYr263yy2S/vXZZEG1g5zwcFa/aD549Z+G3g/Wn17X9M8O3P9q3E/hmNpALMzC30u9Nv9nl8k3UYLRrLEpmDr5nXyo92FAPNI7b4jeEtYHh3xR4fbQdJbUH1e6ils/s+ovp0crQnXYb6O6dIbTbbsfK+zySAxufMORgA9I07w1o1lpNx4y0vWXnt9Z1C809Rd5uon1CbMzwJNuiJmLwhVBT5QTljQB4Y1z4c8Jza1cQO3iO6v2u49ReG6Fmmj3wkke4syj21yzTQSEkurpgYAxjJAM7wt4X0vxjePqslxqlneXWoTQ2ul2l+Vlu7JEiaOQTiIAmVy+SY+RGMrQB6xJqniK70W/wBEjSS9t/CrS2tuUMgu7K3sLSWBLe6naV/MnVYwXmjWIM67hGOMAGZ4Q0+31rxv8OP7S1DUdPtrmzt73Ub24vZLi3S/h1XUEj0p4SEJkuYI4WV2dgvmDKN0oA+qtS8IaTpkWrXniq5e3028neDwu0oSEalpssM5kvraQrcA+XtgUERx4MwPbAAM74Z6x8OtG+H/AIy8V6Vr+leE4PDevHSZbDxAi67da9qjWlvFBLZ6jBFpR0yW/kkitbeNra9MNyfOMz52AA+vP+CUMfiW/wD+Cmv7N3xa1qzmtfCL+Jdf0vTLtbdn0++k8UeCPE/g3RbjzTcDdNPq3iOCOOcwbhJHGNoxkfyB9PnJsbn30QPHLA4CnOpXocMYDOakafxLBcOcS5HxDmU3/cpZdleKq1P+ncJH33hdiKeF4+4aqVWlGWMq4dN/8/MXg8ThKK9XVrQS82j94/gB4pufg3/wX0/a28AfEO7t7Gx+Pvwn0vVfhBqF4Db/ANr3y6F8L/FEuh2FxdXA+0eZbaF40h8u3ijB1HwtPaQx3HySj/JfxVyzGeIv7LDwE4h4ZpVMdS8KuO8ww/GmEw1OVWplOGjmfGuRvH4uNHnVOEa+a8P4iUqiXLhM8pYipOnacX+6ZJWp5T42cUYXGNUnneWUZ5fObUVXn7HLsT7KnzW5m40cVGyu+fDSik91+Yf7XP8AwSn/AOCgOpft3/GzxJ8H/gza+NPh98XPi9408d+F/H9z4j8LweFrTSvil4l1XxbqE3iifUdftdV0q58MXmpalYX0U+lzX0kFhavpVvqf9oaWl5/bn0cP2gH0Z+Gfo1+G2XcZcd0+HuKfD7w+yHhLOOEnk2c4nOcXjeEMnwOSUpZRSweWywWOjnVPDYbFYOpTxUMPRlialPG18MsHjalH844u8LOMcZxhm9XL8teLwWa5risfh8f9Yw8MPTp4/EVMTJYhzqqpSeGc505p03OSgnSjP2lNSX/gh98FPFHhn/gqF8TPB17Zre3X7MGmfGbw98RvEOkXV5qvhv8A4SvTNVuvhRFDY6rd6bpUn2XWr2/1e/0OC9tbfUdS0/Tbi9+wwjT71bbm/aS+K3DXEH0JeG84wdSrg4+M2YeG+ccLZVmaw9HO3luLwlDjmc8TgqFfFRhUy7AYfDYfM6mHr18LhcXjMPhnipvFYf29+EOR4zCeI2Mw9RKb4epZvh8bXo88sN7anUllqUakowuqtWU50VKKnOFOU/Zrkm4fmX+2N4w0nxn+1f8AtbeKNDjl1O38ZftCfGzWvDZtZY7Sa+0FPHniC1tL+MokwkhntLQXT/Mpkjcq2SSx/uP6M2QYzhb6O3gdw/mNN0cwyvwp4Ew+PotyboY18N5dVxdB8yTvQxFSpSasknBpK1j824yxVPG8WcSYqi+alWzvM5UpLaVNYurGE1bpKKUl6nyZ4N8AeKvGGsavayGS1thbveQWH2Ez3jWsQxcP9rN5GpWEMokb7OMmZPl+X5v3E+aP9Ef9tr9o79nT9lj9mLwd8R/2nfhpefFb4aXXij4deDbbwxZ+DPBPjuSLxTr+mXg0LVpdF8e6xoehpDZLZXiPqEV1JqFsblRaWsqzTFP+Qr6OvhJ4q+NXjXm/Bvg7xlheBOL4YDibOHn2L4g4j4ZpRyrA5hhqWNwizLhfLszzTnxFTFYblw/1ZYeqqbdWrBwgpf3pxbnuScO8O0Mwz/L55ngPa4OgsLDCYTGSderSm6c/Y42rRo2goTvPn543tFO7P56P+Ch37ff7CXxo/Zb134afBL9lrUPhx408aav4au/DfjmT4X/CDwVBpdt4Z8S6ZrGs7NW8G+INV1qOS/0+2udKFvBavBOl7MtzJHGMt/s79Ff6Hn0sfCLxk4f478V/HnB8acG5Zl+f4fMeGcLx94j8SPMK+ZZNjMBl8pZfxNkmXZZKGDxtehjvbVKqrUpYaLoxlJ6fz1xtx/wNn3D+KyzI+GKmX5hWq4WVHGVMryjCexjRxFOrVtVweJrVr1KUJUuVR5ZKb5mktfvT/gm1eC8/4IK/EyWcGaOL4P8A7Ztu3lyGN5oLaH4kxcSsH2SSRr/rCrBWO7acYP8AE/0tn/x9F4H8vET6Ov8A6f4OZ+i8C/8AJlsy/wCxTxb/AOk5gfN3/Bs/b+GdO8Q/t0aR4Vl1A6XYv+zs9vFqWpjVbl4bqz+LshuzcLaWSbZbtby2AEAOLIBmIVTX7Z+2f/3X6Of/AGEeLP8A6b8Nz536PPx8Xf4ci/PODz79ivw5Lqn/AAXZ+L3i2+ujp50j9pP9sO10rTpoTMdXjNl8bdEnltrjzV+zCCO3S7kXyZN4kEWRjef2H6R//KprhL/sy30Yv/U3wwPn+Ef+T547/souMv8A03nR5t/wXw8W3nhv9v74byWOn6ffXEPw4+CDKt7bicEX3xP8U2kmASD+7jVpFweHwcZHNfsv/wDlDDjz/sufEb/1kOGQ8Z/+Th5X/wBi3KP/AFYY0/XT/gvZ8avE/wAIf2VfBNjonjrVvAmifET4mR+FvGFzomoSaPqGu6NB4c1jVofDr6tbRtfW2m32oWltNqdtaSQf2nb2v9nXjy6dcXlrcfwn+yd8PODON/HbizNOLeH8v4gxHBXA0s74apZrQhjMHl2c4nO8ty3+1Fgqynhq+Nw2ExGIhgauIp1fqVat9bw8aeMo4bEUf0zxyzbMct4ZwNHAYqrhI5jmSw2MlQk6dSrh4YatW9h7SLU4051IQdWMWvaRj7Od6cpxl8yf8G2/xk+IHj34fftO+A/Fl/ql3oXgbxF8L9e8N6ffX1zeWugz+MdP8b6XqlnpkdzJILCyvrTwRol4tjalbZbpL27MaTXjl/1f9sZwRwzk3FPgpxpleX4HAcQcV5bx1lOf1cJhqGHq5ph+GsTwri8qxeL9hTg8RiaM+JcyoTxWIc606MsNRU3Tw8Yx8PwAzLGYjA8RZdXq1KuFwNbLK+FU5ymqMsZDG069OHNJ8kJLB0ZKEEoqXPJq89fDv+CWngyHwJ/wW3/bZ8OaHp8dj4U025/azj0gLGpRYbj4/wDha8g061kUReVbaWs81kluIWVI7eKNHKxB5Pv/AKamb4zPv2aH0bc3zB1J47HPwRq4urWk51MRiF4ZcQU6uLnJttvFzg8Tdty/e+9rc8rw7oU8N4xcX0KVlTp/6xqnGKsoxec4Vxguypp8n/bp8Y/8F7P2kv2hbj9vTxf8LtJ8V6zL8M/g5o3w3Hhbw5Y3F1ZaV4fv/FfgPwv4s1fXTDYXdmk/iG41LXbiQa3dLcahFYWum6dbzxWtjDGP6F/ZeeF/AWV/RdyDjnDcM5XU4r8Q8dxdHizO8XhaWMx2ZYPJ+Ks84ey/Kva4mFSVDJ6GX5dSbyyk44Sri6+MxdWlOviakj5XxozrNK3GmKy2eMrrA5VSwDwOGhOVOlRqV8Fh8VVr8sGlLESq1X++leooRp01JRgkf0F+M7zXP2gP+CJjap8SPET+JvE2ufs0eHNW1fxhrMBu73xFr/gi/wBKvtM8V6kJZGa51nW9Q8NWGs3V35kbT6pdyXaeRvCp/mbwLkuV+E/7UfAcOcDYaOXZFlvjhmmSZbl2XtUcNluUcUYLHYLHZThoQ5FTy/LcJnWLy+nhtVDBYdYdupyty/Y8zxFbPfBari8yn7XE1uGqGJrVqt5TrYjBTpVadebd71a1TDQquel6k+b3en8U9la+IPBl34wsPCmi6nNLcRi3Wa9uftYu3BmmDRRoltsVpZpSiF22xlE3ZXef+mQ/jk/qF/4NzNWttQj/AGwbSy0+XSbSwX9n0xadc3S3t1E923xxknnlukt7RHS4mjcwoLdDEsZRnkPzV/hj+2g+P6N3+Hxf/PwvP6V+jztxd65D+Wcn3j8Bf25P2KvH/wC238V/2fNJ+AFp8Kvj94a+JnxL8IxfFDVfh58NtNt/id4t8G69r+meJ7vT/Guh3Mvic6zr82narqlgNetoLrW4Z5Y5boatcrYT/wAd+JH0YPpP8NfRf4N8YsZ4mZjxn4PZrwhwjnlfgrBcW8YYt8H8P59hMtrZLHFcM5hTjkjyvLfrOBwuJlltWpSyycaVSOHWCoyxVH7/ACjjPgzGcZ5hkFPJ6WXZ/Qx+Pw0cxqYDL6f1/FYWpWjifZ4ylJ4n21bkqTgq0YyrJyTl7SShL8Hv+C9Wt/tfeFP2tPBXhT4rahD8Q/gH8QdHvtT/AGeP+EZ03/hE/D3hVrS8Ft408N6no8t9rlxrHj/R1uPDsmueKbzUGTWNI1fRJtLt9EtZJvDuk/6efso6/gjjvB/iCtwBw7WybxOy7MMBl3iris2zCnnGc5lKrRr1sgzHAY2GCwMMHwrmCo5i8uyahhqTwOYYPMqONrZnXpU82xv4144R4kp59hI5pio4jJqtKrVyOFCk6GHoqMoRxVKrTdSo6mOpc1H2uIlNqpSqUZU40YylQp/sV/wUB8U+If2XP+CK2nWHwb1WXwVew/Cn4B/D2HxBp7XEd3puleKp/Cdr4tvFuLK5sJ1vPE1nNq2naheRyLJJJ4gvJwqyyLJH/n19GLKsv8bv2j2c5n4i4fD53GPHXinxfLK80o08Vg8TmOQyzmWQYGphq8K1OeGyKrDA4nBYaXuU4ZPhqbcqdN05/qfGderw54R4ejlM54Z/2ZkmAVejJwqQpYn6ssVUU4uLU8TF1YVJrVvETekndfhF/wAEJviF4/8ACH/BQT4YeG9G1a6vfB/xm8KfEPwr46XTBcWPh+/h8H/DjxV8QNEN7pf2yW3m1XQtc0qyNpqdx5k9taa5eWVmsQv7rz/9Rv2o3B3Dmf8A0TeLeJc1wWDnnvAudcIZrwxmNSjSeOwmIzjizJOG80wmGxLpSxEMPj8rzbETxeFp1IUcRVwWDr11J4Ki4fi3gtmGMwvHOBwdGpUWFzPD4+jjaKlL2U44fA4nGUak4X5HOnWoQUJtOUVUqQi0qkr/AKF/8FJ/DEui/wDBbv8AYY17w7pCsvijUP2S9a8X3qxqwa+i/aR1rwal3NgR7Zv7D0jQ7SKZnmkCWKxkCIxqv8s/QqznMcy/Zm/SnwGNqVKmE4dyr6QOV5TzuTp0MDifB3LM9rYWknJ8qjmeb5hi5qKjBzxjdnNzk/tvETD0qPjHwTVpxUZ4uvwrXr2Ws6kOIK2GjOXf9zh6VNXu7U+1kdF/wcwfGD4teFvh7+zP8GvAfinxN4d8GfF28+L2r/EWy8L6nJo83iJfAC/DCDw1p+tXVrsvLzQbafxpqt7caL9oj0+/vodPub6GebTrB7f87/Y++G/BXFHFHjFxzxDw/l+c8R8C0OAsHwnjMxoQxcMk/wBZnxnPOMZgsPXjOjSzGtDIcvoUcwUPrWFw/wBboYepThjMSqnrePmb5jgsFw/luExVXD4TM55pUx1OlJweJ+pf2esPTqTjaToxeKqylSvyTnySmm6cLfXf/BKz41fFrVP+CQF78Qdb1641P4hfDHwh+0FaeENW1qM6tPar4Ei8R6l4MgvEvpZ31K20l1tLW3tby4lT+zba305DHZwwwxfiP04fDzhGl9Pyjwpg8nw2XZBxrn/hTPPsuyuP9nUK9Xib+xsBnlehHC+zjhMRmMXVxOIrYZUpTx2Ir4yV8TWqVZ/R+G+bY+Xhc8dUxE62Ky7C54sNWrP20orB/WKmGjJzvzxo+7CEZ8yVKEaa9yKivx0/4IufF3456/8A8FDPCeq/Enx5408Qax8ZfCXxEPxD1HXdZu7m18bX1t4L1Xxhbtd6fPNcQrNpuraNb3mn+WVGm28MlnY/Z7KWS2f/AEx/aQeFfh3w99DHNcPw/wAHcPZJQ8Pc34H/ANT4ZZlmGwkskhieIcuyDFUsJWowjWUMXluZYmnjFUqVPrlWUcTiva4mEK0fx3wizzNsX4hUJYrMMXiZZrh8y+vutWnUWIcMJVxUJTjJuN6dWjB07JezjeEOWDcX3n/BZ/4Caj8SP+ClPhBPCU+r2vifxZ8OPg9b6ZaaDFJ/buveKZfEniXQNFttCvYLiCbT9WD2Gkw2dyqytDcCKVNhXcPM/Zh8QZNlP0MOIs14xxuBwnCfDXGfiHXzrFZrGMsswXDmFybJs2zepj4VI1Kc8HCliMfWxNOVOcalKU4OnPmtLbxmwuIr+IWDoZfTqTx2My7KY4eFBtVqmLnicRQw6pNNONRyhSjBpqzSd100fG3/AAQj8Ta14g1X46/tx/8ABRXwr8OvFnjG1u7WTUviJf8A/Cd3/wDZ0bR3Z0698e/ET4h/D21e/wBJhmQXkOkQajpFhI/l2E0tkYbiT87yH9pBw1g8RX8Pvol/RD4v464cyFtUMJwpgpcO044fmlRjmVPhTg3g/i3E0MPjpUXOlicxq4LG4iK58ZQpYlVaMPWxXhFjKkY5rx1x7gMtxeKtz1MdUWLbnpJ0Xjswx+BhKVNOzhSjUpwelOUoWk/1H/bF+HfhzwT/AMEMPiP8NPC3xX079oPwv4O/Z58KeH/CfxZsLvT9W0zxxpfhvxf4aTwzq+m3mma74j024t7CKysLPTpLLXdRt4hpsHkzgRiNP4U8BuKM44m/aScKcV5pwNi/CzO+IfFLO8wzfgTF0MVhMdw5jc34fzdZtgMZRxmWZPi4YjFTxOJxGKWJyzB1ak8ZUlUpXm5S/TOJ8FQwfhDjsDRzOnneHwmS4alQzOEoVKeLp4fFYf2FWnKnWxFNxgoQhBwrVIpU1aStp4T/AMG1cWq2/wCyR8WrbVbB7Brf4w2sdsJQBJd248CeGyL0kE5SVy6IDyvlEbm7fsP7Yr/k9XhZ/wBmul/61mfHz/gB/wAk7nf/AGOl/wCoOFPxH/ZN/a3+KPj7/gqT8O/i34j+NniXWvGfjf8AaS8F/DvX4dX1u/uNMk8OeLPiFp/hC88B6Jo9lJp+m6HocWgajcadpej2tq2l2gSORrWaQSNJ/pr4t+A/hRw19BzxK4IyLgvI8syPh/wT4l4oy+NLAYarjVxJw7wniuJcDn2JzDEUquMxWcTzjAUcTisyrVpYytzVIKtCEoqP45kXE+eYzxJyfMcTmOJrYjF8R4PBVb1Zxp/U8XjoYOphYUoSVOGHVCrKEKMY+zjZNxbTb/VT/g5PfR0l/Y/0rUNRttJ/4Te6+K3hq7u3+S6NpBq3wkiha1nw3lPaNr93KS6SKDKDt+9u/hn9jvm2KwXDP0mpQi69PKY+HObYbDe81PEzy/xFdVJJrWvHLsLTdrNqC10Vv0rx+oQqYvg2/uyrvN6E59oKrlHLv/K603rpqfZP/Bb3VZfhD+wH4L+EfgT+2vC/gTxN408G/CTVI/DOpnRRB8PPDfgTxRqVj4RmuIY2lbStRfwtotre2KILbUNI0++028BtLuSKT8D/AGXGQZb4n/Sw4q4243p0M+z7IeDuJ/ELA1MwpwxM5cY5pxTw/gavELjXhVjLE4SGe5nWo1rxr4bMMVhMbQqxrYeMj6jxpxVbJuB8Fl2WuWFw2KzDB5VUjSbgll9HBYuosJeLTUKjw1GMo6xnShOnJOM2j8x/+DfL4p/ETT/2n/HPwfgsNRT4X+I/gnrPi2+CXUn9kR+JfCviPwVpmhaw9jvW3GozaTrGoWEl8sRnnhvIIZP3cMZj/t/9r3wZw3jfAvgzjuvgcHT4ryLxFyrh/L829hRjj62S53knEmKx+SvE+zdephXistwmZU8PKqqVKrha1WEVOrU5/wA38BcwxlPiXMMsjVqPA4nKa+Kq0OaTpRxGGxODhSxChflVTkrTouVryjOKbtGNui+I3xe8Gfsm/wDBx1qWtQb9F0n4yaZ8OfCHxAnTUVttESH4sfD/AMD6CWu9PW0AjZfG+m+GvHGqX73hjeaK5uJowzvIv5lwNwDmXjv+yZWTYinVx+e8Ax4w4n4QqT/e4iT4C4tz7Mo4XDqXNKpUqcN1874bwNOHJKMK1ChTTUFGfs5lmlHhnxz+sRcaWFzT6hgseo+7Ff2ngMLR552SUUsZDDYyq3e7jKTd22vov/gqV/wT40/45/8ABRj9k3xqjTWuh/H6PRPh542gtbcym6v/AIVaqfEPiHUpZUZXivLr4TXM0VspwjW/gyZxJF5Ur18d9Af6T1Pw4+iB9JDLsfjYRzbwawmN4w4Pp15JKpLjrCSynI8vpKV4/V6fH2HoPEyUJShU4jh7lVzhA9DxQ4Meb8fcIVaVNuhxBUp5fmDj0WWVFXxNV2153lc58iuk1hHrGzZx/wDwcUftGaT4Y0z4D/s26DqlmdRtGuPi74i8DWM62V1c6X5epeB/Ac8YgRorawsNvjqRrSSApIYrB4UTyEevd/Y9+FtXEYnxX8cs1pVK1WUsL4d8P43ERlUqVa9eWG4l4vr+2q3lKs/+MXp+2i5Tl7bGQnP3pRly+PudqEMj4aoSUUufNsVTj7qjCKng8BHljpy/76+V6LlptLa38r3ihfEeu6D9rsPD11p0ia/YS21oHW4k1WF7a+f+1IZUW2EVjasI4Z7Rkkad7uJhNGIyH/3MP5rMwJ8ScDOm6eD3H9iYwe4/5CXY0AL4c8LeO/Ef9s6XputXttpuj6u1ncrpuqXOl6Mt1FY2V8yLpsEsAaVoruImYWpBJ2l/l4AGad4m+GHg/wAYT6/4q8Pzazo15puoab5FpDEZtM1K5vLGeFrlbhohLAsFtdGVbUzq5AG0kqCAch49S28T61Y+JPCdppFn8Mr77LHLLFptvZ6hNbR3P2TUrK2dII9Qt7W8ljuYJ7bEcNwJJDKrRysxAPYk+GmjWvgjQ9Z0rxBYaLpOpyWYTTnXWWkbe0626utvZyQ4ixNuG/GJQBn5gADF+InhPQPB6WeoXqwaibXTr65lntROdPijV3BgWwuUjG6dDtbZblGkbzJD1YAHM+DNdvfE9tp8HgNI4zdW888mn2kMGnS21tbyOD5sji3hYbvMdUhlkbk8bjQBl3euWc2q65/wjMk00GkamqeKdSIZUkuln3RTIt1sunaTZMInjiLRyFHbZgMAD2yZ/C+qeBR400w6vbaxbzpZ6prGs6heagwuJL0wxII2lupCj2LQRDy4yiv8zbSCaAKPhHxXr19rZ8N6XcT6TotnNFaXP2ZktbDV4Jo5XQ2FtaP5ttHC6uzrcw2zFpCVR8tgA47Wk1LTPilZWDX1preoX1r5nhu0vIHvrBYItNk/tJZrbUovs2d4mlQTJxIokj+cKaAOT+I/ha50+20+5vPsegw6neTSWEtsnk2N80Jjk1BILLTUc2wgdzlZ4IFd2Zod+SaAOiez0TVtThHgmyh1m3vLWWC+bTIl0uXSpobSXas8mojT5JF1BTKP9CM6mJZY7nYJAHAPPvB3jw/B7xlrd9r+lf8AEp06ztoINC022083OnS38SAyh96WpSdp/MbyJ3ID4dQQQAD6K8S+D9B+IUOma74ZtLHSvBsaTNrq3EBiN/cMkFxJEsFtG8xeBzF5jOgjk81QjuA+0A8mtJPP8SPpVjpdnd3QgWSTS9OtLKwfyzFvElzLILa1uIejrEZpCsoR9gZMgA+kdC+KjQ6JB4ctGk1C90+3a1860tobYW8sjykLq8tx9nk1SCBibdIz9qRPJYRr5ZRmAPlnxavxF0m6ur4T203nxRMNI1ZLTVJbvyjs/c/afPsokHm+YUlmjB2g4LKooA9a8L6d8MG0iS+tvC9/car4i0eKzudVurhJ/wDhHtbMAjv9UTz5zNbWtlqfntax6SkksFtDFFaReXHEtAG74bttN1G2eP4hPfDxuJjB4WhN3cMuq2iDECSNZPJZsiAM6rqckW3zDgBiwoA8V+LnivxjaPJ4P02/SwnW7jWy+xxQ22oWMSxNcIRqkISZQ1uhhYRXDFlcxsNjNQB2mt61rM2naNqF3q6fYNJ0uzkvU8uXNxNHEhuvlWP97OwCl5ZP9YSp3tggAHVfFbxXqWt+LNCmuIr/AMT6pPcWEC291PBNfvBHpd+UEl5qc6RNbxquEhNySpK7Y+MgA4C81LxTHoOuyaN/Z2hRbtQhvotcsbPVLmykW1Je+tpoY77yIIFOwR2j+cHiZo4yCpYA47wA2jfD+0uPAXiO7tNV8SeIxd3Rj061uFl/svV/s7xzLf3FvAsIWSyfKRziZd42JgtgA47X/wDhGPD1nfaZ4h0uyNydW1e80CZbKGWdJr+a6udIN3cojST+XDLF5wnZwWB3ZPJANzwHf3ms+H9V1S5vXluvDDtesl6ZLiwNqsEflRrYnzIJEDxShoni2mMqhBUYAB9W69Y+B774F+Htb8LeA5ZPEV2qXmr+I7b+zLWS41ttLvZL9Ld57mC7h0tb0Qy2+nrGlpCqgRQrtGAD518N+IPH3h/Sl8Q67qk+t3FzFDpkI1OVdXj02zht470W1pBftLDaGKSRgGtAAFwisUAoA1PCfxD1Xxb4iu4PEs2pDwjoC3XiK/NvcJaps08wW/2ayjs5hcxNm9DIixJB98khiAQCIazpniJ/GWpeGLib7fp6arbWLTmZZn0ArNPDZTvINk8j3CW5kad23kEyNgtQB1nh/wAa6NeXvhzTvE73UdvqLabo0vh2QPJp9zc3SpEl/wDY7bzdNW5WTekd45W6hEa4YKqEgG38XPFVto+i2OiaCLWPT21BdOK6pYRajaW9obe4hFlbQXMUxt7mVGJhuYY1WJY3BmQuAQDwzRJrjWNaPhyTTEisrfQdYkgmaOzUIdLsLmS2RXic3C7jAgUBduSPMKjJAB2ni/w7GngDQJNdit305Z9NNu+3fcJMDeGCISIGmCgiQhc+WCcnrQBa1e/1HXtG8Pab/oAFj4g043ljqFlBcQah4aS2aC7t4Y/KmhXWp8rDFqU3lzpG7qbhEZ6AJ5NE/wCET1268S+HRpum+C5la2k8JanajU7u21a6iSBZ4RLDc6fDAESKQJBcYRy8iqJHckA5zwN4W1/Wb3xRonjfVLltC8Mz5F0moXaNa3tsJRGXktGN7Pai2+1STQBXjl8tNyF1jFAHqfg3Q/DDyRafof8AYvia48RapazeH9UvdMkurK5jjMNjM1rBrdpFcWJt7uCeJfNt7crcRNdRZVkmYArNpniHw74m8faZay6Xf332mKG80u2s4lGjGOCcbFN3DDaKriXdiwlkDbPm6CgDB+Fvhe18J219p+p+KdOt5fE8y65PZRQau96WtrVriWa3u4rJo7Q2jI0hSK4jLeURCHYqCAe0t4h+H+lafb21rpeoeJNZ1cj/AImMshuH1GOycvPcQTavLFLb/Zo5o0k84QyShAI1kCrQBzPxC8RaDp2mf2bFcLNoMFtJa7ZIJpZtXsvNgj865lmjM9zIiHcZL4+fnJBL0AeU+C/D3he2u7vxTceGLS78FQTm30K9ntrKdoIJrSKG4ijgmJvI0fWGuyQYVBZzJjY24gHqWiTeH00+6knMtl4cuxG1n9nM0OqLKnni2txfW4+0pDJulE0IlEMm2HzgRGmADz/Wrm3h046F4e0TW7q51UCa6E2p20kWjyW06vHG5vL5cfbYIzMv9n+am5h9oKSZUAHlHh+XV/Dmq6vr3jPVlv7GHyrfTrZRNPJaSXJeN4whQxr8kcaOVJU7PlLDBoA67WvF9h4n0qwjglj0SO8j1O11a0e28sakmY1sZbMWEcsVt9l+Z7lnaGSbIwJGGKAMrSZfCngjQ/D0viCe01Dw/o8uorqU0Npcy3F42oNPHZASTW63Mggu5o8+aAFRMJlQKAPqbxL4n8DXXww08+HJtRFzqmjP9millvT4emzLCFS90SU/ZZ7YIZAtvLaMiyEuEB5oA9G/YK+IvwC+Dn7VHgjxL8c/A1t8UPgxDpPjPQfG/gHT/Dem63Z2tp4u8IavoFnr7eFPED6XoerJpup6ha3dysNymq2kDXGqaTHc6vZ2lpcfzx9KbgLxT8SfBfiPhnwY4sqcGeIv17h7N8gzelnOYcPupUyPPMDmuIy/+18shUxODljcPhalOi5054SviFRw2OdHB1q+Io/WcE5pkmUcRYTGcRYFZhlPssXQxVB4elirLE4apRhV+r1moVFTnNOVmqkYc06SlUjGEv6IfBPiD/g3Ls9e0rxroPib4a2F5q17GLbwd4nHxveC/wBVtLg4sb3wV4r065vNUWC6V4X0aeC80G5iItlsrnTZII3/AMlc5zT9sLDK8VwLisu4mqrE0Z5c+IcmwfhOs0eFqR9lz4XjHJ505YKtKnNOGbU8Xhc4oS/fLG0MVCc4/uuHoeATrwzOFbBx5JKssJiKmeew50+a08vxCaqRTWtB054ea932UoNJ+Tf8FSP+CqXhX43+DJv2QP2ZNA1qbwp4xGkp4x+JWr6bD4b0rVtE0W9h1jTvCng3QbyW31210y4udK0+bWdR1rTNEkaxhGg2+kz2d/fXEX7F9BH9njxl4U8eYTxu8dquAw/FmSwxtThHgvA5lhs8q4DNc0wdfBY3PuJs2wlTE5XiMbhcLjMZSy7A5bisypLGV45tUzGniMHhqM/n/E3xXy/PMsqcOcMqrPA4l01j8xq0Z4aNWhRqRqU8NgqFRQrxp1J04SrVa1OjL2cXQVFxqTktr/gkv/wUH/ZK/Y8