tag:blogger.com,1999:blog-65530835753993304402023-11-16T13:08:33.153+07:00Health MeHealth for human, health familly, health kesehatanTaufiq Hidayahhttp://www.blogger.com/profile/16415820203904862502noreply@blogger.comBlogger285125tag:blogger.com,1999:blog-6553083575399330440.post-14212196119442475052019-08-07T01:18:00.003+07:002019-08-07T01:18:35.240+07:00sistem koordinat dan grafik<div style="text-align: justify;">
<b> Sistem koordinat Kartesius</b> digunakan untuk menentukan tiap titik dalam bidang dengan menggunakan dua bilangan yang biasa disebut <i>koordinat x</i> (absis) dan <i>koordinat y</i> (ordinat) dari titik tersebut.
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Untuk mendefinisikan koordinat diperlukan dua garis berarah yang
tegak lurus satu sama lain (sumbu x dan sumbu y), dan panjang unit, yang
dibuat tanda-tanda pada kedua sumbu tersebut
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Sistem koordinat Kartesius dapat pula digunakan pada
dimensi-dimensi yang lebih tinggi, seperti 3 dimensi, dengan menggunakan
tiga sumbu (sumbu x, y, dan z).
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Dengan menggunakan sistem koordinat Kartesius, bentuk-bentuk geometri seperti kurva dapat diekspresikan dengan persamaan aljabar. Sebagai contoh, lingkaran yang berjari-jari 2 dapat diekspresikan dengan persamaan x² + y² = 4.
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Istilah <i><b>Kartesius</b></i> digunakan untuk mengenang ahli matematika sekaligus filsuf dari prancis Descastes, yang perannya besar dalam menggabungkan aljabar dan geometri . Hasil kerjanya sangat berpengaruh dalam perkembangan geometri, analitik, kalkulus, dan kartografi.
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Ide dasar sistem ini dikembangkan pada tahun 1637 dalam dua tulisan karya Descartes, ia memperkenalkan ide baru untuk menggambarkan posisi titik
atau objek pada sebuah permukaan, dengan menggunakan dua sumbu yang
bertegak lurus antar satu dengan yang lain, ia memperdalam konsep-konsep y<span id="goog_1749651557"></span><span id="goog_1749651558"></span>ang telah dikembangkannya.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1ugZUX9mW6yUtF_xvujVg7z2B8jM7cnZ2ceXWt-z_RnbNcmzxl2mk5C1xDVLmopKjn0aJiwE2zxsAU7f14CxIMSN7JI-AZBMS8QDAlclmjn0n-aimnYWXnSNsKhyDl0xc2_yn3YdVP-Az/s1600/sistem-persamaan-linear-kuadrat.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="408" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1ugZUX9mW6yUtF_xvujVg7z2B8jM7cnZ2ceXWt-z_RnbNcmzxl2mk5C1xDVLmopKjn0aJiwE2zxsAU7f14CxIMSN7JI-AZBMS8QDAlclmjn0n-aimnYWXnSNsKhyDl0xc2_yn3YdVP-Az/s320/sistem-persamaan-linear-kuadrat.png" width="204" /> </a></div>
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contoh gambar grafik </div>
pertidak samaanhttp://www.blogger.com/profile/12855568778424518599noreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-72148987387369807502019-08-05T23:11:00.001+07:002019-08-05T23:11:14.610+07:00pertidaksamaanpertidaksamaan dalam magtematika adalah kalimat/pernyataan matematika yang menunjukkan perbandingan ukuran dua objek atau lebih.<br />
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<b>notasi pertidaksamaan</b><br />
<img alt="" src="data:image/png;base64,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" /><br />
<br />
1.<b> pertidaksamaan linier</b> <br />
<img alt="" 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hiOzAwuEhBfQcFy1UoXPlrmwqL3nHh7kVO+1sqVLry50IkRckf8gR0sHJkZd40VRUYD3lus6rvYQyuJC64JbiYVZeaeyrIBJ4+nXVJ7t/vka2762YuHnmxFvdsYQHSTNCJmPOzAN1968OUXpL/d23y4a5odEUN1aPAY8fwrbXStfX7s3ubD2s/dGDPBEtCQnVJFO8LmLyQy0bnTB+zxY+smLz780KXgIxeWL3ehus2I0y+xYt1aN5Z+QPJc9J4T8xe0ocxqYH02VLZ6/uVWrF7lwvtLnHjrbSeWL3fhiltaVDtrwpOZWLY9eOJdNqz73I0lS114513S2zvvku4++8SNO6faA1YXh4PMRBWryEyXH2+97ZQJgzSR2E8y4fmXW7Ftk1euw+/c4sNLr7XBeapJDtyZdeRnl93cgu++9mD9Ojc2rHdjyyYvXnq1DYMKBThONuOrDR7s2+5D5w4fFi91os5lxCnjLbSAQTv2bfcBe/34eoMHi5eQ3yz9wIXVq1145KlWJGpElLcY8P5ikvPiJS5Z5pfe2BJykRRbJuKU8RYs/dCFfTt8MpFdscKFGqcRx51rkbNTgWRG2U2YrdPjvpl2/Py9h/prGOn65UcPHnqyFeUtBtneggNlODKTXEUTj8ZhwOIlTqxc4cJ775PfLnjHicVLXFi2zIUPPnSh2W9Eoob8p85txOxHHfj1J68ch9Dpx/bNXrwwrw2e083syAFVqr2GyngdZ5rx3mInNaPvpmfYv8uHj5a5MGaCVc6YqYlcQiXdc/kKFzas9+CrDR58/40Hv/zoRZOPNj7cOc1OsXifH3v/9GHzr17cN8suT+62USZ8tMxFY91NY33nXSeMx5oQWyaqSn+HNt7giTKujNoBZj/moDloNzWLo8uPH771YOocO/JEfUgyerhiT28IzV8lM2k1jIhUiLjnAZpDln7gwtuLnHhvsRMvzmvD8Ca6xpByEbdNsePbrzzYsN6DDevd2LHZi7lPtqJ/noDyFgMee6YVO7eSjPb86cNXGzy45IYWJFR0l7M0Hw8pF5ErUGnri/XUfAy0A51+rFnjxuU3tyCtRpT7dmRifgT0s0eln3FXW/H7L17s3e7Dvu0+PP18K4Y1qvnEYSAzJ4y1IKpYIIJQRUwxtkzEgDwB9z/okAPLXdPtqp4ZpUlwzKUW7NrqA9CBTRu9mP2YA3dPt+PDj5RtmndNp+AvkZmzL7di/To3PvzIhe2bKXBu/MGLYpMBK1a4APjxwYcUOLt2+WSFPPZMK+LKlBXRxLtsWPu5G4uXurD9Dy+w14/9O334Yr0bn33qxuefufHxx25s/NGD86+xQtduxOefubFihQs7NvvkCWH0RRZEFYsyiZsy24G1n7uxfp1b1QTtPigy4z/TTMb8IXsGdq8NX7ixerUbi95zYkSzPmD1fdBkZo8fjz3Til9/8uKPX7246V4brr3DhlWrXPL95jzuQHxFMIOn56TmNBr7mtVu3DvTjmlzHbQqRwe2bvLi+LFmxDCym6Sh73z2mZvusdsvl0T0xxjRtcuHnVt8WPiOE59/JjkS4YxLaQt5eg2tPl6Y14bVq4nYde0iMrNjsxeffUZ6k/S3fp0bdS4jxkyw4usvPVix0sUaRNuBvX7UuoxyqjurXo9XXm/DmjVu/PS9R96t8ujTrdTzUdczmZHq5bfcZ8Pnn7vx8RpF/wBNuF+sd2PSjL9GZt5c4JTLD1JaPKtBL6/+P/7YLfeLzHrUgUGFAoY20BbpS29skZ/7h289mP6QA5Nm2NkYSRZX32ZDbBllOwcXCbjilhZ8+YUbHy1zYfc2+u6KFS7ojzHilx89ePm1NiIuLBPy8Ro3Fr3vxIcfufD9Nx55svv5ew8++Zj08eknbny9wYP/vkhkpqLFgI+WubBipYvIhbyzL7DkKu16uulemyzTH7/z4LYpdlx1WwtWr3Zj51YfHnrSwRpzA8mMNJGXtxjw+Wek36lzHBh7lRVjLrVi7hMOKomjHV+sc6PUYqBSd1DQDUdmpKyT1mHA8hUuLPmAxRTmRxt/8GD5ChdWrnJBf4wJA/MFdJxlxp/sM5984sb1d9twzhVWXHx9C6bOceCXH0ket99vlydUacv7dXfZsG8HLfiuvq0FZ1xixYSbWshv2D2vvcNGxy5IJJyRuXpGZj5a5mK+6gf2+9F+phnPvdwG7PNj0XtOfPoJ80FmU5ff3ALDsSag04/vvvbgzYVOeYxAO37f6EVNmzHAttMPYbwBRKacFjDff+PB1xs8mDTDjnOusOKsy6x4+vlWOcZ/tMwVcpGXpD202HMwJeRDJTPxFSLum2XH+nVurF7tYovMdmzf7EWOoJRb7rjfjvVr3Vi+3MVssR2vvelErcuILb950bXLh3fec9KOqP1+WUZX3BK4UFATmTqXUdHJPj+ee7kNd06149mX2+RxLFzkRL6o+MeR008H5jzhwHHnmrHlN1pI7d/pk3V32c3hN6+EfJ2BjDBkZtT5FsSWUgDMrKOSj+NkEz0AM/J5b7RR0FXVv+TtmCzALlnqQrHJgIEFAgbkC4grE2kbLBPClbe2IIqlvqR62pAKEW+85ZTJzHuLyRA1doPcwzHyXDNt99ztB/b4YT6esihSn06ihhS59jOaeHZs8aGqlVZm6vqdREQoJSrgmRfo+bp2+XDSBURm1MYxuEiAbZSJViFdfry32NUrMhNZQBNQajU1NN5wj00OmjMediBRQyl6ZQsyu+aBjnhWkxnWM0Mksh2ffuJGto4mzwH5lEZ8622nLPvLbm6R+y+k81bumKpMslPn0LgG5lMDeI5OjwVvk152b/PBeKwi85QqmvBLLAZs+90rE8/vv/Xg0adbifRo6RnvecBOdrbfj88/c8vPKtV0o4oFtJxoYlkhKjNJdVY1UquVEmFajSgH6T//8KJG1ewtybNfroALJ1rlXWazHnUE9J/0VGYa2qhntW0R895oA7r82Lfdh9EXWhBTSvaTXBWY6Qqlr1Bk5vW32hBTSs8RXyEdmidgSLmIybPsQCeRcez3w3mqWT5Yb/SFFlmXr81vw4hmvexniRo1KfVjzASrnNKVJujUahErV1GA++YrD95b7MRZl1lhPcEE7PczO6LMUUIl2a3Ug4YuPy6a2IIB+QLSawP1opZBsMynzXXIBFJa+Iw8l7ZvY78fX23wQOsw4OgcAQMLBEQVC3j8v60Bdv3MC61ypkDS2Zssm3fvTCIIA1hDdcQIATdNssnEbOqcQJ1LeumpzCT14vTPE3DKeAu2sAzV/AW0opZKaclaESOa9fjmK9q99fwrbUjU0FiiigX0z6WeoaUfuORsjfNUM5VyyujcL8CPL79ww3K8CRHDqRx1dI6AIqMBX20ggrF9sxdah6HbSlhK7R+dI51j0o4dm31YsdKFNxY4ka83yKXaWybbSCd7/fjxOw/Wfu6Wz+9J1NAq/p13nbLcZj7iCIgVMSV/fbxpqr6t9Bq2TRl+TLzLhsFF1PweVSzg6BwBDzysLJwn3mWjHq2gsunhiD1qWwiHXpGZEN9Tzw8SYRnRrKcsWacfP//goXNmtMpn4iso5vzwLdnSxx+7sX6tG/PeaMOIJqVcdeWtLUTW91EGMldQrpMuze2CHms/Jz///RcvfGeYEVlIcSKygMi3lHV9/U1nANk/kvpZvdqFBo8Rl9xAtiqN4b6ZdvTPpRJtr15nECozs2kjkZmuXT58/40Hn33qljMRv/3slTMJ69a6ccYlloA6m8K26QwKoB3bNnlR76GSxLBGqpel1RBTXPQeBZ/ffvYGrJak1NRbC2l7LPbQ5FTeYghwpn65Ah59ulVeHV9zu3KuSioTYFZ9IJmpbjPI2QjJwNQ1+7hyEc++1CZnN04eryYzonKezClmORW+eGkYMnNL98yM1N8webZd/tuUB+1y3VodkKSVS2Z9eEgGF0xmpDJA68kmDC4SZNnHlIgQ2o30904/fv3Ji0KjgRpNy0WYjzOhU3quJS4kVBJZkL4fWyqius2Izb8qhh8XYoW8Y7NPtpW3FzkxqFBAEmvCTKgUkVEnUsDfT2lSXbty/k86S2vaRgWSGYV4dtddKF3XBOxcU7bpX3qDopfZjznkGnI4MjPyXIvcKJcn6rFkKWW39m734cRxFkQWUvYytUZBWo0Y9kjzbmRmvx/vvudEqcUArcOAeo8RbaeYcfH1Lexefnm8d023I46R8TxRT1kStOOn7z0oNhNRl3SVrKVAtIZlaL7a4MHwJr1cu05hq7Y1a9wy0Xh7kRMD8gWIHbQClHxr7FVWxJZR74GazFx8Pa2glCZj5UC/1Bp9oMwZ6Zr+kCOgaTi5SsTyFS76e5cf515pRf88AcObKFOXqKGdH9997VF6ZhiZyayn1W6Tj2x6HyuJPvVcKxIrSRZJWhGVdgPLuFJKPdQ5N5JvhiozZdTpMahIwPnXWOVF2qvz25Beq/ThSJmVjjPNcqnlxHEW9M8TkCtQ/0psmUi9P1DOMzr7citiSqi36bFnWuXY07nTh5YTTUisFJHNSOoDkuw7/TjvKiv1wNQF2lxmPW3SmHiXDUA79u/0Yfc2HypsBiKz9RRfU6pFrF/rlmX61HOtOCpbkGNYZKEAx0kmet4uP9asdst6ljLpf3W86oWv53TaTCKVs+9/0IG4Mprsh5SLsJxgYnolfXQvx4qy3x5q7Ol1ZuaW3mVmUsNsPAg42wh+/PKTN4DMpNXoZWL88w+S3fvx8Rq3vOCRWiviK1T+s9sH/xiz3CeXwcrK8saQTj8uuaEF/XJpThjaQLGiX66gyoz6cdrFVkSXUFLhyOjHLy/iI9J1OOMSq5wd2r3NJ+/uyqjVd4ujB87MaLqTmd3bfNixmVJ0u7dR/VwKSL//4sV/nm2F+zQzYktpBZpZp8fgQgGnXWSRB/b4M63on0sNeQkVbDdNlYijswWcd6VVTvlNuKkFkfnExKTzKdQZhFmPsMxGvbK6jQzOfsxxIDKfnCWdTXBD6yVGqprgKlSrAxUyavUYUhZEZqTMTG1gfbft5CAyU6WsxKXD3tRje+AhBwbkUZPUw/+Rzhfw486pdkQX0/fSVaxecozYUirrRRYIcnZkYL6ASPYzvlxZNQ7MV5WZOv34aJlLboyWrivJ9r3FTln246+lzFhcmYiH/9MqT7BjLqHmzlSV7lK0lKV55nmS0c4tPjR5jYgvpxV/YiWVF3Zs9sm73U44jw6dk1i2smOIrtG1y4fjzjXTwXRSarNMhF1FZt5f7ERqVXc5Sfbbo67Z5zPrwpAZaSXBrp1QEUhmThxnwdHZAiptBrl0s32zDx1nmTGoQPlugO568Lesej365ypkZu92RVZSHZrso0OejD752I0zL6XeA+k5pMMSpZXMUdm0sJD9rFrE/4wQaGs3s4nTLrbIzys1iSpkhrKkgwvJTnV+I26aZMPIcyxIqGDb5Qu7k5lBBQKywsggqy4MmWFZyrgyEbYTTfIhk7/+5EW+3hCw4ymrXo9BQf1gzzzfithSxeYqbQYiByzuLHjHKdtkShXFNmnDwsYfPMhWl3GDMzOnKWRm4SInUljT5NW3KfJ+7uU2yiJLu4GYfUWXiDj2bLbTs8uPp59vRZJGxKACQc6IVDkM+GId2dGnn7hRaDAgrVqadBykdxbs/WdQKTe7mSYcOWsKP264x4YBeYrsZZnXUywgMkPXmb/AiYQKpcyTUatHvLxw8wP7iUQOLlRicLJWRL5Ix1qgy4/ffvYiR6dHsobkOqjw0MabzuKtaaRJrgYA7Xjq2VZEFQkYxnZh1ruNrBTqx8cfu2WdSrqTMrqHI/YcMDMTHNvVZKaqu99LY8usU96xJsk2rwcyI30mu1lPJVpGZi64hvxNmgczWYZMjtudfoy72opBTI/S0SSbNtJ9vv/ag8w60n1iJcWJJA1t0imTsyZUcUmoEBFffoT0wzbleFnfWGKlCPdoM2651wYLq7DIG3q6ZWaq9AiLakZmmgPLTKMvtCBZS+nGnGY9qjmcj6UAACAASURBVFsNGH2hhZ0x4ZeFd+M9NsSVisiq0yOqSMCjTynZklsn2zC8QQ+t3YByK6HSZkC+qMfJF1hkITz9XCtiSxSDSpLTxuRoZ11GjpZZS2POrKUAN/7aFjmASROTdI0ULY0pYLXeakACIwDBxpdeo0dcaQgyU8TGVaVHBiMYrWoys4SRmaogMnOTerJxYECugOfYtfft8OHGe2yIKhKQXq1HejUbD9NJejVNqu7RZlx5SwsumtiCS65XcPHEFlxxcwvEdhPiy2kiDyAzjNwNKmAyUzljZL5ApQumo8efacWgAgHZTXp886UH6PJjzzYfvKeZUWgwoLJF0Z3WbsCwBj2mPsjKF3v9OP9qqzyhJVaIKLca6FTL/dS4W2IyIKlSDJBzSNLI5JzB9GALKjOlaEWkMnuV7FbCgXQt2Uxkfhgyw2QkyX0eOzQPe/1wnmJGsdGAr76gLMjP33vgOc0sP7Os+558TIWsOkZmptnlgPrrT17Me0M5sv/xZ1pxzwN2XHx9C+yjTEirFhFVRM8iyW+e5Iedfky4sQXZTbRrRtKVxmZATrMe469tYStVP6bPdcgELJU11a9hKeSuXT60jzEjhpWi4stFDMgVEF0sIr1a8bkAMjORFiGZIYJ5apUYKPMgMjO8kWz2Cpn0+/HWQicSVbYi6S2qUMCpFwZtzS4NlMelN7Rg00Yv1q11wz7KhES2cPqf4ez++0mff/ziRa6OYp5sS5Jvl6jJTDveetuJQQUCbp3MiME+P574byuSKkUka0Rk1Kj8tpom+lyBraZZVnnVSheuvKUF9S4jUrQijhohYESTHqPG0Wth4tlOoYQKCvbvvOvE9s1ePDDXgbRqusfgQpLXZ58qmZRb72Op+LpA+8qs02NAnprM0FlgajvPqKFJ8AlWvsM+P8681IooVfxM1tBkuvEHmgi3bvIiTyBfzqghXz+k8TIdJ1RQL9rWTV6sWOFCs89IO0o1JKs7p9plO1/3uRtZdeTvat2lVx+e2HMg3+0W2yUyo55P2GelfydUiBhcKCCqUEAyO5YkqZLsRCYzP3qJYGuUsSZr6DUbP31PWaTd23wQ243yAjZN5ZMzQ/jksAbSw+kXWwIyr8UmAypaDKhgcaKixYAyiwFVDlYW3O/HT997kMvIVeIR0s82pp9EZk+xJSL65woYUqaan0Po4C+RmePPtSCygFbmSRpicVGFAgYXCjj/aitN5qxh54yLLYgqIkeQ6sGdO3xyB39IqE42/exTN9KqKfikB5GZ/TtZkC2hhw5LZh4NdNjeTHBqEnIkyczcJ1pZ4OgAuqheGFMiyhNogOJURvrivDYAx0B5lYQax+DmSTb0z1UmBvXq9ZrbaSWUqZpwpbFdKq3qu/x4510n4kqpQWzPn7Sq6drlC6+3fZLe/AA6MHWOA/1zabUgG+wf5KTffe3BcNbI2iNpPP/gyIz0PJLMjwyZoVLAxLts2LDeLcv19ik2RAzTYVhDeIc7GDKDLj9ef7MN0cWUaYsrFRFdRBm5gfkC4kpFmXhIzzq0Xo8v1lHgkV+dEU5fXYqu3nnXKWerpGtK9fDd23zQdxjlYJJeQ2OVMw8HIDNqf5LkckAykydgiopYP/yfVkQXKRNqWpUyAZlHmuRmZTWZIXsgm8lpZtmgfIpTBXoDJs+imn7XLpLTH79QhiFJNXGkV4cnM5NmKHr65SciQhIBUes/tUoJyseeZZZXudKzbd/sxeIlLtw22Y5apxERw3SUPWLXkWwvRSuiQG9AXKmIyHwBCRU0pvVrFT0B7bhFTQ5UGctQZOaeB+wYoPpsRo0eMcXdyYzaF3oiM2pfOdTxpmjJ5vME+t3APAFRRQLKLAY88h9aNHXupKpA8GSZrsLhiD2Hk8xIc4X7VDOe+G8rZj/qQE2bUT6S46DIDPzY9rsXxUZDANnvySeHN+oxIFd5Tcte1nqA/T3ECilJAT+EdooFadX6w6wfiuk/fOPB8EblmTNYvOmJyBCZ6Sl9VqOUmYK3Zku7VaTUl3Sg19E5AmY/phydv2w5HTefJaX69/uB3T489nQrLrupBdfdSbtprr3DhmtUP6+81Ybr7qRO/4BzYjSBZMbDylnqlG64zIw03rB9FKrSg7pRM72G0t7hykzqVHRruDJTTXAqkrIwUnD88CMX/vxdqZVL/RrB6TSp3DHyHAvunGrHDffYcNMkBTfcY8Md99thPZ5egji0oTuZuVZ6N5OqBCBtzT3ncqvcBb98hUtO93fuIIPfvtmLGyfZcPVtit7Uurv6dtLdjZNs8JxGDYwZLIVb3mJgOzmomVPq35DSjgeSs1RmCt0zI+mte1PdgXR9wDJTTfcy0+5trLS6148lH1Bd+tefvKhuVXZ29KpJW4XgMpO0m0k6p0Hqv5B8Td4BIvmqulmfNQbPeNiBK26xhfYzpquJd9kw+kKL0psVRGZ2bfWhyRe48gtOsQ8KUWaKVJXaAvpmgmWuIjODCtjKsUiKIzTpT1cfLqnyhfhyEU1eIzX8ox1PS2SmNlCu0cWUMjcea8LUOQ7avgo/br7Xho1sd87vG5XMjFR2TahUXr7rOY31vOz2s76Wdnz+mRvfsf6k+2ba5Q0LwbqX+gfjymhxMPsxB5UJ9vmhEBtqZJ77hAN5AtvOWqOU/VKqiMhmN+tx9mVW1jdFRHTuk8ouw1vvs6N/niAfiyEdyJdV353M3DU9sKFS6u8JIDMTrAH9Y1KZI4DMiIaAc4QOx3ilA04HF1LDu32UCXOfaKVenT0+3HyvDZvZpL/288BjQKSzjaQyxqHGngP57gHLTDXdP3vVrdL7D/1wnkollJSqIDLTQ8+MRGa2bqISrCT/A/nksMagv3X6sWSpCxNuDD0fX3uHDVfdpsT2MovymqK/Sz+9QURatYiwCEdmxlpUtUT6rGTAsaUi/GeY5drXn3/Q9umUKtZwyNjf8edZEJGmw6BCAQPyAiH1f/TLFeRGYrlBKgSZkd86zcZwKGQmo5Ztk5tpx3uLnfIuoyHBDcABhq4EvLZTzEqjbI9kxs8yWD5MnmVHdIkSvL//1oMixrSV+qAyGaTXUMDplyOgfx7thJCRR3IbEq5nBu24c5oSPNS6G1Qg4IJrrXJmZukHRGYMx5jkxuCtm7xIrabDygbmh9bdADaGOGmFfJgCSk9kRnLyYY16LPnAhXsesLPzcvQHIDNKr8mlN/aWzNCE9scvXowaZ0F6rbIj4H9fbFW2mlbrw/tWCIQiM/MXKGfHqB07NYSvJmtpxfbDtx4542A53oSITB0GFfTsZ1J/luQfPZMZ9b0PEDgb6PCrk8634NNP3Gg9mRYf0qnBPZWZps1RyMyDj6t2GjG5Sr0V5uNCZGYk+dfQQXS2USYqg++jTNSqVW6YRpqQUiWypnWFzEgHK5aaDdDYDfIEL5EZKZPz4rw2pFaJuPA6ZXHScoKJFld1gTqS/DaJpeD75QgoNND772Y96qDzPfb75Zi1bDnbzqpVYlJWvR4T77Lh26/YS0n3+jHpASIjN9xtk2UlkYPMOmrkrHUakMMOyAvsmTkyZCb9MI03RUs78/xjzFjwjlMe83uLnahpM6LYZJB31a39TJksU6upzFVupZ6jw0Nmevbd3pEZ5bORBQIuZq8+2LXVB/uov4/MSP6lvOKGjnWIyGDzcZi43j+XfqpfORJT8nfop3fx8y+VmU4ca0F0iPSbtFIyH2eSDyLatdWHmjYjogoF1lxFKatb7rMhqkjE8EZlpSkf116nx9B6PXJ1eqQF1duDy0ye08zUU1OjP7Qyk4rMxJWyHVP7fBjRSJ8/UD1VcgbHSWa5g7s3ZaZHnmpFvxxKwZZbDWyV2I5Hn3IgStULpIaUts6qCw8pJdedzPjxzPNtCtFg6c/MOkoT3nKfTf7c/77QhsGFAkpMBnqJ6D5KG7aeRDsThtZ311tGLTuduVFJr6pTiQEG25tU7wF6Zt5nZSZ1+pXKM1QiSwtFZkKUmQbJb4oPIjPhemb2+XHaRRb0zxUQUyxSczvbQnzaRZaAvplDKTPNX9C9VyScr6Yy21jKMkUABbCY4tB+lllHespp1is9R8w/upEZr4rMBKfYQ6W0r1dS2gPzpabkDpw0jvQ5rKHnMtOAPAHXqxpVX3q1LTAzpO6ZGR/0biZm25K9XHWbTd5p9OUXHoy5xIpkLZXs8kWDfHCnRGZStCJiS0Q891Ir1q91I72GMjvq1xl8+JFLboRMq2avlUA7PvjQFVT2JEi23egxYsKN1NMWUyIiupj6JoY16nHGJRZ897UHXaxEf8PdNgxm/RSVNuk8LVZ2e7IVNW1G6ifIEXDbZGViuvU+OwbmU2Ox8Vgj9u/04Ry2M2pQQRCZmRZY4jnUMpPU43Mo4+3a5cO5V1hxdLaAe2fY5Sb0NWvcOOE8C2trEFHvMspvll77uRtD60l3iZUiFi+hQzIT2OngFYcYew5nmUkqsV7C4s2+7T44RpkQV0qluYMtM23d5EW+qOoBCueTE0P5JC1c31/ioljJ4nhwXM+q0yNPIPuQxhFfLuLu6X+DfnoZP0NmZkj4otw5nasLfDfTiWMtcjOgZAjpNezdMvkCTjqf7Vra48dvP3lRaDCgX46Aa25XhPfu+065vqxewQ5laauOM2l/+5hLqOdGcqSwZEbKzIQiM4+FIDPqCW5zUGamXMSr853Yuskr9z/ElYrsHJ12YK8fp11kVdXwadyRBQJOuUBpqlqyVE1mRLnJVr2bacpsSq2PaKJxXyW922OfH6eOtyAyX+pQp9q5Wj+9QTcys4fe5ppVrw+4jkTiXlURzqtusyGygILp/AVO+fc3TbJhYB7tOlHfa2g91WKnzLbj2689qG5VZBqOzMgNYczeQq6OmJylycmu7pl5X9nNJAXZ/Tt9NKmVKCSSjgTwY+cWHxrcxoDMzLAGPfrlqBrWENw0Lnbrmena5cOxZ5nlBvchZZKM6GC3UtbAST4SXnfK6p0I/IA8gQJEUGZG8rGe9J9ZSzZ47wyFuD7/chuiiqTJSvnssAYir2dfZsXmX73oOJM1+NaGycx4AzMzqUH3DUVmBjFiou5H6jiTdoj0RGaGNtCEesxZLMPbSScKD5Pe88ZkkMWyidPnKrsAJTKTVUfX6DjTLF9/6VIXcprpvll1pM/aNtYP1qkiM1VEZl55vQ3ffe2hTGgAmWnHmwudSGbl8+hilo3eQ3+7fYodA/MCsx0JFRTc6dTfdmz5zQvDMbQokHzx6GwBluNM8pk5r7xOBC6pUpTPcNq/04dxV1nRP5cWQCOayGYeelI54+vW++yIZOTAPNIEgLbQxzDiFJ7MiIdAZpTyXELFoY/3lPEWHH+uRdbra/PbkFbNiF8D9R+1nszKfl208pfsI6mStiR/8KFLmSyDV/4HGXuCbT7Yf6XdeerMzOpVLqXvSUUCJLuVfEImM2VEZvKCyExOCDKT3Y3M6FUNzeF9Utr5O6SMjuLY+ye1D+zc4kOVQ4nX6nkhid3vqy/cmPO4Aylaem3C2ZdZ/zb9hJJ998xMGCKTUiUgWSMgvlzA8EYRv/3sUTUAmzGoQEcNwJUCEioExJUJGJinQ2YdW6WwldKzL7UirlRAslZAmUVPK/y9dJ1R48w4KluH9Brl/tHFAtJrRCxbRqyegp+ArDoRWXUiUqsE2prNHMV/hgkJ5QKy6mnswxpExBQLuGiisj99zuMOxJYIGNYgIqNGRIpWQEaNiJUrXXKwrncbkFBB9xlSJmDVKhe+3uBGeg19J7JAhwceCnxZY/9cHYY3isisFRFbQuNes9olE7alH7iQWUt/z6gVMbyRjOBK1TkzDzzkQHQxyZiMXqQTINGOTRu9aPYZMTBPkXWKVjgoQpNZJ2Jgvg5TJTLDzrmQdDisQcTQehFxpQLqXOxVFPuoPFjdakCyRkB0sUCHsMEvH6RVZKAdamrd9cvRwTSSVoI0MYhI1ii60dr1chPe1xs8yGkWZfkSGRKRWCnguZeVMypOvdCCuFJFd0PKBIjtBvksjuXLXUiqJL0lVAiotOkB+DHzETsi88kekzUCHfIFP7DLB9epJkQXs2vWiojM16G2zUABZLfKZkoFDG0g/WXVk928Or9NluOJY80YUiZgeIOI2FIB5uOM8pkLby9yIkkjIK5UkHWXWhXoY+qfyRoB6dUijhqhw51TbXIAeuOtNgwpI19M1nS/htpv05l8mrwGuWG7c4cPjpNM6JcT6GeDC3XIE/SsgdkP00gj4kpJjhm15Edr1ij+IbQbkaQRMLS++/0z60QMyNPhvpmKf1x2UwsG5OqQq9OjX44Ot02mZzIcY0RcmYDsJvL1y26yymRjxsOBvjCsQcTXX3rkJsSTxpkRma/YbHy5gCIDW2ixk3z/+0IrEioEjGiiZ3zwMaUv4IxLLBiQp0N2M9lKVJEOL73KyPtumhRydfRMMSUCXn+zDZ996kZmLd2rfYxJzsy8vciJdPbsmbUioot1+C9b7HTt8uGk883ol6OT5dQ/V8f8Xjngb8ylFsSUkEyz6uhaSRoBX35BJcuXX23D4EId6pxKun71KhfiywW6bx35nPMUGpdke7ffb8PAfB2SKgXYTjQC+/w442ILEioExJQIuOFuJf7c84Adgwoojkk+GF8u4Mn/VcjM2ZdZyBfqRdmG8kU9Nv6gTKaFBj3Sa2j8NW2HON79fpxwnlk5q2aXD+7RJkQVkV7jygQkVgpYvFTZWfj1Bg8yamls8eUCPl5Dr8lIrKB4eaixJ9jm1YvUZBaT++XolGwHy8ykVtFYkzUCkhjSqkX0z9HRHIV2mcwkVAjIqBVRaFDIzK8/eZAv6pFeTX6ZUUvjzhNUDcCbvCg2MjJaKy1WaB6c9YhCZi69oUX2r4waivmvzW+T56s5jzvQL0eHZC3F9fRqksmAXB3umW4H0IHpc+2ILqI5nzahHFn9ZNWFjndhyIyAYKRWCcisFZGjI6GUmlnAYH0woy+yIEUrIE8QkS+I0NgNsB5vxKU3WOlYYkYidmz2QfAbEFdGE9rgQh0FL5bd2LTRi5PONysK1wowHmtkh+Z14IVXWhFbQgqOLyehHjWimWUP2tG5wwfTSCMiMpoRW0pjjy7WISKlGWMuVc60uf9BOyJSmxFZoJMdK7pIh/88qzjsxLta0D9Hh/65OliOMwLw49kXWxFdrMNQNvYzL7XIhvrhRy5k1BJRiCkWoHXosWKFC7/97MEf7OC4Re850S9Hh4H5OsSWUvCMSG7CuKutSjCZbkdEchOii+k5o4sFHHOWSd7V9f03HhxzlhmZtSKKDHoMrSeiGUpvoSCRGdpy3SEfU79hvRvZTTQJDWJyeeOtNjllSM2MOtl54ssFtuWX5PXBhy40eQ1I0pDuMmpFjL7QzAJcO8Zfa8WgAh0ya0XEFOsQMawZwxpE+ZTHL9a5EVOiw9HZOiRUkO4j83WIyGpWAukeP/xnmBCR1ozBhTqkaInMjWgUqS9kP60orMcb0T9XhwG5Olx/F00Y511pRSQja5H5qol2vx+PP+NAVKEOgwtJL46TTPjpew9++t4j7zS5/0E7IlKaEVNCNjUgT4eI4c14/hVlwmo7hcY2pIxIwOBCHaapDqF6c2Ebap0GZNWJKDJSsE+t6u5radVEdAtEPeLKhICxvvW2E0PrReQ0i8hmDh58DTUyakVEFakI0V7aveE73YQULekqtUpA60kmVgbowIOPORBVRMQvrlRAvxyyieXsNSE7t/hQatEjYmgzItmkQwFGiRWDC3U4cwLzj/307AkVtMAZWk8nMG/73YvsZhGJFQKimS+ce4VyUvGkGXZEpDTJuo4q0uGym1rk51i/zo0ig172qYRygWJBpx9//kET42NPtyIisxnRRToMzNPhoSeVF3HeOtmG/rk6DCkTUGzUY/6CNvz4nQevv8kC+h4/Tr/YgoisZuSLZKsvvdqGiKHNiMhqhmmkkfXDteP1N9twdDbdI62agnt1q/KS3R2bvbjgGiuG1tPklKIVcOJYs3yf515uRUwJs8ESetajRuhw8gVmubl44p0tOGqEDk0eA/UEddL7bkpMegwu1CFJQ4uMvdt9eGFeGyuXtbOMsICIYc24mR14ZjjGiKNG6BCR3IwJNyrx58ZJNkQkNCG2REBKlYDBhTpEZDTTqx6Yr5841oyIlGaZVB+dTTKUXouw+Vcvkirp94MKdGhwH/p4m30GPPO8Ep8vmmhFvxyKU1q7HsuX02tCaK6g/kP3aBMisppR5TAAe/148DEHIjKbcXS27pBjT7JGsflg/x3WQOQuoUJVfdjnx5rVLuQKIkY0Kf6b3SwiXyQyLS1q9/6pLDj6ZeuQWCnQor+LXgsSXy7gqBFkJ7Gl9P9DygR2ArAfW37zIlkr4H+Gk45SJT2mNCmxpItIaUSKEkuHlAkQ/ExXbGPOnVNtGNFIi6/ESgElJj2mz6Vr/PqTFyVmPZIqKcnx8mtt8rMeCf30y9EhMl8nx8ie4l5atYAI9S6D1GpRDkxnTbBgzzYffv/FSyyRHYuMfeSom3/1YusmL3Zu8cnNofLWYJZis51olMkIpdpp5UgTq18OMh9/7MbLr7XRu5n2+AB0YPUqF4qNeiRrSOie00yY+4QDU2bb2emmxPiee7kVMx6244JrrEitEnDzvTbcP9uOhe8oL1H85GM3Jj1gx9wnHHCdakJ8OV3TerxRThvv/ZNeZDXrUYd8wunIs80U5GtJkJl1ovIOo04/Vq504b5Zdvz3hVZgvx+bf/OifYyJnLSLMhi3T7HhoolWHHu2GZNn2XHfTDvefV85mG71KhemzLbj5nttyGTEIaZYwN3TlN4V7PXjm688+PMPL04ca2blrUC9hYKcmcmTMjMd8J9hwvhrrQA68MU6N86/2ooxl9KLI6Ua9ltvt8kZLErBEkPPE0QsWap8bs+fPry/2IlXXm9j2y3b5axGQgVlGlK0lCWb9YgDc59wkLzZawUeeMiOOY87YB9lQqlZjxkP2zFltl3OFmCfH6++0YbJs+yY+qAdJSY9UqsoU3QtO5IdXXTk94yHHXj2pVa2mvGiQK9HkkYhwjVS5oVNjG8tdOLeGXa8sYAI2uIlToy5xELNnftJL9ff1YIzL7Xg3CssmPO4A5Nn2dlx9H65AXTmIw6cdpEF8eUCK30o/RMSEfjhWw+++dKDPEGUV2aSflKqaIxLljqxa6sPmzZ65bIH9lEpdfOv5IN//OKF5TjKbKTXhNC5KmuTpBHw2NNKAy320nuiXn6tjTKS+8lfF73nZJkQyiKdONaMh550YNocu/IS2N0+PPHfVtw/247pc+2odVIWUxqD9BxZdUpWEZ3UzzR5lp39rgPTH6IsQIFejymzyRfeeVfxhTWrXZj0gB0zH3FA5zcgvpwmT8qekDzXr3XjmttbcOUtLVi31o3OHT6ceanyosv169yYMtuOBx6yI6dZxPHnmuXx7Nrqw3MvteLZl1rlrIB9lBGuU02yLf3+ixcPPuZgZ+y044Krrbjh7hZMn2vH86+0yYeU/fCtB9PmkL0WGamUEF3MFjzSlvcuIpK7t9HZUQNydWwl3IGVK1249vYWnHCeGd7TTTjtIgtmP2pn8agDy5e7kN1Eq/4UraDY1D6KZw896WCZ5Q68uaAN8eWCfHI69vrxziInHn3aweKfCxVWPabOsePeGfaA06OXLXNh8iw7brjbhuxmEffOsOP+2Xb5kEl0UnZwxsN2nHOZBRqbHtPm2DH7UQdlX7oo+zeT+TfFJx29lPIvjveLdW4MLlQyF9hH24+feq6VbIFVCOqcBjorhc0jP37nwcxHHPhqA+nOd7oJZ02w4MHHDk/skUm8KhuQpKFJfe92Hzb97CWZsHmya5cPW37zYnMQJF/etdUrvzbCcpwRp1xgxtwnHJj5iIM2h3TR9vWZD9NYT7/YgtEXUiya8bA9QP6zHnHgoScdOOYsM4Y1iJg2l/xLflccO2rj3hnkG7VOyrrHlJDPSw30AL3H7bX5bVjwtpPFzA7s+dMnV0mGNogYVKDDxUdQPzMepnHeO8OOYQ3KXNTTfNetzCSRmXOvsLIX+dFJv9t+98rYscWHXVvp99s3e/H7L15sWO/GgnecmPmwHaPGUbYltpRNulVCALuKKxVw2oUWrFmjvCxLwrbfvZj1qB15Ak1Cwxooe3DdnS0yY9611Yetm2gsysu22pBaJVBaGrSzYNsmIlx7WF0QaMeVt7RgYB4xwdgSASecZ6YJimUkpIzP9Xe3YEiZUkaRshPVrQYiXdKLC9lprEuWutjBZHrlrBzVuSsvvdomr/o7d9D4t27yYg8zom++9FDWhSktvlzA9Xe3UJaHnRqKLj/OudyCwYVEsHpVZqolMnP/bDt+/M6DLLb6vug6q/zqAQlbN3kxba4dmbXEzKUsQGoVleUSK2gVfttkG376LnhbqR/ffuXBpTdYkVBB35FI0MJ3pFNzaQW9dZOXGsNYaeDCa61o9hnkBtrd2xT9Soe67d/lQ6OXJrj0GhrfbZNt+JOxeUkPP37rge8ME9keG39GLZUNPKeZ6PC/vX5Fd11+/PeFViRrBJx8gVm2MSmr98evXuUFqPsCx0Zb8Dsw9wkHBhVQBiKxQkCeoMezL7WSbpmMfv3Jy2rSgaW5FJbZWL7Cha5d5G/bNyv+9ucf5Ge7ttKp2y0nUDlIfY3AcpNCIuPLBYy7it4crtgr4fdfvLh3hl1Orw+tFzEgV8d6qzqA3UTEtm7ykowlmXT64TnNRIuUGtU9mX9UOeiwtED/IPvP1VEKurJFL/c8qX1hr3xSL2UDYkrIFzJqREybY1edz0K6/vILD1pOMCK2VMCKFZRx3LmFbZnf44d5pBGDCnS49T6bfAin9PxrVrvlxVZCBZFj5TM05mlz7MhuFrFzi0TqKGhv3eSlrd1dRDbrnAY54xtTTIeRff8Nezs3s6N73Rfn+QAAIABJREFUZ9rlTOFNk2xyo78UH6RxbfrZixkP2VHAVu9SiavBbaCFlMrn9u3wYdIMO9JrKKZWOQxYvtwVEMt+/M4Dsd2IBjethtFFq+St6tgIeg1NsVHPtrgH2fl2ZaeY5TijbAeSL//5h09+SeC0OXZEDGuGzmf8S+P9/hvS6ZAyWm1Pm2OXd4dKn1m8xIlmnwGxJUR2Jz1go/NMJNvo9OO2KTbEFAvKIu0wxh61vyVpBLz+ppMdW0E+qvbdXVvDY/tmH/78gz6n8xvY4qMjcKx/KGN97OlWlmnsAPbQ/ST502sAOnD7FBtydSL7Dh0hsHWTF9s2eUlGKh+OKaGKSXSxAMFvxLw32sh/VLLGbh8WvOOEaaRRrh5Iz56sPTL62bHZJ8+du7b6qB+LEckey0yhVvOpbJWVK+iRqxORq6ManQTpdxKym6inIFkjYFCBDlFFOrbjhk2G8spRWelHFVF61nq8EWdNsOC8Ky047lwzyix6RBdTKjtDNZlm1lG6bkRj4Hiym+j3Q+vps8Mb6d/ZzcpncnSi/PtMFblKr6FJbngjHTU+9koLTr7ADK1dj9gSIWCCUAfsFK0A+ygjzr3CgrMmWGA81oiECgGxJQIK9Hqcd4UVp463wD3aBJ3fAI1NjxFNYuixNYvy39JUMkqrplJYiUmPjjPNOP5cMxrcBpZSU5rPepOdSWFykVbg6dUk/xFN1GQ57morTrmAVl1RRUrNNFh36SxbQ/0WIvxnmHDelRacfZkFrlNNrCdI101uQxuY7pqU584V9PLvpIyUpN8ctX6b6XcjGtUlFvoZXUQ9MqMvsuC8KyzoONOM7GZRnuzl8bOxx7L6t3+MCWOvtOK0iyyocxoQWyrIPUNjr7LixLFmtJ5sQpPXgDKLXtbbiKbQtpdVH2gjSZV0vUaPAcefZ0b7GDNKTHpWHgzOptDvsptU/qbytWB/y1DLIBxUNhRVSOUjxygjzrmc/OyYs0woMobQNfN75VmVMUi/G9EUpIcg+4gvF5BYIaDlBCPOvYKyfqaR5B9SVkoqq41oDO+n0iJIsrmoIh00dj1OHW/BuKuscI+msplEWoc3Uqo/R9fdXmKKKTN35gSyE/soE5I1QkDWOKZEQK3TgLMmWHDO5RZ2SCCVXqTnzlbbr06x1/Sg2BZdTN9xjzbhxLFmGI4xUrm2WvGfjFoRhmOMOOMSC8Zfa8XZl1ngPMWEfJH0ol5MSHJNr6a+nfOvtuLkCywos+jlkoGUgUyvEdBxpgnjrrbi+PPMyGH+IPXsjWikkkdw/JH6QiT5d/NBFmNlP20KtFPpd1KPwyGPl+k9tkRAs8+Acy4nvUi2FFdGRC+lij6j8xnkeNzoIZ+WSkCHPfYE2f2Ixt75bncon8uooTjS01iz6gM/E0r+mUz+PT6PyoelxV5cGYuBTgNOHW/B2KusGH2hBc0+WoDFhUhM/B36Uc+LB5rrupEZ6UvJrL6eyHoiwoI1NSVrBfaOInp7cGq4AVRJL6BkD1oqYFChDpEFOkQVC8rKtYb+fsDxsH8naehzUg9HuM9J40ytokCVXkvXjioWEFmgw+AiHeJVKfQU1TOkVAlsXCJiSunzkQXUdyE9U5KWnmdwkQ4xJaTU+HIaX2KosanGL90rRSWjxEoqq0QVCxhSrnymN8pNVckvSSsgSat8J72WZNXtuWsVAhR8PfW4kjQCoksUGcSU0PUl3au/3xudpFR1/33A/4eRT0IFTQ6S/SRp2AQYNP4UNikka0mekQU6DCrUYUi5wF54RteKLNAhqkhQdMcm4YOxqTRmv0PKSb7RxQISWAOwWifqn2HvEUYGB9S/SkbJWgExQX6WWBmk6176WWJl+DFIz55aTcRRkrHkH9K9Uqp68AVN4D3Uuo6vEDC4iJ4huliQdZpaRbYXTlbpNfRd6fljSgT2Uk0x7GfiypRn6clvQ+lEigMxrBcmrozZSJBOpNg3MJ89UwldL71WFf8C4o5iu4OLqN9D7W/dPxPoD72JPz1+phd+Kj3n4RhvarXiR5Je5Fgb4jNSLJJ8+kjEngDflWJrT757gLlT7VPdbDiE/A/kn/Lz9GSzQT4s+ZEkR8nHBheS7QbLW+2XR1o/BxPzIlKq6S2pAejNRNkDUqqE7tcMAelB5S5t5sTdrtHL8RzM54LHkR40hpQQn1OPRT1u9ZhTq5XrSAYi/f2A41Lfk/2UxhZWNr1BkBEGX7tH2Ye4VvB3pSbhbs9wGGwprO7Yz7SawGegMYQff0/PLO0GCNDdX7F5lY2kB4wrhGxV8jzc/qW+drCf9TTuQxrDAfzjYJ5XrWu1PAN0fYDrhbSTYDtXfabbmHszzhDXSq2m+3TzqyCdhPKhkPJVEaGwcSrEZw4qLh6kHfYo80Mcb69sqRefOSKxJ4Re/k04aP8KkmOv54S/ST9h5+IgRMgMk4ODg4ODg4OjD6J7mYmDg4ODg4ODow8hQk59cnBwcHBwcHD0QfAyEwcHBwcHB0efBiczHBwcHBwcHH0aEalaHTg4ODg4ODg4+ip4ZoaDg4ODg4OjT4OTGQ4ODg4ODo4+DU5mODg4ODg4OPo0OJnh4ODg4ODg6NPgZIaDg4ODg4OjT4OTGQ4ODg4ODo4+DU5mODg4ODg4OPo0IlKrdODg4ODg4ODg6KvgmRkODg4ODg6OPg2emeHg4ODg4ODo04hIrWoGBwcHBwcHB0dfBX83EwcHBwcHB0efBi8zcXBwcHBwcPRpRKRqm8HBwcHBwcHB0VfBy0wcHBwcHBwcfRqczHBwcHBwcHD0aUSkanTg4ODg4ODg4Oir4JkZDg4ODg4Ojj4NTmY4ODg4ODg4+jQ4meHg4ODg4ODo0+BkhoODg4ODg6NPg5MZDg4ODg4Ojj4NTmY4ODg4ODg4+jQiUrTN4ODg4ODg4ODoq+CZGQ4ODg4ODo4+DZ6Z4eDg4ODg4OjTiEjRNIODg4ODg4ODo6+CZ2Y4ODg4ODg4+jQikjVN4ODg4ODg4ODoq+BlJg4ODg4ODo4+jYiUymZwcHBwcHBwcPRV8MwMBwcHBwcHR58GJzMcHBwcHBwcfRoRKZVN4ODg4ODg4ODoq+CZGQ4ODg4ODo4+jYgUTRM4ODg4ODg4OPoqOJnh4ODg4ODg6NPgZIaDg4ODg4OjT4OTGQ4ODg4ODo4+jYgUTSM4ODg4ODg4OPoqeGaGg4ODg4ODo0+DkxkODg4ODg6OPg1OZjg4ODg4ODj6NDiZ4eDg4ODg4OjT4K8z4PhnoGlCcmUjUrXNyKgRkF4tyL/7x8fGwcHBwdGnwDMzHP8IkisbkaJpQnxpLY4aVoz+2WXy75I1jf/4+Dg4ODg4+g4iUiobwcHxdyNV04whJbWoaW3HpFkP4fJb70aaVofkikYQ0/7nx8jBwcHB0TcQkVLRBA6Og0FyRRPU6b3kv/D99CoB/YeX4pIb7wAAfLByNRJK65Tr/g1jP9hxc3BwcHD8O8EzM30MyfL/N6kQ+LfkUN+r6Pnf4b4X7jrJFQ1ILKtHUnlD2Ov1hHStDpE55Zj+yBMAgDumzUL/EaXIqBICnutgr9uzzOi+KZVNBzXuQLkEyr03MuPg4ODgOLKISKlsAMe/H8kV9DNd24xUTRMSy+uRUFaHxLI6pFQ2Il3bjJTKRvlzyRXSdyRlNwT8LaWyEakampCTyuuD/nbgsaRpmzC83oCMKl2vvhMIGmdSeT0WLf0IAHD25ddhcF4F0jRNSCitRWJZHVI1TUjVNP2F6wc+S6qmEelVzUiqqMfAnHIMKa5BZo3Q62dVyzexrA4JZXVIKq9HmrYZqZrGvzw+Dg4ODo7DA56Z6QOQsgepmiZE5lYgtqgKGVUChtYaMLRWj4TSOkTmVkCdzSCi0oT40jpWvqHfK5mIJsQVVWNISS3StM1I0zb3KkuRpm1GVL4G3tPPw+49ezDhpjvQf0Qp0qt0B/FMTUgoq0N2oxmb/tgMAND5TkBEZgHSNM0YVkfPFV2gRVxxDVI1vRtbqLGmaak3Z0B2GdI0zRh5zoVYsnwlzr/2JgzILmOZmvByl8jUwOxyxJfWIatWj2F1BqRpmxGZW4GE0jr2mX/eTjg4ODj+r4Jvzf6XQ+rxSK5oRFxxDU658HK8tvBd/Lrpd+zfvx/bd+zE4mUrcc4VEzGkpJZNwM2IK67BrVNm4LP1GzD26hswOE+DNFZiSdfqMCivEpfceAc+WbseMx9/CmkyYeh5PGlaHQblVuL48y4CANx033QcPawkqDzUM1I1zYgprILp2FMAAN//9DNym62464E5+OHnjejs7MTG3zbhmZdfg9bmQ2xRtYrQ9Cwn6flSKpsQla9FZG4FSk1OXHPnffjy2+8g/Tdq3KUYlFcpy6T79UiO8ayP55IbbseS5avw5/Yd2LevExu++RaT5zyK3GYrhpTUHnB8HBwcHBxHDjwz8y+GOiMTXaDBnQ88KE/Gi5etwH9eeAUL3l8q/+7mydMRla9BRrWAQXkVOOn8S2WyMLzegMSyOmRUCxiYUyb/bfeePTAdezIjDE1hxyAhvaoZg/MqMfKcCwEA199zP/oNL0FGtRD0vYawz5RepcOA7DKMveoGAMA7Sz7EhyvXAADeem8JXnxjAbZs3QYAWP/l18hrtiKhrA6pIcYj3Su1kkpBiWV1GJhThiElNbAePxqP/Pd57N27DwDwx5YtmDTrIdS2tiOxvL5HuadqKHs0vN6At95fAgDYt28fFr6/FPPeehvb/twOAFi6YjWyakQksevxDA0HBwfH3w/eM/MvR5pWIg/jZdLiO/08ROVrEFNYhYHZZTjjkqsAAH9u34EivQPxpbVI0zQhplCLNxa9DwA4/5obMTi/ErFFVdB3jMK+zk50dnbCctypGJBdyspMgT0zEiGR+lukCXtgTjmOPfsCAMDEe6bgf7IKkaZtkj+j/l73ZyJCNCC7FFMfelx+ppffXIjsRjNii6oQmVuORvex+OmXXwEAV912j6qUFXg96V7xpbUYmF2G4fUGnDnhaixetlK+9spPP8f519yI7EYTBmaXIbaoSh5fuDGmMvk99eI8AMD8Re+jSG9HXHE1ovI1qLS6sXbDVwCA6+6ejAEjSpFe1cwc65+3Gw4ODo7/S+CZmX85UjVNiC2qhmnkKZj+yJO46PpbEZVfiTRNE9L/H3vnHR5Vlf7xEQhJSG+T3pPp9c6dmfQEUiGNNBB1LWt3bauurhV7RcWKvRdsa3et6K5dsAuCYgUBwS69fX5/nJmbSUgg+BMT3MPzfJ4wd+455z3n3pnznfd9z7lKhfC2KBV8/+NPAEyYuh8xRjcZnkrGFTnpOOhvAHy4cBGxJgVDZQNLli0HYOrhfye8wBaSxLtt+5rXQ6kgXakgS60ixuhmryOPB+CcmdcSXmAj21tNulJOulIRkrQ7eL8SrT6eCwiteR98RKLVS6xJIc1dHvDcWLnjwUcAuOtfjzGu2Emau3zgumw+LOMnccl1N7M8IIAAHv73c7QfcLjw1uTbSLT5tATqXrG1bX+FgHTQGRi75StXYaxqZFyRsCHTU4kuy8BpF89ky5YtnH/VdcQY3QN6tiQSiUSy65FiZoST4hArmGKMCrqkXHT6fKINLmJNCglWL1HFLqwTmlm3fj0bN21CaeogzuzRVgLFmTy8+JoIRR30j1N55j+vAPC3U88iPN9G+naEjEj2ddJ1yFGsWPUdS5avYOnyFSxZtlxL3P3pl1/5+ptlfLPiW75a+g2/rl7DieddHPBUDJxcm2TzkeOvYenyFQDsd+xJhBfYyQyEqoJhqJk33Q7A/Y//m1iTMqBYSFfKCc+3ceRpImS1YuUqTr9kJq6GdmKMCtEGl3Ze6Jhub8zTXGVEFbu4/3HhlbnshlsZm2fV7AuSqVaS46secr0SiUQi2TXogq52ychC7wx4RQKCRO8sZcphx3DZDbfwyDPP8/Kb85j3/ke88+F8Fny6GICvln5Dllql5YOkucuJMrho/+sRbN26lQ0bN2relIgCu+bpCG0vlDS3yNVpP+BwFn32BfMXfcr8Txbz4cJP+GrpNwB8u+o7Pvh4EQs+WcwHHy9iybLlHHPGuQGhVL5NncLTpFDRMQ2AVd//QGFZnbbEPGh3ZKGDG++5H4Bb73tI84r0tzPoxTl2+nkix+bzLzjoH6eR7a0msshBvEUlzV3Wx6uzo3FPtPkoKK3l21XfibDeQX8T3rB+45Vs95Nk821zzSQSiUTyxyI9MyOUFEeJFmLyNnfx5rvva+GT5StXMe/9j3jlrbd5+qWXWfzlVwA8+cJLxFtUUoOiwCWefZTrr+HrQGhp7vsfEmf29GlnKLb0ERpFjt4E4MuvZnSOmYwhLs1Od5cTXmDjoH+cpuWiJFi925yXYPXy5AsvAXDh1deLJOMB2kh1lZFgUfFM7OTuhx9n/YYNWv7Q1bfdRVn7VKINLiILHaQ4SkhXyrXxGYhgrlHt1P20ekzVTSRYvVq54Hikusp6j42Ae0YikUj+V5GemRGK3il++WeqlXy4cBEgVv2Utk0lxVFCgsVLvEVlVLZJ82BcPOsmwvIsffJW4s0qjz03B4C169axdetWmvY+kGiDizR32U7bJfa6sWsJyWdddjWjsk2ku8u3sX+gPqUrFYTlWbjkupsAuP6u2UQU2vt4TpLsfrK91Xz9zTIA/nrcyUQU2Ldpo9emUuLNHiILHTjqWjnz0qv4/Oslmvh7as5/6Dn0aFIcJYzNt5EYEE8D1RUUa8GcoM+/WkKmp1LzdvVemxLNmzTc94pEIpH8ryPFzAgl1VVGRIFdW0L9/Q8/YqpuIizPSoqjVyykucv59AvhmTnwhFO0lUl6ZymRhQ6uu/NeAK657W6OPuNcAB57dg5Rxc7AUuedsyvNXUZkoYMpATFz5mVXMTrHvE1IKdk+eB1xZo8msC657mbG5Jo1oRJchl635/4ArF6zBntti+ZNGqi+4CqrYEguLE+Mwd5HnaAlGQN8/OlnnHDORRSW15FgUbWyffrnKiOiwMZ+x54EwPxFn5KulJNk8/dpL9NTSa6/ZtB6JBKJRPLHIcXMCCXdXc7oHDOnXzITEPvKJFq9ZHoqyVAqSHeXo0sv4piAQFm/YQNVnXsRZ/YElj7bOPPSqwB46bU3ibeoZCgVWq5L494HMq7IqXlwhkpQZE37mwgznXvFLEZlGwf1mvQn0eYj01PJZ19+reXDhOVZyPRUaiuFRmWbuPKWOwB4/Lk5WhLvUOrXO0tJc5dp+81EG1xUdExj1h33aHvDrFu/nskHHjFg/1NdZYwrctKy36FaTlBwH5kMpYIMTwW6TANnzLiSjZs2ccTJZxJZ6NjpcZRIJBLJ74fMmRmhBAVJUKws/3YllvGT0GUWE5ZnJbzAxsEnnsayb1eyZetWvvvhRxIsXqINbsIL7Bx+8nQtIbagrJZku5/IQgenXyzE0WPPzSHK4Nrp5cTBpOKW/Q5l5Xffc+z088RjAZSBl02HkuoqI87swd/Sw7r16wH46edfcDdORpdpILLQgS7TQNM+B7F23ToA2g44vE/y7U6NYWAZdozRTXiBjaKKeo6Zfh5fLlnKCedcFNi7Ztt6k2w+8ksnsHzlKkCs/NJliHEfnWNm4j4HsWatsK9lv0O1kN1w3zMSiUTyv4r0zIxQ9E6RBGuqbtL2Tnn3owX88/wZTL/0St58931++PEnDj/5TDZuEjvcXnr9LZS09tB96NFCKPzyC97mLqINLtKVChIsKsWVDXz73fcAtO5/qPZwx99iX0ZIbs5QSHOX99nk78VX32De+x+yZu06zphxBUecciZX3HwH69aLJN4Z190swmH/T69HqkusZkqwegnLs5DqKiO/dEKflUh97HSVEVnk4MTzLgZg69at3HrfQ5x+yRXc+dCjWtjqlIsuI7zA9pvGTyKRSCS/H7rgrq2SkUeqs5SoYhf10w7go0WfEvrvg