/Zs+IXw5/aM+MOneBPFL/ABq8ReKtG0qw8AfEHWLe90C88BfDzSgbJ/CHg7V7E3w1/QNet7u3mlguZbhPtpV7a7juX8D9pH9Er6QHjz438GcW+FPAT4q4fwnhjk/C2NzCPEnCeTrBZzg+LeMs0r0K+Hz7PcrxfsY4HOsBXWKpUKuGlz1KUajrUqlNdXhDx1wtwzw3mGAzzNFgcVPOcRjqdJ4PHV/aYepgcuoRlGeFw1aHM6mHqx9m5KaspcvLJN/Dn/BDH4N+Ev2hP20LX4saRCmt+D/gq/jb4j6nfX2nzukPiqS7tND+HunLJqNss1lqB1DXtQ8VWbWxQufB04lkBSOOT+g/2mPivU8L/osf6mYbEqhxJ4p4rK+B6dOnUtXp5HgsPTzPi3Ew5Xyzw08JhMPkGKs5XhxBDli03KPyvg7kazrjb+0Zw58JkkK+ZNyXuyxNSTo4CD6qaqVJ4qntrhH6PF/4L6ftDS/E79qdNH02+W88C/BHUf8AhVLWSlbizvdctNM1HVfGl21rIXi+22ni+9/4Ru7JCsR4Stm2DYHb2f2YnhF/xDT6MmS8RY/C+wz/AMWcyxPHeMlUglXhkdSEMt4Tw3PypzwtXJ8Gs+wqblyyz+vaXvcsefxlz7+2OMsRhKU+bC5FRhllNJ3i8Sm62OnbpONep9Vntf6rHsfSX/BG79qD9hj9hX4d/Gzxn8efiXL8PPi18SL3w49p4an8I+PvFt5cfDbwtolxqejXui3/AIW8Oa9ottJ4i8S+IfEVnc6RJqNldK/h/SZ7+KG1exmr8W/aU+Af0lfpDcZeF/D3hZwJPiHgDhnJMdj8Xmv+s3CuT4WnxbxBmbweNp4/B5zneX4+VLKclynKq+HxlPCV6fLm2Po4ZzrRxFN/Q+D/ABRwfwpl2dYvO8zWEzTGYmnThQ+p42vN4DC0VUpOlUw+Gq0uaviK9eM6bqRd6FKU7RcWfhL8Qv2ufiB+0t8RPG/xkTWfEui6/wDEL4k+LfEhsp9XuDouj2OqanqF9a6bFp1tdtbFNMtri3022eK13C3giUAKuB/pX4c+EvB/h5wDwXwJgsjyXFYbhDhjI+HYYyrlWClWx0spy7D4Ktj8ROpRnUnicfWpVMZiKlScpzr16k5ycpNn4/m2e4/Ns0zHM6mIxEJ4/G4nFunGvUUaar1Z1I0opSSUKUZKnBJJKMUkkkfuR/wRp/4KP+Cf2X7343/Cr9rL4j6l4b+HevxeFPHHw48W6rp3ivxhbxeK47Oay8Z6M0fhvTfEmt2qavp82hXWmteafa6daxeHZ7NbkTXNlbyf5wftJfob8b+NMvDfjTwR4KwedcTZFTzXhrijKcvxnDvD9XEZFialPM8lx8J5vj8nwVZZZmDzbD1qdOvVxc1nFGpGi6GHrVIfrvhD4gZbw6s3y7iTMamGweJlQxmCr1aeKxUYYmCdHE0mqFLEVIutSWHlGTjGmvq8k5c04p/ndefEH9lX4Vf8Fgof2j/hfrkN3+zCn7VXhv4wN8R7Twp4htXsrHxVLo3jH4gR6f4ZvtGtvG0ekeGfF+qeJdNstNtdBzdadpMcmi2Vzb3Nikv9E5V4f+NPFH0BMZ4V8ZcNPBeM2I8GOIeAVw9ic7yLEVMXjstwuY5Bwv8AWM8w2ZV8kWKznJcJk+LxGIr5nGnQxeMqRx9ejUp15R+Sr5rw7gvFGnneX4xVOHo8RYTNHi4YbExjTp1p0cVjeTDSoxxPJh8RUxFOEIUW5Qpp0oyTin9kf8HAv7Xn7O/7XGkfstyfs6fFO38X3Pw2/wCFu6xr+qJ4X8ceHo9Ki8ZWXw1n8Nrby+JfDeiTXU94fC2oXMi2KTizFpB9saGWaBG/Cv2YX0b/ABn+j/R8bKvi7wbLhD/XCp4cw4epVc84czitjlw4uOnm1SUOH83zZYWnQefZbGm8XKg8Q6tT2EakaNRx+m8ZuLuHuKZcORyHMFj/AKgs2eLccNi8PGl9b/sz2CvisPQ53L6tWv7Pm5OVc9nKN/jT/glB4o+GP7O37X3wY+Pfxp8dw6T4Y8KSeKH87T9M8Vapdw3vjD4ZeL/CVxqd7YaNpV3JqdrJN4ksf3XlXVzb+XcXUNsZVXf/AFz9NHwy4w8Y/ozeKHhzwDl1HNuLuIcNwxPJstr4/BZZTxtTJeNuGuIMVh1j8yr4XAYerPA5VilQli8Th6Eq/s6c61NT518J4d5zl/D/ABlkubZpVlQwGEnjViK0aVWs6axGW4zC05+yowqVZpVa8OZU4Sko3ai7WP6Nf2hP21f+CE37SnjXSZP2gPHOjfEHxpommr4Z0me++GH7VNjcWmmQXWoaqunR3HhnwNpllJAl3e6hdbpZJCXmYGQgRKv+M3hV9HX9qT4I5NmHD3hXw3mnB+TZrmks5zDAYLjTwMxlLE5nPCYbAyxcp5rxLj60KjwuDw1Fxp1IU+WjF8nM5Sf9B53xb4K8R4ili87xlHH4ihRWHpVamXcS03CipzqKmlQwdKLXPUnK7Td5PW1kfHHhv42f8EM/gH+258BvjX8JfHWifDHwx8OPhj8adS1m8Hw6/aK1i11P4leIbjwT4W8Bxi38V+EtZ1e1n03wjqvxXvvtWnWUVil2ukiS5W+Foh/cOKvDf9pZx99G/wATfDrxN4cx/Fuf8Yca+HmHyzCVeK/CbD43CcGZVR4mzrimrHE5BnmDwEqGK4gwHA+EeGxWLli6lGWO5MPLCfWJHzeBzjweyvi7Js2ybGUsBhcvy7NpVpxwOeyp1MwryweHwScMVhp1eeGFq5lNThT5FJU7z5+RH53/APBU/wDbG8M/tjfHvxN8UPg7408Rax8I/B/hDw94Z8AaykniXw3ot54W0mObU9e8WXHg/V4NI1CK8uvGHiDW7e3nvtGTXrjRYdIE0McUEdra/wB0fQT+jVX8CPAHKOHfEDhnK8N4hZ/nedcU8YYTELKM6qZdjMXXhluVZZDNMHVzDCV6eF4fyvKqtSng8XVwlHMMVj/ZOcp1a1X818TOMY8TcUV8XlWMrzyrC4bD4LAVIPEYeNaEIutXrOjUjSqRlPFV60U6kFUlSp0uayUYx8u/4JFfta2v7OP7bHhrxx4i8fa+3wr1rwn4m8I/F1dRvPFuv2tt4d10W9zpuvaTokMGpz40fxjpfhm/kttO02S/OkxX9raQb59td303/o2vx4+j/wARcKcD8OZVV4+yjMso4o4LoUIZRk8sZm2W4iWFxmXSzHGVMBhMPHMchzDN8LSljMZh8JHGVMJVxFSMKV1l4b8Yf6s8U4THZli68crxFGvgsxlJ18QqdCtFTp1lSpqrUk6WKpYeclTpzqOmqkYpuVj9PP2tf+Cjv7CWm/8ABSn9mX9o/wCH89p+0X4A1nwT43+Ev7Q3h7Q/hpfQato9/eaVf+FvBPiJF+Kvh/wnp/ir7bp3i3UNL1fRdN1WaCPQ/CjLcrDfXOnQan/EvgZ9Fn6WEvofeLngJxDl9Tws4npcb8McceFGa47ivKKixdahj8FmmfZLDMeDc4znMMgp0Mbw/hsbgsZiKNKMs0zr2lJzoQxdbCfo3EvGvAy4+yHijCVVneDeXY3Lc8oUsDXXs4ypVKOFxDpZhQw9LFSlTxU6dWnCUmqGHs7ScI1PfTY/8G53i/xGPiHdan4U0bWob2C7v/C19qP7RvhyAXtvLEyaRJ4FkMNtJplvNCIG8O6BZv4Wu0LpHZXlpchpfz+WO/bD8O4J8FLCcR5nB0Z5fhs8jhvCHPsaqFRSp+3XF7eIxHtpxq88MwzXHPMsO1GTr4erQap+r7LwBxdT+0faYOk+ZVZ4bnz/AAtPmWvL9QXJHlTVnSoUvYy25Zxlr8K/8Fgf+CyXwT+PPw9t/wBk/wDZ7tNcsPhFYazo97438cXGi3Phex8QReCb2Obwx4O8MeFzDBqlj4SsdVsLLU7qTUtO026urnStKsbfS7LTra5fUf6F+gX9AjjLwW4zxXjf43Y7A1/EKtgMxwvD3DmEzFZ5XyLE57GpRz3Pc/z2nKrhcdn+MwlXFZfSpZdiswwcMLmGYYjEZhisTiacMH8p4n+KGX8RZfDhvhunVjlUatKeLxdSi8NDFQwzUsNhsLhpKNSnhadSMKzdaFKo50qUI0oQhJ1PwG0DxfrF2sd1YHULjwfexulhN9oiXTjczFUj26dNMtxHOAGxO1ou0ceYDX+tR+FH0FFr37S3hbwTdaV4M+JvxF0i30Dw9qeuQaHYfEHXrTRtL0KC3nuLu8tdMi1iHTopPtsgeT7PF9qlaSRtj73Y/JZpwDwLnmOq5nnfBXCWcZliFTVfMM04cyfMMdWVGlCjRVXF4vB1q9RUqNOnSpqdSShShCnG0YpLuo5pmWGpxo4fMMdQoxvy0qOLxFKnHmblLlhCpGK5pNydlq229Wzh/h58Xf2pNW8OeGfFlt8X/i6+paj4gstHttdvPih4mm8K/arm58qG0k8Mya++b6Q4Ed8dKMcWRm4TBx5//EK/C/8A6NvwF/4h/D3/AM7jX+285/6G2Z/+F+K/+Wne+Mf+Ey8Ravb6r8RNaPxA1wWvma9L4mnn8Q6l/aFj5Kwy6Rfa55/9nWdrD58EVtbXMKI0luY4tsIKfV5Tk2T5DgoZdkeVZbkuX051KlPAZTgcLl2ChUqyc6s4YXB0qNCM6k25VJRgpTk3KTb1OKviMRiajq4mtWxFVpJ1a9SdWo1FWinOpKUmktEm9FojyLU2iutau7/QtH8Sw28FhcatqEc+txNZRf2XZtNLp72Tai0cgvrW3UGOOJ7WRpz9pYFpMekYn9OX7HH/AAXY+Aeu/BLRPgJ/wUl8IX3hmx1fw7J4O074k6v4Ut/iR8NPiv4MtYbTS0tfiD4W8Np4h8Q6N4jFpcW9tqbt4Y1Xw/ra21xrVxfaLdSf2e/+Ef0lf2avitw74l4rxd+ijjoSpYjOKnE+E4WwnEFPhXizg3P51542rPhPOMZicDl+JyqOJ562AhUzbLsyy5VaWXUaGYUaf1pf01wf4wZHi8nhkPHFNqUMOsFUxs8K8bgcwwqiqaWOoU4VasK7haNVqhWo1uV1nKlKXIe2XXj7/g3l+EN1pPxC0nw58OPGOvlIdY8NaNbeEvjN8SZLto0N1bfYvDvjaLUPBum42CSNNaGlWccvlB2jkMQr56HC37XvxIwS4IzjNuKeH8kr0Xl+OzfHZp4YcHyo4SfLSq1MVxFwzDD8XY6MoStWngKuY4yvTdT3Kq9pfqeN8Bcoqf2lh6GCxWJjL2tPD06GdZhzVF7yUMJjHPAUnf4VVjRpxaWsXY+eP+CXGj6D+2R/wVg/aS/bC0PQ4dK+GPwy0+78SeFdCl00edo3i34lxXfhHwbZ384sbXTft6+FNG8ca/dW2nSXsekar/Zq29xOI4L9/wBM+nPm2afRu+hD4R/RpxfEdHO+MOLFgcm4hzPBzxFOGMyLhTE0uI+IauGeJk8fLCVOIcZw/llCriY4eWYZc8X7ejR56uDj4/hrQo8X+JGfcYQwksPgMD7TEYWjUUJOnisdB4TCqfL+7U1haeLrSjByVKr7PllK0Zv8rv8AgsR+1t8O/wBob9vj4uwr4kubvT/g1P8A8KG8E2sU2pz6Y0ngqfUbPxbc24tY20yeK/8AHl/4nnjvVLJd6aunETzRwwsP7Q/Z3+EX/EJPoucCwxmF+rcQeIEaviRn/PS9nX5+JqWHnkVCqpL2sJYXhbDZHSq0KlnRxjxfuU5Tmj888WM+/t3jTMnTnz4XKuXKMLZ3jbByn9Zkre61PGzxLjJfFTVPV2Rg/wDBIX4gfs7/AAZ/bL8EfEP9oKxtbPwn4C0/xXeWni678N33inS/Dvj6TQWfwpqkeg6Np+sa59ps0unbS7+w0W6Ok661hq6PaTWiaha/SfTm8P8Axb8Uvo6cV8C+DOFrZhxVn+Y5DhsdleHzrLOH6+a8NQzGnVzvL4Znm+PyvL6dLEU4Ufr2GxGPw8Mfl0cZgJLERxMsJX5PDTNciyXi3BZnxDONLA4Wjip0q88NWxUaGMdJxw1V0cPSr1XKLcvZTjSk6VZ06vuOHPH+nb9pL9v3/gjF+0JaeG/Cv7RfxdbxppXhq/1HV9D8O3fgr9q7StDj1We1gsrjVb3SvCPhDStJ1fU7Oyla10q/1mC/vNGt9R1eHRZrKPWNYW7/AMYvCX6Jf7SXwLzPNc68KvD7/VLOM6wNLLMxzSjxP4C5pmFXLqVf619RoYvPeIs0r4HCVsTGjXxmHwNTDUsdWwuBqY2OIlgMG6H9CZ7x14QcS0aGGzvNXjsPh6rrUqEsFxRQpKs48ntZU8NhKMKtSMHKNOdVTlSjOqqbgqtTm/Mj9pTXv+CE+r/AP4kWv7KsVtcfG26i8PWfgWy0/Rv2rLK3n1i48T6FFcrPbfEays/ALQnQ21M3T64pX7MJvsW7VTZo39wfR3y39qNh/GfgSr441MbLwohmGO/1zWNzbwPxNB5fLJsyjh70eE8XW4hnU/tJ4H6v/Z1OUo4j2UsQ44RYia/NuLK3gtPh7M48NKn/AG46VL+z/Z0OJIS9qsRRc/ex1OOES9j7Tm9s0nG6heo4p+lf8E8f+Cn37Pf7Ofw1j/Y7/asZND+Hl63iu08E64/hnUfFPhSDQ/EsxvPFPgHxfoOk6dqlwmi3d1r+o6jaXcGnahpsltqmqadq0VnbW9rLccH09voJeI/iL4jYT6QP0fnHEcbzjlFTibh2hm2F4fzl5xw1QoUsj4t4XzbF4jAYRZjRweAwGFxOFq4/B4uniMvwONy6piq+IxFOht4YeJmUZTlE+FeKk4ZcnXWDxcqE8Vh/q+MlKWJwGNoQhVn7KVSrVqQmqdSnKFWrTqqEYQc/onwr+1B/wRf/AOCZOh+PviR+z3dy+JPHXjXS3jt/DPgyP4geNvF2sWMVy1/Z+FNJ8Q+O1XRvCGhS6k9idROq+ILGW5Npps+o/wBrz6RYxw/zXxh4GftKfpb4jhTgzxmy6pknCfDmYfWJZpxC+DeGsjwuMqU6eBxGf4/K+FqizDiTNKODeIjgZYbLcVTw0cTj6WBll9HMcZOr9hgOJfB/gSGOzDh6qsRjsXS5PY4RZhjMTUpqTqxwtKtjV7HCUXUUHUU61NzcKbqe1lSpqP4c/Br9qj4XfFL/AIKc+FP25v2y1vdG+GHibxxqPiOfTbyPXfGGieCH8M+BdV0P4d2Q8M6FDrN7qWl+G9c0zwiAtlpN5LdfYW1K6snle4Q/6feJP0e+LOAvoSZ/9H76OksXieL8Hwrl+RZNiv7Ry/h3MeIK2ZcT5djuPMXVzLF4vA5fl+M4jyrFcSvlr4+jQpfXYYGGJVONOR+MZRxXgc08R8LxTxaoQwFTHVcTiIeyq4ulhI0sHWp5ZCNKnTqVatPB14YPWNKUpezdRwbbR/RX8a/+CnH/AARk/ab029+DXxi+OkvjfSNG1myvNS8Ij4f/ALWHhuwbV44pJNPk1Cfwr4G0CDVhbAvcWiXN5e2tpchbmFIrpI5F/wAdfC36HH7RfwW4hqcWeGfhtDhniSpga2XLOI8VeBOb42hg8S4/WaWCqZ9xLmiwDxEYqniKuCjh61ajzUKtSVGUqb/f868QfCXiLCLA5xnDxmDVSNV4d4HiahTnUh8EqiwuDo+15G+aMajlGMrTSUkmfn3+0LY/8EKL/wDZ9+MHhz9nW1tLP43eKfhx4xf4Pvpmm/tWWV+/xEsNHvB4Vni1Hxhbw+H7G3t9chtDfDWrq302ayS4W5juEfy5P7Q8HMr/AGsVHxW8PKvihVxr8OIcYZDLjtYzN/AWvQfCf9oUVnydHh7GVs7qVP7MeJ9hHK6csZ9Y9k6LjJc0fzzP6/gbLJM2jkqp/wBrvAYr+zPZ4fiiEvr/ALKX1X3sVTjhkvbcnN7Zqny35rrQ8n/4J869/wAEvPFf7N4/Zz/bO0RNM+L3grxN4kvNT8YXul+OrObVtF8QXFtf6Taz+PPABuJ9TsrW2+0Wi6P4zLaVaGKdbOFjcxmX9M+lfw7+0E4e8Zcb4hfRnzrH534fZlw9keCqcI0c24YzPDZXj8BQr0MwqS4Q43ccHTr42vKOKeP4ahVxmIjUpLGTj7CUYeNwPi/CvFcPU8q4xw9LD5rRxWKqLHyoY2jOtSqyjKklj8tvUlGnH3FSxjjTg1L2afMm/ub4aftb/wDBEv8A4Jn+H/FV7+zTqkni34geINP+z3mmeC7X4ieOfHPiG1BS9t9Kl8X+OY7bwt4Z0SS/trW4urNda0qOaZIrxdL1KaxRIf4s4w8Af2kn0v8ANshyXxmwL4e4VybG/WaGI4lq8I8McNZNiKynQq5kuH+GHUzrOsyjhKuIo4bEPLcdOlSlPDfXcFSxU5VP0TAcU+EPAVDE4nh6osVjsRS5JQwccfjMZiIxtKNF4rG2w+GouahKcPbUlKSU/Z1JQSX82v7Wn7Sw/bM/aM8a/tA/FU6NoVpqH2K10vR7O0vZJPCvhW0s10zwt4bXUbSx+2akbKNhJf3hVI77VbrUNRFtaR3Itof9tfo9eCHDn0ePCfhjwt4arVsdQyWjWxOa5xiYKnic94gzGo8VnGb1aSlOOHhicVJwweEjOosFl9HCYP21d0HWqfzlxXxJi+K88xmdYyMaUsRKMKGHg7ww2Fox5KFCMrJzcIK9SbS9pVlUqcseblX5/P4NEE2i6xaeLYPEeiXesarFp4WTW/Jv5rT7K97p0ttqtrbs/wBghubWT/So1tiZP9GeR1cL+1nzp/Ub/wAFEv28P2Mf2m/+CdfwS/Zy+FPxgsvG3xb0C7+DU914VbwN8SdHfT5vAvw/1bRPEkx1jxH4O0nQ1lsZ7mS2RodUke9ilkksPtVsWlr/ABx+hn9Ffx48KfpgeKfifx7wK8h4Gz3L/EfD5Pnr4k4SzKOPq8RcZ5Tm+UKll+UZ9j81prFZdha+IlLE4GjHDOCoYt0MRKNF/wBA+IXG3DGd8A5Lk2V5n9azLDVconXw31PHUXSWEy+vQxHNVr4alQbhVnGCUKsue/NT5oLmPzF/4JU/tn2P7Cf7S+meNdemmn+FnxI+1/DH4paRoNi8l1dadC8V7oev2Vh5UcdzrHgzW5odR3sVubzQ73X9JsZTcanX9kfTe+jL/wATO+DWK4cyZYGh4g8L42PEfAWPx9R4fDyzGnD2OZZHicUk/YYPiDLnPCc9T/Z6GZ0cqx2J/c4KTX594b8Zf6m8QQxeI9rLKsbT+qZpSpLmkqTfNRxMIP4qmFq2nZe/KjKvTh71RH6zf8Fjf+CsH7Df7S37Gur/AAj+AHxLvfi9471Txt4R16fQrf4c/EDwzaaPo2gT3Nzeanq958R/CnhPTJk8+e1sbey06bUr57u4WVrWO1gnuY/89/2e/wBC/wCkT4L/AEgHx94pcD4fhDhvLeDuIctp4qtxRwnnVbMcxzWeCw2GwmDwvDWeZ1Xi404V8VVr4yGFw0aNFwjWnXqUqU/1XxV8Q+E+IeFv7LyXMpY/GVswwlZwjgsdh40aVBVJzqVJ4zDYeOrcYRhBzm5Su4qKcl8C/wDBODXv+CNl38LPGWi/8FAfsY+LkPiayuvDVlLpP7Rf2nT/AANqPhbQ57dYtU+CVn/Zv2oa3Pq21ry+bULS3+wx2TRW8Shf69+mM/p+Ljbhb/iUr2f+pX+qv/GScq8HXW/1o/tfMOb2n/ES08f7L+yf7N9j/Zn+yc/t/a/vj4Lw/Xhc8txv+vV/7R+vf7Jd5+o/UvYUrcv9j/uub2/tub237y3Jy+6f0PfEz/gox/wR7+JPwqh/Z9+JPxgTXfhhNpfhSwj8GzfDn9p2zSbS/CN1pl/4Ygl1fR/Atnr0kdjc6Jp0jefqzSX4tjFqRu4priOX/Kngj6Hv7Rrw58SIeLnBvh1LJvEKGMz3MI8Qf61+BmYWxfEuGx+Ezqr/AGTmvEuOyR/XcPmeOp+zeWulhvb8+EhQnToyp/t+ZcfeEubZQ8hzDN1iMqdPDUnhfqXElL93g50qmHj7ehg6eJ/dzo0nf23NPltUck5J/wAm/wDwUF8RfsX3/wC0freifsQ3Lt8F9H0Dw74gNkbb4kW9jZ+KpoLiXxRcaZB8UYIvE8DtdSwSEyKtqlzJcDTdtoEUf7rfRUf0h34SYP8A4me9n/xFL+3c7+sci4NU/wCwvbUv7H9suAv+Mb9pye3t9V/f+x9l9b/f85/M/G/+qn9u1P8AUy/9i/VsNy3/ALQt9Z5ZfWOX+0/9stfl+P3ebm9n7tj8/NO+GM/iTRtZfw3qwtL6+u73fPe3eovEwnSOWD5Nkm0pI8jucchl64AH9IvXRq6ejT6nyB/cN/wUU1B/2oP+CPXgj45Q3Md5qPh/Qvg38Y9cuFSS6ktdZjsv+EG8fAeSjyPJoV74s8Rfb3RTtg068cZ2jP8AzmfQtw8vo9/tFeKfCvNbYGjmWJ8SPDPCT1p4erg3Xp8WcLVUmk/Y5vQ4cyh4GLipOePwqkotu39beIk/9a/CbBZ3Q/eSowyjOZreUanI8FjY6ac2HljMQqlnZKlO19L/AAH/AMEW/wBt39jP9mX9m/47eJfiL8Xprn40eIviJqn2rwovg/4gX1/P4a8FeHoR4F8N6brFv4WvdEDanq+reJrmOSXVrezsjqsI1BLJLWW4k/qH9of9G/6S/wBJPxk8Osr4D4KeO8L+GMgoYKnxJW4k4WweCwOecSZvKXFOa4rLcwzzBZu6WByzAZFCVKhl1atiI4Gp9SeIqV40YfF+FHF3B/CHD2bVszzH2WdYzFyqSwccJjalSrhsHh0sDQp1aWGqUOapWq4pqUq0YxdVe05FFyf4zar8Y/FnxI+JHjnx2ninXtal8a6l4m8S6verqmpRu3i3xBrMmr6rbRm/nhuI9PS4u5DDZoBYxqyJCMLgf6s8MeG/BXCXDfD3CuVcOZNHK+GskyrIMuVbK8BUrLA5PgKGX4T2tSWH5qlX2GHp+0qS96c+aT1bPw/G5vmOPxmLx1fF4j22MxNfFVuWtUjH2uIqyq1OWKlZR5puyWiVkfsT/wAEZf8Agqd8HvgX4d+PHwe/ar+Mb+G9Hg+Junan8MNQ1Dw7458TmHVdQsptE8VeEppvDvh3XZrKO3TQ/Dl9phk26ZPNPrbpPHOwF3/lT+0i+hZ4heMHFHh94geBnA2Ez7NKGSY/hbjLK8uzDhvh2VLC4LGf2lw5mkaecZjk+Fxk5yzLOsFjKlGdTFU6dHLYShOgk6H7f4ReImU5Bgs1yriXMp4WjLE0sbl9atSxeLUp1KfscXRboUsROmkqOHqU1JKEnOs01L4vzo+Dfxw/ZO+A3/BXzSviD4d8Zy6h8DdP+P8A4s8Q+E/GUPhfxZJFovw+8U22tm0tLbQLjQ4/FIsfDOpatJocUcGiNfTWen/bba2uIpUeX+reP+AvGnxN+gfjvDvPeGXHxuzfwtyPIsz4drZ1kTqY3iPJsVlkMROpnKzSeQQxOb4fLJZlKUs1jhqWIxn1arWpShOMPh8rzTh3JvE2nm2Gxn/GN0M7xOJo4uOGxNqeExEKzio4f2KxThQnW9ikqDnKFPnUZJpv6k/4Lhftdfsu/tY/Ez4Jp8DPiDpXjy/+HvhDxTZ+KNQvPBXjHS4NKh1vV9Nu49PtW8V+GNIkuLuZLNbhp9Ojnht8LG9wlxviT8n/AGZf0ffF3wD4P8UsH4t8JS4RxvE3EfD+MyXCVM54fzetisJluW46hisRN8P5rmtLDQVbE06dOGKq0a1RxnONL2XLUn7njHxVkPFGYZLUyLHLH08HhMVTxFRYfFUIwqVq1KUIL61QoSm+WDbcFKKuk5c10vij/gll+0t+y1+yr+3N8OfjB8RNXk8JeD7Xwz438I654l0Xwv4g1RNN1PxB4e1KxtL3WdI0DTLvWtUt572WG2kuNP0vVruGWdLhoPJSaeL93+nd4RcdeN/0cOKuAvDjK6GdcWYnN+GMzwGU18yy/Kfr9LKc7wuKxdGhjs1xGDy2jiFho1KtNY3GYWjP2coKsqkoQn8z4Z59lnDfF2CzPN60sPgYUMbRq140atf2Uq+GnCnKVKhGpWlHnai/Z06klzJ8tk2v6Q/jx+0d/wAEHv2r/FunfEn47a34f+Jvi2x8J2ei6dr+q/Dn9qTT7mDwppV/q2qWdiltovhHSbYwW1/rGr3KiS1N00l5KGZ18tV/yO8Lfo//ALVHwV4dxPCfhfw/mnCPD2MzbEZ7icswfGXgTi6VXNsXhcFgsRjXUzTiTHYhVKuFy7BUZRjWjSUcPBxgpObl+7Z1xV4J8RYuGOzrFUcfi6dCGGhWqZdxNCUaEJ1KkKaVHB0o2jOtUkm43vN3drW+OvgD8d/+CHXwW/bw0H4+fs/ePrL4e+C/DP7PXiTTbeS18B/tGy6Bf/FHxh4tFjc6tBpni/wnqGsWOs6X8PP7X0qW4t9OstIvNO8URW1vc3N5Y3Fvbfr3iN4V/tI/E/6NObeGniRwrjOLuI898VMozOvCrxT4T0Mdh+C8kyP6zSw1StkmfYLLK2BxnFcsDjKdOpiK+Ow2IyepUqUaOGxNKrV8LKM78Icm4woZxk+Op4DCYbJK9GLWCzx0p5hiMTyymo4nC1K0atPBKpTbjGNOcMQkpSnBxX5Ef8FTf21X/ah/ak+Lfjj4beKvEX/Cut/h/wAGfCTxVZ3GtaDYyeEfD+i2tv5Z0m8GmeIrMeJPE8/iPxCbbUNGtGgXWFt7yOOSJ6/0U+hj9Hal4G/R84M4M4w4cymnxxiZZlxHxrCtSyrNZ0M/zrGTqfUXj8LLG4PEvKcpo5Vk862DxeJwlaeXzrYetUpVIyf5N4hcWS4k4qzHMMvxld5bD2OEy5xlXoKWFw9NR9qqU1TqQ9vXlXxCjUpwqRVVRnFSTR3v/BH39vGL9jj9pbTNT/aK+J1y3wd+JHg3WPBniLVl07xP4iXwgyRw654c1e903TdN1DWr+4/4SDSbHRZJtLsdQkt7HW9QuZU8mOR1+M+nz9GPH+PHgVVyfw34ZyzFeIfC/EmUcS8NYDCyyfI6ubU17fKc6yp5jjq2X5fShPKszr5lCOMxdGnWxeVYWlGoqk4KXoeF/GVPhniaOIzjG1oZVjcHXweMqzWIxMaD92vh6/sqUatWTVejGi3ThJxhXnJrlTa/SP44/twf8E7NC/4Km+F/2j9Kjm/aD8B/GT4A3Hw4+MNjp/w+v72y0XXLa4h0Sw8SXvhv4maT4WsPEunzeE9D8N6bqFrYDUry207S7ya2S7upLTSZv5N8M/owfS5x30K808E8Zh6vhX4h8D+K2F438MMXW4ywGGrY7IpUa2ZY/KMPnPB2a5xWyPF0+IMxzfMcHiMTLCU6uMxVGlVdCiq2Oh91nHGfAdLxFocRU5RzvKsxyOeXZzCOX1akaWKUo0qNeeHzChh44mDwtKhRqRgqjjThJpSly0373F/xDmJrWo/FeTV/Aemz2d/Bd614a1Cb9oWLTk1SZHnt7aT4bXdvKHVTbzAaLo2jtol0VML2F3C8SN+aYnH/ALYfCZfU4FqYLiXEKtSeXwz3D4bwgxOPWG1pOUONKE/3VSrCaf8AaeKzCGaU7KrHGUasJzj7EKfgDUqrM1UwcOWXtXhpTz+FLn+Kzy6S1UWrexp0nRfw+zlFpP8AL3/grx/wWV8EftlLoH7OH7Numa3D8GfCHiCXxF4k8Y69pi6NL4y8X6LpWqad4dtF8MXgW8s/BXhuS9uNVit76Jr7WNXi0+8m0rSzoViL3+qPoB/QQzz6PWZZn4reK+My7F+Jeb5XiMmynIssxX9pYPhPLMdWo18zxGMzRL6vmHEGZPD0sPOeBdbB4DA/WaVLHY6WY1vq3xHij4m4biujRyPI6dWGT0K8cRXxNan7Gpjq1KMo0Y06Px0sLR55TSqqNSrU5JSp01Sjz/qb/wAG6vhLWvhn+xt+0D+0L8Tr+zTTvF/j+7uodWs4BbWk3gP4Q+Dze3Osw2u2COGCLVvEfiyyKyJDM0+k3LSqITbyP/H/AO1mz3E8eeP/AIOeEPD8Xj83ynhqjCjhYS0/1h8R+IqWAweXcqTlHEVMNkeTV5NRadHHYblcpKUY/feBmGhlnC3EGf4r91QxGMk5Ta1+qZRhJVKlbtyRnicRBar3qU72Vm/5UPil8UPEfjb4qeOPFkdqL7xN8TvGXjH4ilNQjs7+40z/AISDxJd6tqD/AGu/O2N49S1uFm+zSF5GUOqnYCP95OCuGsNwXwdwlwdgnF4LhPhnIeGsI4x5YvC5FleFyvDuMfsxdLCwtHotD+Y8xxk8xzDH5hUv7THYzFYypfV8+Jrzryu+r5pvU2PCfi7xV4W0rV9S1C78dSeM7bWbWeHxP4Z8VT6NJogeyt7YWunzwatY3libizdhP/Z6rFL9qmEzEyzA+xmWWZbnOCr5bm+X4HNcuxShHFZfmWEoY7BYmMKkKsI18LiqdWhWUKtOnVgqlOSjUhCatKKa56Nath6ka1CrUoVYXcKtGcqdSF04vlnBxlG8W4uzV02tmaunfEf4paZdNYeMvjT8c9Sk1W0u9T8N2dj8YPiBFLYWWmbG1RdYmHiGKK+nY31gLZmludirMqlQ7A/If8Qr8L/+jb8Bf+Ifw9/87jv/ALbzn/obZn/4X4r/AOWnER/tK+NtasLvwpN4++IN74U1xo49Vj8UeKdd1/S7ixjZZL6x1GxvdSvpLyO9SKS3ija1mhWSSNpNiKzL2YDw78P8qxmHzHK+BeDstzDCVPa4XHYDhjJMHjMNVScVUw+Kw+Bp16NRJtc9OcZWbV7NmdXNc0r05Uq2ZY+tSmuWdOrjMRUpzXaUJ1HGS8mmje0K7+GeprNNd6Kt7Y6UIho8dnbLaQWZvXdLgLARCALholBATgqzHG7J+xOA/o7/AOCeH/BQL9jr9jn9hX4m2j+MrLSf2pdW1H4peMb74VJ4A8YPdT+NNNtr3QPhh4bufEej+GZvBVxpd/pehaFrE2oL4jay0xfEGqRXs8F/BdWqf4q/TR+in9I36S/0r+Ga+H4MqR8EslwvBnC9Di9cTcKYfDYTh7EV6Wb8bZ1/ZFXO4Z8sww2NzPNMBCgspni8dHKMA8NCrhp4eq/6K8PON+EuD+BsZGeYRfEeInmONlgHg8dOdTFwjKhluG+sRwzw3sp06FCq5fWPZ0niKvPKM+eK/mw0Txr481+MXupfEnXfGGsSXmpaprtpcavrz3NxdapeXE732oS6kYLS9eW4mNwMSyvFI24KjLX+w+E4P4TwOFw2CwfDOQ4fCYPD0cLhcPSyjARp0MPh6caNCjTj7DSFKlCMILpGKR+ATzDHVJzqTxmKlOpKU5ydereUpNylJ+9u222f0Q/8EYf+CsX7Pnw1/Zh+IvwM/bG+Klz4cbwP4x1W88JXXivw5458cQ6x4C8bW7y6v4buZ/Dfh/xWkn9l+I4dbuZLfUXh+3WnieK2soLiOzuvL/xo/aD/AEIfFvxC8Y+HvFT6P/A8c5/tXh/L8JxTSynOuF+HK+V8TcO4h4fKs3hDOM3ySU/ruTvLcNCtgVX+q1cklUxNSg69Dn/oTwq8SMiyrh/FZLxTmTw7oYutUwTr4fG4uNbB4uCnWoN4fD4lL2eI9tNxq8vPHEqMFLllb8/P2O7D/gmpYftP/tM6x+2RdR+I/wBmS1uPFlj8CPFl3ovxktTqdrpnxCttI8Farf6X8MbC3+IFhe694AVdTistfsILOz8+7g1qG31uOzjH9ofSIxf02cZ4H+EmM8A8so5N4zYr/V+v4r5TCv4XY2WWVKvCdaee4HD4rjaviuFcThcLxS40frGS162Jqxhh6mEm8DLEn55wpT8OafEmfU+KK0sRw9D61HI67jnVNVksdFYarKGXRhjoTngve5MRGMFeaqL2qgf0LfC3/go1/wAEVfhT8Cof2YPhj8Y4/D/wS/sXxt4fg8DQ/D39qzUVXR/iNq3iHXfGVoniPWvA9/4rT+2NV8Wa9dCca+LrTTf+TpU1hb2tnDbf5CcWfRA/aOcceKL8aOKPDuWaeJbzbh3PHxL/AK1+BeC/4VOE8LlWC4fxX9j5dxLhMg/2DC5LllL2P9lfV8V9W58bSxNStiJ1f3rA8e+EmW5L/q7gs2VHJ/YYvDfU/qXEtT9zjp16mKh9Yq4Opiv3s8TWlze354c9qcoKMFH8NP8Agp14Y/4J423hrwtpf7Alxcaf4nbTfEUnxBub+6+OeohGmvPCkngtk1D4zPe6iJjap4sV49DufsscTQLeokjW+f8AYL6F7+mm6XiJ/wATfqlf2nC3/EP9PC9Yi3LxD/rRzrwythvY3/1f9n/a69v7T2v1P939Yt+BeIa8O08p/wBQr7Y7+1f+R0474T6lb+2fe5v97v8AV/dtb2mvIfoJ+w38bP8AgiJ8NPD37NHi++8WXmjftZfDP4eeF9R8Wahc6Z+1lfz6Z8VLnwEmi/Ea5utP0zTb34YazHJqGoeIIrSO2s9S0GKKaK60aOOSO2nj/h36SnAH7UXxUznxc8P8Jk9LPfA/iPizPsNw/lGGxvgDltHG8E4XiWWY8KQjmGNxmX8aYeUMHg8qrVJY/G0M0lVpzp45tyrU5fpPCGaeC+SYfIc1qYh4biTCYHCzxVedPiitKnmU8GqWObpU6dXL53qVK8UqVOVBJp0toyPsX9pn9rr/AIIr/tCXfh/VP2jPiRN4sn0nStT0bRNvh39rXw/bLpks8N7qNtc6d4E8PaLYagvn+VKH1a0u5UPyQOE3pX4h4NfR+/ak/R9y/Osq8IuEJcJYDiLG4XMM5w7zz6POffXcXgqE8PhqvteJs5zmvh/Z0ak4ezwlWhTnzc04SmlJfScQ8U+C3FVXDVs+x6x1XCU6lLDy+rcVYX2cKslOceXB4fDxneUU71FJq1k0ro/LD/g271XwXrX7VP7TF94PVZLM/CO4S0vI7NtPSbQx8TNDXREltWht2F0llHGLh2hVjMJGJJfJ/qb9rx9f/wCIE+DH9qez/tP/AF+h/aPsbex+v/6nZn9b9ly+77P6x7Tk5dOW1tD4nwG9l/rPxD7Dm9j/AGW/Y83xey/tCh7Pm/vclr+Z+mP7UXjn/gjl8df2rPFvg/8AbL0Cx0L45/s967pOhSXfiub4iaF4W+I+lvomleI9LW/m+Huor4c8d6Xpv9q2ljNoHxCtE1Pz7S40e2sdV8LS3Md5/IPgrwb+0P4A8DeGs2+jvmuZZ14YeLGXY/NKOX5BPhjMc14SzCeZY3J8eqOF4qof2lw5jMc8BWxMM04YqzwEqVelmFfE4HO4UpYf73iPMPCjNOJcZQ4soUsPnOR1aVCVXFLG0aOOpKjTxFPmngZeyxdOl7SMHRxsVUvGVKEKmHbUvgf/AIKzf8FJvhr+1N4P8Lfs0fswateXvw90nxVp3iTxz4yfSb/w5o/i5fDdpe2+geC/C+lahY2mp/2Jp2oXFvr13qF/Y6Tbz3ujaTFpaTWcDT3X9rfs8foNcdeDHFGa+NfjXh8LgONcZlWLynhbhf6/h85zHJoZxOlUzniDO8ywOIxOBjm+Nw0JZbhsJhsXjZ0sJjcznj6lPFVqdGj+d+K/iVlnEOCocO8OTnVy6nXp18bjfZTw9LEOgmsPhMNRqwhVdCnNqrOc6dNSqU6KpJwi5S7r9nb9vv8AZd+EH/BI74hfs7/EX4uRaZ8dh8IP2oPDFt4L/wCEO8e6nPcaz4+u/iTP4HtE1nT/AAtd+GnhvrPxBonnXcmsrZ2AlkXUp7RoJ1T4rx1+iZ4/8ZftCeGvGnhzgKWYeGWF8QvBLiLFcU/6x8J4Wjh8q4Mw/BkOIq9TLMZntDO/aYGWS4+MMNDLJYjGezg8FSxCq03L0OGuOuFsv8KsZw7i8z9lnM8q4jwkMF9Tx05Tr5hPMHhIqtTw08NaosRSvN1lCnd+0cXFnx9/wT3+OX/BKaP4SeNvhx+2T4E02K51nx3F4s0H4nXng7xReXekwSeG9G0OXRrfxb8P4W+IPhyCK+s5NRNrZIfD109813qTRy2oY/0b9Mzw8+mhieP+FPFH6KnF2KpYXKOEVw/xBwPQz7KsLDH47DZ1mWaRzepw7xdFcG537XCY6ng+fEz/ALWoLCexwlKpDEWPkvD3NvDyGV47JeN8DCU6+PeKwuZTwtebpUp4ejReHWLwH/CjhrVKTqWgvYS9pzVJJwP0l+D3xj/4IA/sHeLPEXx/+D/jjQr/AOK2s6Nc2sGs2p+M3xW8cxaXq372XSPCWn+IrTUdI8GvqcJFnc6hGvhy4udOc6dqusnT5ngk/wA+PEfw5/ajfSewmB4A8SOGs0w/C1DH4fGYnC4t8AcE8NzxeGSjSzDOK+U18Li87p4WUvrFHBwjmlKjiEsTgcuWIpRnD9VyjNvBbgydTNMoxlCWNlTnThUh/amY4xQn8VLDxrxnDDOa9yVT9xKUPcq1XB2f5nftPft2eDv2wv28/wBnv4q/FfwzqWhfsyfCzXfh7JpPw/1QLr17qPgm58a2GueONa8WaNphuLDU9T8Q2+n2X9r+HbWTULIaLo2m6LaTatdpcXl//ol4K/Q54m+jl9Fnxe4D4Jz7B5x44+IvCvElWtxJl9WeVZfHiOfD2Py3hfJskxuOVGrhsHlFTFV/qOb5hDCVXmeY4vMq8MBh3Sw+E/J+IvEDB8W8bZBmeY4Wph+G8pxuDUcJVSr1XhFi6VbG4jE06XMp1K6hD2mHpOpH2NGFGLqy5pT/AHQ/aP8A+Cgn/BHv9pL4WTeAf2hvi9N4y+FcniWwvr/w/J4G/am8N6dqWu6GLptPh1lfBfg7Qr/WbCynme+i0rVZLzQzqtrpurGzfU9K0q7tP8pvC76GH7RPwX4pjxr4aeGlPhzimnl+MyyhnD4s8Cc5xGFwmP8AZLGLBU+IeJs1w+CxGIpUlhp43CUaON+p1sVgliFhMbjKNf8Ab868QvCbiHBPLs4zh4vBOrTrSw/1HibDwnUpc3s/aPC4OhOpCDlzqnUlKn7SMKnJ7SnTlH4v0LUv+DbfRrDWPCXhax0m3Hi7SpGutOs/Df7ZslzqFnqcTWEa2t3q+mPBZPMf3Nun2q0ihk2ySCJNz1/StDLf2zyr0XOri+RVafN7fNfo0uhy865vbKhjHWdK1/aKinVcLqmnOx8fKt9HrllZU72duWhxjzXt9nmp8t+3NpffQ/lj8YQ3OuWWoaFb+IrDRvEEOlq9h4fNrfRWANswiivprawtJNHknYM8byu5nbYNw2hDX+6yvZXteyva9r9bX6X2P5nOp8IfETQPhxBY3mrLLF4mvNC03wvdSafAFOtXtnBbxpb2rRhIrcXs1sGgluWt0QujTvFhtrA+X9Y8Q+JNZ+Lfh+88S+INUv7G9vINNvfDl5f3VxdyeH7rUbpprMSl3sFWOORodq3OQysY8qVYgH049r4dnnmTw/FJJ4VtdFCN4bDyo2n6/BGBf6ignKWi3ytuUXtvK0xeTejkZagD568P+HbHW5b46dHZk6brc2pibUITPDPc5ULp+rRSRyNqknyiS8+1JPa3Qdw8krO4IBq6sYdL1SS4fTPsbHSls3k8OC30a3/td5Sxl0uC0e1GnBolCq0UduFw/I3cgF3wZ448TTabrS31roUmnQ6uujwxwaDpEOsXVq1tL/yGdSWBJtU1GSFCtxqF3cT3E07NK8zFmagDF1HxTpPhXxvo2q6lpV9pWmWljHqC27Pbz24ijuZx9vitbWaaNER45F8rYs2+N2ERDhmAPQ/H/wAXNN8Tad4cWPxOttpD6FfX2mwXtlfySm9X7Mtgts0dpL9mtAkkgntGaKGVjE7xsY1KgBMPAUPhjSdD1m5i0631220XxFrVrFBfrBeX0K21xcauVsoHTEM0Jl8sYmKxBY4ydooA7vQvjU3w20zQ9Y+HHjzUNDn8MeI9O/sDULcaqXt47C4jvra809bi3YwNFdRRyW4mjjkjliy0YBG7gzXK8vzzK8yyXNsJRx+VZvgMZleZ4HER58PjcvzDD1MJjcJXhdc1HE4arUo1Y3XNCclfU1oV6uGrUcRQnKlXw9WnWo1YaSp1aU1OnUi+koTipJ90j+j21/aZ/wCCf/8AwVg8G+Etf+OvxUf9j39s74SaRN4c8O/Gj+0ZPDOhK8YN7b+I9O1+9utH8NSaPBqk8viCy8P694h8L+JPCmsz6gnh/XrjTGvdRv8A/FiHg99Kb6CfEXGuC8HvD+l9JD6NXHmLxeMzLgCthKmc5zgqGJpVcJLAY3J8LSxObf2rLKYQyrH5rl+S8Q8P59ltHDvNsrw+OWDw2D/ol8QcFeJmEy6rn+aS4Q4xyyFOnRzWNRYfD1Jwcaiq08ROUKHsPbt1qVCricLi8LWcvYV5U/aTqezxfCT9t268KJ4X1j/g4X+DK/C9bZra58aaP8OPgNYePLjS4G3XE8XjtPHyeI9Ov1s8MdUXx9dXcEjGWW7lRQW/BYcVeBM84Wb5Z+y08RMRxpKr7ankNbP/ABOxfDUMbU0pQfDK4bq5RiMK675PqX+rFGhUhHlhRhKTUfp3geJlh/q9bxryqGXqLi8THCZNTxjpr4n9c+uRxEZqOvtPrkpRb1k0kfMHif8Aap/ZO/YE+APxE+BX/BPPxvrP7SH7Svx40y61D4t/tb3F3pN3svZ4pbS78YP4rFpp9h4o1Gw/tzVr3wXpfhga9puj32rXeua/4l17Xo72DWf6Y4J+jf8ASF+l74o8G+J/0quGMv8AC3wd8OJ0lwL4I4XDvATxWBozp1KOVvJaeIqYrJ8BWngMuocRY/OvqOaZlgsFh8ryjJ8Blc8PXy747MuLuFOAslzDJuCcbVzviDN03mfEdSftVCrJSUq/1lxUMRVgqtWWEpYf2tGjUqTrYjEVaynGt/N5eG38O2llYTD7bN4ftptH1nWtOBt0QaxcTXn+jmYW99lLHUY1MkcW5ZFPl5IFf7MH89kPwl8TLp/iXxpc2+u6lJphgTTbMSXV/LeQPfpMsMUU82ZIopGif7QqOFkKxFwfLTAB/Wj/AMF0P2g/2cfiP/wTx8LeCPB/xs+E/jzx1H8SvhF4i0rwp4O+JXhHxF4kh/sHTNX+16tdaDo2s3ep/wBn6c1wsF5JPaiCG5ubdJtr4A/5+f2b3g14u8EfSt4hz/jPwt8Q+EsihwfxtgHnXEvBnEWR5S8bjc3yiphMLDMszy7C4OpWxVLD1qmHhTrTlWp05TpqUFzH9T+L3EGQ5lwRhcNl2dZTj8S8wy6r9WweYYTE1/Z08PiI1JujRrTqKMHKKm3G0ZNKVmz+QW38ean4gOm6D4jubu2sLCO7e21CdlfToXcKzpDa2bzXaGfIQEWwXcrM5AIY/wDQMfywf1rf8E6f2gv2evCn/BFj4o/CvW/j18GNO8fQeAv2t9Ft/Auq/EPwjpXjKW68TP8AEH/hFNPk8H6rqlr4kmv/ABDDeWZ0m3k0s3Oti5heyS6E6Fv8EvpQeEfitn/7SHgvjHI/DLxBznhCjxz4EY6txXlXBnEWYcN0sFktXhWWcYyrnuEy6tldPDZTHC4l5liJ4qNLArD1vrMqXsp2/p/gzPckwvhFmOX4nOcqw+PllnE9KOBr5hhKWMlUxEccsPTWGnWjXc67nD2MFDmq88eRS5lfwL/g37+O37MHwI1/9qWw+JPxY+HHwW1nxV4c+CEun/8AC3PiZ4W8Gf8ACZQ+HNV+NMmoXvhx/FeuWCakmhxa9YW+rR2jPcWX2m0lu4o7e4tJJP179rh4beIviDgvAWpwFwFxlxtHJsX4lQzd8I8MZ1xI8slmlPgL+zlmEcmwWNlg/rzwGNWEeIVNV5YWvGm5SpyS8HwIzjKcqqcULM8zy/LniIZO6H1/GYfCe2VF5p7b2TxFSmqnsva0/act+Xnje3Mjw/8AYz/az+AGn/8ABar4n+MNe+KXhPQfh7qH7Rf7WeoaT8S9f8Z6Lo/wvn0jxDF8Zn8NaxbeK9R1K28Nf2Z4rW/0tdAvheiDVrnVNPS1kmmvIVf9a+kDwBx1mn7MfhzgDK+DeKMz46wPhH9HnLsXwbl2Q5nj+KKGYcP4vw7lnmBqZDhMLWzNYvJ4YDHTzLD/AFX2uChg8VPERpxoVHHweFs0y2h4y4vNK2YYKjltTPuK6tPMKuJo08FOliqebLDVI4qc40HTxDq01Rnz8tR1IKDblG/O/wDBbL4k/D34wft7/Djxn8Ifin8M/iT4XtvAfwW0Jtd8F+I9C+IHhuLWbD4l+KJ9S0y71Hw5cazpLalbwX9m5s5J2u7Fp7eeWKESQs2H7OngzjHgX6IPG+T8b8J8S8HZvX4t8Qcxo5XxVkWacPZjVy/EcKcP0aGOp4HNsLhMTPB1quGxFKliY0nRqVKFaEJylSmo6eLOY5fmfHuWYjLcdg8woRwOVUpVsFiaOKpRqxx+LlKlKpQnUgqkYzhKULqSjOLa1Tf9RX/BRz4efsZfGH4Q+FfhD+2nrVn4Q8IfEXx1b6J8PfHk91b6JdeDPiLa6Jq+sWOq2Hi3ULDUtE8LSSaPp2r20194ptX8KXkUh0zVw8l3ZRv/AIq/RB4g+kXwdx7xBxt9HDJ8VxPn/CHC1XOOLuEqOGqZrQ4j4QeZ5fgMTg8Tw7h8Thcxz9UsxxmX16WEyOp/b2HnH67l3LHD4mcf6I49wvCWYZZhcu4uxEMHhcfjY4fAY6U1Qlhcf7GrVhOGLnCpSwrlSp1YyqYlfVZJ+zq3c4J/G/hP4qf8E0v+CMf7N3jF/CHxv8PfELxH4wurnxLb6LY+PfCfjb4qfF3xVYadHYeHtF0zSPBwisNG8Pack9tZLqsum6foOixahc6jq+p3F9elrr9/4t4Z+l9+0M8YuG6vFXhxmXBeTZPRo5GsdW4Vz7hvgfgfJamK9vnGYVsbxA6mKzTOMVOnOvUwUMbisxx9XD4fCYPC4bCYdew+WwGM4C8KeH8ZHA5vRzHEYiUsT7NY3C4zMsyxKhy4elGnhEoUcPBNQVR04UaUZzqVJynP3vx6/wCCA3xT8RfGD/go98W/iD4pa6Pirx58IvjR478ZRTSI1vF4h8WfFLwFrl3PZwpPcQWyXl5qF7MUtpH+V0Wdi6Cv9A/2ovDeV8F/Q08P+D8kpzo5Lwpx/wCHfDWUUqkuepSyzIuC+LMswFOc7LnnDCYSlGUrLmkm7K5+WeC2Mr5j4g5rmGJaliMdlebYzESSspVsVmOBrVZJdL1Kkml0TP2v/a3/AGeP+CY/7Yf7QXxB8DfGT4iaR8N/2hPhnbeDdO+JsVv4o0L4c+IPFPhrVPC+geKvDU76j4p0+Sw8Sw2/h3WbDTYtc0KeTVdDRG0zUfLgtdLVf4C+jp43/TV+jt4J5Xmvh14fS4/8HuPKnEGI4SxmK4czji/C8J5/hc4zPJc2eHXDeOw2NyWrWzPK8RjXlWeU6mU5jN/XsBBYjE5k6n6jxbw34dcWcR1qObZqsrz/ACxYWGOpwxeHwE8dhZ4ejiKHP9cpTp4hRo1oU/b4ZqvSS9lVfLCjb5Q/4KnftpfAHRv2UdM/YV/Y28feFPEuoatpnhHwHfXnw18UJ4g8O/Df4W+APsE66BD430u61SzvfFWpP4f0zw/c2EOrXmq2mlf8JBc6/dWOqSadHqP7v+z++ix4ycV+PWJ+k/455Bn+QUMBjuIeJ8unxZl9XJc84y474lWLp1c1jkeIpYPGYTJsBDNMfmsMdUweFwWIx/8AZeHyqli8JDGvB/M+KfG3D2B4YhwZw1isLip1aeEwdVYCqsRhcvyvB+zlGg8TGVSnUxFV0aVD2SqVKkaXtp15U5umqn8qMH/CwVv7O6XUhPYveGDUZC6G6aG0k+zSMZZCJTKzRSfvFZnY/MTk8/71H8wn9Gn/AAQY+MnwP+BPif8AbBi+L3xf+G/wkn8aWX7P1x4Xs/if8RfDPg4azbeGIvjKmuvojeJ9Y0+2v202XXtOl1NdPkmltk1Kxku1RZYzX+NP7XDwy8SPEOHgDX4A4A4044pZLLxQpZxLhDhjOuJXldTNf+IePLY5hDJsFjZ4P6//AGdj1hJYiNONeWExEablKnJL+g/AjOcoyr/WiOaZpl2WyxH9iyoLH43D4P2yo/2t7Z0vrFSmqnsva0/acl+T2kOa3Mj8Uv2uvjtqVh+258d/jp+zJ4ytdYvPDX7UPxL+JPhDxF4c1eO+0GebRfiTq2uaJ4ptdStryLTNf8OaxqNompWraVfXUWoaZdKUPlzCv9CPBTgCGafRQ8L/AAx8QMixmEhmHgZwpwZxfw7muEqYLMcIsXwXgsoznLMdg8XSVbBY/De0r0KtLEUVWwuJg1OnGpTcV+VcRZo6HHGdZzleJp1HS4lx2YYDF0JqrRnyZjUr4etSqU5ONSlO0ZRlCTjOD0bTP6QP+CoHxv8A2TP21/8AgnB4e+K2j/Hn4IeF/jH4L0jwd8c/BXgnUviZ4HHxD0rXptJtYviF8KhoD6yniX/hJDomr6tp66VZac95feJdD0JooZIDDNX+On0J/Dz6QP0Yfpf4vhXM/C7xLxnAOf5jnvhxxJxThuCeJJ8KYvKqONq1OGuNqOdQy2pk6yynmOCwGK/tJ42NLC5PmeZRlVjOVSk/3/xGzXhbjPgKGOo51k9PNMLSw2b4PBTzLBrHU60qcVjMtlh3VWIdd0alWHsfZ81TEUaNo2Say/2L/wBub9jP9vr9huD9iH9sbxpo/gHxVZ+APD3w31tPG3iWw8E23jrRfCp02X4f/EDwL421KSLRofF2nPo/h6/l0nVZl1Y+KNMe6Oj6xo946Sdv0kfoyfSH+jV9JnF/ST+j5wxm3F2QZhxTmvG2XS4bybGcSYjh3HcQrFvirhniXhzL1UzOWQY5ZjmtCnjsHT+pRyTGwoPHZdmGHThnwhxlwpxjwdDhDirG0MBiqWCoZdWWLxFPBxxdLCcn1LGYPF1bUViqfsaEnSqP2n1mm5eyq0p6918AvgT/AMEy/wDgkvL4h/aA8dftf+GPHHiLS/DmtWvg8at4h8B3mu6RoGqW9r/aUXgv4dfDiO417xX4n1mysLTS7nX1s71zYvJBHHpltfXskvz/AIx+L/02PpyZXknhFlvgFnHCXDzznB5hnf1DhzibK8sx2ZYRulhKvEnFPFMcPleU5RltadbGUsBKtQnUxUYVK1XH18JhadLr4fyDw58Nq+Jz6txRh8di/q86WH9rjMHWrUqM9aiwmCwPNWr160VGEqijO0G1GNOM6jl+Pp/a/wBS/ah/4KqfDf8Aau8WSReEPgdY/Fz4LaT4Z0bxDqOn2P8AwgngLwX8RPCxtfEviy8muf7LtUiiXUvGXiMrqF3a6RqWo3os7iazsLe4r/Tzhv6NuK8DPoJeJngrkUK3FfGeZ+D3ixVzV5LhcTia3EnHvFfBucUZ4LJMHGksXi4RrzwHD2SQWGpYzH4XA4KrVwtPGYirSX4zjOL4cS+JmTcRYlxwOXUc/wAjjQ+sThCODyvA5jh5Kpiajl7Om3FVcXiXzunSnUqKM3TgpH2//wAF3de+D37WGqfsuWPwY+Mnw4+JF94Ai+M8mvv8NfiTofihdEfxHN8KU0uy1ybwfquox2Mmqvol5JaWupvD9oTT7iREKxMa/l/9kh4aeI3h7hPHurx9wDxnwRHOsT4Z08o/1v4YzrhuWaSyqHH/APaSwEM5wWCni1gXmOCWLlQjONCWLoRqOMqkUfZ+O2cZTms+F45XmmX5k8PDOXX+oYzD4xUVXeVex9q8PVqKn7X2VXkUrOShJq6Wncf8E6f2jfgL8Gv+CO3xa8E/EX4//Bvwj8RLPQv2oLe28J+L/id4N0LxVd6prOmeIV8L6fbeHtf1qz1i9u9dke1t9FtYrOV9WmljgskuJH2V+O/TH8IPFnib6f8AwdxZw54YeIOf8Kwzjwbr1OJsl4N4izTh6lRynG5XLNatXOsDl1fLaVPLIUas8wnUxMY4OnTlUxLpwXMfQeH+f5Hg/C7H4HGZzlWFxrocQRWDxOYYShipSr06/sIxw9WtCtKVZySpJQbqNpQu9D8gv+CMv7Tfw+0r9tb9n7xT8WPG/hb4c+H9K0b4l2mpeJPHWtaD4N8NabfXXwt8W6NYm+1/Vbyx0W0/ta/nhsdOhnvY3nu7y2tY0NxKkZ/0V/aJcKcUca/RO8QuHuDuHM94rz/FZjwVXwuR8N5Tj88zfE0cFxnkeLxlTDZbllDE42vDC4SjWxOIlSozVHD0qtapy06c5L8l8J8dgsu45yrFZhi8NgcLClmMZ4nGV6WGoQlUy7E06cZ1q0oU4uc5RhBSkuacoxV20j7k/wCCh/7YXgzwZ/wVz+Av7Rfw9+IHhL4x/BX4b+FvhA3jFvhp4s0Dxjp9sdL8U+NJ/FkVtqWi31/pUut2mgaxa3ltpaXf2hb6O0W6Fqlykw/mf6H/AIDcf8Q/s/8AxY8HeI8hz7w+4r43znj+hkuF4xyTNeHsTz43JOHVk+LxOCzLDYXHRyjG5jgZYSti4UJxeHjiZUY15U/Zy+y4+4nyvCeKWRZ/hMThc1wOW4fK5YmeX4ihi4Wp4nGPEQhUpTnSeIp0aqnGm5x97kUnG/Mv0m/bn+Cf7F//AAU5034U/GzQf+ChXgr4U+HvAuhanpeoXFv4n8M3enX3hXWb1NS1OxvvCviXxl4J1PwJ4puntVhv7rXNPuLu4tbLS7a/8Pyrpttu/jv6LviV9Jz6FFfjzw1r/RN4w4zzni/NsDicNKlk/EOFxkM2wGFqYHDqhneRcPcR5fxbkEViFVwuHy3F0qFHEVsdVw2aR+u1lH77jTJ+DfEWOWZxHjnAZfh8BQqQmpYjCzpuhVmqsubDYnFYSrgcU+RxnOtBylGNKM6H7qN8P9pv45/sZaN/wSJ+NfwG/Zo+NXgjXovh78LZ/hp8OfCfinxv4bi+InibUvCvinS4odWHhTWrrS9c1m01bULe51yCeDw/Z6bqumiafSLCPSfs8K93hF4P/Sef09/D3xP8XvCnifLMdxNxdHjriXOck4WzWtwXkVHOuH8wrU8FXz3BUMbkuAnldOphsuxmGxGb4nFYPFRjhcxxNXMXWcs8+z/gz/iGGbZNkOeYKtTwWA/szB4fEY2hHMMTLDYqlF1I4apKniKqruM6tOcKEKdSDc6MFS5beA/8G9/7RPw0+G/7N3xi0b4/fHT4NeAfFt58UbPXNP8AD/izxv4N8B3yeHk8E6BZNd2elazqOktd6fHqFtdQve2EU9nHOrQNMJgUr9P/AGrnhL4qeIHi94ZZlwH4acfcbZfh/DyWWYjHcI8H8Q8SYTD5j/rNnOIWBxGIyfLsZRoYt0MRRrxoVZwqypVI1FFwdzxvA/PckyvIM5pZnnGV5dVnm3to0sfj8LhJyo/U8PH2sYYirTlKHNGcXOKceaLV7o/m3/ZA0NPB37e/7P8A4m1PXNIt9F0f9rb4SeN/F2u3WpRWmg6N4a0j4zeHtQ1nWb+8vpIbKKCyso5ryfUVdoobKOWQzCIMa/1m8Z8lzjN/oyeK/DmVZXj8xz/M/AnjrJMuyXBYWtic0x+cY3w/zTA4PK8JgqUJYjEY/FY2rTwlDC0qcq1XEThRhBzkkfhfD2Jw+H4yyPF161KjhaPE2WYmtiKk4woUsPTzWhVqVqlST5Y0oU05ynJ8qgnJuyP2w/4OTPjN8FPiprn7HS+BPij8OvidpfgrR/2iNQ8bWXw/8aeHPGFz4eOtyfBX/hFb7VD4d1LUDphu5NB197ATtDPd/wBn3bWySC3cr/nH+yR8M/EXw/wnj7LxA4A4y4JpZ3X8MqWUrjDhfOuHP7VllkPEFZnHAwzrBYOWMjgf7QwMcW6EakaDxdCNVxdSKf6547ZzlOaz4WWVZpl+Yyw0c5lX/s/G4fF+wVZ5V7F1Xh6lRU3U9jVdPmacvZyavZn6N/Bn9sj9h3/gsH+xxo/wJ+P3xOs/hv8AFsaJ4evvFWj6x4lsvAXieDxv4Xgis4fiZ8OdY1ll0LxBpevSXF7NNom/UL+y07V9T0TXdKhjNrql1/LPFfgD9Jv6CX0h8f4p+CXAub8dcAyxmbLI8Zk2R5jxTlmJ4NzvEqtV4P4zy7JVLOMprZeo4PDrM5RweFxONwWAzHLsZKpKrgaP2uB4p4N8TOE6WScR5nQyzNPZ0PrNPEYmjgq0Mww0OWOPy+rif3FeNW9SXsU6k4U6lWlVppKNWUnwO0T/AIJh/wDBGnQfiN8RtY/astviX8RfGUA0WGyfxpoXjj4gNoKX9vcWHgPwL8NvBl7ctp9re6zDYNqev64sNn9qtbB9X8QaNpNiwjXixn301f2hGccI8Fx8F8w4H4NyHMHmEViclz/h/hLC5tWo1sJV4h4j4p4moQWJrYDL6uLo4HLsspzxiw9fGQweWZjjcTFN5FhfDrwqw+PzF8RUsyx+KpeybhiMLi8fOhGUaiwmDwWDk3GNWrGnKrWrNU+eNN1a1GnC5/JV+1N8cNR/ar/bA+J37TF7qIs/E3jzV49T0rQbOXUYLrw74W0SCw0fwnY/ajHFaTXXh7QNI0jTTfxTrc3EtoLiKOPcI0/3e8EPCPJPBTwg4J8I8qlHMMt4UyH+zcZia9GKhm+ZY+tiMx4hzGrh5KUIU83znH5ljfqsvaKlTxKw8pVFDml/MvEmfYniLP8AMs+rJ0q2OxXtqcIyd6FGlGFHCUlNauVDD0qNPnVuaUOZJXsv7qP2dv2/P2O/jR8CPgN8W/ip8f8A9n7wp8R9C8L2Gu65pvj34reAvCfiXwV8QF8K6l4N8a3Uul69r+l6lpsGow6h4hW1e8tY7e+0TVLa9RHDW0yf8zHjL9Ff6QPhl4p+LHAXAfhb4sZ3wNmueYzLMqx3DPA3FOd5JxNwd/b2D4l4YorHZZleNwOMq4KeDyiddUK8quFzPA18POUGq9OX9jcPcbcLZzkmR5nmedZHh8yoYanWr08ZmWCw2JweYfVamExsvZ1q1OpTVRVK6i5RUZ0asZK94tfyF/tz/tD+Ff2p/wBsT44fGmS2tvFvw9vfFt74R+HniCw+xTRHwP4CjTwf4auNKu2dbtdM8Rx6PP4w8uBnt5Z/EdxMxDyui/8ARN9Dnwjq+CX0cfDHgbH4KWA4gWRx4h4sw9WnKniqXE/E9Sed5pg8ZGST+s5RLGU8jlouWnllOCuo8z/k3xAz5cR8XZzmVKoquE+svCYGUXeDwWDSw9CpTs37ldU5YnfWVaT0vZfDPimb4leI4bfT/B9zo9ppNtIdb06dbCytbm40CxBiawW5ESXQuLhbiEp55RNyb5WVlBH9OHxpwX/CU+Mxx/wi3ifjjnWdCJ49T/bHJ9T3oAn8ceN7jwt+0JrWiS6voegac9n513f3K3FrpFxey2dvGrRW0V7AiySxJFDGZJJZC8RJYrtRQD0j4q6lpnws8KWtlaafonjC01ucNLrH2OBl0Q29ndRppt9Kwl36nfx3ElzbzK0KBLGctA5IZADwLRPGXgvWfCun6YtrqMWrXF/DZ2Wm2+q2IiuY59RO57Wy/s8uXzIwBVyPOUvjnbQBratr+sRaZ/wjcWl6pNY6bqumvGEmk+06YLY3BSPUCFMRExlZiI4rcFISMZGQAejeJfFY8R6fqeqaldaJNJ4bijtrextIXWLULXUNs17czRz3FxvWwSSSRyMKscLEgYzQBxHhfxTo/h8PrMEMU+k6siJPe6ZNDaQWLwtIttHDMInSNb2UyxsmD5rRsBjBoAo6r4H1ZPEWneKtZs77SdN1zWLTV7DTbaBrFZdPk1C2aVtSeQSQ6iLSORZZJUhhjESyDaA4KgHsfxFi0GbUfE9vpGu2MmjXV7pcx/s6REsZ5YrGxXfYRxMII443j2TBklZp0lbcucKAeP8AgnX9B8FeItY12F9R1m4024hup7N9SgMF3JFDciOO0jNqxhjBkzIrtMWC4BU4oAqw+Kr3x8V8XPZBdY1vMUOmaTvS6hTSs2JOlO5mkt1liiaa8A3iT94cKDwAeb+MdW8ZeIrTQtJk0bUbCy8Lz6kv9pXq3NxHIdQZAkczb4wJWaJo0IIDMDwQMUAbvh6WWxuYpLvXbLStQ1LzVuPC37611x47WCVLeWyYXIWM3SSPKGe1lyiNj1oA3bMaXrbT6RqtzZWdrYJHMiX4jl1zfKQcateSfu7mMlt1oq2sJijMS5YrkgHrXh/xDZ33w/1HRPCPiDSrC3srrUGtzrMjancatfXaWiXFtZtYXGmoFtEtYm8spI6/aF+bHBAPOPA2lW+jeMb3UNb1KdrrUNOWzvhFN9lS1giEctvNB5/nvDJIYYonZ3kV1kdVVdwwAaz+JGtdJn8Pad9lvLfxE19pdtqNruGpW3mXU2LhrpXxLMrzFUZETaU4FAGN4/0vxroUE9nd6bfObO1iniFxb3YvXF08ZOZHlIKgqDHhBhc5znNAHb6ZfxeKfBekaVbaLq+jt4Ps5dZOqrcReTrt3IryXGnssVrE+2C5MkbI8shG0qfm5IB3vgz4mJ47v/ENpb2+haNqNvp+iWWnWOoRG71ae43aiJJrFo5bZozIIhwkZf5TuY4FAHm8V1qQ+LOqaV4j0UTx3FsIFu0tjCbdoYBPFcZuvtQCzJF5IxgnzuGI+UgHTXtpqHgbW4tO8MwQeIdO8aQwWWoprds+pPZN587tHpRgktobafZcKG8yKf5RFkYXFAFTxrqNnoep+GLbRLu313Xo9dilNuriaaG2k0nU8zTxxkTm3jbbEMSIA8ifQgGzca0ui6VefbbO3sTr9vNDK2rorxLcXMGZZoF/dHyV3n92xeTaDmU0Acn4o8L+EfF3jTSfHXhfxJbadIdNsPC66RqE1vqE1xewC4mmmtJbNbAI024eREY3eNUfc8mRgA860HS9Z1y4vPDGr6FNrGm2ni7W4LXUbC1K6kkz61c2hluLq7W8R7KBJHENvHDG0QEa+bhcEA27PxDo1rDIl3ax6LpMWsXuhS+dJBDLq0unLCtxBHMIo4WnSOSJ3SWGUJ5oZlO7kA1tC+JOn6TrN7pd35sPh3U9Pl07R9QuNQRdGjm1B4ora2WAoIJNThi3tJJCYhKEk2RRgmgDE8a+B5PDmp6Fa2PjGxmiaGDU7iyvo55mlHnmJpYkjvIUW1lEflKHjkOQwMhGBQB0et6Omi6do95p9tNrmpeLdItNL/s3R1SA3E2pS3UjLbR+XM0kmLBfkcybgckfKMAHD+D9JvZ9f1y1TRdY02/0ixudSuraUjy1Szu0SWzvoI4I2aRZcLM5ZU2K6bASCAD1jxloVxYaroXiIw22qafFpunzPPpFobaCG/kkmlTTRK7XKx6mu5dj4yN6ER+oBsaprEep6dpWkarbafpWkz6ZLrq6xqMCu9he2Cx29vpl7cOyJJc3EN7cXTMqwllspCFGDgA8m0ptH0XW7fxDr1hrd1ParNc6M+lX1tp+natbsHe0leK5sr2S5tL2Ugssc6Ca2kEQbcd5APWbbxfHqGuWPinUo9H0ezk8NrptroWtxefYi386V4r7yTLDCb5iZUiuViUAKwCnnIB806v4n1bUbjxMvh2xe4Eep6hZQbfNuTJbP9o8i8tDA8PloSEEZAYAsu3tQB6r8GbnTbjT7O117UmttcsYryPVNN1i6WbNyn79JPss4EkX+jywhBK8kisC+7YyqoB61ofxK8AeIPD2r+IdauLG0urS5t7SLTNI1CyspG1K8tL65htdZM9vcm8mZrMx+WFgd1aQAgk4AOM8H+JNLsPED+NtXgl025ZmvLXw3Bcw2MVtpdpZra3uq2cTwuILOzNvc313IihVkSeQsrbjQBi+OvFOlsniPxZpNrrU1v4l1exvI9STVIZLWYxxXawpBPFaI0kUzFt6mRi/l4yNtAFP+1/EkXgxtS1J9Bj1u9sLK50u0j0+7hlt9JuEiOqyOJNQkmlNnZSXMsk0LwxKsTM8bIGUgHefBjSvh18Ube90f4jeN08C6X4cs4LjRPE9vqlppsGuXN7Ndefb2017Dcblj8mKN0jkLEthm6AAHK+N7K28a69onhnUdXtdOtfDcepaXC+n/wCj3N1BGgnzqLSSSpPdyfZEjikEcaK8pby2zigDd8H2Ou+F7KHSvBuhah4p0/UTNfeTfwvqbaPLGzQyWN8LdLeGSabyft8Bjig2RXMW5XZS7AHo0fh+bwVPq+q201tqFnqFtLBPaalbme202SaFmVIUWSOOGcN5whIUFdjccGgD548Oar4d0z7FFFbeIvEPiq6NzJoiWWr2v2K0hjMi3ketWEmnz3eoTSQ+dNZSW13ZJbx+X5iTBG3AHHeNfBWswa7qVhqes2sFp4rkivbki1uYf7Fl0y1hurW2XfdyIjXX2xopPlG9oiwAzgAHr/wMa48M/D02cvhn/hLWN9rDf2r9ljlFr5/7tI2aeO4kXBcFMSKMjgZoA272xtrPw89zqthbQNq7xxRWN7bRbbJrS53s0kciEOZkTKbRGU3gksOoBifCT4b65+0Z+0v8Ovg/pWrxaBpfxN8d6X4Za9tLO5urfwdFd+Wsc1zZw3UMLxyPCSIYhbB1DrnODQB+oX/BST/gm5efsN/Hjx78C/E/xb0bW7rTND8EXdn420nw7c+FLLV5/EOj6V4iOnWFnc6pf3CXFjazSR3H+mSCZbeWQIinaAD8zf7Ih8EeG/D2v/2De+IobGa/uLLW4kgW11prK9cyPpU8lrM8cqN+5ml86Y+chPH3QAep/EIaZe6m3xD0K+1KDTtDsbUXy3F+lymkyOotke/uraK2SNLwzH7OuyNvkILPmgD51ujJpVxrt7pwvfFDa39kuZhLMbyC2WaZL5ZLBSrGAs0nlSOWk8xAVyM8AH7Af8E4f+CnLf8ABPf4KfGTSfDnwK8L/EXxX411+18S3viY+LbvwomlW2l6MdN8N6TrOj2ugaydS0/TtQu9a1ONodS0m4uH1PULbzkzDPF/Bf0ufoO0fpZ8WcD59m/ipmvB+TcGZTisshw5guGcLnMMVUzLMoYzNcxwuYV86y/+zsbj8Lh8vwNR1MDmNKMcuwlb2UuWpSqfp/AfiTLgbA5lhqGSUMfiMwrwrPF1MZPDuCo0XToUZ0o4er7WnSnOrVSVWlJ+2qR5ldSX5oDUbf4kQ6z4w8deKb3W/GXiTVdT8SX4ury3Zp9a1nVZL/Uta1O1kgcSvqZu7u4Y24tc3VysoPlgxN/cWS5Rl3D2T5TkGT4WngcoyPLcBk+V4KkmqWDy7LMLSwWBwtNNt+zw+GoUqULtvlgrs/NsRiK2LxFfFYibqV8TWq4ivUl8VStWnKpUm/Oc5Sk/NnR+H5fBfj/TvFGiXHj/AMJ+ZpekR28UMRjl1hnk+0QGzhmlupBGY/I2xRrCQkrSHac4HpGJ45oPwl03xU32XSZ9e8OanqDS2a6JJPA93bxQkSnUFhtbW0IW5EQAYIGKu2S2aAOv1vwo+l31r4Y1nU5dK/swWNrYXWplln1m7NtApt1LMnmyMWyqDLBWUcnkgFGfxN4b+HjW/hnTrCfUtU+0pq76dr93aXt/5FyrxyXSxR2lsy2CvCohBUlCzAyOTQA3VPivrWuau0EvhfQdR8N3um6foyzaVp8iSWkn2aGyvYBcSz3NsL6yXzoJSLdQlzGSYwqmMgHofja/1jTdImmtNOt9cml8NQafZWfhy1ks7izhtUla1MxMl1u1OQTGOW4iWFHaNdsSAbaAPMJdauZYfDcX9hTW2v2FtY6uXuwJJmuJbOe3k0u9AjjuZLqFbl3mbzl3NFnywBigDPs9N8J2njvStT1jVv8AhIr+SOwvbbT7O5tksLfVDqrTvot7aXkN888iyHypYY5IWaJvLwDyQDqvGj3viBtT0Q+HNW0OG+1H7ZFdaeVtNMTSzGEWxNqtvh42kDO4EqwNtX9yGXJAPPvAOraR8EdU1+91Oc6rL4qEuiWCyXMdmNOaecSop82OZpZI3jHyxGEEA4AIBABz91Lb6fqsGvSXcc17Y6gmrpo8b7LqS1jmeY32SWIgjJYPLs42sdwNAFex0o+Pde1fx3q15qOjaTbw3SWVnZ3LQG4vtJkSSJ2upBJDJ9qUSFlSFZCcMH+U5AKXw+jvfFuoa34f8Q6YunS68uuXOj3V/bGWfyHspZLK4/f7muEM2C7wmLzG3GMoxBAB7vZaZ4T8E+DrG28TPe3d/p+ox6ZHaaTeWelLJGQzwan5F3Z3zCBX3rIAQXCgLIhByAeg6p4il1nSpilveXtlp+lT6Yg0O4MNxqKfZ2ZVmnZbiOW2uY1wYDEQ8jq5JAKkA8XttZ8HW2kyanf65deELzw1HKYPCOoavbQM19bj7ZbTSWyW9ui3MrTgRyJEkgCrtbIoAE+IGr+LjpUel2p1P7NJAVn0uSeRv7GkdBdy37CSQz3JPklLkGOFR5geBt6lAD1a48CSXOp2XjrT01eO309o/D/9kMRJbalpWqyfZtUu5RFFFHJdwRXdyltOyNFC0MfmwyqjKwB5rrnw78N6143JvfE5tLaxj1KWDRL2aGZrGAmwadPLZBBE6LGp3xQRKu8ZQ0AcB4n8WR+H/FulLpdzBquiC01X+zNSaVpbKx0pYp4rcaiyOI552tirpPB9ki8za6w7cIAD9ef2E/8AgsdcfsK/s/8Ajf4b+Bvgf4Q8Wap8QNe1rxVf/HS58eXOl2uh+K77RbLw/wCHtH1Tw2fCmsQatH4dt9Mt9SsdOPiLTIrmXU7oyJEbuaSX/Pv6UP0DMF9KPxU4W4/4n8U81yTIOGsny3IlwTg+GaGMpYnAYbNMZmeZvD5289wU8Di85ljHh6+KeWYupRpYfCqHtFQpxj+qcF+J1TgvJMbleDySjicVjMRWxP8AaVTGSpuFWdGnRo8+G+rVFVhh1T5owVampSlO9uaTf4waNb6Z4m1m6uZtUa9uNL8QWU91rOozpf6jqF5NqK3kl7rF66iS7uby4jaS9mcrJcmWZmYM5av7+w+HoYTD0MJhaNLDYXDUaWHw2HoU40qNChRhGnRo0aUFGFOlSpxjCnTglGEIqMUkkj8tnOU5SnOUpznJznOTcpSlJtylKTu3KTbbbd23dnu/xB8craeKdQmF14csLOMWyaqumwvYnULx7WH7Nc6Y63RjtbeKFoILmO4S7lmmhndJo0kSOPYk85kuL7x1t8SXMr2c1zcwTw2itK8dvA7FJvM3OxZNtvC5KbBhjuByuAD0vVNY0rwq0PiK7urXUdOsrHUJRcaJIunWSsYZoViunk+1q9687qtjMCnkymP5HIoA8Qg8Zw/EzWZJbDWINHezzNp8WuXb6tdCO6RYbhJpIZbPfJ+4VleJYlCMisjbc0Ae1eOdK1Hw34HvtM1nVbJrsWd1Lp1/fwThnS6mt/tJ/fXTSOLZSChjkTy2Kk5GKAPN/APgufxJ4FsdIh1bVdVlbz5NNv7Kd5YL1o9SnkuhbRP5rkwRBklKy/KUcn5eKAMnwP4QaD4g+O9f1PXfs9npGpWFzY6xN5iadrSpBdJKwkklZpUjeNICRKdsj9ecAA2LzUfEY1i4+MWkS3TQeHFgs28I+ZdSFnvYBpe+OWGaKGAN9pN4y/Z2MhX72STQB9DWHjltX8HaksMVppt1qmjFZ7tix1C5knEm6OC5jeOQz2zM0atIZSuFAHFAHyJ8QFfQvEunz2T3uq2ehW/2jUbKOfOpTnUFxAktyFaJFUgvbiW3f5FkCnJ3KAegabPFYeDPPfWNItoJvJvJZtYjefy/7Qvmu47KeQXEIaWzef7LkgLuhAREGFABu+BBp9z4Pv8AU31DT9a0vw7fXt3dXGjqsUEH9orBCVSWV7qO1lVoUaVyD5iBUIG0EAFfwzqa+FfEM2k6kNOh0CxtfPs/Fc8PkQ3t3dBWlsra6d9nnQebIrhWJ2RSLigCXxtpng+71DRZNE8Src6v4blPi2KHT723+yatJqDLFBpSW0UfnC8jk092lnM0gljuIUWJCjM4BzUDW/jHXrRm01dJ8R6kRYapYW8cS2EOi28Uk0dzHpwjFxHcyXEVsHuJbmSFwzKIQ7KygHN+IfDOt6d4j0nUNJvLBbWPWrWPTftdhcTTaleWLxRy2N1PBdwJdwi6ieFLZUQxw7YCSyliAe329lD4a0zVvEvirxJp1k1hDFdpFqQkgXxAqlxJpugPcXLm1utMaRWvnk+2IUu7UJDEVZpADB8N6BpPi608Va+fEek2Wi6rpGsSwTxRhr6x3mTzJrzUhN5U9rbIXcJHbwFAikONvIAvibRX8FzeFtU03WFuYbSxs7m8gj3xwz2EEaNBqMgilVfKvf3gE0gcMI+pxQB+5v7HP/BXH4RfBj9jH4m/ss/tL/B34u+N/h34o8OeLLXw7qvguPwnqNiPDXxK0mSw8Q6GB4l13w4um2w1i/vvEWkXdsNVuI7/AFfUp3w0Notf5i/Sl+g1x34o/SE4F+kP4M8WcI8IcU5FU4ZxnENPiapnVCOPzrg7MKVbJM5ws8mynM5YmtUyuhg8mx+FxU8LRqYLLMHCE7VMRf8AZuCvErLMl4UzLhTiHA4/H4LErGU8I8GsPP2WGzClKOJw81iK9FQiq86mIpTgpyVStUbWkT8CLANYCXTPB96l3NfWC+LL14GeWGxF5m3WzvIrR4GaaFosyzM671+UIh5r/To/GTr/ABr4v0CHQH0fwTPcavZ6mlvZ3Gr6NqMJe21aZWa+hjmtIFCTQGFNyHMq+YN7NQBxeg+GZ9KuNK13TtSiUX81jp+uW+sxPdyb55Yru4u4ZIpbURauio8aXlws5Us5ZGGQQDsBo2leJtWuPEeuanZaPcaBFdRW0NgqWd1JY6c7zxX808plY7jO4nlUIG25G3BoA4S28VQWXiXX59bFvceG7rT7zQdJ1iFxBLLI7xpbSyahcG5huLhYFld/KiiLuoddgVlIBW8OfDDf5dyuvW5s7W5iv1uHt3dktFEbLPdTecA6iJQ0koWNWO5gFzgAHofifxlDpPhiHTZNb0aW3s9Rt7CBLFpLXV7qHZKy3gumupY205y7q0H2f5mX/WgDFAHLeF/idptld65oeuJ4c03NpcwaDqflpaQ3MayC1t7Rkkkdri9kJScSQyQoyIwWEEhgAehaD4Kbxn4W1K/u9VtLexhe5S0ltbdlFxqsEEUlnbRSvNIu+Z5NgjUeYx+64JoA4v4ieHl8P6L4cmkuf7QuLKL7OiWa+R9ldU80JqW7zmlnLQrgo0GEWXglgVAOZVNW+IN3pWla7Be2OomzifTNS8MGXTSLC0X7UtnILk308t9eMrwrPDNDCfMQG3ODuAOn8KaRaaHruq6TrOsx6bFbW8hgj8Tt595eT2wDJHO7vAk15mQIkgiBUONq/MaAPPvCb3fh/XNdbVtJihHivXpdWtrG8t/L1KeymkkaX+yppMqIo0c7n8iVDgkrjigD+hHx/wD8FVvhToH/AATD8PfsOfs/fC34xeCfFV34U0bwX4/8aawvhPTtEmtdY1RvE3xWvfDeo6PrWp6pqA8a63davo+3UtA0povDes6hEzxXcNvj/Mbhz6DfHeY/TXzz6UHipxVwhn/DWH4jzHiHgzhzK6md183w9TAYSOT8A0M2p4/KsHgMN/qvllDAY6U8BmGKVXOstw1SnT+rzqn7Ni/ErLKPh1huDMkwOYYXGTwdLCZji66w0MPJVZuvmksPKlXqVZ/Xa0qtK1WlDlw9aab51Fn88HiBL6TXr6O01VUubSa5so7oGcpqlhLIhmn0kJOkkCMyQiMtJOiyPGWV8Cv9OT8ZNXQ7/VI7vT/CWnaf4juraS3ubnV7u9vHu7yC+R5ri3ileOGJV3Wwtyiyoz+WylWC4AAO88QXA8R+DtD0/RfFmiz3uk3VvE0UInuNdtbSZ5Rdw39zFeozFmijD7Yo4yEUSRtsGADZEH2HVPC9lpPha716zsrTWLKS/s4oGgF/rJuUsYL7bauJZ2uLmGO0UFHyY1X5sGgDvtNEmjI2k6xBZ+HtT2bdR07U7bybq2mj3SQRmLfE0blJVkIcMSsisu3OSAa0nh+R/BVnqWm291Lqul6VFeat9oUXDatdQGO5ka38tIpYo5I4pkcXMt05V+ZMBgwB59oOvnUk1Tx9p+itbatrMNtDd+Go9pgsorWcWUckMEUcbxmVYFuHLFgTISAM0AdXZ674aXw34l0WDS7VrCayjh8R3sf2MXyZMskL2dyLbZaSiYurNdR3W4DChCCSAeCXGryP4bnsYbxLG08PusbjU5JLibU21K5S78x2jkt0K2rSeUoeJyAoAYdgDtPhO0WijV9dsbzT9V1TWItOTTzfRm70fy4prlL42VoJEm3xL5aOyXWEkRi4YEKoB6p8Un8TW2v3F3LBJqZtNPsZIjpkVzb2585SHS9SWa5M23I8na0ezDZDZGADybwza2PhvwxqniHRrbxD4g8XXd5O+py2t9C2nafFd65cOsEdstm1/A8Eci6fKXv2Vp4nIRUYRKARWWr68ul6hpfixwbXQw+sabIRdQ6hqza0Nt7p8FxeXFymdPGn2zELCQouW3Kdy4AP2P8A+CMP7c3ww/ZM8W/EPxP468AeMNV8Pat8Pp9EtZPhvovhzVPEAvZfGWkX+/UU1nxB4VtZNPQQPGhjvJJopGXELgsR/CP0+Pov8e/Sl8PeDOFvD/OOE8ozPhrjCfEGLnxfjc3wGCxGDqZNjstdLDV8nyTPa/1qNXFQqclXC06Uqan++U1GMv03wv40yzgrNcxxua0MfXo4zALCwWApYerUjUWIpVuaccRicLHk5YSV4zlLma922q+bf+CiPxG8F/tEftG/En42+BNG8aeH9P17xXN4oux