48XUdExjXFFDp54/kW2bt0KwENPPcPCxZ+zfsMG2vY/jPB8G2nucvGUZ1cZ4fk2zpl5LdC7f4veKW6GnbUvKfD06KGWTXOVEZZn5YKrrgfgtItnku2tZt4HH/Xp27IV33LieRcTZ/bsVP3bIyVQTzAElWj1Dlpv8MMRa1I44ZyLNA9N8N+nX3zJISeeRrTBrZ073PeKRCKR/C8jPTMjmGS7SGwN5ozUdO9D6/6H4ZnYQYzRTUxgMk20+fBM7MBe20JBWS3FFfVkqVXa/jTJ9r7Jq3pHCfmlEygoq93m/aHatb3XOyqb7a2moKyWDKWCWKMiQk+tPbQdcBiVnXuR6akkosD+m+r///RjoOORhQ6y1Cqqu/amZb9DKGmbgt5ZSkShHb2zdJfaJ5FIJJKhIcXMCCfZLjw0yXY/0QYX44ocxBoVUhx9lz/HmhTiTB7iLSrxZo+2/Li/kAn+TbCoxFvUPsd2dT+CbSRaxbLyJO3hkSXEGN2MK3IQbXCJh0oGQjfDJRSC7aa6yki0+gJj7yTG6CbJ7h92+yQSiUTSixQzuwHBCVPvLO3zXKFQgRBMghqs7GCvBzu2q/uyo7790XbtyNaRaJ9EIpFIBFLMSCQSiUQi2a2RYkYikUgkEslujRQzEolEIpFIdmukmJFIJBKJRLJbI8WMRCKRSCSS3Rpdij2woZhEIpFIJBLJboj0zEgkEolEItmtkZ4ZiUQikUgkuzVSzEgkEolEItmtkWJGIpFIJBLJbo0uxeZDIpFIJBKJZHdFemYkEolEIpHs1kgxI5FIJLsByTYfeoefdLefNFfvsd9aV2qgrlTnb69nyG05RVt6x65tS/K/ixQzEolEMsJJtvnQ2/3EGX3oMlXCcr2aKNhZcRAURdHFXnQZKpEFXu347yk0QuuLKBBtRRf7pKCR7BKkmJFIJJIRjt7hJ9bowz+pjBnX1HH0KeNJsf82UZDq8BNV5KV5n0puuK2Bff5WTbxJiKVdYXuC2cf+R1dz3a0NNE2rILrYS6pj+MdU8udCihmJRCIZ4aQ5/YzN83LoCTXAnqxa3v6bPRzpLj97ZKpcfFUdsCePPNHEuMJdIzCCHqCnn50ITOXcS2sZlaWS7hr+MZX8uZBiRiKRDCsDTcihx3b0/nDa1vt6oGPbt3PgegZ+HfTMlLaUc9UN9Rx/xraemaG2le7yMypbZfpFE4Ae7ri3kaiigcXMYHUOtS29w0+Mwcd9DzUC3Zx87gRG53i1nB+J5PdCJz6EEolE8scTFAJJ/fI1egXCtseTbL3HQ88LrW9nvwj71xNaV/86B24zUJfN36ec3iG8Ksk2H4kWHwkWH4lWcbw38XbbdoJlU+x+Eiw+kqyBnBmTj1HZKuH53j7tBM9PdfpJsop2guVSnaGJtz4hZrJUzrqkFujhrvsaiS4Wx4NlE60iQTi0XKidA/Ur2eYjzdk3yVeIGS8PPNwE9HDqeRMYnR30zAz//Sf58yA9MxKJZFhJtonVOYlWH3EmMTnqA8eTbX70dj+JlsB7Vh9pLnF8oHpStHK+ISFEVGi5bevUO0T78eZe4RJaJvg33hyw3dFbLsHsY2yeEB6Zip8sj1jVE1Xk1bwhoe0m23qFQZxJkOsrIT2kz0GRE9p2asADEp7vRe8Q7WR5hLiJKPASa/RpbQkx49XEzD0PNDI2z0tkoZc0p59s1U+m4mdckZdYQ2+50Lb69ytT8ZNi9xGe5yXe1Fsm6JnpK2a8Mswk+d2RnhmJRDJs6B0+og1exneV8/rrzfz72YlYqkuIM3nRO8T7cSYvluoS/v3MRN54s5n6qSKJVO/Ytr6BPCxDYaByqQ4f0cVeGvas4I03mnn48SZyVCG6+pdNdfq4+/5G5s1roeOASqKLvcSbfRSXlXDJVXV88H4L636ezJa1HSz7up1/PdZEw54VRBWJfqQ6fUQWeplySBXzP2rlxLPGU1hawrPPT4T1nVx/Wz17ZKk0713B3LdauPGOhj5tRxV58U0s4+Y7G1i8qJWNv3awaU0Hn3/axi13NaA0lAYSb32ku3wBz4wIM91yVwMZbj933NvIymXtbF7TwdKv2pj9UCO+iWVaObGc20eMwUthaQkXzqzjow9b2PBrBxt/7WDhglYun1WHqbJElHGK6zewZ2b47z3Jnwtdit2LRCKRDCfxJi+PPtEETOHO2Q1EFqqkOoOTvMod9zYAU3jqmYkkmHvLJdt6/693eIk1elGbSvnw/RYWLmhhwUctLJg/MB9+0MLSL9u48IpaxhWppDp8fWzS273Em70YKvz8/N1koJuph1QSUSBsS7aJCXtckUrTtHKgi01rOnDXlzKuSKW43M9777YA3Xy/op1Hn2jivocamf+ROMaGDroPrGRcoUqm4iMs18NRp9QAU7jn/kYee7IJ6Gbzmg7uvr8BXbqHA46pAnpYML8FvUP0ObpYpWpyGd8tbwe6+fzTVh58pJEHH2lk6ZdtQDcrlrTjm1hKjEG0NSrLw9kzhJi598FG3nqrGTZ38vSzE3n8qSZ+XNkO9LDs6zbcDaXEGr2kuXzEGr04a0tYuKAV6GH5kjbueaCBu+5r5KvP24AevljciqcxUMbpI8ag9hMznoCYGf77TvLnQTdUd6xEIpHsCvQOH3FGL7k+P59/2gp0MfWQSi0U03NQJdDF15+3UVDiJ9YovBkD1RNr9OKfVMaSL9r4dmk7y5cMztIv21n7YwdX3VBPZKEQJin23vpS7D7SnD7G5qlcd2u98GLc2UBEQe+5wfevuK5Oyz8ZVyRCNrfe1QBM5e15zeT5RNgmuthLjMHL1TfWA928+04LyTYh2sLzvRxyfDXQxReLW1n0cSsT96ogy+OnoESEi/Y+ogroYu7cZm0M4s0+3p7XAkzlvocaiTeJdqKKhAD597MTNdsiC71kKiIB+NzLaoEuNq/p4K23mikqEx6VcUVezFUlvP12C9DDnbMbGBcIQcWZvLwwR9T3wMNNpLl8RBR4iSxiMB8dAAAgAElEQVTwkmT1cctdDUAPc16aRJxJjNNAnhkRKhz+e0/y50GGmSQSybCSbPNpk2LHAZWBybyNDMVPmtPH4kVC4PQcXElEvpigk22D15Vi95Hu9pHu9u+QDLc/4GUZuL5g+Kd9P2HX0i/byPP5A7kxIsE2Q/Hz6cKgCKsiokCIrUP/Uc3sBxvZ89BKIgu8ZCiBfJliL2pjKZvWdLDh1w5cdaUkWkT/Dzm+GrZ0Ap385cgqdOkezZaIAi/7BMTM228LMZNo9ZHh9nPGhRO4494GqjvKiTZ4yXCLPJbROSp/+Zsos3BBq9bf0ZqY6Wbz2g6qOsoZmydERobbzx5ZKn89RgirFUvbKSorITzfS/M+FbC1k+9XtGOuKiHO6NXyc+LNPorLS1i1rB22dNIwtYIYg5c4o5cHg2LmfJkALNk16JJtwlUrkUgkw0lqwMtx+aw6YAozrq7lgpm1wBSuuqGOsXm94Z0dkWgdIhYvSdbt15VkFTkjIjzUxbTDKgnPV8lw+4goUOk4oALoYvGiVjLcPhItwu0dUaCiy/Cgy/AQnqcSVaQSZ/QSVayS6/Wx+ofJbF3XQWV7GXEmLxH5Kgcd1ysgcn1+kqxe9Pag50bVPDNvv91Mir3X9rDcQFuZHiIKVKKLVeLNXsbmBUJgmztZvqSNLI/44g8NM733bgt6uxhX4bIXeUrOuhLW/dwB6zupn1qOLkXhvMt6k4Z1eoXwPJUxOR7G5HgYm6ei0yvcdZ/wzpxy3njG5KjEm/p6ZkZle0gb4nWUSIaKDDNJJJIRQYpdCIF0l4+5c0UOB5s6eXtec4hI+OPtSnX6CMtVA8Kqh9vvaSCiQCXdLQTGDbeJENSMq+sIy1W1xNdYoxdDeQlH/rOGW+5q4LkXJvL668289VYzH7zXwtZ1Ikm3anJAzBSoHPR3IWbeeacl4PnxkmIbTMyI94NJtkpDKSedPZ577m9kzkuTeOMN0dYnC1sDYqadbNWP3u5jVLZHSwB+9Ikm4ky9Y5ti95Fg9pKj+lm5rB3oYq/Dq9ClerhzdoMWHrvi+nquu6WeWTcLrru1npnX1fFOIDx1w+31hOerxA0qZiSS3w8pZiQSyQjBS7pbeA0OP1FM6tDFsafVsEeWhwy3OGd75YN/k6xDp/fX3UD1C7EQXaxSObkMNnayYmm7lruT5/Oz9Ks22NxJdUcZUUUqaS4fUUUqk/au0BJw2dzJJwtbmTu3mVdencQrr05iy9oONvcTMwf+vRro5rXXmzW7Ugb1zAjhEVWkcsRJNaz9SSQpb1rdwfyPWnjrrWb+899JQlxsR8zc80AjUUWqloMTFJVZHl8gqbeL/Y8WIa+HH2sS12V9Z+D6dPaji02rO2BzJ3fc20B0sUqssX/OjEcLFUokvxe6JKuI+0okEsnwISbteJMQCIs+boWNnbC+g68/b8NQUUKs0at5IwaqI8Xe66GYO7eZ995t4Z23W3jnnYGZN7eZTxe1cs6MWsYVqoFQy7b1Br8s40xeXnl1EtDNfkdVoUtWAvko3bzy6iTNu5Fg9pLr9QeEQDezH2ykqNRPgtlLnMlLZIFYmvzr95MhGGYyegnPVznw2ICYeW0SvWJLeHrC81T2PjwgZuY1k+oQS7Ir2svYsrYD6OKCy2vJcAsb4s1eRmd7qO0p18RMlsevhZmCYua+hxqJLu7r9UowCzGz7GshZvbu45np4ba7G8jx+nBMKMFaU4K1uhdnbQlKQymGcpHkG13czzOT5SHVOdz3m+TPhvTMSCSSEYHeIbwPwRUx51w6gTMunBBYOdNIZIjgGIgUu4+YYi8lzWKZ8i/fTeanVYPz/Yp2WN/JrFvqichXB1whFSTV6WNMjsrx08f35oykebj3gUagh7+fXsOYHJFHE56vsldAdCxf0k6O109EgSr6GMhHURpK2fBrB1vWdlA5eYhiJr+vmEl3+dgj08O5l4rw13/+O4lxhcITkmwTK60i8lX2OlwkL3/zdTvZIWLm7ICYefGlSSRYej1SKTYhKk2VJaz+cTJs7KRpWgW6FIVLrhKrtmY/2EhYrsjLiTUGMIgl9uH5KhGB8FKK3UfUAGJGhpkkvzdSzEgkkmElyRpI/s1V2Sfg6Zj/UYsId1i9vP+e2JfliBOrtZyU4CQ/UF0pNh8Zbh+ZiviboQxC4Jy07dQXJMUucmDs40vY8GsHS79sw1xVwrdL21n702Qs1SXaXixjclSOOrkG6OaNN5pJsoo8oDSX2LBOl+bh/MvFsuh1P3dQ1VFGolUkAA9ZzLzdTJrLx+hsT2CZt8hRCe5Zk+4Swml0tiewf083S75sI8crVoiNyvJwzqUTgG5WLRNhsziTsDMoyNr36125ZKgoYXS2yrTDAsLoqzZyvcLblOEW7aW7hBemtKUMx4QSbVPDgTwzUsxIfm/kaibJMBKYfOx+0lylpDpLtWPDb5vkjyAYXooxeDFWlLBiaTvQyaS9xO64YgdeESb55fvJuOtLtV1z+98nwddJVi8J5qGTaOm9Fwe/98TEPK5Q5cmnm2BTJ1dcXwd08a9Hm4goEF6joOiYeoiY9Fcua8dYWYIuzUNYrsoemR72PaqKH1a2s/qHybChk9qecnSpnj6emVdfHVjMBD0+84KeGS1cJIRTnMnLHlkexuSohOWqnHdZLb9+P5kNv3bwy/eTyXCLFWOjsjzaPjPQxZU31KHLEDaOyVEJz1cD+TE9/OuxJqKKhGcp1eljwXwhLmdeJ1aYjc5WtdVUpS1lrFou+qY0lBJnEvvq3P9wY2CFU6iYGf77T/LnQXpmJMNG8Is6zuhGl1HE6GyTdizJOvz2SXb19e/9f3Sxl8efEpPnzFl1jM0VO/KmOsRKosuuEeGNl1+eFLKcetv75LfeN0MpF7QluOJo4+oObaVPeJ6qbfmfaPGSqfgCe890M29eM8efMZ7jzxgf6GMXh59YzZwXJwE9/PuZiRx8XDVxRi9/DYiZNwMenaBdwZwZsc9MN++926I9bsE/qYz1v3QA3Tz1TBNHnVzDyeeMZ+7cZrau66D7oMqASOzi9nsa2PPQSkZnq5wfWGY958WJLF/azn/+O4ljTq3hqJNreOa5iUA3G1d3UNNZrm3AF1mo0rxPBRt/Fe298OIkTjxrPMeeWsO1N9cHkpB7uPrGemIMweRpLw89Kq7taedLz4xk1yA9M5JhQ7juXSiN7Vx2/S2cdN7F6B1+kqzqsNsm+WPQO8QqnkNOqIbNncyd20yWRySgptgECWYhDt56qxm2dnLS2eOJLFDRO/54e+PNXvL9fj5Z2MqWdR188H4LmYov4N0RIktv9xJVpFLVUSZCZFs7NQ/IdyvaOeT4anTpHvY5opIfvxUbzK3+YTJ6h1eEkTZ38vyciX08RXqHCENNPaQSNnTy8iuTCG7jHlWksvcRlXz9RZvWDnTxycetNE0rR5fhYfpFE8SeMXTxztvNjA5ZzXTGhRPwTSplyZd9y388v5WOAypEcrQj0DeHl8hClQndZTw/Z6JI0g4p88XiVo6fXkOsUSXRIsYiulgNJA538Y8zxzM620Oqc/jvPcmfCylmJL+J/jkGOxsaEnkSpYzKMnL8WRcA8OY77xFvUkLq/W32yDDV7kWiVQiEwlI/qY6gkPH1CbMkWMTGdQUlYmv/4bjGwTYTrUJc5Zf4yXD7+oS3gn+DuSLJNi/lbWW0/qWCirYykm1eLdk4uthLQYkf78QyCkv9JFrEs4zy/eLJ1f3DXsHcouD7oW0Fc2XGd5XT+pcKvE2lxBm9jCtUNVtMVSWojaXkeEVbGYoYz0xFeFzizSLfpeUvFZS3laG3i+PBFWTB9vQO8Tyq6GLxAND6KeU07yPa1NuFB0nY3HsNszyirXSX/HxKdg1SzOyG9H4ZhLrZ+r430BfGYDkGOzo22DlJVpUEs4dEizrksqGkOkoIyzVz7e13A3DRNdczOttIWiB3JtivoezQmmzzBuzwkeooGXLZnR/zbcddfjn/9jENjl282Utc4Nd8/zHtvb5e4kxiR9n+5f9Im5NtXm2ZdcIA9gZf6wM79EYVq0QWiB2AEy1ezcuRYhf9ji5WiTOpWh/jTaL+gcYp0dr7fl+BIWyJKhJtRRer2vFkm2grzti7M3DoeIbaFGprsPyAfXMIr1msUWVcYW+bwbr62x0cr4Gur0Tye6BLtqlIdg+C4ZdUh1hemWDxEG9WSDAr2vFkmzdwnji/b8hG7fNesi24t4SXRItHOxY8Z3DEOXqHn2y1kjRnSUg7Q+2PqCPR4uG/b7wFwKEnnkZEvgW93Ue8yU2CWdE2Btu+TaKudHcpsQYXYbkmEi0eUp1+rX877tPQxj3Z5iXBrBBvVki0eNA7/IFt5Yf//thd6R07b7/XO3fOH2+rd4Dj256bYg9M/vaBzg88QqDPPdrbx9B6+78/0HH9dtoKhqVCPw8p/cZzIFu3Nw4p9u23OZKuneTPjfTM7CaEio+xeWaiixykOUvI9JSTqZQTb3IzNs/c5/zgRB5nchNvcmvHQwVOTLGTWKMLvcM/5HwVvcNPZIGVtgMOZf2GDZxwzoWMzjaQ6izZqT7FmxVyfdV898OPAJS1TUGXmo/e7iPLU0GmUs64QhsxBmeIoNm2nlSHn7AcE3875Uxen/cOUw87Gr3Dz5gcY5++/dZxD7YdlmMizuQmQykjy1OB3uFnbJ6ZeJN7u/ZJJBKJZNeiS7Z6kYxsQj0mMQYn+x79D/495z98u+o7tmzZwuo1a3ht7jscdtLpxBpd2gQcY3By/pXXMn/Rp/ztlOlE5Fu1ST3V4Sc8z8LxZ1/Ahx8v4vo770UfOiFvxx59oOzUw48B4JzLr2aPzCLSnCVD7pPYht3O+O69AViybDn5JTVcMutGli5fwebNm1mxchX3P/4UrvpWoosdvYJhAHsi8i1MO+JYgv8+++prTr/4ciw1TYzNMxNZYNP6Hbz5B6qr/7iLh+4JIXjcWefz+rx3+XX1GjZt2sSnX3zJFTfdRkHJeGKNrkHtk0gkEsmuRXpmRjhJtl6PTGSBjYuvvVGbsF+d+zb3PvI4c155XTt27sxriCywkeYqJTzfwt5HHifEwjfLyVYrSDArpLlKCcs1sc+RxwOwfsMGarr21gTDYDYESXX6ici3MuXQowE489IrGZVVTJqrdLvlQo+nOksYk2PkiJOnA/DSa2/y5rvvA/DCy6/x2DPP89PPvwCw6LPPKSgdT7xZESGdQepNsHjwNLZz2fU38/2PPwGwcdMm7njgYeqn7kesUYSgEsxKIATlHdSbkmQTQiberJClVvDCK68BsGnTJua8+jpPvvAiv/y6GoA33nmPDHcZiRbPdvstkUgkkl2D9MzsBujtfiLyLEw55ChNtLQfcBiRBTaiiuyE5Zg48Lh/AvDr6jUYK+qJM7rR231EFdp59j8vA3DUqWcRkW8lushBVcc0Nm3ezObNm5nQsw9jso1amCnUuxD8f5JVJdHsIdEsJuywHBM9Bx8JwPQZV6BLL0Rv92vnJFnUPuX7k+ooYUy2katvvVPr0xPPzSHXV010sYOxuWb8zV0sW/EtACefP4PRWQaR3NuvrlCbo4schOWYyPVWceQpZ/Luh/O1+l+b9w4H/+NUstVKETIy9obeBrIxJTB+sx99EoBn//MKhoo6YoqdRBbYsE+YxMJPPwPgjEtmMibbOKB9EolEItm16JItXiQjmxSbj+giB+O79uba2+7m79PPIzLfij6wcifBpJDmKOH7H0XuyfiuvYkqtJPmLCUiz8LkAw4D4MOPFxFd5KCodAJLli0HYMqhRxOWbSLNUSIEyADtJ1lUUqxCgKQ6SshwlRFVaGfPw0VY5+zLriYs20Smu1w7J8Xm0wTNNnUGbr54o8Kz/3kFgHnvf0i80U10kQO93S/ETpaR2+//FwB3PvgIEXlW9Hb/gHUGbU+x+Ui1+4k3KYRlm4g3KbTsewj/euoZTdQs/3Yll1x7I+aqRuKNCinWbesKCsjJBxyulSkuq9VsSHeWokst4NQLL2PLli2cO/NaogrtpNh8A/dZIpFIJLsMGWbaDUiyqqQ6/EQV2dHFZ6BLymZcoY3oYgdxJjeRBTYs1Y2sW7+ejZs24apv1ZJmxR4TDua8KkJRBx5/Ms+8JDw1h598BmNyTKQ6SwYNjQSTfTsPPIIVq1axZNlyli5fwZJvlrPqhx8A+OmXX/j6m2UsXb6Cr5Z+w6+r1/CPcy5kdLZx0KTghED4ZunyFQD85egTCMs1kR4IVQXDUJffcAsA9z325KBhsD5jFdKPVKfIjxlXKDxYjtpmTr3wUpZ/uxKAI089izE5A9uoD4T17ntMeGUuvf5mxmQbNfuCZLhFMnDotRru+0UikUj+15BhphGOlsxb7CDZ6qX74CO59Lqbefjp5/jvm3OZ9/6HvP3BRyz45FMAvlzyDRnuMhIC4SC93U9kgY22/Q5l69atbNi4MeBNuYqwHJNIiLUOHmoJTuqt+x3CosWfM3/hJ8xf9CkffryIr5Z+A8CKld/xwYKFLFj0KR8sWMiSb5Zz9Gln96k/lBS78DSVt00BYNX3P5Dvr9GWmCdbg0nGZm64azYAt8x+kIg8S69nZgjoHX70dj+xBhfheRYylXIOPO6fLPrscwCOnX7ewKEhm5d4k0Ker5pvV33XG9bL7/UMBccr0eIhwayQZFH7hOSG+76RSCSS/yVkmGkEk2RRtRCTp3Eyb77zXp9Qybz3P+TlN+fx9Jz/sPiLrwB48vkXiS12idCJ1Yve5iPO4CbbU8HX3ywDYO57HxBT5NRugsHCS0EbQv8mW4VACs+1MOWQ3gTgPTKKSXOUaOf0KdOvvlS7n7BsEwcedzIAz/33FZG/0u/mjDO4efL5FwG44MpZjAptYxA7RTjMT5JFJTzXwrh8GyXNXVx18x1awu6GDRu5+1+PoTS0E2twidBQSF16m8iVGd+9j5aHZCgXeUgpoX2zirBWyhDGUSKRSCS7Dl2yVUUyUvGSaPaQ7irlgwWLALHqp6S5mySLSpzBTazBhS6tUPNgXHTNDYzONPTJW4ktdvHYM88DsGbtOrZs3UrDnvszrsAW8DQMboPmbbCoGik2H2NzzfQEEpLPnHEluvQiUu3+PuclW4Neir59SnWUMDrTwMXX3gDAdXfcy9hccx+vS4LZQ6a7nK8D3p/9jz2RsTlm0cYAdQbbize6GZNtIsmi0nXQkZoYAvji6yVMn3EFtvGTCM+1EFvsDMnt6SUo1qYFcoI+++pr0l2lwtsV0laiRSXBpPQ5tq1tEolEItnVyDDTCEZMqmZtCfV3P/yIqaKBMdlGgl6BoDj49IsvRU7McScHwjtCzETkWZl1xz0AXHPrnRx92tkAPPbsC0LMBBNWt4OWyBsg1eEnIs/a65mZcSWjMovFYwi2Uy6UWIOLx559AYBLrr2xz0olvd1PVKGd2p6/ALB6zRps4yf2elEGsS/e6KbAP57jzzqfBZ8s1kTM8/99lb3/dhxpgRVUscUu9HZ/3yTl0P7Z/YzNNbPv0ScAMH/Rp6Q5S8VKrpA2M1xl5KiVmldpe/2VSCQSya5DemZGMGmOEkZlFnPaRZcD8Orcd0gwKWS4ykh3lpLmKEGnz+fo084BYP36DVRO3pNYg4s0ZwlhOSamz7gCgBdffYM4g5t0Z6mW69I4bX8tD6S/d2J7BD0Xex4mNs07d+Y16NKLRAhoh+WF1yXDVcbiL0Vo7NbZDzIm20iGq0xbLaVLL+LKm27XhFeflUID2BOZb6Nt/0NZt24dAL/8upprb7+bivapRBXaGZtjJtHsEY+CCNQzWJ/1dh+R+Taa/3IQAN+u+o5MdzlJFpV0ZynprlJ0aQWccfFMNm7axOH/PCNkpdXw3zeSXUOSRUVv85LuDDx3aSc+M3+UfclWYWOqw0ta4PlJSRZVvHaKMOxvsVt4ZEUdqSOw7xKJFDMjmFSHnzHZBo467SwAln27ElNlPTp9HqOzDIRlGzno+JNZtuJbtmzZync//EicwcW4AhthOUYOPfE0QGw6l+erJtGsEJ5r5tQLLxUi4Znnicy3iuez7IRdYrK30rzPgaz87nuOPu1sxmQbAsm+2y+bYvMSU+TAO7GDdevXA/DTz7/grGtBl5pHeK4JnT6Pxmn7szYgTFr3PZjIwDObBvoSTXX4GZ1l4O/Tz+WLJUs55vSzKSipISzHSFSBjRSbl1S7Tzt/KF/ECSY3ud5Klq9cBcDh/zwDXUouo7MM7JFRRNO0/VmzVtjXvM+BjCuwog9pQ/LnQkzmKlGFCrpUNxF5inZ8JEzsQRtSbCrjChRGZbrRpbuJKvSQbFUZnSVexxk8fc7fmb5HF3nQpbkZmzuy+i6RJFtVdMlWD5KRSYpNJd7owlhRx7LAcuJ3P5zPSedexBmXXM6b77zHDz/+xGEnnc7GTZsAmDHrRnyTOug66AghFH75BbWpnXEFVtKcfuKMLorKJmirdFr+clBglZCPJMvQbUuyeEixeUl3lqC3eYdUNsniIdXhIyzbqG3yN+eV15n73gesWbuW0y++nMP/eTozb7xVEzqXXHtjQMh4t1O3SqJZIc9bhd7uZXRWMfFGF6l2H3pNqO3c2OvtPiLyzPzjnAsB2Lp1K7fc+wCnXXQZdzzwsBbCOuWCGYzNMWrjtzNjKNl90AdEwqS9yrj+1nr2ObyCOIOHlN9wb/3eBO+5JIuHmGIPTXuWcep547ng8gnU9ZQSZ/BwwvQaLrqiFledn1iD+G4Zav1CyChUTy5l5qxaDjy2KpA/JpGMHKRnZgQj3No+xhXYqJu6Lx8t/ITQfx98vIjytilE5lt54rk5bN26FYCHnnyahZ9+xvoNG2jd92DGBpZIB1cSjc0xcc7lVwNw/2NPEVPs2CnvTPDXWJJFiAjxZTq0X2nC22Tk/CtnAXDqhZeR5alg3vsf9unbshXf8o9zLiTW4OzT3vbsSTApvaGkQDjqt7rUg/+PKXZw/FkXaHvTBP99+vmXHHzCKUQV2gmGvmTy75+XNKcXXbrCxVfWAnvyyOONROYLkTPctiVbVfQ2lcgCDyedVQN0Ad3AFK69uY7wPIUtazuAPZl2aCXhuQp6+0703eFlj0yF084fD+zFB++3EBvw8EgkIwWZADzCCa4eCuaMVHfuRcu+B6M0tBNd5CC6UOw/k2D2oDS0Yxs/kXx/DUWltWS6y8Uy7X6JrsH4d56vmgL/+EETYXdk1/Ze76hstqeCfH8N6c5SYoqcxBpc+CZ10rrfIVRO3pMMVxnhuZYh19+3f4L/77gH/x8R2KOmqmMazX85iJLmblJsPsLzLP3yb4b/fvlTsJ1r9/+9rr+V4IQ+/cLxQA+339PAuAJPwPM3sF2hx7Zn92DvDaVM8G+iWSXD5WXpl21AF7feVc/EaeWojSUkmlVOPmc8M2fVotSXEGtQAz9ehtZGis1LdJHKhK4yZt1cx6HHV5Fg7v/5H3r/dvR6uK+1ZPdEl2xRkYxgrCpJFk8g4dBDVKGNyHwLMUUOkq1qH49KTLGD2GIncUYXcQYnCSZ3IAGw91dUrxfFQ7zRRZzR1dezsgsJjbEnmNzEGV0kmhUtFBRdZCcy30JUoY0Es6LloGj2D8O4J1tFjlCCSdHGPrrITqLFM7z2/dmw9t4bqXaRo5Fg8hBv8pBg8mjHQ8/b0b32W37dDfYZSHOo7JHh5qyLxwNTuGt2A+MKFM0zE8wrSbEFPZa9nynxeAzhPUk09/ZJeEoH6FO/sUiy9I5FotmD3t7bjvgOUIk1eLBW+1j/cweb1nRgH+9Hl+Em3ijsCMsReTRxxn522YRtiWZhk7CrbxvicSYqMcUe9sjYNl8o2Hdhq0ezNcni0a5l6PXo//+UgA0JwbExC49Xn3LDfX9KRjwyZ2Y3IcnqIShe9HafJmKS+r03ULgoqX9dIeJG4NnmnF3al37tB1/379tAtg/XuI9U+/4saPeAVWVsrkJ0kUK6UyXTrZLhEpN5WE5oSHPw65UUUmdiII9pqCRbB/4sbE/MiPwxlTijyFlJMHlId4rjSVYhDMYVKETmK6Tat+1TgtkTmLh77U4JCJ+wHIUEk4cMl0qGW0zwY3MVYopFvcFzIwsULFU+NvzSwbqfOzBW+IguUvp81lJsvfdskkUIhqhChfBchRSbSrpLkGz19LZh6+1HstXTp47kkHrijb3XJ8Ml+pds9TA2RyHO0Gtr8POUaPZoQivWINpLdahkKaJsZIFoP3RcJJLtIT0zEolkWOnNiRJiYP+jKnn2+Yl8t7ydLWs7WP3DZN58cxL/mF6t/fLXBM0O6twpguUGYDAxE/RIRBUqOCf4+fczTcyb20znAeVEFQrxEpmv0DC1jPv/1cg3X7WxZW0Ha36czNvzmpl+4XiyFFVLyg2Kk1iDEAWnXzCed95uZt3Pk9m0uoPPPmnlulvrcNX6RftW4dWY/WADCz5qYfOaDras7WDe3GY+nt/CCWfUMK5A4d4HGnj9tUlUd5QKuxxCYFVNLuXO2fUsXtTK6h8n8+sPk1nwUQvX3VKHUi/aSHOoROQp9BxUwfvvNXPJVbWaENEHVjkV+L1ccPkEPvqghQ2/dLDx1w4WLmjh8mtrMZb7iCrszS+KKfZwzowJvP9eM3U9peR4vNz/rwZ++LadzWs6WPplG/c+0IBzgr+voBkB96pk5CLFjEQiGXb0NjFhnnfphEDyahcvvzyJex9o4LnnJ8KGTqCHu2bXiwlue6EHq/CS3HR7PV9+1sZHH7Sw4KOBmf9RC4s+bmXe3GZyVa82SfevcyAxE5kvJvpYg4dc1cv77zYDU7j5jnoSTMIbEZmvcMSJVbC5E+hm3txmbr+nngcfaeSX7ycDPbzxxiTyfaJtfcDDU+D38sYbk4Aeflo1mfseauCOe+tZuKAF6OH7Fe2M7ywlMl94sP71aCOffdKqiZkP3m/hi8WtnNGJd5sAACAASURBVHRWDVGFCsu+bgO66TyggqgChegiD637lLN5TQfQzfwPW3jk8UYef7KJJV+0AT18t7yd8pYS4gzC63Lc6TXAFF58aaLwtthUYos9OMb7WThf2LV8STv33N/AXfc18NXnrUAPXyxuRakXwiTNIcbkX482AlM486LxfPBeC2t/mswjjzfy1NNNrPlRjMuH77eQ4eoN2Q33PSoZ2eh2xgUrkUgkvzfBZc913aWakNnz4ArCcxWiChXG5ig07VkWmOS6aN+3nMj83hBPKMkWVYgZg4fZDzbwy/eTWfpVG8uXDMyyr9tYuaydxZ+0kuftFTP96x1IzEQXKiQFQkQv/Wci0MP1t9YRnquQbFGJKfLgn1jChl87gC6OPrmayHyFiDwR2ikq9fHmm81auYg8RZvs77m/AejhhTkTyVW9hOeKcjHFCpdcOQHo4YP3W7SwT1ShgrXKx4ZfO1j/SwemCh9RhSJEleZQ+Xh+C2zp1MYuweThxZcmAt2cfv54IXAKBQkmD5dfWwtM4eHHGokpFuGio/5ZDXTz1NNN2rL02GIPL8wRfX/g4UZSHapma6LZwy131gM9zHlxIrHFHs1TddfsBqCLtT9N5u77Gki2eLRrXdNRyo8r24Eu9j+qkrE5ipaPI5EMhi7ZrCKRSCTDRYpVJbrQQ2VbKdfdUsfFV04g2aKSYhEhHL1NJTxH4dHHG4Eezp0xgT3S3aTZt19vqk14VIaEXRVCaJC60uwqe6T3ipm772sgMk8h3uDhkceFl+Ge+xuIKfSQZBZ1hmUpAVHQw1NPNxGeI0ROqk0l3aEyKsNN918rgC6+W96OocxHZJ6Cf2IJm9Z0sGl1ByUTSxiXr5Dl9pLp8oq67SqLFrQC3Uw7tIKIXIUEowdHjV8TM5ZKH3HFvbYs+rgV6GLyvuWMzVHIVrx8sbgVNnXibyphVIabDKdKhlMIwUyXysF/r6K+p4w0u8qYLIWjT64Genj6mSYSjB7G5StMmlYGWzv5fkU7pgofsUUeMl3C1jiDh6ISHyuXtcOWTup7yogu9BBVoHDnvfVAN4sXtaK3CeGXauu91sJz08N5lw7tWksk0jMjkUiGF7OHZIuHmCKFPTLc6PQuRme6icwTicDxRg+jM91cf0sdMIXLrqllVKZ7h7/WQ1fo7IhEk7BjsLpS7Sq6dDdnBsTMnbMb0KW5uPUu4Xl47IlG4ozCq5FiE3Ulmj28/LIIFZ10Vg2js9ykOYL5H6LdfJ+X71e0w9ZOOg8oR5fo4thThQfkxZcmoktzMSbLzehMQXiuG12sk0uumqCNxZgsNwkmD47xvZ4ZS5WPOIPwHIWKmfZ9y4nMU0g0eXjllUlAN/c91EBRiZeoQoXRmW6iC8X7EXmKSHK2exid5eaogJj59zNNJJo9jMp0c84lYqn6Pfc3oEtyEZbTa2tYjhtdkos7Z4sxOuWcGsZkifpvv7semMKsm+sYm9N7LfU2D+G5bmbdLK715dfWMjrTTap9BNynkhGNLtGiIJFIJMNGYOPFBJNCgkmhfd8yZlw9gUefaOTllyfy1luTmDt3EiuWiryPK66rZVSmC73ds4M6d45guYHqS7V70KW7NDFz0+11nH5BDdDD3LmTSDArxJsUkq0ekiwK8UaFDJcnkDfSxT5HVDA2x02KTdicZBF91ds9fPRBC9DNUf+sQhfj4LJrRRhp4YIWrr6xllk313FtgOtuqeOyaybw6mtCJD38WCPRRQqxBgV7iJgxV3mJLRb9SXV4WPRxC9BF275ljCtwE1Xopu0vZWxc3QH08Ov3k3n0iUb+eXYNNR0lJFkUIguEvULMuDjq5CpNzMSbFMLz3Nx2txAq777TzBXX1TLrll5bZ91Sx8xZtbzztgil3XBbHWNzRdu3BcTMeZeNR5fuCogVBb3Nw5hsF9fcKMJcM2fVMjprB9daIrEo0jMjkUiGkYBXJt6okO708NAjDdoOtiuWtvPO2828/vokXnxpYkAY9BUzA9UX9LAkmpWdQvPMDOChCYqZc2aMB7oDCbVdWoiosr2EcYHJP8niIc6okO1RWbW8HbZ20fXXcsJze98X9oklpW+9KTwkJ0yvRhfr4Ppb64Butq7r0Nroz5a1HbChkyefbiLeKHJp+npmgmLG00fMtO9bRkSe8HRE5Lupai/hoUca+XnVZG3XYLZ28eEHLRx8XCXRRaGemRAxYxT5TA8+3ChsWt85qK2bVnfA5k5uv6eeqEKFcQW9YubcGaFixhMQM+4Bxcyw36uSEY0UMxKJZNhItogE4PBchRlXCY/Eki/amLRXGYkmD/EGgS7NzbU39Q89DJQAHBBHBg+zbqpj4YIW5s1t5p23B+f991p49dVJ5HoCCcAD2BnMmTn30gnaJP3oE43ccFsd0MP8D1vIcqvaiqQEo4cst8o3XwnRs9ehIqFZb+sNMyWaRJ7Ie+82A90ce0o1uhgnMwPJt4890UhRiRdbtQ9rVS+WSh+OGj9KnR9TuU8k4hb1y5mpCubMbBtmisgTdqQ5RK5KZJ5CcamXqQdXcNk1tZqnCLo5+ewaogOJuX1yZkyi3O0Bz8xtd9WT4/HiqPFva+t4YauhVNgamaeEiJkJ6II5MRYxHmHZbq65sU4TM2OydhxSlEikmJFIJMNKgkmEcT6eHwi3nFyFLtkZCNmIMMe4AjcPPdKoTXCDemYCxBaLJNLNazr44dt2flo1CCvbWf3DZL75qo08ryryTAaoL+iZEQnAPbz0n4nEFivEGRRtCfWds+uJyAuEkgJel7lvCa/LsadWMzorkPth7u13tqIGwmddTD2kHF2CM/B8pR5efGki4wrcxBqE5yWmWCGmSLQZnudmbI6bmGIR2oopUrDXDN0zk2TxEJEn6k61e4g1KIzNcTMm202cUeHsS8YDXXy7tI18n4ou3cXRIZ6ZRLPCqEwXF10hcndmP9CglQ3aGbR1bK7I9Yk1KKTYRLvSMyP5vZE5MxKJZNhIsvSGZFYua4fNnUzaq4yYYoV0l4d0p0gIdU7wBfZlEWGmsBw3aQ6PlhvTt05FyxXJcHlId4m/AxF8L90pvhAHqi/REpIzc5HImbn1rnrGFQgx4WnwB5YSd3PMKVWMznKR7vQQluMOeG7ESqfRWS7SHEKcpTs9jM110zClFDZ38vN3k7FUeQnLdlPbXQobO1n942RsNV6ii0T+TapDlBtX4MbT4Eep95NiCyRPFw8mZpRtxMzYXDc5HpXmvcsoafYTme8m3SnqznSrxBvFGPy4Umxa6Gnwo9O7OOaUXjGTYBIiZeoh5UAX33zVRo5H1cKFaQ5BVKFCSbMf+3gfKTYPKdbtiZnt58wMdF0kkiDSMyORSIaVBJP4xf7Rh8Iz88+zq9ElOMVqmHQX+T6V116bxE+rhGC45c56dAlOYg3CKxFMIE6yCI9IYojnI944dIL1JG4nZyYoZu66r4HIfDdpTuFJOPCYSqCLdT9P1vJnogoVGqeWwpZONq7uoGlaKboU0a89MlzEFCs88ZRYgnzX7Hoi8oVXJ9ag8N+Xxd4td90nRNMemS7GZLvRpbmwVHn5dGErbOhkQpfY0TfOIMTM+l86WPfz5G0SgMVme1107F+GTu+i669ChHz4fgt5XuF5GZXpYnSWC53eSdO0UtjUycpv2sX7GUHPTDdPPdNEnCFQt93Dgo/EdZs5S4hMUY+wtWSSn1XLhPfLXSdWWEXmuwOrwKZwziCemasDYuZy6ZmRDBEpZiQSybCSYvMwNsfNuTNECGf1j5OZcfUE/nZSFZdePYHNazt48ukmzTOwfEkbp55XQ2mzn+giRQtHhRIqcHaGwcoFxYwIvwhPS0S+mxSrmIDH5roDibs9fDy/hWyPSoJJJLvOuFrkAq3/pYOZs2o54sQq/nl2DfPmilU+ixe1Yqr0ElMskm2jCt2UtZSIJduBHYJPPqeGo0+u4rJravkucHz2gw3EGwNhpkAC8Ja14kGT/T0ziz8J7DOzX2+Y6d/PNAFTWPJFG5dfW8sJ06v5x5nVzLq5LrBBYTennit2EA7LcWvj/+xzTcQWCy9KZL6bSXuVBlZFdfPCnImceGY1x5xSzTU31bL2J7Gb71U31GrJxBF5bu64d6DVTB7NMyOWZk/lyut3HFKUSJIsUsxIJJJhJHRZdorNww231QUmxsBqmE2d3H1fA3q7hyxF5eWXJ2qrfE48s/oPm+hS7R72yHBxyrk1QDc33V5HZL5be8hdvFEhzRHcV6aL626p0x70GFuscNzp1Xz5WWufVT4bfungrtn1mCu9RBUKYZRoFuMQme/GN9HPY080ipVLIeWWfd3G9IvGk2hWiDOK82OKFWzVPr5f0c6q5e2YKr3EhnhP3n2nmU2rO2jeu4zIAjcJJoVMt8qV19cGRFPfFUifLGzlbydWCYEV8JYcdoLwPv3r0UZiA7lFwRyY8Z0lPD9nImzsu6rpi8WtHH96NTHFinaNI/LcXHeLWLF1xgU16DL6ipmwHDeXXSMea3HRFROEZ8a266+xZPdGihmJRDKsBAVNvEmEIKzVXiZOK6VxaimFJV7G5riJN/WGgpR6H7ZqH3rbb/fA/FY705we8n1q4JlBinY8KGhSrB7yvCqFJd4+HqOxOW70Ng++iX4m7VVGTUcJ+T6ViDyRd5MSEi4LCpqoQjEehjIvE7pKad67DP9EP2kOUV+CWRGrogJLy5OtHnJVlVxV1cJvwTqzPSp5XlUbs6C9Y3PdZLpVSiYJu5r2LMVV6yPJIt4L7Xuqw0OeTzz1u7+tkfli/xhzpZe6nlIm7VWG2ujXvG6h9SSaRQ5Qvk8l3ekhod81TDSLfKng+3/kNZbsvkgxI5FIhp3ghBUMmUTkuYnIdxMbmOhDz4suEiSYlD5l/wj7Ekxig7r4fm0nhgiLWIOieUWC5VNsomxUoehbZGCVUkrAs9O/D4nm3vdii4WoicgTeTjxAQ9H/74nmkXuTFy/toMenNDjQXtTbJ7AnjFubcyjixRNpPTve5xBCSQIbyu+gonIobYm9LM1VLjGGvpew9D3EwZ5f7jvU8nIRYoZiUQyIggVNMGVL0HvRuhkltzv+B9t31BfD3S8T9+GWC7ZKs5PsXn6eHv6C5aByg92fFC7BmljqH3/Lbb+1nGVSELRJZkVJBKJRCKRSHZXpGdGIpFIJBLJbo30zEgkEolEItmt0SWZ3EgkEolEIpHsrkjPjEQikUgkkt0aKWYkEolEIpHs1kgxI5FIJBKJZLdGihmJRCKRSCS7NVLMSCQSiUQi2a2RYkYikUgkEslujRQzEolk2Ek0uUm2KKTaFfRW8XqXt2cOtGfrPTbc4zDSSTS5STS50VvF2CVb5LhJRga6JLMbiUQiGS6CQiaqwIVO7yQsy0WSuXfi3BXtJZkVYovc6FKdjMpwasd2RXt/FkLHZkyWuFbRhe4QQbP70Wu3sk0f/xft2J2RnhmJRDKsCCHjpnpyCVffUMuhx1WSYHTv0vZiity4Jni59OoJnHRWNSl/gDfoz0CiSYzTESdWcuX1tVS0+okqEIJmuG37rf1JMiukWINepuGzI9ki7Ai1SzJ05A7AkuHD7A4JL3jR21Tt2LDbJvnD0NsURmU4Of70KmAqb74xibhiF9qvrt+5vRSrm/AcJ537lwI9fL+inXSHQrxx17T3pyHw2Uwwunnv3WZgKkeeVMnoTCd62wiwbycJej8STW7G5jiJLnBpr//I76CgHbFFLsZmO7X7UH4P7hy6JLMLiWQ4SDS5EB9iGzp9LqMyCrRjiSPAPskfg97mZnSmgyNOrAC6efrZRuIM4j5ItogvdoFrp++LvueLelKsbiJynbTsXQKbOlm0oIU0u5sEo2uQdrZvw+Cv/3+2/951/R4kmlwkGF28+FIT0M1Bx5YzJsuB3jq4XYn9/g7Un/7vb3+MBy+3o3ELvqfZZHKRbHFzw621HHhMOZF5TlL69WXgun6feyHR7CLF6mZcvpO6bj933luHvUYltkjY9VvG7n8V6ZmRDBvJZoWYQhvuumYuve4mTjznAlIsHhKNrmG3TfLHobe6GZ3h4MgTK4Eennu+iXiDC71VCIy4YhfxBhfJZjcpFrcQvEOoN/jLNsUqysQVu4gvFvVG5Ttp3bsE6GLxJ61CzAQEVKJJtKW3ukkMtB9X7CLB4CLFsq0N2/yCDgim/4/twXqD7SUYQurSbBha/3cq92Cg/vSrM8Ho4r//nQh0c/DfKxiT6RRjFTgnKEATjUL4hNYpRI+beEPfsdFb+7Y9kA2h1zGuWNSbYhm4nN7qJtksxi0+0E5o+yIB3E10gQvXBBXo4dY769gj3UGqzT3wNQi9F4xChCSbt38vBK/7wNdPlEu1udGlObjs6vHAFKrb/YzLc2rXeHtjpx3fwXX7X0CXZHQjkews/QVHotG10+X1VpU90go4fvq5ALzx9rvEFdl76/0DbN9ZuyW/P3pLXzHz/AtNRBe4CMtykmx2k+lUyHC4GZfnFF/y5h1fN+0aG92EZTlJNLrIdCqk293EFLrQJdtp/0tpr5ixBcSMyU2K2U1MgYsxmQ6STG4yHG4yHAp6q5vw7L42BO0Iip5Eo5hkxmQ6STIFbVeIzncSmSv6M5R7LtEohNO4PCfh2UIsZDoV0uxuInOdRORsa8M2/Tf2vp9o2AFGIdb6l+tTr8n9f+2ddXxUx/r/lyTEPdkkG1l3OSsx3DWEKIGWurt7qeutC+1tuffW5db9VqiXUoUKLVa7tLi0tDgEeP/+mLMnm5AE6P22kF+H1+v9AnbPmXlmzpwzn32eZ+aQ6xL9pImZ01Ux4xXn5HvCpFtCZFjF+YVqv+ar91vvEhHOKfKLfi30C2HZuzSoHdOxT6PXpXdJkGyHuI4lwQjZjhBJZeI8zV53mHy3uOapZtFvhkCYIn+YLHuIhGJFs0fvDaMrVDj0xP5ACzffMRRdfqCtz1wh9B5xDRLLhLgQY0GIlN6lQTJtIe2aRuvPcYbIsot/Z9lD9C5R0HcYx2lmMRaixycbg7z62mjY0USfsVUklAR3ecYmlChk2NS+U8dypi1Eb3Ws/dWfZ9Iz0wPRfgl0+qsq1P4Y967fdVpOx8/2oH7x4FbIcQX3+NxYCnzlJJTYufO+hwD429S7iDNYKVRzZ7qy+3/tswJfOXme8F7ZvSd9Lvl9FPhEmOkkVcy8/OpoCnxhpk4bxrKf6ti+sZEVS+p4/sVRDK6vFqGAbrwcWqhS/RV/5kWD+Hx2DVvWNbJ1XQOfzR7H2AP6MKypup1nJtvZ5vL3Daxg6rRhzPu6li3rGtm+sZGffhjPo4+PpP+4KlJMwga9T0xqR57an28X1HLsGQNIMQW57a5hLP2pju2bGlm9rJ5Xp49mVMvubY/ar/eKUNiA2ioefWIkS36so3VDI6uX1/P8i6MYPbEPyaagCEV01w+djdk98sx0UqaWM9O5Z6bALybcycf149NPanjp5dF4BpRrIi/LEeK4Mwfw9ttj+HV1PTs2NbJmRT2vTR/DYSf1J90a0tqeYg4yckI1s2bVcN2tQ0kyBjnnkkF8t7CW1o2N/La6gQ8/GMuhJ/YnzdImDHLdITJsIQ47qT+vvjaa5Yvr2PRrA7+srOfDD2qYctVgDIq4xo4+5bz51hgW/7cOdjaz5Mc6Pvmkhhf+M5qigCgv1RxkUF0Vjzw+kkXfj6d1QyNb1zeycF4td0wbhqtfOWnWNm9LsinImRcNYsHcWlqO7EeOK8S9D41g1VIxFpYvruO5F0fRr6aKDHuIJGOQo04bwLyva1n3cwNsaeKLz8Yx7+tazpgySIg8rxibJ50zkHfeHcvaVfXs3NzIb2samDFjLCecNYBMuyqmPH/d55Eu6saS7N/EPpwKfOXkeyJkO4NkORSyHYr2eexxue62XwtdiR2xCkFM7O3O2wNb9N5ySsN9KfRXaPXscXvUmy7HGeTdDz8G4NizLySxzIneGxHtcirke6OrDPau/I59lu+JUOCrIMcVIqHETobNR1Ggard2x06O0f7NdihkOYSI06vX4vfYJxFExczJ5wkx859XRvPmW2OAZt58awzPvTCKFUvqgBbW/9LQwQ2/61jNc7dNLDffORRogZ3NvDZ9DPc+OILZs2rYubmRu+8dzvaNjfz3OyFmct0h0m0hAoMr+OHb8UALy36q45nnRvH4UyP5bqH4bOPaBoY3C2FiUESI4NJrBwMHcPc9w3nm+VGwvYlXXh3Ns8+PYvliYfu6nxuoHFVJujr5dX6fick8yRik5ci+bN/YCLTw9ZxxPP/iKL78fBwwAbY3cfjJ/TWPQcey8jxhshwhLJURZs+qYeG8WuZ+Vcu8rzvn6znj+PH78Uy7dziZ9lA7YdP+nm0vZo49YwAJJQrFwQi9S4PUHNgHtjQCzRx+cn9SLcK+LEeIhx4bKa5FaxOvvjaaex8awRtviusME7jt7mGkWYMU+qPt7we08NbbY7jt7mFAM+/NGMuTz4xi4fxa0Q80M/HofiQZxXkppiDX3DxE66MZM8by9HOjeP2NMWxZ1yDCmG+OIdcdwlZdzocf1PDzinrY0cSKJXV89eU4Xps+mpJghMQyEYoU501g3te1PPH0SJ55fhSrl9UDLSyYV4uzXzmZ9hBFgTC9DAp3/nM4cADX3TaUt94eA1saefE/o3nhpVGiLlpYvKgOz4AKehkUjj9rAIu+G8/W9Y2wpZF5X9fyw7fjOecSIWYy7CGm3TdctGlbE2++NYZ/PzGSd95p67tb/j6MFLMQPn/V55AMM/UQNBeqJ0LvEgdpZi+FvgqKg9UUK9Vk2QP0LnG0/Spzhcj3RMhzh8m0B7TwTaw7NM8dJt3iJcPmR+8tb8tX2Y0tem85yWUu6g45mi1bt3L2ZVcTV2SlwFex521yh8myKxgj/Vnzyy8A9BvXjC6vDL0nQkmwD8VKNSkmN+lWnxAMe+tCdYe1dmXY/MQbbOg9EVqOPokPPp3NyRdcSrzBRoG3vNt+j9adUGwn0x7AoFRTEuyD3ltO7xIHWfbA77NPQp6rLWfm1PMHAs1s39jIN/NrCQyuIMUkwgVl4YgqcFp4bfoY8WtcHcPtyxOhgRRTkMH11bC1CbY2ccgJ/YkvVkgqC5JQonDcmQPYubkRWpv4/pvxGALi/BRTkJdeHg0cwOtvjNHKSjEFyXKEeORxMSFPf12Ewgr9YeIMChdcMRhoZsMvDXzwwVhsVeWkmIIkGYPYq8vV1T8t3HDbUOIMasLsLn0hwh9Z9hD26nJVwDVz2gUDSbMEybCGSDULDwVMYNOvDfgHVZChhjp2vb9CWCvL+f6bWlYtrWPZT3UsX9w5SxaNZ93P9Tzy2AgybDG/7DuU2VmYKdkorlG/mirW/9wANHPQ8f3pVaRQ5BfhoTOmCKG69Mc6BtRWkVgqQje9S4Vg2PCLEAyTju5HslGEYRoO6QtbGtmwtoFF34+n/7gqktS6cpwhnnthlBC/L48m3SpCO76BFWxb38iWdY2MnFCt2ZZqFtfh449qgImccPYAMRaKFW67axgwiZvvHIauQNFybfTeMEsW1QGTmDpNiIVUswjxmcsjfPShKOumqUOFoFMixBUp3HzHMGACG9c28NLLo7XQUmJpkPCwShZ9Px6YwDmXDCK+WCHXFcIQCLNmeT1sbRL9UyZCd4llQQ44ph8wEbY2MWpCNYlqCC2xVP1uaxNsaaRfTVWbl2o/uK//bKRnpicQ9R64QqRbfRxy8pm88uY7rFy9hh07drBh40Zmfjqb486+kAybX5uA060+rr71DuYu+IYTz7uYpDKXECzuMAXechJLnZx16VV8NX8B0x58FH10Qt6NPXr13InHngzAFTfdjq7ATKGvYo/blO+JkGr2MKTxAAAWL12GuWIA1985jSXLlrN9+3ZWrFrNE8+/RHDoWNIsXk0wdF1u20M46kVJNrroXeLA3X8EU669ke8X/Uj0z+QTTiOx1Kn1SWf9nu+JkKkKwTMvuYoPPp3N+g0baG1t5dsfFnHrP+7DUjGQDKt/D+yTdEZHMcOOJpoO74uuUKHQJ/Iq4osVag7oA9ub2PRrA8qQCuHh8LQvKxq2ijMoXH+bSKh85bXRIrfC05YY2qtIER4UWlg4vxZDIEy2QwihM6YM5OHHRlJzQB+SjUGK/CLnondpkFEt1bC9iV9W1mOKiB8LbWJmAlvWNVI+opLeauilKBBGp1e44rohwESeeW5Uh7DIrn0RZ1A499JBWv5QsjEoEk69wsYsh1hNtGppHZOO7kdSWftk0Y7PjWgf7gnR3JeuPF4dxcwJZw1AlxcgNLRC9UBN4PizBhBfLK6dsCGkeZTOuXQQuvyAVleBT/TPnf8YBkzk2RdGkW4NkWIK0nBoX9jSBDRz8PH90elFmUWqgDzw2H5AMwvn12qelNrJfWBnM3O/GkdiaZAsu8gxMQSEt6diZCXHnTmA0LBKcpwiL2rqNFH3rX8fpgnNbEeIsnCEa24awr0PjiA0tJIMmxCvBvWann6hEGjvvjuWHDVhvZchKmZaWL2sHmtlOckmMRYK/SJH565/DQcmMu3e4Wo+V5iyUISfVTEzSPU8FviECBrd0od7HxrBxVcPJssuxkE06TfdGlJF1QROPX8g8cWKloz9V0OKmf0ddXLM80RIMrq5/o5p2mQ885NZPPrMC7w54wPtsytunkqS0UWhv5LepU4mn3AaAD8tXUZJqC9ZDoUCfyXxxXYmn3g6AFu2bmVQwwGkWryIDZs6tyGK3ldBYpmTlqNPAuDSG25BV2ihwF/Z7Xmxn+t9FcQZbJxw3kUAvDPzIz7+7AsA3nhvJs+/+jprf/sNgIXf/YC5ciCZajits3Kjqyb0vnKyHArxxXbSrX6GTTiIBx5/mm3bWgH4ee2v3HT3vwiPqCXLGey23/M8ETIdCiWhvrz53kwAWltbeev9D3jp9bdYt349IBKXi5Qqgixt2gAAIABJREFUsqPlSUGzV+h9YeKKo2GmCSz9sY7ScERbrZHnFjkDZZEIq5bWA820HNWPxLJozsiupNtCqodlIldcP4RehraHfIFa32kXivoWzq/VcmZy3WESSoPo9Aq6AoXepUFSzEEybGIPkPDwClo3NLL5twZc/crJcYWIMyicd7kQH++/P1bbIydaV3yxwqkXtK3UynR0PT7yPCJf5MlnRgETufIG1XZ/++OiQinfI8Z+V/dsjpqQvMdEy4omwe5yn4l+ioqZQ07sT44rxDdq2Oesi4W3Qa+uaEqzhgiPqKR1g8g7qh5bKXJMPG3XvndZkIOOF8Lkxx/GUxqOkFAapP7QvrCjiTUr6jGVq+NBXa6fYg4yqkUsrV++WIyXFHOQ0LAKtm0QHrdzLxtEvurdiCtWyLSHyLCLxPJ0W0gLb0bFzC1/H0ZcsaKumhLt7GVQxFgoVEgsC5JqER46XZHCwcf3Bybw+WfjyPcKu3oZFG6YKkT008+O0sJsuW6RU6QrUrjiBiFsH3psJClmIVTLwhERgtrapIVRo3lMqZYgukIFXX6AuGKFZFOQNKsIPyWbgjyrivILrhyMrugvLGZy3GEk+zf53nISy5xMOPpETbTUHXoMSUY3KWYP8cV2jjj9XADWb9iAo+9QMuwB8r0RUkweXnvnPQBOuuBSEstcpFq8DKhrobV1O9u3b2dI04HEGWzke8XDOccVaqu/3UMxqE3Y8SV2mo8S9lxy/S3o9CbyveUij8cZbHdex/aIh5gQM1PveUBr04vT38QY6U+qxUtCiYPKMQ0sW7ESgPOvup5eBit61fvTrky1rgx7gPhiOyWhvhx15vnM/HS2VvbnX83lpAsuwRjpT3yxnVSLt82+LmzM80RINnl47NkXAXjtnfew9x1KmtVHktGFb/BoFnz7HQAXX3czvQy2zu2TdEtUzIgE4Al89FGNdm2iD6pocu6cL8Qv/BPPGahNPB2vW7ZL5KTMniWOPeW89sdGJ7iJR4sJ9LuF4ykMhMlSl82mWUJ4BlRw+pRBPPCoyOv48MMaPvm4hrlf1cLWJjaubcDdv4Jsl5jwzr1MiJmoZyHqdWnfthbefGuMSIhVv+9oe3Svm08+runU9mifZDtDZDlD3dxnIXJc4u+9nRQ6ux/a7BN1z5ghxMwp5w/khf+MBlq44fah7SbTfDX3p+6QvrC9ibWr6jGWRzQxl+NuE29Dm6phi/C6eQeKXJL6Q8Vqs++/EdcnKjbzPSIfanhzNbQ2sXJpPSWhCNmuECnmINfeMhSRTzOB/343nnsfGsFxZw4gOLSCNKvIi9L7hH3xxe3FTC9Dm5jJdQsxVj22iouvHsxjT43k7XfG8NFHNXz8cQ3ffzMeaOaLzzuImduHtnleYgR3gU94Zi5TvXSPPC7ETLYzRGmMmBmkJrlHxUyWQ4i/lqP6cetdw3jp5dHMeH8sn3xcw+xZNaxZUQ9M4KKr28TMvr6n9wU64U6U7L+ISTXV4mVw4wHced9DnH7xFSQZXer21xWqt6WCn9euBWBw4wGkmD0U+CtJLHNSd9gxAMyZv4BUixdr1WAWL1sGQMvRJxFfbNeSY8VN3L7+Nq9HBXpfBUWBKlLMHiYddwoAl990G/HFdgxKtXZMnifSRXltD9dMu8L0d2YA8OkXc8i0B0i1eMn3llOgip37H38agIeefJbEMhf5Wkiorbw8tSxX/+Fcd8c0lq9cpYmYZ/7zKuMOPkrz1mQ6FPS+cs0D1ZmNOa4Q+d5yepc5qT/sWACWr1yFrXoIiWVO8r3lFPor0eUbufCaG9ixYwdX3TKVFJMnxrO1r8dNz2F3E37sJP/xxzVAC2dMGRQz8bQfW9lOsRHfvK+Ft+CYMwYQX9KWKJvvFTu+akuzVTGT6xaT5KSj+6kTRAtsaWT+3Fo+/riG92aM5aOParoVM888L36N53k6FzNvvNmxbZ3Y7gvz9ZxxndoeHZ8dVxd17NPoZzku8X32bsiJ+Vsrc5dy28TMzPfHws5mVi2rJ5qI++57Y0WIxhldXCC8LpOOEaJx2U91lIQiMe0PaZ6HPjVVbN/YyNZ1jVSMqkRXpIgwE818u6CWQn83YmZJfbty06whDj+lPzNnjhV5UbQALbRuaOTV6aMZXF9NskkkDMd1IWaiIuuCKwezY5MoY9OvDXz15Tg+/qiGt98Zy5wvx3UqZq5Xxcxd9wwnofT3ixm9N0yGXSRxv/HWGE2gLVlUx+xZNXzwgbAjGt6LFTP7+p7eF8gwUw9AxMvLSTF70KXp0WUWkWxyk2rxkmEPkGR04x4wgs1btrCttRVl2FjSrD6i76xItXh5630Rijry9HN59e13ATj+3IuIKxbehE5d1W7hFUoyumg4/DhWrFrN4mXLWbJsOYuXLmP1zyJx99d16/hpyVKWLF/Bj4uXsH7DBs6+/Jp2npSOZKnhmyXLlgNw8ElnEF9ip1ANVRX4KogrtnHz3fcA8PjzL5Fq7jwMplePPfG8izXhMeXaGwkMGUOK2UOyya0d19an3fd5vhrWe+w54ZW58a5/EmewafZFKQpUURzs0+5a7evx0tPo6Jl5592xZDtD7a5RdLOxz2aLSf7kGI9Fx/K68+KIMS08M5NiPDMGRXhkvAMrWLtKTNB3/Ws4pWExSWbaQySUBvEPEmGMzb814Po9YqYTodbO9g5epY7tjPZJNHzUJj52HdOZ9hDmiggzZ47ly8/HMXvWOD6b3TmzPq1hwbxapk4bRoata/vae2aaobWJv906VIg8JnL3PcO15cRR0dh4eF/Y2cTPK+opDUfahdmiomFQfTU7Nzey5bcG/IPbe2Z2K2ZUz0ym6sHQ+8T1zbCHCA0XOTL3PzxCW4G06dcGhjRUk24TIaeOYqYoIOwef3BfrY3nXCpCVtFN83R6RRVpE/jis87FzN3/q5jxhUkyBXnw0RHAROZ+NY6B46vIdorxmG4TOT9PPStCkhf+1cNM+1pNSbonR83diIZFmo86gRv//k+effk13vvwEz79Yg6z53zN3IXfArBo8RKKAlVaPogQI25qDzmanTt3snXbNuFNufE24kvsWvJrZ7/uct0h8r1iUq89+CgWfvc9Xy9YyNyF3zBn3gJ+XLwEgBWrVvPl3PnMXfgNX86dz+Klyzj5wkuJL7ah95XvUma0PX3HNQOw+uefMVUMIMuhaAMz31tO71IH0x76NwD3/vsJzSsijmkrLxqyOnXKZQAs/P4Hjjz9XAxKNb1LnWI1lLe803M7R3h6jOX9WbF6NSDCem2eobZJJLo8PscV+2t434+bnkTHnJl5X9dqO+jGChSDElFXlzRz4LH9tEmz47WLTvRiy/0WLrp6sJYzk+MKdZozUxKKoCuKJiELG3LUsEWuO6ztfTKiuRq2xXhmnCJnpnMxs6vXqU3MRNu269iLzffRcmZ8sfeomDgL/WF1W4XOx3CGPYS1qpxlP9Wx/pcGfl1Vz6+rO+eXlfVs39TIk8+MJN0Wu0VD5337rpozc/VNQ9Bl+ulfW8WmX8VKpqNOEyvHCv2q12VsFTs3C69LaHilKD+607IqLFuOavPeGMsjJJS0ec52L2baPD7R9xtFhVKaNURcsch9MldE+M8rIiT22FMjSVU362uXAFysUKSIXJq77xGJuk8+MwpdkUKWU/RD1KNzyvnimn42u2YPPDOh3YqZ6GqmwfXVpFrE58Zy9XN1CbouP9C2g7EqroSwbGHKVX95z8y+N0LSOVHXeqrFQ3jkOD6a/bkWPlm+chWffjGHGR9/witvvcO3/10EwEuvv0m61UeeWka+J0yGzU9JqA8/LRWhpU8+/5I0i7ddPd3ZoP2t/jvfG6F3qUPL4REJwCYKfOXtXNNdub/1vgjxxTaOVPN8pr8zgwy7f5djM2x+Xnr9TQCuue1OdIVmUUeH4/I8YTJsPkLDa3j4qWfZsnUrAOvWb2DqPfdTPbaBZJOL3qUObW+Y6MO6MxvzPWFSzG5tpdX6DRuw9x1Cht2v9Wv0PLEfx+77UdI1el+IuOIAp5w/AGhmy7oGwsMrSDErFAVCFAVCpJgV+oytZOfmRratbyQyooI0a5Do+3XaXT9viIRShX89ICajfz85kviSAIX+EAX+EIX+EL0MAR57UiyzXji/ltJwGF1BgEv/NhiYyHMvjiLDFqQoEKbAH6LAF0Kn9/OP+8V+H7+tacAzoJx8T4g4Q0AVMxNjxEz7tp107oAYMRPsti96GQLqXiktTH9jDMkmhXyvsFvvC5FkVHjgkRGsWV7PMaf3J6FEQe/t+t4tCoQwKN1TpIQwKKKtu3seZDuDWgLwYSf1I9mkkFimqG2cwG+r66kYVUGqWSHPLfruu4Ui5Hf06f3RFQUwKGH0PlGnriDAtbeICf7lV0eTaQ+SbFKoO6RPjJgJqfl6IfI9IZJNSgcxEybDHsTZN0LT4X2wVkXE9VPCGJSwuL5FARoP6wNMYMaMseR7xbURYmYSN90xlIRSheJgmFSLwqNPjAQmcvVNQ4grDlASClPoD5HjEvbNeF+IiNmzaihUx5XOEFDFzCRVzIhrl6v2g64wwGXXDVbFzAhSzArZziCl4bDmmRlYV0WWQ+QnegeWs3V9I60bGqkYVUG2M0hhQOxpE1ccYEhDlRpKE2Gm+BJFtXHf39d/NrpcdxDJ/orYYbcwUMmceQsAeGfmh1SNrSfHHSTD5iPd5kOnNzLtoUcBsYturyKLmhcSJscVJN3q5flXXwdg46ZN7Ni5k5ETDybZ5FJ/NXRtg9hMT/wdJc8TJqHE3l7MFBjR+yLtjos9Pxa9r5xeRRauu+NuAO564GESSuza5ni57hBZTgWDUsWPS5YCcNipZ5FQYkPvjexSprApRLrVS+9SO95BI7nk+pv54cefNPH3nzfeounI48lxBYkrtpKpiqfO7IuKtQPUnKDvF/1IYaCCLKcSc06IbJdCliPQrpzOypN0T3TCP/WCAbBTLMV9/KmR9DIEiCsOEF8SQFcYUIVEC+/PHEuGvevxqveGSCgJcMiJ4tf+ujUNDG6oQpfnJ644gC7fT/2hfcQksL2JbxfWUhISk92J54gJ+dsFtRiUELoCYYOuKMBpFw5k7ap6tq5rZNuGRgKDy9EViu+jnpmnnxtFqkVRxUxwVzHzZlTMdG57nidEqkWheoy6KmdHE4ed1A9dgZ9ehgA6vZ+xB1SrE1gzIyZUC7HjaT+WY8djlmPPEYKh/T3c0cZsZ5B3341umtefBFUoJhoVNSTSwscfjSXPI+6T3qUKV98kxNmsWTUUB4WASShV0On9hIdXsPQnkfdxxCn9SSxTSLUo1B0sxMw382PFTLBNzDRVwTax2Z0xEqaXIcDt06JekWEklinoisT16WUIoCsIcM1NQjQ9+sRIUs0KCSUBbr9beGbuf3gEuhw/SUaFXoYAd/5TfP7iy6OILxFl9DIESDIq3H3PMDaubaB1YyOLvh9PulUInF6amBE2JJQGVDET1MRMVDA//Fh7MbNyaR3saGLc5Gp0mT6SjArGiPo5zRx5an90WT7RbwUBAoPLmfvVOHUjvglce/MQdKk+sp1B8rp4tv3/jPTM7MdEQy0HnSiWUK/5ZS3OfsOIK7aR6w7FxOXL+faH/wJwxOnnagm9eZ4wiWVO7rr/YQDuuPdBTrnwUgBeeO11ko0ubffa7oh1b0fri11d1bY0OzY/prtfB2HSbT6ef00IrOvvnEYvddM90e4IKWY3Q5snA7Bh40a8g0aRbvNp7unObBTLNsX+OnHFNgp85Rx4wmm8/u4MTdTM++Y7zrrsKsyVA8mwB+gsxKb3lpNQ6uCQk88A4OsF31Dgr2hbeq2eUxSoojTcV/UqdR2qk3SPXt2fI7pvxwczx/Lj9+OZPauGM6YM5MRzBvD0cyOBZtjZRMOhfUk0BrVfvF2NhxxXmwt+9bJ6br5jKOdeNogH/z0CtjXxzPOj2LahkaU/1omcGWsQZ99yVi0VO/a+++4YTr1gIGdfMkjbkfig4/upybktPPXsKA49SUy+56memede7OiZiQ2htfD2O9Gl2d3d9yESyxQuunow0Z1sH3l8BBddPZh/3D9c7BRLCzdOHUqiUQiZ7u/bvWP3nhk1AZgWjj1jAPElYul4piNEcTCavDyRf94/nGSTWNlYHAxreTUL5tUy5apBnHD2AK67dYiWbP3I4yNJt6m5IsYg9apn5odvx8eEmaKeGTXkt7OZNcvrKQtHSDYFiYyoVMMyLcycOZbLrxvMmRcN5MIrB/HsC6OACbRuaGRoYxXptiDxJQpnXyKE6LqfG/jXA8P5+7+GYauKiNdd7BDi+omnR3LiuQO46OrBLJhby6+r62k+oi+bf2uAnc3c8Y9h1B/aF12Rwo13CM/MtPuinpnYMFOAy68fAkzi30+OJNksxkq2M8TsWSK5/fPZNUydNowLrhhE7zKFf9wnPIyrl9Vz1Y2DOfm8gWJfnh1N3PfwCC65VoijbxfUcsaUgYSHV5Bu69xr+f8zutiXakn2Lwp8FegKLUy59kZA7CuT5VAoClRR6K8U3+eVcoqaK7Jly1b6j59Aus1Pgb+C+GI7l1x/CwBvz/yQDJufQn+llusycuIh2qqonL2wKyqyJqmb5l158+3oCkxCjOzufHeYLKdow3fqBnb3/vsJ4gxWipQq9L5yigJV6ApM3PbP+1Th9QYpJnebkOm03PahH71PLBNPKLGTYvbQr7aZO+97SNsbZvOWLdQddozW/vbti5BkdFFz0BGAyAkyKNXkuIIUBiopDIiVTBdfdxPbWls5/twpaj5PpGv7JF0SnfCj+Sp3/GMYgcEVzP1KrBaJsui78Rx6Uj+STeJB3dWYFcI2RLotiKNvOc+9MEp9LYBYDcLWJi65ZjCBwRWsW9PAdwtrMShhLUdm3OQ+6nb5bXUvXjSeiUf1RacPcPK5A9Qda5tZsqiOZFOQ0y4Qtj/y+Mh24S+9V+RfHHumCKG9+PLomJyZzm2PfpdqCXLC2QP4dmHUFmH/sp/qOO/yQWTYg+wSBv4jiREzr04XL0U8/GQR5sr3tr2GYUhjFauX17N9YyMHHd+PFLPYm8VUHmHavcPZsLahXd8u+6mOS64dTI5LLDePljNuch9aNzTyxefjdhEzKeYgQxqq2Li2ge+/GU9xsO369RlbyX9eGa2uQprQ1netTbz19hiGN4vVTNHXLJRFIiK/alsTMIGdWxrpM7ZSFaEDVHHbZu/sWTX0qRErrm6/exjb1ot6Xn1tNLr8gOqFmsCtdw2jd7swk9hn5sIrhUi958ERpKib4yWbgkw4si+/rKyH1iaghVdfG02yKUhZJMzjT4/UwknQDFuauPOfw0i3BvEMKOeLz8aJnYDV10gklIq9fvb1vf1nIsNM+zF6X4Q4g5WTVW/KshUrcfYbii6vlF4GC/HFNo464zyWrVjJjh07WfPLL2TYfCSbXMSX2Dj27AsAsemcsbw/2U6F3qV2Lrz2BgCef/V1kozOGG/Hntkl9o9wMnby4axas4ZTplxKnMGK3hfZ7bl5njBpFi/lo8azecsWANb+9hvK0DHo8kpJKLWjyytl5MRD2LR5MwDjDj5SEws5e2Bf2zEh9Oq7p1JMbuKLbZgrB3LyhZfy358Wc8YlV9LLYOnE7hBZjgBlkb7aMu/jz52CLreEXgYLukIToyYdwsZNmwAYO/nwPQrZSbq5Zi6RC2CuiFAcDJNiVkizBikfWcG4yX0YOL6SwoAIZeSpIZXuxkI0ZJNhC5JiVggMKWfMpGqGN1dhjITpXSZChsbyMMZIuN05ySYFvS/EgPGVjJvch+oxlWQ5giQZxcSUalGwVUcoH1mBqVwkgRf622zvLAxa4A9hqohQEtr1+85sj47D3mWizsrRFYw5oJoB4ysxKCHV/o7H/wnXSa2vJBTGVBGmwNc+xBrtc4MSxlIZ0fon3xMi0x4ksUzBWB5mUH0VNQdWUz2mkkK/yHESL34NaSEuvTeEqVzku3RsZ45LeOaM5WHKYq5fvhqmSzGLazS4vopxk/swrKkKR98IaRalQ1guJEShO0j/2koGjK/CUhXRbEkyKpRFwgxrqqJmcjXBoeWkWhQtlJhmFXkt4eEVFAdFW4vUcWxQdg31ZMeMcyGgg1pdKWYFa1WEYU1VlI+soCggRFCmI0iqRUEZUs7YA9QxXB7W+izDLvoqMqICd//yXUKOfxWkZ2Y/Js8TJtPux9F3CMtWis3jPvtqLudccS0XX3cTH83+nJ/X/spx51zItlaxw+0Nd06jYnQdTUceD8Cvv60jMrKWZJOLAn85GXY/1upBrFy9BoCag44gscyx196ZaO5Mob9C3YVUPBi6P0eIi/hiG0ecfg4Ab834gE8//5KNmzZx0d9u5LhzpnDLtHs0oXP9ndNIMjqFUPi9felWl2x6I2Ta/fQyWMj3RjCW9yNbzYPZ5XhvhMQyB2dffg0AO3fu5J5Hn2DKtTfy4BNi7xuAC66+jvgSm9Z/f8ov5P/PiHoXsp3iwZzlCGqhk1SLQpJR0XIL8r0x5+zRGA1pk06SUUxkmfa2EFWmPUimPaiN3+iEmO0UIihad3TyjHp9Mu1igsm0B3exPTbMFdu2zOj3sd/tpk/yveLc2H7IcrTZ/2eOt9i6shyiPdGk3JyYY/I84vsMW1Drn+i1yPeKvktW+zbVrJDlbN+eNm+TOD/TEWxXfpffx1y/qKhKNinadU+3CdEgrmP0OrQJqBSz6N8MW9t4yPeKtkTLSbOKz6Oetzy38ACmWdquvTYWnF2PhV3HSlAbV8kmIZay1Hblubsfw3nuENkuYUO6VQimP3ts7A9IMbMfI25M8X6h4RMm8/WChcT+mTNvAX3HNZFU6uTF6W+wc+dOAJ566WXmf/sdW7ZsZdxBR5JQLJZg5ziDmpi44qbbAbF/S5rZ2+4llHtiV65LvPE626GQ4wy2+7w79N5y4gxWrr71DgAuvOYGioPVzPpiTru2LVuxkrMvv4Z0q6/b8vekzlii722K2h5tR1dlplm8nHnpVe024gP45of/cvQZ55Ficv9uWyQxfd7FNchTwwp57l2/25uxGi0n3xMibzfHto2VruvOc7d93t342ZP/7872/4t++D+7TtHE4C7s7O4ejf0ufzft2d29vif15Lnb6smPvV5d2B89vrPjOtob2w+djYW8LuzsaqxoZbl2tWGXMexuX36ndvwFn0W6XGcIyf5LjjNInjtMitFNnjvMwLqJjDvoCELDakg1e0g1ech1hchyKISG1+AdOBJTeX+sVYMwBKpItwihEnsT5ajZ7sZIf8zlA9p/vxd27XKT7u68mGNLgtWYygdQ6Ksgzewh3eKjcnQdtQcfSf/aCRT5K+ld4ui2fE3kOINk2gNk2vx7TJY9QKY90K6MrtqXWOrAoFQxoK6FsZOPoGpMPXnusPaW8j1uv0QikUj+EKRnpgeQ4wyqr6UPkmJyk1TmJNUsREx+jEclzeIl3eIlw+Ynw+ojS33bc0chowkAm58Mm7/9hP4HtyNaR5Y9QIbNT7ZD0dqQavKQVOYkxeQmy6Fob6Huzq7odyWhPhgj/SgL7x35nkiX5Uc/z/dEyLIH2vre5FHzAHZvn0QikUj+eKSY6SFo7ku32Go/1iMQ+11n4aJOvSi7OebPaMvu2rYndmU7FAp8FXw5dz7bd+xgw8aNbNy0eTdsYtPmzWzavJnRkw5Vl6h3HmaLrT//d9gnkUgkkj8eKWYkPZo/WsxIJBKJZP9Hl+sKIpH0TP6vw0z7uj0SiUQi+T1Iz4ykx5LjjP699wnAUf6sfCGJRCKR/HFIz4ykRyNESJD/5SZoK0MikUgkPREpZiQSiUQikfRodLkuBYlEIpFIJJKeii7XGUQikUgkEomkpyLDTBKJRCKRSHo00jMjkUgkEomkRyPFjEQikUgkkh6NLtepIJFIJBKJRNJTkTkzEolEIpFIejTSMyORSCQSiaRHo8t1KEgkEolEIpH0VHQ5TrElvEQikUgkEklPRIaZJBKJRCKR9Gh0Oc4AEolEIpFIJD0VXbZTQSKRSCQSiaSnostxKkgkEolEIpH0VGTOjEQikUgkkh6N9MxIJBKJRCLp0cicGYlEIpFIJD0aXY5DQSKRSCQSiaSnIsNMEolEIpFIejTSMyORSCQSiaRHI8WMRCKRSCSSHo0UMxKJRCKRSHo0UsxIJBKJRCLp0ehyHAEkEolEIpFIeiq6HLuCRCKRSCQSSU9FemYkEolEIpH0aKSYkUgkEolE0qPR5Tj8SCQSiUQikfRUpGdGsk/JtvvJdSroPWHy3SHts31tl0QikUh6DlLMSPYZUdGSZnajyy1Bpzdqn0lBI5FIJJI9RYoZyT4j16mQZnYTGjqGG//+D8657GryXEEpZCQSiUSyV0gxI/lddBQceytAsu1+8t0hdPoyzrj4CgA+mv0ZGRbP/2yPFEMSiUTy10KKmR5Id5N1d2GaPREgeyIEYuvItHrJsvn2+NxY8l1B4grN3HHPAwBce9ud6PRG9J7QXtkU/T5qR747uFft+b/qc4lEIpHsG6SY6UFEJ818V5Bcp0Km1UeGxUum1at9Hntctt3fpYCJ/p3rVMhxCCGwN/kq2XY/ea4gxYFK9O7Q75rQs+1+smw+3v3gIwCOOfM8EgxW8lwKGRYPmVYvuU6FXKeyR4KmwBshzeQirtBMls1Hvjukte9/ERxav6siKdPqJcMiRFyeei2koJFIJJJ9hy7H7keyn+NoLz7iiyyklDnQe0IU+csp8pWTYfEQX2TRLmx0lVCOI0C6xaOFbzoKnFSjkzSzmzxXsH2+Sjf25LmC9C62UXvQEWzZupWzLrkSnd4oViPtRZsyLF7KQtWs+fkXAPqMqUeXXUSeU8EQqKDIV05SqZ1Uk6u9YOhQVr4rSK9CEyecO4UPPp1Fy1HHk+cK0qvARJqprW3tBv9e9HvdpOq4AAAOlUlEQVS07rhCE+kWD4W+cgz+CvJcQeKLLGRYPN3aJ5FIJJI/FumZ6QHEekxSTS4OPvE0Xn7jbVauXsOOHTvYsHEjMz+ZxbFnnk+aya1NwKkmF1fdfDtfL/iGE865kN7FVm1Sz3cFSTBYOPPiK5gzbwF33/8wea498zDkqee2HH0CAJffeCu6vFL07tAetynXqZBc5mBQfQsAi5cuwxjuy/VT72LJsuVs376dFatW8fhzLxIYNJIUo7NLD4iwx8qkY04i+uf7RT8y5ZrrcfUdQnyRhcQSm2h3jI3Ze9DvuU6FdFUInn7x5Xzw6WzWb9hAa2sr3/7wX26ddg+mSF/STG7poZFIJJJ9hPTM7OfEemQSS2xcN/UubcJ+/+NPefTp53jzvZnaZ1fceBuJJTYKPGESDFYOPO4UAH5auoziQCWZVi96T5i4QjOT1e+2bN3KwLoJmmDoyoYo+e4QvYutTDjyeAAuue4mdPll6D3hdsdld9OmfHeIXgUmjj/nQgDenvkhH8/+HIA33n2f51+ZztpffwNg4XffY4r0JcPqJberch0i/BMaOoYb75zGz7+sBWBbaysPPP4Uw5oOIM3sJq7QTKbVS7472HVZqo25ToUMi5fiQCVvvPc+AK2trbw5YyYvTX+TdevXA/DhrM8o9EXa5w5JJBKJ5E9DipkeQJ5TobfBwoQjjtNEy/iDjiCx2EpyqZ24AiNHnHIWAOs3bMBeOZB0s5s8p0JyiZ3X3n4XgJPOvYjeBisppQ76j2uktbWV7du3M6S+hV56I3lOhexo7oxK9N/ZNh9ZVi9ZVi+5dj9xBSaaDz9WiJm/3Ygux0CeU9GOybb52p3fkXxXkF76Mqb+8z6tTS++9jplwSpSyhzEF5qpHDGOZctXAHD+Fdeiyy8TeUEdysqOqSelzEGvAiOlShUnnjuFz+Z8rZU/85NZHHX6OZQEKogrMJJucmtt68zGXEeApBI7/37meQBee/tdbJUDSDU6SSy24u0/jPnffAfARdfegE7fuX0SiUQi+WPR5dh8SPZvch0BUsocDK6bwJ33PMBpF15KosFKnlOEizItHvTuoOaNGFQ3geQSO3p3iIQiC3UHHwnAnLnzSSl1YCnvx+KlywCYcORxxBUY0buCbZN6bP12Mdnn2oUAyXcFKfSESS61M+noE0WY6fpbiCswUuSLaMfkOgKdlxcjHDLMbqa//R4An37+JRlmNyllDvKcCnpV7Nz/7ycBePCJp+htsJAX9Rx1KDNaV64jQL6aQBxXYCTD4qHmwMN4+sWXNVGzfOVKrpt6F87qwWSY3eR2KC/b5iPPqbTru+UrVmKt6K/ZUOAOocsu4oKrrmPHjh1cedNtJJfYyXUEOm+zRCKRSP4wpGemB5Bt85HvVEgutaNLykaXmkdSsY2UMgfpZjeJxVZcfQazefMWtrW2Ehg0klSjk1xHQBNCb84QoagjTj2LV996B4Djz76AXnoj+bFCpgN5ToVEg5WGQ45ixarVLF66jCXLlvPTkqWsVhN3f/1tHT8uWcqSZctZtHgJ6zdsUJOCu/ZUZFo8FPsrWLJsOQAHHX8qcQUmCtQkYiFmjNx81z8AeOzZF0gpdbSJhW76KvrvaN1JJTaSS+34Bgzngqv+xvIVK1VP1RSt/bu02xEgsdjKY8++AMCNd05Dpy/T7ItS6Alj8JV3Wr9EIpFI/hx0URe9ZP8jx656RVRBkmP303T4sdxw5908859Xee+Dj/n08y+Z/eUc5i74BoBFPy2h0BMWy7XtqhgptjJu8uHs3LmTrVu3AXDZ9bcQV2AiX/V0xIaFYhHn2xh34GEs/PZ7vp6/kLkLFjJn3nx+XLwEgBWrVvPl3HnMXfANc+bOZ/HSZZx83kX0KlCFUocycx0BUkod9BlTD8DqNT9jDPUh0+LRBqbwjJiZ9sDDANzzyGP0LmrzzOyu36Jl5DkV0oxOEoosFPkiHHHKmSz49nsATrvwUk1wdTw/w+yhLFjFilWrtbBeb4O1rX61v7KsXjItHhGei/ahzbfPx45EIpH8lZCemf2YWCETHjqGj2Z91hYqWbGSTz//khkffcwrb7zNtz/8F4CXpr9BmtElQid24WFIN7ko9lfw05KlAHzy2RekquIodmLulJgJur3QaMvhufS6m9DllqDv6OHorFybj3yXQlyBiSNOFXk+099+j3Sze5dj000uXpr+BgBX3zJVrJjqKidFrSvX4dc8TQlFZhKLbVSOrOX2f9yrJexu3bqVh598huCQ0aSZXLt4e/IcAZJL7AyuEyut1m/YgK1yAOnRkFRMf+Q6AtpnnbZXIpFIJH840jOzH5NjF7/8Czxh5sydD8Db739I5chasm0+0k0u0kwudDkGpj3wCAB/u+1OdPml7fJW0oxOnn/lNQA2btrEzp07GdF8IEklNpH0250dUS+D6nmICqz4QjPNqpi55G83ocspJt8lEoizosfGnh9DviuILr+M627/OwB33fcg8YXmtnwYu9hZuMgb0bw/h550OvGFwpPUqedDFRIZZje99EaybT4aDzuGl6a/qQnAH378iUv+diPe/sNIKDJrobiO5UW9QtGcoO8X/UhBjLdL88rYfJo3qbv2SiQSieSPRYqZ/Zg8p0J8kVlbXr3ml1+wVw1s93bpHLvYxC7qmTn8lLPoVWDSdgNOMFj4+30PAjD1X/dz0vkXA/D8K9NJLLZpy5O7peNkr+4z007M5JWSr+4E3NV5UXLsYr+c51+ZDsB1U+/SVipl28WS6KQSO0MaJgKwYcNGPP2GkmpyaUufO9aTY/eTbnZjDPfhjIsvZ97CbzQR8/o773HAsScLEaU3ChHTYefjjv0eV2jmoBNOBeDr+QvJd4fItHq1Y7JsPgo8YYoDlaSZ3d22VyKRSCR/LFLM7Mfku4Lo8kq58OrrAZj58adkWDwUesIUuEPo3UF0mYWcogqULVu20K+mkTSTC707RFyBiUv+dqPq0fmAdJObAneIRaq3Y0TzgSQWW9styd4Top6LiUeJTfOuuPFWdLnFYkXUbs6Nel0KPWG+++8iLR+ml95IoTesrZbS5RZz67R7hPB6dTpJMSuFOrMnsdhG7eTD2bR5MwDr1q/nznsfoO/YBpJL7cQXmsiyets8VnZ/l22O5hmNnXQoIHKCirwRVcCEKPCE0WUbuOjaG9i2rZXjzjpfW+W0r8eMRCKR/BXRZdt9SPZP8lRPwknnXQTAshUrsVcPQpdZiC6/jF4FRo487WyWrVjBjh07WfPLL6SZXCSW2OhVYOKYM88DxKZzpcFqMq1e4ovMXHDVdQA898p0ehdbY7wze2ZXrlOhd7GVMZMOYdXqNZx8/sXo9Eb1dQjdn5vjCJBS5iQyvIbNm7cA8Otvv+EfNAJdVhFxhWZ0WYWMaD5QEyY1Bx5GgsEqdti1ddVPZZw65VL++9NiTj7/YkzhvvQqMGk7/7YTGp2U0R4/GRYPJUoVy1euAuC4sy9Al1mALr8MXW4JIyZMZuOmTQCMnnQIiSU2bQfgfT1uJBKJ5K+GLsvuR7J/kuMIkG52Y6scyDJ1OfFnc77m7Muu5qJrb+CjWZ/x89q1HHvm+WxrbQXg+ql3ERkxjobDjlGFwjpCw8aQWGIj3x0izezGXN6PlavFKp2xBxxKgsFCrlMhy+bbI7uy7X5tt1u9O0Susy1c0+25Nr/2zqTD1eTfN2fM5JPPv2Djpk1MueZ6jj3rfG6++59s3rJFC0H1LrZqQqErezKsXkqDVeQ6FXT5ZeJ9U05FE2p70+/ZdhHqSjBYOOvSKwHYuXMn/3rkMS68+noeeOwpLYR1/pXX0qvApPafaOO+HjcSiUTyV0MXm9gp2b/Isolk28QSG0MbJ/HV/AXE/vly7nz6jKknwWDlhddeZ+fOnQA8+cJ/mP/Nt2zZspWaAw8jrlDk0Ii3PCv0KjRx+Q23APD4cy+SUuZsy0XZQ7uigibT6m33/27Ptfs1b9NVN98OwAVXXYfBX86nX3zZrm1Ll6/grEuvItXo6rb8LJXo6wzE27KDnefWdIEof9f2Zdv9pBidnHHxFSxfubKdfd98/wNHnnY2SaV22nl8JBKJRPKnI8NM+zlZNi85Dr8aLvEzoLaJsQccijJkFMlldpJKbWTbfWRYPQSHjMLdbyhloWrM5X0p9IZJNTrIcfjJsnl3KbM0WIUxXL3L93tmV/f/312bDP5yjKFq9O4gKWV2Uo1OykfUUHPgYfStaaDAEyK+yNTunF3Kiak73eIm3eImw+Im3ezaY6Ll7tqetvoSDGYKfRH6j2tkzKRDqBg5jhyHn/giMzkOf5f2SSQSieTPQZdt8yLZnxETZa5TCI6kEhu9DRaSy+xk233kOtpyNFLKHKQaHaSZXaSZnGRY3G1CRaVt8vaSbnaR1m5C/2PbkhVTf4bFTZrZRabVo7UhudROgsFCUomNDIuHXGcgxi5fl32TbfdRHCinNFhJibJ3iBCZKKMze7PtPnKdATIsbtH3xRaSS+1kWr0d7JNIJBLJvkKGmXoI0Qk91+5vW9Vji4ZZxHfRPVq6Orer/0fL+bPbkhP9f8yLKWPb1pWtsWRaPOS7gnz59Ty279jBho0b2bhp027ZtGkzmzZvZlTLZBKjSdDd2NpZ3//Z/SaRSCSSztFlW31IJD0SWydiZsMeiJmNqpjZtJlREyaTaLCSa/fv+/ZIJBKJ5HchPTOSHk3Uc1LsL6d0L0NM7cJM+0FbJBKJRPL7kGJG0mOJihCR/7N3ib9aArDV264siUQikfQ8ZJhJ0qPJsnrFv/+Hm0ArQyKRSCQ9EumZkUgkEolE0qORS7MlEolEIpH0aKRnRiKRSCQSSY9GemYkEolEIpH0aHTZNg8SiUQikUgkPRUZZpJIJBKJRNKjkWEmiUQikUgkPRoZZpJIJBKJRNKjkZ4ZiUQikUgkPRpdttWLRCKRSCQSSU9FemYkEolEIpH0aKRnRiKRSCQSSY/m/wEr1c0g5TZ9awAAAABJRU5ErkJggg==" /> <br />
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U4qnIKtFfPiEmaHta+aHXmLKCZNb8EKC1uagwvPDnHyu72c/G4PWT9EcVPMzblBih4YkBiXWBoNrYult6lCTq5hdlj5mNFuanMKSaWYNIpJlxOOhfnT/fdVMS4sOYmbHJXlUUAKN0ihmHTukCn/fZsMCkkVcqL0gOJVkrgt5jvd5CjXSZZlc0d8t2T49NfLdZL15Jyh11dBnldJkvt0XXzebTK5SpI8h9c5wm2xjwUkU0Qqt6X3VbJGc0piuU4yt8mkmDRukMJ1krlBsiyPYtLI08br6aQEGuPI/CaStPs7OPX9XnJ+iaWQVPndN0S9vqun1+WdSSGplY65iDRySuMoIIU7ZMrzeEPvvyX9K39sXv8agvJjLeAIt8nQy2nJ5JOJTTHqWqUS/TGl/dQW3CjHmgqgIknsb0YFGd/WW5uSjHNKYrlDJsuOT8KwiwrXHnbyuqgeaotrDzssvExZfXo6t8iUHaWk78WyzUilgGRZ/sL/z5RzQfL1GMmrJJazG7p5lsLYt8mgmDTZDt0hkwKSdRtLbYKs5/o6d40jFZy5vk+Q1+eLGN4dUgcLr1+3o7aiHbXyUZf7zJoa4Q6YexrTd5Mvd7SZshO//DqGaxyRc2H0dU6wR8I4LuslyuaVCfkht0X9yn52iHNPDnD2yQEuPDtEbmkc1+Q1Js1JsqyP+vor/fuA0yzLmIiVj6koR8G2jtwVznecFW1rmmiXdfqt0/V0ikkXbXy6XstQrIcbpHCp5LDAuET2pFpnFTXDHXAKtqa6pEchNjgGWXGgYBVfc5Ii0vTWVYZC/jdIke3BXwW4VAZe8rUJio1shliMrjIMkVcW//8GLvoDLf9jSWmFCpsReslyOppHH/C86cmSmsKovkxgyLZg3h5UC4dAS8WCqh5qi52/BZ9MaELPVZ58MOptbPXAi3OwNa497NF4GtN/kx+3tRlcfH2IQlLJf5XAF9lzGbw1iO7z2tB26ge0n9YCnyUd+WxPHw7eXE0RqVzjCJdLYrmuPcLxx5GsPjmV9Vkzde3MTFadmMqZn6K49OIwIyPDaD+tOZ1nfcTnSaO4WpZI/usEzjyOYlxUXwFcBQv9cxGdeu/13my/sIDlxyaxv2Al558fZEHyZyxNm8jnCaPov8mPAVv8WZj2GZuz53CgcJWcWJsjAo3cF3HszFvEnPgRTD04iBUZk4guWs3u60t5b2g97PzNZeMsAZedeYtExyTs7q6SRCGpHCpaw9jdveg+91PaTm5G6wlNaDe1BcErujIlehCJX26mmDTyy3ROP68sjoFbAnAJs8MxyFrheCy9Tek440Oyf4lmzanprMuawfozMxXzuO70DNZlzSDrxyiuapPILYujmHTi7mxkzO5eeC5oS9upzek4syUhK91YkDyWw8XrGLAlgJCVbozd10cIQ4kOtJh0zv54gGUZE+m1zotuc1vTfloL2k1rjvv8Txm0JZBNZ2eR9zKemxwlt0wwhte1R0h+sJVVJ6ew/sxMoa9y/6Zz+VUMF55HMzV6EJ7z29F2ajO6zmnFpIMDyH4ezVVtEjdI4eTj3YzZ3Ysusz7i06nN8FncgSVp47jyOpFr2iTZWEnr9BbpHH+0i3lHRhO62p0usz+m/bTmtJ/WAq+F7RixM4ydOQu5XnpEEfaU1kr284NkPd7P7tyljI7sid/STnSa9RHtpjanw4yW+C/txPh9fYkuWkMRqfIc55XFc1WbxO4rSwXdlsZ8ZiarT04jIm8xxaSR9nA7Y3b3EtdKMzrN+ohBWwKIu7NRdianftgrbo52KYrOSX2U+nyLdNK+2cGKY5OZFj2YWbHD2HZpHolfbuazqD5CmFd0rhLwbT+thWDkRaeVUxZHEelceH6I1Sen0neDL25zP6HD9Ba0m9qM7vM+of9mf9acmsaln2NkwJZTGsdN7VEO3FxFi8/exTHISmFPXMME4LImazq3yJB3+TdI4VpJEjtyFjJsewieC9rSYUZL2k1tTtfZHxO+1oN5R8Zw4vEeikmXd9ZXtYmc+XG/oD+nZ4j6PkO0G1NI/3YnN8tSWHFsMgHLu9B+Wgs6TG/JwC8CSLm3lRukcLUskdxXcXx+ZBQe8z+l7ZRmuM39hAn7+5H1NErYSJTFVnB+ErC9ok0g51Ucg7YG8fbAmjjojVm2owEWtJ7QmF5rvOkwoyX2gRaK77iE2WHhZUzg8i4UkiazbbfI4PTTfSxOG0fPtZ50mvURbac0o9PMDwld6cachBFkfhfBLTJktvO6NplDxWtZfXIqKzIns+DIWBaljGN+0hjWZk2nQJvCuWcHmH54MN4L29N2ajM6zGhJ+FoPduUvplDKtdHGk1eSwIWn0cw/MobqobY4BlnJNs7KR433wnZsy57HyuOT2ZW/hKiClaw6MVWxttdnzWDNqelszp7DqR/3svHcLNaKslqXNUNeD6tOTOFw8VqulCVSWHaUDadn0XBwbRwDlTpUPcQGhyBLDhWuYf/1law8PllpS+TnTSXmzno5B+evBFz0MYF+5CbraRQZ9yVGNZJssSJ2efDyq8Dl1wBLedBSPunp5KPdio5URjG+6SYvQJGW+5LjxBauxzHYSkC2obY4iaBE7WHEwuSxPCabE4938+7gOtgFWAiMi7zgTPBb2okb2hRucpSDBav5eML7WHibovYwwtLbFBtfDdY+aiy9zVB7GGHnb07Qyq6ce3qAq9pEikhjc/ZsjLtWwcrXDEtvUyy9TbHyMcXErRr7bqzAZ1F7qnQUclesfcyo2lHFnMSRfHH+c5yCbbHyMVOwH9Lftv7mWPmqqdpRhcf8tmT9uA/7QEs0nkbY+KpxCrbGKdgahwBLVO1VhK1255Y2g0uvD1NEGlHXV9BizLtY+Zqh8TBG7WmExsuYWr0cGbmrBx+New8bX3WlwKWYdGHXpE0i+6doQla5YeVjill3AzSexhh1q4qZuyE2vmo5Nu4QaMmoXeFcK0siX48duccpPj8yCnMvE1x72AuOp4cd5p7GuH3+CYfvrMPM3Uieu/JN42nMwYLVws5Ze4Tx+/thF2AuyMjLFEsfMyy9zTDpboC5pzE1wx2w8jHDoLOK94bVI/dVnMgYHWXt6enU7+eCiZuBGHOuimEXIR5t4SXI3cLLhI/Gv0finU3c4CgXXx3mDpnMShhO1U4qbPw0QmK0qCfOoTbE3FpH6wlNMOpaRZC/txlWPmYYdatKm8lNyX+ZSNzdDdTv54JpdwOsfMyw8jbDwkvQE++F7cl7EUd+me4isxukMCdxBK497DB1q4bawwhjt6oYda2CldRfT2Heusz+mBPf7ZbBS25pnBDqeR1Hnw0+2Pqbo3Y3RONhjFHXKpi6VcPKxwwLTxPUnsbY+mnotd6bnF/iuFKWKDrlo7Sb2hyDziqsxTHb+Gmo0lGFz5IOHLyxGpcwO8zcDeUxW/oI68Q+0JL1Z2eS+yqO1K936HJt5MvY9HbGZUIuy6hd4SJAMEHjaYTG01gGt0N3BssbFAlI6AOXvFJB14pIY+vF+bw7pA4m3UUZdzfAoLMKC1mfhGc3HdmAAzdWcZNUcc7iKSCF/FcJfDi2ETZ+GlzC7JSMS9Z0biOssRukkPL1VtpNbY7aXci9MetuiEEXFRoPY6x8zNB4GqP2MKZ2LyeWZUykkFQul8Rwk1QO3VyLuZcxFl6msv5Z+5ph0EXFhrOzGLQlEMMuKiy8dPpk1t2Qmj0dib+7ibyX8bSf3gITt2qizTHD0ssUk+4GvD+sHqn3tlOgTa4k1Co5QwEwfMVxDt5crQBrTsHWsixmxQ4TWIfSI3Sc8SGWegCyRrg95p7G9FrvJTDXrwQwuDD1M+r3c0HjKeTMWPmYYe2rxtpHLa+zmuEOTD08mBukcLkklttk0HeTr2Ar/TSi/VVj3K0aTUY0IPmrLTQZ0UA3Xm9hDUk5OVMODeIGR7nJUXZdW0rdPtWx8jETQYvSttoFWMg2os3kpngvak/VTiqsfXVr28rHDDN3Q+r0dmL39WU4BlujFnVSkJduPfTd6MsdMrn4+jDFpHPiyR7q9a2OQ6CVbF+rh9hgH2BB3JcbaD+9OdU6q7D2NZPfZ+Flgo2vmiodVQzcGsAdjnH5N3Kp3pQPrixyk1sisqoPpAMBu7j0MkYHcMQcPFV56k/h2CsBHvqg5eKLQ3I11syHEWR+o8zw/yuivPLjyi2L41pZEsceRFKzl6Nit+ASZofG05g5CSO4WXqUItJwm/sJFl4mcpxRAi6+SzvyNSfZe2U5TsHWckjDtYc91UNtsfU3xy7AAgcxxl491BYTt2q0mdyUC8+jua3NZMuledgHWlCjh70cI3YMsuKdgbUYvacnNn4a6vR2xjnEhprhDlj7qGkzqSkz4odi7mlCzZ6OFXY6Uh9r93bGxldD8IpunPkpSniOHkhzCramRg97LL1N6bvJl0JtKte1ycTd3kj1UBssvUzlmHWNHva4htkLxq1bNQVTpQgV5QqMy+WSWG68TsF/WSeqdVbxwci36bvBh/WnZrLuxEw+nfwBdgEW1AgXnu0cYoNhFxVzEkdwSwy/XS6JpagsjS3Z8yrsmC28TOg2tzXxX27EOcRWnjv9PIZa4Q649LDj4I3V3NOeYtWJKZi4VRPBjzDfLqJheHtgTewDLeT5dgqyps2kplx+GUORNo2I3EWYe5lQPdQW3yUdWJo5ntibGxi7tzdOITa4hNmK8+SAmbshH4x+m0vPD5NbIuQ/LEgZi7WvmprhDriItLOdvzkfjXuPnus9UbsbUbe3s65fYXbU6umAcdeqzD86Bo/5n6LxMKZOb2ddLoE4TqOuVZkZP0wwfq8OUaxNZ2nGBAy7VKFOH2dCVrmxNms6MVfX0XeTL/aBlrrcpB72GHWtSre5rbn+OlkOuxRp0xiyPZhqnVQ0GlKXHqvcWXVsKpvPzqHr7FbYBVoKOtHDHtdQOww6qxi+M5RbpHOpJIYCUvCY1xYbP42Q/xBqS41wByy9TQlf78knk5ti4WUqj0dy8DXDHbAVZRBfvJET3+0h/X4EJ77fLSb+610BUBpHkTaNwdsDMexSRd54SONyDLLCxM0AC1FukuMpD1xySmK5qT3K4cK12AWYYx9oieeCtsxPHUNs8XqmHh4kr+ka4rMtPI1pMKAGWU/3iac8hPyQgrIUun/+CZbepvJvJOAiMC7p5JXGk/0smqYjG2DW3YB2U5szMbo/0YVrWZ05lUZD6gh5I+K77AMssPQ2Zc+VZdzUHqVAm0xs0Xpce9jhEqrTeecQG2r1cmJYRCi2/ubUDHdQ5PbU7uWEcbdq9FrvxcTo/hh1qSrPv07nHDF1M8B7YTsKS1NlBq1Sv1Aax7WyI6R9s4OaPR1kZkIfuMyOHUHOLwIoDFjWGY2nsWxHHYOsMXEzYEPWTAq1Qkh7yqFBmLgZyDoqydHW31xmvmuEO+AYZI1xt6qMjAjjpvaooAdbg7DyMZNtbY1we6x8zHCf1wafJe0xczekbp/q8hpzFUPrTsHWWPupOXBzFfe1p9iYPQtLbzNq9nSU7am+ba0eakvtXk7Y+ZvTbW5rQle7Ye2rlt8r+AA7HAOtaDS0LlE3V/BW/xqindDZnJrhDlh4mTBkWzC3tYLNy9cmcOl1DB+MegtbP3N5bVQPscEh0JLYu+vxnN8Wax+14DPk99lTp7cz1r5qRu7uwW1tpiKX6k37X30/rI8RJN268OKwWIIhUj5ldOmVEryoyg/m18CLZCDytLpjklJVTamMvD6tUz4T+K80YYpxlcZznRTS7+2kRk9hEegvOI2HEfOSRvOQLFK+2io4tQBL+Ts1wh2EWOfOHhSXpNNk1FtYeZtRM9xBVnI7f3NmxA0ltng9rSY0xtpXjUuYkB9j7FaNkRFhQs7IuRmyM3UOsZEVtEH/Grw3tC5d57Si8bD62AVY4BJqi52/OS3GNGTM3l4Yda2m2OnoP8PGT4OVr5pqHVV4LviU0z/uwyHIEodAS8VirCECtT4bfSgijQJtCj6LOqDxMMHkgCQAACAASURBVJbjrM4hNjgFWeEQZMnHExvz1oAa2AdYlAMutgLjkruQm1ohL+DI/S04BwufN+jninOwDT6LOnCHY0QXrlE8w7WHPTa+atpM+oBrpUmyAy0mnQ1nZ2HlbaYDZXqMy4GiVZi6GSjG5BhkJeyOPYww7W7A/msruccpvBa2w8LLVDZWrmHCcz7b05vbrzPZm7+MdwfVxribAYZdVLw/rB6XX8ZwiwxCVrmh8TCmfj9X6vapTr1+LsTcXM83nMF9XhtFHo4EBrdemi/nJc2KG4ZBZxWuYXYyw2cfYEHDwbVpNKSujm0I0AeENjgEWtFiTENq93LCrLsh1nq5Ak7B1nJosMusVtzQppBTGsv1siO0n9YCS29TGvR3pVYvR5qMaMDp7/ZRTBotxjbEWp8tC7XFIciKhK82UUAKV7QJZD3dR4N+NQRd7OeKS6gtHaa15OyTA8QUrsdVdCgSSLYPtKTRkDpceCFc91GgTaHdlOaYdTfAVZzv6qG2OARa0mz0O9Tq5SiwTu6GFcIMrj0Eh7MkdQJnnxwg/WEEl1/rjJiUmHxTe5TDt9ZhK4YspeR5KbeiwYAafDzhfZyCbRTrpDxwufQqhjscY/D2QAFA9qlO/X4u1OrpSGTuYh5zgZBV3TAXna6TuInQeBixIlPIc5OSSK+XHqHL7I9loK0PXNZmTaeINApJY92J6Wg8janV05G3BtTEOdiOqYcG8yM5zEsZjcbDWI+ZEN7Vb7MvxaRTQLLIuJjKYEHS+1o9HWk++h1s/TSoPYyx9lXLuiLZlkZD6vDe0LrCCSsvE3kTI61lxyAr6vatzonHu7muV5ep/KZUqjuScn8rNcJ1MpaeY+OnIXh5N5amTmDkzh4y4NDJ2Y7hEWFcLUmkkKMcvLkaGz+NrFMSy/BW/xpE5C5k/ZmZ1Ah3wCHQUgRatlh6mxKRv4gi0gla1hUTt6q46K+xQEuajGhA/X4uMguin7eob8/H7+vL96JNNu5WVbCVIbYK3RRsuz7j8gFeC9tj3LWqYm27hAk+oOHg2uy5vgzHICvFeyXbq/YwZvDWIO6QyaXXMVwliQsvDtF4eH3s/C3kNeocbI1DoCUxd9fRelITzLobygDQOcQGa181lj6mqNqq6P+F31+ScamMRNAvCHju2UH5QEDGA4EUuaCHL36VcakAWMRLj3JL48h6GkWmHiKS6m9Id99Uhsrf9ASVnyxpAnLL4iggWQAuvRxwDNRbcCE22AdY0mzUO7jPa0PDQbXlheIaZkeNcAecQmzQeBqTcGsjOy8uQONpJIcxXMLssPQxo+P0ljzgNM/IZW/+Mix9THEJtZMd1juDapH3PJ5DxWtpNf59XMJsFQvfKdgaWz9zhuwIxiXUTmZtTNwM6DzrI77InkuHqR/ScFBt7AMtqa4HIuwDLGg+uiHe89vTZnIzxuztyYVfomk/vQX2EmWuR+maexkTtqo7t7RpHPt2F3X7OCsMokuYHebeJoyP6kuxNp2MhxE0G/UOtv7m8u5BYFzM2JkrJOdeLUskunCt4DBCRUPmq8EuwIKcX2JJ+vILuS/6MfHGI+qT/SKaqwghh2LS2XRulgIYuIoGq9PMD8kriafvZl/RyIjGu5cjbnM+YeCWAEbv7kn6dxHc0mbg9vknskOR5trO34JWExqz+Oh4Tn2zlz3XlhG22oOAJV0YuCWQy69iuaUVgIvaw0je5ajaqxi7tzdPuIjXwnZyorcUitB4GLM4Yzy3tOkUaFP4InsuH4x8W0E5O4fY4CQanU+nNGNG7FDeG1pXDktKfbT1N6dOH2cmHxyIx/xPZdAhfW7jq+bj8e8JuRpaoaZI+6kt5F2/c4gNqvYqVpyYwgNO8+FnjQQgLck31BYrXzUR+Yso1KaSr03gzNP91O/ngn2ABS5hggMw7W7A3vzlpHy1Td4JS+NwCLKidm8nMr+P5BpJXCtLYlREOPX7uuIYbFUBWNr6mxOwrDOTDg6gTm9nGVBLrImFtymTDwwi+6do8R4r/YqoiVwuieUux5i4v78sF31A+PbAmqTc20pRWRpzE0dh5Wsmj1dO7p7WXAYud8lk8PYgTLsbiCyFLaoOKnqv9+Yncghf6yGwBT3scRYBo8bTmCkxg4TdrXhS5XppMl1nt8LKx0zHuMg5LtMoEpPl152agZmHITV6CLt0UzcDmo54i+84x9LMCWg8jHAV9clF/L3P4g7c0KZwTXuEo/e20XH6R4IcgpXAz9bfnLcH1mTa4SF0nvkRNn4avfm3xTHYGjt/CwZuDWDQ1gDFOpT1M9SWhK82cUMrHBevzF/kaYUE66P3t1Ej3B5Hcf71dVPtbkSVDiqqdVJhr6fXn075gGXHJ3KXY1wpS6RYm0afjT7CuOWQsD1m7oZMOzyYn8jhX1xmeESY/B2J1fFd3JGcn+OYGNWfdwbWEvpRbjw2fho6Tm/JzNhhNBleX87Pk/RB7WHEgM3+POA0e64vpcvM1jQeXh/7QAsFGLMPtOT9YfXwmt+OtlOaM3BrAJOjB/H+0PrCBricPXt7UC0O3VqLz8L21O7pKK8ZSc81nkYM3hIoH/K4ShIXXh6iyQihj5LNk0Bc4leb2ZQ9h/r9XRRr5qPP3qPXOi8GbQ1i66XPZbn91fxx+fxXRdgIIXdWKpUhESRn/rWf3NJ4VPoIurK/hYcLzMT559HiVfJi8acHkWQ+VBaa+yueIvotpJcnnmgoz7joFNQGSy8TDLtUwdxT2LVYeZvJu3grHzMmHujPQ84wPDIMtYcxLqLhdAmzw8ZPw8fj32dqzGAmRg9g8PYgeaFJVLZTiDUHbqwSTnuUptBtTiuFc64eKjjnNVnT6bfZF42HEda+at4aUIM9V5eLJzqOEbCsC+aeJjLal04VLTgyhvucppg0vuakeGQznZ7rPBV0rRT2ClraldwX8Wy/uEAJKKTdWpgdqd9sp0CbQhFpdJ3dCgsxlOQshkqsfNRsz11I/utE0h/u5OS3e/BZ2AHjbtWwD7DAzt+cwTuCOf/4IG6ft8HKR895htkJwGV4fS78coi8snguvRbYjo1ndcBFmmNLb1PaTW3GwYI1eC5sJzhY0Wm9N6weF346xH1OiQWuhNMTY/f0wrhbVWr1clI4UmtfNWoPQ+yDLGg1sTGTogdw/vuD3OMkl14fppA0IvIWYxtggYW3qfyO5C+3sOb4VByCrHAK1mOfetij8TBkccZ4bmszyH4VLeSPvIij2eh3FI5EYkwi8hbxM/mM2h2OWt94iyCo7xc+PCOX6ILV2AWYywbSJcwOaz8NH37WiNySODGJOI1lmRPReBhj7aPGzt+cTyY14eSjvUyLGYyNr0b4vRQ/F8N8EXmLuVl2lAuvoinSpjJsZyhGXauKNL0FAcu6cPTedgKWdBYZRJ2uOgZaCsDlUSTXypK4+OowdznG7itLsfY1Uxh/O38L3htej5yfY3lENmGru2PuYawA/+aeJkyLHsxNyQCXs005pbEUa9MIXd1dYEL058vTmPC1nvKJmQM3VykZJolxmdqCAq0UKkrhUPFaqofZYu5pjH2ABQ0G1uBQ4Vq2n1+AS5itAqi5iLvlKTGDuKVN58LLQ0KeSznGRWIWzD1NWH16mhwqOv/jQVqOfRcTt2oiy2bNkvTxpN7dIe62zRVAztxTAC43tUe5WCKEIL/iOD3WesggR3L2Gg9jxuztxc9cYUfOAiy9zWQ2ykVkQj4c14jbZHD1dRLvDaurCEs4hwiHEOK/3MhNUsgri6vgbK6QSK427jcZFymUMnR7CKEr3KjX10Vm1ySGzGN+W84+3U9BaTKtxr+Pja9GZlsk1iZgeRemHh7E1EOD8F7UHocAIbQusS/NRr7N0a+2ceaH/Ry6sYY6vZwUGy8JiB258wXPyGVq9CDUHoZyiLqGeNhi4BcB3CKDSy9jeEgWI3f1QO1uqGNoRds6IiKMe5yiiFTucZJbpJP+zU5qicBE0jOHQCvq9XUh85tIvuEsY3b1Uq7tHvaoPY0YJDIul0t+i3GxwSnEmg1Zs5h2eLAcmnMJFZjulZmTeUQ2RaQKBwO0yjvo3rTvrdQPlzuFKK1x+QqhBxEc+0Y4/HP8+91Scq7OCEj/Solvl1/FcPanA5z4frcIWHSnh45/u5tLercMVwZa/moTpT9ZwgmReK6WJpH29Q5q9hRyXPQXnGOQFY2H16fttGa0ntSENpM/oO3UZnSf14ZhO0I5WLhaOHqnzaDXBi/UHkaK44AC6DBD9akKVTsVqg4q1O5GcgE1tYcRqvYqVp2aQpE2jatlSfgv7SQAEHmXZouFlwnrzk7nVlkGUQUriMxfzJkfoyjkqJCkpz2K35KOWHia4FLO0c2KG8Z97WkirixiZuwwckrjuF2WwbRDgzFzF3aVMnDxNCFoWVcuPY9lefokIZasF0awDxBCVyd+2MNVjlCgTabjjJZYepvhGmYrLy4bPw2rj0/j1KN9pH69g+Pf7OLsD/tZlj6Jvpt8CVvTnX6bfanT2wmTbjpqVQYu/uY0Hl6PC78c4jaZXNEmcrPsKBvPzcLKx0wBNiS2yLBrFap0UOkAlgj42k5tJtxSXprAhZeHuFqWxOkf9tFszDsYdFbJbJE+mHQOFkCMSbdq1OjpwJ5rSykilYslghPO+C6Ccfv7ELLKjf5f+NFlTisMu1YR8n1Cde+Xwo0L08dxj1Pc4KiwIy+N55NJTRVhBGmHvO/Gcr4qOcG4qD7KMIEoz5G7evBVyXH2F6zCMcRafld10XB9NK4Rl14dFuvFCMnncXc3MmJXGCGr3BiwNYDWk5pg0KWSo+yhujDf15ykgGTySuO5wzEi8hYxcGsAIavdGLAlgIaDamPUtYoiZ6S6GGqq1cuJow+2yUdqC8pSOHx7LXZiSFBm5nzUtJ7YhLPP9nPh2WF6rHaXwzCSLmg8jfk8cRS3StO5XCLc6Kt/JYV0xN5rYTssyoXp1B5GjNgZSlFZKgXaZCLyFmHtowNaLqG28nH6a6VHhPofpTHcJpPTT/Yx+dAAQla50W+zH54L2mLsVlV2IrK+igBh8uGBfM0JwVmUxnH1dSJdpU2IuJZdwmyx8DJl1empFJWmcfHVIW5ylKuliSxIHUv4Ok96b/Cix1p3rP01Mnsn5+T0sBcYl0XtKSKVItIFNrI0jcHbgzBzV7IzGg8jpscO4euSk+zIXSgAVVFXXMX10X56C66VJHH+2UGaj26o+I703ri7GygoSxbqBv1K7uO10iSS722RHamSTTBmxbFJfMUJcl/GMX5vX/notJOoDwadVQSv7Ma1F0m8N6wetgp2yEbOC1S1U6Fqr8KwaxW5wJ3G0xgTNwMcAi2Jvr6ac//aT8a3O8XQvoUgbzE8Wb+vC2n3tnO7JIPZ8SMUmzcJ7A7YHEBRaSrZLw9xS5vBsJ0haNyNFHqp9jRm8LYgvtIeJ/bueiZE9SO3NI7TT/fRoH8N7APEMJbI3Nfr50ragx3cLTvOjJihInBxULx30BbhvZdex5BflsD5X6JpMqIBtn46VkhmV/3UqNqoFJ85BlrhGGLN9pwFFJNG9svov8U9bpUm64rXw1z45RDHvtklHwLKfBiB6uxPB8h+fpALvxwi+2ehnfvpAFlP93Hy0R4ZpEhFn/TvIZJow78TaNHvV742gZyyOL7iBKe+24tLDztljotITy44MoanXKKINK5zRK9Wh1C34tLrGO5oMxmwxR+NHnBxCbPDxldD2ynNWH5sEguOjmFh6ljmpYxm2bGJLDs2keXHJ7EwdSxJ977gBinc4xS+SzrKwEVSanNPYzZfmMM3nJFrGFwlSb4grlCbit/Sjph76RydtBhmxg7jUVk2n0X1pnZvJ65qk/ie80yM6i8DF5mW9zQmeEU3ikhn7ckZQs6AnlNzCLSkXl8Xku9t5fzzaC7+fJhPJzdT7CoFh2TGpqzZXH4eS/r9nRz7dhczYobhNvcTGg2pi0uYLUZdqlCvrwuTDg6gthgikAyUrb857w8TQkXbsxdw5N4WHnGezefmVKgVIcXlx+7pzcjIHrLhlR2fhxFuc1tz9UUidzlOnjaeO2Ry5UUiEw/044NRb2Ppa4ba3VCOq0u/rdXTEQsvE5qOeouLPx2mmDRiioXE1o/Hvy8kwfmoMeiiot8mP3wWd5D7J+Q02GPW3ZDlJyZx6vu9fHFurlzrQZfvpGMrrP00xN3dwA9cYOyeXmg8jJUMmrsRY/b14kcuc+D6ShyClTt/Abi8R5FYj+MGR9mdv5TQNd1pPqahPB5Td0NG7wqn7RRRduVYnz3Xl3Hk9hZ25wuAbfXJafgu7kDj4fVxDbPH1M0Ap2BrJkcP4J1BtYSQlh7YrxnuSMzNdXxxfi578pdSTBoHbq5SGFmBkVTTcmwjsh5HcfHHQ4SscFPIV9rZLkkbz3ec43K5Gib5JMrAxW9JR0XivPTbYTtCKSw7yrWyI+zIWYiVHusjHadvP70F9zjJFRK5yVGSv97CoG2BtJ7YhLp9qmPrp6FaRxUhq9wIXe2mDFeKcpkRN5RzTw6yKWs2V0nkS07QaeaHQqhIf016GLHx/Cy+4QxXtQIlPvFgPzrO+JC3B9TAMciKqh2FnIlRu3oodtsSY+O7pCO5L+LYcHoWWf+K4geyGbQtUAAu+rt4d0NmJ47gR3LYkbMAax+NzLiUH/vlX2KEkg96MpLWV/r3O4X6TiXKwnCS/c8ti+MrTnLs+0iBkdJjXCTgsjRjIvc4xdecYsWxyQrAINhcK2r3dOTwzXW0GNNQOI0VqtwMha7sztzEUUyNHsyUg4OYFj2Y2XEjmBU7nFmxw5kTP5LM7yO4TQYXfz5Mg36uchhF0s06fZw588N+vuc8M2OH6cJ+emB3yLZgvuMsl0tiuK3NZFhEKBp3wwqAevC2IB6WZbHq5BQsfUy59PIwp5/uExilwHKMSz8XTj/eyyOymXposMj0OMjvNfMwZPj2UFnPCznKVZJoNLSOHCrSDxl3mdWKpenjeWtADcUY7fwtcOlhJyQYc1rYfEj++b+stP1n+ePKDwIJ9ZFO/6C7N00l0TCZD4TQj3R7sARWpOQYKcZ06vFegWXRJlLZ7Zp/ddCimKCyePJex7PnynJ6rffGLsBcXkT6VGqbSU3ZdHY2kVcWk/taoLGEyoyxcoXGO2QyO2GEnOMihTHMPU3wmPcp33OOItL4iuMUkkrvjT4ELutC4PIu9N7ozaUXMZz5MYoVxybrclX06GxrHzOCV3Zlb95ysn+OVhSOyi2JpYg0/Jd1FhgXvR2nmYcRMw4P5RXXmRIziGaj3ia/NIEvLsylxZiGil2NFIt9d3AdlqVPZPPZOYpdlxQusguwYOv5eeS/SCTly200HFhLcUS8eqgtNv7mBCzpzJbz8zjzdD/BK7ph3K0qlt6m2AVYCO8ZUofTj/Zx9l8HqK6X1+MSZoetvzlNRjTg/M8HqdPHidlJw0m+uYWOMz5UABPXMDssvUzpML0FN0tSWJY2AedQZY6Qaw97zL2M6TqnFWuypnH2p/2sPT2d4TtDGX+gL+vOzCTuxkY+29ebFmMaVqjn4xJqi42/hvjbG4m+sQb7QAtMuxtg7asW81I0TNrfnydcovdGb9TuyjwnE7dqbMqezZzkkdTr70LW4yjmJo2iVi9dnFuSta2fOf02+3L22wNMPNgftbuRzKBJuUGfTGpKzPV1RBeuwVGP6ZDyS+r0dmJe8ijO/BDFmpPTsPAWys7b+GpwCrLGLtCClZmTeUw2nWZ9JDt7qQ8WXibE3t1Ar41edJr1IdNiBmPUtQrmXkIRRsdAS2r1diK2aCOFpNJggKucs+AcIiR91gx3IPH2ZpoOf4tea72IvrGGgCWd5eRZSZeE/joz5eAgku58QfhqD8w9jeUxS4yI5/y27MldyqVXMTrDphX0/3JpLLe1GQzYLGwcauitPwsvUzwXtOUOmXzLWRYkj1U4KilXoUH/GixKHcfZJ/uJu72RGj0dMHUzwMpHkLGVrxlDdwTzAxcZvaenEiCE2WHa3YAFR8ay5tR0XMPtOf7DLuYeGSUmoVop8h2sfTV0m9uavVeXcebH/bSe2BjDLsLxd8cgK6x91XSe+RF3ywSWSxnOFdidoJVdSX24HRs/DbvylxBxcTEfjFaCDgkId5r5IUmFXxB5ZYkiTCblADXo78qak1M5868omo9pqAvRSDrpb86IyDDib21UVAfX2VHBsey5sozwtR5C+FIP+Eg1TwZtDWR37lLWn51F2ynNlPk2oUJIyinYmn1XVuA5r22lAFYIGaZy6vs9XHmZyL4rK+g2uw1+SzrRbXYbphwaxC3SOfLVF4yL6qNYX/pAbFxUX0492MvnR0ahdjeSQ0X64f0tFz7n1NO9fMlxhkeEoHE3pka5/vTf7Mdz8th4fja1ezsLDvbJXupLgElvg2UfaMHK9Clk3I7gk8lNFcyx9N5WExqzOXsO2c+jyXwYyeg9veQ1rt/sAy2ILV5Pxpc7aTWxMTZ6GyDXMDts/cyp17c6s+KHc/j2Oq6W/bUvZPxV8FIOY1x4cZiTj/YIwEW6lVECLZniDZr6lx5lPY3i4svDioSavyNoqdD3XxJ4b1g9jLtVUyiZfrMLsMDYrRrvDqlDzjPlhW5XSBQvxUoh+d5WwUAF6xaKEFO1YeelhRRqU7lZcpSphwZj0FmFlbcZVTupaDGmIV+WHmdz9hwMu1ZRGDp952nuaUzt3o6ceRKFfPMyifKJm/C1ngqavXqoLdY+ajpMa8mhgrW0HPsuXWZ9TNazKOwCLGQjVmFRBFig8TRmR+4CPh73nmxgnIKt5VBCuynNWXdyBiEr3BTPqR5qKx/1M+5WlTaTPiD+1kZsxVwMKRRj7avm4wnvU/wyjWUZE7Hx18i7fsmBNx5en9zXcbw3tC6L0j6j9eQmmLhVU1DnLmG2aDyM8Zj/KZFXF2PUtYpu3vUMlUuYLbZ+GlQdVezJWUaftT6o2qowcTOgdi8nYm+s5wmXyPw6gprhulwnae6t/dXEFKwjdFV3TNyqybkxLmF2WHibsOXM51z5MYGWn70r5AjIO2R7jLtWZevleSxIHcsnk5uyKGMcVTqqKsy7wHrZoWqvYkJ0P+YkjcSkWzVZntK8mnU3osXYhhwsWqU4BaLfVB1UzEwYRtfZrdB4GAnXMojjsQ+yILFwEye/2UODATXkU3KSATX3NCbx3mZGiDV6Gg2pKx9XdwmzExJeB9Ui98c4InMW4xikTKwWyr7bk3ZvBx+Pe5+RO3vQfW4bDLuqFLKTW6gNVTqqmB03gqHbQ4TTR+L35JCflwkuPew489N+5Ftxy6S7XYRqtUszJsigRL8ek1OwNdNihrApazaNhtRRgKfyc7bh1CxG7AjDsKsu/0kAviYsTZtA0bNU2k1rrnAUNXrYY9ytGktShctXW4xpyPITkzHorMI5xLqCjCUw22z0OyxM+0yoqSIdExfZiV5rvbj3yykGbQtShL9cewiMTfDKbpx4tIt6fV1YcXIydgEW2PipKzho1zA7jLtVo+OsluwtWI6Vj1ml693Kx4wDhatoPaGxMhQr9tegs4ruc9sIdZn07uWRE6RfxtJoaB1M3KpVOrfOwcLJGmtftVhnRFNhnUr6k3BrE7NihmHWXccGS4xLs1HvEFe0gdOP9pHxYCedpn9INTHcq2qnYuSuHnyvPU+vDV5U7aRSMLP6QErVVsWQncGsODkZU7