4hfSbXUItPOiaNaWiajaaPLqMFjLCLF/MQa1qcW0jy5l5Ufvv0avDHO/BnwL8N/DDiTGZVmGecHZFPLMzxmR1cXXynEYmeY47GueBrY/BZdjKlFRxUY8+IwOGqSnGTdJKzfy/GGc4biHibN86wdOvSw2YYlVqNPExpxrxgqNKnarGlUq04ybg3aFSaSa95nxj4a+Icng26ufGtvpy+J9ZtrNraTwzaSFUezaaBFuoIHE7RXAbZvnberKzrsG7I/cT5o43WPEuuahpujW+sLYeH7XxR4h1aTOqwXDXrxa7qNzdnTIp2uo0klsYrsQRZjaNUiQCIIAtAHH/ABT8K23wrsrKO38Tf2/NfQXN7pUMMjQW810v2cXFrcQeZJ9rEaSQ4SJomTkkncMAGvqni6xi+G+n/wDCOaGbvxjFpmj397b6i0OoLO96LY3UdvaW9va3kUMTTO1ust1KYoUVGZ2BYgHrfifw82s+AtO1qz1e8s77SLGTUNWgMzSSwQvp1k6qrRmJ7W3jnFzHCsjSKhVwPmDZAPL9TmvNQ+GbWBnvb6a3vmu1htZ5DcvBuEaX028y7o5BIAZAqlndDuxkEAy/+Exv9F06zuPDoh1DVLWyhjvBdNLdSaZBawq6zXAt5YJY4o7hWWQb1Xcjbdrc0Aes+HdQl+LJ0/VotKeQPdppcr+HgFuJJbSPfIi3DJcYy04Z4mD/AMOSTyQDhPEulWeoePdM0TxDp2u2VxoPiLSjpSQXMFr5k1pdQ29gNShns5zciSLY14ITbG4cu0bQqwAAO7vfBmiabr7eP/FUzaZFppm01I38iztbuR55ZYLW2kuIZfL1G5kleO1cs4BUfumIoA4rVviFr3gXVNc8U+FdIsv7B17RrrQ0XxNBNqUElrex+dPeafPYzabAmoyJbA2lyYpQimQvFLngAwvgVfR6feajYwXtndjxTDZvcR3mZ7jTLXUJEQzoRIoWaIuyefswXQ8DpQBu/FWW10XXbTS0t7jVLNZ7GQXlpLHH9ovGF2PsCMYpV87au/aQxI5xQB0fgvxXqnjK/gtIvCtn4SPhjTILLSm1Sy+0Q+Ir+C4gWzmuY4Psf2u5nKqJSrLJMjyKrJuyACr4x0S/8WeKZYvEsOmWOt2cCadqug6dp72c93Gubl9U0m3uprprHTFguY4pIZxdsbmG5m88JIsUYBh/FPwpofh3w54JvZZftmnWUlvHJY2P2e21GymjTz44b66eGaFofKhmWeFbWLzHCMpRY2VgD0PxJ8c/C+r+Mfh9ZWfhbSb6L/hBl0+YWbWTrBbGG4jnkuFFs6tc28BMrSkKilQ2zAxQBY8VeEfCvizRIdW03xRofhuc3EAXR76KG4KRwCZjdMls9kNjllGQikBD8xyMAGF4Y0TSPhpYa3eDVo/FI8Sw3erX2oQvHHounSXFjNDIkUEgndLM+c00KPcErEFUu5BYgFLwf8UvD1rdR3TRaRLa6Yk2lQ3NpLBDYzCQC433ClZA9zvuWQlWUeWqDblSSAfTr+DZLPS7LxNpN/p5GuaRN4ha2sbNorK2SFEmW1s0hnURac3mfPDuYMFQ7xigD5WPj7U9f1LxlJL4ctdQa1ZZ5RpEDR22LTQrS53Sxym5P7tVDSHdkIMjBwQAeeWLXnjhr/SH0XUdAsJNU0rVbnUtNxbz+ZYm4WC289YdoimW4nLKysW8tSMbCGAO6+J/gjSrjVbrxJoHim5N1pmhahaSaPq90NS843unTW5mRbb7EUeGCZriElWKTRxyZKrggHgXhW3tPCf9i6y1zeeIb7yL23u9OFwpiiM7BEleGRJWG1QCu5ic5I46AH034c07w1ql9PaafdTW73KXP9o6nbXNsNPtLoWVzLCs0UVukg+0OpggV5yweQfM3IIB5lJ8PLq28S6d4juYb+7ttNsbiyxdxedbzG684Kys6ELsabaF5+dSRjoADu/EWo+CPEOk+HPDb3mgeGNVa3vLO+upBZpP50hiIa4WNIJ2eNUKr5kpZTLkHGQQDidI1iy+Gfin4aJ4dt73xHb+E9ds9Su72bOqWF/az6/BqGoS/wBnWMMU9xLptk04jRZXk+0QIyA4EZ8fiHCV8wyDPMBhYqeJxuT5nhMPByjBTr4nBV6NGLnNqMFKpOKcpNRindtJNnRhKkaWKw1WbtCniKNSbSbtGFSMpOy1dknotWf0tf8ABb7/AIKT/so/tIfCX4GeFf2efiwvjzxF4b+J2oeJ/FOjXPgj4j+FE0zRbvwNrGl2txcXfjHwt4bsprtL3U4YRZ2dzd3KCWR3hVFMi/5Dfs1/ooeO/gD4l+IfEfi1wLHhXK834Jp5DlOM/wBZeEs8eMxyz/LcfVpU6HDufZtiKNJ4fCOr7bFUaFKTjGEZOpeB+8+L/HHDPFGTZThMizN46tQzJ4qvT+p4/DezpfVa1KMnLF4WhCT56nLywlKSve1tT+ZG38H2viHUrPzZb42Om31kxu1dHtYhd3MUkqAPEyxvIYli4IDO6Fg2MV/sifz8ft7/AMEof2nPgF+xj+2B44+Ifxy8Wr8OPhZB8H9a8Jf8JJL4V8U+Lb9PEHiLxB4Gv9JtLy08B+H9c1UW9z/ZuoqLldFNrARbi5uIFzI/8GftFfBfxK8dvATLuDfCvh1cUcS4PxE4f4hrZX/a+SZLL+ysDk3E2CxeIp4viDMsqwE50q+ZYRfV/rX1ipGcnRpVHCSX6d4TcRZPwzxPWzDO8X9SwdTKcVhI1vYYnEL29TEYKpCDhhaNeqlKNGp73JyppczV0eP/APBTH9pX4HfHr9rv47/HH4J+Ibnx/wCDfiFH8PrLQ9cOn6r4ct54/A/wu8D+H7y5fQfE+i6V4it4ZdWstVtF+32Vi9xHZieKMwSRu/6B9B3wv428G/oy+Hvh74iZRDIeL8lr8XV81ymGY5Zm31NZvxpxBnGBhLH5NjMfltedTL8dha01hcZXjTlUdKc1VhOEfL8Sc6y7iDjLNc1ynEPFYDERwEaFd0a1D2jw+XYXD1WqWIp0q0UqtKcVz04uSXMlytN/mR4q+LV5rHhhvHHhfQo7WSznXzYNHZodNgi84aYZGjtPKaPzJJVDt5uGmYZBJxX9Znwpzcnx51P/AIRTwZod/pFudXhl1BLcWUsttcR3V5ctMjaxHJJNLeRFZY2jjR7d9u4+Z8wwAeit4dtbfwu/jfxDrMurHR2neWSyl+z2Rjkmht0jdrz7c6NG0y5YybSwACigDS8FaTpF/wCDNU0lfEGlaPex2OtaoiXaK174gg1m7vb+x0fTtksDLffZ7qCGKWQXEUjlXW3VSEABjkalqtnDrmqW1vFqETSWAhS2dNGFpYCP7M5s5ZJJRdt58ovpftISfbb7IovLbeAauueKtd0y0Vdc8NWVvon9maXHHqWmWMmmyrF5VubW4N3NJcxmK4HlqMRqH80bSAQCAaHhjwVBf6H4u1HWL66vbjWtJjsdCt7xlnSNk866RYFuFlaR2W7RGEDRBgq4AoA0vFGhWWuxxalZ6vrHw/vNUaHRbbStbv1lgtZLeJ52v7q3so9M8+C7jtnEcUfkuGKO0rBCCAee6JrniX4ZeJLbTLnTtUaw8ST21hqWsRy3FjBDpTXvlTeKoGywW2ePfPHPK0pVVG+R9pJAOZum8K+Pf7c03TtQu7qSWyu1uXj1C2vLc2cFxH5slrCLbMOpbpIyt27yoiM6mFmcMAD6H8M/Cb4chtK1C38QGS4m8HeG9IvtJE+nn7AbPTrG3uL2aMWnyXbyQk3MrDLSu5bk0AeVDxHrHgzxVf6JoXhz+09Ps4YNUuodSga6udQtZb29tI47BofIhg81LHKySw3CNvHyECgDM8Xad4k8S+K4df0y5XQNR1Xw7paXvgcw3bXGl6LIg36+lvbXVskTSfu9l4YNoMmWDZxQBS+HniPw3fajrXh20utbmvraY6Mkmpa1b3zz3Uc5s1vPLWzif7FNIAfs28yFt48/JBoA+gLKBfBd9/wk1xAk+nWXhhrK91SeNU0mDVnuQ72UjMCI7hIwj+W0pcK49cUAeYapJL41tptd+GDyapf2PjBJPF0GnO2oyaNpTwz3d5rsjaebV7LQ7KUBZUuDKFcozT5XkA7nQ/hjoVtfWsWseJ012W+mGp3AYxv5emz7Wmkdbr7UWsocSO+4lNrZPQkgHO+LLrT9DXUbfwnb3elXFp4mtdHtb0TxIup2csV4ReWH9nwWMiaeksMBkg82RXZ4SHUqDQB4/ceGbm81W4FxrEdxA5vRrGozpLMtlcu0v2qRJHmb7O0RJmj80yPG2HZmI5AL/wAKfBem6N4q1rxPrvjGzsfDFtJqmmWNzqZKjUZFWxnt/st9JOLfbdATxwRCFjujc5bkUAevf2/4Z+KWo2s9j4e1HSdI0KWPQL64ju7GeBI5p1lfVb14tOiiEVvbI7ShlBKZO9VyKAOv8KaFp/h/4gz3GiatZav4WsrK606C9lRbjRHmnt435SN0tvtCvKdjKARxx1oApeJ9RuPDzrpel6fLqdhpby6RP4gs/ksYpT/qbOXYpKT3scctxChlA8q1lyjYDKAcL58zfN/Z1383zcMuOeeP3fT0oA76T4T+BPHGmy+MfFOkNq3iIXaWLahcT7jNDGqMjzoY282dDIVWUvkIqLj5RQB83+KprnxJqus+EtWvtQuNE0rWmkt4PtbrK8lqJrWF7ibBMxEE8qMCo3b8nHcA7+9+D/gjRPh94d8R6XY3NprMkE+ox3y3TGW0ubPXbyCA2bbAbeMLbRs6KSHkLuSC/ABwWgX91aXusrNL/aX2+Bri6fUh9rlae1RhDKkknKMBM+/g7/lzjbyAa3hAW9/4Mu9UvLWCa4k1aw0mVTGohns9T1CDTbpZ48ESyfZbmVIXb/VHawBKigDI+IWgaXo2i65oukwy2GnWmpaKtvBbzFPLUPJNtUqowDJI7EY5zQB9N/F3QbeD4f8Awh1KG91X7Tf+BbzULkzX8k0YuIobGVRbRkKLeEtkSRKWDqdpIFAHzDoniW9174T+MVv7bTVvLDxPpVtaarZWSWmqQ27x6dcyQi7Rnk2SPNIrDgGJthGOaAPXbTwB4W0/w/qGpw6d5t3FpyTtLdyfaTcytA53XRZR55BY43e3YUAL8GbfSZvBums2haOlza3Wprb30NlHFfQrLdTPIsdwAXQPkowHVCV6GgDG+JGn2mg+G4Nd0+ENd6tqLJd217/pemYguHSNorBwkcbjl94cneWfq1AHnfhXRNN8ceKrjxPrVpBHqWjxW8VmumRDT7QLJp96hMttGXWVwFBDkgg8gUAWfiDoWnaN4LOt6XEbfWrq6t4bnUZG8+WeJboIqSAhCdsahFy5wAMdMUAeZWWo3WkeJdCtLAw21lNJBLNYQQiKzaafKTzrAG2rPMApll5LmOLI+QUAd3rV9LZ+NNd0GFUa1XS9PkS6nUTamryC2nb/AE8gOVzlFXaMRHZkgUAd7B4T0bQ557q1W9mOmwW9/ZRXl49zBBcyQpdyMI3QKVeeRmKcDGFzxmgDT8P6tqHxH8MeItd8VXl1eairWtnFJFO0CRQQPtRVQBsEjAJBGcA0AcdZ+JNSj1zxH4Jtjb2Wi6Rplq1o1nAINRd9Qtoprpru+U+ZdBpriSRA6rsJGCcZIB0/w38NafoulaxrNr576v8AaUMeqTymW/gMG8xeTcn54xH58u0Dgb29aAOJ1/xhrt/JN4ikmtYtWXVb7QTd29osUklno0s1hayyMr5e9lhto2vLondcytLIygyGgD0D4n+NtW8PWtpe6ZBpsd1b+ErHULaaWxjla21D99vvYMkGO4k2pvkB3Hy0yTtFAHiPxe+06cLHxTp+oX9hrMl1Z2n2izuXgVIjZXbHy414V2Kjc+ckEigD074a6lefECfR7fxU8WqQWh0q0SKaIFJEk8hJZZgWIkuJVZllmPLg8jFAGS9hBoutS39mZU+wyyvaWQkI0+3uFldEvIrTlFvUQlFuAdwQkYxQBU8N61qttpHinVrS/uba+huPFGpRSxyEBLpL28uo3CjHKzKrnkZI7UAcpcXCr8MrvUri1s9Qvn1LWdSjm1CBbpbbUZ9N02We9t434jnmfHmOrbmCICflBoA85sHk8QaAi6jI3+hedq1p9k/0XyLy2jJgaPaWwkZclUHA454oA3dR8U67rPh5NZ1K8FxqdjpIsbe8Me2VbaGzFyiu28l38+R5DITksc4zzQB6B4e1jV9T+Gmn6pPql+mq6Qq3+l6lBcvFdWE9qzRwfZpB80Uca3E+1FOAZGI60AdZpDXdjoa6vDqWotrGu3VvHq2qTXby3t7BeWjXF3bSzHDG2uLg+fLCSQ0oDE5oA9S8X2TW3g22hivtQEV3d6Yjo127eU86KDcWx48i5jCjyJly0RGQDQB4h8OdLm8cah498N+Itc8QXmmaJrEMWmqNVmSeCBY72FrczgFmhkRv3keAHZUY/doA+jNT+HHhi1+GniPWjFqF1qHhbRpxo73l+9xFAmnacJbWN4XTbIiugJUkAjI4zQBV+GPhnQfFnhLw7q+uael7eT6WI3SY77NY0kcqsNqV2RbdzbCGO3c3rQBr+KPC/hb4eX2m2/h7wxoBTxOggv31HTYb+WAzyrGZtPkk2m0njVsxSJkowDDoKAOF/wCEY0XRPGjT2dhbM02mTS3PnwrL9ondWiM0meriKOOME5OEHPoAfNnh6RYp/EMaWWlm2uPEllE1o2nxtah2W9VLsQ7wv2+3Qultd8PCksqgHzDQB6pcaTAL6SF5Jpvs9ncWMTTSGRhY3kLtd2TZ+9aXPnzLcQk7ZUlkVuGNAFLxzplvPpHgvQ4jJp+mR6Prt89npjmygnudPNgbN5Y48hhb/aZ9inOPNfGM0AcH8KvFereJPE/hnRdca31Kwu7G6sXiuoFlMdo+lXCvbwMxPlQspKlBkY4OaAOq+JtrbeA9X0qDw3bW9vYyz3sLaXcwrdaYqxW9nLEUs22Ro0cs0sisOjuxHU0AfTGm6Ho+p6To2u3mk6Y2q61o0+r3t7FZxw3AvUspLjfBICxhV5F2yoMh4i0Z4OaAPPPC97qt1q+nX9vrWsaP5ttd+dZaJfS6bp80iiaITPaRZjMoRFG85PyjpigCT4va5rFjZ6FdWmpXcK39zKLy0WVvsdzgwIrT24IWV0BkCMfu+dNgfvDQB4RqsjQazreraeI9Ju7I6ali2loLNLMTWcaXH2dYz+6NwHfztpG9nYnrQBp+KoLlre+kudV1W/uM6Q6XWoXsl1cIZ7aNpdkj8jcGEfHSNETkKKAO5+Eq3qLqOmR6xrEWnI8cos47+VYTI9rdTMSo4+aSJGbj5tuD60AdH8U7qWw8D+ENRjeWa61DU9ShuzdSmeNkgEvlGGNgBCw2rvYFt4GOM0AeE+DfHnjP4S/Gbwf428BeJNU0LxHpviKPVrK/guZN1tf2UQa0ngUMnltA07shB4bBHSgD3340/td/tH/tP/He51z4+fFnxZ8UNXnstMaXUfFOpXOpXbtpugpp9iWmuJZGP2azVbaL+7ENgwKANb4wXN1B8KEtrK5nsLfSdF1WbTre0kMVtZyzQJPLJBCuBG0kxaZyDlpHZyck0AfM/wABtY8SeMPEL+GPEfifX9S0DWby2t9X0t9RmWz1KGCyvbmCO7hJdZRDNFG8e4HaygigDvo7yWxt7q8gwG/tzX9FEP8Ay7JY6JrF9p2npHD0SRLazhEsgJMsgZyF3EUAeZ+A/FWu3kOqW1zetLa6vetZX9sy/uZ7a2Z2ijZN2ODK2T3444oA1fDuuajN8Sbu081IbHT7JIIbC3QQ2ciQW62yG5hUlZzjEzbsZuFWXqAKAP0K8N/BL4bW099rVh4fj029vPDWmXVwdOcWsU12WvLl7mWNEIeV5JmLE4JAUEnFAHyD4F8Va7deMLC4+3SWtyk9xH9osSbWYxxxTKqb0JIXoT1zgelAHqPxXso5rW31C4udSu9Rst2pwX11fPPcLd/Yo545BIybh5LbVi5O1EVRwBQBynxi8G6HN4csviLGl5a+KDJpWgNeW928aNp3kXNw0ZjVQN7yncz5zwOKAK3wV0+0/sHXdSuIY9Qlj03WpYINRUXlpb3cN1I66hBbvhI753TdLcg75C8hP3jQB634ik8tNPFt5luZNGtLqUpKf3ksqNu/hGIwRlI8kLk80Aeb6xEt94t8JaWxNvFqv2KK7urT/R9ROdLv7hpI7xTvjkeSBNzBSShZT96gDiPHVva+EYNF1vR7S0/tE+NZ9Ie4vYFvGMFnFDdRXA3ldt807l5Lrln4BFAGVo/jbxL4i8cWGnalqcxsryVbWWC2JgCxAM+ISpbymBHDAHGTxzQB69qPwr8HeInm/te31K6NjDNqNox1KQNFeoW2XBPltvdck54zk8igDxDXbWBfC+tOsMP2y2nltItTeIPqi2iDb9jF7kSC0k5Mtvja5ZyT8xoAwfBuo3ptG8OGbOmCxm1bZjE7XdwUSUNPncbdhI+IMbVyMHigD1vxFo9po1jpGt6YZrPUbbw9A0NxDKVlj3wkusbjBRCCVKgdCRQB4l4o8feImh0y3uJLK/EuqaYjy6hZJdztHJK6lHldwzYBOCcdTxzQB9yWVjZaN9vS0gxFcxyk27Nm2gIyFNtAV2w7FOyPafkT5RxQB8neOvD2kX3x8+HGjXNqJdJ8UW2jz69YSNvt9Qmn1jUrGV5UK7cta20EXKnhB16AA6H4qQR/CK9jHgWOLSY7/UnsHjaMTLDZqWK21sMoIYhtUlFGCVX0oAwpvin49j0rTLFPEN3Fbv4i0NWS3LQBoX1a382AhXOYpgWWVejq7A9aAIvi94w1aDT/AA/dWEenafqV7czW97q1rZJHqd5BOYUmjubtWEkolULuLdSq8cUAU/hf4N0rxL46ttH1uS8v9Mil1PS0spbhjD9kawvIlUocgvFhXifHySIrAZUUAfTcHwR+HUMOpeFl0m5/sSzvGmGn/bWFrcXMdtBOl3dw+Vtnu1ZwgnY7hFHEg4QGgD5evPDOmWM1vead9q0xtXvLaW9h064a0tpXkvYYQWhRSpMSSuYCf9U2GGcUAS/FTw7Zabq7aDFcajc2t1BBdS3d/ePd6r5kZyqrqDqJBGBGq7NuNny5xQB9DfDvwP4f1Dw1pt1cRXivN4bvbpktrxreITQL+7YRqjAKMEle5J5FAHi3ww06DxxHr+heJJLi+0jTYbpYrITNFHNv0e41QNdYDCdoryNJISyjywoUZ60Ad58K/hJ4Ck8QTMNIkj8qxmkHl3RXcyqSu/EQ3YIyPTJoA7PTblPinYeLF8X2lndr4dsGXTUt4EtkVZbK8upFuEUMJ1aWxgyGwNgZOjUAeEad4y1nwn8NdS1nw+LDS7zRzYrpi2dkkFtZDUtZ+z3v2eBH2x/aIpZBJg/Mzsx60AcjJNe3HgZ7w397FNqOmyXFwLedoojJ5pfIjGQBuJIGeCT6mgDvP2exPrXhLxGmsXDanEmq2qPDdqZYbhfLEifaY3YiYxOAYi2NhVcdKAOd+NPibV9B1fSPDugyw6LpunX8sajTYRbT3Uc9rZ3LR3s8bA3KRyyyGFXGIw5A9aAOQ824bwv4o1i4ne+1G6jske7vybqZUtJvLhSN3IKKEkcEDqCPSgCnpsk/iDRLGzv7ib7M29pLeFzFbzeVK/lebCCVfy2USJn7snz9aAPfvC1hZeH4/EXg3TLaKHQdT0vT7y8tdoJmnljv5HZn4ype2iO0jjB55oA+bPEHjvXtdg0bTrw2MdvHqE8xW1s0t/NP2O5AWXa3zxqW3hT0dVbqKAPvzwR8JfBGmeJPDUB02bUV8R6J4ckvZdUuTe3Nu9ybiSX+zbiSPdYrucmNUDeX2JoA4C18P6Zofi7XtRsoCbrTdAW4tZJ285hJJe2cBEhYAyRiOVwEOACQc8UAeZXnie/j8NeH797bS7i7t/FfiKeKS5sI5Vjlh1u/MTojN8rLsUZB5xQByNzqGoeNvhf4l1zxFeS3l1oUupDTbYEppsXmPZ+aZbEMY5fMCoGyy58tP7tAHqvhCO10/wCGHhxrazto/wC2NP8AsuoRLEot54by2drlDABtCyljvGTkEjoaAPMPAXirWfFOr6xoviCaPVLGxeHT7RbiIO8WnrcXEEdhvLEtZxRxgQwcLGWkK/fOACt8XPEutaGg0XTrvbpVvDYxxafOnn2a2/lybLTyCyr9liYK0UP3UKKR0FAHunwwWwXw/oWof2PpQvvEWp6b4b1K6WyiWU6VPYWVy8MBwTAwnuZpEZSdhYYHGSAaPxA8D+FfDXimw0HQNKTStK22ertaWriON7+Y3aTTuFjG5pVRd/GSVBJ4oAq674fsNP0eS+tXvEkjtZr1InuWe1F1DbSSxT+QVCmRSu3dnPllk6GgCn8VYrPwbcyWOi2Vt5eofBe58UXMl8gvZm1e4t7rzWDuFIsmMKH7H9zlvn5yADyOzNrqnhjwol9pmlzLqA0u4uUFlGkX2i7jImmhj5EL4dthBO3PegD6oTwZoWktB9jjuxA2jW6S2ct20lnOisfkmgK7ZEdB5cinh4/kPFAHzPqukabr+veLbe/s4Vt9M1S/+wQWiC2jt47K2tpLeIKu4FFeaQsBtDbugxQBxHhTw5pWqzWd3qdrFqEtxb22qr9qQSpbXDyxsY7VWyIbcFztiXgcDtQB1fjHxPr/AIc1bw3oehareaTotzdaZeXOl2MzW9nNdte3MbzmJCFDPHDEh4Jwg57AA9f8Zsup/DHRtXuILY6hFqOl2TzGBT9rjvNN1Gaaa9XI+03m+3j2XLkMiNKoB8wkAHhWq32p6J/Y82malc2l3Ld6TFHdxOyz2sNxdxQyxWzhgYkMbFVCn5c8CgD3TSPhvomu2dlr2s3uu6lqmowm6ubm61SaQ+duwTEGB8pXCp5igkNsX0oA83+KkK6d4z8JW1scIPCPiWeOWQeZcwS2mm3slu8E5IaLZJGjEAHJHUZoA5fwV4j1rVo9E0LUb17u1utOm1GeeYF75riG6nRFW6Lb1g2ouYsFSdxP3qAOjSytH8ea88lrbPFDpetJbWpgX7NaObqyZJraLJWKSHbiJlGUBODzQBs6Vo8Q0CLWIbq9ttWV3ikv7e5eOa5DTtHvuivM0qwlYEdjlYY406KKAOJtbePQdDfxBYRwJqN7NGk+6EG2YM1yWb7OW278oCr5ypLnndwAQ+GvGnigDVNXi1aaCTT7uxkgtIcpp/npGjRXD2gfY08EoSeCQ8xzxpIOVoAxNH+KHjDVfijqdxrd+muvqEcr3C6xF9ujEkNpbqkkSStiN9uAWHJCj0oA+5NSu5vDtn4fGnyTNDqulXMt7bXcpubeTy4AojETKFWEiRg8XIZTg0AcR4raCbwH4cuNNsNP8N3Nze3ournw3aJpM9zHFNJ5cU7wcyRKVDBDxu+agDx74eyyP4p8c6Tcu93p4mtYWtbhjJFMhtb5/wDSFbImIfDqTjDqG60AeO6Nqd1aX0llMINUtYSrSRatCL5bwyQmRftokYC48hiPs+8futibfu0Aej3to2g+KdB0LSru7sdKitNTuIre1maF0e4sLLUXUyqTujS5u5jCmwCKMqgyBmgD0Xwxrms+I2sRrer6pfm9nnt7lnvZA8kNspMCFiG4jI4zn0oA7Xw69voup2+i2VhYnT7qfU/tcdxAk73mxp76M3UjAGYx3RMqFhw2D1FAFLxpbWtxDqd21paK8WnkRxx26JFHtEvzIg4Vzn5m53bUyPlFAHD/AAi8Sat4R8MW0ujzoj3st9a3f2iMXCzwLdPcLHIrFQQs0Ubr6FQetAHe+P8Axlrd14ik0d2sksLw2cN9HFZrHJfQ3OnWUkkV5IHzPGGkcRqwwinaM0AeCReIr3S7xxa2+nE+Xh3msklaWNmB8mUlhviDKrBDwGVT2oA6zxJbx6zZ+G9Wv90s2lXUeq2NqDt06C7hRXBWy5j8t2jHmR5AcFgTzQB2Hh3TNL+MVpo+reNNNsp7rTdUv9PsotPgSxsYoBHaksbRA6NNIQvmybgZAkYP3BQBieKvCOj6Hrs9hp8csMBSG3yshEyQRwLNHDHL1SOMoqIgGFjAQcUAcf8AEXxd4h8NXF1oWl6g6aZqnhOzF3BMPO8zzJr6JgzFhlTGiDbjsTnngA56y8S6tJ4bv9LVrOGOXwlZTm7gs0j1BJHvbBm8u7D70X5SoUDAUkZoA9g8B6Loy/DrxV4im0rT7vVrCxunSe6tkmjuRb6Ol4sN9EwIuoJLjc88TkCXe4PU0Aea+EvHviHQbW9bQJLPQVtILrUreDR7RbG2ivi1uhuRBE+3zGU7WOQSFUZ+UUAdTFJP4js7jxVq15f3HiAW02qjUlunjmF9boZoZVO1ivlSKrRjd8u0YPFAD5Tfar8Kn13WNY1fWbpPH2lWgttWvpL3TmR47aXzGspP3bTo8rmOXOUJ4FAHkniDXtU/tKLSZpobrSXitYY9Lu4BPYWqy5jL2tuz7IJUjZ0jkUZRHYDrQB2vg5YPCWr2lxptrayy3d9aaa7XsC3Iis4p0kjigD/6raxJBB6cUAZniLU73xh4+1mx1Kb7PbaXfST2cemj7EI5bJIxBIfLJ3SAXUoeTgsNo42igD6T0nVU8I6To17YaVpF3dz2dlbtcalYxXkiukMcovUaQZW/8xFcXY+cEtxzQBvRXsWvXF34kvdO04a5JY3NtJqUVtGl28WzHMoG7ftO3d6ADHFAHn2r2ltfaRc3GowRamp8b6H4fFpqSC8s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2 Temmuz’da çekilen bir fotoğrafta yıldızlararası bir kuyrukluyıldız. Kaynak: Wikipedia

Böylesine yüksek bir hız, Güneş Sistemi’ndeki nesneler için çok sıra dışı olduğu ortaya çıkan yörüngeyi belirledi. Dış merkezliliği 6,141’dir. Bazıları dış merkezliliğin birin üzerinde olamayacağını söyleyebilir. Ancak bu, yalnızca Güneş etrafında sürekli dönen tüm gök cisimlerinin sahip olduğu kapalı eliptik yörüngeler için geçerlidir. Bununla birlikte, dış merkezlilik parabolik ve hiperbolik yörüngelerde de mevcuttur ve ikincisi, 3I/ATLAS’ı takip eden yörüngeyi de içerir. Dahası, dış merkezliliği o kadar büyüktür ki, yörünge bir eğri yerine düz bir çizgiye benzemektedir.

3I/ATLAS'ın bilim insanlarının dikkatini çeken ikinci özelliği, kuyruklu yıldızın bize geldiği gökyüzü kesitidir. Samanyolu’nun merkezine oldukça yakın olan Yay Takımyıldızı’nda yer almaktadır. Aynı zamanda, Samanyolu’nun disk düzlemine göre yeterince yüksek bir dikey hız bileşenine sahiptir; bu da kuyruklu yıldızın sürekli diskin içinde hareket etmek yerine diskin içinden geçtiği anlamına gelir.