dqilB19RDhtJDGy4R911bwkCzGRfWW2U99G9V05FscvLYazwXteHdwHa5oEzn340Fh86kH5p1DhER0h0BLHEOEU0W1ezkp5kB4rzlmnoZkfB3B1KhBqNqrFH2Tvu8UZMX+wpW0+OxdOT2hfF6Rc4iQiO+7tKNwjcJf9GTRb5ILFdgX4TPVqcd7OfH9bk58J7bvd3Py0V5OP9nH2Z8OcPHFIfESxfKnjOIroKS/A2gp39+8F/G0mtAYhyBLRf0U3b+21BQTrZqPaUjuz5XcnyDuOG6Rzth9vTHqWlW480jctdiLdS68Fraj86yPxPtShLs7zL2M2XB2Jt9whs0X52AfYKG766OHrqaCtItsNLQuZ56K1V/FePPl0hjuaI8xfm9fzDwMFfVcBIbEHPtACww6q/hsTx+yf4ymdm+d49Xld+jeZR9kyZE7XzDl4EAMu1ahll4dA4mZsfETjFCd3s66Z+n118ZPQ7c5rTlUsAaHIEv5JJUcjw2youmot6gZbi+HTPQp3Vo9Hem9wRvHICu2XvycTjM+xNbPXFF3pWa4PZbeZnjM/5SoghXY+YsOVhyTNI/VQ22p3dMJa181+/JWMHxbKJbeptTpU11IQA61wWP+p7Sf1gInvaO9NcIdsPUzp3YfJy4/icVnQQcsvU3lHZrAMAiJd41H1JeLACrCZr5qPBZ8SvMxDfFb0omVJ6YItSGkOi6SroUK9RzMPY2ZHjeEOUkjUbsbUaun8D2p5outvzntpzXnQNFqXMJsKj6jpyPW3mbMPjKCzrM+wlo81aLf33cG1eLdwbWFo+UiAJQNsr85gcu78P7werjPa8P7w+vLtLfuGZY0Hl5PLs6lLzvhOTb0WO2BU7A1C5LHELC0M1Y+armOi4uiv0INi+UZkxizuxcaTyOh7o6eTjmH2PD2wFqcfbafq9okYf3q3dNzTZvEmSdR1O/vip2fuVxHQzL01r5qzL1McAgSEoclECCt0ZrhDlj6mLL5zByGbAlC7Wkk535JJ9Rq93am6ai3BKZNBAX6Mu4y62PaTP6ATrM+YtP5OXKtHlk2Ybr7e+z8zWk3rTlzk0di6W2m0CcpAb7ZmHdwCLTEzt9CL2/FFtsAC5qOaEDAss7U6+vCjryF1O6pW886uyHUy7H21eC1sB17C5aL60dn26Tn1urpyMHiNXwyqQm2/hpdXRBxbmz81Pgv7kSRNo2csjg5XCeFHy6/jOGjzvRetgAAIABJREFU8e/jGGSlqD+ksKdiLZaaPR10tlbcyNTq6YBZdwPaTG7KpZ9jyHoSRZtJTTHrbijbQ0k33xlYC+8F7Wk28m1sAyyo09sZuwALGvRz5cT3u/lKe4LB24Kw8lFTUwTs+jKo2dMRjacxY/b0ZMWJyQKw11uLQp/tqR5my/6ClTzQnmZp2gS5LER50GcXaI5x1yoELOssXCFQmkzX2a2x8DKVv69vO6uLOhOyyo3qITobLL3XOdSGzHuRzDo0XCj0WX4MobZUD7bhQNFqOs5oiY2vRphzvf5LMrXx1RC2xl24M07Pj79pH/zv+OZfAy/5WvE4tLT4FbVapB9THqxUvPBI/6VveuD/7uTI8dlfEmg8vD6mbgL1b+VjVqFZ+6ox625Aw0G1yXuuvNVSkUxUmsD1siMM2hYoVrI0kUM+QlE6M7kCo5WPGWYehoze3ZMCbTJFWrFybreqFfphKfZB7W5E7V5OZImMS65eCfobHCXh7iYcgizlHZNLmC5Jz8rbjBrh9mR+E8nJx7uxD7TE3NNEeL5Y3VG/mbkbEnVlBddeJNFqQmOMuwq1DPR3+EZdqtB9Xhv6bPKhWicVtmKVSqlSpVHXqnw4thE5z2L5YPTbco0VafE6h9hgLO5sR0SGibVLLBSfV+mg4t0hdTj7dD9NhwvVLq191br3+Gmo1klFpxkfsufaMozE+Ss/Jum7VTup2H15KQM2+FO1kwp7fwtsfNVoPIww7lYNc08TeWdk62eOxtMYGz81y45N5CFZzE4YLie16lPudgEWqNqr6LPRh4/GvYdJN93O0yXUFmsfM1RtVKw/PZNlqRNRddDNl34fbf00qNqpmHiwP9PjhqJqp5xXa181Rl2r0HLsu0TdXImlj2klzzBH1V7FgpQxTNo/AFV7FdVDbBXAwtpHjWFnFcN2hvDWwJqoPYwVxlXjYYRhFxV7rizDe2F7qnVWlQOetqjdDbH1N2f07nDs/M111ZNF4GLUpQqOIVac/nYvXWa1wqCzrpJphTF3ULEo5TOGbgtB1V45ZqlyrGuYPWd+EnS/vFHLKRVYx7VZ0+XfOQVZi/oqgHdLbzMmRfenwYAacqhPvw9VOqpYf3wmOy4soFoXleJUiBBWsUTVTkgg7TC9BUZdqpQLK5ujaqVi/tExfJE9lyodhPFWZk9M3Krx3rB6xN/aiFOIYBv03+UcLOyWW01sQvg6D4G9KVdfRdVaReCyLiQVf4G5p7FsX+Qm6rxBZxWdZn7IrqtLMO5aFWsftVxxWaiSK1Ra3V+4kg9GvyPbIEtv3dwYdFbRfc4nMuOin2d0BeGuoveG1pPtaGU2RdcvneylitZqDyOajniL+NtC/aDrHOHkd3toO6UZpmLNIkkeDoGWsp47BloJVadDrNmWM58bWiH/r+9GX6p1/BV9E9mZITuCWZoxXrHG9Pto4WXC/usruE0GJx/vpkF/VzTiOpFLP4QKYRkbfw17ry3nhnjfWWTeYnkedGyJoI/VOqnwXdSRxanjqNZJuGlarljsbYbG04iMryKYsk9gXGz9zSuMwcLLhKgbK/l4/PsYdalo8/Rto++SjhRrdYzL38FPl8cV+pGefG2CDrj8GrrJK6s8FPR3BCxSU4COlwkEr+xG64lN6DC9Je2nCve3SK3dtOZ0mN6S1hOb4L+sM3m/lDu2VUkmdBGpbLs0H88FbeUz9jZ+GuwDLHEKsaFu3+p0mfUxm87PoZBUckqEAlr7CpbTakJjOkxvUWkf2kxqiseCtpz7SbgmQP/9UoLi5rNzeH9YPbkUtZWPGfaBlnw8/n32XVvObTI49kMkXWZ/TNspzYTnlxtz++ktaDO5KYeL13GLDM4+28+gLYE0HFwb51AbHEOsqdu3OoHLu3Dx+WEWpIyh+diGdJzxIe2mNhfur5neklYTGhO21p2bHCXm1jqZ2bL2VYv5IdZ8PP59tl2aT5E2jdG7w6nT2wm7AAts/c1xCLai+diG7BMNQuCKLrKc9N/z4bhGDN4WROyd9bSa8L58x4tiDsXvthz3LrFFG5hycCCNhtWl5WeNmJUwnCHbgmk+tiH1+7viGm5HnT7OfDDqbcJWuxN9c41wyWJpHFdeJzI8IlRgYvzNsfJRY+tvTr1+LgzaFsjV10kcLFzDx+P+P/bOOz6KquvjWCBAeqWF4iNW7Cj6vHYeGxAIHUJR2oNdERURsaFiBVSUppDe+yakV0ogpCcQWuCxkNB7J8l+3z/uzOzMZjcEhDT2j/PZZMvMvfecOfd3T72bTqMdlIrJPSZ24mXvMVTUprF4/Vz6vdOnzjif/LAv/ec+RN+3b+f7zFn8uPZD+r51B/3nauf7yHt3M+EXD3R/LhHvzzG+Rj8efOcOfsqaw5azCYxe9DxdJR+6o6c1LlLtoPdDp7CjNoVlufO457XeuI2yx3m4sM7dPLkbc6KmU0EayVUreeaTh0UNjKE2OA61xm2UPfe/dRsLMmZRQRqfxL5G7ynuuI6UeDfKnrte/Re/rv+Y3aQzZdkwHn73rnrnvDz3c+bFv0nft7VzfmrOgzw++35emPcoG06FUaaPV1wU6mevSCrVv6pwPk/PeZCeEzvRebQDXb2cue+NW/khYxZ5ZyJ5Yd6jPP7B/TwtPVtyv6V+M/uwPPdz/kcGM0Mm0evFzriMsMVR4vFNL3VhwmIPCs5Gs/qv5Tz+wQN0HuOE8zBbXIbb4j7elRd/Hcy26kS8S+YLHn/0kMln+dFZ9zLk66fZcmE1v+Z8wp3Te+E60g5HT2sRlDrOhec//z8S/l5BwbloRv7wHN3Gu+A8XJQS6DzGiWc+eYQ1hwJJrfTm8dn3K72nNDI/9yEentmH6StHEbVbPINPzXlIGov43hMfPsDTHz2E7q+leP00UNJBD/Hkhwb+9JvZh9e8x7Jdn0RhbYxm7Uv0ojv0qIXP8X/v36M8nxqdoiGDzL4w71EmLh7Md2nvs+l0pNQUMEZpvFl8LpbP49/ksQ/up8cE8cw5D7OR4kecuGN6L8b+OID4P5axgxTyq0V167kxr9DvnTsVOdLI28f9eOCt2/k84U1W5H+hkTf1GJ/48AHi/ljGFv1qtpJASPki+s3sg+tIexw8RVkMUW/qFpbmfGponCvp4lWF8/m/9+9Brn0kBwaPWvAchaejWJn/FQ/VGWNfHpt9H9n7AliYPpsH3r6d/h/3085hTl+emP0Auj+XMPHXwTzy7t111lzN+xlBLyqZbi1tvzYHYNpo3tBffFLmwEtLIgW9SWmVcrfRi1OC8hvNdYzKFsv1M7aTzJqDAYSX/8TKoq/wLvmaiG0/kbXfX+k8rLZ0lRJ30TGUk4BxOqgCXmqF4s4/HUnoloUszf2MpZs+I2Lbz5RU66QHS8ToXHzOCZQi4nc2Sx1yNx4PI27XMmJ3LiH7YAA7pSyrUuKkDtimx1tUK7owl1bHEbXjF34r+ILfCr4gtmIJpdWiT1NxreiMu+ZgIEFlC/Ap+Yao7YspOid6AxXVxNQ75i0kUKqP09zXeD7y32XEUVwdS3F1LEUXYpROv4Xno8nc60fKX6vIqPIl/0yUUv9D3SJ+Bylk7vPDt+Qblud/TkDp96w5FCS6O9fqlLnG7PwVn+JvCCz7nox9fuwgRZGZrSSZHKdYQ5FNUEa82XXdQgIl6MysueiZVYroKL6DZFL2rMK7aD7L8z8neMtCNh4PUxrTbSeFgrPRRGz7GZ/irwnZvIC1h4MU+SwngS361cTtWsbKwi9ZUfAFkdt+puiskHOl6eSxUEK2LMSn5BvCt/7EplMRSoNE87xLUOZQRjybiVetg4k5mzgwqMFLYY0IVC8ngfRKH2J2/ErC/1ZQdC5GmW/dNZf/F2tWUquTZDEA/9LvWJ73OX4l35K134+dpFJKnLAK6Fej27UU35JvCCj9ntRKH7aTLPSM3sDj+p7lotpYdpBC3skIQssXsSL/c7yL5pP45+/Kd0qJY7vEQ//S7/Ar+Ya43WJD3SJljJharzrPRz36pZxEStApnbnrymSipnKuxmotvddwPZqkfFeuJr2LdEqJ03Sll5tm7iadMn0cKX+vIrDsB1YWfYlf6bfoKpaw4Vio0jVazngqro2tV47k52MzqymTnkVz3xPBx3JX+yRKLsQSse0nluV9xtLcTwnZspCCM1HslLqcK8HK0h5QVhNPwh8rCC1fROS2xWQdCFAyQkv0OuXexmtXohdd4uubgzl+GdNmFd/U+1VLIVOGk4tWzm2JwbeXshDGcTsXo/rWRnMCqY4WJddZzXaS2UmKVOJblMAXnWSj61yzuOZyxxCrmMxL9ULRVZDGTlLFA1erU5SCSF+8yH3keg1SFkGhVMlRKBvxMBRWx1AsKReNq1F1DXm8hTUxyqa+U2rxvo0kZbORx75ZWi95rWQlUC+fVPe56PpJ8yrViw1K7kAtr1u5tJGWk6BU7DVuc19YE8MWEpR28nKX78KaaKl2ivj+NpKkeSSzhdWa65hcLxM8vth3zH0m124oksZbrhrvdpJFKn21Yd1L9HHKeHeQosxHPVb58woTMlVYE610/5bnXKqP08hcvbypiZVkrX4e1qePlGevJloFlgR4KNXr6szH3JrJ8r6Z1ewgWeJxCltIUHgrX2OrsmbJlKs+v+h8VffTPrOpEvBKVE7vsnwKHiazg2S2kqjl80Xk6WLyctHPVc+YOboUPaqmQjO6UNY9BVILhXISFV26XSquVkY8BVKH7Tpjucj6X3TcNfKaGOSqpDaW7RLY2qnIuU4av9YSL89pqzTubSSxhdWi87UiAxfRvRd5Fi66vkZ8a+n7t8bicq1TQ8FIQxhurESLa2OVLrtFNTGaRmWmhOhyx6C8r9dRLCkyofBilJNLaQOAaX2bQrFeAJ6iWu3D0NDriI00RgEDpsYlK2Nznzf0PpfyPfUayul36jgvs3xVbSzGPJXnavx5iV6nBMj9U7oUXtYZr3p+8ngvOp/6eVOs135efKnjbCCPzT1vyvvGc5bn0pCxUM+aXWRNTG0QDZqPXvvM1pEXU+O5zHv9U3mqV/ddplxfTJeqM5jUa1Rk9Jyqr9Xg+19kzMa6VfBcpVtrTOuoi8lIg3jRwLH9kzVuqXRNApdLZfrFBNrca2OMw+QDdgXvWee6eokaeM1LHVdjrFVjrG9Tz+VKr3tz5Z2p61/uWBqbx5eiK5pani42h6aU4caUsYbKRVM+E40hc01N1yRwuZp0KQKp/n5j3fdS79mQ69Z3zUsdV3N94K7UPBprLld63VsS75paVhs650vRFc1pfZvbM3e11+By5KK5PROtjSzAxUIWspCFLGQhC7UYsgAXC1nIQhaykIUs1GLIAlwsZCELWchCFrJQiyELcLGQhSxkIQtZyEIthizAxUIWaqZUX5Cf+vOWQK1pLhaykIWalizAxUKtiq5UpkZTbqiXmwHTXNbtUtfycu/d1LJmIQtZqGnIAlws1GqoNZze1WNX/pY2anXhv6sxzyt1PVPAQj3mYqmIYYleW7irqcZrIQtZqGWRBbhYqFWQ8WYuNsU4pSJpQU00BdXRSvn0AqksvLKRypU4a1XN+2hai4tMopx5nNJzxrhy6pW2uMjzl+9zqSSXPtc04qs1rLPcX0W0BDAq1a6Prfe+6us2tcxZyEIWahqyABcLtXgy6WqQehwV14oeO7tJV3o37SKN3aSzTeoHs41EpUeP3ANGXLPxXRLGYEQ0qEym4Gw0Cbt/I6PKV+nRYlwW/krdt7g2VurTI3rwyH22GkKieV281GpC2w+mDNEPKWOvLwm7f6PgTLRo/FlrAJByTyXj+yp9YYirU1rfQhay0LVFFuBioVZBxhtvYY3YFMv1CUTs/JnPdG8wbfkIxi/2YOqy4XwS8xqx/1vCNpKI+WMJwVsXErx1IfF7llOmlzZHtJ2/r1RsTENiOmTrxHaSCCj5jnvfuJWuXs64j3dl7KIB5J2JorTWML5L6R1lbryyxWOzPo41xwIJ2rqA0O0/Erp9kfR6MVpE1O5flM7SZcQrvblK9ToKz0UzYbEH7uNd6erlzD2v98a7cD7bSRINNvXxpOxbRdDWBYQp9xUUsm0RoTt+ZNPZCI0lpyl4YwosXqmxXO51GvJ8NPS6F1sjC1moqckCXPjngYlNPf5rmUxt+IU10VSQSvDmBfT/+GFcR9pjPcgK60HtsB1khc0gK2wGtaPTKAdGL3ye26b1wMGzI+1fuIEB8x4VVoDqGIoxz+P6+G8sT6XE1envVOd/1fcN3V/jKDodS9+3b8d6YDu6jXWmyxgnbny2DR9FvcIu0pUOz3U2QBq++cj3LEV0c95FGj+kz8Lq+etxHWGH01BrnIfZmCUnFbmNcqD3ZHdeWjKEDcdD2axfTf6FKHaRxher36Ltc23oMsaJrmOdsRnUjrtfvZm8U5EU1sawi3SmrxhF22fb4DbSXnVfW5yGWuM60g7d/5ayjSSKamI0a21qHc3NVXnVm+dFQ69pCrxczm/V7q/LmZPyuak5mZnnP5mThRqP/sm+1Fr5d00CF1Mbyz9h8LUiLM2V1FYRGbR8kzQTp+E22A/uQJcxTriPc8Xdy4Ue493oMd6N7uNc6eblgv2QDnQa7Uj3ca7YD+nAkK+fYrs+icKaWKVTtJrHhTUxFFZHK51h1f+bC5xVOk7LreyNWtMX1caKVvc1MRRURyuflerjyDkSws2TuuIywg73ca70nNAJq+ev57+/jWS3Pp2C6ihpDXSGa9XUHZ98zcLqaOV/Y5kt0esoqI6hQp/KouwPcRzaEfdxLgrQUFO3sc5iTce50k31fpcxTnQa5cCNz7TB85un2VqdSN6FSHbr03nLdwLtnr+enhM64T7OBbcR9vSY4Eb2oQBK9Doq9Gm87j0OWw8ruo9309y3y2jBw7g/lrFVn6isjzz2olotX5S510Qrrihj3qhBojFv5O+Lbuaq9aw2fT3jv+sfT2zdMehj64AXGYTLsqHmp/EY1LrIeE5yh3oNuK82mlON6TWyUOORuQP0lbpea+LrNQdcTDHwSlhczL1a6OrzU9l0a6LZSSq/532J3ZD2dB7tiPs4V7qOdabzaEe6jnXGaZgNdoPb4zrSDrvB7cXmOMaZbl4u2A3pwJCvn2CHZHFRt5UvqI6mVK9TYmR2kc5uFVVIrhE18JCpnES2kaQi8X85CRTWRFNOonKdXaRTRpyy0fxJFnOjX8FxqA0uw+1wHGpNn1duImXPKraTrAS3ypvcVhKNxpbBbtLZwmrKSVDeV8fyqOW4oDqaCsni0nFAW9zHuSoAQv3aebSjYmXpPNqRLmOcFOrm5aKs+eo9K9iiF3Ermfv9uOe1W3D0tFbm8kHYNP5HBnnnI9ktWVw6DLiR7uNdlevJ1+rm5ULcH8vYRhLFNTGU1OqUDX0bSVSQxm4pfklN20iSAIhhrYr1sWwm3ogvBt7IIHg7ySaul0hhTXSd9SvR6wQo1MeynWQllkpNu0hjK4kKsCnWx7KVRMpJVACuDD7LSVRkbZfRNXaQLPFcBUgkHqrnoaYy4hUZ2W0kwztIUdx6V2rjtNCl6TH1qzkd908sLq1pb7pmgEt9QEV+WNWnYBHjIH1P9Vqs11FSG0uJ0anZlGC0JkFprqSO8SitjSP/ZBT3vXELTkNt6OblotpMBWh54K3b+XX9J4Rv/Ym50a/QXdqYe07ohMNQazy/eUq4imoMclBUE0sFaeSdjcS7YD5zol7m5VWjmLRsKFN/G857YZNZsu4T1h8NpoI0g+KQ+J5ctZLYXUuI+2Mpcf9bStwfS4ndtYSkqt/ZQQqJe35jRsBEXlrqyaexr7HxVBhbSWTtsSBidv1KcuXvfJH0Fi/+MpiXV47Gp+Rrkv5cSc6pUMr0AuSU6uPYSQrxfyxnXvybvLxqNJOWefK6rxffJM0kfZ8vkRWLmRvzCh/HvEL4jp8o19cFL4U1MezQp/Dbpnn0mtSFTqMcNKBEDSIemnEn/d7pQ1cvZ9xG2mu+I4PEwC0/sF2fjO6PpST/tRLfsm95eeVoJv4ymHmJb5Hw1wpS93pTWBPDTn0qH0W+LMCQ6p5dxjjReZQBuIiNX1gRBChMRrdrKV8nzeRN//FMXTGcycuG8rqfF/MTZxC7ewnbJaAob85l+njWHw8mZvevgicSX+L+t5TY3UvIPxvJDlII3/YjH4RPY8qKYUxZPowPwqcRu3sJO0mtoy+KamLYSSqlNTpCtizi87g3edVnDJOXDWXy8mG8HTiRH1JnkfD3CgVoldbGsfrvFST8tUKJWdrManaSSnLVKhakzeLtoIlMXTGCycuG8orPGD7TvUFo+SK26FezjSQKVXFEeWcj0RnNJ+5/S4nZtYS1x4KoII2kPb/zqe51pv0+gklLPXk7cCJ+xd+ylURDfJdKNzb1M96aqSEHaEXOasXeU6zXKXtSKTrlgGVqHyupvTiQaYnU6oGLKTNuHYHQ6yjRy0BFSp89H03+uUg2nYkg93Q4uacjyDsbScH5KCWuoBRz1zJvibHQVeAvcRReiKKCNBZmfYCtR3sFtMibqLC4OKHbvZS/yKYUHZWsZVbYVK57ug1OQ625rn8b/vNxP8prEsi/EKXwdBtJ/JAxiztfvgmrF66nzVNtaPNkG9o9d50UL2OF3ZAO3DLFnY9jXqX4fCy5ZyLYdCaC0uo4nvqoL47DrOkuWX+6j3fDbkh7vH4awOq/l9N9nCsdBrTFzqM97Z6/jsc/vJ8d51P4Nu1dbDza0X2cC70nu3P7tJ7cPq0nvSZ2xnGYNb8VzGMHKRTX6Cg8Hc2UpUPpPNoRGw8rbAa2EzE9HiK255Yp7tw+rQc2Hu1o81Qb3g+dwm4yhCXJxLNRVBNDwekoBn/1JPZDOuCuWk+XEXb0eflfrD0USHl1It8mv4vTMGuNu6jrWGech9kQvvMnSmvj6PPKv3AZYUuviZ25bVpPbpvWk1un9sDBswODvnqcbSRRUB1NeW0CvqXfKlYdcxaX/JootpFEcuVKBn3xOA4S/9o80Ybrnm6DzaB2gjza0Wm0A0PmP0XGfj+2kkj+hUh2kca3qe9h79mB7uPdhPvLy4UuY53oNs6FlL9X8abveOw9O2IzyApraT1tPKxwGWHHhxHT2SZlRMngdgcpLM39jEdm3o3LCDts5PVXeNEeGw9h5Rv1w3P8nvclz376CM7DbXngrdvZcCSEogsxZB8MYPzPHriNsufGZ9oIeXuqDdYD2yry5jLClic/7Ev0zl/ZRjL51WI9onb8QpexTsp8uno5CzeoZwd+z/uSnzM/otMoB2w9RJyX9UAxJ7shHRj300CKz8dqgr4teuvq6i5Tz54aCCvvIVv0xN6UJ+1NeWfFvpR/LoqCC9ECqJjYl8xZ0lqqVa1VAxdjdGkKtMifFZyPZuPJMNYcDiRzvx/pVb6kV/qSVumjpSofMvb5kX0ogJzjoeSdjdIIiwW8NC4pGSuSi8PrxwHYelgpG22XMU64e7lgN1hskMKaEsN2kvmTLNYeCWLQl0/g+c3TPPvpI8wKn8oe1rCTFOkEncIXCW/R7rnr6TWxM2MWvcC3ae8yL+ZNHppxJ26jHJR4GbeR9rR7/npmBLxEzuFQkv5ayZqDQTz2/n04eHZU4j+6jXXGemA7Ji8fxoAvHqPjgBvpObEz3aQYnHbPX4d38XwW58yl/fM30G2ssGi4StR5tCMOnh1ZkT+P7fpkttYm8tIST258pg1d5dgTyV3jPNwW5xG22Hi0o/NoR256sQsOnh2YG/squ/RpGleDvJ6ym+QPMpkR+CI2g9rhPs5VAQ/Ow225+9WbKTodyx7WklHlR+cxjhLQEPd39LTmtmk9yDsZQd75SPq88i+ch9nSebQjLiPscBlhR+fRjth6WDHgi8fYrk8WmUWsJv9cJLdN7YHLCDsN8Ozm5YLuj6WUk0CZPp6MfX7c/t+eWA9qx1Nz+vJB5DQWZc5m7I8D6DzGEXcvF2UdrF64gYdn3kXBqSiKamKo0AvgYju4Pd3GOkuWJUechtpw72u9mRk6CeuB7eg+zpXu491wH+eC+zhXukvrYD2oHb8XfskOUsi/EMlOUvli9VtYD2qHo6c1XaW4KrdRDnQb5yzJonBddhrliN2QDjgM7YiTFOB8z6u9Sa30IeXvVTwy826snr+evm/dzvTfRjE/8R2mLB9G9/FudPNyESQFN//rpa6kVflQpo+nXJ9I1I5f6DTakU6jBD86j3YUcxvtyIfR0xXrmBxnJMcpuY9zpe2z1/F+6BR2kUZhjemgbwtdGaqzN9SaOAAj/s87G0nO8VCyDwWQsc+P9Co/zd6UXulLepUvGXv9yDrgz7qjweSeCVfc3aWYPli3ZN62WuByUSuLBDQ2nY1gzaFA0qt8SNtjACjpVUIwUvd4K+/Jfxs+E+9nHwhg46kwxb3QEAuMha4cn2W3XVltPE/M7ouDZ0e6SZtdZynw1npQO15bNZY/9VmkHvDh25T3+D71fRakz+LndR/x87o5/Lz+I35cM4fvUt5jYcZs8s5FUHA+mj6v/AunoTbc8+rN3PXKv3jp16FsOZOAf/F30n0cJIDkissIe/q8/C+S/1pJWqU32QcCeWTm3WJMEpjqNtYZ1+H2PD77fu5+tTfPfPwwriPsFdDRcUBbvkyeweL1H2H1/A2KRUAJjPVywXGoNcvzPucPMkmpWkX38a50HuOoZB51Hu1It3EuLM+ZR+y2JQz7pj/WA9viMtyOts+04YPwaVJwb12LS6lexLrs1Kfxuu84bDysNBYs1xF23D6tB4ElPxC/czlTlw8Xm/VYZzqNdsBxmA2uI+xYlDWbXaSRczqUO6b3wnWkvTQHJyVg2n5IBwZ++Tjb9EkUVccoLpxbpnTHdYS9SYvLZuKpII13QybR/oUbuGVKd+5/41YefvduEv5cQRXrGDz/SexUlqIe492wHmTFL+vmsp2h0lVmAAAgAElEQVRkduhT+DppJtYD2yruQtmadM9rven71u04DbPFbnB7XIbbGlxWkjzZeFjhtWgAO/QplOnjSapcSZexEjCVwJKDZ0f6z+1H8u5VLN3wGTdN7IybtAbyd7qPc8V5uC23TevJ+kMhfBH/NjaD2tFrYmfuee0W7n6lNz9mzmE7yUxeMgy7wQZrYo8Jneg44EbeD51CBWls0ScQuX0xzsPtNNbGTqMcuOnFLjz2wX24DLfFwdMax6HWdeKSnIfZ8tA7d1J8XuUut+irq6KzjJ85Zc/Qx1KKjqLqGDacCCXrQIBmrzG3N6VX+Srvy5Sx15f1R4MpOB9FKeb3pZa4N7VK4FKfYMhINv9cJNmHAusIQ1qlAcBk7PUlY58fmfv8yNznT8ZeP9KqfDSClKESosz9/uSeDm9VAtISSA5KLLgQxYMz7sRpmDa+xX28K9aD2vJe4CT26zfwW/48rJ6/AbvB7bGRXCk2Hu0U037HgW1xG2VP5iE/cs9GcNNLXegiuS2ch9vS7rnrWZU/n4y9ftw8qZuyIcsWlZ4TOxNW/hNrDgaSfSCAFz57FOdhNso1xCbsjP2QDjw5py8vfP4odh7t6TmhE93Hu9H22TYszf2M3wu+xHqQFZ2Mgl+7jnXGcag1yzZ9xt+sIWLXz3QZbRQTIn3v07jXydkfytaaRCYtHUq/d/pw29RezE9+hwoTJ2t1rMsu0gVwkSwumuuPdsRuSHusPYSrQd4g//VSV0YtfI74v5fzJ1kU1caQdz6Sh2fehf2QDgoIkYGIAC6PiViNmhg2s5oNJ0MFcBluX8fiIgOXnaQybcUIbD2s6CllILV5qg1jfxrAMfJ5ZeVorAcagovdx7li7dGOD0KnUaFPYxuJ/LzmI41LSl63LmOccBtpz00vdWH0wue4+5WbcRlhp9nk7Yd04NmPH6GsJo4K0vgqcQY2HlbK/bp5uWDjYcU3KTMpOxdP7vEIPOc/jd3g9pq1lC1Qj753P7knwpkd/l9sPazoMUHMyer56+n3dh9Kz8czN+IVDS+6eblg62HF+J8HsUOfwmZWo9u9lFun9tDEHKnv1Xm0I57fPM2js+7FWQJk8hq7jrDntmndWXMwkC2svqIFDi0Upzxf6ufMeK8oro1lw8kwMvf5kbbHm7RKX+1BeY8PaZXCuqLsS/v8SN+rBTOyFSZtj/h73dEgCqVDSmvYm1olcLmYYKw/FqIAELVQZOzzY83hQDacDCPvXCSFF6RUxmo5bTCG/PNR5J4KZ92RYCFcJhDvmkOBShyMuHfLFZDmTkp8kl5HwYVoHppxJ05DbRQg0WWMk7C4DLyRdwMnsY8cvIvn02W0o+QCMJjK3b1chNtnrAu3Tu1B6gFvdpPOqAXPcV3/NjgNs8F+SAcefucuMvf68U7ASzgOFW6BLpIlwW2UIz0mdCKx6nfKauLIPRtO4Ylovlr9No5DrYVFZLSwutgP6cAzHz/MRxEvYzu4PXZDOtDhhRvpP/ch8k9FUlYdR2j5Im6e3E05qcundQfPjizP+5zdZJB9OJDek7rhNtJBsyl2GuWAzaB2dB7ryKOz7uUN/3GEbvmR7eeTKb5QVy7V8qkGLtaqzVIGEd3HudJ/bj+e/+z/uPu1m3GVTvnuXi7c8d9ePPNxPwLLvmc7yRRUR5N/NIoJiwdjP6SDAiqFxaU9A754XMmQ2sxqNpwwDVy6jnVG98dStrCabfokvIu/FvEjA9vhNMwGl+G2rCr8isw9ftw2rQeukqtJAa8Db+S9oKns1meQdyGSogsxpO/35f43b8N5uK3y3W5eLtgO7sCXcW9znAIWZ3+M3ZAOihXPfZyrZE15iJJqHbv0aXwQOQ1b2TIlpYs7DrXm68SZZO7zY82BQMb9OKiO9cppmA0/pM+i8EQ0Zfo4Vv+xQgIsN+A0zBb7IR35IGwaaZU+9JvRRxln59GOuHu5YuthhdePA9ipTyG/OorC89EUHI3G8+unNdYZMaf2TPxlMPvIIanyd8VtJdLbnXAbacfNk7uRtd+fLfoEivQxluDcK6yrDDqrrgeg4HwUWQcCSN0j9pMM1WFacQGdCqfgXBSFqj2pqCaGggtRbDoTQc6JULIPBpC+V7svpe7xIX2vHxtPhdc9yLdAcNqqgEt9glFKHIXV0WQfDCRtjw8Ze/0kROpN1n5/Np4Mo7A6Rgss9HWtNrLFRgTxxrLpTATZBwMUZJux14/UPd5k7PMj72wkpZhGuOrxWujySY62L66NZbN+NU/PeRAHaZNRLC7jXOk4sB2vrhzLXv16fi/4EqsBN2o2NnUgqO3g9nQa40jaQR9KzunI2OvH7NBpDJn/NAPnPc5rq7x4/rNHsXr+Bk3WTdexzriNdKTnhE4k71/FLtIo0cdSQSohmxfiPMLgcnAfK9w9/37vXtYeCOTn7LnM8H+RBRkfkH8mis2sFuX+9Uk88eEDOHh2VOI1ZIvL8rzP2FabyHaSmBU2lRufEUHGco2Vbl7itfMoBxw8O2I9sB3Ow2x5K3AiW0mguEYrl/J6CldRFDtqU+q4iuQYl7teuZmCM1HsJJXM/X70efkmxSrhOtJeFMzzcibhrxWU1cazi3QWZc/BdrDWKmE/pAMDvniM8tpECqujKdPHs+54ELdO7YHLCHsNCOvm5ULs7iVs1SeSfyGK7SQTsm0Rk5YNY8jXTzHt95G8GTCBzmMcFRAh89V9nLC6vR80hT/Joox4SvQ6ykmg/9x+Yn2l+BUZUPgWfcufNdn4Fn2L83AbAVClcTt4dqT/R/0ovhBLhT6VH1Jnidiqca50lgCcjYcVcyJepvhMLJtORDJw3uMKcOsqxS3dNq0HeaciKSeRgppotpFEwt8reMV7DEO+fpoXlwxhZvBL3DypGx0HtK0zJ1sPK8b+OIBdpLGZ1RTWxPAnmby8ajQdB7ZTygG4j3PFemBbPtG9yv9qMsg86MetErhTj6f3ZHcy9/lRpr+yLSWudTK3N5XUCtdQ7ulwg4VEBixVPqw9HEje2QhpD5P2Hr02ALdE9b+4RywFF6LIOR5Cxj4/Uit9hEWmSlhk1h0NplivdQcKl3vL2ZtaFXBRC4mxpaXgfDSZ+/xJ3eMtmdV8ydjry8aTYRTXSEJhwjpjytVkKlJ705kIMg/4k1rprXI7+ZJ7OhxzwVEtQUCaO8lrWVAtKr5OXOyhmOxl07i7lwu2Hu0Z+m1/dpNO5mE/fkz7sM5Ju+tYZ5yGWjPk66fxz/uOtUeDWH8kFL+i73jDexxPzu7LHdN64ujZEavnb2DED89yp7Rhq+MJeozvRMq+VWTvCyB9vw9/kkXolkU4DReWIDlw1NGzI4/Pup91h4LZcDSMjUfDyD8VSXG1SPUtJY4d+mQe++B+HD2tlXgNeeP0LflGuGNqovmTbBamz+ahd+7EYWhHOg5qq4ljkEFMlzFOtHvuOr5Jncku0ihQVd5Vy3lRbQxVrGdGwETF4qIOzr3r1ZspOBVNOQn8RSb9P+6nsab0nNCJjgPb8qbPOHaSyv/IYFHmbMPmLlku7AZ3wOOrJ/iLLIpqY9lKEoXno6UYF+PgXGdS965iBylsJp78M5Esyp7N6EXP0/et2+kx3o02T7ah38w+DPrycRw9renm5axY3ToOvJEPQqax5XQCcbuXUVqrYwcp9J/zEPYScJFjkJyGWRNY8gP72YB3/nwBXMY600Uat7CWPcJOUtlCAmsOB3LzpK44eHZUxuw83JYH3riNJes+ZV78W8LCIc2jx4ROtHvuet7wHU8FqeRfEGC1pDqOFZvm8dIST/q9cxf/eqkL1/dvw23/7cGIH57BeZgAUF3HOgu5HtyekT88S/FZHat3L2fTmQgqWacBLgpwG9iWz+JfZx85pB/w5ZYp7oaYGyl26ZYp3ck9Fq5UJ7YAlyujo9S6ynif2XAitI51JPtgAPnnoup8vyF7k8I3KVZG42HY60vqHm/WHArQNJk1Bj/NnVoNcDGlfBXQciGaDMmtIwTDm+xDARRe0Pr8Lub3U78Wy/epMZhTi2piWHc0uI7rSIAX85YXC10+qa1pFaSxeN1cbD3aa7KKuo5xwm2UPb1e7ETKnlX8zRrOUMobfuOUImsGS0ZHgssXspt01h4I4rOYNyQLggACrlI2zIKMDyi7EMfdr92M83Bbw6l1lD09xrmRdcCf/3zyMP/9fRTlxxJ4J+hFHIZ2xDjItc/0m1iVNx9dxVJS93iT9OdKMvb5Cbfk2Sh+z/+SXi92xm2kg7JhdfNywWFIR6avHMXag8FsPBXG4rVzWbFpHt9lvMeK3Hm87fsi/d7tg+tIQ2yG7OKxH9KR5z75twiIrdUqr2K9sGBtOB1GdMUvPDH7fpyGWmvAncsIO+6Y3ouYiiVk7PNlae5n9JrYWWN96ublgt3g9oxa8Cxb9Ylk7Pdl5PfPasBN17HOuEgZSiHli9h0NoK8k5F8kzoTNxP1Y5yH2zI3+mU2HQsn85A//37/Hqyeu16kBw+3w8GzI4PmP8H2M8m8HzJFU8jOfZwrVgOu5/PoN1i59itundSTDcdDCdu+iNun9VRAkgzOHIZ2ZHbYNIqPxuJb9I2Im1KvwXA77nm1N1EVi9lwOpSdpLI893N6TeisxCR1G+tCp9GOuI60w0WytnUb64LrCDusXriBFz5/lMIzMZTWxlFSo6PgTDRD5j9F+xdukKxjNjh6WvPIu3eTdyySXzd8QocBNyqWNzmOZuzCAQSU/EBXL2fi/lpGZpU/T83pi4MKuHXzcsF+cAfG/jiAdftDSN/vw61SALScBi5bm5blfMrGE2EU1xjquFh01T+jOnuTZPHYcDJMxK7IWaxVPmw4ESqtt6GOlNolruGH3sz1jbKT8s5GkrnfX7sHHgwQhRyNxtQS9qZWA1xK0RYjk/33hTUxRgzzMZjKjCwhaoEwhZLNva9W/KXo2HgqTANe0qt8yT8fVcd1ZYna/+ekXv/SWh1FZ2J4cMadOHhaa+I9ZGvKg2/fwVfxM5gX9yb3vn4LLhLokL/nPMKOFXnzWH80hNidS7hlijtOw2yUeBiX4Xbc8XIvdpFG6t+rcB8vTtGKxWWkSI/OOxlB/7n9eDNgAiN+eIb2A26ki7QxGgdN2nq05/2QyeQeCyfl71Uk/7WSgjNRfJv2Lu1fuMHkb7p6udBxYFsen30f6X/70GWMEx0HtqXjQOEO2UcOe8nhbe+J2A4RQK7zaEfJmmDDY7Puo7TGWHbjlJYJP62Zg7VHO1zNBHmKrBbRPsFpmI0mGFS2ptgObs+Enz3Yol9Nn1duwm5IewUcaK43yhGrAdfjn/8dH4b8lxufbaOJUZKv2XWsM22fbcOkpZ68FzKJG/7Thh4TOilpytYD2/Lzuo84TiGe3zyN/RADUOwupZl/s3om3uu/ps8rvfk+433sBrevE/zcebQjXcc403FgWwZ99QRB2xYosUydVePqPMoR28Ht+SF9FrtIJ/6P5Tw84y6ch9sqVhlrqVaK9aB2WA9qi8PQjtw+vRfvhU6m6EyM1MtJVA3+NuU92j53nZA1Lxd6THCj48AbmeH/IufYzOt+Xpq4FXcpW27CTx6EbfmR7uPdWJr7GT0mukmWGec66+c41Jo7p99E9I5fuHN6L1yG22nWuusYJzoMaMv0laM0vbAssS5XQD8Rp2RAlkjuIcU1VCWsIZvORpgtrXEpe5P8quw3+jiKaqLJPijF0MiWl8NBqjHqpKymuGbP71YDXIwZLKPTtUeClGCn1D3erD8abNIq0xA3TkPAi8zw3FPhmuDfzH1+dU1zLQTdNmdSr2FhTTQ7SMG/+DuchouUXLnom6yUnYbZiAwij3a4jrDDfZyLtFEZrAk/Z33EpuMRBJctpNfEznU2NbeR9rzw2aM8MvNuQ0Cm/B2pbsZHMS9z86RufJ7wBoPnPyVlkxhiVOQx9ZjghvWgdsyJ/C+lF+JI+ut3Uvd4s/FYOHOjXsHOo32ddGjZTeA8zIb/e/9eMvb4cuuU7qKfj5cLjsOsee7zf/Nh+HSenN3X4OYY40TPicKFM+KHZ6kglcKaaE0sl+hVlMbCzNk4SMXZ1Jkn6rGrs4PkfkXdJEtADyk76ovVb1GuT+CO6b3oNNJesUypr9N9vCvWg9vim/sN7wdMocPAtvQw7lUkx3QMbs+EXzyYsnyYsKwZpTLf+9oteM5/CpcRdrhJ95PHKCxAzzNmwQs89sH9/JA1C7vB7TXp0Or1tRvSgec++zfB2xYoFhftuN2w9bDi+4z3WXc4mD7T/4XTMBsch9rwqvdYwrb+yPdp7/Nl4gzmJ7/Dr2s/QbdjCdtqkzjARqWmUP6FSP5HJh+ETBXjGe+mgDu3kfbcOqU7w7/9D+5erjgNszG4DCUg8vis+5mydDi9J3Xj13WfSOM00V/KywW3kQ7cOrU7kdsXc+fLN2liXGRe2Axqx+Rlw9itz6DAqAeXhS6d1FarYsnCWXA+ivS9vprDbd458zGR5sCJWg8a60Nz+5ycTSvHY8oWnpa0L7UK4GIaPOjIPRUmAnElS8taBV3+82I85gXFAF42nAhVELVs6TE+4VpMsf+cDKcZAV52ksqv6z7BfZwL1oPa4TbCnm5jXQxNFid0osf4TriNcsBusOhp5CptdI6eHfk56yPWHxZ+4Ydm3InNICt6yBlIXi64e7liM0ikTQ/9rj/Ow2zoNMpB87mdR3tsBrUj7q+lPPvpI3Qc2JbOox2U+7iNtMdVCmZt/8INfBg2nT/IIPOgP8l/rST3eARzwqfTceCNAiypfuc20l6qftqeR969m/S/fbjpxS44D7fFbaSYk/XAtnQY2Fac/qVMl06jhMurx3g3Ynb+yjZ9Yp04BrlX0YLM2VgPakvnUdoxG4/BbZSD+H+EPa4j7HEeZov9kA60f+EGnv/s/yg8G0PeuUjumN4LR8+OdBpVdw06j3ak3QvX45v7De8FTFY6SJv6ntXz1zPu50H8kDmLG/7Thm5e2oywTiMdaPNkGx6bfT8PvHW7SC2WCrfJsTVtHmvDjMCJ/LJ+LlYvXK/hv+FeDlgPbMuznz5C0NYF2A3uIM3TTjOeDgPa8n3q+8yNepUOA26g+zhX3EY6cMtkd4Z98x+mrRjJq95jec17LG94j+Ntnwm8FzSZrxJnEFmxmHJ9AptZzXZ9Mj5FX9NxYFuleJ27NOYuY5xo83Qb7nmtN0/O6SvcRVLRQ9ltdF3/Nrzw2aP4F32Py3Bb3EaY4NdIexyHWtN7cjcity9WuqJ3knjoOsKOLqMdaf/CDUxeNpT/6TM0MVBN/Zy3NDIJIqT9IftgAGlKPKSvqLJN/eEEl7NHmQIvRTUxSn0Y2dqTfz6K0hYEXlo8cDEGEApzqmOkKoOSxeOAv6b/jPHvLkc4TF3DeBxrjwRrLC95ZyPNWngsdHn811CtcA/uJJWkv39nwmIPbpnijuMwa6XMuY2HFfZDOtBzYifeDZ7EgqxZ9Bjvxq1TutNjvBu/rv2E7P2B5J6MIGTrQm7/b09sB1tJv7fCdrBwebzm40XZmdVMXjYUp6E22A5uj61He2wHt8d1hB3vhUxmN+k8//m/cfdy5dap3bl5Ujd6T3an92R3bp7Ujdum9aDTaAc+jX1dSdNN3+vDhqNhfBrzOp1GOXDr1B70nmz4Xe/J7twypTvu41x55pOHydzjx53Tb6LTaEfuf+t2pv8+irtf601XLxFkaufZAdeRdtw8qSvDv3uGuD+WidO+UcfgUkQadIU+lcVr59LVy7nOmE3RLZPd6T25G7dN7c4Db97GoC8e5+uUmRSfj6WcBHLPhPPwzD70mtiZW6bUXYNbp/bAbbQDAQXf81H4y7iOsuO2aT1Mfq/LWCfG/jSArRcSGfn9c9h7dsR2sMQXDyuchgsrVNo+b3xLvuWml7pgN0TU67H1sMLeswP/98F95B+N4ufsj+g8xpHbpmrv1XtSN26d2p0uY53x/KY/oTsW0X28G7dOEZ/dohpP59EOLEibzQeh02j33HUK0HAbaY/t4PbCTTSgreLG6zDwRjoMbIudhxWuI+x49tNHSK5axRYS2FKzmjf8xuE8XMiSXN7fYWhH7n6tN8HlC0ms/J17Xustzak9th5W2A1pzx3/7UVgyQ8ElS6g18TOGnm5RfXa68XO3P/mbcRULOHBGXfSU+KJRh5HOfKq91jhKlJZiZv6WW+JpLW2iL83SnEtGZK7ZsOJUOW75iz/l7MvGetH9fXzz0dp4jCzDwYocZstYV9q8cDFmDnyCTLnWIgmtUwNGEzFmFwuk9S/08bYSKXTjQDUmoMBilXGAl6uPP8N4EV0160glbVHg/Ap+Jr5ie8wJ3o6n8a+zpJ1n5J5yF9JI11/MpjEv38ntmIpKX+vInO/PwUXothOEjknQlicPZc5US/zQeQ0vk99n8S/fmM7yZTp49lKElHbF/N10jt8onuVb5PfRSc19iup0bHhdCjrTwSz/mQI60+EkHNSkOG9YPLORSoysOlMBOlVviT/tZKYnUtI2++t+n4w60+EKL/beDqUwuoY0vf7kLx3FVmHA6ggldwz4UTuWMzKTV/x28YvCC5bQPbhAHaQIpoUGllajNcv/3yUyTGbInksG06FkH8+UumMXKLXKb18ck6F1LsG604EU3ghmryzkaw7ESTmeCJY9T3VnM+EsVkfTzkJBG9ewOdxbzArfCqfxb2BX9G3lFSLNOdtJLHuWDCLsz/iU93rfB7/Jr9v+oKi8zGUk8CmcxFmxqRe3zAKq6M1vJIp52QICX//RuqeVegqlvLQjD64SFlqbiMdRL0eySoiLEIiJqi73JLBy4X2L9zAv9+7h6JzQhdsI5nonb/yVeLbzIqYyscxr/Lbxi/IOxPJVqlRZP6ZSJZt+JzP4t7g0zghy2uOBLH2UDDJf69Ct3MpyZWrlHmJ8Yq5rZPGXVgdXYcn8rzXHQ9m09kIkXZr0U9XRC/Jwa9FNTGi/peU5ZN9KMDscyhf45/c3+Q4ZI/AyTDFZZRW6aOx+jR3ANPigYsppsjCIce1rDsShByhfbUYUsckqBIQgbC9VSAqwmJ1ucqyUFIrQKzofxPPTlKoII1dpLOLNFEindUi+LBWR9GFGDL3+ZO1TwRybzwlMsEKa6IpI55dpGloK4kU1kQrqcPbSdJ8LleCLa6NpYx4NrO6HoqnFC3gXXM4kPQqXzL3+ZN9MJBSfRybia9zLXU9knISxJxqoikjju0kUUEqO0llOylsYbUoqFgfaFHJYv1jNk2lUrfqwupojXyXEc+WBvy2IfctI54iaa12kMxu0hW+7iCF4tpYCqujKaqJQW4PIH++k1QFUIl7mefNFulepeiUscvvibWMFfzZH4Bu5xKe+OABpRpt7ynu9Hixk5RRZIfzCFuchtuIYOBRDkplY3cvF1xH2hFavojt+mQKpGaJu0hT5rWTVEr1whpWVCM6gVeoZK2CVDazmrVHgkiv9CFrnz9Z+wMortEp67VFkjN5biV63UXnXWwqi8VCl6WP5IDcjSdDtXvBOdMH6iu15qbAi/p+WVLiimx1ETWx1NlkzdPS1uqASylx2qyeSm1Gj8zIqxVbolbW6oCozANylV1v1h4Jkt5v3qi2pZCpE4r6tbg2lsIasZkWVsdQUB0tNgEjoCCXy87a769JKSzWx4rfyFQTTZGRtU7erAslsKR2w5gCqeY+k+Wy4FykpkfWxlNhlEgnNlPp+8X6WInUYxKgSqZivU4BB+q1M/d6uWR8j396vfrWsahWrLfMX2NQJniv5l3D+WJK0csHoxK9jrVHg0j+eyVrDwbxzMcijqnHeDdsB1vxYdh/2XIsgaxKf9KqRPPElD9W8VP6R/SY2IlOoxwVa4zLCFsidvzMdql2iiJL1QaZUpvxi/U6zZwKqkUn88IL0aRLp+fUPd7kHA8Ra2RGZhoCXi366Z/pJK386Mg+aAAKcsxlfcG4V2ospWg9AkU1Arjnng7X7pXnopRs2+bM+1YGXIQCzz4YqPQcMhYOwbirwxDTCk8IyAbJ6pJW6aPU6VAH8loi96/M+pt6re97JXrJnbdXdFxNrfRmw8kwDU/qk5V/zDO91v+t3kzXqHpprTkcaHKjFddQgQW9oeqz/L/xZ6Y2pzqv6t83cB7m7mEY58V/e8n3/Ydr37B76Yye01iKamMNZRb2+nH3K71xGmZDzwmd6DLGiTum9eRN7/F8n/Y+P62dw8Ks2cxb/RZjFw5QAmu7jHGi3bPXMeiLx9hco61U21C5UWRGAlPrjgQpvdayD2gBuDz+hsqtRR/9M9KutY78c1Ei7Vmytmw603iWd3NAvKhWlAsR3aa9WX88RCXnFuBy1YVDiSm5EK2U80+Vir81BYI0NS4RDOVDaqW38CGrKhVagt+uLJk6MWrWWqX4c89EkFbprdRSKLygrV2hVkAXO5XW952LjVcm+TS08XS4KNdd5WsW7Db1OjcXvl4ONYQvpvhTio68c1GkVfqQ8rc3OUdCmLf6TZFqP6idyOoa1I7r/9OG6/u34br+bbju6Ta0eVr8bTOoHbaD29NtnAsv/jqEjSfD2aKPr2Ola8jY1RtRiV5U8FbXkCo4H2Xytxa6+nKq5k0pceQcDxWlOSp9ydzvrxQvvVyZ/KfjkpNV5HhQ0RMpwCzYbU7U4oGLMdPlB1fu7lx4IVpJQVMzobGQrRrdihQ00Y8i53hIizDJtTbS8kas/fqjwYZT6sEAk6egq61MSlGB3RpDxWe566scG1WKZRNqOrkx8GrDCUOsQuYBf7aRRNTOX3gn6CWGffsfnv3kEZ7+6CGemP0Aj31wP4/PfoBnPnkYz/lPMXX5CL5NnUny3yvZSaoUs3Np5fWNwYtsRS6qkZMBhLsoV4rVaoxN0ULG8qJ1AwkLqtD/644GU0rjBsKa0zN5ZyMNYHevLwXn67YBaer1NKZWAVwMgiKjWm/Sq70RGkYAACAASURBVHzIOihMpSUmuuA2xriMT0PrjwUrPYzMbZBNvZ6tneoAl9pYsg8FKA03c46HYCqQu3HHpQa7/kpztI0nwzSbp0VeGldu1KBx7ZEgQ6zCkSCKakSfpd1ksJMUyvWrRSn/Wp3YIGpjKdOvZjvJSrBwOQkm46Euxwqk1iXKBlnpw/pjISa/29Tr2drJeL2LamLI3O9HWqW3AJSnxbPclHpGqS5fHa1kFhmyixrHAnS51KqASymSj1cCB4Yg2KYBB8Yuho2npOyiSh8y9/mrelBYFEpjykuJXqeA2WJFoYiYqNzT4Rpw0JhmUlOb0NrDQZL/2Yd1R4KV76lfLdRYvDHEIGUdDFCyFjccF3U4tMHbdcFIsT7WEExslHV1ufw0lplS4lh/LITUPT6kVvqw5lA9sVEWumpkHLNWoAqcTqvyIf9cJE0VKmCQx7rZRYZEgOatZ1oVcCnRxyoBjal7fMiRFEpTgANTm9AmOZZCyp0vrDZE+5fSPH2JrY2UtdaLIEtx2jB08847KxRKUyh6U3K6XuV/lgN0m7NCaa2kPqEWqfqfyU1UNXyp1ZkPUjYTCKzVY5fGV+MD0oYTYaTt8SZtj7cSs2A5IDW+vKgp/1wUaZW+BnfMhWiai54RVroAKTlB3jebt55pVcCluFZH1gF/Uiu9SauUTetNxwDj++adjVTM/hl7fZUGZhaF0rg8UZN8EpIDp/PPRprkXVPITIleJ1yfkjzLxQubs0JprSQfjISVLpbMfX6iq6+Jwl2XknJ8NSwuG0+GkrbHWwSBHvCTAJflgNTY8qJ+zTsbSaoce1kldH9TggN1nZYSfSxrDgcqByQ5/qY565lWBVxK9DrR/VISkA0nBXJsKjOpMePzzxpqc6Tv9aPgggW4NLW8KMClUi4IFWWSd401NgPFKsBFrv+TfShQOfU39tiuddIAhOpYMqRChXLmYlPJjPF9S4hjwykBXORWJ7LMWIBLE/FErwqArfQlo8qPggsxlNJ0hxBtkkosaw7JafS+rLcAl8YWEEPny9RKH3JOaH11jetHNPjFi2sl1H0mUpyEqnwli0uMUuCsscd3rZKxvKhdRemKq6jp6hgYZ73lHFe5ig5ZXEVNKTd1XUXeksUlnKY8PWvuq9ex8aRwFaXu8SbrYIBicbEckBqXJ8auotRKX6XkQkF1c3EVGQK6ZVeROqBb/dqcqJUBFxHMqE05ayqLi04CLIb75p4Ol8z+Iji32ETp9aZez9ZOxuut9A6RwEGuVBSqacBuXYWy7miQErO19kgwzd333FrJ2CWTdcBfKSSmzvZq2k1IWFxyjocoVmcBdmMtwKWRSeuK0VFwPlqpTiuCc6No8uBclQsxW+oWnbbHmw0nmjbEoiHUyoCL9NBKRX6aMuXYWNGVoj09i74QsXXStZt6PVs7GYMDkSEiKkem7vEh50QoJTSNxcVYZmSFIjZI0UW2uUf7t1aqe0AyJAE05QHJWGZK9KJ9hfHhrSk2yGuZ1OBALrGfsV8ckFIrfdgkZS82dTp0cW0sRdUxGtfnpiZ2fTaEWgdw0VRBlawaVXVL6zeFcKhNzLI5zhAAZUlTbAp5MbZqrFWl0JtLH72avDHeFEuU+gqimJgc49LULolrmYzlQK4XJUrrByibQGNaXerqmVjR+HG/v1Khe+PJMEk/WvRMU8mLzJvsgwarhlwvqqgmVrHMq+PXrtaYSqlb1T3/XJRSaTmtSupX1Mw9AS0fuMjumFp1sKWvqhOz1H2zpvEq54rXWAVRF9fGKv1w0qokVGtU0dJyEmo8MpaB3FPhwkongV25iZ5xT6vG2Ijk8ZXodWw6o6poWeVrCeZuQjJe803qQPsqX/KlaqONrWfk+xTVtwlZqi03qbzIpK7QnXUgQKnorgYuV1NmjMcly86GE4Y+eur6Ys05mLvlAxcJIJToDf0VsmR/XaWPEiHdmJYN9X1kIcg9HU7aHrmssp/JfjgWpdIY8lJ3zQuUPlKN3/zMWF7U91VXZ80+GKic6puzQmmtZCwzsulflhmRwdiUekb0tzJkofmIfjgtoO9MayUteNX2kUqr8iVf6iPVGDJjCkgp7mjJEpS6x1t4AhpR910utXjgUqwXkfRyFcBStH1E5OydxjD/mxMMWTjSG9Lp10JXnTR8UjqKG8DuGqmjuLGL8arwSe3nVrkbClVgKnWP3LHaIjPNQWZkHqirdGcd8Ke41lBQstH1jD5WKSsvZManydpXWMg0UCiqiSVzn7/yTKs7McvWlqsZ0mBczbcEHXlno0ivVB/amq4A56VQiwcu2gdYjg0wuItS93iTczxUAySMmXglGGNsujXcS4u0m7JjtYVMyYzg0caT4YbTkORilB9gUzJzxcYguTnl92SFIsq2eyuVNuVihRaZaT4yo25OJ1fQleXkasqM+roKUCKOjSfDDDLTyCd6C9UlNY+KJJlZfyxYdag2WN5ly/zVkhlTB+oSvY61UvmQ9Epfsvb7U1RjGnw39VoaU4sHLsbMUU5DR4MMAlLlq3HNXGmGyNcxNY7iWlEUL61K8m0amW+bs3C0VjJpFZOCGuXmdCLrS2dWZq6k7Gg3xDhD6qQEvNcdDbZsQM1IZgxyoyP7UICi+DMP+CuxJo0pMyV6HUXVsVJXaJFNtOZQoMaCdyXvb6HL55OxW9pcksbVkhk1qM6TDtQZe0W204aToS1Gz7R44GIMGjQCogrSVbtnrqSQmAMtxm4ruciZciqraf7C0ZpJPjUX14rTTimGE2vGXmEZ26iKW7hSG5EpedHIZa1O6bel7mtiSqFY5KZxScMv6fkVyt9XkRlRvMu0nrlcmSklzmTvI83J+UiQFGDupzTxK9HrNKUWLDLT+KSWAdmqIvcfU9wzZyOuuMwY6xl5LOoYrSzloOZL5n4/iqrrWlv+kcxeRWrxwEXNHOOTq5yymLFX+Hw3nDC/EV0qk9TfM6lMJFNyumxK3uPDmkPqSPLmLxytlcxtAMW1hkJM8qkoT9oA6lMqDeGdqd+YAro5x0OV6sqpe3yUzsMt4RTUmqkO71TWjLVHgkjb462cXDedNvQuMse3S9UzJarMyTqHo1NhBlf0Hm/WHzMEWF7NmAkLXZx3pqwuRTUxButYpchkVB9Orq6e0alk1rA3yTJr/JvmKjetAriYW/DiWtF+Pm2PDxlVfqRV+rLxlNYPbY5J5hhmDrAYC13++SihyIxOzma7xjaDNbzWSMs78WpIJ/UxKJXzUUpM0uUAiIbITCk6Np4KF6d3SaFlHQyoY5mzyEvzkBf1RlRYHS2qL6vSo9WtI66WnikljtwzEaKMvCQzmfv9lJO9ce0Wi9w0tdwYnvXc0xGShUwcULIOBKjKMFw9PVOCjpxjIeJwtFdyRR8J+kf3bQpqNcClFBMBa3qRnaEGEGmVPhcFL+YQqyn0q4lXkXsSnYs09L+RzYGqgFz1OJuzcLRmEuuuqyMzpejIPRmmMeXK4OViMmOOzMmSWhY2qk7NaZVSQK4quNI42NNCTUd1ZSaOTWdFvEBala8KvNS1vKgDLy9Fz6jjrZR7ng5XAHa6BF7yjSyEFplpWqrvcGtwGfkptV3UGbBXUs+U6EXmrcZNtUc04RRAN1azHzV3mWk1wKU+hJl3NlI6lRg2o5zjIRTX1hUmtWIxdx+Zscb3KUUUM0ur8tGYbjeeCDUrjE29btcyGfeXEeDT0J4hVQ1e9vqK+i7UlZmL8bE+5VVcq2P98RANyE2r8mHTWfMuKovcNKXMmOflxpNhSqCubH3ZeErq+4J5AGPuPqWY0DPSfXNOGOq1yAHluacjzFoGLTLTtGQMWAXFKrFJ4nDtS+Z+f/LPRSrfvRJ6plQfR1FNDGsPB2niLTP2+dVJWlHLXHOWmVYDXEwxT3M6OROhbAyyiSz7YICmsqTBelI/stVYWSTmFlZHKwXDlA2o0kfqL2MBLc2ZTJ1OxIkomNQ9PqoNQmQBFFbHXLLM1JEBhFsq+2CARpmkV/lK/maLzDRnMq1nDOBFcd/sEYkBBReilN8ZLLT1n6jVBQdl8FNwPoo1hwM1oDqtylcqsVB/XI2Fml5WTB2UFX6qdEDOiVCRoYbBxdQgPWMsM3pRjiNzv7/RQcyP/POi0WNLlJlWBVzkBTdneck/F0XGPj+RJr3XcLpddzRY6s8gCYrCTPVGFqu5lriXcEXlHA9Vrqe4peTTFpIyMdErpCUISGsn9SlD/t/cyTZDArwZ+/zYcCKMouoY1N2/FeWi156SFYuc9L38c1GsOxpssMzt9RXBnfv8DC0qzCgTi8w0PZnSM4qpnThyT4fX1QdVvuQcC6HggnD/leqN9YwarBjq+cjyVXA+ivVHg4VryJQl0CIzLYLq7E36WIr1OtYdDVbK7stxL5n7/dl4KkypilyvntEbZEaWq7yzkaw5ZDhMyx6ArAP+wtJyNbLfGolaFXBRL7g5y0thdbRIN5UefvmkK5dV33AyjPxzkRRKqWHajUlHYU0MBeej2Hg6nLVHApXNTC0Ymfv9hX9brzN0gDaxQTb1WlnIIDPGgMXAM3FiydgnMkYy9vopfM7Y68u6o0Hkng6n4HyUCK6rNQAUJd26Oob8c1FsOBnGGlWF3gw5XV+qu1FYHa3ISEtUJtcSmQO8Mt/yz0eRdSBAOeXKfE6v8mXN4UA2ngon/3xUHT0jn4CLamLIPxfJxpNhojmrCrDIG1v2wQCNqd8iM82XTINdlc6RrHVqi4joWO9N5j4/1h0NYdPpCAovRCtBvFo9I/rh5Z2NJOdEKFkH/FV6xs/Q3PdIkKafVkuVmVYHXMwJSbEq+KhYH8vGU2FK511DQSBfRdFk7PMj64A/aw4FsuZwIGsOBZJ1IEBTslmDZKWTc86xECFY9fiaW4JgXItk1qSLyBxZdzRYswHJSkYGrpn7/cg+GCDk5XAQaw4LmcmQZEY0WPPVbGQZ+/zYeDKMYqNTWEtUJtcamXqu1W6j4tpYco6HisOROZnZ50fWgQDWHJLk5lCAJDN+osOzomf8NDKz4UQomhg9i8y0GDKrZ/Q6Ci5EsfawoUeZWlekVYrDUuZ+P9YcCmCtRs/4K9Y9taypD9O5kgtaPky3VNBSSisFLmoG1CckhTUx5JwIJXO/X11BUcU1yMpD8x0JwaZWivoN644GU3A+WhP7YAErLYfMyYvxqSj/nFAscpyUWmZkACtkxseszMiBcTnHQykyipcxJTMW2Wn+ZE5mShHFMNcfC1EOSnIAb109U7/MZO63yExLJ7N6RgV4S/Q68s5GKJY2tZ6RC8bVtzelqeQqa78/G06GaSo6twaZabXApT4hEaZYw2ZUXBNL7ukI1h0JIuuAv+pUJFCu3Io8dY/2pLTmcFAdH+TFIvpbknBca2SKT6ayOkqJo+BCNBtPhJF9SLgL0xUlIuQl9W9vCdhqLTJrDweSezpcscq1JmVyLZKxzJg7JJUiMjtyT4Wz9nCgphmiomcqxav8XvpekWWy9nCQRWZaETVIz6him3KOh5B9MMBgUalU70fav9P3ioaf644GselMRJ3rthaZadXAxZSQaBSLUcBtKXEU1cZQcCGaTWci2HAilJwToeQcDyHnuPg793QEBeejlMJgchyDuahvU+OwUPOmi1lf1JtRiV5HYbUhHmHD8VDWHwth/dEQ1h8L0cqMUayTWqlYZKZlkzk9o+Gx6kRdXBtLwfkog545LvTMhhOhbDgRyqYzERRcUMuMWvZi65Tyt8hMy6OL6pkaSV6kzCK1nsmR9cyxELE/aWQmRvlda9UzrR64qAVDwyRVDQ9TaLSUOAXMKNfBcA111pFWIEwLZVOvgYUuXWbMyY+xzCgBmtTls1pmtGmN5v3LFplpmVQfL+vqGQMgMa1n1L+z6JnWSpelZ0zwWatnzFtYWovMXBPAxVhISvQ6DCnNccrfplBvQ94rRS0QLdf8ZiHzMqPIzUVOSQ1935RMWmSmdZA5nv5zmbHomdZK9emZ0gbIRh2AojftkmotMnNNARcNqU8seu17DSXDqUctEM1gbpc0B/NKtbUI+ZVcp3+6HqZOO5b1bb1kiseXyu+WrmcsOubS10qzbldgzVvbGl+7wMUEc/8JNYVgmBLOUqPXOp+Zer8B9zA1P1PrpwGBRiX1m2KNLDJjoaamliAzDdUlhufbtC6pT0c0ZAwm9YiJtbta69BcqCXITFPSNQ1cWgMZlMylC7nye9Vvi2pilQJHppTZxR6IEr2OIilrq7g2VmPFaq0PkYUs1JLJ+Lm8mL6o876ZeBtz15WL7l1MjxTXxlJkFAxvbswWurbIAlxaMJkCFmVGJMfvGL9v/DtZUewghW0kUVgTTcGFaBPBXab9pqJyYzSbiWcnKewklS0kUFQTo1E8FoVjIQs1L6oLUMzrC+P3y6irR0xdu7g2VrQ7qI2lglTKSahTNE+tR0qJYzvJ7CSFrSSK91UHKo1lyELXHFmASwsmBVRIWQd5ZyIpOBtJ/tko8k5HkHsqnMLqGIqqY8k9Fc6m05EUnItSSkfLKZWlenGtzbXxfOs7i4j8xewijZ2kUFwTS0F1tCpCva6iK6qNoYx4Kkhl/aEQArIX4Jf2PWl/+bKdJMqIVwogWRSOhSzUvEjzPNeK/mubTkdQcC6KvLORbDodwaYzkZTUigKMuafCyT8rdE3emUgp1dsAPDS6oSaGgupoyohnN2lsYTULgz8iaP1CtpNksgZWBakUnIkmsuAXAjJ/IKliJeUkUE4CRbUxGpBj0SXXJlmASwsm2bWzmdWs2xtM/0GPcU/fu+j77/t4tH8/7nnwLvzTFxC8/kfufbAPj/V/mAf63Uufe+/gh+A5VJCi9DoprIlmB8kM8XqODu1sGeL1HL4Z31FOArtIo5Q4CezUVUxb9PFsOhLBqx9O4M67b+fhJx6gz3130LVLNybPGEX+sSjKauNMpuZZyEIWalqS02wLq6PZSQq/RH9On/vu4IGH7+Xhxx+g32N9eWboExQf1TF91jjuf/geHn7iQe7tezePPfswWX/6C1Chsq7KlpNyEthNOhsPhTFv+Tvc3+8erG60ZnHEp1SQSmG1ttfSVhL5auW73HXfndzz4F3c0/cuurm703/QYyRs/Y2tJNaxvDT1+lmo8ckCXFowqYFA/tloVm/7jaWx8+jRvQeuTm588ds7FJ2MIe9EJEviPsfBxplJ74wkvnQFmXv9KdMblFaxPpbSGh0bj4Txrc8s+j32AA62zjz8eF++8/2AvCMR7CSZYn2MwSwsd7I9E8ug0f/Bpr09v8R8Svnp1eQfimTiWyO4vo0Vr308kZ36VAqrYzTAp6nXz0IWspDWnVOmjyN7fyDxpSt49aMJdLjBlgf/fR/RRUsoPBvD+qoQXnpzBI52LiyO/JT4rSv+n70vj4+iSN/vcIgSkENRBARRFHQB8QBRwBVdBVFcRZH1QlBUYHVVPFBQdz1+4hdEUfECJXdC7hMC5E5IQs7JhCuESyD3fSdzdD+/P3qqprqnZzIzSUhC+s3n/fRkpruqq+qtt573rbeqkN0cLFmym8eH4zAicRIHEH3iD6z9+EXccOMNuGbUaDy9YhH80r9Hni6c6oJ8RCLXEIZTiMEWn49wpetIbPZZj5zaMGRWBuG3yC9x7VWjMXveXcitD6UeYlWP9F1WgUsvZtJp8wRx599j2IsLSMJPwf/FiCuvwrx/zEZ2fTBOIQYPLLwP/1g8DyeEfTiJAziCKAsPiKhwonAasTgi7IFb7DdYvOwfuH7cONwxczq+9ngfR7CH7hqsMYShEPvhl7ENo0Zei3Fjr8eqD/6FE9iH44hGasVu3DLlZkyb8TdkVAdSoKQqHJVV7jmspAMKsR8nsB/PrloM10HD8P7/vYYypCI4dztGX3sdNrl/gCIk4xj20h1a82GachaicLDKD8v/8zRunHQjJt96C9787GXsK9iFU4hBIfaLeQnmwyE1fBiOCXvx8BN/x9jrxuKZlYuQVu2Pw4jCeSTinS9ewZBBw+GV8i0KsV80glQ90mdZBS69mC1iTQxhyNGF4DRi8f7m18Bxl+GV957FGxtewMQbJyK93B9HhT10K/F8WE7f5BrCkNkahHxEogQHUYwU/Br1OUaNvBbT7/wbjmIv8kwrhvKMopJKKPHCHbOmw3XglVj57rMoEPYhVx+K7PoQzLh7Gm6+ZRJSynxFsGRUgYvKKvckpgaQaRWgGEgbiiN8FDKrg3HP/XfhysEjsMX9I0y/429Y/tbTOIM45LSFigc+Mv051xCGQhyAb+b3cOEuwz8W34/EEi9U4hDOIB45ulBktQYpxsIUCNFYtmoxBvUbjKtGjEKY9lfkGyPxFxLw3tercPmAIfBM3qICF5VV4HIpsDxQNs8QjqPGvXhx7RLREzLueoTl/oJCHBAj+2WAh7W2jmEvziIO2fUh+CHwMzy0eB5Gjx6DmydPwgebX8dRYY8EfIjPRCPmnDvcE/4Pua2hyNGF4izi8UvE57ii/1A89/o/ccIoBuKxZ6x0d72prLLKIivpgxxDKAqwD3sO78Qds27HsCEjseCpB1CAfdAYwui2CezzosdlDxKKvbBo6UMYN+56TLzpBqx4+xkEZv+E44imMXPyAyiPCnuQVOKDd798FT8GfYZTiMEpxGL3wW244YYJmP/YHOQ0hCKfVz23fZ1V4NKLme20bEfO0gXjL8Rjm/+nGHHlVRgzZiy+/H0dTiJGMcDWPL8dhf2n3PD25ysx5bZbMHTwcMy87w7895e3kXjOCyewz+LMDBEsheMo9qAQ+5GjD8VZxCHi8G8Yc91Y3HnPdKSU+uGosEeyP4yqcFRWuWcw2xfZ6ec8Phy5OjH25InnHsHQy4fjznumI/rEHyhANHJMgbXy1UR5fDiOIApHsReBh37EK+uWYcINEzBsyEj8feF9+M53IzIbg6CVTR1reHGhwWnE4DwS8dveL3Dv3+/G8CEjsfCZ+cioDhQDeo2hqh7p46wCl17OtPMKYrBsjiEEhTiAMM0vGHX1NVj/f6vx6JPz4TpoGHYd+AanEYNs2VRRvhBJVxU9/MT9GDp4BJ5745/wSvgWR3jzMkb5xlES60wXAo0xDGcRhx1R/w9XX30NHlhwH5IueOMI9iDXoLQnTPfXn8oqq2zpcSHTRWcRjzf/9zIm3jgRm30/wqirrsU999+F7LpgHOGjTF7UcAsAQ6aST2AfTiMWaVX+2OT2Aeb9YzYGcFdgq/fHOI1Y5OhDJfnn8eHIagvGcWM0ft/3JZ5d9TheeXcpZsychrkP3YOg3O0oQLTFJpkq9y1WgUsvZrmbNtcYhuOIxqHyQNx8yyQsWf4oipGMqIIdmDB+Am6cdCOiT/yBQhxgOr64B4O4qigSv+/5CvtP7sIZxKEQB+jGURpZbIrZMiMb1+2HtiUS73z1CsbfMB4bt/4b55GIc0jACewT71XYiE5llVXuGWw2LMKh4cNwFvH4IfBTDB08HL9FfYFKpOOj79bgMs4Vy1Y9gQI+Gvkm3SH3upD/NQbzPi6nEYsCYR/c4zcjNO9nHBeilQ8MNIr5H0c0ziIO55EEt33/h2FDRuLu+2Ygqz4Yh4VIFbj0YVaBSy9miXXDh0NrjEBeUzgefvJ+zJp7J7RNEdDoxQ2dtnptEFcaPTQbaaX+OGyMErfllymaQuzHMexFjiGU7rEgBxtyJXPEGIXA9B/xwMI5GDZ0JFauexZeMd/ip6D/4gf/T/FbxJfikknZs91dfyqrrLLIcrBRwEcjKOsnXDd6DNZvXo2ziENOawiOtu7BUy8uhOugYfjg/15HAS/Guyh5U5U8OHl8OE6adIx8U0qykV0B2bTStNhAow/DESEK8x+dg5HDR8H34PcoxH66eZ3KfY85a4GaqmXc85kFLUeFPXjx30/h1mmTcdXwUbj9rqn4+4L7kFqxGx9vWYPb75qKiRMn4uoR12DK3yZj4VMPILViNw4LUeJeLCYlkssG3Vk5JJHNN48Px1HDXty/8F5cMWAobrjhBlx7zWgMuXwYhg0ZCdfLh2H0tddh/1+7cEzYSwN7yVSVypcmKw1eqp7puUxiTI4jGhGHf8Oc+bNw440Tcd3oMbhr1u1Ys/El5OhD8fDi+zH9jr9h9DXXYcyYsZg24za8v+k1FAr7FWPYLOSAl+oYsz4Rr4f5KIRpfkVq5W5xBaQhFBp9GPLawjH3H7Nx9chrsDttmwpc+jjb9LiIQqWeL9NTmfW45AuRCNZuh/fBrQjO/xm+6d/DO3UrcnWhiD71B9yTNiMw9ycE522Hb/r38MvYhtw2066VVrwg0naPoPJglg3zM/vO/InAnJ8QqPkJQZrtCMn7GWFHfsHutG2YPOVm7IrbhJOIgcYQRt+9u+tP5c5neaCnPTpDaZDr7nL0NSZ6IF+IRHp9ALxSv4V/1o8IzvsZHkmbEXH8N+TxEfBN/w4+ad8hKG87gjTb4Zm8BXsLd5oMIOXpZFvtSae5DWE4iQPY7P0RRl49Co88+Xdo2sJwBFEoRgo8E7Zg+NCrMGvenchpCpEYVarM9C3WChHte1zIoXpy5KwKS/cz2w55vBgIdwox9HCykzgALSJwHNH0e/G3GPobmZ9m21ZZ+ZB8lZdRH0c0CnGA5lGI/ShANM4hAb/v+wqBOT+hQNinLmO8xNiaXlACMPZ4XFQ9033tyHpCT+IA7c8nEYMCREMrRFC9Qvr5KcTQQxAtx472PW/scQOnEIsPNr+OAdwVmHLrLYgv8UR6dQC2en+M68ddjxtvnIjdqdvoGUfWvMGqzFx6LG9Xznx4nnmO0fyd9EhxawKZL3RvofoqSzquECkGtRnD6VXDTMtojGHixnHMPbYBqyUwIleWtaarxhiGXIOUSWBeAfbhKPaoq4p6GGuJUYIIyWd7Zc/WZ3ZgksiLle/t0TOqzHSxPAjm6WGNRJeYY1jY79nf8u3wzFsDqhTACDQhQQAAIABJREFUCJHIrAvC6x89j5lz7sADi+7DPfPuwvS7/oZX1j2L2DPu9OR6VWYufbZl3HDyG7SCWYnlCxF01Yhc8UgSNCk+lbuXFRsf4jSPtd/Y3+WWkLTdTW2vIFSszMif1/IRFsF79L4eUGd9mfPl7Q/7wIstK1pJV1BZs9AdbDrKAMcamFa58weJrkxH3obWZOaI6ZT5jOog7C38AzF/uUPTFI7TiKUBvarM9D2WywuXWueHlBpfJFf7ILnaBynVvkit88OhRn9ktQZJtnQmS2e1vMnLIpimEFSPS/ewwFw7yFr2M28OlstHJLSIhMYQjuy2EBxqCkRq3W6kVPshudoXKVW+SKn2Q2rtbqQ3BCCrJdgkM9L0tLz5s+TdVba/Pbuk3qJMbdw+aFEaDCxWthFAykcgVx+KzJYgpNX742CtqGOSKr2QVOmN5GofHKz1Q3qDqGfYLdzzhPYHI1V+Op+teWAdYbmcsO1kDbBQo0iIQI4+FIeaApDRHIis1mCkNwUgpdoHCeWeSKryQWrdbqQ3EpkJVWWmFzGrY2zpGyXDiNUzGj4MXGyxO2KL3BFbbGL2c7E74ks9kVTpg0NNAdAYwpArhEAjhEDDm66EoXKvZbYdmXbNNgQhrckPCZUeOFDyJ/YV/YH9F3Yg+sJO7L/wB/Zf2Il9ps/7LuzEvvPi55iSPxFf4YbUBh9k6QNFmeFVmbG7Ldr7rRPrLhchyENYu947a14W+WCRqw9FemMAkiq9EVfqgdhid8QUKegWBT2TXOWDjKZAMX4BUoWl5OGzi4UIRW+PJB3V+9e1bM0zJ4QjH2Jg7iGTzMSXeppkxg0HLuzCgQtuZlkpEjmmyE0iM4eaAjpXZlTuEpYDFcXv7NQzXGyxBxUUIhDku9hiD8SVeCC22AMxRe5IKPNCfnMMCvlkFArJKBSScFJIFhkq91o2tV+hkIRCPhknhCQcbY1DTk00MsojRa7Yg6zKPciqjBKvVeR/8jmKcmZFFDLKRc6q2oP8phic4JNUmbGzHUj9FArmz5Lf5Pc7wYVIQiGScBIpOIJ9FuDFGmjJR6RiXEqOPhQHa/0QX+pBwUhcCdEf7lTHSIAMw3Eloo6JKXJHfJkn0ur9oTGKJxWLnjqTxSxEma9Quccz215MOx6GuI9UWr0/Esq8EVfsSTm+xBNxxR6m/z0oYBG/86C/xZd4IbZIHJ8SyryR3hCAPGOEKjM9liORjyho7QAtRM+woCVfiER2WwhSqn3BpVT54GCNOD2UWu+Hg7W+SKn2RWK5l1TpFLshsdQXeoMOEABBAMCySr2X5G3JAwKPzmlXkhZhVWask6wNYAR4gwDBCMu6E5hn2KtDWYkPXYAWOQhEPqKQB+kydVsWELmmN+xGXKkIPChYKTIDksQKL6RU+yC11g9p9buRVr8bB2v9kFzlY6Fn4ks96fPxZR442OiNbGMgcoUg5PBByBUYhhUWmKu9bC0tlTvGTB2T9ss2BiKl3hv7i3dg7/nfse/CDuwr3oHoIvF6oOQPxJb/icRqdyTVeiCpzgNJdZ5IqvFAQpUbYsv/xIGSP7CveAf2Fe3A/uId2Hfhd0Sf/x0HSnY6JzMqdznnIAg5CFT08FqbHiKrzjTGMKTW+iHOpCcUlkOHQwvzTocZTYFIqfZBbIkbEkp8oDO2QhAE8AIPQRDMrP713j+BuVow30G2lm63l7rH/ZE+xQs8eJ5nQIYAg0EPI28UfxN48/0QpO1nTz6mPyOMECDgPDTIRRC1hKg11I4yydGHIqnSW7SGS9zFqSETeEmp9kVmcyBy9bJdVcHoGcGsZ8SpAh/Emjy8sSVuSC7djeO1aTjdmoULQh7O8xqcF/JwgTAYFuy48nk4Z9TgnDFXmgYvS0vlzmNTPZ8X8nCeFz+fasnE0ZqDOFabiuN1aThel4ZjtWk4VpeGk00ZOKvPwTlegwvIQ5Eg5QuCFud5Dc7qclDYmIFjpmdpOjVpOFqdilMtdsiMyheRNTiPPFyAFkflHl5bekaIQHZrMBLKvURvbKloGHGs21d5RYB4zdYF41BdEAUuAq9kAqp8qTD5A3N19Hl5OirbZp43ARejEYIgwN/fH+7u7mhra4NIAgwGA4xGI71XEATxF9MVEGDpDpXlAxEUGWEEAApcRDeu5TSREmjJagsW4xGK3GlcQmyJO1LrdiNHHyrRHWYPjbKeEWMdxLyy24JxsMYX+4p2Iqtyr1gkubcOzFWJ2HsIGwEYmHtU79/FIXlb2OPJZe9VYnvaTFC4V23nHkEnkYJciEfAEA+vYjwLIpHRFEg9stQTW+opelzYB9nP8uWwR4RoGIQ2gMel6XGx6XlQWeWuZZ4XPS0GgzjCvvfee+A4Dg888AACAgLQ2toKQAQper3eAsAQBiCVZyt/vAm4XECeBXCxFhyXjwhktgQhroSNTXFDUqU3snUhJgvKmhFkj54RAU96827k1OwFL/AmT5MRPONxogze8jvBfL/BqIder6NKs/BkIZKSk2i6NG31r2v+LNrGQYaVzyavpFPpqX8X+c8I0b9rhAAehUiCBiGKgfOiHhC/T28MQGyxmzj9XOqB2CI3pFT7Ilcfap4qkltYFihICMNhfi/0AolxES5JBEsUv/w7lVW+WGw0eVw2btwIFxcXcBxHAYyfnx+ampqobOr1ehveFysybuq4PETPixy4WAMW+RA9InElHogtMQfUptbtVl4WbQWwyHWLPBBPy0dAI4SikE+CwJNyCebpM0FSGEmZBUG8z2g0Qq/X09suXLiATZs2YezYsXjxxRcBAAaDgd4P1vvS11hepz2JFNpapd5Fop4R6B8BLnRptIKeyWgOlAb4l3jgUGOAeVWREmCRRPYSVw7CcRjRMEB0WwuXoBSxyo8oNOKaNxgMKqvcpazX66HX69HW1gaj0YiPPvoIHMdhwIABFLxwHId58+bB19cXLS0tVHateWAU5bwd4CLp/8zu2bmGMMSXmaeFYovdkd4YQKeEqLWkAFqs6Rkl745WiEQuH4yTfDIgEO8uUy5IAZoc9BkM5jmhoqIibNq0CRMnTqT19+qrr0oAYntA71Imoav/BObqDMPKZ2fTUf+66Y+n+uYkkkXgIkTSc/LYaejstmDEMaAlrsQDma1BJgPHtAGdXIlYDcoTwnFE2AvDJexxYQWdDY5USaXuoC+++AIcx6Ffv36SK+G5c+fCx8dH4oEhwAWw7nkRYAO4WJkiyhMikFzlQ4NvY4vckd4QQL0lSlNCSldrgIX8nwdxcUAuQlAoJDHvK9D3lg9K1jwsX331FW666SZaXwMHDoSLiwtWrFgBo9EInU5HwWJ3g9aLySxgs9dLp5JKzpK8/55EMjRCCPL5SLCb2mqFCGiMYUgo9zTHtBS7I6slyELP2DwdWrpJTDiOIBoG6JiXubRI7qo/duwY1q1bhzfffBNr166l/O9//1vyv8oqdyavWbMG//nPf3DXXXdJgAphJQCzc+dOVFVVSUC3sx4XYvmwVlBGUwBdrhxb5I7UWj+rU0O2wIpVPcM+I0RCI4TgpJBsNpIgHWRZ0MKWk0wJTZo0SVJfLi4utN5Wr17dhVqkdxCJp1KBi0pdTYrABSbgwnhr8xGJ1LrdZuOo2A3pjf7Ih8IGdCpwMRNR+MRy8/T0pK76K6+8Eq6urhgyZAi9qqxyZ7KrqyvloUOHYuDAgYrAhQzGLICZP38+jh07JhnMO+pxoVNExjAklHmaliq7I6nC23JzKBPQkQMRR5noGw1CcBLJzPta97gYDAacPn0aX3/9tSJgIf+Tz3//+9/h6+sLDw8PeHp69il2d3dHZGQkDAaDBOSqHmaVuoqselwEcoCvqG9ydCGIK/FAfKknYkyBuOatE6TGkQpcGGIVoSAI8PPzQ//+/REeHo7a2lqUlZWhsrJSZZW7jCsqKlBeXo7a2lq8//77kgFXydvy0EMPISQkBDqd2C+JJU3kWVHOHQAu+YhEeoM/YorcEF8iunCzW4MlwEbJ2+IsOwJcCECrrq7G888/T+ukf//+6N+/v1XQ19fZxcUFf/75JwDQeCDV46JSV5EFcBGSoeFDqIGjMYoBuSm1fuZNLEs9kKMPo8CG6CKiX1TgwhDpvKQz+/n5geM4xMTEAFCtEpUuDhE5/OSTTxS9Ky4uLnj44YcRGhpK93iRe1qc8rgIUQxoMV2N4UgoN2+9nlztozhF1BGw0hGPC4lvKS8vx44dOzBjxgxJPSmBvieeeAJZWVlITU1FWloa0tPTL3lOS0vDoUOHcPDgQYwaNQrLli2DIAjUu6wCF5W6ihQ9LibgQnRIji4U8aZA3JgiN6Q17LYZP6cCF4asAZe9e/eC53m69JSs3lBZ5c5ko9FIg0x5nsfHH38sAS39+/fHI488gpCQEAlgMRgM4Hn7QAtg2+PCTvtohQhktpiWJZrOIMpuU/a2dGR6yBngAljGaQBATU0NfvnlF9xxxx0SAMPW4+uvv96JWqP30fjx4/HSSy8BUD0uKnU9KXpchBBohUiJVzeW8bawJ38reXRV4MKQNeCyb98++r01y1ZllTvKZCAmckaWQ7u4uODRRx9FeHi4BLDI93ARBMtlwopybpfHRXTfHqz1o+cIJVV6W92n5WJ6XEjZlOqNUHV1NX7//XfMnDmTApgBAwbAxcUFK1euBM/z0Ol0kpU2lzKTMjY1NVnsZWNLVlRSqaMk778nBXNwLjklPKnKmx7unFLjJzGOiCHF6gkVuDBEOq814GI0GiX3qaRSZxIBIUTOPvvsM8ybNw+RkZGSGBayZwsZtOUACLAtozaBC6Q72SaUeyGuWHTfpjfspr93ZlyLsx4X9kpYviy6rq4Ou3btwqxZsyiAeeWVVyAI5li2vtCfSRlbW1sxbtw4FbiodNFI0n8FxuNimo7O1YcirtSDriQSlz+LS6PlHmAVuCiQClxU6k6SA5Di4mK6yRzrYVHysjiUjx0eF60QjmxdCF1JFFvsjiwb00QX2+PC1pn8qgRg6uvrsWvXLtx6661YsWIFAEimfLvb23YxvHmAClxUuvhk4XHhRY9LniD298yWIJOOMU0T6UOhFWx7dlXgwpAKXFTqTlIaaOydEnIExFgFLnwUE6sSgczmIFGZlHggvsyTWkDyCP/uAi626oGdQmIBTEVFBQ4fPmzhrbrUSfW4qNRdZMvjki9E4lCjuGoxttgdiXQ62rZHVwUuDKnARaXuJPkALPcGyO9hrw7l085UEdl2/1BjAGKLTPEtFV4Weyn0BI+LvO6U6lHJA9NRr1VvIxW4qNRdZBO4IBKpdWIcXVyxB1KqfZAnWMa2qB4XG6QCF5W6m2zGpnQArEjSsQFcWI9LeoM/YordEFPkhuRKH5vBct0NXKzVEXtlV24pgcFLmVTgolJ3kaT/8ubl0FqjeLxHSo2vOFVU5I6DtX6mODrV49IuyS209lYV9SWFp9LFI2tTHp0tc/YBl0ik1fuLCuWCO5KrvLs0KLezgIu8Hturs77Sh1XgolJ3kS2PSx4ikFzjg9hid8QUuyG1drd45IfR9hYLXQJcbClg9vfuJrl7mcQVEJeyNY8Lu3dETymLSn2LOtLH7PW4pNXvZoBL7/C4OFJPfakPq8BFpe4iW8BFiwikVPuagIs7DtaaNp4zXmSPi1xRsN/1VFLyuAiCAF9fX7oBHft9Z8QZqKRSV1F7cmkPcNEKkUhvDEBMkThVlFTp3eXxLV0BXPoyyafJAKClpcUCuPQmXa1S76P2YlzEvaLcEFvkQfdwIb9ZM5A6DbgoBceRzz3VwiHvQTwoZA68tbUVgiDA39+fbvkvCALa2to6ZTmqSip1lBzxuMhl1F6PS0ZzEF0KnVDmZVpVZHluSE8BLvZ4V/oCWQtUBmx7XGzJjEp9kzrDY2nT4yKQWDp3xBW7I6nSB1o+HHntGEkdAi5KngeWCRBQ2pK8u0n+noIg0MA9Qrt27UL//v0RGhpKv5MH9/VEQKbSpU9y+SNyaWtDOsp27eMSgay2YDHav8QDsSUeyNGFtLu/wsUGLg5NkfWB/mnN400MrsbGRowdOxbPP/88XWnFemRUfaaSnOzpU7bGdnn/ZfdxyUckMpoCxdWLJe5IKDdvu2BrWtp54NIOaJEvP2Q7B7l2J8mBC/tOkZGRePLJJ3HllVeC4ziMGDECS5YsobEuLNjpKUBMpb5FStMAAOgW9rY8DsTysb1zrrhzZXypJ+JKRK9LRlMA8nvAzrnyOiCf+7rHxZYByeri8ePHY+XKlQDM8uLIWVcq9R1yxuOi7OFV8LiYdEd2WzDiTPtFxZZ4IKs1pN2NLh0HLoKyx4X1WrCdpLi4GKGhoWhqaupRnUIOsnieR21tLd555x1wHIdx48bhpZdewvr16/HCCy/guuuug4uLC9avX4/GxkaLXTdJmiqpdDFI7i2Mj49HXl4e/Z2cTcOCcnn/4wXbZxVphQgkV/uKZ4gUuSGlxrdH7JxrDbCwh1Wyg3Ff22hObpCR9i8rK0NgYCCGDh2Ke+65B0lJSWhqagJgexdhlfouKc1MkHPBrMkM+yyg4HGRn1XEhyOx3EsM0C1yR1o9CdANl2z5ny84ClwEE3ARRI+LIIhKjy0QURaEKioq8OOPP2LKlCmYPHky6urqAMBq5+guJu8OAG+//TY4jsN//vMfFBcXSxrw/PnzeO2118BxHDZu3Cgpi5KCVFnlrmR2kAaAVatWYeTIkfjggw9QUFBA5VbJouZhklcYAQG4IOQhV5ADlzDkQwzQjS1yQ2yJB+JLPZGrD1MEL50FYKwCF0GwMJaU6oNMfQCQTIUQvpRJXh9kSluv1+O3337D9ddfD47jMHToUFxxxRXgOA733HMPEhMTAcAC6Fzq9aVS+yTvZzqdjsoF6W/Wxj36PNN/AeXToVPrdiPGtNllQrkXPXyRnjzPS5dHO+lxESDw4svJAUtZWRl++OEHTJ06lR5qNn36dNTX10sqoruJVDZ59z179oDjOKxZs4beYzAYoNfrJeV78cUX4eLiguTkZHoP20gqqXQxiPQjMji99dZbtL9de+21eP/993Hs2DF6P3sKsiCYporkHhdEWRxqlqMPRXypB+JKPBFb5I60Bn/6OwteWKXS6cBFEC028r5KoIUoUEDcziA0NBTLly/HuXPnAPSM6emuJnYqnljDOp0Oq1atAsdxePDBB+Hn54cjR44gJycH33//PSZMmIB+/fph586dANAj4xFV6j4iMkUMpMOHD+OVV15BdHS05DdWt8hlR+y35v/JBnSsnslqZeLpityR2RykOC1N9IxDHpfDwl4YBB1VmPIzQLZu3YrbbruNKtB+/frBxcUFU6dORXV1NX2GgIHuZvIeOp0OixYtwujRo1FaWkqtFLlrDBA9LyNGjMAzzzxDnyXp9JRyqXzpM+lHbW1tMBqNWLt2LTiOw4ABA2j/Gz16NN555x1FACPKtXWPC+tVOVjrh9gid/OZRQaz10W+wqij4EUCXAQRuIgeIp56XFjAYjAYJB6C8PBwLFy4EC4uLhg+fDj++usvCcC7lJkFHAaDqK9+/PFHcByHDRs2oLW11WJgKi4uxv3334/BgwfTqca+UFcqO8ZEZ+Tl5WHw4MEYOHAgnnzySezfv18Cckh/lDwPAaT/AmaPS74gNYCSKr3FaelidyRWeJlWMJr1UL7gqMdFiIRWCMcRPhp6vg0CY7yUlpZi69atEg+Li4sLXFxc0K9fP3AchxkzZkAQei5y1+l0mDBhAp5//nkAylYH65ZfvHgxbrjhhj5hxanUO2jdunUSY4H0PeKBeffdd3H06FF6vyAIMMqBC6Ispn+0QgRy2kIQV0KOnTdty93OdJFTAEYw6xuNYPK4CCaPC9MP5R4WnU6HqKgoPProo3BxcaHlHjduXJ8ELqSs58+fx9VXX41HHnmEAhmdTkfBq04nxiuePn0aI0eOxKJFi2AwSGMX1Onvvs3szIQgiMBl9OjRtI8NHDgQS5YsQWxsrMTjR8ZQGgNqSg+CpceFGD/klOi4Uk/EFLkjvSGALhbQyo4AcAi4iB4X0cI7c+YMtm7diltvvVUCWFiFSZTIuHHjsHPnTnh4eMDd3b3HsJubG7y8vPDzzz9j8ODBWLduHQRBkMyTs41BlOUrr7wCV1dX/Prrr/D09ISbm1u3l0Xlvslubm7w9vbGww8/LOlzSv1x1KhRePfdd5GTk4PW1lZl4IIIyXQRCYpLrfVDTJEb4ks9EVPsjozmQMUpI2c9LqzHRosIs8fFNKXF85YeFoPBgMjISDz66KPo378/LSf5fN1119Gpor4EXAhIcXd3B8dx2LNnDwBIlj7LT87+4IMP4OrqihMnTtC6ZdNUuW8zMdq1Wi1GjRol6Wccx+Gyyy7DU089Rfc8kwMYMR3eDFxMHheLxQBV3ogpdqen0me3hTArHcPbBy4SRSJEIE8IRz6/B7ygR319A1555RXJlBBbiN7Ky5Ytk8wPyxuOfL948eJuf1eVVbaX+/XrJ5lCmjt3LgoLC0UFY7TtcSHKQmMMQ0KZF+KK3RFX4o64Ug9k60LoPLSS98We6SO5l4b1uBQKSRS4CIJ09V5kZCQWLVokAWbsZ47jMGbMGFy4cKHPABfCBLh89tlnuOKKK3DmzBnJ4MNOrRFjzNvbWzF2T2WVBcEsO/n5+RS4KPW7QYMGYcmSJYiJiZF4dwXqeTEBF9OqIrn+yNGZvLumKaOEci9oDKHm+0wBu5wcoMhBSx7CTcgoDIcFcaqI53lUVlbCy8sLs2bNsloIYv1NmjQJCQkJSE9PR2pqKtLS0noEp6am4uDBgzh06BAee+wxDB8+nFocOp1OEuNC3Kr5+fkYMmQIli1bhoyMDKSkpPSoMqncd5jIb2ZmJp599llJnyOf2f9vueUWfPvttzh37pw4JcAbFD0uBLBQHSALoCPz0PFlnsjRSV2+SjpEyRBS/E6IpIoplw9GIW8CLsxKl5iYGMybN8+qzmF5wIABmDJlCqZNm4apU6di2rRplzRPnTqV8owZMzBixAiMGDECJ06cgCAoH1lCgIunpyc4jsOECRNw++2394n6Utl+JvJw8803W3VSyI2Ihx9+GIcOHWIMB958OjT1uIRbGEmHmsSVjGRqOqnCGxqjNK6OU7J6LJQKL3pcDvN7oed1EHhzvEpDQwN27dqF++67z6IQpCC33367JJC3J1JOTg4GDRqExx57DC0tLQCk0fmAWNYHH3wQw4cPx/Hjx7vzdVVSSUJk/yHS71jAMmXKFGzevFmyxF+cfjECvGlVEW8GLiyYYJWFuD13AGKK3BFfYgYv2a2W4MUaQLGmZ8hzZD5bI5iminhzPxQEATExMXjkkUckHiRrwOWyyy7DAw88gEWLFmHBggVYuHBhn+AFCxbg8ccfx+zZs+Hi4oKgoCAAoEtZiTHGThW99dZb6NevHxYsWIBHH320T9WXyu3zggULsGjRIsyZM0fS91gjie2HgwcPxjPPPIPMzEzqsZEAF5h0hoKHN1+IQGqdeWo6ttgdieVeyNGbPS9WPS5ypZXHh4n7uAimfVyYlTaAOKh7e3tLrCFSmKlTp6KmpoYumyIBYN3J5B3YILWtW7eC4zg89NBDyMrKop26ra0NaWlpmDt3LjiOw6+//koVAVuenlAulfsGswGWRqO4qsjFxUWiVCZPnowtW7agpKSE9lMio4IgwCgox7go6QHWIhL3XDBbRHEl7khvDKBKyKwzlEGMbT0TjnxEIdsQBG1TDBPjIt3dev/+/XjiiScUAQwBbWPHjkVVVVUXQcWeT9XV1Rg7dizuvfdeNDc3AwBdjabX66ne02q1cHV1xbPPPtudr6tSL6CTJ0/immuukXh0WcAyZMgQvPTSS0hPT6fPSDaAZKeKTMH4rHeXMh+BlBpfE3jxoEG7Gc1B4lQRa+nIP7PBeXlCGDRtEdDzrQAvnftiAUxzczP8/f0xf/58Wphp06ahvr5eMmfW3cS+C2t9/P777xg5ciQGDBiAe+65B4888ghmzpwJFxcXjBo1Cm5ubpLgNqUzPlRSqauJ7X+CIODNN9+k/e3WW2/F1q1bJYBFr9fDaDTHblnbx4X1uBBPiHzKSCtEIK3e3xREJy6TjilyQ1KVD7Lbgul0j1yPWNczYab8xO8yW4IRW7YLGeWRpqkiI+2npAyA6H7ev38/nnzySQwaNIiWnw3OPXv2LIxGIy3/pc4EmLa1tQEAvL29wXEcVq5ciZqaGgs5Onr0KKZNm4aRI0fi1KlTdFqcTUtllUn/0Wg0NMZFDlhefvllCWAhz5rHWl4KXNgYWt5yyihPCMfBGvNWDHEl7ogtckdKtS+4fDAoh7G2SKIaQxgyW4KQVOWNxFJf6AytEATlXRrZ6aDW1lYEBgbivvvuw7Rp03rszrkscCHA4+jRo/jwww8xZ84cTJkyBffffz82bNiAwsJCq2WQDygqq9yVLN8594033sCECRPw/fffo7y8nMoj62GhbNoPhYeoSC5A6nGRBMta8brkIwIZTQGIo9aQOaAuucoHmS1BdL+XfIisvHTatORaH4aMpgAkmvZy2F+0E1mVe0zLoaV7uBBdw674i42NxdKlSyUAZty4cTh37hx9prvb7GLIBKkPdtD4+OOP6ZT9Dz/8gAMHDiAiIgIbNmzAsGHDMGzYMISEhNDBpqfpZ5W7j+XLobVaLa699lrJlNDy5ctx8OBBCWCRbykCcoUMuChMTVsYSQ3+oo4p9qD6hstoDkR2WzBydCHI0YUguy0YmS1BONToj5RqHySUeZrOEHBDUqkv9IZWurcCeRG2kPJttxsaGpCSkoLm5mZJhdhjUSp97iySNw5h1nskLwsAi/Xpcm6vPEr3KD1r635HytjRNJxJ35F27mhebH6dmZe97epoutbysnavtbzl75ebm4vz58/T39n9OORpkastj4vS6h+LmBfA5VboAAAgAElEQVSIqwCSKr0RU+SG2GLxWIA4Jng3pdoH6Q3+yGgOQlZrMLJ1waKOaQ1GRnMgUut3I7nKR1RIZJO7Ui/sL9qJzIoo+p6CYOndlC+PBoDExEQsXboUAwYMwLBhw/rUPi7WdBoAREVF4fbbb7cIXl68eDGN15PLi7y+Ve67TICLRqPB4MGDccUVV2D58uXIyMigfU8RsFD54c2HLMqAi62p6TyTQyWzNRiJFV50ipojc9TEFSOeBCu6fs0uGg/EFO1CYokPdEYTcOEtlSHLbOAX+Z1dpWMPWRberKzYvGwp+PbSZzsoC7za2tosdsIlHdvZ6SFrZWHT72iZlPJSylNJuDojfaVdXjvSVuy91spi6ZK0Lx8l2bW1U63S4GdvGZTyYl2xttpfKR/2N7Y/WXtPCVs7HVoBuNhUKoxVlNEUiIRyL4nOIDEwBNSY9YuZxd/c6b3EsoqvdMfR1jiTkWSUGEtyZl3ZhPbt24c1a9bQ5dD26Bx76r0zydl+0N59SjIGAI2NjUhOToa/vz+Cg4Oh0Wjoc3KdINcPjr6nreecrdf20rbVTxzNp7Nl4GLLlLPjkrXfiAwdO3YMb731FpKSkug9SoDFQt/It/xX8Li0p2fy+HCk1+9GfJknOFa5sEokrthDnMM2KaLESi9kN4dBz7cpelzYgrLCLwca9laqUgeUK5/OOFNDKR8lsjVoOVsea/l0tFxKg6R8gAM6Xn9KbW2NOjMvAjCU7nEkH3k92TO4OVsOeT11tP2tDVDWZFTyrGnrbXuAiy3PC6tY8hEBDR+GjOZAJFV50zNHYorczUfWK+gZciIs9dDU+CKrNRi5vGnnXB4QeNNZJ7y0PEryzU4hkfp0pL2UwIvSYN4ZOkcpfdKOSjLQXp7W0pR7kllSMgQ7Ujal95B7qNl7nElTnrY8HkOp3jqjHGx+1trH0fSsxZQ4k76tfNi8HEmbNerletcWYLF8H4HqHSXgYo+eIZ81hjBwCWVeonu3VJw/ii/1REKZJ5IqvJFS44tDTYHI0YUijw/DUSEaBl4nKhNBtNrYl7Ongh2pfKUBpaCgALt27UJdXZ3kt84YDElalZWV2LlzJz788ENs3rwZOTk5AKzP/9pD7HuSzzU1Ndi+fTveeustbN68mZ4pw4IAe71T7ZWNDJRnzpzB559/Lpn7J/c7mrbcUwUAnp6eeO+997Bx40asX78en376KS5cuGBxv6NlYL11xJPX3NyMiIgIbNmyBb/++itqa2sdykdJsXp7e2PdunX46KOP8OGHH2L9+vVYv3493n//fYSEhNA6c6TtyX1y0JKWloZffvkFP/74I7Zv307PirEVQ2UvKQ129OoEcLG2GkgKYCLoKoEcXSgONQUipcYXSZU+oHqmxAPxppOmE8q9kFTpjdS63chsCUIuiYkRIqHhQ+g+LqKu4a2WydpATdqJnf5wpM7Is/LzkDrSN1lZkL+v/B3l09L26DqlOmLljj3dF1AKoHRuwLc1WBLq6YaSLZliPVdKebDPW0tb7tGy530cbQ+5rpSDDULWQh6U0pOnywIWa+Oh5DPxuNgBXKytQBSBSzjyjOImdJzGGIZcfShyTJyrD4XGGCYJwiOKSdzHpY1RJsoVJ690ZxuArazTp0/jq6++wqhRozB+/Hi6YsKZgZcQqwhIOsePH8fUqVPh6uqKyy+/HBzHYcSIEfDw8KD5daRTkDzPnz+PRx99FDNnzqRzz9dffz2Sk5OdBhTkfmudTq/X44knngDHcUhNTQUAKtSO5sPWHVG6hYWFuOqqqyQrO+677z7U1NRYdFxn8mEH/ZiYGMyePRsvvPAC/Pz8kJOTI9mnwp58SNqkDgoLCzF06FAMHDgQQ4YMweDBg+Hq6gpXV1dwHIctW7YAMG+d7kjbyxX5L7/8goULF2L//v04deoUQkJCMGfOHLrnhtIUmzxNedr29jNngIvVnW6tLGlmg/3z+HBojGFUx+ToQ5FrCIXGyB5dz1hWfARyhWCc5MlZRTwgmBWfvA6sfXZEFuT3ywdGnudRUlLSaV5eNj8iEzqdDidPnsSJEyfQ1NQEwDLuxN5yKJWHfF9aWgqtVkun0Uj55Na1s2WTD87FxcU4f/68w+1hK13yjpWVlTh27BiOHz+OY8eO4ejRo2hoaOjUvNiBv6ysDGlpaTh16pRD45ocAPA8j4aGBhw7dgwFBQUoKCjA8ePHUVBQgMOHD+PUqVNOTU3L7yey1draiqysLKSkpODMmTP0fratlcCULT2jdJ9SPTgCXNqboiY6gjOjGsvIf7MiikCeYN7Hpb1G6gySC+lff/2FrKws3HzzzbjxxhtRUVEh6RzOvI88j7a2Nrz88st4++23UVhYiL/++gubNm3CgAEDMHToUGRlZUkGamcGL5LPli1bEBwcjNbWVuh0Ovz000/gOA6LFy+mAuescpR7QoiHYseOHRg8eDCGDRuGQ4cOOQ2QlIARAGzcuBGbN29Gfn4+MjIykJmZSTc9cxbssR2QHfSHDBmCL7/8UmIFycFRe/mwafM8j+3bt+PLL7/EuXPnUFRUhPPnz6O4uBgRERG45ZZbcPLkSQBmoOOI54itg5MnT2LUqFHw9/eX3Pf5559j0qRJqKqqksiAs143q+/TAeBiDcBYBvAqHwWQjwjkM6BGKV4mX5CeDk0VnzUgJlOu7HcO1YvC4FhXV4eYmBgsWbIEL7/8ssNeHFt5sG2bkpKCWbNmYcCAARg0aBDmzp2LAwcOALA9Td1eXoBZD/A8j82bN+OWW27ByJEjcfXVV+Pjjz9Ga2ur4nROR8pEdGRVVRWmT5+ON954g5alPW9Je3mw5Vm0aBHdap7s0k5AEtENjno3lHTbmTNnsHbtWrzwwgv46KOPEB8fbyEHtuqNrVuS5gcffECDpMmmkQMHDoSrqyuWL18uqSt79YASaDl06BBWrFiB7777Dn/88QfWrFmDL7/8kk6rOjuG2gvcnAEu7YEZTgnRsEopD6Z9HBCOI9gLA3SiFQRlj0tnEVsZ7OC0YMECjB8/HpWVlQDgdKWzz5L0Dx8+jO3bt1vc9+GHH4LjOPzwww8A2reGrZWH5NfQ0ICCggLJezc3N+Omm27C/PnzJYOpswM9YTLIJiYmYsWKFVi9ejUGDhwo2YqZfQ97iAVGbNDW008/TXcdlt/fEcuBtXr8/PzAcRw2bNgAAHQjLfmA4ghwAcRNBvPz8xXv+/zzz/Hoo49KlKYj7cJ6dgRBQFxcHFxcXChwaWpqAs/z2LlzJ4YPH47Tp08D6Jg30RZ1BnCxtn2/vbExcj3D6hstIpRPh7ahcOTgRYnbIzngNxqNyMjIoMuJn3jiiQ4N8PL3IzJbUFCAadOmYenSpdi0aROefvpp6ulNSUkBYOnpdSQv8qynpydWrlyJiIgIhIaG4s477wTHcfjll18AOO99BSzrjqS1evVqcByH1atXU33UUXBE0o6KisL999+PN998E2+99RZee+01uLm5AXA8toktg1znREZGYvz48Xj99dcVvRX2ABd5m586dQpz5szB6tWr8c033+DLL7/E//t//w//+9//cPXVV+Onn34CIPXu2qs32fKfP38eU6dOxR9//EHvKS0txfTp06kH2Vab2NuvbJa9A8BFrl/I1eaW/xILSgjvVo8LEaQHH3wQEyZMQEVFBYCOARd5AzQ3N9MzigwGA9raxHOZYmJiwHEctm/fDkEQLPaQsIeUBlSj0bxRVHFxMW666SZ4e3sD6LhVzyqs2tpaLFu2DFqtFl988QU4jkNmZiZ9B/Z5e/OSd8S33noLAwYMwOOPP47vvvsOZ8+epeVozx3ZXj6kY506dQqjRo3Cvffea3GvMyuy5DJG3o9d5aXT6XD33XdL2t4Z0EreEQBOnDiBwYMHY8aMGfT0Yp1OhwceeADPPfecwwDMUeos4GKPW1cR3AjsqfMK91rzuHSlpQRlN7sgCGhsbMTEiROxePHiTo3TIP3z66+/hp+fn+Q+0k9ffPFFybs4KndErmtraxEcHCwxAg8fPozBgwdjyZIlTsm20iDGDvi+vr54/PHHMWLECKxatQqAZT+1txxsH+J5cZO81atXQ6vVWtxvT+yGrbKwBllAQAA4jsPGjRvpvawnxF6PC9vmAHDgwAHJ3ieECgsLcdttt1GA5ExwOWlLAPDw8MDQoUNx/vx5GI1GaliuXbsWd955Z4c9iPZQl3hc2r2ZLFdCOI4gWvS4AF2uRADLwZ7neTz00EOYMGFCp3hcrCFHki8BKKGhoejXrx/S0tIAOO9xYfNkB0u9Xo8PP/wQX3/9NYCOxdEoKZANGzZQdL1u3TpwHEfX3zsz4Mtdlw0NDVi5ciWmTJlCd1O86aabEBYW5nR52HtJOYhrdceOHcjOzsZ3330HPz8/lJWV0ffqqMIiz5M2PnjwICZNmkQP3+zoNCGp76+++gocx+GOO+5AWloatmzZgqVLl9JpIkfjGhyhzgYunckkfw1MHhd0H3Ah8l1ZWYmJEyfiscceU9QZjubB5qXX65GXl0f7SGtrKwRBQEVFBUaNGoUHH3xQ8j7se7VHbF9gDYjW1lbo9XqUl5fjqquuwrZt2wA4biyxZZL31WPHjtGt30eOHImVK1cC6BhwYdOPjo7GlClT8Mcff9CNQVnw5ahhKc9DEAQcOXIEw4cPx4IFC+h99q6kkZP8fgIsyFYLZLpu/fr1eOyxx+gzzuozkn5QUBA4jsP3339P8xMEAXPmzMGKFSskOqmnAxeWeyxwkSsQglY7G7jIr0qdZPXq1dRN3JHlykpl8vT0pOc7PfLII9SC6MgAzL57WFgYVqxYgZaWFvA8jw8++AAuLi7IyMiQ3OdsOUgara2tKC8vR05ODt59913069cPgwcPRnx8PADHB3xyD7FQampqcOutt4LjOLzxxhv49NNP8dxzz8HV1RW33XabIhBrLx/576wckHpZv349Hn74YQtg42h9kStJQ6fTYfPmzfQwwCVLlkimLjs6QNp8HxW4KNeLTB+QdqisrMQNN9yAxx9/vFM9LnJPJDuINDQ04IYbbsDLL78sGUwdsYzZtFnZI7Rr1y68+uqraGxs7NAgKX//lpYWLF++HAcOHEBZWRkuv/xyvPrqqwA67hkl+nfFihV0I73hw4fjnXfeQWlpqaS8zpSFraPly5ejf//+yMjIQHNzM4qLiykgkMeftFcWuQ5g8yLc2tqK2bNnW3h3SZnsIbkOKS0txZQpUzBgwAA6XbRt2zbcfffd+Ouvv+i97b1/R6hPARdA2QLqTODCPmdt4D9+/DjmzZtHd5dUQtvO5mM0GpGSkoKff/4ZDzzwADiOw9SpU1FSUkJ/tzcPpbiTCxcu4JlnnsHx48dpOsRrwQIXUrfse7ZXFiXly5Kvry8uu+wyzJ8/XxIE5qgiIXWg1WoxaNAgTJ48WRKLQiyKu+++W7JE3lnlC5g7fWtrK2bNmoWdO3dKFIkzbS9XvgAQHByMJUuWYOzYsRgwYAA+++wzCjB701TRpQJcAMsBBgCqqqowceJEPP744x0GlNb0AKt3BEHA4cOHMXr0aMTExADomKdPPijn5+fjiy++wJgxY6i3RT714YweIDpz27ZtNAatsLAQQ4YMwauvviopnyPlYHUTSSMzMxOBgYH4/PPPMXnyZHAch3vvvRfFxcUWdeqI/iR9s6CgAEOHDsXYsWPxzTffYPny5Zg0aRLmzJmD8PBw+oy98iC/j5UvUiepqamYOHEiTp06Rd/FWQDGjmHp6em4+eabwXEc/vnPf2LdunUoKipyuAzOkgpcumCqSCkfgqb1ej1ee+01Ov+stFGTs/nIrZ+WlhY899xz4DgOPj4+AGDh9mwvD3ZgNBqN+OCDDxAcHAzA3CE3bNgAFxcXumumo52DvUdpQCauT0A8P2fkyJEWwab2lEfeqbOystCvXz8sWbKEpkXe/eGHHwbHcXQ3R2dc3vIOLwgCkpOTMW3aNLrnjTNKl02bBS3bt2/HQw89hIaGBmRnZ+Nvf/sbDTpmLUtHy2HX+6jAxS7qCuAiJzlQIn1n48aNWLlyZYe9vCRtwnq9Hlu3bsXcuXPplgWff/65Yj7tEat7SZ9LS0vDv/71L1RWVkKv16OgoACurq5YuXIl1Q2s7nMGIMmfqaysxKpVq8BxHNauXSvR4Y4O+KSPu7u70+0c9u3bhzNnziAxMRETJ07E5Zdf7rQnWalMbJuzq0qd9e6y4wtJ29/fHyNGjKArVwlw6Uo9Q9+pLwEXa9aCEnDpiCKxBloAYNOmTfjzzz8BgAZssm6+joAXFmCQAN2MjAwMGDAAW7ZsoQJtr2uY3EMUSHx8PK644grMnj0bc+bMwb333ou5c+dizJgx1LOzdOlSpwAgWxZyZQEQ2X49ICAAI0aMoMuIHfEgse0BAFqtFv369cNzzz0nAUmCIOCTTz4Bx3EIDw+n+XdEkZA6/Oijj/D000/Td3e2g8vLcuzYMQwfPhzu7u70nrNnz2Lq1Km47LLL6IaHzq7AaPd9VOBiF3WVx8Uak0EmKysLixYtctp7YC0fVpcYjUbs2bMHY8aMwaBBg+jmh46AfpIW0c11dXV44403cOTIEXpPRUUFhg4dijVr1lh9N3vzkfdR1kjS6XR48MEHMXr0aBrz5qi+AczG4rZt2yQrSQmFhoaC4zgsXbqU6m97Yo+UysCOa21tbZg3bx4db5z17iqByejoaCxbtgy5ublYs2YNPXCTeHacBV/2Up8CLoDl3KzRaMSDDz6I8ePH031cHLHiWbLWsYkwbtu2DT///DMA0JVG7HuxaTiaFzsAks5nMBhQVFSE6667Drt37wbg2MDFKiQAyMzMxAsvvIAnn3wSTz75JP75z3/i6aefxqRJk8BxHObOnYu1a9eiqqrKokzOlIUtDwFinp6emDlzJtra2hwGe2x5BEFAbW0tbrzxRtxzzz1obm6m1oTRaMR///tf9O/fv0MDvly5t7S0YPbs2XB3d5cMKs50cJIuea/ffvsNQ4YMQX5+Pp3bBsRll/369YOHh4fTAMyu91GBi/W6kYFxwAxcSHBuR9zr7GAv1zsAUF5ejjfffBNZWVkAIDFeHPUuKxlLLOgHQPeP8vf3d1jm5EB/06ZNuPfee+Hh4YEffvgBv/32Gz7//HMMGjQIc+bMwS+//ILDhw87rAvkZZbXvU4njkleXl4YNmyYJJDe3vpiwaMgCPj++++p95v0UaPRiJKSEowePRq33nor3SSwI0Ys0Qnp6emYPn06PSjVGbDKpk2eP3PmDCZOnEiNJL1ejw0bNoDjODz77LNUhzrj3bH7nfoScJF3NlKxCxYswMSJE1FTUwOgYw0sz4M87+npCS8vL4tnYmNjcfToUYeViJKSI0LPkre3N2bMmIHKykqnBnp76uGTTz5B//79aRCws1NF7PvV1NTQfWkINTQ0YMmSJQgICADgXHCuXDH+73//A8dxOHz4MABQMLF8+XLMmjVLApAAx8AsOzUFAMnJybjtttvocmVnATJ5hh0Io6Ki0K9fP+puJkCvoKAAI0eOlMQ1OJunLVKBSzv1w4ALADQ497HHHrMwppxNn2UWIL333nu0/Yk8k3dRMhbsyYO8K+s1JsZSXl4errzyShq34aixxOrON954A0OGDMHQoUPh6uqKIUOG4IorrgDHcRg4cCAGDRok8WCTctmTD1smtjzEY200GhEdHY2JEyeiurpaUq+OGErkvfz9/ekWGOyUS01NDW655RbceeeddKdu+fhhT16sMQOIevnZZ5+ldWKPF8dW2iTdr776CldffTVKS0sl0+tLliyBq6srzp49C6Bj+q3dd+qLwIUdIJuamnD33Xdj6NChdAlcZwIXvV6PL7/8EsOHD8eSJUvw1FNP4YknnsDTTz+N2bNnY+7cuSgvL5e8kyPxGkQ4CgsLcdddd+Gxxx5DREQEjh07Bm9vbyxcuBAJCQkAzEHA7PPtlYdcWcuKWFfEa/TOO++A4zikp6dTAXdkzpl9J9KZN2/ejMsvvxxvvPEGYmJiEBYWhuXLl2Pbtm0WHdtRy4S1SOvr6/GPf/wD8+fPpx1x//79mDlzpuQIg47IA+nwa9euxVNPPQWg46t82MGHWG+PP/447rvvPpw/fx56vR6NjY14++238dJLL9G26iorSAUuNuqG6UfEEq2oqKBTRazy76jeYQfXxsZGfPvtt3R/JUKtra04ceJEpxhLLBEvRWRkJCZPnixZEAA4vtssz/MoKyvDiRMncObMGZw6dQp//fUXEhMT4erqimXLluHs2bP0PDFnjRhb7/Xee+/hww8/BOC4HmCNC0EQl6Nfd911ePLJJ2l98by4Tf/111+PdevW0XwcBRlyfaDT6TB79mzs2LEDguD8IgCSNuvd/eSTT3DNNdeguroaPM+jpaUFgiAgICAAV199tWRlUVfoGqCPAhciFNnZ2Xj77bcxc+ZMTJs2Da+88gr279/vFOIFpAMwGayCgoIwZcoU3HrrrZgwYQLGjx+PCRMmYOLEiRg/fjy2bt0KwHnvAXlHEkw2adIkTJ8+HS+++CI++eQTesiis/uesHnJQRkRzC1btmDatGnQarWSjso+b09Z2Gc1Gg2eeuop3HTTTZg1axb+/e9/Iy4ujtYv2zaOxOwoKfjq6mq8++67ePPNN/Htt9/ik08+oW71ji5VJ8/qdDosX74cYWFhiorEUZKDSkDcEOzTTz+lB2xu2rQJ27ZtQ21tLYCOx27ZfB8VuFivGwWZa21tpVNFhDoiZ/JBuK2tDa+++ir+/e9/IyYmBkFBQQgPD0dAQACef/55iwB7R3UOIE5Bbdy4ET4+PmhoaAAAHD16FAsXLsSuXbsAODfYk6u1QfvcuXMYOnQoXn/9dclzzuhPoqdjY2Px4IMPIjg4GE1NTaiursaPP/6IF154AVVVVVTfOWr4ydv9999/x+DBg5GYmEjv8/HxwbRp03DmzBkL/WmvHJD72IDmyZMnK04TOeoBkXuOtVothg0bZrEj/JtvvokXX3xRUlcqcOmMwsoGrtraWpw7dw41NTWora3FhQsXaJxLZygQkkd1dTUaGhrQ0NCAxsZGyvX19RZLoUk6juZFqLGxETU1NWhsbKTfdeYeHmzZ2NiN2traDq2QkoMi8n1dXR1ViqQsznpb5HmxCgUQDzs7e/asxJvVkXqT51NfX2+xq2RH2sNaOaqqqnD69Gm6E3RnlKXdd+llwIUHDwG8SfV18Z9MJ2RmZuL999/HZZddhquuugpbtmzB6dOnJX1ZEJxPv6amBkuXLgXHcXTzRpZvvPFGekip0WiEANOzduZDZOn06dO45ZZbwHEcpk+fjjVr1mDVqlV0KlcJ9NubB1smdkUmz/M4ceIEBg0ahOXLl1MjUa432vsj70V0VmJiIsaMGYP+/ftjxowZeOGFF/DFF1+gurraav9xpCykHIDoTZ4/fz5+/fVX7NixA6tWrZLsOu5wPjDfxy4C+Ne//iXKOhMa4bBsycpByhAUFISHHnoI33zzDXx9ffHtt9/i7bffVtx2w+H87P7jqb7pM8DFFupkLfiODIr2onKLzu0gcJF3DEK2XND25qGUF/u9vK6UBuT28lICLqx1w5bFGshzpJ0kHVih7uQWg/wZe0k+oJDvlNJ1lOSDHDtHz1JHgZ7d74PeAVwKkUTVHkyqr6tJLgcajQaBgYE4cOAA9u3bh5CQEJw9e9bcpkLH5KympgaRUZGIiYlBbGws4uLiEBcXh/j4eBw4cABHjhyWPEc+25sPK3tl5WWIj49HeHg4Ug6moL6+HoAVT6WTYifXPU3NTUhISKCxgc7kISmLIJalqKgIBw4cQFRUFM6a4jRIWRzVz2ImysYsIMaehYaGIi4ujhqZivnYmRUpA8kjLy8P586dAy90vO9bG2cqKyuxZ88ehIaGSqYjO0O/tUdivzVDmEIkdQ9wEUCsoC78E5irbKBUUu4Oo0UrA708D5v5wb48ST5KgmUNCEnu72g9KpTRmXLYahul8sjL4XB5lNq3nbpzShYU8rOZdie1A1HE1uJZOk0GrPzxMG1U2EOAixYRlM3AhYcRRvCUu/hPYJiXGhcSZcwbxXvIM06kb7SRPktGkpcj+QnkGSN43mg1L4NBbyoLc7+95WHfR4l5I9jRnGfL4VBZzOlZK4vBaIDRaDDVlRGCqSyCI+1D8jA9a+SNMBj1spwEGIx6Uz2Z7xXsy0H8443mNuJZI8yoXI+O/Mnqn+eNMBjkZRDzYuvL4bZ36E/su0aI9USAC9vfuxi47IUebYBJ7YlCeZFYMM2TUeVu/s45hul5SL63NRA6nZ/A5mfO32pZFO/v/LrsHAZNUzrwMvl0SntJ398ir17F0jpTrKculAEepuk1E3A5D02PAC75MJ9Gn4tgnEQKLjrJRcoICAYpS1Qf+4wz6QuW6UvyMkrvdSg/eV58J6XrSJ6CQn6O5qXUzdmyyIci+TMdfH8iAzDCett3pDy20nWG2quvrmp7O+kkUpCLYEl/7xLgInI4DiMaerRBMCm/rrEDGQuVXO1h9pmuSL+jeTqSn6Nl6Wi+XV13Xf3+nVV3jqbr7LtdbBmQ/ZntIDFmggAXLdPfu9vjkocwHMU+XIAW55GHC9DgAvIuDgu9PH02D3vzYu/v6Pu197wz6TvyjKNl74w668q2k7dNe3yx6ssh1pj6sRZHsQ95COtajwtBRFqE4Qj2wgjDxQZoXUM2DGGH0pCnpdKlTZ0tL90kN2K2YsYXoEUOApGPKDhrAXU2cCHgJQeByEEQci8WC8zVHmafsZWmzfuDnXunziyLPeXorPpzNK+uaJPurLP28uiozFzM+nKAcxCEHARagJYumyoSlUg4tIjACSTiJJJRiCScRHLvY8GO3wQzF8qY/U0xPWvfq9x72Z62dlZelNK7CFyIJFMfTsGRTrCAOqNUqA0AACAASURBVBO8mPVOJPIRZfotqnexILsqfS9EIV+ItME20pGnp3LvZ7tkxpa8RLYvL90qM2I/1sr6uTN6woGpIhG8aBDSO1mQfVbgXD4EGl685gqh0AihyJNdcwXxHnKfhpelo5RXd5dd5c6RGbns8CFSeZDJiigvps/W5EUuOxdZZnIR0ikWUGeDFmUg0wtYMNefVjBfCefx4fRKPltjco+te2ndCD2g7Cp3mczYIy9m+ZLfG6ksMxeZbfXtLgEubEG7yxJzmgkSlX3WChHIFyKh5Ulji78dRpTpuwjkGsKQqwtDri4Uufow5OrDoDGGQ8sz9SNEQMubWSkvyWeVez5bazuTvEja22RJaPkI5BkjqJxQmTGEIY83K4x8IRJaIVL8ziQv7G8XX2ZM798BJdKZrKRvuvud7HpvdlCQfZYDELFMogxojOHI0YciVxeKHF0IcnShyNGHinpGlp5GNnjZylflns9KbacIWgUiCyY5MIYhl8pMqPhZpmesAR6lfC9aeTuxb7cLXOSJi597AEp1FOlZEQytSSg0fBiyWoOQVr8byZU+SCj3RHyZJ+JKPBBb7I64Eg/El3oiocwTiZXeOFjrh4zmIGgMYVSo8vhwaIxhilYREbrurguV22FTWyrJjMYYZhp4zP9ntgQhtdYPSZXeiJfLTKmHKC/lXkiu8kFaw25kt4VIFIk1S4rt4F3XL8xXuWLpbqXem5hV/sp6JsxUx5Yyk1DmifhSk8yUuCOu2APxZZ5IKPdEcpUPUuv8kNUaBI0xjLYNkUNlPaNyb2BLmYk0j0VGBuAKogGd0RSIg7V+SKyQykxcsXlcSij3Qkq1L9Ib/JGtC2F0lXWPjfxdegs75XHpDYqtPSQrelwikKMPRWrdbiSUeyG22B0xRW6IKxYHntgid8SVuCOW/E+4xPw5vtQTKTW+yG4Ltm8w6oVC0lfYHpnRChHIbgtGSo0f4ss8pXKhIDNxxR6UY4rcEFvsjsRyL6TV+yNXH9atMtNb+3ZPYvtkJhLZbSE4WOsrkZk4mexQwFvsIX4uMv+WUOaJ1Fo/5OhCaH6qnumdbK+eyWwJQkq1D+JLPSz1jBITvVPkhtgSdyRWeiO9wR8aQyi0sExfLie9SWbs8rj0Nm5PMPIRAY0hFKm1fogr9UBMkag0iOIgA1BMsZvJEpL9xiiauBLx+dhidyRX+SBbFwxikatKpfewLZkhXphsXTCSq3ws2p+ViZhiN7O8lLhT2ZA8UywOSvGlHkit241cQxjEqQN1IOpN3L7MRCJHF4KUal/ElljRM8VyPeOOGCt6Jtb0/MFaX+TqQ2neqsz0HrY9Nom/ZbYEIanSWwpoS+RAxU1xXCL6hv0+vtQTaQ3+yDOKXpxLQc9cksDFmmAQV9yhpgDEl3pSRRBPlEKxOxIqvMRpoKYAZLUEIbstGNm6YGS3hSCrNRgZTYFIrfNDYqW3ybIm00geFPWm1e+2GYTX3XWjsqWsyGWGbbc8Phxp9bup8ogjrv0id2rZpNbtxqGmQLPMtIUguzUYmS1BSG8MQEqNHxIrvKhyiWeUTnyZJzKaA+k7qNMAvYeVZUZsv/QGf3MblzKDTIk7Eiu8kVrnZ5KZYJOeCUF2WzCyWoKZqQEvkxVtAjAmvRVf6on0hgBJvqqe6dlsS8+QacSUGl8T4JCCkrhSDyRVeiOt3h8ZzSaZaTXpmbZgZDYHIb3BHynVZq9ejElOSDqJFV7Iag1GvhCBPIsA3t4lM5cUcGnPAsrjw3Gw1lcSsxJbJApFaq0fstuCxXsl8Q7S9In1rRUikKMLQVq9PxLKPRFrsppED4wbkiq9qVVkTan0JkG5VNm2MolErj4UiRXe4hQiad9id8SXidM92boQU5CucnCkVjDHkeQZw5HVGoyDJk9fLKNYYordkFrnJ5HV3mwRXcpsG+hGItcQhuRKHwvDKL7ME2n1u0WZEdqXGeLez2oLQWrdbsSXmdIxeWZii9yRUu2DPKNtI0mVme7n9vRMdlswEsq9EFPkZtYJRW5IrPBCemMAcvShkrgXC5lhxiwSR5Vc5SvxuhAAk97gbzE2yj93d321x5cUcGGFRN4YuYYwJFV6mwTDjGQP1vohRx9qIUzyAUTuQWGnEDTGcNG6KvVATLHofSECmN0WYnV+UeWewYoDECKQrQtBfJknlZkYk7clvcHfHCwpkKBsKzLDm1eDsO2fow/BwRo/6sWJNymq5Cof5PFhiuClu+tJZWW5Yds2Vx9KB6C4Ug9qOafV7xYD95lpZKsyo+RFgajDUusYmTFNcydWeCHXEKrKTA/l9jwtmS2BdFqZAJaEck9kNAVIwEp7YxMJ2pbH4yVXmUF0XIkYx3mw1s9ijMzH/2fvu+PcKq795YYxYAwOxQYHG0ioCXnwSIBAQgimYwgljsFASBxK8gvFGEgg8BIgITjkASEBwguw2t53tVr37evd9TZVF1zWBXt770XSvd/fH3Nn7tyrK21fSesZ+3ykla5uO9975nvOnDmTrTleqO9bMJk2xMUoysIrlJKWvAY1PF/ZHzyhVg869Th646KMZ3syUdSqeufUuJC8l+Bji0LCBzNukAeeYoVF0VrjYKNRNFlvRIbDjD/O3DJJwKOh3fyGGCVaF89mpwnMhJcEszM2TybTJfOYW+KGTagdDWZcsKJqMIMNO9Icu8KmWJIrJTATlhLIzlT0pTJCQTFT0p7gR3LHjhnyeUVvip89K+lI4LaPLKxMG+LihpYt8gos4hgnHcZxeDPhlrM58jEyYBgBRdOByVko7UzUkpfGGNg9mTrQqucrJPSYCdYB5daayTBOAJI7GqzoPSc3smH3ZqJQScYj5MWM7W2KUZG0mBSYCb0wzOi8XTozkZKJ7e0JfhGUicAMOV4WitviVTtTa0ZRSxycPrXuh7Az4SF6XdCIbtVAOiMsJGnfjB09KcM60yPHjDaaUj2UjoKmGOTUqikNpV1JcMtWuAzJbujvXSCZNsQlkIdCSITaIZBQfPDqlcMBQ388/rj0fVlXEnL1RsXgWJHCcKebBNKDU8oiGf21Kmkp604y1PF4MaPviIo48pJbS5K83QicIyUkxJiR1ERcQiJ4b1YbinfK/k7VeDHjkq0smZNitaQ9YVicCgklZsir3cs5R3Vk1lBFL0nQH65fGitm3MpxeYKdW2tGRV+qJp2BnoM7jEsjTAviYqgkZKOyP50kUtKs6pY4VpFyJGw22PECAVNDmjpI5CW/npAmviMSxiT0otebG9kK4VS9ZtoBDRd+Hytm9EOadAiAYrZ6QDvMSGYECNyEGjN8uL+8J0XNnVMiLWS74LN9JgIzLtmqTNGnU6ajUNGXxpEXEXUJJVY0uuMiIMVtCZqofHlvCtOTaxhnelyYgRW2IW1EOb8hGjY2zBgZZDfiiYseHCya4stCIWWWihdr44drZOOhodEoKhALZkZFsqJY8aJpOJDOKBDkJfS40WOmeihDU2eDROe02xjpe7TH1B+f37/Nk4m8hmg21b6wOU7Bq1VDXEZ7bCEThxdeX3aPxVBfRs/4ZGHG4bWgoDGGkBel8i6p6C1yXUItGn0pTnNFX6omolvSkWg4gWOiMcPvv2ogXTs03R7PbaPMgpTCFysRT1yMwOFGNnYwL4gwS78wHMYODP2x6ftA+RJ8Z0hzF4RBCQ+88LrY3qaG3fMaoofNSxovZni988co700hkcKGGOTUmVHOYVfgJXTC33/aCZV0JKqdUJ2ZVdDm9TmRdsYYM1ZU9adp8mvKusiUV5rkTbcP9T08nsSINPAOda5SN4yOArgCJMhOFGa0uLSquZhKH1nFYTfc+6aIJy6G4JCylHE86jnHTZgHNJLz0LBbWFHWlawat3ozqoeMARLqe3m8iBFpqRpIJ2vFcLUO3Ji8mWCGXjQ9lpSFola1cmZBU6xfcqbATOgxY2fRMYKZ0o4kuAN4zrzOJxQz9HxgRUm7OvyQ3xijTJEWmAkdZuisHm5YsZeLttRFobI/TVM1242JnZIczM44fCRSxyLMnFM9kecwGTLtiItLmWLGlz2uGkjTLE420eDgReOVKUNSDp9FU82wtDMR1MAJgxJ6zLhBPGeaXFnQGKOZjqzddmLPg2KGvjqUBfmqBtI0GKZT90mNF9UghvpeHi/ijxmSD8WIgm4oWq/biXq+jfbLortDGeo6R/q8CWFnQooZl0xqOvEOSXFLHIZbAHFiMaMOATl0IxORlsow/YiLbNWsJ0Nn80w2OPyBSkPKpFBZqTLLKLfejILGWEKiZC3LDkeATDfhOx6eWBY0xpDCXrVRKOtSoy1GOp1MzPBYJVOkg88WCfX9PF7ESE+FTbFB8xR4XU3GufDkxaEQ2uK2BLY4Y1Gr8UzGUN/L40GIfihRoMRSmzbAz+aZbP3445e8OrwWtqJ9Tm2UJtIczpiJeOKi7/jtnCJya80o71G8Dt/UKkJ/XtVDGWQ12HoiVQPpmjybcATHdBXNQ6yJbpgVryOTMzxTkxvAn5PDRyKHO7qTSbVeZXVgQnb58xKYmSoxfJ7rzchlUd2pH/71w4xsRWWfGqnLq4/WRIH46xAydZihOPB/njP9nFd++8nGDB9tZo5+cxxo/ZdwxkzEExe9kaDZ0rn1ZA0i9uD6pgYchlEXLu8mr46UjidTo4UHHUq8sCS1riRlVdVoFDar+SSTHW3hz8kNFZu0E7Ips5xorlb1IE92w3f8eTqKHgMsxM6RSpds9SsYONmY0XrQWcxxy1VWmVYX7xR2JlR4UWv9KNEwJYLqlulyIOoQzmSTFjf8SXgll9idXx8Nu8cS9lG6aUFcVKAorFYxKME6ock/L31iVjbHbKNR3BqvfGcJa4BMN9ETF5dMhhbz6miCZWjyjwKRXToDIafWjIreFLhlLeZDfT+PF6HROXLPrdjerj7L29vjDUP+UxlxUfFMChkyPCu1o/SdlpApwAtHKB0+ZcJILXmWy3tTWFJuqOwMJUp2T6Zm/b6q/nQNZsLRzkwv4sKHvWqjsb0tnnugp5YcGHWQ5T0pyKlTSJUyU4QmbQniMnV44R9ahy8LhU00cTqKGJQwwAxfkZV1Qp1JmlXLBV6mFjeUNFJyQAllWVcSXHJo8gIMI4hc6L9YsYEi4jK1okb2iQNC6/0wcjCQTkrth4BQ6skLGQ2IQa6S50JtYDjbmelFXOQslpibU2dGWWcS993UP7T6Og6V/WkkQVdZfJHMcgrvkNx0E72ht3stGm+jciBNo4tQGRR6/NLORJZsSTqhrLA2KNNVXLI6DOT0WVDYFIucuijk1kWhoi8lZJjhj6eNOpvZIo/MQRJ2Zmrxwkn1YAarbpxXH60svBk+DlJRaxyXxpDMtuNfw0mmFXFxSlayCrRiUPgFq6ZaAf6eEJd/o6nkKzqiUOHFJStrhjTEMINSxZXYD4Wh159fWVcywzOZPhnentB0FZesLrXg8GUplWoVstsfugKBRhGX8p4U5iAVNMf6OUcCN1OjF/6V2f5a4rTaPaTsQaj7JtL/0Nlo/HC5IC5TBhCXbEVRs1qVcEdPaKd26RVfPZDOwnF59TGweTNFRxQCvPBi82SwypGkemSGoe6m+txoJ1TWmcxN7VeXIBB4CQVulGnO3izkN6mYqehPZduEQi/645b3JiO3Lgp5ddEobIqBw6d1oESey9TqxCVbUTWYTupE1UUjv544rW6EzmnVTlLJwvbWBGUSQDRK2gVxmVKAOOUsFPMRl+7ksAj7qxGXNC7iQlg3X78lHAEy3UQbVs8iSzI0RrOHNtQRF33Yv6wrScGzmSV0C7xMveiHigqaYpCjRDUqw4i4uGQacSHefSGLuIihoinHCydVylARrc5t82YiXCIubqi5dDlKLp0eV6G+n3qZVsTFJavLvOfUkpDXVBX4MRJ9jgtZXCsKuXXRrAidCOFOPV54cbBOiIb9wyPHhdVYaFcLim1vT0CojN3xLnrdqJHdKJRzQ9KhHCqixyzrSmakqriFkl1BXKZS9Lbfxi/gWm9G9VAG2y7UmHFKWShqIUvk0CJ04T4SMK2IixtKMiObchxHVtMNi7FntQARregr1hEJDV5csjp11CllobCZTjmmeVGhNSg0018/tZUsnBfentB0Fb2DRCYBRCtLeBAPNRzsDO+85daZlbB/6BKHj1fxc5C8mWzZl1A6SJrzUuwMqxxOhz77QhtBHIlML+IiZ6O8T5lyXK8UhvKqpfWnyqgYMVqXTMJxtJjY9naxXlGo8MKHSV0yXRU6tKt3a/FCzk1fTKyyLxUi4hJ63LiRjdLOJBalK1IWcdWv7hsKO0OJuFrCPQW0npSwM1OPF34JDxLVMActrT+ZutGTJM0aV0oF6Lx6M6oHM0ISPRyNTAviwgS6kFxdtGapbl5pk6UMvWem1gtRliLg6oUYgUnI5It/KW5aBTUaBU0xhsvMTwVm9AalajDdbwpluBuU6SrEMVLvOS2tn1tHKnTbPVNbvn24TogtMDuYDjdXOE9gZurwondcS9q50voK2TVyXCebvLAokIKd8t5UzWKhJIVBlPyfVOFvrr7aaC4rrT+1YVwNOOgaIv1pJNNf1wnpDU+o7+d0F6N7Xj2YwZLmSC2X0K474/RZ4JatKO1MYvkthU3axULp+Yf6fh4v4qJERFLXRMtroIvTTe2CeYaYUY67o1udhZbfqHZCdCVxsaL41ImevFb0qX1AfkM0bB7aB0y+M6J3eFxcRXl+UeLtbDHX8HaQIp646B9eN6wsjJtXTz1oujhdCFaHlvjhCO2K1cJ7Dg/MkPB6nCYvwIi4TAVmaG4LW7VVSZgLtGJ1qO/l8SJGzzQZ+jWzGV9GxHKqMENyFZRhIgUzJR1iRfFQ4kWPA30uyY7uFPb9ZGOG7pudmzIxpFoXoaP5LeGOmWlHXPyUURulrhAdwFudCMUYhW6dUhbcshU2nUdPhomEQQkXzLiRzTxVo4jYZIT/+X3oMeMCt4gfO59M0QmFUJwyGSpyKiF2F6yo7EtFruIg5dWZUTWQxvSotwcTpauAdgbZ5HzqVDtDV6x2+LQL+YX6Xh4v4tc3gQwXsWHpRu2wzGRgJpAzzWYtKstD5NVz50NXh5a1w6PhJBFPXAwBwnlDGoXIpNbLRBt+up/A0Rb1XGj4lnVSohMKOV6ckpoIS5Mah0vSnUjs6PHi4M4ltzZwwnCo7+PxJEaYcUrKwnl83gLVkUGofbw6M7IzFBNOKQsFXPFNEtVVI3gCN6HFDNWBbSgDeUreml8kdRIwQ8WI6BIHn1Rxp7MW2bmEOV4inrgEIgvVg+kKWYhRwqaJGqNjxETHenwjkFJwVPSmsoJzZLptckhrywghwt9/SmrLlDVeWK5Lv+pBT2QSXTAvyCUTL4icR4xS88E/wVzgZupFoy+f9vnOa4hBTp0uumtAGCbSzvCeMylUqHZCVf1pws6EEV7U51epzUQjY/XRqOaiqXy0ZdzkRTY+ByJWtlAoTcq1ey1qHwourysMcRPxxMUIJGoWdwILt+vH7wKF5kaqJD2wjDqg6iGyXHhevZJg2Rw76cxayOiwool0KMXo+ORGsp6UMeEdD2Y0482cwaqg4f6GaEa43bIVDomEcPnfCplazPA6ZHiQyAJ1bMioPppNJ51ozBjaGdDEf0JacmrN2K4sxqk/Pn8dQqYON3o7Y/NkIs+oX5CDR3hHojvNb6GN/PF2pqwria2bROtXuWEwzBmmeJnWxMXhJclQeXTaorKIHvVEAnkjwwFEv60RabF7LSx0SwFaPZhuWBBPGJPwwIyb6wTy6mnJ9Dh1mHEyMQMrqgbS2TT+3Dpah8jYoIX63h2PEojwVg9qExwLGmNh9wYnvBOCGZnk89EoCxmKJkuJGBVRFLgJPW6onSE5bGa2Mn2xMhw8XswEOy49dnlvCiO6ubVRKG6Jn9BRiKmQaUNc3DAaxyOdQW69GbmswE60UtsgmxsDDs5wA30WmLRksinZBBxmlOkKDun3J2RqxUjfWm8kinUIRS2xsAchL+PCjPJd1WA68hWMskJQA6QGh1GCsJDQiX8ytdoZMPLSFAu7J0Ojv4nCDA3h2wYz2CwVdXgzVWAmjMSIDPCFL+mIQE5tFLa3J7DhxbFiRiOSVbMvN7L9cJrfEAO7x3+oKtwxM22IS0AioSgrp87MSqfn1nNljelDHiCBTQ+QwMciobnqwXRluIGsAppTa2b5NSRbW8++Q3/vjmfRh2idEtHTdmWNIEpeCppiYRtU1xcJ5s2OFDMu2Qq3rAwPKVG5vDqSkFvRmxowMijIbujEsHNQ9FPGlWGgQ41Vg4EjvKPDDD+8TSKDeQ2qM5ZTG4UdXUnDdnpCQiNasqvYAB9Z0oMnL8Wt8bB7M+GWgzvWI8EMIyIyyVcpozMn69QquVVczapIwsy0IS6GiqPkQLaivDuF82aJ4ko6EuHwWuBWxgKdvuDjwnpA8JEdp5RFptTWq9U0KYt2ycbh/nAGxvEihmRXeV/clqCEc2OYTst7UpRcE38cDIcZl2RlM8rcyIbDZ8H29kQNJnNrzSTBkyfEAi9hJ0Yk1CVbUdqZyBY4VItgJrMqpUSn/rMKA2FGa2cIZko7kzT7z6klhTbV3wnMhJMEdKplK+w+C6khxQ0bFTTGoEJZy0jFzOj7JvqdzZOJ4tY4rS2rj1YmHwQfmgpXmVbEhVe0Xpku2Yry3lQ/YpHfEIMd3cmEwMgkAmPUibn0f8tW5klV9qWShfo4b4utTi1pz4E/TyHhI0YdkVPi6i5wdXiKmuNQ2Z/GSCtPTDSGQ9IZBRCx+yzY0ZOM/MYYBYNKXkt9NMp7U/06Qz2mQ32vjncx0gmvr7KuJObR0intBU2xKO9NJZW0eczIWqzQzx08ZuRsOLwWlPekqJjhhhV39CSzehu8nRGYCT8xsjMOnwXFrfGaiSS0qGG1smSN1s74Exk/8gEr7B4LyrqSuHWI6PBQdNBISyRgZloRFx4YvDI0OS+DaShoimWkJa8+Gjl15H1pRxKqBtJh91o0nY0baqdDgJaF6sF0lHYlk30pq1HzbLaiNyXguUQKOI4H0XssRjrb0Z3CEqxVHZPZADu6k1E9lMESeClWeMw4ZbICa9VAOko6k1CgdD50GmJObRQKmmI1ydtGmBF4CR8J9myTmT6pbCgnv0GpgFxnRkFTDMq6klA1mE4KwzEbozhNoESIdGhVg+ko7UwihKVOi5n8xhil6F2QcxGYCQsZzs445SyUdiayoRxqZ2h9oPKeFNgC2Bm6X6dE6lFV9qehpD0BeUryLU0cz1EmG9g9mXBj4ss8TKVMO+LCAyVQeM7hs6CkM5F1RmqVXXUabGFLHLa3JaC0IxGlnUko7UzC9vYEFLXEoaApBnn1ZjaeTQ0UZcnBptBGAiiOVzE2KursDVr3gMdMTq0ZeXVmFDbForg1HiXtBC9lXSpmClvi1CXta7V4y6s3o6QzEQ4fGbIUmIksCToM4M0kuVLcYoy8nSlojEFRSxy2tyegtJPgpqQjkdmZfK48vMbO1JNhbrvXIvKgIlCCOUlVA+kkes/3S0reW14DcZaKW+NR0pGIsi5qZxKxvS0BhS2xKuHh7YwSZdnRnayN0ExgnaGplmlJXAKxW71XVD2Uju3tCYpyo7S5BgqpoUYmh4JBlydDvy9qjVcW51NzXgIZk0gBx/EkwTwiPo+poi9VQ2B4LNDE2pw6LXZy63WYUd6XtMeT4nIGHrPATPjLsHYGamfEFrKr1WOGwwl7Hx0AM6RGCx0+EJiJPBnezpBIyI6eFBQ0xSJP6Xvy9HZGl+MUyM7kN0SjtDMRNk8mjCJzkYqXaUlc9EowAolDsjACY/NkYkd3Moqa4zTRE2ZEKDBque/qiZdd2pmkMSQ0+ZIex+hcQn1vhATHjGEoV8k7oASmaiAdpZ2JynRUA4zQBE0OM3kN0ShsicOO7mSyMiwdepQsQT1mgZnwlWHtjBLad8mk3ktZZxLxqOt5skLz4gwwU0/C+2XdSWz9LGJnRjZLSUj4SUDCK2kdJYcvC5X9adjenqCkNSh9Ui3XPxn0TXkN0ShqiUd5TwrsdPLJMCMAkYaXaUtc9CDRA8U/+5p8ZvNkoLI/DTt6klHSkYjitgRsb4tHcVs8treT8FxFXypsQxlwSha//QnvZ3qJ1rBkcTrPhksmszyqBzNQ0ZuKsq4kbG9PRHFbPIpbVczs6E5CZV8qbJ4MtkCfEQZF5xO5MhyB4XXskCywDWWgoi8VZd1J2N6RgO3MziQomElGZX8qbJ5MTfRGxYwgLNNFAjlKvOPr8FpQPZCOit5UMgTdlkBsjCIlHYnY0ZOCyv40lqrAExYjohvJmJn2xIUHRqD3RlPIaDSGKp99DvV9oI5nOgDjeBYj0qk1LlrMaPHCba/87VbeByIrwTAqJHIkOGa4mSC0U2G2RPue2RxYNcnaAjPTS4wc24CY8bMzyjZKagLfLwWzM0bHCvV9GIscF8RFrzAj0BgZmkCf895OIADq3wuJTBnugdeTmYCYCUBsBcmdfhJIn364GMbOBHKGBGamlxiRFyO8jMTODIcZo34qEuW4Ii56oEyEAgN1bKG+RiETK5NBTEXnM71lMjxbgZnpLZNtZ6aLHJfERa9QI5Y6FpmuIBEi8CJEYEaIwEy4yHFNXIQIESJEiBAhkSWCuAgRIkSIECFCIkYEcREiRIgQIUKERIwI4iJEiBAhQoQIiRgRxEWIECFChAgREjEiiIsQIUKECBEiJGJEEBchQoQIESJESMSIIC5ChAgRIkSIkIgRQVyECBEiRIgQIREjgrgIESJEiBAhQiJGBHERIkSIECFChESMCOIiRIgQIUKECIkYEcRFiBAhQoQIERIxYjqeV5gUElzGu0qpwMzxJwIzQgRmhEy2jDjiogcX/5mQ6SETrWOBmekvAjNCQq1jgZnpL3odB4y4OKWsoKzWCCxCIlOMKXHOwAAAIABJREFU9GqkYyNcCMwcnzJSHQfDi8DM8SUj1bGwM0KGw4zJLVvhlrPhgtVP+RQkRLSACQQWIZElgbwVVfcqBpixgBVuGGNAYGb6y3BERYuXLGVb487E6HcCM9NPhseMv53RYASkn3Ir73nMuISdmZYSDDOm8t4UlHUlo7QzCaWdSSjrSkZ5Twoq+9Ng92QSQICAxciwGIEs1BcsZHyg8NMzrHDKWXB4LagcSEdFbwp2dKcYYsamYMYtMDPtxIhwBMKMG9lwSlmwDWWgoi8VO7qTUdqZiJL2BJR0JKK0M9EAM9kByI/ATKTKiDHD2Qu7JxOVA2ko7zHom3pTUDmQDrvXApdkFX3TNJSRYMaUW2dGbq0ZuXWK1Kp/5zdEo7A5DqWdSageTFOBwrFkI5AIgEyNcscjgfZB9Uq/rx7KQFlXMopa4pHXEK1gJBo5eswo7/PqVcxUDaTBRY2STL0iY8MiMBPeEggzfFTNDSucvixU9qehpCMRBU0xyKsnuGB44XFTZ0YOw0ysYmfSGVl2BeiIBGYmR78TKcEwo9oCtT+pHkxHaWcSClviVDujwwtvc/IaolHUEofSriRUcZgJRF4EZiJDAtuZLI2dMeXVRyO3jkheXTTrfMjn5D0FT1FLHCp6UxlDDsZwBUBCpHhkwyUH/i4QQKguHV4LXLIVVQNpKG6NR67S8fhjg+CFfs6wojM4Rc2xAjMRLiMxJg6fBTt6UlDYFMv0r7EhzMaof+fVm4PaGXrc4TxpIZOtf4PPRoEZPXacUhYcPqLTir5UFLXEGWLGv2+K1vZNdRxmWuNR2U8xE9zOCAlPGdbOwAqHNxNl3UkwFTTFoqglHsWt8ShuTUBxSzwKm2KRz7xrM3I5sOTWmlHYHIuqgTR2ENERhUbJGpFI5+H0EaNAxMIZCv47i0ZnFBhuWLEbG1HSnoCtX32BnNoo1VDUquSkoCkGhc0qZooYZmJUz6jWjJxjUdh69AvkCMxErAQzJvR9RV8aCppiGF7yeY+5zoyCxhgUNsehuDUeJe0J2N6WgOJWLWb0DhPpjOJIBAb+xxSYmXg9+5ELr0W1JV6LhqQ6DT430otLVnIoZRKNs3sz4YIVu7AB29sSkFMbpdU9F1XJb4hBQWMsCpvjUNgUh4LGWBQ0xmjwlVdnhJkMgZkIk2HtjJSF8p4U5DcSO2Oi4XunRL50yVY4ZSscnkxUDaShrDMRBc2xmhAdfV/amUg6PQGQkCiaV+5OZOMAtuEAtmIvtmAvtuAAtoKQkU3Yr3x+ANtQgxzsxAaW2EZ1tL0tAR9l/wm5tWZU9KWioDEWW776HHkNZpR0JKKiLxW2oUxF51l+hsHuyURlfxoZk+5KQklHAko7EzWGpbQjESrm/L0igZnwkUDeMt+BlXQkKLqN1pCQwpY47OhORvVAukKU6T6y/DEzkIbSTjK0ZBS9K+tO9ju2wMzE65rX8V5sQQ1ysE+xJfuxFV9iE1ywYj+2YR+2YB+2oAbbsBdbgs4CcviyYPNkwo1sHEAOqgfT8fHGN2DZ8zEKm2IZeSloikVZZyIq+9OwE9nYh604gG3Yr8gBbMMebITNk4mqfg4znFNFojYcZmSBmXCXYHbGjWzYPZkoao1HjhKRy2+IIdOh1exs7WwA8poNp2RBZX8ailrikVsXhbx6woZzagnDtXstAQ1LqG/KdBWqVIcvC1/Km7Bxz//hlvtuxJ0/vRkP/uIuPPD4nbjl/htReCQe/0j+H9x4x/fxsyfvwV0rl+PHd9+AtMp/Yq+8hXlPpZ1J2HL4c1xy+UW49FsX45UPfo0tRz7HHmzEbmwMGKXRJMVJ1OhtxlOvrMaNt1+HZ996XONV5daSoQC7NxNugZmwF2NjYoXNk4lCxaHhPeDi1nhUDaQRogIj70lLWGkImGDZgoreVBQ2xyl4IZjJqTWjuC0BDl+WsDOTJE4pC26Z6OBLeTOee+MXuPH263D/z+/Ayl+twPJ7fojX//kMbK0ZuPvh5bjvsTvwwON34sbbrsNzb/6C2RIaXXFJJMJi82ZiFzbiMHJh68nA32J/h+9+/0osPvscJFa9j6KWOBQ0xaKyL43o1WfBfmzFnz9fh9vu+xFWPHQr7l65HPc8dCuW3/NDrPvrr/AlNsMpq+dLMBOrGZbMqTVje1s8nAIzESGBSEvVQDrjGswxqo+mERddFq8USNlZqOxLRX5jDANJTi1hynZPBsthcCkH5ZN3Q31jppvwSt4lb0BhQxw+SHoNjz//U8ybPR/Lzl+GNz55HhVtqdi8+zP89vXHcOKsU7DqiXvwfsIfkPOVmRGS4rZ45ByLQkFjLP69+U3cvWo5zjpzEZZdsAy//ePPsfXAFziAbfgSm4J6VjZvJvZjK6IL3sXZZy/Gwvln4urr/gs7elJQoHhWKmZiYPNkqDhTps26BGbCQphelURt5rmCJGznNcZochIKGmOUHAMVHzSPgbcp/P6dBnbGDdKJ7uhOYfvOb4hGTm0UilriNMOfGvIjMDMh+nZKWdgpbUBU/nq8+e+1uOjSb+Kk2afiJ6tvR5btE1R0puHjrD/hW1dcimXLluEv/1mHqPz12Clt8HNsdmMjDiIHRfXxePX93+Cyb1+C0xecgZvuvB7vJv0eeQ3RKO9NYaSJDk/tlTfj9vtvwllfW4Tvfv9KXHn1t/Hf134HF13yDfzli3U4IOewmWgCM5EtRkNDlLRU9qex5H6i1ygUNsehajCDRFz4HQR6Tz1uN6ywey0kcbOWkpcoFDTFaCIv5PdWzQyVUN+k6SR6ZbuxAYeRh0PIwyO/vR/zTzwNL73zBI4gH/uwBTevuAG33/8j1GAbjiAfu5Shou1t8cipjWKsdkdPMvZgE7bVfIHfvPYoli5bhnPPXYLVT/8EWTs/wS55I5w+SkxVkFFvaY9nE350x/VY9fQ9uOSyi3DDzdewZLxiLtyXU0s6O5snU2tIoHaWAjOhw5Yb2X6zCOnQDvV8WDSkNZ4kdUPfOYzMttD3muidbIVtiER1cmrJEHVObRSKWuM1++c7LoGZ8emctyf7sAUNKEFC2Xs4Z/G5uOqa76DgaCwaUYqPst7A4kXnIKHsPTSiBPt0Q0VOXxZ2SRuQe8SMp36/Ghd+4wIsOnsxfrrmLkQVvYOSjgRUDqTCzj37Tl+WYlescPdbccV/fwvP/fmXqPFtQ+VAGuxeQlR2YaOSmuAf+VUxE8fZmSgUtcbBoUT7XDqyIzATWszx2OMjutWD6Urek6JHTZqBlZT813tCRmBWd2xhf5d0JGoB0hJHACiTPBnifQlgTJXSqwfTsdOXDVt3Jn5463WYY5qHjy1v4FfrVmHZ+ctQ2ZGGXdJGMn1QsqK0I5GRltw6s8Jm01E9lIE92IQGlOBLzxb8/v2nMXfGyfjpL+9GDXKYwdFEWzyZOIhc/G/CK/jWdy5DWvW/cM7ic3HDj78Hh9dCzpUd0x8zLkkZj1ZCwAIzYYAvmUZarCz5mxAJNXJW2pnkZ3j02NBj1ui9kdflAjlmcWscR17MKOlIUGyLmDUyofqGOmRk91pQNZiOQ8jDO9EvY45pHm6/7yakFn2I0xd8DW/+31ocRj4qB0lNFRoxcSMbNk8mDiEP69b/CjNNc/HI/7sPOcei4IYVxW0JyG+MIQm0+iiIj0SPtzcl4PwLz8dnm/6KNlTgALZhH7bCBStJ7jUgvzxmnNRJ4iIv29sTyHYCM2ElPO40zlFjNBsuzq0zY0d3CuMSTilLjbjod2YEDh4kPHnhIy+lHYnqNjTsL8Jyk6p0Xjd2byb2Ygu27P0CV/z3t/D1JV/HJZdfhA27/g97sQU2bybcsKKiN1UT6i9qjoPDa8EuJby7W96AhJL38PjzP8Wl37oEi84+B7979ynsk7eqRITHg88KV68Vl337Erz+4W9RdDgOZyw8Cz9Yfi2cPm0kTosZkvhLDR/18vVDmEKmDlOGJEK2oqQ9Qae3JEObEMh2DHesQHbGKWWxKbPUzpT3pMDNcKJG/QRmJlb3Dq8FB7AVv37lEZyz+Fycc+65+H+vPYaDyFULlOp+Z/dYsF/ehvdT/oCvL/k6LvzGhbj3kdvwXsorKG5OwCHkYQ8/7KxE5hxeC/ZhK1JsH+K0U7+GF95Yg/+NegX/SHodGbaP4PCQSBAd+hkWM60cZo5FYUdPip9tEZgJH6xpnnWub+L1pom4DHeAYAdyyVYUcwDJrTOTaa8KYXHK2rCckMlRPBPJiqqhNNSiCK++/xvMnXEKLr/iEmz68j/Yi82w+zJh91qQ3xjDarAUNMbA7s3ETmSjtCkJ66NfxvU3fQ+nnnI6zr/gfDzx8ipk2j+C25fN8lHI8bKVaEsGDiMP//Pxs/j60vPg6LJg457/4KwzF+GGm69htWG0mInXYKayP43hRHhEoRXN8J8Suq3sS2PF4nLrzChuix8RaRkrrt3I1kwWcHgtKGhSEzDzGqJhG8oMenwho7vvev1TR2i3vAllzcn4xkXfwPwTT8MLf1nDIq/6e68O3Vjh8FiQWPU+fv3aalxy+cU49aTTcOV3v43XPvx/KDgSy47FfuvLwm55I/KOxWDFQ7dg+b0/xHU3XY1zz12Chaediet//D1EF7yLfdgKuy/TkHzwnRuNELJEb4GZsBK9nXHJVuzoTlZGAchEjtLORMNilCNaHdoI1JrQjjeTdISKUStsiTNMghLgmBzh76/Nk4ED2IZ0+z9x3tfPw5rf/QwXXHg+rvzuFShvT8EebEJxWzyrk5BbF42q/jS4sQF2jwXfu+FKnHTCfNx0+/X4e/yrqGhLxSHkaaY88obNoYxnl7el4LylS/Hcm79ALYqRXv0RFp21GDfcfA0zcHwUTsWMUuujOZbNAOCNUKjv7fEmhl6sLwuFzbFK8Tgz8htj4PBy+QmcTeD3M5Zj68+BHwKoUsa985WoS0l7oqEHHep7GKli5Jw6PSTisuLhW3HdTd/Fyl/ejRNnnoJ343+PQ8glOWqS/+9cMvGcC1viUN6Xity6aHyS/SbuXrkcp536NZx/wTLk18dit5Izx/92FzZgj7wJe7EZe3ybUFyfgKd/vxqnzV+IZecvg9X1b3wpb4bDlxX4vBXMVA9mcLPTorC9LV5gJgzEKAhiU/Ln2ChASzzDkr5K/4iIixE49Earoi9VqfMSg5w6UgfEjWwuqVcAZHKVT2Z77JE3oawhGedfcD7u//kdaEIp/vTp85htmof7H7sDrn4rcuvN2HbsC+TWmlGi5Ci45WxU9qVh3TtPILnsA+zDFhxELnZiA2yeTNgNwrNOiRCQI8jHM3/8OZYuW4odLck4jHxs2Pl/OPusRfjBLddiJzZgDzYxDNDQfkVfGiNQObVmlPemctsIshtqTNF7X64MK9JcqIq+NLgQuKLteHQWLMLrhhVlXUlqGLnezJYIEJgZv97dUJ89h8+C6qEMHEE+nn/zFzj91K9h64EvUNWdgUu/dTHO/NrZSNrxAQ4gB1WD6X5OTWV/Gpsiv+Wrz1HRm4qDyMV+bMOm3f/B2rfXIK82GruxUdM/0H2oxe8s2I2NOIQ8PPTkvZg3az5+8/qjbKhKH+Hz6xBhxY7uJJZXl1dnJjl+EJgJNd60espGaafu2R7S5kFRjLiRPXLiEuigeobNF6AKVmRMyPhFE/2Ss3AQudjn24KbV/wAN995Aw4iB+4hK46gAL96cRXmzzsdv/6fR1HtzUBJRyLyG2K4ZDcSDSEFn7bC4SU1GGiUxC37697hy8IeeRM27/0cS85dgt+8/gjsrRaUN6UiqfgDLFq0GNff9D1sr09ESV0iKnvStB6RbEWRMmREMBMLfYEygZmpk0COSSFXgLKoJd5PhxOtI74jYvjmhozYMKeSHxUs8iNk9Lp3SmQqcwNK8K+MP+Lssxcjofh9HEIeapADi/1jnHfeebjiym+h6GgcjqGI3Xeaz0iGgklNlcLmODiUqrl2rwVfYjOxTbJ/sizV806oTm/VYDoOyNvwj9T/wclzF+C+x+7AHnmTHwYDYcbps6CgMUY5HzO2t6sYFuUXQo81l0xmKtNoC8t7DLJ0w6iJixG7pd5QhcKyWa4L5w1RMIX6pk0ncclk9tZOeQPK21Pwi+d+imt/eDVOnH0KbvjxNXjqxdWw+yxY++Ya/ODma7BwwRlYuOAM/PC26/DLF1eirCsZbqhDOA4fmUlQNZgOmycTDq8FdkUcXgvsHqUCKjfccxC5+Hv8K5hjOgnLli3DecuW4uvnnYfzlp6HpcuWYdnSZVi2bCnO/NrZ+PemN3EAObDTMuGwMs+MYqZ6QGAmlKL3fisH0nW5SIEjHJNFXvTEZEdXsrq8QGO0Sr4lQXbHc79ppGWfvBUfpL6G2++9CWeftQhLly7FipW3ILnqA6S5/oW7f7oc37zoGzhx1im44srLcc/PbkNqxYekCJ1EVgTPrTNj29EvsPWrz1HWlQSH1wLbUAbsnkxiYwbSid4k7bO+U87GTk82djQnY49SaK56KAM10jZ8kPwaTjrhVPzsiXuwT95CChJyvw+Kme5kJepClgywKd68wExoRGNnYEV5b4pmiRl7gFwk+vsxR1x4gFCP3SllsQS6HGVJABHGnTxh91PORlVfBt6OfhFv/Pt5vJf8Kv707+fwTuxLcMvZ+CDjNfzPR8/g7ZiX8MdPnsULf12Dtz5fC/uQRY2KySRj/zDycRC5OKTUhCGSi4PK625s1JT73yVvQFFTHN6JeRnvRL+Mv3yxDutjX8a6d57AuecswX999wr8+Yt1eOuzF5BfF4Nd8gY1gU/29+hLOxLhRrbfzIFQ3+vjQfydkWyUdCaykuqFzbEBIy2ToSPjyC6ZLsmva1TemwI3sgXZnYB77VSiqIkV7+OVD36Nd+N/j7/F/x6/+9+nsOXw59h2NAq/f+9pvBP7Mv6e9ArejnoRr3z4G2w7GEXyVWQryrqSkd8QjR29KagaTEMNcnAIecyuHEQuDiMf+7FVE3FxSlnY5duIJ3/3EC685AJ8kPoa9kpb4PKRqPHDT92LE0wn4e/xr5DkYG+mX+mEwJixsJy+3Foyw4h69AIzocEa0Q95LW5LYH0ATfw3ykOif4+JuAQCiBtWlCnjVLl1ZNlxPfMVndDEiZ61HkIejqAAB5GLI8jHIeTBKZEhpK9QCBeyUNaTjKqBNNg8GayQk8NnwR55E5IqP8A7MS/jvZQ/4H+TXsX/Jv9BkVfxXvIf8Lf43yH3mBm7ZbVKJk2mowbpCPLRBRvKGpNx9lmLcNOd16MBpWhCKSkexXV6tJAdzVugYWVGbARmplT0YXZCKuMUY09qtrgNcgMmSj+09L8LViY8znljVswNMZa0EwfJoT8vCBmxcPfNIZG1ir5CofJc5+EoCrEbm7AbG3EUBRwBycNXKMBuqEM3Je2JsO77FG98+hz+ErUO7yW/qtgT8vpeyh+wPu53iCp4Bzs5R8YtZ6O6LwNX/PflmGmaizUv/gzHUITyplSs/csvMXfmyfjJI7fDPWj1i7QMhxm3bMX2tgTk1pHlR7a3JTAbJDAz9Thj/ZZMhhD5pFySH2v1y48dd8SFN3R6ZstC/3Vm5DWYDYuVhdpATxfR31d+WIcO9VAP1TaUifyGaBa+LelIAE2wtHtIgu3KX90Nk8mEebPmY45pHk4wncRk7oyTYTLNxIeWP+KgvgidRGYzubxWbDn0BaIL/ob1MS9j0VmL8N/XfAef5/wVcSV/R/WAmmzFg7FqgBsuqjerYVyBmRDiiYT8+cUOK/vTNM/6lOhGNo4ElXcnM8wUaciuqLo8Vt2zVzmbrOSs2BD9MLHdY1E/91rIrEEfGbaxDWagtDMRUYXvYN6s+TjBdDJOMJ2EOYodmWOahxNnnAKTaQa+/+PvYR+2qnbKR/JfPsp8A9+68jJcdc0VuOWeH+JbV16Gb178DTz35i9g68vETmkDHFKQiGwgzPSkqiuWN8WyJSkEZqZWNIRTtqJygOcM0Uo19eA5dCOfVQRjpfKAd0qUPUUjV1OfQ2WzIiQ3VcIN50k0+YmG16OJXmg0zJdlGHF5L/kPiugjLtrIiRuk0uYh5OLtz17EGV87E9+46EJcfOk3cfGl38S55y7Bf3332yhtSsIubGSL5amYsagL9dUKzEyV0GeaekPaCBd1QqKVFVmjWW7SZEXC9Oej+UzSdqyVA+lsuIgkmasdmai8PEaRx6Az3bIOVQPpKGiKRfa+T/HGf57Huwm/x3vJqj3RRlzWs6FjF7c4435sRWVHGhKK38MnG99CUsk/UNmRhoPIwU5w3resHn+4c3PL2crUaAUz9TGspovAzNRijE81cCMb5T0pyAkwHO2G8TBeUOLiZzwChRcVo0dzFgq4nIXy3lS4lJN1QznpUIerpovI3Kt+6I6CQymNXj2YjlxuwSrbUIbf+PKIc1wk7e/Uh9+Kip40FNTFoKAuFvm1MchX3hc1xsPhNShWJZMihXRF4Nw6M8p7UgRmpkD4Z5veZ7UTykZ5b4omv0WfyDjRERcnstirE1Y4kAknMuGQM+GULXDKmXBIGXDKmajypCGn/gtsq/0c2+o+R+VAClyyhXyPTDglsj0TcK9C/IW/R6MRyUJ0JGXABQt29CVj27HPkFv/Bcr7k7EfW1CDbajBVtRgGw4iR/l7G/ZiMxySol9kwiFZ4JQyYfNmwIUs7MNmHMAW7MVmuJEFmzcdDikDDpnXrcVYr/Q7qJixedORy2GmwggzodbDNBX6LDtli67vyEZpZyJy66KQVxdN6uyMYGbpGCIuG7QibyBMXRGXnI2ilgTk1ZEpizu6U+CWN8Alk9/SVyGTKy5Jvd87sQFV/RnIr49Bfn0MChpjCYmQssl2iu6cPisc3qzA4slStld0TvXJ6X4XNmIPNhsK3YbgRv2NS85GcSuHmS6BmaAic6964b8fVrLZKyXAlLi4oVSxrItCTm0UirnFDQN5QeMVnkw5kYk2fIV+dKIHbeiV29GLdvRK7eiV2tAjtaFzqBkdg83oHGxGj68VfXI72Y4KONH/LWRihN3vNvTJ7ej2tRKdDDShvb8RXZ4WdHmayatXK91MZ22czsh+eqU2dPta0a1s1yMpn49GlzwWpDb0Sm3o4jBjfHwhEy9t6EEr+tGFenk37HI6t7aVFdvbE1i0vaSDFpUMbmdGHHFxwQoHMmBHKuxI04qUBhtSYZPJ+7zmL7D56KfYfPTfKOqMgR3psMmpsCEVdjnN//dCJl6U+2yTU+FAOsp6E7D52KfYcuxTbGv4D6p9RBc2OVWzfXBJNzyG5r2cBpuUCpvk/8pvo2ImFXYpDfktUSpmOqIFZsap95Ho1AaiAwcyDYiLkjRdZ0buMTOKuWrYk5Xfwkd/HMhAH7rAmsy98sJ/Jqmvso/7W9btQ7SJa7wu6P02+k7GyO7/cNsY4WAk52a0PX/OIz0/0cbV2qSjsCEVLmkDyYuCFcXt8cpM5CiUdiTBLWdr0gmM7MwIiUs2HMhEDbajFm4chQPH4CQiEzkqq+/39ZRjT0cZdreXoqa/UvnegaN0ewiZdFHu81HZgVrZiUND1djTUYY9HWXY27kDX0kOHJMdGr2NWjDMe9256L8/quDimOzE/p4K7GkvJZjpE5gZVrdj0YlGHDgKB2rhxl7kE/LCFRlkVWopcQlBxKUHbZAhQ4JEXmUJsixDhgxZpn9LkCQfJFmCJEnwer3wer3MUEqSso0isvg3sf84fagiccJ97redwXfBttFvN5pzHOm5iX8T+o89u/BBhowW6TDsSINbylaJSxslLmZCXJANhy+4gzTCoaINsCEV7ThmTKN4xi0ZfM8zccFqp6YF84QAVVeh8jRGcn4CM8ZN4l7p/fMC8CG4hxvgPtbCDRtSlSEmLselhxR6y6mNYqUNpiri4kQmetGunLYM8p9cgL4zkyQJHo8HPp+PXdPu3bvR1tbGvqfbijYJbaS3NVR2ZiK3E21UjT2zitFqlY/ALqfBrSRlu5FNVp2vMyO3NpqVNpigoaJs2JGGFhxWuJMXEiRI8JFXWVJfqUi6v/ltxL/J/xdMJ3rd8NuHw/mF+tzC/Z+sRBhkH3wSZSuAJPvg8Xrgk7zcNqrIUN6DfOeDFzIkHIUDdqQpERcri7hU9Gqnj9IKy5NVtMuPuMjtynXpIi4cYdFHWHbt2oVnnnkGF1xwARwOBwCw73kCI+Q4EIxhW/FvUv5J8BkSF5cS2c2pjUJeHYnsGjlIY0zO3cCIC8+eJHDhFcFYRRNtShrfgXd3d+OZZ59FXFwcBgcHyfdKBEIfaaCvkkyeW5/ySokLTYjmp7bS6dC0voJzmPoKE0ZcZCXiIgMSlIgL19HoCcvOnTvxzDPP4KyzziK1iObNw86dOyHLMovESJJROFg00USbrCZjmIiLnK06SPXRKGiKGf90aD1xacURAAAdr2L/Rspu+W3Fv8n9N1qPQ0jEiCRJjJT09PTg0ksvhclkwvLly5GamoqhoSFiLGSZDaFoog0KLqgXdEx2qsQFtNI1qf2Tx9VkquhLZd9PxpBRoIiLLKvXa0RYnnvuOZxxxhkwmUwwmUyYOXMmFixYAIfDAZ/Ph6GhIfh8Pni9Xvh8PiHTVPQRNfoMiBa6JkNHXKAQF2xg5TxIfR0zIy/8qtATEnGhxIWeBD0p0SKjhbrDFTI5xOXqq69mnbbJZMKtt96KjIwMFoGhBIb/HWQl8iIDx8ARF02NHatmxfeSjkQ2jXFKIi6yEnGRfezcaaMRljPPPFNDWGbOnAmTyYRTTz0V+/btC9WjJlqImtFwoGiha37ERVaJC63j5fCR1bvpiu87upNZpEUQl+O08Q+w8Dqnh9Cog8/nQ1dXF6688kqYTCbMnj2bdeIzZszA8uXLkZ6eDo/Hw7Dg9XqZcSf5MbqIC18mXbayVXVz68zIb4xhi19ORtQlEHHxUbIFksOydu1avwjLjBngDPitAAAgAElEQVQzNOTt5JNPRkZGBnbu3AmHwwGXywWXywW32y1kGgnVa1VVFY4cOeJHWARxCW0LGHFRbA3NcynpGMlirqqdEcRlGjfeQxcP8PRtNOJCO28adaCf3X777bBYLBoCQxKhfSTiQokLNmgSb12yFTZuJeYcpaox/V6/7MN4yUtg4uKDLMt4//33MXfuXHZts2bN8iMsQo4/mT17Nk466SSsXr3aLyIp8ppC2wyJC9LgljZo7Exlfxpy6sxsbbSqgcDrorlkqyAu071R8uLxePDJJ5/g4YcfxsqVK/Gzn/1MSITKypUrmQ4ffPBBnHbaaYYGnScwc+bMwc0334y4uDj09/erERfZOOLCG43tbXQl5mhlcToLKf8v+UdcxkNeghEXSZKwb98+vPnmmyynh16jEXmZO3cuXnzxRbz33ntYv349/va3v+Hdd98VMg2E6nL9+vV4//338cILL8BkMuHVV19lUUUxVBQebbiIC52lSFaiV5cKKlJmF2mdIxFxOW4afXA7Oztx7rnnwmQy4dxzz8XZZ58tZJoIP0Skl1mzZrH38+bNw29/+1u0t7dDlmR4fSTJ9ZikRlz0xMUNOrtI8YZqzSjrSoJ7mCTdsRCYwDku2vyWuro6rF+/Ht/4xjfYtc2YMYOJyWTCggULcPjw4VA8cqJNcaupqcGMGTPwySefAAA8Ho8gLmHShou4EPKiLLbYm4rcWjPyG2LIZABlsV0jOyOIyzRv9OHt6enBueeei5UrV6KzsxMtLS1ob28XEqHS1taG9vZ21NfX4zvf+Q7rvOkrH205/fTT8Zvf/AYul4vhItBQEZ01RI0Ki7q0J5BaC/XRyKs3o2ownZuBNDHJuuy3MjerSCazivgcLdoogbnssss0EZiZM2di/vz5cDgc8Hq9GBwchNfrhcfjYflBQiJXqB6pXqurq2EymfDhhx8CEMQlnFpA4qKsd6eZDODL0iy2m98YA7snU/2eszOCuEzzRh/c3t5eLFq0CKtXr9Z8Llpkt8HBQVx11VUsusITltNOOw1PPvkkK8QGQDN11C85Vxdx4YmLzZOJvIZoNgad3xgLu9fCPCK63VjyXti2XPE7vnKuJGvruOgJTFNTE95//31cfvnlmmvX13ERmJ8ejerR5yO5Tw6HQ0NcKDZEfkvoW0Digg1wS9ksz8UwultnRhG3Rpq6XTZMgUK8Gg9KzoZdTkOrfJh5QNSQiBbejeqop6cHixcvxkMPPQRJkjA0NEQ6L5861VRIZAhPPrq7u3HVVVf5RVieeuopVFdXMxzQzp6fVkxf9REXdZhIG3WpUEK5zKg0x5F8F4688L8ztCWcndFv45Tpb7PhkDPQI7dpIi76KeHU+6atsbERH374IS6++GLMnTtXUzmXT1IXEtlC9UgJit1uh8lkwj//+U8AIuISTm2kERd+aJpW0qVDRtvb4uGUtY6RSW9IjL2kDbAhDS2sAJ2IuERKow9ub28vFi9ejIcffhiA+nALYx55wuust7eXDRWdfvrpWLNmjSbCQsPrRnqWZCXiAi1x0RML3mCUdmiNSmFzLOweS8Bho0BkJdjnLilLyXFpIys9y2rdGYpn/jp8Pp+GwDQ3N+OTTz7BoUOH2P3inwXRIrtRPdJIGo24UOJCCY3Qd+hbQOKCDcbPvpKwW9yWQJykhmjk1JpR3BYPhy+LRXhHFHFxSdmwSaki4hKBLRBxEV5o5AofNenq6sJNN92ERx55BDabjendKMJCsSBBmSqKwBEXGsL1twVZ2N6WoCEv+Q0xqOpP00RoRpL7YkSO6DHtUiZ6pDZDe2NEXmgkih9CAtSCZPzvRIvsJohL5LSgxEXO9rMz1GY4fBYUNseRvLoGMimgoDkO1UMZcMvZMOkNDD+e5PBZlEJUG2CX09AiHQYkteKmAEb4t2DEhf9etMhpfIc9NDSEQ4cOse9o503H/wMJoK5ZFCziwuwBt0aRU87C9vZEzbARraxr92ZqhpsC5b/ox62d3NTq6sFMFLREo3OoidgZSrwkOSh54QkMXylYPzQmWmQ3QVwip4004qK3B5S8FLXGsUkBNPelrCtJjbgYimKA7B4LijqiUde3j1WyBIghES28myAu06/xHTFvxPkIi56k8I0aExZxMSAuRlERLXmxoqwrmdV3UaMv0SjtTCLrjUiqHXEHsDFu5XhOXxaqBtKwvS0BefXR2Fb7OTqHmoNGePm/AxEZ/h4IrE+PJohL5LThiIuhndE5OyXcjMb8emJnTNVD6Syy4lCiLLahDFT2p6GsOxlFLXHIb4jB5qP/xrHevQBExCWSmiAu06/pO2WaqBuoo/Z7HSFx8Rs2htY7coFUvCxojGHRl7z6aOTURiG3nswIKO1MQkVfKqoHM2D3ZsLhs8Dhs8DuyUT1YDoqelNR0pGoFp9S9rOt9nN0DDYr5x14VpAgJsdfE8QlctpIiIthegpnZ+gK0vlKvktefTRMefXEWypoikVBUyzyG2M04d/cOjMK6mOw+dinONZDiItPEJeIaYK4HJ8tWGc+2oiLWijKwCsCCemWdSYhv0G1G8yG1KpkJL8hGvmNMcTGKNvmKN+T36i2J6/RjC5v64hz6kTEZfo3vY6pDTMiLkLv4dFGE3EJSl5ghd2TiZL2BOTVmwlxIQYkinhKddpxa2J4orGt4TPUD+wn2f1iqChimiAu068N10kPp9PREBcj42I0Hu2WiWEp7UpCQVMMIyV5dVoniBfVzpDkuzxlltKOnhTYfemkAB03q0gQF9GA4SMu/JpcQucT08b6fI2UuAQjMfo8XNtQBkdcdAYlvyEaRc1xKOlIRGVfOqq9KWiVjyiGRERcwrXpAUZJJq3jop9VJIz68dfGQlyCeUT6Gi4OXxYq+9NQ2pWEopY4FDTFEpJS729jCppiUdQaj7KuZFQNpnOLPAaeVcSuI8BQmOE1C3xHbAvUaVIbZrPZWAE6/nN+Np2wc+NvI3UcNK+jJC6B7IyewJiqh9JRNZCOyv40IgNpqB5Mh8NrYRvtxAbYpeFnFY3UExTgmZxmdH8DRVyMvBLhoURGG+9zNt6ISyADoyUw6ucOXxZsQySnpXKA2JvqwQzYPZlw+NR8GRYalqxwSHzJfyXiAn+cGr3STkvYnchvRraJJqAPDg5ClmW43W6YTCZ89NFHAICBgYFhE9RFG10bzfNl1P+MJeKitzN8pNcUrL4CYzisjssRxYBIfoZEf6KiTW0L1JnRh7yrqwuLFi3CqlWr2HRRvVei35dokduC6XOsxMXImIyExPjXclGJitG2bjkbTjkDvWgLSFj46+Kxri9GJzqwyG3BbBpfr6ewsBAmkwl//etfNcs70JIAAgPjb/r7D4Dpgd5ffc0kWZbJsyuPjriMxM6YnJJRSEY/LZrUcWFrFcnGnV0gQxLIIxRtYlowr4QacUmScM455+Cxxx4DALZQmVEBOn6fooVfM3qe9DOL+O343wHjJy7BjMpwEZnhyi+4QdYsYoss0vM2IDBGhIVeY3d3N/r7+4XdifBmpGuqx8LCQqxevRrnn38+TCYTzjzzTNx+++2Ijo5m2/BLmgCils9Ym14PXV1dmr7F4/EY2iBaK4oGO0ZDXILZmZEtsihnk0UWDSIugQgLHWekn4sKlpPbjKIsfHXVnJwcnHbaabjpppuwc+dODA4OAtA+2MLAR0Yz8kRpo4XXAhEY3gsaD3EZjqQYkZnhhK5HQiIuutWhIbOS/8EiLD09PYiKisItt9wCt9sNQE3iFFWiI1f4Nbo8Hg/eeustzJ8/n63PpZeHH34YDQ0NkGV52GKMQkZ2/wF1Ukd6ejruvvtubNmyRRPl0tsf9nulpEGrfAR2WVmraBx2JngBOmaElIiLrKxVxBkS3iDwFSsBYGhoCE6nE0NDQ34XItrENT3AeJKYlJSEq6++GieeeCJMJhNmzJiBBQsWYMWKFaiqqgIAwzogQkfh2/R68nq92LlzJ7q7u9n3vAekHw6kr8Eq545XgiXZDRdxISRGWR1aBiQabuauWU9Yuru7YTabcf3118NkMmH27Nlwu93s/tBnI9QdgJDRd5YUw7TT/Oc//8kIyqxZszBjxgxm22bOnMn+fuihhzQLktJ9hfq6IlHofaNRzcTERJhMJsyZMwf33nsvNm7cqFmVm4/m8wn2o424BJLhIy5ytkpcQCMuPo0h4U8UIB1hTk4Oli9fjh/96Efo6+tj2xl590LGDyoKGN4ref755zFr1qyAXsmZZ56JmJgYADBcOTjU1yUksL718uijj+Laa69Feno6BgYGNATGT5dKpFRSnuNjcBIvaAKJy5jIDk9cNENFEiv3rycsvb29iImJwbXXXqvB9mmnnQaXy8XC2PTZmIzVuoVMjlB98Q6xy+XCwoULGVEJZNtmzZqFmTNnMvsmMDAxuhgaGoIkSUhMTNT0LbNnz8aKFSuwefNmSJJ/Dowk+wAJaJUPjzniMjriAoW4cENFkmJIJEnSjCvLsozNmzfjnnvuwdy5c2EymXDttddiYGDAsKMVbWIavZ+yrBZl+uSTTxioZs6cqXmoqWdCVxSurq4GAL/hPdHCs0mSSkRomHb16tVMtzfddBOSk5PZcCDFBf0dnRU4mRGXcRMXbqiIGk8+IbOrqwtmsxnXXXedBtfUmJ566qnYtWsXu1+iRXajOnz11VcNbZpeKKn50Y9+pHkORBtfo3pITk5m95jXBSUwmzZtYs+rT/LB6/UAEtAyjqGi0Udc+EUWZcAneTVDQpIkYdu2bbj//vsxe/ZsTed4/fXXo6+vj62lQheAEzLxQocH9u/fj8WLF2PGjBlBvRIKuBUrVmBgYECjH6Gn8BaqK0pIHn74YcycOVNjRJYvX460tDSN4eYjMD5JibjIYRhx4YiLT1aHPvv6+hAbG4trrrnGEMtUTj31VFRXV2NgYADd3d3o7e1Fb28v+vr6hESQ9Pb2oqenh+nvtttuGzbawsuiRYuwd+9e9Pf3o7u7O+TXE6lCn53u7m4MDAwgLi4uYH9Ch5BWrFiBrVu3qo4DjbggDW5psomLRCIuNikVrdIRJdKiJuNs27YNP/nJT1iEhV4AvYgbbrhBeDxT3Pgx4JHI/PnzYbfbQ33aoo2jPfbYY37PHjXwP/7xj/0IjE/ykedYUiIuUhgTF4kkVyYkJODyyy83jBwaedxLlizBBRdcgGXLluH8888XEuGybNkyzJkzZ1S2zWQyCRxMsA4uvPBCnHXWWcM6xFRuvPFGlO0oA2Sg2XcoRBEXAF6fF4WFhXjwwQc141x6g2kymXD11Vdj7969OHjwIGpqalBTU4ODBw8KmUCh9/XAgQM4fPiwZthgpA/3J598gq+++gr79+9n+wz1dQkZXuc1NTU4dOgQ7rvvPj+d6w3IrbfeiuzsbJYD45O8kRFxUYhLXl4e7rjjDsybNy/gNVKZNWsWbrzxRtxzzz248847cffddwuJMLnrrrs0smLFCixZsmRUdu2UU07BrbfeihUrVggcjFMXd999N+68807ce++9uOqqqwI6DPwzefbZZ+PJJ5/Enj17ABlokaaYuFT7UtEuH0VzYyseXv2Q5kSDJYBS40KHLYRMrgw39htMaIa+kMiS4XSuj8LccccdOHjwIBl+8YU/cZFknyZqW1BQgFWrVuGEE07wIzAzZpBObcGCBThw4MCUR75Em9z297//PShh1ePhvvvuC/UpT8tmsViCEpazzjoLL730Evbu3av+aEqHihTiYpPJUNFg/xAyMjNw9913GxoOvZxzzjlYu3YtXnjhBSGTLGvXrsXLL7+MH/zgB6MiLLNnz8aqVavw8ssvC11FoLz44ou49NJLhw3bzpo1C7fddhsSExPR3d1NyEAERFxkJceFn7kIEAKzcuVKnHzyyX7ke/78+XA6nWwmhMivizzh8+3obJZjx47hoosuYroORtRPOukk5ObmQpZlDA4OavYpZGy6GBwchCRJSEhIMHScFi9ejBdeeAFffvkle069Xi+8PhLdDV1yLiVPkoStW7fi3nvv1Yw70ougrzfeeOPk0z/RNK2wsJCBKhhhod9ffPHF6OnpCfVpizaO9stf/tLw+aPvb7vtNmRlZWmmEod1ci64Oi66GYk0CZ220tJSPPbYYzjllFPYNZ922mmijkuEC5sFp5tVZrVaWU4lJSm0A+Vx/4c//AGAtiijwMD4dEFnESclJfkRlpdfftmfsLDp0EodF/kwszVTF3GRSXKuxzvEPB+fz4ctW7ZopkBTL95kMuG6665DT08PvF4yE4kKPytCyPiE3s+hoSF4PB4MDQ3hZz/7WVCvhGfK//rXvyDLxCuh+xI6Cl/hnyMaTXjooYc0zx016suXL4fFYsHQ0BAA7cwiakzClrjQOi60UrfOkOoJTElJCR577DHMmzcPs2fPhtPpZAZUdFqRLbSWCNV3ZmamJlGbl4ULF2L9+vUYGBhgv+FnwIb6WiJR9MQlPj4eJhOZtbVu3ToNYTFeTsanLUA3JXVcZFLHpUU+rI45+7Rl/SVJQm5uLh588EHNENIPfvADvzVDxCyjiW1GdVwOHjzIQqq8N6L3SlatWsXCqPoHXLTwbPo6LrIs49FHH9VE2G699VZkZGQEnApNphmTTuCYHIZ1XLiIiyzLmpL/9HqoLfF6vRoCU1ZWhqeffhp79uxh94j+JljT7zuQjGRfYznOSL8b73H0+5zKaxvLMfR9B7VN9fX1WL9+Pe644w5873vfw0033YR169axGZJ8h6s/l7FeRyA9jeWaRnP8se5/ojBGP6f9y+bNm7Fu3Trs27ePbUOfQ809p8uLKDWjWMn/Ka2cqytAR40CZVf0AvPy8nD//fdjxowZuPLKKxlx4SvxTSVbPJ6EeiYAsHfvXjzwwAOGXskpp5yCV155BZ2dnQACl/0XEn6ir2gJgOmZRlj0hIUSHBppkWW1EF3YVs4FjbgEX2SRXpeewPB4Hq3h1xtto/2MZX+BfqvXrdH3oznmWI8zEc3omPyxxnINRrrmt9NH32ifNN7jGn2nv56R7luPI/pZsIq1Y8HcZGCM/463O4B2SEh/jZKyPNBYF1kcX8SFVs6lq0MblPzXExhJkpCVlYW33nprTKu