3I/ATLAS'ın keşfedildiği gökyüzü kesiti. Kaynak: Wikipedia

Tüm bunlar, Samanyolu’nun kalın diskindeki bir yıldızın yakınında ortaya çıktığını göstermektedir. Ve bunlar, kural olarak, en eski yıldız nesillerine aittir. 3I/ATLAS hakkında belki de en sansasyonel açıklama, bilimsel olarak doğru kabul edilen ve çoğu bilim insanı tarafından kabul edilen bu ifadeden türetilmiştir. Bu yıldızlararası kuyruklu yıldız, Güneş’ten daha yaşlıdır. Yaşının 7,6 ila 13 milyar yıl arasında olduğu tahmin edilmekle birlikte, 3 ila 11 milyar yıl önce oluştuğuna dair başka bir tahmin de vardır.

Ayrıca, Temmuz ayı boyunca bilim insanları 3I/ATLAS'ı gözlemlediler ve normal kuyrukluyıldız aktivitesi sergilediğini, yani bir koma ve kuyruğa benzer bir yapı oluşturduğunu doğruladılar. Bu da, spektroskopik çalışmalar yapmalarına ve çoğunlukla sudan oluştuğunu ve hidroksil iyonları (OH) içerdiğini doğrulamalarına olanak sağladı. Ayrıca, üzerinde karbondioksit ve karbon monoksit bulundu ve bunların buharlaşmasının kuyrukluyıldız kabuğunun oluşumundan sorumlu olduğu anlaşılıyor.

Ancak, Güneş’in etrafında sürekli dönen kuyrukluyıldızlarda bulunan siyanür, oksijen veya karmaşık organik moleküller, 3I/ATLAS’ta henüz tespit edilememiştir. Bunun yerine, çok fazla toz vardır ve parçacıkları oldukça büyüktür, çapı yaklaşık 1 mikrondur.

3I/ATLAS hakkında tozla ilgili ilginç bir gerçek var. Çeşitli teleskoplardan alınan arşiv görüntüleri incelendiğinde, bu yılın Mayıs ayında TESS uydusu tarafından çekilen görüntülerde bir yıldızlararası kuyruklu yıldız bulundu. Kızılötesi aralıkta çalışan bu kuyruklu yıldızın görüntüleri, bu gök cisminin, Jüpiter’in yörüngesinin çok ötesinde bile, toz içeren madde püskürttüğünü gösteriyor.

Hubble Teleskobu tarafından çekilen 3I/ATLAS görüntüsü. Kaynak: Wikipedia

Sonunda, bilim insanları kuyruklu yıldızın çekirdeğinin çapını bir miktar doğrulukla hesaplayabildiler. İlk çalışmalarda, 10 ila 20 km arasında olduğu tahmin ediliyordu. Daha sonra, Hubble Uzay Teleskobu sayesinde menzili 0,32 ila 5,6 km’ye düşürüldü. Ancak bilim insanları, boyutunun üst sınıra mı yoksa alt sınıra mı yakın olduğu konusunda fikir birliğine varamıyor. Bazı çalışmalar çekirdeğin çapının bir kilometreden küçük olduğunu gösterirken, diğerleri daha büyük olduğunu gösteriyor.

Uzaylılar

3I/ATLAS'ın ortaya çıkışının, uzaylı bir uzay aracı olduğu söylentilerini tetiklememesi şaşırtıcı olurdu. Bu fikir, keşfin hemen ardından sosyal medyada dile getirildi ve 16 Temmuz’da, Harvard Üniversitesi’nde gerçek bir astrofizik profesörü olan Avi Loeb tartışmaya katıldı. Loeb, uzaylılardan gelen bir yıldızlararası uzay aracı olabileceği fikrini destekleyen tamamen bilimsel argümanlar sunduğu bir makale yayınladı.

Elbette bu, bunun gerçek bir uzaylı uzay aracı olduğu ve uzaylıların sonbahar sonlarında iniş yapmasını beklememiz gerektiği yönünde spekülasyonlar yapan bir dizi yayına yol açtı. Loeb’in akademik çevrelerde oldukça skandal bir ünü var: Birçok yüksek kaliteli bilimsel çalışması var, ancak çoğu doğrulanmamış aşırı cesur tahminlerde bulunuyor.

Uzaylı sondası, Voyager-1’den çok daha büyük olmayacaktı. Kaynak: www.space.com

Böylesine sansasyonel bir açıklamanın ardından, diğer bilim insanları Loeb ve meslektaşlarının sözlerini çürütmek için acele ettiler. Varsayımları, esas olarak 3I/ATLAS'ın yörüngesinin neredeyse ekliptik düzleminde yer aldığı ve bu nedenle birkaç iç gezegene yeterince yakın geçeceği gerçeğine dayanıyordu; bu da onları keşfetme veya hatta üzerlerine iniş yapma planlarının göstergesi olabilir.

Loeb ayrıca, cismin klasik kuyrukluyıldız aktivitesi göstermediğini belirtti. Kendisine, açıklamaları sırasında cismin bizden yeterince uzakta olduğu ve herhangi bir emisyon göremeyeceğimiz söylendi. Nitekim 3I/ATLAS daha sonra oldukça standart bir kuyrukluyıldız aktivitesi gösterdi.

Ayrıca, bilim insanları, eğer bir dünya dışı sonda olsaydı, en iyi ihtimale Mars yörüngesine yaklaşırken göreceğimiz şeyin küçük bir metal cisim olacağını, ancak kesinlikle 4 AU'dan daha uzak bir mesafede olmayacağını belirttiler.

Kuyrukluyıldızın yörüngesine gelince, ekliptiğe yakın olmasına rağmen, yine de ona göre 5°'lik bir açıyla eğiktir; bu da bir tesadüf olabilir. Genel olarak, sistem içindeki geçişi ayrı bir değerlendirmeyi hak ediyor.


Güneş ve 3I/ATLAS'ın Galaksi merkezi etrafındaki yörüngeleri. Kaynak: Wikipedia

Kuyrukluyıldız uçuşu

3I/ATLAS'ta uzaylılar olabileceği ihtimalinden bahsetmişken, Güneş’e en yakın yaklaştığı anda Dünya’nın Güneş’in diğer tarafında olacağını belirtmek önemlidir. Bu nedenle, varsayımsal bir uzay aracının Güneş’e yaklaşmak için buz dağından ayrılıp fren manevrası yapması gerekecektir.

Loeb’in hipotezini beğenenlerin çoğu, kuyrukluyıldızın yörüngesinin aynı anda birkaç büyük gezegene yaklaşacak şekilde olması ve bunların yakınında kütleçekimsel bir manevra yapmanın mümkün olması nedeniyle tüm ön koşulların sağlandığını söylüyor.

Ancak, bu yaklaşmaların nasıl görüneceğine bir bakalım. 3I/ATLAS'ın yörüngesindeki ilk cisim Mars olacak. Kuyruklu yıldız ona en az 29 milyon kilometre mesafeden yaklaşacak. Bu, Dünya ile Ay arasındaki ortalama mesafenin 75 katı. Bu, bir kütleçekim manevrası için biraz fazla.


Daha sonra, 29 Ekim’de 3I/ATLAS, Güneş’e en yakın nokta olan günberi noktasından geçecek. O sırada Güneş’ten 1,36 AB uzaklıkta olacak. Bu, Mars’ın yörüngesinin içinde olacağı, ancak o anda yıldızımızın diğer tarafında olacak olan gezegenimizin yörüngesinden hala çok uzakta olacağı anlamına geliyor.

Kısa bir süre sonra, 3 Kasım’da, kuyruklu yıldız Venüs’e en yakın mesafeden geçecek, ancak bu mesafe yine de 97 milyon kilometre olacak. Dünya, komşumuza düzenli olarak çok daha fazla yaklaşıyor. Bu durumda hangi kütleçekim manevralarının beklenebileceği henüz bilinmiyor.

Daha sonra Dünya, Güneş’ten uzaklaşmaya başlamış olan 3I/ATLAS’ın önünde belirecek. Maksimum yaklaşma 19 Aralık’ta gerçekleşecek ve mesafe 1,8 AU olacak; bu da yıldızlararası ziyaretçinin Güneş’ten çok daha uzakta olacağı anlamına geliyor. Son olarak, 16-Mart-2026’da 3I/ATLAS, kendisine iyi bir kütleçekim manevrası sağlayabilecek bir gezegene, Jüpiter’e yaklaşacak. Ancak bu, yörüngeye girdikten sonra gerçekleşecek.

https:// upload.wikimedia.org/wikipedia/commons/transcoded/d/ d0/3I_ATLAS_animation2.webm/3I_ATLAS_animation2.webm.720p.vp9.web

İç Güneş Sistemi’nin tamamından uçup geri dönüp Dünya’ya yetişmek zorunda kalacak. Dünya da o sırada Güneş’in karşı tarafında olacak. Gaz devinden uzaklığı ise 53 milyon km olacak. Bu oldukça uzun bir mesafe.

3I/ATLAS'ın yıldızlı gökyüzündeki hareketi. Kaynak: Wikipedia

Elbette, uzaylıların uzay gemisinin Mars’a yaklaşırken veya onu göremediğimiz günberi noktasından geçerken gemiden ayrılacağını varsayabiliriz. Bu durumda, saniyede 20 km’den fazla yavaşlaması gerekecek.

Ve yine de bu, uzaylılara pek yardımcı olmayacak çünkü yörünge, gezegenlerin Güneş etrafındaki dönüş yönüne göre geriye doğru kalacak. Dolayısıyla, milyarlarca yıl önce bize uçan uzaylıların kamikaze pilotu olmaktan biraz daha karmaşık bir planları varsa, tekrar yavaşlamak zorunda kalacaklar ve bunun için çok fazla enerji harcayacaklar. Ve uzaylıların bu enerjiyi bir yerden almaları gerekiyor.

Bu nedenle, büyük olasılıkla yıl sonunda herhangi bir dünya dışı ziyaretçi beklememeliyiz. Ayrıca yıldızlararası kuyrukluyıldızın kendisine hayran kalamayacağız. Güneş’in arkasından çıktığında parlaklığı yaklaşık 11 yıldız kadiri olacak, yani çıplak gözle bir yana, küçük amatör cihazlar için bile erişilemez olacak.

Ve onu yakından incelemek için bir uzay aracı fırlatmak mümkün olmayacak. Hesaplamalar, ona yetişmek için Dünya’dan fırlatılması gerektiğini gösteriyor ve bu, uzay aracını hızlandırma konusunda yeteneklerimizin sınırında bir görev olacak. Daha da iyisi, Mars yörüngesinden fırlatılması gerekecek.

Ancak bilim insanları 3I/ATLAS'ı incelemeye devam ediyor. Artık sonuncusu olmadığından emin olabiliriz ve birkaç yıl içinde bir sonraki yıldızlararası ziyaretçiyi bekleyebiliriz. Ve belki de o zamana kadar, onu daha yakından inceleyecek bir cihaz hazırlayabiliriz.

Oleksandr Burlaka

Bilim insanı, yazar

Teknik Bilimler alanında doktora derecesine sahip olan Burlaka, Kharkiv Ulusal İnşaat Mühendisliği ve Mimarlık Üniversitesi’nden "Yapı Yapıları, Ürünleri ve Malzemeleri Teknolojisi" alanında lisans derecesi aldı. 2013 yılından bu yana Nauka.ua, UAgeek.space, scienceukraine.com, My Science ve diğer bilim medyalarında verdiği onlarca halka açık konferans ve makale aracılığıyla Ukraynaca’da bilimi popülerleştiriyor. 15x4, Free University Maidan Monitoring, pre post ve daha birçok projede yer aldı. Daha önce paleontoloji, arkeoloji, biyoloji, coğrafya ve tarih üzerine yazılar yazmış, ancak son yıllarda tamamen astronomi ve uzaya odaklanmıştır. Yaklaşık 15 akademik yayının yazarı, 31. Astronomi ve Uzay Fiziği Genç Bilim İnsanları Konferansı’na (2025) katılmış ve uzay uçuşları hakkında bir dizi çevrimiçi makalesiyle Eurocon-2022 ödülüne aday gösterilmiştir. Çalışmalarında her keşfin ve görevin arkasındaki bilim insanlarına ve mühendislere saygı duyuyor.


https://universemagazine.com/en/3i-atlas-do-not-hold-your-breath-for- aliens/


================ 

Görüntüler NASA’nın Paylaştığı 3I/ATLAS Cismini mi Gösteriyor?

22- Ekim-2025

Yazar: Resul Kunt

İddia şöyle;

Bir Instagram hesabı tarafından 20-Ekim-2025 tarihinde paylaşılan görüntünün, NASA tarafından paylaşılan 3I/ATLAS cismini gösterdiği iddia edildi.

https:// www.instagram.com/reel/DQBIGa6iOlI/?igsh=bjRjZ3B3ZXgyaHNy


TikTok ve X platformlarında da dolaşıma giren görüntüler 21 binden fazla beğeni almış.

https://www.tiktok.com/ @bilimsel.dusunce/video/7563325542976572679"

https://x.com/Maviturkk/ status/1980328160626360384"


İddia YANLIŞ

  1. NASA’nın veya diğer uzay ajanslarının 3I/ATLAS ile ilgili bu tür bir görsel paylaşımı yok.
  2. Görselin izi komplo teorileri paylaşan bir Telegram kanalına kadar sürülebiliyor. Görüntülerin NGC 891 isimli sarmal galaksinin görselleri kullanılarak manipüle edilmiş olması muhtemel.

Görüntüler NASA’nın 3I/ATLAS Yayınları Arasında Bulunamıyor

NASA’nın desteklediği ATLAS (Asteroid Terrestrial-impact Last Alert System) teleskop ağıyla yürütülen gözlemler sonucunda, Şili’deki ATLAS teleskobu 1 Temmuz 2025’te Güneş Sistemi dışından gelen bir gök cismi tespit etti. 3I/ATLAS adı verilen bu cisim, bugüne kadar keşfedilen üçüncü yıldızlararası cisim olarak kayıtlara geçti. Araştırmalar sonucunda cismin hiperbolik bir yörüngeye sahip olduğu ve Güneş’e bağlı kapalı bir yörüngesi bulunmadığı anlaşıldı. Bu durum, 3I/ATLAS’ın başka bir yıldız sisteminde oluştuğunu ve milyonlarca, hatta milyarlarca yıl boyunca yıldızlararası boşlukta yol aldıktan sonra Güneş Sistemi’ne girdiğini gösteriyor.

Güneş’ten yaklaşık 670 milyon kilometre uzaklıkta ve Jüpiter’in yörüngesi içinde keşfedilen 3I/ATLAS’ın, saatte yaklaşık 210 bin kilometre hızla iç Güneş Sistemi’ne doğru ilerlediği tespit edildi. 3I/ATLAS hesaplamalara göre Ekim 2025’in son günlerinde Güneş’e en yakın konuma ulaştıktan sonra Sistem’i terk edecek. İlk analizler, gök cisminin buzlu bir çekirdeğe ve gaz ile tozdan oluşan bir yapıya sahip olduğunu gösterdi. Bu özellikler, 3I/ATLAS’ın bir asteroitten ziyade kuyruklu yıldız olarak sınıflandırılmasına yol açtı. Ancak, cismin doğasına dair farklı olasılıklar hâlâ bilim insanları arasında tartışılmaya devam ediyor.

3I/ATLAS gök cisminin hiperbolik yörüngesi

3I/ATLAS’ın yıldızlararası kökeni ve Dünya’ya doğru yaklaşması, uzay bilimi ile ilgilenenler için büyük bir heyecan uyandırsa da, kullanıcıların ilgisini çekebilecek ve komplo teorilerine yeni argümanlar oluşturabilecek sansasyonel paylaşımlar sosyal medyada çeşitli spekülasyonlara yol açıyor.

20 Ekim’de Instagram’da dolaşıma giren, TikTok ve X platformlarında da paylaşılan görüntülerde, uzayda hareket eden cismin NASA tarafından paylaşılan en net 3I/ATLAS görüntüleri olduğu iddia edildi. Görüntülerden alınan ekran kesiti arama motorlarının tersine görsel aracı ile tarandığında, çeşitli sosyal medya platformlarında kullanıcıların benzer paylaşımları dışında resmi ve güvenilir bir kaynağa ulaşılamıyor.

Sosyal medyada bulunabilen en eski paylaşım ise Rusça içerikler paylaşan “UFO Strima” (UFO Yayınları) isimli bir Telegram kanalına ait. “Antik uzaylılar” ve “UFO” komplo teorilerine argüman üreten kanalın paylaştığı söz konusu videonun açıklama metni Rusça dilinden Türkçe’ye çevrildiğinde, iddia paylaşımının açıklama metniyle aynı cümlelerin kullanıldığı anlaşılıyor. İlk paylaşımda görüntülerde yer alan kanalın bağlantısını gösteren filigran bölümü de “NASA 3I/ATLAS’IN EN NET GÖRÜNTÜLERİNİ PAYLAŞTI: DÜNYAYA YAKLAŞAN BİR UZAY GEMİSİ Mİ?” metni ile kapatılmış.

Görüntüler NASA’nın Paylaştığı 3I/ATLAS Cismini mi Gösteriyor?

Paylaşımın açıklama bölümünün en alt satırında, Telegram paylaşımından farklı olarak “Media Credit: NASA” metni eklenmiş. Arama motorlarında “3I/ ATLAS”“image” “media” gibi anahtar kelimelerle site araması yapıldığında; NASA, ESA ve BBC’nin uzayla ilgili gelişmeleri yayımladığı Sky at Night Magazine’de 3I/ATLAS cisminin kaydedilen görüntüleri bulunuyor. Görüntüler incelendiğinde ise bahsi geçen sitelerin hiçbirinde paylaşımda yer alan veya görüntülere benzeyen bir görüntü bulunamıyor.

Arama sonuçlarında NASA Jet İti Laboratuvarı’nın 3I/ATLAS cisminin Mars’a yakınlaşması üzerine kaydedilen görüntüleri paylaştığı bir videoda yer alan görüntülerde de iddia görüntülerine uyum sağlayan bir görüntü yer almıyor.

https://youtu.be/ZtQHgCEVZ4o

Görselin kaynağı hakkında yapay zeka araçları kullanılarak araştırma yapıldığında, sonuçlar arasında görselin Andromeda takımyıldızı yönünde NGC 891 adlı sarmal galaksi olabileceği yer alıyor. NGC 891 Galaksisi görüntüleri tarandığında Arizona Üniversitesi Mount Lemmon SkyCenter’dan Adam Block’un kayda aldığı görsele ulaşılıyor. Görsel Wikipedia’da NGC 891 Galaksisi başlığında da bulunabilir.

NGC 891 Sarmal Galaksisi Görüntüsü

İddia görüntülerinin güvenilir kaynaklarda bulunamaması, görüntüler ile NGC 891 Galaksisi ve çevredeki diğer yıldızların konumundaki benzerlik gibi nedenler, iddiada yer alan hareketli görüntünün NGC 891 Galaksisini gösteren uzay fotoğrafının manipülasyon araçlarıyla değiştirilmiş olabileceğini gösteriyor.

Ayrıca, paylaşımda uğultulu bir ses de duyuluyor. Bilindiği üzere uzayda ses dalgaları yayılım göstermiyor. Bu detay da görüntülerin manipüle edilerek ve ses araçları kullanılarak değiştirildiğine yönelik şüpheleri güçlendiriyor.

Sonuç olarak;

Görüntülerin NASA'nın paylaştığı 3I/ATLAS cismini gösterdiği iddiası yanlış.

https://www.dogrulukpayi.com/ dogruluk-kontrolu/goruntuler-nasa-nin-paylastigi-3i-atlas- cismini-mi-gosteriyor


===============


Bilim İnsanları 3I/ATLAS’ın Doğal Olma İhtimalinin Sıfıra Yakın Olduğunu mu Açıkladı?

11- Ağustos-2025

Yazar: Resul Kunt

İddia şöyle;


İddia  https://www.instagram.com/p/ DMsDsCrvIh_/

Instagram platformunda da dolaşıma girmiş.

Bir Facebook hesabı tarafından 5 Ağustos 2025 tarihinde paylaşılan gönderide bilim insanlarının Temmuz 2025’te bulunan 3I/ATLAS isimli gök cisminin doğal olma ihtimalinin sıfıra yakın olduğunu açıkladıkları iddia edildi.

İddia Instagram platformunda da dolaşıma girmiş.

İddia YANLIŞ

  1. 1 Temmuz’da Şili’deki ATLAS teleskobu tarafından keşfedilen 3I/ATLAS, ilk veriler ışığında kuyruklu yıldız olarak sınıflandırıldı ve %99’dan fazla olasılıkla doğal bir gök cismi olduğu değerlendiriliyor.
  2. Gök cisminin doğal olmayabileceği ihtimalini gündeme getiren astrofizikçi Avi Loeb, makalesinde bu hipotezin eğitsel amaçlı olduğunu ve 3I/ATLAS’ın çok büyük olasılıkla bir kuyrukluyıldız olduğunu vurgulamış.
  3. Loeb’in makalesinde bahsettiği %0,005 ihtimali, cismin doğal olup olmamasıyla değil, 3I/ATLAS’ın Venüs, Mars ve Jüpiter’e göre geçiş konumuyla ilgili.

3I/ATLAS Gök Cismi Temmuz 2025’te Keşfedildi

NASA destekli ATLAS (Asteroid Terrestrial-impact Last Alert System) teleskop ağı tarafından yürütülen gözlemler kapsamında, Şili’nin Río Hurtado kentindeki ATLAS teleskobu 1 Temmuz 2025’te Güneş Sistemi dışından gelen bir cisim keşfetti. 3I/ATLAS adı verilen bu cisim bugüne kadar keşfedilen üçüncü yıldızlararası cisim. Gözlemler, cismin hiperbolik yörüngeye sahip olduğunu ve Güneş’e bağlı kapalı bir yörüngesi bulunmadığını ortaya koyuyor. Bu da 3I/ATLAS’ın başka bir yıldız sisteminde oluştuğunu, milyonlarca hatta milyarlarca yıl boyunca yıldızlararası uzayda sürüklendikten sonra Güneş Sistemi’ne girdiğini gösteriyor. Keşif sırasında Jüpiter yörüngesi içinde, Güneş’ten yaklaşık 670 milyon kilometre uzakta olan 3I/ATLAS hızla iç Güneş Sistemi’ne doğru ilerliyor. 3I/ATLAS’ın hızı saatte yaklaşık 210 bin kilometreye ulaşıyor ve Ekim 2025’te Güneş’e en yakın konuma geldikten sonra Güneş Sistemi’ni terk edeceği öngörülüyor. İlk veriler ışığında astronomlar, cismin buzlu çekirdeğe ve gaz-tozdan oluşan bir komaya sahip olduğunu belirleyerek onu asteroit değil, kuyruklu yıldız olarak sınıflandırdı. Fakat 3I/ATLAS’ın ne olduğuna dair başka hipotezler de bilimsel topluluklarda tartışılıyor.

3I/ATLAS gök cisminin hiperbolik yörüngesi

3I/ATLAS’ın yıldızlararası kökeni ve Dünya’ya doğru yaklaşması, sosyal medyada çeşitli spekülasyonlara da yol açıyor. Özellikle, bu gök cisminin bir “uzay gemisi” olabileceği ve bazı bilim insanlarının da bu görüşü paylaştığı iddiaları, kullanıcılar arasında ilgi ve etkileşim topluyor. Bu iddialardan biri de bir bilim insanının 3I/ATLAS’ın doğal olma ihtimalinin sıfıra yakın olduğunu açıkladığı iddiası.

Avi Loeb’in Makalesi ve “Uzay Gemisi” Tartışmaları

İddiadaki söz konusu bilim insanı ise Harvard Üniversitesi’nde çalışan astronomi profesörü Avi Loeb. 3I/ATLAS’ın astronomi dünyasında dikkat çekmesinin başlıca nedeni, Güneş Sistemi dışından geldiği doğrulanabilen üçüncü yıldızlararası obje olması. Loeb ve arkadaşları da “Evren bu kadar büyükse herkes nerede?” sorusuna yanıt arayan Fermi Paradoksu ve Karanlık Orman Hipotezi bağlamında 3I/ATLAS gök cismini analiz ettikleri makalesini 16 Temmuz’da yayımladı.

Loeb ve arkadaşları bu makalede belli nedenler sıralayarak bu gök cisminin “yıldızlararası seyahat eden bir uzay aracı” olabileceğine dair spekülasyonlar yapılabileceğini belirtiyorlar.

Bu nedenler ise şunlar:

  1. 3I/ATLAS cisminin yörünge düzleminin Dünya’nın konumuna göre bulunma ihtimalinin %0.2 olması,

  2. Cismin yıldızlararası asteroit için büyük olması,

  3. Kuyruklu yıldızların ürettiği gaz özelliklerine rastlanmaması,

  4. Cismin Güneş Sistemi’ndeki yörüngesinin sistemdeki diğer gezegenlere göre konumunun bulunma olasılığının %1’in oldukça altında olması,

  5. Cismin Güneş Sistemi’ndeki konumunun Dünya’dan gözlemlenemiyor oluşu,

  6. Cismin geri hareket yörüngesinde Dünya’ya doğru gelme ihtimalinin bulunması ve mevcut teknolojiyle cisme fiziksel olarak erişilememesi

Fakat makalenin devamında Loeb makalenin büyük ölçüde eğitsel bir çalışma olduğunu ve en olası sonucun 3I/ATLAS’ın doğal bir yıldızlararası cisim ve muhtemelen bir kuyrukluyıldız olduğunu belirtmiş. Loeb’in argümanları, 3I/ATLAS hakkında elde edilen sınırlı bilgiye ve çok fazla tahmine dayanıyor. Bunun yanında Loeb’in makalesi henüz tarafsız hakemler tarafından değerlendirilmemiş. Söz konusu cisimle ilgili yapılan diğer akademik çalışmalarda da Loeb’in “uzaylı cisim”den çok bir “yıldızlararası kuyruklu yıldız” olduğu yönünde.

Bilim İnsanları 3I/ATLAS’ın Doğal Olma İhtimalinin Sıfıra Yakın Olduğunu mu Açıkladı?

İddiada yer alan “Doğal olma ihtimali: %0,005” ibaresi ise çarpıtılmış. “%0,005” oranı Loeb’in çalışmasında yörünge parametreleri başlığı altında bulunuyor. Buna göre, cismin Venüs’e, Mars’a ve Jüpiter’e olan konumunun alışılmadık derecede yakın olduğu saptanmış ve bu yörünge parametrelerine uygun fakat rastgele varış zamanına sahip yörüngeler arasındaki oranın %0,005 olduğu açıklanmış. Dolayısıyla iddiada bahsedilen bu oran, cismin doğallığı hakkında değil, yörüngesinin konumu hakkındaki olasılığı belirtiyor.

Özetle, 3I/ATLAS, şimdiye kadar tespit edilen en büyük yıldızlararası kuyruklu yıldız olma özelliği taşıyor ve %99’dan fazla ihtimalle doğal bir cisim olarak değerlendiriliyor. Yapay olabileceği yönündeki spekülasyonlar bilimsel çevrelerde tartışılıyor olsa da, şu ana kadar elde edilen veriler normal kuyruklu yıldız davranışlarını işaret ediyor.

Avi Loeb’in “Uzaylı Yaşam” Çalışmaları

Harvard Üniversitesi’nde teorik astrofizik alanında çalışmalar yürüten bir akademisyen olan Avi Loeb, yıldızlararası cisimler ve Dünya dışı yaşam ihtimali üzerine yaptığı yorumlarla dikkat çekiyor. En bilindik argümanları, 2017’de gözlemlenen ʻOumuamua’nın alışılmadık yörüngesi ve hız değişimleri üzerine, doğal olmayan bir kökene sahip olabileceği yönünde görüşler üzerineydi. Bu yaklaşım bilim çevrelerinde farklı değerlendirmelere yol açtı. Bu tür olasılıkların bilimsel yöntemlerle araştırılması gerektiğini savunan Loeb, kurduğu Galileo Projesi ile olağandışı gök cisimlerinin sistematik biçimde incelenmesini amaçlıyor. Loeb, Dünya dışı zekâya dair olasılıkların bilimsel tartışma alanına dahil edilmesi gerektiğini savunuyor.

Karanlık Orman Hipotezi ve Fermi Paradoksu

Fermi paradoksu, evrende milyarlarca yıldız ve gezegen bulunmasına rağmen neden henüz başka bir uygarlıkla karşılaşmadığımız sorusunu gündeme getiriyor. Bu çelişkiyi açıklamaya çalışan pek çok yaklaşım arasında "Karanlık Orman Hipotezi" öne çıkan fikirlerden biri. Bu hipoteze göre, evrendeki zeki uygarlıklar birbirlerinin varlığından haberdar olsa bile iletişim kurmaktan özellikle kaçınır; çünkü her bilinmeyen medeniyet potansiyel bir tehdit olarak görülür. Tıpkı karanlık bir ormanda her canlının saklanmayı tercih etmesi gibi, uygarlıklar da hayatta kalabilmek için sessiz kalmayı seçer. Bu durum, sessizliğin bir yokluk değil, bilinçli bir strateji olabileceği fikrini ortaya koyar.

Sonuç olarak;

Bilim insanlarının 3I/ATLAS'ın doğal olma ihtimalinin sıfıra yakın olduğunu açıkladığı iddiası yanlış.



https://www.dogrulukpayi.com/dogruluk-kontrolu/bilim-insanlari-3i-atlas- in-dogal-olma-ihtimalinin-sifira-yakin-oldugunu-mu-acikladi







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