0Gt3EYDd0stpk7j/QtY3FMPLEkQfW0NAQkpOT8eSTT+K2227DihUr8NJLL6G4uFjzWyPQjecahtt2tG2keJiqNtkGP9j+9WP/Pp8P//jHPxAdHc2GhDTltvWEdAJWh55y4qK8BjLGRgSGv0f0nozk/vP7o3Yt0PHG0ozOme8IALAIqNHxRtMB6zur0RxnvNdFjxvo+7HsH4DmWnjd6Lc1smnjIU16Ysx/P9J9G+13JL8Z7X0bCcYAaHQf7Br4Z4jeVyPC4neNzOlQIi4hIS58xIVbZNHIcPCAnQjmy+9/rGA02n+gh20kEYjxHocaxvFek9H9odcQbD+BrnEkx9dvy18PL+P1evntA+EhUBRvpPs20r2RjFdH+mMFO3/9b/T7CtQ5AAjo/WheufBtJBEX/T0I9H6smKaveo+0ubl5TA6Y0TGM9A+QZQwOHDiAY8eOse3HSiqMjkF/29LSgr1796KhocHwescyTMz/lrcFsiyjr68Phw4dYvkR47Wf+s7z6NGj2LdvH2pqarBv3z4cPnx4XM+r0bF4gtTS0oKqqiocOnTIz+aOZr+yTCJFBw8exIEDBzS1mfbt24f9+/ejr69vTHaN1wOPsbq6OpSVlaG6uhp9fX0ARua4jvT58rM17NkNJXFhERclWQ7+J82D1sjzGU7Bw3UmtI01QqA/TqBIBb+dnpWO5cHWH0fvKdCHMBAoRntd+oeOCm1GndtYDLz+QQx07WM1WPrj6PFldJyRXsNIz3+81xLo/PUtGJEMtD/+mQoUYeHvhyzLER1xMboXRu/H0vT3fWhoCLt27cLrr7+OG264ga19RHU3HjvAE1YA+PDDD3HRRRdh5syZOPPMM7FmzRrU19drth1t52WEkXfffRcXX3wxTjrpJCxZsgR/+tOfMDAwoDmX8dgc/pj0+Xzuuedw2WWXoaWlBQAMsT+Sxp8f3Xd1dTVOP/10mEwmllv56KOPGg4VjfQ69Dqi53vo0CE899xzWL16NdauXYucnBy23Uj0wt8fev7x8fGYPXu2ZnbUrFmzcMIJJ+Dyyy/H0aNHAYwOc0Z9gM/nwwcffIBf//rX+Pjjj7F+/Xo8+uijKCkpYfsfqe0Mdky/92FHXHQ3SH8RwzGzkdx0owe1paUFQ0ND4+rcjc6Tf3D7+vpw5MgRHDt2jAFsPOHUQMcZHBxETU0NvvrqKzZNdSyRA3qM4Y4LAI2NjWhubg54jLE85FSGhoZw9OhRHD58GEeOHMGhQ4dQV1c3anIQ6Br0BhEAWltb4Xa7ceTIEcPrHe2+6+vrcejQIRw5coTJoUOHUFNTg46OjjHrxkj/Q0ND+PLLL2G32/HVV1+x7YfDQKBnZCTbA5hWxGWk94TfJlCjeqHPek1NDT799FMsXLgQ8+fPx5dffsk6nbHaHaPO6+OPP8Z5552HZ599Fq+++iouu+wymEwm3HzzzWhtbdU8O2MhLtTp++yzz/Doo48iOTkZsbGxuOKKK2AymfDvf/8bgJp4Od7r4q8tMzMTJpMJ3/zmN9HY2DhhdoCS/LVr1+Kuu+7Cb3/7Wzz55JN46qmnUFpaCgAap3ksx+FJS2ZmJs477zw88cQTOHjwoN/29P1w+wbU57u3txc/+clP8MADD+DNN9/E66+/jtdffx1//vOfccUVV+CBBx7QRM5Hq3veVr7//vu46qqrGBECgE8//RQXXHAB9u3bp7lPgfoS/f0ZyfMVnsTFIHQ7VhJhdIOogvv6+lBeXo5nn30WN954IzPy4/F8AgHUbDbjm9/8JubMmYMFCxbgvvvug9vtZscbKbvmG8/gKZBycnJw/fXXY+HChTj55JOxYsUK7N69mx1nrPdTf128ETly5AguuOACvPTSSwCMp4mO9hj8/uPj4zF37lyccMIJmDt3LmbOnIk//elPfscazTH0IU9+1tTatWvxyCOP4Pnnn8eGDRsA+A9LjuQa6Lk5HA6cccYZmDlzJmbPno1Zs2Zh9uzZOPHEE7FgwQJYrVZ2LfRYo71fFGeVlZVYs2YN3n77bXz88cd45pln8Nprr6G3t3dEHdVors/vu2lIXCai6Z8dujTCE088gQULFrAqoCOdpRTsGPQZr6urw5o1azSzM+rq6lgRyfj4eADwi8YO13ibA5ChruTkZA1mq6qqcPLJJ+O+++6DLMsTMpTD29L9+/fj/vvvxyWXXIKLLroIjY2NmnMaTTOKtlRUVODpp58OuP1YOnv6W/46YmNjMXPmTLz22mtse6Oh8JEQY94G2O12JCcnG277/e9/H59//jkAjFovRiTvyiuvxOOPPw4A6O/vh8/nQ0dHB8444wz84x//ADB6Gz2SFvbEJdiNGwkzo00fppNlGS6XC++99x7mzp2LpUuX4tixY2PqcI3Oke8Mk5OTsXjxYjzxxBP485//zFagvfTSS1FTU6MxOGN5sOlvKysrsXLlSnz00UfYsmULHn/8cTYjZGBgQAOe8T7kfI7GypUrYTKZ8Lvf/W5c18KfG314e3t78eCDD2LVqlXM+3n22WdRU1MDwD8JbLTXwRuSDRs24LzzzsPPf/5zTVn3kQ5H0n3q9f/SSy/h+uuvx9tvv42//OUveOutt/D222/jgQcewPnnn89yAsZC9PjfHTt2DN/+9rfxr3/9i23T3t6Oa665BuvWrQMQnLwO5/0MS2oEcTG+L7oOmOprzZo1WLBgAatVMV7iAqhYqK2tZQ6Lx+Nhs8FSUlIwc+ZMvPvuu4xUjMYm6K+FnwpP6zU1Nzdj4cKFePvttwGMnZDr7QEdxn3yySeRlZWFVatWYcmSJWhubh7V/gMdi57nE088gRUrVsBms6G7u5tdAx9pGatDxg9FnXzyybjnnnvYdnydktEQF/655Ymxz+djuvf5fNi6dSsuvPBCHD58WONYjYe4XHPNNVi6dCmamprYdpWVlZg3bx5z+sYTSQx4LpFEXMZ1oTqjLEkSe5jvuusuLF26FHV1dQC0HdtYjsODu729HU8++SR27NjBtunq6sJPf/pTmEwm/PGPfwQwNlbKD6dIkoS0tDRNuNHr9eKWW27BnDlzcOQIucfjIUhGD/lnn32Gm2++GSeddJJh5ziaZhRBiouLw+uvvz6i8xrLddDOIiUlBXPmzGHXQM9DT1hG4v3wr42Njfj8889ZwhrfXnzxRTz66KMAtGPBI8WAPvIVGxuLhQsX4vDhw5AkiR3zjTfewJIlS9Db22t4jhPVBHEJcF90pII+6/+/vWsPbuq43gJDE1ICTUkHWgopkElCSDpDaOgjnSaZdniYljSB4BkoBRMmPAoJpY8ALZ0maUpaQgNNwoSnJdsYY2FblvBAkGxjwLLBlvWgpP21hKZGkvFDxsbGBlv3fr8/7t3V3qsrW28JW1ezXBBXd8/ufnv2O2fP7q5atQpjxoyJqsdFrkOIAUAGxIqKCqhUKuTl5QEI3eMSiNCyeR49ehQZGRnweDx+A304BgarDz788EPq2Z03bx4eeughGuMiJxTBlofUAwD885//xIQJE+j2Dt/+9rdRXFzsRzpZ+QZ6v1zfcByHF154Affccw8uXbqE7u5utLa2SsodipEpH9vIb0giZdu0aRMWLFgAIDwvv5L+/9vf/gaVSoUFCxbA7Xbj9u3bSE9Px+rVq2kekYynAWUZisRFPk2Qnp6OyZMnw+l0AogecQGApqYmWCwWAAKj7u7uBiCw0mHDhmHlypVUmYU6RyvvFGTJ6p07dyjrzszMxPTp0yV73oSqqACpUmBdqsuXL4fRaMQ999yDzZs3A4icHJHf9/T04Pnnn8frr7+Of/3rX7RO6Q6tYShEJdewwzd8WgEAACAASURBVOHA2LFj8cMf/pB2NuVdGkNX7MR9CgjtQqzSpqYmzJgxA7m5uWFZP2xe5LdHjx6FSiWcyA2AYmDJkiX47ne/K6k3ti6idaWISz91o0CWV61aFdWpIjYfth8RPAPABx98gIkTJ6KpqUnyTKj6QK57OI7D1atX8dFHH2HKlCk0voUdQMm/g8mDTaSf1tbWYtGiRWhpaQHP85g7dy6+8Y1vSIiLXM5gy8N6qgoKCrBr1y4sXLiQEhjiPQo3LoQtx8WLF2mQ7O7du/Gzn/0Mjz/+OBYsWIDKysqQ85ETNVbPk3t3dzdmzpyJgwcP+o034ZSFtGl3dzfWrVsHlUqFWbNm4dVXX8Xu3bvp2UPyPKJFXoYkcWEVCM/zmD9/PiZPnhxVj4vcCpFbPleuXMHIkSOxZcsW8LxvHjiUwUQJECz5aWlpQXp6up/Lji3jQO+X3wkYu7q6sHTpUpjNZnz66adQqVTUWyEnYeF28JKSEqo47r//fixevBgXLlwAoLxSJpQ8WOsnIyMDI0aMQG1tLQBQz0Q4+Si1P4s10gYGgwHTpk2j00ThxFWRZ8lvP/vsM3zta1/D2LFjodVqaR1OnToVZ86cARC6hR3KlSIuAepFpntIe5GpomgQF6X8CG7JFEtvby/mzJmDvXv3Agi8vD3U8vC8EC/41ltv4cknn4RKpcLIkSPx/vvv03JFOkDevHkTy5YtQ3l5OQCBlM+fPx8PPfQQrl+/7jdIsnL2d7G6XqnvlZaWYuLEiRgxYgTKysoAhDb1wZaF6HhyEvUPfvADFBcXw+FwID8/H/fffz/Gjx+P2tpaiR4MBQ9KpI/neZSXl+Oxxx7z87yH8n75u9lVXD/+8Y/p0SDEm8fqzlDLMaAsQ4W4SAotG1iIxyVaxIXNgwUPsXx4nsfp06fx4IMPoq6uDkB484BKZIzjOHR0dOD8+fOYP38+Fi1aJBkUQ2W/ciVCOtPbb7+NN998EwBQXV2NtLS0iDwuSoO8w+HAxx9/jC1btuCpp56i54UUFhbSfEJxdyp1OqvVii9+8YuYPn069u7dixUrVuDxxx/Hyy+/TJf0hWIxKrU/a/2Q+lu1ahUyMjKoLOz7w1EkpDw6nQ5f+tKXMGrUKGzYsAFr166VLE0M120flDwp4tJ//cSQuMiNF3JnvS0ff/wxVq5cKSHt0SAtrG7r7OyERqPBmDFjMHr0aLoAIZRBWK4LAGDnzp2S2C0AWLhwIaZOnUo9i+F4YZVIJSF5JO/KykqMHDkSmZmZAELTb0rTXVu2bIFKpaJBsuQ6fPgwVCoVVqxYQWUJp58q6etf//rXWLp0qZ/84ZIi1pP2xz/+EX/+85+h1Wrxla98BSqVCu+8847kuWjrnCFDXAINKEB0iYv8d0oMGBACwNavXw8gsgFFPnjxPI/CwkI899xz9IyZRYsWoa2tTUIKgsknkOxGoxEZGRlob29HX18fzGYzhg8fjl/+8pc0ICzUuU0lRche7e3teO+995CWloavf/3rdJlyKJ2bfT8hkLt376Zz2RqNBpWVlTh48CDGjh2LBx98kHp4QrWylPIkst64cQNPPvkksrOzJbJEqkhI+7AnrC5ZsoSe0B0rty2VJ0VclOuF0T39TRVF4g0LRCjY6Yk1a9bQpcPy3cjZd4SbF/v7v/zlL3T1khzjwbyfJXhVVVWYPXs2CgoKoNPpUFxcDJ1Oh29961sYP348cnJyUF1dHRV8y/srqb+5c+fiRz/6UUD9FOhSIi6//e1voVKpcOLECXi9Xnpo49WrV/HAAw/g0UcflWziFglx4XlhefTTTz+NvLw82hasbKG0O3knKcuePXvwyCOP0ADpqqoqTJs2DcOHD0dpaSkAf89eNK4hQ1wkhY4hcWEbJ5ASKS8vx5w5c6iLMxwGrKQ0CFno6elBR0cHjEYjZs6cCZVKhZ07dwIIbQmcvBMDwv4mq1atosoWEGJEhg8fji1bttDvIpkqYhU8sX7IO95//32oVCq/pXbB5KGkRLZu3UpPsmavQ4cO0cMi5TvcDlQOpfKQ9ud5HqWlpXjiiSfQ3t7uR75CwZySZepwOPDKK6+goKAAP/3pT+mBpOxSf5JHKsYl/jEuLA5eeeUVjBkzxm9VUbjtEojI/uMf/8DGjRvpSjwSC0fyCgV7cnyTfOSxYVarFffddx/y8/MBICTiQspP6mnPnj249957MXr0aIwaNQr33XcfRo0aRQ95TUtLw8KFCyWeTfY9wdSXnKwQXUrqauXKlVi8eDF9JlhCwb6b1MHOnTuhUqnoMnLyfVNTEx599FF885vfpHuKhUpc2PKT+jOZTJgxYwaN4Yxk8QSrrzo6OvDwww/jF7/4BQBfTF1lZSXuvfde/PznP5fgPUVcIimwbJAHYj9VxJIWl8uF1atXo6amBoCUjYabrzxP9ru6ujqMGjUKCxculHQ6tpz9vZeVn+M4bN26FWvWrMG///1vVFdXw2azITs7G8OGDcPy5cths9lo4F8kLFteJpJ/Z2cnpk6dijVr1oSsRJQGemL96HQ6ifXzv//9D+PHj8ekSZPQ1tYWlhJh5WcxsHbtWqxevRpA5N42Uh6e5+HxeDBr1iy6x01bWxuWL19OCZjSUstoXiniEqBeFAiF1+tFZmYmxo4di8uXL9Pvw1XwgUjLZ599hu3bt0tWGwJCHBcJcg2VuLD5sJfX66UrNc+cOYPJkyfjP//5jwT7ocTWkWfdbjfOnTsHs9mMqqoqmM1mmM1mfOc738FXv/pVlJaW0uD9SOLR5M8Tmfv6+jBnzhwaNxbKClCl/m+32/GFL3yBxgSSAP62tjZMnjwZGzZsoPUZjk6Q5/faa6/h5ZdfprKH2//lMXWNjY2YMGECXfXZ09NDid7zzz+Pn/zkJ346OlrG0pAjLoD/crP09HRMmjRJsqooEoaoxOIBwOPxYPPmzTCZTABA19eHk+dA1gL5u9frxTPPPIM5c+aETFzkQPV4PHRXzLS0NKhUKjoloVKp6NQUmbsNVVnJE5lnJgqJvO+5557Db37zGz82H0oexMrZsWOHovXT3t6Op556ChMnTqQnXUdi/RAl1NbWhlmzZkGr1UrkCLaelMpD6uWjjz7CuHHjcPXqVdpm3d3dmD9/PtLS0ujW8pHsZNqvPCniolwvAQb79evX44EHHqB6hw2eD3dQYfVNQ0MDli1bhmPHjsHhcODChQuwWCw4efIk1q9fH9ZRA/KBvrm5GQcOHIDZbKbPtLS04MUXX8Q777xD3x+qbiP3/mR64YUX8PDDD/tNq0RCXN59911s376dLk9ub2/Hr371K7zxxhsSXRQu0SN1vXHjRowbN05yftSJEycwZcoUXLp0SdKOkRgz3d3dmD17tmTKLlj9H6gsbIzUkiVLMGPGDIkXr6OjAzNnzsSBAwcAxGZBwJAiLkog4jgO8+bNw6RJkyQb0AGR75xLwMfzPDo7O/HWW2/RcyjYq6OjQ9Ko4XQI9jfExUmA/73vfQ/btm0DEP5UEekERqMR+fn50Gq1OHbsGAoLC/Huu+9i2LBhWLhwIQoLC+mmeqF0cJZMyuud43x77ty8eRPPPPOM4iqZUOqMDN5msxlpaWm0fsgyvs7OTjzxxBN46aWXwvZSyPPjeWE10WOPPUa3XJcr9VDezxI6nuexadMmTJs2DR6Ph04Z8jyPU6dOYeTIkTh37hytMyJfNK8UcQlQL0w/5TgOra2tKCkpoVvwb9u2DXa7PewpQ3kePC/s1kzer5Tk1rBSv1O65MaMxWLBl7/8ZahUKqSnp2P79u3IzMzErl27JGUOl7iQdxAjjEwd9/b24tlnn8W4cePgdrslpCBYPSpvF6/Xi6VLl0KlUmHKlClYtmwZMjMz8de//tVv6iaUNmLHE5I6OzuxbNkypKen4+TJkyguLsaSJUtoXEik08ekj5eWlmL69On0OJZoYIx9z7Vr1zB37ly8+uqrOHXqFMrKyvDGG29g69atEW1bMaAsQ5m4kOvFF1/E1KlT0dYmKLRoNi4ggGjLli04fPgwWltb0dDQAJfLhStXrmDHjh2UzIRj+bAkzGw2Sza6AwCtVovZs2dTUhZucG5/Ml2+fBkjR47E7373O/pdqGBlOzchSbt376ZLuQHBvb1hwwZs375donTDIS6sEsrIyMDEiRNp+wOAzWbDhAkTcOrUKQDhrfpirWCiSNatW4cVK1YACP+oB3l5CG4MBgNGjBhBPXrknbm5ufQwOrYtU8Ql/sSF53k0NDRg79692LdvHw4dOoQPP/wQp0+fDmiIBHPJPXs1NTXYs2cPDh8+jP379+PgwYM0HThwAJcvXw5rIFbqQ3V1dTh48CD27NmDgoICOi2lNGiFizl5nhzH4dSpUzh69Kjf6drk+WDfyZK2jo4OlJSU4IMPPoBGo6FlCdfIkD8v73+ffPIJ9u/fj4KCAup9kRPJUAxoObGwWq1+hzaG+s5AZSHv6OnpQWlpKfbv34+cnBy6rUS4RC8oWYYqceF5IbioqqoKU6ZMoRHwxFoNd05O3hncbjcWLVoElUpFl6mOGjUKo0ePxvDhwzF16lTKhkMZUOSKqrOzE9///vehUqkwb948/P3vf8fbb7+Nl156iS65DrXjsUqApL4+34nQZKrr3LlzUKlUWLt2bcSrioiMjY2NmDhxIlQqFebPn48//OEPyMzMxJtvvinZ3CjUzq1kNTQ3N+PZZ5/F4sWLcenSJdTW1iIjIwO7du2i7w5nsJcPRM3NzXjkkUdw/Phx8Lz/aqJwSTJrMW7cuBFPP/00Tp8+jatXr8JoNFJPGBDZdMSA8qSIi3K9BGkARIoFcg+2L8hJc7D9lM0n0G+UYreCLZOS3lFKgcoSbHkCDcRKZZHH0oU7LgxETpX21glH58jLEy0SKf89u5cLe7H5kX+T30fjGlLERcnN+fvf/x6bNm3C66+/jq1bt+LkyZN+TDHUPNgGra6uxpo1a7B582a89tprNG3atAnr1q2jUfdsI4fK5Mlva2pq6AC/bds25OXl+XmRwhnoA31Hyvj5559j8+bN0Ol0krxCVVbsIMzzPOrq6mh5/vSnP1ECpsTkQ60zeedub2/Hvn378O6772Lv3r1+e7gEM/AMVE9XrlzBe++9R1cTRWqNKJWD54VVSzt27MCuXbtw4MABXLp0SVKWSKZC+5UnRVyU60VhICaDIbsiJ1QS0V8eZHolUFLqP6ESF7Ys5L2Bgs0jJcv91WGkfYh9LzEA+muXSIhYoDIEmlKJBg6U6ijSugpUjkCENdz2CShLMhEXDl7wsfwEWYnyAT5QI9AE2T3EhmK9O5J3BSqDLJ+BXMt+imqgPPrJayAw9ls3QbZNf/Pt/VlywWBALiPHcwGthkAKJdz6UqynYOsnyDobqCwhYTnMDwdBhhRxkbZ3LJ5N1ostQ6SkRemdkTwjf3ag30RD/lDziiTfWOJHSaZE4NXXdxNIXFrwX4kQxGKLemEDMMVAlgj4MEHDB2f5kFUz4TJSeXm8nC94LVqWXDD58hxP8wu37uT1xraN0rlB7G+EfwSbkXIZ2ABApX1bwqk3Jbz5RdjzsnJEmAchL4EsoHDLEsxF+q1XvDfAmiIuCH7qI5I2CjWPcPMMJ59wyhNuvrF6bzTKkyw4CFf+eJZjQBkSQVyIIrHDQImLYKf1gQMHDl7xHt0Pz9x5cOB45cSDA8+Lz7L/x8nuJMF35xXy4wLlpSAX+y7FDytnEHLxrFx8kHmEWo/BlD/Edyq9V1JPkZSF93+HHyZk3w2YVwAsKbYNhHbxa/dQP7Jy+NWbHAMhYjn0j1f8sw88OEpc7GKfTxR5CURchLpP8Idn7v0l9tmUbEP3E2ybDBHMEO9u3D0uFmjRhmvKtCraF2udD5SI04cTk5ww8sz3PKTvDjYPpRRMGVgZ5c4p+fcc8z17j+QKpoyh5hVqvYX6/kjyCzYvOWaU/p9ghsVUvMoxEGZCwWEQlxMOWKCFAydgQ8mQ9bhE5UqUiHdB1Qy5K9g2Sea2i1A2X99NkMfFimJcwTk44UADrLgGW3IkXrg38DY4eRv+22vBpzfM+PRGFT69YcbnffW4xtvQwInPc3GUixfkauBtaOCs+L+b1fi0zYzLbVW40lMrymWlz5KypFLs24Wt+yu3LuJyWxU+bTPj/25W+9qMwVdckojNBlG+z/ssIo4FLP+31wKnKNu1iGWzogFWOOHAv1AOK4qTxuNihx42FKMTHtFa4yT3hHz8LFSOSdG3UCOTrR/5WDlTn9h9QmkT9vmEyRcb2Xx9V4iLbcF/ReISma4IkrgIysyKItRDi3ocT57EC3cLr4UVRTjfmYuTDftw6to+nG48iDqvFvV8ISy8VniWj6Nc/HFY+OOwcMLfy1uzcLJhH05e24cKT5YgF3c8/rIN5UTbRSu2SyHKW7Jw8to+nGzYhwqPWsTLcVgYfMVLNgtP8FCIur4CnG48iFPXBMxU3cqFFSKWoyCbBcdhgVYkLXpJSrTHxYoi3EJHpPZi9K7+vK4x8oSFJZvc6yz/LjZhialLfg3kqU8GzJB7HGXzoAEWaGEXPS7h6pogp4rYDE4kVbLzBt+dN6DqRj7KXNkoc2XjnOeoIDunF//f93zME8mLPwE7Z8AlnEBNpxYmlwbl7mxUNh+BnTPAzhviL9sQTpK65g2wcXpUNh9BmTsbJpcGF7q0uCTHVbxl4wywc4J851rzUO7ORplLA3NHgQQnkctmoHfWSEkEaVHyuHjwP3SjHZ3woAttiU2cx3fnPejobcaN2824cbsJN/tacItvQxfvQRe5x1M2Jt9bfBtu9rWIsjWjo7cFt3iPKDfzbKLrc7Antq65NnRxrWi/00zbpdPrYdotAZhh8cyxeG6OAZ496EQrutEBNy6jHoUR64qgPS6s5yWpEl8iKDq+BHa+BGc9R2ByqmF0qlHVng8H9LBxJbDzel+Kk2w2jpVNjwvdx2FyZqHMpUH59WxYvTrYuBLfc+I9leLQJmK9W706VFzPhsmlhsmlxsXu47DzYpvBd49LYjBK5Dx/46iAZ5ca59ryBDwTmSKUTU5UlL6LZyLxNTaUwAY9rCiGDcX0ntDEF8PKi3euCOVNapx2HsIn1w7B3HUUduhg5YqEZ7k4yybmZ+WKYIcOVR15+MR5EKedh1DRooGVL4aV88lv43WJr8/BnjgdbRMbX4zaO1oYXYdx2nkIRtch1N7RwpZIzPBivxJxXdGiEfDsPIiqjryo49nXh3UB9U+MPS7Jley8nt5tvB6VLbkwurJgcmWh+mYBHQgcMMDGxTHwkBdl4wWPjwMG1PYcpwNkeWM26nt1Pvl4X1lSKcZ4Eevazuth6S1GWaMGZW4Nylxq1PYU+uEqnvIRjAryGWDuOCbg2ZmFs61HBLISJdlY5ZFo0pKM8shxI3hu9bD1laDieg5MTg0lu5L+HmfMSPLlDajpLIDJlYUytwZnmnNh4/QpPZMIvDB1XXu7ECaXWjBaG7NR36eDI1Ftwug/IX89znnyKJ7P38iPKZ7jSlySNbFK3M7rcaY5h5KDms5jcMDg53FJhGwOGFDXUwijWwOjMwtljdmw9BVLZEoplPjjpb63COVu0ePi1qD2dpFi28VLNtbj4oAe1R0FFM+VLUfoIJTCS/xxQ9vGW4LyJqmXLlGYUcq3pqsAJtdhgbg0ZcPq1Qu44YgBl8JNrJONbRPegNrborfdqaFGqwM+I8QWZ8ywBpIDAnExujQwuTQ435YHO4OneMsWTBpUxMXGJY/HxX8QMqC2p9DncbmuQX1vcVQt6FQKDS9yj4uJ8bgkiuxKPS56xuOijrrHJdmS3OOSVEnUL3ZeD2ufDhVN2TA6s2B0qnGxW6uImbhPL4rYqO4sgMmZBZNLjYrmHInHJd7T5UM2sW0CPepuM7q/UdT9YKd94y+bkIT8z7bmweQU5Ku6cRSOOMjG9vlQ06AiLjTGxcXGuCTPIHTh1nFRoWhQIca4yBVKoutzsCd5fVu9yjEuyUF29agSY1xMTjXOeYQYl8FKXJI5ydvG59nNQk1XAqekIbeexelFpxpGZxYqW3Jh50sSpgOHapLrfsudIpjc4pS0WwPLnSIoxV/GQzY/EsuVoLIlF2UuDYyuLJhvHkOy65nBRVyIonepYXJpcNZzhCqaRIJDyN+A6psFojdIjTPNOeL3JXTuPBkBMtiSr038ByGjMws1nQWJxwynp9g42yooFJNLjaqOfLDz5im8xBc3bBudbT0iKno1zB2JM5D89YwY0C0ScRrQnSIucccL25/r+3Qob9T4DKSe5DGQrF7Bg0gM/poubdLrmUFFXEhgmtGlRplbjYrrObB6/a2NWDeE4CIUgp5s4iBEA6AYhUJddSmFEle8yNNZTx4lB+dvCEvobZxIKKGnxDJucnGMQrmeDZNbWFV04ZZWEiyXwkticOOAsO0C8YQJU3gKqxfjiBmiZ2xcCc605KBMjKUzdxyTDELx9gYN1cQSA9ou1EBSozpB8Zc+b66BGm+WO8J0OTH4624XIuVxiRNAiMel7nYRTG41bQTLnSJxSoA0ltStGgt5HDD4iAtRKt4SVDQJ+3EIwC2QPp9SKHFLyq51cQqvKcdHWhjiEhfMiHJZRWVWd7sIZS4x/satQd3tIr856kTX5VBJ8jqvuaWF0Uni1XzTvjaZ9zTWmJETpfreYqllLwYOpzwuicMLqXuJ4RpgNiCWbSPXMyTvC7e0woont2/FU7Ib1Hc9cWEbwcaXwOotQcX1bBpsmQhmqwTaWkKo3II3qO5OoaL1n+j6HOxJqc7regpRJnrpTC41am8XKiqVeMll9erggECoiKI705QNq4hxFvOJrs+hkuTK3tJbTOMVJPv/JFDPOGBATZdAqKSDkD6FmQRiRsCBPui2iTV58SdUR6ieYb2HyYyZu564KDaEOMdb5tLgTHMOrByz0VsMiYJcidh5PWxeYcMdspGYsEQxRxiExIHIwRuEexLU51BIgjUh3Kkbt4m416VB3cI0n5T4xgIzctey1aujMpmcalS1H437wJhK/bdTZUsuY0Hn+dqPsWzjiRmyj9VAVn2i63IoJDkhsfMlqO+TesNqRK+7UvvEAzN2Xo/6Pt+qSiHG75ifvktGzAw64uKAsNFbmej6MrnUuMAsV4wVu5W74VhwWHqLUd6YLZl3poCVTUekUuyTsI8FE38EA8zt+cL+OsQa6i2WtGE8MEMIiwMGifu2TJwmSgVZJi4pejc6C5g2UsNyW5yWjjNmWL1H5DE51bh4S5vCTBJhhno3nNIFGjYudm3Evk+OGTuvh7kjX9hfxq1BWaMG9X1SvZesmBlUxEViQTOWh7B7ZEnABom0Ydj3+Cs4X5Q/GYQEcEhXEyUjOAZrkraRnpJLdj+XqnZZkG4cMEMtZ28JKpiNFIWN50okCieFmURiRmiH+j4dyq9nU0+dEHCvsJ9LLPUMJxJwxttSxsRqpTCTPJix83pc7PaRS7KK0QGDYjvFgsBIvC1iPBTReedv3D1e3bueuMgbRbBYfQApb8wWgmFv+rwcNoXAo3AbSK5M5CAkm875XP75/uAQvS6Jrsehk6RBlDav0BZVLMF0qVHHxLqwlnO0MWPn9ZLYleqbwj4c5Y3Z4qZ4x4XNqu4ChTKYE1v/JBjXfPMY9dSZnNJg2JhjhsmjpksLo8uHmZou5U3xEl2HQykptZWdF5bS02DY69kSL4dSXEkkmFEyptlgYRJzY3Kr6UIWuyyeKxlxc9cTF1+HLqHWDqnwytYjNK6kzK1GrejKDWSFhNJISr+TM1phfXyO74yK69mw9vmvPrDzwlLuRNflUEl2PoAF0qdD2XUNDdI90ywsp1eyQqKJGTnRLXOrhdOqnWphLyJOH1WynUrhYEa5j9vEWCShj6v9BqKYYYbZVK7ujtRb6JuCiN2UVSoFjxtS/76FGoWSUAbffmPSqWk5TsLBDItBOdElu/gK4QtMXJ8MM8mY7nriwjaUXKlY7hRJOnTF9RxJ7EIga2QggMifVRqAbJxvF1/iFrxwS6uYd6Lrb6gmP8zQyP8slDWK7n9PnmL7Rh0zEKaryC6+ZM7Z0uu/u3IKN8mDGQf0qCXeXdHrUtkinZqOpZ6p9+ro/iCEcNeJ523JLfgUZhKNGdJuBlS151NvB1kQQLyqSoQ3aGNlAMw4oBdiQOmWIWrfFhAKZDvRdRcoDQriQpJf8BH04oFjarrBTkVTDur7isXN4QLPKyo1XCDrx19BleCc54jPDedUCwdXBbDCkhkggzUptQF1obblUU+d0Zklxi4EHogixYyDFw57JLtXEsxc6JISXYLtFF4Sjxnyb9J+VR3ChnTljaKnbADyEg09w5IW35R4ARwBBsBE199QTIGMDhqHyYwRwmaBUl2kRFqUsEOf7QczDginVBNDnm7NcbtQQpocSG5viwODiLgoDkIiw6xiVowYXRpUNGWLuwMaFEESyNLpLy9BgRlg9epw1nPEl58zyxdcyQx+dwM4hkKSEwI7L2xWWMkoFaM4ZWP16uhSwYEs6f6+k/xWPIBNOLTPlx9x3abOmUm+JLdObbwwdXPWkwejM4suea1szkV9bzH9TbQw44ABljtFNICbkKVzbUJwpbB5ov80USolFjMsDuy8GBx7PdtHXsQAWTnh7Y/EyP/uYMcmCWb0uNCthUnMh+wULjeO7haDetAQF7YRlVjr+RtHfUF0olVLTo9mAdXfNI6SIqHA4PW42FPoi2kRScuZ5lxmV827CxyDPfVrzfbpcKY51+c1E711tT2FonJQxkuwmBFOX9Wj+uYxCSaNziwa3S/8JoWVZEuBMGP1luBsyxGRvGRTUkGmiAcajAbCDNk1+UJXASVHgqclC2c9edIBj0/pmWRJgT0getTdKaLE02fo5oiHMBr8MKbkZZHkwZWIu7X7MGP16oQjKpjpRBPxzlEj/+7CyqAimeRV3AAAANhJREFULnILQ05eqtqPilu7+9xzlS25qO0plIIqAFjk5Iac52C5U4TzbUcF1xsJeLomnMzK7o54NwFjqCUlwlvfp0NlSy6M1wQrukwMwDzflgeLGCvFuuX7x4wUAxd7jku8OiaXGkZXlniQolQOOaYTXVepFBgzNs7neaEueXGDujpxcYDPLT+QnpFipq6nULIihZ3KFJ6TevJSWEmupEh4oYeltwgV13NgYrx1ZW41zO35dPxQIr1Kf2c9LDauBBe6CkRvbhbK3dm+ze+6ChRXKip5dJIx/T8194v0Y6VbGgAAAABJRU5ErkJggg==" /><br />
<br />
2. <b>pertidaksamaan kuadrat</b><br />
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<b><img alt="" 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heT2kStSCWFsTPLuFisprUjImBA6FF0wFBVNdY9XsNIpTHmWokYuJ9CRHLX6Gk9e4gkzjUED2xP4gcfPeAiNC4mgAufI33gYtEALirPkgEXo/XBNS5bAeOoovHsHNWgCmIEXEZS0ynIKNXXjoSIBfHySp0IIPmLmmZIY/LvkZJSpnFRewEsSkPf2oZ4eaVuP/uYG+RSNC5qQlq1lypxwUioVOonBw9GjMuhrGwcbm3DvAmNy3x1DbabWzCSJrkC9MZjJDbm4lyzanu6QZahjRBcN10KXKBG78KrUVyUfS5ofU5HsXsqgr1TEWqoMI/dU/O4bqYBHYSg36oNCFYamwxFXr2Ea1x85lxFAriohy7zNiXGxShSySE2HrHmLFY8/MN+AAvUuJ6PAYjj5admcPn+Nkzk5kMLLAvg4g+YYly4xmUsM9kNIm+TRo24MZZVivf8QwOABeypgJf5yjSMZxdg03RUEXcVaWtcuLHbaW3DRG4O2gnBNz/aIQAtXz84G8XZlyO4aqAFI2nZSXPURywYYODl3n8JAFjE+RPs96ejwIU4nnxkVAIvRAlc1FxFijlirqKFmlrDCDHTjIsrFZv+AJbrGwwYF4sIgDBMOZFqdo8lQuNi7Cq6BI0L66eeNpEDF864yP+utsfOMSZDTc8m7yd360RMhPqa1rikZ8rYBP024+UVFGAZaVxY9KS+xoVcUlQRD8WWB2qojoft22bAnXmNS4YJPSzd+5bq67EZCBr2U65xSZxLon8akNTpesYuRNRzDKgt1mFXqilxLj8NmFOnZwqGQk9v0EcYm2AiLFdE4ZgELuten3GOAY50VVB24r2PdnSa1rgcbm3DcGq6LnDhorWZwiL9OVLkcTHSuGRgK9iMSEkp+iwE7YTgupky4OIcBSxnotQwn41J389Jn4tnotg7FWFGKSaM5PkTEQBzeOFPhzCT76Jiy4RNvd9KgctWsDmJGZJ/Qux0sxUI6rpg5JvESkOjocZlIncftptbMLlvnwAjavNJ3U/1WG1yC2PXSywYSbXjhSfGgT0G9E5Hgd0YXvrrDGJlhTio0SYHBOs+H9bcHvRb9aPjZgoKsRVsVuRx0WpzpbEJKw31aCEEdxyrpeCFuY0oeInjzEvTONpRhZVGH8Zz9I1yP2NclurqDYFLtLQMRzo6MJaZhRChbsNvfbQDwCIFtXwNnY/h3CtRrDYWCt1NYpthiwVdxIavvr+bjYGurwuvRoGLc3jqd2MCvHCNy1YgaJjHhc+RlFPDooyiSzBMapFs8k8vIRjkGhcTeVyipWVJ+6EWcNnw+gxdzb2ERrJt+AOqIEP+LLmriLapbwsiJaXYDAQFGEoU4csN6OHWNlOuIqFHUdlj5f0cTWe5pQxcMH3EKoUPGxx8OHAxGw5tJmBgPDsHR9o7DFKNEKEJWW5o1HzXE+9tBDJG0tKFJ8WIcZF0QOYilWICuGjbl6W6emw3t5hyFW36A5jKy1fdu4jWi0rZEa9AUWrX8ZdX0s1og4wQsWAkLR1rbo8qpSRdRx92tLSMRT8Z+EozqTo9VpascZF/D1upOn1ZhXFJNHaHsrJF3hO9sYctNpFjYNApxe4nPogQAw/rXp8pxmW7uQWx8grF35PmnVDQtBVs1gV3IUIjmtY8Xt2IphChYtJ5xkrphRmH2Lyve7yYKSxmv7Wpghdh+M7GKMNyMoLdk4xlOR9j7qI5BYDB2Rh2T0QALOGj/+xGKyHot9lk/aRRRdyny+c9bLFigF3HI03Gs3Ox6fdhOj9P91n22x1YrKnFcn09hlKc6LdaMWC3YcBmE23ysVPD5MNUHnUV9bLnHbZalf1kUUVLtXXotzvAI6p6iAWL1Rk498oscD4maUouxPHCE+M4lEkFqfz+8jYHHClY93ix7nFj0OkQ/ey32Wi0lpW+Q1yPsu7xYiwjEzTKSRrPALu+32bFUIqL5j2prMaAnbIWd15eJwy/eIbnYjh3PIJ/GmrGcGpW0nyGWZ/7rVaMpKVi3dOEpboaDDrsCpCR+L5Fy8qw3dwi3E/9Vhs6dcDLmZdmEC1OFRFPic9y2JWCqfxqfOMjYabbUQcvPURiXEa15shGQcqgMwXLDY1YqKHj4QaJP/t+G597C6byC7Du8QrGpd9Kn4/8+j5iwVgG3fDVBMx8Lwyz5ztXWY7NgA+j6WkIW+g6UlvHlHHxYL6qAv02K/ptbB2x56LYY0tKseb24FBmBsJWizR22bWcGVr3ejBXWSHGwFmrfptN0Xd5/q0+Cx17b+I8WSwYy8zCVrBZlXFJtC9zVVXM3aqvcRHi3KLkcOjEfXuuojIp7UPyvm0R+5xapFJiP+OsTb2oIm6Ud1rbVLU4ifvxYk0tFmvrkhiXREMeL69gOWS0XYkhBhjX2L5tZC8Fg6TjKuJtrnu9qhqXxDlarK0zBbDGs3Ow7lVnyvl3kvgPfUTKA7Hd3KJr6Dki325pQbS0jJ4WVW7Cr42XV+BwS2tSLhXlZkY3/e3mFsTLKwzbXKiuwZH2jqSMuInXDaem0ZDTvHx2qk1++eVtbvgDmouVP7SRtHTsMFGlXj9DhGpSNnz+JIW42r0v6+xKOvkntjeU4sLRjk7MVVYZztFiTS02/QHNTYJfN5KWgZ22dkzuy9OdIzqeGmwGguL/9cDL3qkogAX8r3f6EStNw3YgB9uBHFzVX4i7XluPJx8ZSwIwe6ejAObx4Dd7JdRtkU5slx/oxnR+AbqZcQhbrdhPaMRSNzNCQyl2LDfUI15Rj1ZCI3nkQEA+9kNZ2TjS3o7R9BwECUEra4t/eB/CFgtWm9yIllKXVp/FiiGnHf02K7oIQRv7Nw7wLuvswnh2DnoIjSraTwi8hOCy9n2UgTorAy8X5/Ds44dwgBBFH1rZSaaXAafLOg8gbM1Gc8I1zYQyFnxc614fFmpq0UtoFFdLwqeV3Wcsk+aWGElLRx/7d3XwEsXeqTiuOFCH/UTJeoStVnGPZkLQb8vBUn0LDhIXgoSycokbFT+JbfppWLCYYzPgpSRNEa4tf5bT+XmYr/bjK3ft12ZenNSobvh8WK5v0J2jHkLZmaMd7RhKSUOzbI0NOu3oI1a0sbkfcNix6Q9gsbaOARe6LtvYXjLktGPATsc3mJKHyw8cxGg6Y00ZOyWfo07Wh7lKL6byq9Es61evmEdp7LOFxVio8aOTWBXroyXhGQw4nDjc0op4eUXSWm8hBJ3sWsqAF2PN3YJuQvfYIacdAw4aKcf7QQGVkwESyoC3sXb6bTYMOm1injoIwWJtDY52dCJstenuc4POFBzt6ESsrFx3n+shksaG6pC091i+b88UFhnunfNV1dgMBDWNstiPXakigaaRLeCJ2PTGzj0Kl3V2yeyLOmAdcDix3dxieO9eQjBXWYXt5hZdG8zJi53WNkwXFBray7nKKhxuaRX7s569vKyzC7PFJYb9XKqrx5rHqzvvqsxLiNCFyNMOJ6YtV3bKIoWeqvj+5d8HHSkytbTeorVgcl8e1jxeXeQVIhYMpaSKaAstdMo/0wWFWNdIW65s04WVhkZVoWzib2aLS7Du8aqKFhVtulLp6ba6RvWUJR/PSkMjlurqdQFZiFgwW1SsmQNEMe9OF5YbGukpR+Pe/MPzW6i5GeTfh/l4qmoQZuBBG7xEACzifVc2wc2MwX622fsJwXxlOl55ahLYjYvfXXg1CmAOT/xqGIMOm2yjpv+NlZVju7kFEznZ2M82xHVPNj72Jg9+8pWD+NOvhvHkw6N4/Ocj+Om/DeP9V/kxk5+KtgSjy/8bttkwU1iGa0aCeO9rGnDbkVrcdrQWt19G/ztbmIoQsaCLEAynpuP2Y5349qcO4rf3h/G3347isf8cxH33dOGGaLnIbxO22sRJdCglDbESF64KF+J1w0X4yl2twIW4Yp6wG8eJZ6fx3tfU49adWtx+tBZ3HKvDzeuUEaH9tWOntQGfeHM37ryigfbxaC1u3anFXVc24Ir9+ThACPqIhWmcfJjILcSGNxvvfU09bjtCr7+Nfe44VofFmixEiiuw2tSEkTQXmrXAC9O8XDPSgvGcQnB6uN9mQxchWGvKwl2vbcCtOzW484pGfPz6A/jIGztw15UNeEu8HPzEn7iOxzIyse7xioCAsMVqAF5mEStN02ReBp0OjGWV4lsfGzBkXg6xyLvx7AJseLPEHNFnX4dbtmswmu5A2GrD5L5yHG5pwl1XNuBHX+rGE78Yxl9/M4rffD+ML97ejC1/DjoI05b5fZgtLkUHIdjwZuPemwN46L4+/PU3o/jDfw3hB/fux7u26rDS2ICVBi9G0pTsaR+x4iAhuCpciPe+ph4fvKYF97w9jPdd6cXtR2txy+EajKY5II+Y6iUWDDqdeP9VnfjomzrE2rjtSC3e8w/1eNM0TxRGr5/MzcOax4N3rDbizsvZmjhSi/e+ph7XDBaBsiwE+4kVb5z04et39+Ch+0L4629G8cQvh/GTrxzEe/+hHiNpDgZmLZjK24fFWg8mcvNwQ7QM3/l0Fx7/+RD++psR/Pb+fvzvO1twtC0X3cSGVbcbax4PwgaH2ZnCImw3t6hq9RL3OR7Rlhi6nmQL8guw4U0WfCe3mYLl+gbVZIGJv5lhTKdRmyOp6TSqTMWdmvibSEkpDre0amRjls0RS1dgdN2Aw4mlunrDOQoRC6by8rHh8+EQO3zp2Us+R0bzHi0tw+GWVtWgCYV9SU3DapNbVWzOr9PUvHChoeTjVRen8RPhVF4+tjSylcrFujyRmFH9D96mdv0P6bpBJw0x1EvQxV/ESHEJNry+pMyiiW0OOV1UqGxCqc/rf6gp9ZX9TMGa26MKYELyObI5sNrUJBNoad+bpo3vUNVzyOd90EnzMhgJ48Qc+fyGYrtBpwsbPj/mq6oF83K9JvMyh8/d3IsQyUC/jdKS/VYrBh30FPqdT3cpNBYCvPxyGAMy8CLv50JNNVYam7FYk49v3N3G7kOjloA54OIcAB7RtIBXnpzC7ZfVoYskM2phqwUdhOCOY34aoYJ51s48gCW8JV6OJkJwxf48/Pb+MGuX/31O3ANYwANfPCCMY4gQzFVWYr6qCf/xiQNSJBbmFJogYZzPxUQ7/N5nX5nFWLoDIUKZm52WfYr7ifFiDf/7zha0EMoK0HcoF7FyDz51YyeAJdm4pPZviFKx9XJ9LTZ8HrQTgjsuq9HQvMxgO1iClUYfZgopgOkmBJO5KXjqd2Oye8yzOZoHsIy3zlejixCEreprScqAWoQ+i0UbvJyL4vyJGI601bDTW/I65s/yy++la2qX/V5N89JLCMZzshAr8+BTN3apztHlXXnwEoLrZ8vx97/MKNeYLFru4qtR3HGsDp2EYDQ9G6tNHnzh1g7snpxlv0lcK/P49ffC+IeDQSzXezCUIrlFwlYK4L772f0AVtlc8jW3COzGEStLS0gWaMGQ04YX/3xI1scF8Qwe/emgYp5o5uo8PP3ojKx/9NrHfjaI/Yw1+eLtQVw8E5H9XT6GRTzxy2GsNGSim1B251hXBf7w4BS7ZjFpnrAbx91vaMRBYsOm34/VxibdnCV8TzrS3qEruOcaojWPV/Wgltgmr+tlJDofdNBEhHMVlYZ752xRMa0VZlDKYiQtHYdbWg1LP/QSGl2209auaQfFeNi9zUT/rTQ2YbGm1lCLNq0TgSe3LwOOFKx59G0b/W48Ht6miJbT0McSPSU8z1rK05gbRTVMsLBR/XwXBGGeGl1HyMfbpKGoAUNQNJTiEqnR+43CRouKaQZJg7DRQWcK1jxegwKIdEyzRcWaoaiJIGLVAMCEiJTMbLmh0TBz50xhEU2db5SFlWUDnausMgxZnS0qxlYwqAFgpGfJX+ylulrKvEyXaoKXT7+1C9EyNyb30TUXtlgx4KCn9vvuUYIX7mr68Ze70U2ITBhJT479Nsr0XDvehBPPxkTUDo1aigoR7IXT1AW1dyrCQm0X8a+3NmO/rE063zQ3yI3xcuBCXOhyzh2nhucDVzfihs35hgMAACAASURBVGg5Ax4LtN1TERFVdeFV+v+7J6lW5757uqSEexYLxnOK8eOvjAKYw+7JqHCRyYXKcpfZHtMH4VwMf//LBEYZeDlACLb8OTh/PCLuuXc6SvUzWMDnbg4oNEJ9FoJekoFP3XgQQBznT9D5EX3djeO66TK0s98s1lZjuqAW7/tHN4B59WijilQMpmRgK0hD7rsJwc++1gNgAeePR8R8752KAhdi+MA/tWMqvxZDLmNB+1YwiGgpZSy0mJezL8/idaNdiJRUoM+SfCoT0UbvCgBYouPUAC+0+CRBL0kX4eF0jviznMNNCxW47UgtNb4XpbWhiJY7yTVcC7h+lmr6fvHvYQqGzsawe1JrrSziofv6sNLYiM1AUOg6uO7nG3e3A5jH+RMRseYunoni9AvTiMh0PwK8pNjxt4dHgV3Wz9OSAP5X3+6T5p29/2GLFQ//cICO6wRfEzE8/8dxLNVk4FffDkljUFnvtO0FPP3oGAbsNlwVLsSrL04Jxkt1ns7GACzh3dsU0G4FzIf7mwUwq2bLNYhCnuYSLF5qIU8jALPd3MLsoH4/o2Vlhgafi8+1DvxyGzxgd2KlodEw3J8CXO3xKNrkuY905p1/j5aVY6etXZeB4QBGK4kt4aF8upEIbKBqwqHEgU7m5dPaHQb1YvptDpZ2vc5UroQNn99woBTAqLuQ1IyzFluSZPBZLRSjkLIIyyRpChQxFkQ7RTpFyMuymjp6G/9scQnV35gAMGtuj27uGPkcbfj9GE3XdiHReU/Fhs+LidwyXB8pBy7GFWJd7ja667V1CNtysRUIYDSDRnY0E4JIUSpe/tsksEfdKHyzBxbwsTe1UcMqO7H3W6m+ZDuQg1PPTwKgGzW9Xwx7pyVwsMcjeZhgWHJhNaCNGWw5eHnrXAW4/ubiGRrijd04XvzzBHA2CuzFJUN0Wgk6BPg4RfU6rx8tRgchGLDT/v7HJw8IQyS/PhG8CNB1KgKcj+Pvf51UgpdAjggr57/lhvDedwUV4IUb8ruubEpiUrgxv26Ggpew1Yp+uw3jORW456YeGOV5oaxOI9OWzCtcTHye77nJh05CsFTHQu+NcmlkZmIrEMBYZgG++ZH2ZPCyG8erL05jtakIG/6WpHXcR6yixMG97woCWNQHL8QqZRV+bfIcYTeGZx87xMLZ4xIwfjX52VOd1hyeeewQfvODMHiYt95a4ev8tqP1mC2qxXaQ5ivqI9StysPFFX06F8O54zFs+cupizABvDz1yChwUVrDXD/20HfD7LClBC+PPNAPYF7q4zn6nJ9/YhzAvOYYxLhPUXD04Dd7cfzpKeVvtOZpL45XnprCVF4KQsSOda9PtyYXP7XPFhULnaG+LUgVYMPIvswUFmHLBAMz4KB2kLLXetFRstB7lfQECgCTnoHtZlp806hcRqy8AjvtHaoV0+UAZqao2FTG6wG7lDjS0AbnF7DxmCuXYVxMlI7ncGubBjFhzMCQaROpvbkhXWlqktVT0GNLjJOBcfpqub5Bll5be1Ob1AEw8jaHUlzYDASx0tCo6ZYSdWPYQzYCG0MpLqw2mclvwLJUmkj2JAcw2iiVMV8a2qPEOTJNrTpdEgOjs8A4KNrQYKnkjNJIWipi5Y24/bI2YI+CiERD9sGrG9FGCOarSrEd9GG2MAdXhvLx6E8GxObJT3jAHJ77wyHstLoRr6gW2oawxYoeYsGwy44/PzQiDIRC+Mqo7Yviu9T2hVcl0adIc2+1aoIXsenuxXHxTEywIYIGTzBGUv8X8B+f7EQnIUKg+Z1PdQJYocn5zsvCx5PcRnOQ6Pl5nHp+SriNOPMiBy8S2FvEve9SMi88ekgKfZZFgSWAl34bdeW1EYK7r21JAiQcvCxUZaCXWNBKCG453AhgERdOR5L6ct89ndhPCHhOHinpoVEYaTYWajy4/wtKzYpc8xIpcmE4NRM7bW1JAOa/A17U5kjc80JcAhos0R0uxlUN84VXo4zhkww4dV/OA+diSVF1HFj8+nt9CBEbS7jox3Cqi7JPH5PAi4J9eiWC1410YjJXiogU4OV3YwK8cNAOzOOh+zjzYtUEL4p1uBcX7CIuMhfgeeUYFONmf5fYFeouSgTnEuBZwG1HatFMCIZdKVj30vB/I1sg6n0ZABjOnOvtsQLAmGRgeJ4fffe7BIqMNJa9hOZSEy4kA5dLtLQMO61tGM9OLvyaCMguCcDUGCdc5FhBLaVAEoDR0HeqAjKzLqQEBoYI6swAeco1MEYAhuY5MJdZst/ukOgrExqYLU0NjJI23BQJvPTbNFuETOQ50AUwVgFgNvzqKbFVAUx1jc6LICVj09MeiRebaWDMAJg1twdxHT+uHBRpa2D4tQQHiRN3HGtXnPrkhu/FP0/g8Z8P4o8PDuLJhyfwylMzImuq2GhlgOP1o0U4QGwsTJMCLS4M/tQNXoVhEvfBPB74Ui/+ebIE/9Cdj3esVuH3Px1UgiN22v3CLW2UfdEBL2LT5UnOmMvosZ8N4tGfDAg2QMGcvEo3+6cfHcNwil2Ajk+82Yu//HoEv/vxEE6/GFEAGG4wzp+I4Pc/HcTvfjyA3/14AH9+aAK//t4whlOldvTAy+ffHaSalwTmRU2Amwxe1Ax5RPEMz74yi+W6TDQTgqPt+3D++IzCoHHg9n+/H0a/lQJN/g6GWc6K5KzNyjVHQXsGHvjikAZ4mUGsNA37CcF4Dg07nZPlNBmwmwAvTklHpTdH/Hd0XS7gzEszePiBfjzz+0OahvniqwzoMBDzzO/H8MiPBnDueESItBVrlgGyaHEqeogV614vNv0+dBObDvs0hQ1fGbaC7ZgtoukXJPAyqgJe5vDwD4dFFGNYj3k5GwPOMgaRjeHZxw/ht/f348xLM4q2FfMkmM15XDwTxe//cxBP/GqYgvVzyrXOwcu3P9nJIuQsImO0mcSLegc1Ta2fEYBhWaiNGZhLc79rlZtQABjmQjKjgRGV1nUYGDGeQACHMs0DGCMZhwh6MVE5fs3jNQAw9F3nySmNAExiAWeiBgz0K+I6hV7FrAZGPx07BUW0Te0HZ6ZN+XVDDMCYKVZ3KS4kbvB7iYELqbiEJr5Secjye3MWxEhg1m+zUxeSTnpoPp+zRcW0Lo5hJWKndG+DeZ8tLFYknkocDxfs3hCt0E5StxcXpzFcjAN7kpuEb/rYjeMvvx7B5V15LLuuRSQ7W6ipQQ+xYCLHiZf+St1MHGRQ4xLHv72/Bws1foRIKroIDfscy3DgTw8NU1DCXUoXYnjmsRnMVZShh7EOeszLRSYg/tnXDmLDk42wlUaDvH6kGOePzypcOIKlOD6L+SqpAjMvONlH7PjZ1/uEpkQY1gtxPP/HceEiClutGMvIwJqHFsDrs1DB7nYgGbxwV9XX7+5DN3EhbKHPSC9viyp40TPk5ym4ipWmYSTNwQz4vAAXXNv01O9GMVPgwgEGDOXrqk+WvVkrCSIXq2qxDjxUmhaxlJXRYABGYl4CyeDlQhzPPj6JQ5lpLDxZe8yJoPg7n+7CfGW6WO8UWMwrXWsykHT6hWm8e7sGI6l29BALjnUV4+W/TdN1n2j8z8VwdX8hOgjBoNOBNY8bi7VefPuTynDvRPZpND0HR9rbMVtMw2S1mZc4HvvZBJZqpQR7IWJVZV7kc3Xq+SnceqQWI2kO9BCCDU82nvvDIZpFW6bbkh88fvWdPuy05Iriqh96XWPSgYADqkd/OsjWiGQLaMkLd1JEqppx1g5WkNkCBmAWdA6JcuNsJivygN0p2tQ6zPL9+FI0MFtmNTCl+hoYPp/cJWY8HkYiGLiQeohUZFQv8aVCA1NbB303m0UazyW4kIj8D9MFBVjXCB9LfHDLQgOj78rg9WQMNTB2roGpN6QNp/LyseH1mQYwNGOqMYDZMOXucWG1sUlx0tN7IBss7Ph/woWkCF83o4ExUZFYroHRerEFDcrmSG3RSnlekgW78k2di1EV5QPk1+3G8dv7+3FjvBz9NqsI+x1wOLHu9WA8uwzvWKlSGA2+Ef7xwSH0ECum8suwFWzFSBpNpOYhBHccqxMnWG4s9k5F8M9TbZjILcaAnbpL3jqfzLxwYHT/vw4ibE2l+V3Y2FsIwXc/05VsZNl4j3XmiSgbbjC6CcGPv8yyv6qAl2GXXcxvDyEYTktnrF85FTj6c6gxSwIvc/jWxwcxV+XDWEY6e1dNgJfpUuE20gUvuzTaKF6ahge+1K0KDHZPzuG1PVUUeNps4OHR8nXFK5WvqpSfkIOXb5rM89JLlHXA+m30uXxejXm5EMPzf5zGhq8JA/YUhAzmiEe9feZtPrQRItyMHYRgoTJduBHlrAt24zjxzBR2WnIRZIecfqsVfkLw2XewPiVqjzCHmxYraCi/lYY8xysamMg7LtaJGvs0lZ+PnbY2TOcXYdBh1XQb/fp7/Visq2f7tk0wMOpuoyhe/XsUV/VXIUAoqzNgs8FHCD5+nSd5DOwe3//cfnQTlifGYmV5mKx4WtYnOTv57OOH2Hq3iGc5YHdi3eNVZKVW22PlLqTJ/2ENjDkGxmnChSRpYNa9PtU2EwHMdtCkBqasHDttbZrVz8UcsX3bFIARxVMNQF5+gXCJGWtg9Fkd/j1WVm4YFi4HMEStU0YD5RqYVebK6DfSwPBU2QZ6FR7ZtFhjzoW04fObikLaMtTAyB+yMdiQl4PXBjCSW4qCoksAMBovgjRH5jQwXMRr7EJKMcH+yFxIKm42Hv2jWx7gHKvhI/8w/7eCfWEhvL/5QRjx8jQBYIZdLswW1+E790haCLmm5qsfaMN0XgpWGjLwj2E3rp3owHawEJEiF40W2ZMLiWPAXgw3LdYhXtGE+apytBKCt86Vq4OXizG8+3ALIqUNGM/OYMyVHS2EuoN4VIsE1uh4rwwV0ERdVurGCVsoY/OTrxzUBC8jqTR/R9hiFYmfhlPTsBnwY3JfCbb82Zpuoy/c0ozJvCocbqWZl8NWi4FhnsfblxtFDSndDLu7cZx8dhoPfLFbsFjyZ3vu+AxunKtDvMKNSIl+GYqw1aZasVwOXi4lSV0vkTKXLtRU6UcbPTKKlcZaLNc3YSjFpTtHdNxzuGa4WuiX+DsykmrH838cV7AQ3Ij/5vthYbh55uE2QnDzmhJ4yw3/O1er0MrvQQgOEju+97k+Bbulxj7R/TAP281tiFeU4MmHR5SuWJnmJWy1Y6m+ASsNDSzxmAWPPKDUnAlW5CejWKrzYLogX4C8dkLw9qXKpDHwd/Dd2zUIEsoA8fXeSywsGk1iGi8ybdDLf6NidPla4cDASMQr3+cOt7QaposYSqHpL8y4kKQoJKNq6VTfoXf4k4OiDbMAxkQYdaLLRU8DMyvCqE24kEwwMHyOTNUDc6Zo5t9JtMHx8gocaWtXrVKfCGCI7oMzCI3iOVsUtT50wMaWgQZG6GoYgDEsNZ+Xjw0Nik9+HRfxrl6CBsa41gcVg+nngaFj4gDGsM0UM7lYJJ2QmXnXywOjBsjM+HElDYzkQjJTHmD3ZARnXprF2ZdncealWZw7Psso+QWFMRQhlVjEHx4cwlg6NeYhtln89v4Rcb28/fMnIjj3Cm337MszOH8iit2TVGTKgYU8ogdYwM3rlegmTuy0BjGcVoAb42UazAs9GR/KKsGm34dhVxr6rRY0E4K739AkTviJRu/6SIMiv0kfMQdeemRzzud9ND0dCzVuvG6kCedPzKqAlyXc+y8BtBGCNXcTc1umayado668GO66shsjafnoY2nn9VwoXIgpB6fccH3rox0IEBqFZLYA6GJtHU3TLotC4szG1z/UpmDL1MCLvLYQBzCXdXVgNKNYHbxgDn/7LS3MOFdZjdXGJgynpmgn5mP6j1uPdmMsswC8sBzXlzz5iJq+ZB6PPNAv3CH8/dDSVPHfvGO1SkTASVmGVTQvGuzTRE4eLj/Qgef+MAVciCUzL98N0wOQzc72WBo9+vAPwyrgZR4P/zCMmcICbPgCmMjNRZ/FQnM5zarkcmK/+dib2tFJaK6dPmIV7MsP//WA0v2VBF4sij1PMDBenynt4izTwBix8Wb2WAE2mJzAbPFRMxGcnNW5JA2MQb4aSQOjD4rMipI5o2SGgZmRiXiN2uTzrm0v5YySsYiXqHUqRHjIc7Mh2BjgeWAMNDC8WNnWJWhg9JAnH8Bkbh62gs2quWUSAYzIA2PgcuELbMSkBkY/Dwz9PltcIvyEui+XiUR2ISJpYFYam1geGAMNTHuHRiZe2XgcxuyPHBRtBoIYZZWs9csDUHHeJ2/wYCTNjoWqDMTL0rBcl4krDuTh9stq8ccHh5Ko6/PHZwEs4dNv9dFQXnaC/dOvhhUnSwWzwz/n+Xfp3+VGmwsLbzlMox0mczMRr2jCe17TBlyI4uKrsSTwcuNcOYuWqsS614uxjDQECMHdb3AngRfarwhu2enG5L4y9FmkuTYCL5xGT1wftHhkKt403aJkPeSC3XdRwe6gg66PnbYWdBG7LOmcHLxQ9untK41YqPEhVlqCsIXoilf5fCRpQs7HcPrFGWz5ctBJCCZyaFE1DmD0CrXxQqCDDpbjhBn6L97ejERRNs/zEi9Tz7BL94QcLNUF8e+fUMmwizn88RfD6LfR381XV2Mr4NdOzMfAyz9P1mC+2oNoCa1xox/ZM4fHfz6GoZQUcSI1A14488LrJF0q+3SQEESK8/H8H6dVwctD3+0DZ1Dp/tGIlYYGPPKjgaTDAwdgfYRW9t0KBDGdn4dWjXec62o+/dYeTBfUYshJWeGwhbp+7//8AShcqxy8PDmJ0TTJTapmC6gGxoM+y/+QBoYBmIUaE+6RgkKTmhGnqTwwVANTKBLZ6YZRMwbGXB6Ychxp7zDWwJgIzhEMDMvZYiaMesukBsZcGDV1IR1pa9cNoybKiU1cDIWafjo1pEYzrTqg1yZ394xn5yj+Jr+W+9+W6xsY1aTvluL+N9qmPruwGQgyzYh+PyPFJVjzeDGSlp7QpjWhzVSsuj2IlZWrGBtln6OlZbI2Lbr95BVc5QsnaY4cTpGWecDukN0veTxRlmZ6cl+e4b1X3Vwgqj0ePkfrLFtxmJ3K9MDL3dc2I0gozd1NqH6gi9D6OqNpDjz2n4PKTZT5xWl0iB0HCcGwS2kw1Axr4kf0ReWk+M41etodsFsQIul431X7AcRVmZe3zlWwkzEtwrbp96KDWPHh1zequI2o0XvjRDXmKpsQKy8TLIEaeLnIwMuLf5nCZG6G6qYWttKEfpd1FOHC6ZgqeBF5Xqz0+jV3E2LlHrz/aq+g7RM1L2+aKkGflSadixQXGYIXte/8Gf/iP0LClcGLq03l5SesI+Va4i6klUZafK/fRuvyfOLNHlV33IVXY7gyVJ1UVVraSwgGU7Lxw3+VopXkIOH/fi+suPdSfS0m86pUE/NRsBDHlaF8hK3p2Az4MV1QgB6iIY5l+qg//mICy/W0xAc9bPz/D15oeQBtzQsFL/IDkAPL9fX44y8mxJpPBC+c1ZnKz8dW0I+wLRNvmi7RZF7uem0TJvZVYrmhDgOsGKkmeNmN4cSzs4iVKqsGq+1z614fraws08Co7kk6+5wCwLhSRfCFnNVRu5ZrRnjFc+1+UvfIXGWV5r7N+zlbVIx1j1cUBNW692h6BrabWzCf4HJJti9S7cBDWdmqbcpThKx7fTiUmaX5XiYySkZzNJ3Pi8AmF2xNsm3swK83RyFCEK+oxHZzSxJW4N+J1sPoI5QtiZSUigKNWmCDh/NuBZsRL1dWd05s8yDhiYbakqpQqy3a7WAzYuXlum3yQpI7rW2KKsNqbQ6luHC0s0uwJXptzlVWYcPvZ9oS9bH3EFrE6nBrG6bzCzRfQn7/+apqVpTLrtkmZ2C2m1uSKo8mXtdvd+Bwa5up8cQrKnFZ137DeR90pmC7pRWzOvfmbfLCZYMOhzZ4OR0FEMOX7hzBcGoh+q3K6Jthlx1BQnDrjsrJ9xw1zGtNWdhPCAYdNjz+8yGFAVC4NPbiyZ/dGHA+ClyYo2Gb/N8xJxLJDTntaCUEb1uqpgyQBnjhwtZeQrDa1ICp/Fp85I3uJAGjZPTyECKpONrRzow40QYvezG88lQE280e9KqsjbCFFvnb8mfTkGTVPC9BoZsIEeoGipW5ce+7hwDEFK42Dl6uny1HCyGYLsjHsa5OdBNXElOTBFwS3IJykHrHsTq0EoI+C8FETi6OtLUn0cqJm1UfsWLV7WE1vajrima1XUgGXBfiuOsfQwjbMtGnsfEfJAS//Hafgs3j/fv+5/Yz4S1PUGhBpKQRn3l7X/IcMbBw9UAR2gjBZG4ujrS3YyQtU0ccO4eHH+jHmseD5YYmyNkkPfDyrq16mdvovwdeEsG9Gnjha4m+6048/vMxXfDCjV60tAQLtX7cOF8DXFBjMhdwx7FatBKCI22tmK+uRogdUpLAyxkJvFxxoA1DrnTdfXvQmYKjnV1YqK4xtW/vtLUn2axE4zzoTFGt7qzWZqysHFvB5qTK1kn9THHhsNk2yyuwFWw2PEiPZmTi2P4DiJaWGba5VFuHwy2tKmNXthmvqFS9Lsm+2OzYbm5BrMzYBsfKyrEVCLI2dQCMKxVH2jsQKSnVbbOX0AKNRzs6GSurHA/R6jhH5kt19Viur08y4Ik3mcjJFSWstR4ubdOOxdo6qng3aJNHKhm1GbbasVBTi+WGRt2Hxl0o2y2tmGSGRHMRypIR6aHOECGY1a3/IF036ExRFUOpXTtTUIh1r1cTdYrrCouEWE2PUeF5alab3OI0qDXvnMlSQ/BywCpn3LiYT7uq9Bw++84ehEim5A8Xa8KGDqIe6cM3utcczEcXoXT9T7/ao3S5sM32v77Zi6v7C/HPEyW49hD9vGG0CG+OVOM9r+nBO9f84t/p34oxlkH1NP02qrN492GPIXgJW2jhsK2AD8OpRfjItWrghbqu/jGcj9GMAmz4qMg5RCy64OWlv85gsbZcHbzwzMLBXPo7tTwvMvBC2Y8szFf78ckbaOp7NfBy3QyNNlqorsKGz4NOYlNPandGxi7sxhVVscW/78Vx8rlpzJWnoZtYsFBdjdUmN4ZdqYYb9JrHi9miYvTbqN7j6v5CkQtHuZbm8a+3HUQ3SUF/wlrigujZwjSceHZaUeyTz9FnbvIp6j+NZ2chWtaEj1/fCR7ZkwheruovRCehLsM1txsDjhQMOm0azMscfv/TEay53ZgtLkGfSeblXzZqk8CLPOIqUfcjL07Jxz+UYsOTD6vrcCTwYhXgZTI31xTz0m+3Y6WhHjOF1bghVikS9ymfywLuuKwGB0kqtluCmC4ohCbzIgMvm/4GhK36e9JsYZFITKe1z4k91uS+LbwAObk69oUx3CyzbuKhU23vNE76alGw5npsUohQxp4Wod2XtB/L7z3sSpOx5nJXT/J4luobsFirfW/epjy7vd4c8WAbvfEobHBzCyYS5j1pPKlp2PD5sVTfoArwSOJE8R+KoowsNb1hPhcTGXXDVrsI9U0sW642aZt+9ZpGCuDCErhRStEg+sakeJUWmfKa0n5Eiks0axolovw1j0mhmE6onmI8TKRmPB6nyHlj9CzFvQ1U6Yn6GDNVpT/0OjdaCcGgk27OPLPtUIodfkLwqbf4kjdqZhAu69iHbkLQRgg+906fQmPCo0j+9vAoDrJruth/DxIHFmv9mCmqxn5CC/51yD4UJFgQtlownlOGD72uh54q1cDLfAVaCcFYBk2WtFBThWZC8OHXN6m6jS6eieCmpQDmq9widLmPJLuNBJDYi+PlJ6eEQFkuRqUfC7qJBVcPurF3mup5lG6bRXzjI+3oIgT9VmqUrzjQgSFXCT50TWMyGGFuuetmyzCZV4F1r0e/qrSMWTj+9BReP1qMp38/ptAf8RP4/V84gJnCSmz4vEnh0GrAZcPnx2xxsfjbQUIwk+/CyeemZUkApbD4J345jD6LBT3EgkGHTSQaHLDTMOkPv6E5yQXEjTIPSe4jtCDk4dZmDDj24c7L1QAbBaFXhQswlVcuxnOQEAyrJYTjbqNfTorkcX3ErGC3UriN+plo+f98QEW0zML8N33Z6GYgbMBhQzchGElz4u9/kXIgabmN6L6dhw2fD4/9TIt5GWDvBq1Ft+puRBex4E1q9cvYc7n72hbEyt2YLaLiZiPNy/GnpzGe5aJFNi3ae6yZqMkBRwrWPV7TkTKb/kBSVIt8n+XyBSmBm9XU3mkoXrU7sOb26EbVigRu5eUio26yLZDaHE5Nw7rPj3hFBbRzqijDoc2U5bkUvY+UpVd7jqYLCmn5IKNoIlcatoLNtKaiRj+TBLtCS8HCcQd0wnF7CC2caJS2n56uaaFBKTuvDnDZly8YF71Jk5ihBs2EV5f6AtBCg+Zi93nUjXKxWpLbTHFJpwGjHAM8/EwFPPD/8vFohQcmgiaebdgI3M0Uat9b2SYbjyzpk7FgdxHvuaIObkLdJl3s00EIAoRgpyUPx59WnpT5KfP0C9OIFKWih9D8EW9dcAt3AC9DsMeihz7zNnqq7iEE41kZONLegtWmevTbbeK+IWIRxq6PbQIL1VWIljbg5vV6Dc3LPN4SL0M3cWIr4Ee8vAIDdiuCRF2wy/t+80Y7+ixpYt7DFsqeyKtoy9mLi2ei2PRlo51Irp9eNv9hqxVzlbX4p6F2mulUxkpwAPfkI2MssikDa+5mDKeW4EhbLl5+clLMreQCigF7Udx+rA3R0nqMpKVqhg0Lg8Oy6V4zXIR6QvDe19QnjENKeX/XlR04QBwIW7TX+1hGJtY9XswWUyGs/O/ygo/yeeLG9d5/CaCDELSyddTOvl8z0oBTL9ACg3S8SlFxvCwd+wnBoawsbPj8iJeXUcCmllWYCa/fsdqCeHkDhlOpW9pIsPu7nwwpxMRmNS+ceeH5dj53sx9SxFRUsdbvuLwOTYQIUN9NdZdcggAAIABJREFUbPjWx7qTXKryaCPuAprcR/ftqbw8PHx/WOFek0cbDTqcWKytx3JDA4ZcKWgjGpXj2bg/fVMPBhz7xDM3FOz+bRKjacnRRnJAwGsZJevAZK4IVsKFBjqY22PN5jNbMNsmA0OGYcMsmlbrIMntC6/9Y5RRnhcvjOvkHuN2XZQCMNCRTrHEepeS863PiJDg2lSjPC5y4KLRzxCxKEOlJfqnQSaO0mdcNgxABkXfNtOMy2SumYgkBoZq60QCOj3golfMK/HhrjHkrrUI+JhotE1AVWEtv/egMwUrTW5ziX8MgYt0b8q4FOjf25EiciUYRlgVFGIr2GyicqgUsy//m1aeF/lm+4VbgliuzcSxjjwcac3FZR378MaJEnzu5gBOPT8j6sXwCCIeEfTgt3rRTWg21VhZOY52tOEvvx5TiHvlmpfPvM2H2aIsLNd7MVNYjQ4GmGYKUnHPTT58/t0BWVVpC+IVldgKBtBNHHhLrFTDbRTHO9frEStrxEJ1FfoITdplFCr9umEpAVwfkbK5fvbt/qTfcKPxwJe6Mei0CUHqkJP+dqm+HpuBFkzuy8QzjyWLljlD9L3/dQDvWOvCWxea8eHXN1L2ImGu5IDn9mPt6CYO9BEzSe3iuHlNJiy1WPHYz5TlF6TIqUOYzKUshVpU0Gh6Bjb9gSTfNwfDrUTKi5Lovrp4ho71v77Ri3dtVuPaQyW4IVqOL7+nE2dfoVFUyWtpAT+49wA6CMGhzEx672L9CCuuXXrnWht6iBN9hIcm69cRkvQilwZe+LzyYpEfvMajYF7k7rmXn5zEzetVONaxD9fNlOG/vklBiDyMXd7+r78bRg8hmMjZx4rnUleAVp6XR340gOX6eqw0NmHA7jAlyn//VV60yNZ7n5loo4Q8L3LgQksA7NMELmajWMQeayKPGdd6cDbBbESSevSQsp8rjY26iVj591hZuQ5wke49lOLChtfHgIsy4lVur3hRSamOoPp4aBVpWtpH3+shi0iqrTO0l1wCYqaK9BYLqjE66CvcRtxvtVTfwMJvtX84npNryI6ECEG/Vc64mKCpgs2GwCXM2pRcRdptmk7U5kjBqtuDuSrjZEOzLPW/XjZe+UtlKl5ep5BWIhA7YgKIDTpTaIihifIIpulOWax+4hzpgRf5psur04o0/RfnACwCu0pjI98Qr58tQyshmK+swNGOdoRIGt6xXKkw/so8JPM48UwED35rFP/2vlZ89f2tePBbIWbEaU4ZXn5grrKC1epIp0nqtDLsXozhA9d0YzynTITZDthtjHnRAC8yrQRPk8+N2A3RMgEoFK4mBkCe/t0YvvfZ/Xj8Z4O4754uxCtqcLilBaPptKKzcDvJjJqYA8yz+aTzxwvsya+Rg503RyvMZdhlYcrR4lQcJFLSsjeOlygAH87yGkeL+NoH20TpAQVw4a6iomK26SasOQvdSMcyXHjmsUnIs8zKI8vo81ygGhzM0+8JBRDlY31tbx5CxIXt5qBge3QB2xmq77lmqERkDaZj+O+BlxvVkiAmMC+UcSMYTMnBLTvdlEE6o7JOWN0hPjYK8iKKscv79KvvhDCRQ3PwTO7LQw9Rz7DLwfoTv5zEUr0UmWkmHcIdx2qFnuiSwYtFuc8ZHThDfN/mjIsJ4LJ5CanyTbE4LP2+4aFPZuj1ErUp8pz8N6stJ99bSj1i6E7LL9DMnZY4RxwwmnE/abE4ivG4UrEVbMZyfYNxaHhJqVTbiBb/a0wKI1b7oRmNC81JYcNSXb3Mb2VC42KiTV7jR8+lJX8BzGSYNatxmZWlyDfD4pjK5sgWjB5w6SGSxsXY98sKnOmk1xYvn8m4f7FJaIxHbGwJ/nCFUT0bEyJPIfZ8lW58cnfGnijwtoSvf7gdnSQ5EdMBQvCDew8AWML5E0oAs3eaigGBOAVGWGQGPY7zxymb87Ov9WAqvwybgQCGU1PFqVL1ZMzcRrce8aGDSAnnzICXq2XgpY9QQWk3IYgUZ+H4MxEFaFOcrC/OMcNMgdixrhYMpdDEeK2E4D1X1CMpBwpz28gL7O2JhH9zScXxEgW7ZsDLuVdmsVSTIVghLiJ+4Iv7keje4UDsdcNFwg3GGReqcSnR2XQtGHDYEStvxB1X7AcgjU0BcFm5Cf6c5G4ukS/oBF1LX/tgC/qsadgOBhlosggQqs+8KEGoArzoJKkT4MVCk7Z1EIJbjviSmb0E8NLHTqo7rR1YqC7H048q7yEHMHLAISqeJ1wrmJQHRrAuK6uiVduIX//Yz0YxlCLplXTZVSbYvfPyOkVhUO42+sHn9xuAF4vIJm32gMYPU5ekcTHMbyIVHzZdyNEway0z9DXGmeOlBG36BY2HXalYF4yLHnBxYvVSNC4Gud34vIvxmEkky0TRugySKxVbwaBuTpsQkcLhN3x+WlVaWTPHoelekGtcDF1FnHExUcBRHlVkROWZ1bgIxsUEQ2GE3PmkceBinA5ZXmzRGLnrARdxb65xMSq2KGNcjMoHmH2h5emdteaonwl2377cSDfP09HkcFqVHCz8w42sVB5gAd/8aDuotqiM1fCg/uSwlepXRlIdeOi+PgBLDAQp78VB0O6pCPZOScaNswIfuGY/ekgq+thmqzgZ8/6/KvnzeZI6WrPHIqj9D3PwckISEF98lQork40eFfxGyxpwz9u6AMxj92RUYcwkQxzBhdMRXHg1hsv3F1Mhrs3G3sMUvPinCQBziignBdtwOordExEAy/jRl7rx9Q+1A1gQ83zhNHXv6FWVFtey8Zx9eRaLVTLwYqHRJNeMNAFn56Txi9P4HP780AiGUuzoJlQgu+71IZKgcUl+16kR2Qr40UOc+Mi1dI5xPib6lOhGSvzsnYoIEPzQfSFM5WVjze1DtLRUce9EwCYfs/ZztGDIacOTj4zR8gCnlWN++IdSmDGNNrJiIrcMH/inbuBCVLm+TknghYas57E6TVRYzAXhHKQnPWsOXFj15g+9rhHHn54CduPi3QLiePSn45jIpXusvKr0wz/sBzAnQKB8DFTDZ00GL2zMfI54pfY7jynBS4hY0ENs+MlXeJmDiASoduN4SZZhl0dPmikqO8T22AUBCPT3uQ2fXzXlvBJkOEXEjBkwZFTIWL53mtK4MOCi567hwGXN49Wtr8dBhhiPGY1LIGgImgZk2d2NBMzTl6Bx2QwEmcZFn5WSl9sh/TZW68JEGfJxGeVohnFZNsG4TOTuExoX/VooNMR61e3WBVhmKUe+WNc8HizU1GouAj6mmYIiw6yInMZcYQtGy9DLH66W/1Vx78JCHO3oFMmxtBbBoDMFG14fVt0eQ43LNMuKqB/SJyuXrqMDopugBcOp+bjrSioYxPkYpfLlnz323/MxyozsxemGC84yLAIX4njsPwdxY7wCXYRgtqgUl3V2KuadrgcakTLosOGrH2gF9ri7JC7YnN2T9CNcK7txxsbM4Xc/HsWxrgLsJ0REPbURgpsWKoTrQfTzPHVF3bRQkQRegoTg7mupcRH34J+LcVw9UCTcDb1Eqq/C8yHdd08XgCVRH2ePAa3dU3Lju4g7L68VRoFHorxxogTYowwTL6mwe5KCNa47ARbx4LdC6CYE79qqpvc6G5OeA+Zx/WyZxLwwQHbXlQws8Gt36Yl+91QEi9UZNDU/e/5LdTWIljbgK3e1J/wmjotnYgCW8Pl3+dFDXDQRnorGRbGWWPr6TX9A5NXoIgS3H63FueOzYp1w5kWMmz9rJizmLqXvfrYTM4XZWG3yI1ZelnRvDtjecwUFLzir8xyt1BVykBBM7cvGC3+aVq73c/S+j/5kQMG8zFdVygThc8B5WfvnYgAW8Y7VSoRIOo7t7xR5NTjA+PnXe8Szkz9r4UpjrMaNc+XYTwieeYxW/KYMJ2VFfnt/v2izTwZeHv3JgGzcMfUxEKkEyPWzZcnv+Fk6hvdcUSfcRvQ9tSFaUoVffntM6o9Ye3M48cwUxtKd6CY0HPpoR6dwaSn3Odme5HCKunpG7IheCZnEg/GKSdfKVH4BtoJB3UOsFNnTiOWGRoMiixZEy8qw09qmm1FW7B9en2opgiR9jQmNCycPtkxoXOiBolG3SjS/Vp5NX89mceCyrFN7kF8bYVnquVyDmK2RM2FS4xK+RI2LsavIIkKsTWlczLqKHMbVlOVtbvoDhhoXRYFDgzZnTOSGuZTxDDhSRBptMxoXs/UozKS8plReMeYq3XjrQgPOvjyNU88nfmZw6rkpnHp+Gmf+HsHpF2dw4pkpvPinCfzpVyP4yVcO4p6bfLh6oAh9xIpWIrmKkhOcMVcVY2B6iBPvPnwAP//6AE49NyXpaLDEPlT38cpTk/j5N0Zw65F2DDjSaM0htvnxU+WbI2U4f3wWJ5+bxpm/R3HqhRmcfG4a509E8OZImUK/wasXf/RNzcAFGj4sH/OrL87gylABugh1BQy5UrHh8yFaVo4QIeghFvQQgg9c3YgX/jQu6/ccY58o04C9OO5+Q5Py3lZqSN4crcULf6JCWmnMtI3nnxjHB/6pEX3EQsWiCz6cfSVK+/fcNE4+N41zr8zijRNyPQdBL0nHx6/vxsVXIzjxzJS4/tUXZ/Dy3yaxUJkukrzNV1Vj3etFn8WJ2UIXnn50DGdeonMmzcUUTj03jRvibRjPLoL8NJ/8rtuw2uTGhs8vsassoWE7IVipz8SX39OCF54YZ2B0IeFZLwIX53D25Vk8+M0Qrh0vQr89DWtuP6KlJeK9kN97wE7FwbccrgZ253DyuRnV58gLbIYIwUhaJraCXvz5oUM4+7I03pPPTmP3ZAS//I+QWKfzVVVY93pwgNhx/Uwpdk9EFPNz8rlpnDs+jduO+rDc0Ix4hQSweN6aYZcdX/tgG2M4ODCja/vC6Sh++tWD2A7koJ2Bk/s/fwB7pyM4+dwMTr8wi71TEfzn/+mR5lsGXn7x773YPRnB6RcjOP3iLE48O0XH8O8hVfByQ7Qae6fjijGceGYKOBvFLYdrpAzPFhuW6uoQr6jDdz69HxfPRMV6OvncNM6+PIunHx3DsMuKqbxCHDG7b3s8pjUuWqy2ArjY5bV8TLqfTGhcjDQh/Lu8uKIRQ7Hu9dE8LpoHSYkdMcMgmY8qkoeMG+tmzKT6GFJoXPQZlyirOSi3wWSpvsHQvXCpGpdlQf/8f3MVycGQlIDOgHFpbTPxAjhNi7xmeTh0hr6hH5QZ+kupxqkLXFi5dzO+X+EqMtC4XIqryKjStBoY6rdacCjTmfQZS7djal8adtq82PDVYSLHhbEMB0bSHBh0UBDSQnjuFSqk3Wltw3iWPi07kpaG7ZZmzBbX4CCxYrbQheumS/GBqxvx8es9+MT1XrznijpcM1yEwy11WKjxoIe42NpKPLFY0W+1YLYoC0c7/FhprMR4VooYAz9N8n5Q0FaGraAXs0XZGMtwJI17wG5jWZhpOnK5uI4bhnZCcCjTiTeOF+OD1zTh397Xjy+/N4z3X9WIN46XYK48XVHYkY99PDsLS/V+LNVV443jJbj7DU345Ju9+PDrmvCmqVKMZznRyozZYk0NVpuaMJ2XgUMJ/eTiyl4iCWljZcU4lJk8nkOZTjFf89U1WPN4BTvCdSDjWdK1o+l2RIpzcWx/AAvVnHFR33TDVjvW3B5s+PxJuWG48dzP1siGtxY3LbXgtqN1+Mi1bnzizV58/DoP3vePDbh+tgwLlRksqWEqNgMBREq03VT8WS7X1WCnzYOpfelJc0TZNuUcRYpLMJqePEfjWU6MpNrRZ6FlJFbdHgy7UpkRsCVdP5Jmw3xVIY7t70SkpDSpn2GLFT2EambWmrLxybccxOffvR8fu86N247WYtufg/2ECLdiiFgx6LBivqoIl3UFES8vwFiGA6NpDtl8SvN+KMuFwy1ubAUaMLUvTaxjfr3CFuTkYrs5gPmqwuS1keXEoFNifBeqa7DSSA+cwyk2xboQY0+1iX3bTBACD4AwJTw1SBbH3ZPKUF+Dfc5v3KZcnKu1H4s8LmXlONzSaggehpiryFjj4pA0LmbIg4B+LrXE8ZgBQ2Y0Llycq5fHReyxwgYrdaZEL/dHDwMuZlxF/QqNizFNZSpSiYVDL5nRuJh0FSmEpxrAhaO92aJiitxVXEWKNuV5XAzGLvIB6ORxCRFJ46JXmZePh4dDGwmYpVODCY0Ld33piKe4j1pe/ypEKJsgfSys+q8DS3VNmKuoQYhwxoQmGePZZGnorQWxsjIc1qiSKu/nsCsNm/4A02pR1uAgofk+mgmtmRRgoGg8pxTLDR6MpqdDnlKe53kRm0RKKlYavYiWVqCHWFg/CavXoxw7r+00nErdKD0qY+8hLA9DAnBJNMo9zCiPZ1cgVu5DN0lFM/u3bkKSnuVYRiYOt7RisbZGACA+5mY2BwcJQb/dhvmqKqw2uTGY4krq50FChFEey6R5T2YKi8TfEsdzkM3dfFU11tweDDldimfUK+aMPvchVzpWmryYLihh75D6pss1Lhs+PwZTXKrveohQYfhiTTWW693oJSloYWMOJox9PyEYy8zEVsAvUrVrr2MLmyMP+u3Jc9Qjn6OMTKx7fSJSqUdjjnr+H23vGWdZUa0P10mdc845nT6h83TPdJ/OcTqePp1z98wAgoiC4YoKV0X0gogoiigqigGVq9ccUEEEAb2KAooZAVERJE6enn7eDxV2OHvv2vO/vh/OrxvmdO2q2lWrnlrrWc8iNAV/rc6LAd14DhDt3hhNTsdmoAkz+YWmAIur9M4WlmMyqxwtxIkAobo2PO2/R8WrGk1Jx2qtD6OpVNyR90lva3pdHsyXVmChvBo9To/4nvr7ClhOY9XCc3DAZH1QTxmtFr4slFGJal0on/2EYDwjxxZw4TouinfE2s7xWne2vAl2ZCxUHgoZx4WDITscl53GJilBlnNcIkXFpsCFX2K1HBfzOaIcF2uPi9qLYyd1meu4GKdDq8YTnyBqDFrpuAgbyzgu+jaJeoCKQVcW66Y/IElXo6Xtl9hi1Xtc9G0eTM/ANkuHtuS4sA1AvQkycbVcW8CllykbGvFR9P0UufuGOi6ql+uJMWWn69vk8VeZx2Uym3FcLIALf/a6tx5rjONiBUJpnLbBPselvMLwoFX+TtED0G8A8WHzQcNPtViqrBR8ES5prp+jcH4BDre0SuPJA7Fx2PQHqMtRPV6HUxBP+We+tBjbDUEMJSZazvsAY/DPlZQIDZholVvFK7bpD2AwntaJihqPQ+knLwBndYD2OJxYrqrEeW0tGEtNRo+D3tKp+1377OHEJOw08toxDnGwqcdMuRkOzJWUYL3eJzwZRv3kbfIMIDFHDu33+HzQUJEv6lDm3+1hY+c6LmHmTTDd6043I+cG0ecxVuPlP+dKSmkF6phYcF0a/afH4cBwUhK2AkGEJfyaEHEgUlQsxhOSzNG6zy/aDOnXB58j4kCkuBhr3nrTOeLrYywtDUfa2hDR1W+LGrvDiYXyCqzW1mIgNgY9Thru6mNaOxq7nZaOrWAQE5nscuhQ3qV23hUbyy8+ZvtyNDkFmwEq+a9vM2p9lJVhtaYWvW6PqV2gdjsH57XtM+S4qPvJQzBLBjoupjZJyt8w57hEnQXMdhrxHfVAcLm6RsX1NAfL4QJzjosetJllFakvAr2skPFSpT2Oix0dF651Q22s9dmmcFflHhfBcZGAIW5jh00ye4lZZ0aTU03F4tS/cyKtETLTLyyrSdO26bLNcZnMyjZNH1b/ri5ZLnsRUzm5GmKQWZu9LAXOTpsiDmjicVF/70hLq3Tee10erLNaRXrXZNSzs5US7JZzpKoiKh1PdrbpwtLOO3Vj2jESfEPbqRG1FWzAYkWFJWAMEQdmCmislLvtzdocjIsXYk/6eHJUP/MLbbU5EBuHDZ8/qqCafo66CXWxbzc2CTBk1uZQQiJ2Gpuk7yhEaIG61bo6Tb0voz3EK9dyj4tpPx0uzJWWYbXOi/4YbQFUfZtDDLjwlGSrsa9U1wiOi1k/Q8RBx1NbF1UcL+rZCYmqZ5uNh/43B2K03pcaZGifPcTA3ZRFm+p+co+LVT9HU1Jpgbq8aC6Odt6dWCyvMCQ16t859579X2ysfr2PJqdiK9iAiczoy5S+TaWfEpuUlU25fDI7xy+cBiF+fZsH0zNMZR/0Nkkr+W/DdhrQBqLsnEn6sL7N6TyaCi5L1FCT+6OBi3Z9LFdXY7G8Iir0pX+2leS/djwxtudonKVYy+a93xODDX/AMFSkb5OX3bE6gw3BSydD79x1b2XQ+K3JSGUvapAZmdhuaJQeoj2skuVKDa3IKgMaO03NGqNvtKn7GaFVXx3TbOK2GxolhxNV+d3w+TFXUhZ1qzbq51awAUPxiZp+6g3aVE4uzm/vkM57r9uDDX8A87oqq6bjCTZEzZEReKHjKZXO+2R2Dp0jyWHLK7fOl5Wbjoe3OV9ahiOtbZqq10ZzNBAbj53GJoTzCyzb5K7ZDZ8f/SY3ev49HoO1Ahr8+XPFJdjw+9HnjjFdc/wQPW9fuy3wslRVje2GRkOuh7rN4aRkHGpuwWR2jnTs/FYtMz4jScnMdW+ezSZAVnkF8/RpvaFR/WTeIaOUV+3vDqzVebFe77M0vCFCsCie7ZY+e7uh0SRrRQteliqrsOHzS0HBUGIStoINmOKeB4s5Wq2tw6Y/IO3nWGo6zm/vMJG+Vx9OlMS8XF1jaWNDhHtd5AdJD2/Txq16NCVNqL1a2iSXGxv+ANbqvJBdAKZz83CktU16iPa6Pdj0BzBfam1juTLsTmMThhKsL500y7Re2qbablvbOYewc4sVldI2Z/ILcF7bPgwnJmkyKKPsXFw8tgJBzOTlS9YHrcjOzwI7dnsoIUnVpsFZ4I7Ber2PJWtYtxnOL8B5+9oNQzuaNj0x2AoEbZ3BvEK1lT0kZp0KEYfQILF2l5lX8jQ6JCazcyjpycIDESIOTVzMbHPx9mcLi7CmIsWZLYbB+ASse+sRLoiOLWv7Qd16lM9gfTgPWhCp9P0MFxRizeuVgoiZ/AJRjMsyzYzVtJCNh8/RRr3PEhiEVHNkRQwT/WScDyt0zG9u241NjPNhMe/shkkNkHmIJ0RUNXFy86Tudn5jV7vw9RuWH3qc80GNgLmxmCsp1YRjzOZoPCMTO41NhkRMvduXcz70oQb92MfS0k3Lcqh/5xXcV6pr0KNLndfudXpr5VXhreazx6Ui0LutCfSjKammYWe9UVur81qm+IeIcrNfUnEpzIzfKONnTGRYP7vX7VH4GW5rCQYeRufhXLP1oR2PeT9DRPFAyADMAKsnZkTENGrTqOigfj65orqReJq+TRry9gutJVN7GJ+g3K6j+Aw6eygE2awBzAAjuxvpmmj7SW3ner3P0n7w8MUaq8Ass9ucMGptkxwYSUrGdkOjVFaimzgwV1qG7YYGDFsALWqTKMeK2ySzeefaYnbs9nRePta89VIbq4TRzb28wh4Wl2CnsUmaPTucmKThjJmfwU7BGTMDMETfKfXvHCFv+I0JM/y7XcRemjAnvdnNthmMT6CLobzCok3az9miYqzX12Mg1hrADCXQisAyrYlu4hSxcLW3xGwjyGWaHQJRbkSFHKK/Fyku0SjKmj+bps+FxeFoPJ4QUcf2zT1KXYRgiMlOG4VQjMazLtkIVOY9BYeaWwxRtx5sLFZUSr06/HDcYBvbilNBCy+WY6WmFv0edcjBGMBsBoKGxkLfz/mychpCUXl1jNqcyMzCoeZmlaKsCTBwurFax9OElX4arWMeY7ZTvHS5qlolFmls1LhndMOWdIGSVSgL646lpmEzEDQ8nNX97PPQmx7NTjEn8fH1oXzPeo7kRWNpbH+5qloFiiTjYYDMKiTEx2NXusAsS1JNdOxn1e6tCKY8i8XKxmrmXRUesJslKTugBuLisd3QaCnzTn8nCNus4cNt0mxRkdQmKRdPm3a7qDjqINX/PmOQqmvUJq1S3myow6Lv53xpGfWCSPo5kpSiuVSZvcv+mDiseevZeMyfzVOPN3x+qY0djIvHurfeUlKE/87HY0UlUF8SZRdP3uZanTfKyx0iDhAr1VT15uK1fKzIq/28aF+FOdgQG8GGQFsXoXG/7YZG5oGRvxD94Wz0bO5dUAtBmU0eBxvGh7ND088Nn19KzBQbwaf1ghgdeuGCQhxuaZVWFR2Ijbc9nnBBofQWoQZFMiQvAK6NNkeSkrHT1CzmyGzRdhPKAZF5YLix2PQH5GCDUC7Curce/THWHpihhCSRCivr53xpmUgXtlpz4+kZONTcgpl86zYFeTXYYBnq6iKsvlhARqhXl9SQSxjY03PSkj1lHgvugZFlzvW6PNjw+bFW57UsXNftcGGhnHIr5N4SZTwyEcylyipR6FXmUdoKygAuEeEJHmYz62cnAwaHW9ssQZ4+QcBqX6o9MLKMEuGBsaHNNckE2mRinQOxcdgMBLFSU2t6Fqhtki2BNhuS+MImCUK9hKQfGy/0vv5dAGY4MUmEyq1BBLVJO03NGEpItPSyGxLqDfYQL0tj5xxS7Lb1eHiatjxDl42nsUkKYIYSErHBCqPK7HakqDjKboeIA8SMDKX8rgAYjrqtJlmUJrcrjW/jdjAYn8AImuZVQ9UbgYaQrHkT1H1Vb+jO1/8eKSo2PZw1/WQo1SqlTdNPb71pCIn+ToSAkawkwWBcgiqdTj6edd2zjQ7xQY0HxvoGNZOfb8sDM5qSip3GJqEwa9ZmN6E3bFm8uYvQsJTsZkIPPbMQUnQ/+W2H3w7MvCU8+4YTSS0BTEYmAzBWXj9iGkLSvyMuZXBOsgM2ynVwj8WEjTYXKyqFBpPV4UyBltxTxA98hYhutDcITcetpOEemUSAKEZowwOzVEmrKEtBURpLGzbgwOgPE1HZXdLmVLa9rMlzrVRvJ224V0VitaOhwrWizC6z3H4oKbHyYoT+bvoQAAAgAElEQVTbJmnDZjbJysZ2EUUfRAY2ePhdbrcpX2XdWy89nLmUgZXAp/rA325otOSMnKsHRhZC0own6nJucBbEKSDPKpOqm1DZge3GJul4hlno384ZzD0wagBDaDXlOksAwx82nWssFhM1eUy91lZRQg5gJNojPIRkxIHRL9rZomLG9peHkHg2iK0D38QDowcR9gAMUXF1jA9nPp5wQaGIDVsCGLax5eMhApCdC4CxuxGsjEUnAxuHmpptzftiRSV2JFk4FMDINzb/OV9ahpWaWhsAJtm2V0ct2Ga15iYys3CoqdnyBsUPUkWwzZwDowCDcxB8tFG2Yzw903YNs+WqasEZsUrXH0tRQkh2D3w9V0cz7yqJBpmcwliaHQ8M9f6I+mmS8RxMS8dWIGhZh0ctaWBX9uGwCQdGe0DFnsMlUS5MqfbA2AEwUyqxSysAM8BSY20BmKJiaRaOsEmsto/dEJLMg8u9C7ZDLjba5J5muQeG0GzDhkZpm8OJSdiQ2CThRKjzSsfTdQ4AZoBfzqVnAeX07DQ2WWZpcQCjrS5vA8AwjzThG2HNy6TyJWBDkco3BzAh/eYi1m1aKRfqF62MA8O/O1tYZKhFof8e58CEC+R6ELMMwBgfpNoNu+GTcWCU0BC9YVvzUGaLim0JtwkJeoMMF30/KICxTvnVABiLjdCtGg/lCVmDjZGkZBz+/4MD4/MbZoRowYYCYPolqs3DScn2OTAGHhgzDszhllZpzLfH6RZS+f12ODBBa8+G2rtAQwSSgqnpdvQgVBwYG9IGYzbCUtwDQzkwtZZiX1SCvoqFxCQepbR0bPhlHBhWjqS6RoSlZOORARgNIKurQ+//gQOjb1PGgeHftZJs17e5ale4jVekN0y+UB+kTE1VcvEUnmabAGaD8VWs6uzww3nD55dySwZU3MUuyUE6IwCMnANDi2za48DYCZXzA9/KznEPzBqjE1jZ7ZBqjmQ2loM82XhCxCHkH+yE2Tb858CB8XrR54mhhF2xEUQIyXoxTOXkUQ6MoYCbMiFczZaCDes2J5nyrB0y2E5jE5YqqySTRzBbYBPAxCfaXrQcFEkBDBNRsxN7tEue4hwYOYk3XnhgpICMpRLb9sDYADAz+QXYCgRtENHozWSWhZDM+tlNnLY9MCPJKdjwByzd+fznPOPAyNSb+W3HFgfGpgdmPCMTh1taJB4Ymt2zWluHzUBQ2k8emrHFgWFiWjK1UjvhHn7gL1VWUXEySeHUsdQ0euAbpGarjW+v2yPqdZlVsA0RJmhZXiHAk9WzubdkPN2aA8MVw5WCtRYAhpGSjdacRtDS7aEcGG+9ZeHUTgZg5AJutKYZr6GjXodGB5Sd0iAibMmykOzU+jETcNPY7dg4bNnkwFhVV9afBev1PsvqymqbtBkI2DucWXjEDoCx49Xh8gZGacdRh3NJKQ41NWMoXs2BMbJJDMDk5Ek9dNxzbj0eRVHeLh/SDoCZKynFoeYWeQgpQc7p4T95pifRDpS6muZsSudvmqRR6w9xLnwmlc63WTBwMD4B2zY5MBEWQpKlUfMULhp/s34hEQsPjKafjIcid0Wq0r0tOTDU+7PT2GSDJ5RIJenthMSKSyj/xiR8xdsciqdhNjshsTCLDVvdTDqZ4d8xSaPWLFqHE0uVVVQrR7K5hAfmXLwlkhCSnldjxYFZKCuPis8arbmJrCwcarYGMF1EkTHXA3EjDgyv5mrXA2OHAzOeIQ8hdRFdyEXCgTmYlmGPA+ORc2C6iFJXbamySl6rjXFgpFlIbo8mq8oSFDGekB0OjLYOmXmb0zn2irIOxMarpPPNAUwXoeGedW+9XDqfEYPnbdURMgdFevuxpQkhmdk5GtbeaWq2x4E5F76KDYLqUHyi1GMRIvqwlI0sJJscGJGFlGCUIKO7qNlYczyEZCf0z7mYdgAM98BYZZR1E/tZSPrSG+ZtUhtL9APtj1HxVYj1RuBFC83ke/9f2pw6Rw7MYrm5V4cvsIjgwMhDSBs+vzSNOkTMSK/GAEYeQlLSjte89RgwAVrq8ZiReLt1z7YHyGhq9obPLw0h8TCbzFhoN7acxMs5MLJ5X6qssseB4WnUEg9MiDiY7Lo+3BPdz2G7HBiHIuYm85aoOTDmG5YVLfTWi6KFVuneB7m3JF0GNliKsMVhwr/LAYy8OKtbeHVkddO4B2bcZuFRxQtivDc4wLXDgTmYnkFDSGlWZUq0adRqDowpedrmeASJV1LWY0pVVV52w15jQmW2wj2Syshq0Px/T6NWHaRxSgjJnPiphMqpnbPBgZHaJC2dwI4HRiZ/wdeIXQ/MqG0AQzBfVm4rWcGOTeIAZl0KyPShf3up5nY4MHYAjJ5nKLt0E6OBcr6KVW43/y53NRnFtdRGgLZZi3kbvBqrLCT9orWtA8MWrVnRN97mUAJF3ZwBbXZAhQitX2KeYRMNImQAJqRaOFoOTPT3eFEvKQcm9txCSOtRHhjjOVL0Ecw3dhfb2HaQPI8N2+LAlFcwDow9D4ytEBLnwKhk743Gcy4Axm4WEtWBaTGUs1e32eN0Y+UcODC2s5Aqq7BUUcm4GObvkhdUtcMZUdKOJUTa1HRbXh1FB4ZzYIz3EE/hpgBGzoExKySnn6Pl6hqqAyPjwHAdGLscmFpzTo/aHtrhwKgTJWT70rYODPPA2KrkbBPADMbZ5cA4zl0HRgI2uE1a9/lMvdxqu614YGyEkLz1/zYdmBBRcWBk4ffkFCpkZ4sDY03i5WueAzIpnUDFgZG9y3lGSrbHgTEu76Fuk1gt2jVvvS2+ylROLg0hWXBg+OQJ96a0TZtCdnHx2GlqtsGBUVRzB+LiLfupkHjpgW/VplUatZ60tuHzY842B8b8dqC+RRyRFDEUCNmuro1hFtL/221HbSw2/PJ4M9/YkWJ7adQ7jU0YsqHuu+FXh3tM2mRp1GveaEXH6M2VLHRgOiX9XCivsMWBOSjSqK1jvrRYWi02/QGpDsxBFQfGvJ/RWUjSNm3owNhNO+YeGG0/jUFEnztGowNj1GaIKABmRaIDo/aWSAvFOmmquR0dGL0Sr6mNdasLq8rTqHkNN5kOjF0OzBRXO5cAGJ5GrdQnM+/nJKtWPJIk48DEKzowFnymEKGXqh2mOP5/9QQIm8R0YLTcEuM2FQX1fzMH5t+oAzPCSbxC2iG6TQFgbBSKDRGmLMw4MNZzlHBOQnaHmlsMM5b1Nna93mdZEZ6o/0jdCPfArNTUYk4n+x/dQeqBWffWYzQlFXq0pF20VOaacmDchm2KDctEdIzbVPrJC7FRmWvjNtUbYaWmFoPxCZbPHk5Moh6YvPyof9cfULNFxcK7YNXPwfgErNbWUYa8w7xN3s/V2jrWpvn3wgWF2G5owFhqWtSzQ7o5Wq3zIlxQKH12pKgYq3Ve02er2+T6CFZzxDf2Wp0XwwlJpuuDh5C2GxoxW1hk2U/ugdlkm8uqn6MpqeJmYrbeQ4QSP+dKSrFSXYOBuHjLNsVtJydXvGPjfro0qdlWbU5kZtNSAkyJV/medl9yVVTO5bJqc5xxMcYzMi3Grmi2LFVWarwL0e+VemDWvfWsTWLYT02bVdUs1GXeT+4Fseont0mcA9Nn0k81IFuqsB6P3Wdz8ETHU6UpImnV5qRuzenfJSdUKuUWzNuczM7BTkMjU/fVfk/dJrex8yWlGi+VoY1lOjCjKVr7oZ/3Pk8MlquqWXkC6zbVAqRWZ8FQPLPbFZWm/eTny2xRMbYbGjGWlm7dJrNzkaJiDdnY0CblUa/wcKK5TVLb7XBBocb7ZGaPuVyEVZsjySnYCjYwzoh1m/OlZbRQcFKy1CateeuZTXJqPtr1EY+Vmlqq3yU5C7huGh2P+bNFuYXiEss54h7prWADRpKSrecoKRlrdV5M5+YZ2CEHiNmC7SYuHCCM9b6vPepg1neqx+HCViCIBV2hQP1DOZP+cEtrFELVT3Kvy42tQFAU0LLq53Runuin2XepuJUTW4GgYJNb9XOupBRHWtui9ECiF0Mcdpqao7gy+jYPECLqeegNVfTYPdgKNkSFUfTf63Y4KfeHKW5ajWe2sAhH2to0nBqjNvs9sTjc0iqZd9YmMyp6Yx41HrfHkNdiNEeRomIcbmmNqlwc1c+YWBxqbhGCd1b9XGaFD/UgXNlULnQyQ3VBx/6ozCKjNufLylkBPv3hqHy3kxnUQ80tUaEmozZXaqhXRX0gGfVzKDEJF3Tst2wzRGjIlKdbGx066n6Opqbh/PaOqDCKUZtrdV6sssKp+u+p+8krJ9tpc7m6Bqu1tabGr9tB9/rB9Axc0LE/KpSgfJc9OzkFR9r22Xr2ap03qoil3s5wL5GR6rX+XXYRgpXqGlpwkkS3qZ73sbR0HGlti8qu0fezkxBs+PymbfI56mQA4ry2fVE6G/o2e5wuASBka3MiK1t4AazOghBxYDtINblM22TvciIrG0fa2qKyUbRtUkI21/mS2Y/ZwiIcbmmNuiwYtbnT2BSV7Wg09pn8Amw3NkVJWhjZJF7Hzb6dizXtp7CdLN1a1s+F8gocam7RlUExOIeYdpiVjeWXAA6yZM8OFxRip7FJer70sfHoldaN2uTihfpK8t3EqQUv+s3HM0GomJj57VIdZ+6X3Eg4D8H6luMQWRsrNbWag15v1Hk/N3x+TGRlSwHWYnkFVmpq5LdgtlEpccjiNqaS6zaLxYs2M7OoJynV/JYjUhVFETbzG0m3w4WFsnIsV9ewxWp9G9ppbIryPvDfe5xOdBNatnytzisKYlm1OZ6RKVzuVoaHhxAWysqlN0E6R76oW5t+7L1uWrPHzs16Oi8fO03NUfVojAzPer0vittg1KZwO0tcxP0m2XZG353KycV6vQ8jySmW/exjZTisb070u9ztLGP6czVUfZE+/byHCM1OW62tw2CctfdSLZpoVLlW3+a6t15KqudZdLTN6Hb49wZi47AVbKBhb5mXk3kaB2LjTQ1+FwOMYjwW8845aVxB23KOmMtdIdWbAwKhHh6fYNnPsdQ0IUEgG/t8aRlWqmuke51mtviiQmFGNnahrJy2KbFJoympQnBN3Z5RP+dKShknzbrNicwsard1/A8jm8SLUspsEierS22Sy43FSqpiHX2h0bWZnoF1AwK8oe2sorpMUjuXm4cdxo2SPrveh4Np6ZZnGyerW3nGeJtCxVrnjY1aH04XFiursFRVJeWPqYvF6p8dIgaE3W7i1NyYrHkfRBNfNiqepFmsqWnYZOI60lSo8goKXCQiYrTOiHGpeqNNZSerhFd6tWY8KyCDLlZz4MJTWLngl0zbQlvp1TwWzFNypRktbDzTBvFQClqcaCcEB4gbS5VebPj0KbkmwMUfkEquU00RWlenlx2KPQ4nuh1aY8UNz6Y/YJgeqd9UKzyjRZIWO52bJ7gCXYQoz2afHhZv74+JVWW0WMf1rWXHtQcoLytvm6QuyQDh2klWbYaIQwNcZPHlwfgEbDPtJOtCeg4RIpXpHPHMPVtZdlx6wE5VeJG5Zx7XpxktQZaJaDUeoipWaicT0ZqkLsbDtJPsVDZe99YjnF9o2WaI2NdjGrVJCNUXKzUbO8+ysys9ILLsJGcB12OakaTFhohDlPSw4o1x/tLhllZp5o0gYLMsO0vbmZnJ1KszwD333HZp7ZwbSyxzT5pll5aOrWCDDekB2qadVP3pvHyhzExtvAnIYER+O1l2QnpAMh47RWL5T8GDk2UDpsmJ/MRwclPTsdPUrKpUbLywRHE2BjJkwIXHgGUDFJtKQnIcS03Dhl9WmI72U2hvSEiO3ENhpfbHXV92PS68Wq8R4UyzWN1KBWAz8TAxR+UKuLPefFka4KJ+do/DiQ5CcIAQbPjSceV8Ay4bbkQX8aCDAQ+zNu1msixWVCFSXIFO4sR+9iz+6VKNXZ2Ka1l9mHtcqqqZR85qQ+dpasV0EYfm+QcIwX5C0OOkHpeV6hqphDkvZiYjp3OxK9vAxUSgUTN2rr1hQ4eJF0iTiYcNJSQqqauWY7eWB9ADFzvp9GZtmoEHWaon92RwOXrrOWLcrto6U2kC5dlUQMuWdLyK82D1Lge5logNHSauAaUGQ4Y2lkkOSIELI6ev1NRaZl/y0Jst1WpeZb3WGgwpXhz7gmS0Fpn5O+pU2TlZsUytvpH5JSVEqBbRSnU9RpLThZ3kH43dZvpGPJ3eauwiC9CG5ICiWm0uD8Azg3YamwzPQc2z0xj/zUJCISTGUyku5Vbj4Zw6WYmMboe6Er2E8M6Bi0RygOj/cDQllbocJSmrPU5aV0RWryOkQtlTOfINMFdShtW6OjkYSknFZkDVpv4276A3Ewqw7GluUNXTVsNNpVbK5N6RpapqS6nvTkIl1rcCQYxZeFxCRBUGkdx+u4lTKRNuA7iY3UR6nNTbslKVjIfu7MbZ47PYOxnB6Zencdfn2jGZFYcDhHkqdHNkB7jQea/Cen0NpnMSMJERi6msOExm0s9UdhyG4j2KV4pVv7WcI3YT4emlVmOfytEWuQsRBwbj3JjKZn3IisNkZixm8pLwqv0BrHnrLNVmQ4QqS28yWQBpVl2d11YZC5GyKtE16nV7hAK2DBBwfQwZwOIFT6nSrvVBL8IgEiHDgbh4bPgD0sKbIaJUOJemrMbLU1appyteiKDJ5ijM9T6kwEUOxPh3w/kFrJKxPYn12SJ7VeBtaYikpAgVV0Egj/IQKICA2g/KI+jReUF59s9wUjI26n1S2Xa1MKNUrZpJDcjUqkOECYxKMvW44CEXe7TyJvQ4FY+tWYYT/+5oSjrOa2vAam0+xtNjMJUVz2wGtR39HrfwjvDipHJlaaUKvJ0K58viMmVlkyh/1KhN9bMPplHviJ2sOjEembI0y2a0yqqj64PSNWypb3ONKkMgprzLfk+skirNPRnyqreqVEQbYR2heyDxjoQIc2PW1kpv1GOpaViv92MsLRP7CUEncbAPYR8HQ8cuzJdWYLmqFn2eWHQTB/rcLhEq0RwiWdk43NIq8Qxxj0uN5U2VtzmhOpSt3YPMi1NeYXn75UaCZ1qo21SHQuihmG16E6HPdWAo3oMnHxkCsIS9E2H2mQWwjJ9+swsHVH/HgcuWAcdFP0c0nbcGk9klePNEIU6/NI1jz03h2HNTOP7cFF55ZhLYjeB955ej25GCncag5Rzx2wB39co8XTxUxNdcn9uFJkJw7aFy4PQsXnlmEsefm8KxZydx6sUZvPLMDBbLkqm3yWHcJk8bHDZU0lT6ORAbd86CjHY8LqssQ0/WJpfjlil+aiq1S4AL1zOykz6vFDq19lBwiQE5x4UCF6s2u9i8bzc22VLd5p4MK7ViNXCxKzBpV/xsw+dHWHI55MDFPESn9mSkYruhGeGCYhxQ2UCj9Hie+dbniUE3caBLZze57RyMT8Kal2okWR52JuF4o3fJL5xUv8N6fXCAZbdSu3U/mY2trmE1vazt9nRuNsIFdfjMVW3Abhiv/IPZC2a/Tr4wjYu7srCPEKzUUC9wj8QmiXCNHU0hESqSKDDn5dMyCgZt6ucoSmAyKnROS2IsV1fTjEPZeOyWDXGoZAts6C7Z0Xzqj4nFViBIwYtQOW1ukYiZEYHMOJHWerEqZeOtxGa6CQuDSHgzXKZ9MxBEpCgPQ/EuDCd66CeBfdjvo8mxWPdWYKexHiPJCegmDnQQggZC0EZoTLDX5RK3X7VImLnOBOO4iKJ25i9XHPQSjgsPgyjhJzP3IAV3q7p4Mp0XhyYMcjAtG5uBJlMXaq/LhWZC8JbpIgDzOPPKjAJejodx9jj9fTuQhnZCwNNjjci50evDxbwjNWglBJdPFQCYB07P0s+ZCHByFsA8br2yDTP5NZjMksu0L9vluLDYr3oD9LldaCQE739VJYBF+vwzrD9nqbdpsSxRA17UBxMXtZJxXHga77lwXGTApZ8BF1moiAOXncYmW+RcnqFmy+OiK1thNHZeH8wOcFE4LnKPiwIezD0ug3EqIGYxR+LZOhVrU+BiQyKek3PtVBnmome25qiwKEpIzajNkeRUHGltxrq3IsoGDid6mI1jNrasHKssHN/NwEq/x4WRJOX7Q/FuTGan4khbAIvlBZbARc1xOZdQkSxMxsUdrYAt51rIQkX8csg95dJq6hmZ2G4IoJMk4RNv9QJYwdnjYWq3uP3ajeDSwXzM5JVjpbra8qAXVd/9ARvhGjVwsfZQzDDgIgsVjacrnvJOVXv60HmIuLFQXonlKmuOC21TriTNf6q9UtbAJQObPr+04nx/TBw2/LS8BuHpf2qPi9nCOhePC2WS21A3ZbFSGceFp3JuBYMYTsrEVz7QgFMvTuO5vxzE80+Naz9PHsQLf53Ay/+Ywb+eHMdffzOMx+7rww8/sw+3XO7FqzuzESIOtBCC6dxcU06IHmRoOS7WG0BGPO0iRBMqksmeL5ZTCXu1W5a248BwggfT2fGYyIzFcmUuLulrxVpdMcyAWI/DgXbixkfftA/AHHaPzmDvxKwAMGePh4FTs3hNdw5aCMFkdhY27HBcnAo7vc/jRjMhuHyqEDgbwdljFBjtnQjjzNEwgAg+9+5u9DhT0e2QgzsZcUx9E9FvgD4XBS/XX1AJYIGCtePKOE++MI3FsiQBXtSHiLoEhozjwom0/64aXn02gYvguDQ12+a4WN1A+e8RA5ChtKkCD6y+jB0lUqO6YEZzxDWE7HBctgTHxQoQGNc5MwMudsjGnONiR6RyMD6B1hqTtklDWnY8LuPpaZgvC+Lz7+nC6Zcm8OzjB/ECs3/PP3kQLz49josOUA/BQnmZsLH8IjdfkoinHh3GS39jf8P+9sWnp3Di+TAuG8xFGyHodTqj5rbH4VLKakiBS7KmsKnZ2LuJmuNiDVzOhePCOXJ2LpyUmJwFPyH4xFvqASzh9Mszwi5SOzmDd601Yya/Av0x1pdtThuw5rjYU6UOEYdi55qaDXkmGkDA+CjqC2eI0MurEjqPw3RuIg43V2OjvkZemd02x8WpqTRvtT64x0UGXAZi40Sh1l6XG2Q0mZK89FoZUZPLCDf6kIXxYk3BZiAoZ6cTRUJd6sVJTqEuxzy6oe76bDuAJeDULLAbMf6cYf+2NwdgDsACvXmfieCx+3rxrvUarHkbMZVjJUPMDtDqainHhb9cmceFLiAlDCLjuMyVlmFdF/ulIITyVr710RYRDjnx/AzOHJ3FEw8PYjDOLW5d6jb7PB4slNXiLdOt2DsxA5yJ4PTLM9g9OoPTL00DmMNLf5vAWIoHoynp2ArKC/3xwnjLVdXocbrQ46Dg8PKpQmBvTgCXvRNh7B6dAbCID7+uDg2EhnUM15xapVUy71O5eYxtH72p9OBl96jSF5yexakXo8ELdR/nYTMQtCyQFiKKaqVM1ZR7+TYklX05sF2trbNU4eTPny0qppVb/50cF8Y30Gs2GIG2zYDN6umc42LH4yIKmlpxXOIE2dgO6TW6dpeJx8Vm6YtwfgE2A0FpmYqB2Hghyy6boxlWYd5OOY3z97ViMD4Pt15RD2CFehTV9m9vDq/rz8V4ZhE2/T7lwumg5PmffbOL2sPT7O/Ocq/oEu54XxBtOjAvfjqcWCi3z3GxU5E9RByYKy7Ben29XDk6XeG4yGzSSnWNiohvfYByD0WPkyBICD7xVgpezrwyA5xULnc4M4d3LAexn7jQbbE+KMdFVuXdIbzVSukL835OMqXlyazoiuz68ehBU6/TiVZCcOlALk69yEL5z9IPTs3hHUslaCYEvS7jRI0x1qac40I9cudWYd5qjpT6ZlRdm4JQIg8VqeJWOo+L0eanUt9UGtsqVBQiDsZOr7PlxeHEoBAhaCcEd36qTXOLVn/O8tCH6vezx+iheeYoRdEUzCzhzk91Mp6IQxh09aT1utxYqallh7KNdOhz4bhIbr/dhDH466IBo/rnr+/ppcDs5Cxwio7tub8cZIRY7UHX6/Jgvd6HTb8PB4gbN11WQ8M6WGTgjgLCKyIF6I9NxU5jg9TdyTefIh9O0b0MvHzwNdUCvBjOOydFnyPHRd/PPrcLDYTg+ldVMfAyYwhe9jNjzW83VBr7HEJFEuDCy2jYqScj0qElbYqS8zZCRbY5Lpbp0No25RwX+l0OHqQcF009GXOPCwcudivLyypyazwuNgv8bfj8GJKE03hZEDtZRZyca6fo6KGmZixWlCFICD7+Fq/iIVCFffeOz+CdK42YLarCQCwl53L+10ffWKu1nyfC9JDGPH71gx50EYfGJqrPgoXycpseF3qJtcVxYdpBajEyMxvLkxBsFdS0WTWdy1h0sTkKEoJPsHnVhNVPhIHTEbyuPw+thAj5B3PwYF3OQV2aw1ZIXCX7YApcDDwu3UQJn193XoUSPj89K8L471orRZMKvBiNRwbEqMel0rKIqsAKaenY8Nura7YZCKrqgNF/I2G2qUyBi9OlpOVKPC6ikq+oI2PucbGbDj2anErrhLDwE8+S+f6n94mDiKNi/vOsDrScOTqjuW3vnQhj9xjfrIv4xk3N2Ee0rHs9OVd/gPLviQ2QnoHNQMB2qu+i4M0YuwdDxKEp7Cc0BlTf6yQODMa78eyfDwK7NDRz9lgYOBvBM38cw1C8G53EIQ7kPnabVxvyfYTgkt4cfPHaIL55cws+964AdoKpGIhNw3aDDLgowHZZBzJ6XU4peLlRB174HPW6PFiqohtaTd7WfzhwMYv98jZ7HATtxINPvLUdwDx2j5l7XkJE0XEx0kfRH6CcnGtVtI5mBdirI6MuhGcOXJjBLynFTlMTRlOMCuFpAcE2L4RnWslX8VAYcVz0884L4emzcMTHofTTKFPJELiYFNfjH76OB+NoXRw5EDOv1B41nkSaDi1P76YeFzMOlPpdDsYlCEE9AWp0mT2iTbtZRawy8VxJKfrcTgSIhYfgdATvXGlEJ4lBNyHoc7nQSghe1fzkwA4AACAASURBVJ5JDyyV3eR24+W/T2C+JBHthIaL9AeTXckJXj7jXHRcZMB2PCMThyUhfnU6NPcCy/gbGz4fJjIVcTU5eJnFJb05IqSmB1h2k1RE/S8boRUeKprMjhZi1QMCPceFfzh4ue0dPgCLAuzuHgsDmMdVq6XC8xJ1tkmKjfL1sVheIWqK2UmHlnNcYkUFdj3+IFIdl/IKe2EdHXCxGuB8aRlWauvQH2O9WEdFgTOFN8NDJXrwot6I1KvCPyqvwslZ7B0Pa77PX9zlkwVoYS+OH/QrmuwWIoxyr4tmLIWIg8mVZ2IrGMREZoYFEOSHcjWr9eJGr5MuqF6XS2RBqcHduteLwbhYdBKqURJiQKSH9eEAIdgO5uPMK7PAKQW44WwE//zTGEaTYuh3nQ4MxMZgw+fFRr1PcfU6nOj3uNBOCFoJQQchaCIEI8np2GkKYkKCiKlbthorNTTzSmQ3OJwYiHGjlRC8xSZ44XPU56ZzRGu9eNi8udDnUkJLPENiOjcPR1pbMJ1rXQBvMD4Os4V1+PQ7QgAY/0YHXhZKqcGeycvDpl/RcelxupR3xN+Tg2A4MR4bPmNybjd7T70uJ7oJdfWu1fkwzKTae10ulYGIBi7zusKlfN0ra4RgtrAYWw1Nok11Fl1ItYcG4xOF7gn38vH1pvx0osfp0KjCdqvei7iFEye6HQRDCQmq0IpiP2g7dA74mp0rLsZmwC/VKFFzXPj8qfcE1+gZiKUCdKu1NZr9YgjEOMdFB8T4vutx0MOGggw6nh4ne29RXtjosA73ZPS5VB83PSxFrZeiYvQ4Hayvylz2OJ3i4ONZRfYqrzeLqtFGh6w2vEGJpa2sn7RUhQdPPDxEuW7HlAvf3nHqsX3zZAGadRcKuqep5MSGz4uh+Dj0OB1i7OrDLkRoTZpNfwAz+QX0e2xe+Hf53HcTpY6aXsdFrHsn20NZWezwzhU6Kz0OymdTQlsqG2upW0TncyIzE9tBSqQVbTqdGIx1W4eNTs/itSrwon5Hk1kZ2GlswFROFnocBiFxB91rvS5KkF2qrEafxyPsQDRviyBckI/z2loxlZMj9pU4D5xO5ilhQMxvrNrbw9Z8B1GiFtwDfZadgVevl6GNEAzEuukZ5yAYz8jAhs+6yCi/WNsphsq9ODJwpwYuvHCpHgwRo41CJ4VmFelJovpbS4iohIwM03K1wGWutJRmzEhipSNCHEnbphl4UR9E1x6qwJVzxXj7YgnetVqKmy6rxY+/tB9nj80AuxENgKEH6TweurObpQY7lANUna6mAgyNhHosepxOTOdlYbvBj+HENAQJETcWfdaKVseFImD+aSI0C6qdHZbzpaXY8NVjP3EJQ9IfQ7MG9hHKEN9HCLpIOt650iGAiwAve3P4xx9G0UFo7HYfcWE6rxqzRdFp6M2EoJkQtLCfA7HpiBR7MRBrlbrsYG7ZSkSKKtDM+jQQ40af24X9rL0WQvD64TzgzKzW62XieVFXIu6P8aDHQTdpC5un/ezgH4h1Y7YwD9sNjeiPSUMTUWK6+nXc74nFVtCPyewK3HBRjannZaE0AWOp2ZQQznRcep0ukaGmfl8dxIPJnEqMZ5YYABdlnVAgmI2Neh8ms9LR63IgRJxirjuJ4qLloUS9x4Wvpf2svVZCEC4oxpHWZkxkpqLHQbNGmlRrkqsGc8n/5eoajcelVbXu+M+D6QXsAE1At8OBdvb/u4gD/TEu9HtcLDMhFqu1PsyXKhyXHic97FtY/3qdTvaOChEprkUnoWtOvSfU9oOTWeeKS9Drot9pJ0pmYDehIHssJRFbwQDCBeWa9aCeL/6TejKU0FeP0yUyb9rYuNsJwUhyEraCPiyW03fZqhp3rwoMqj1yHLjs160L/unzxLEqu5Tjwuelh4H6XpcLbez/z7AK8rLU9tFkqr81X6oI0PV5XNJDlnsI+j3U6/KNj7QAWBTfxclZnGH78TPv9Gs4D2rgslBWhrniGrQSBxpUa6dRNV8cuGz4/YLj0qybG/53bYTQFPx6X9Qllu+hbuJkazoVKzU0/NTrctA5ZB74RmZ76CHOsnWqeYg/+swKMYAwkZmBxQovelwU/PP3so/towZC8JHLaulcHY32vOjBS4gQDMWnIlxYhx5nirAZfG44gOgiBG3EgbmSCqzX12IwLgbtbC2pbQm9dDoxmZ2LldpGdDtT2Vy4MBDjRn8MnR++lkdT07EdjNaQ4ZePdrbeOogLv/7xIIA5cYnj4OWtM4WoYt9rIgTdjhSs1sn12URJCIPojLYfKq9UlnmWFF3bauBiHPUgRg/pZBt1vd4X5f7Rd2YwLsECuGiN1FxxCda9Pk3dBzoR2u9Ree+GqNx9KXg5E8GxZ6fQzzY1PySChCBE4vGe7Q4cfXaKHqbHw8BJZTGeeH4KkaIEdBBCRe289WIxcQTfTAgmMuNw7aFy3PmpNvzugX4886dJPPGrUdx7Rwc+/hYvNutT0coOJr0nZbm6Gt0OevP4r61yvO/8Srz3SAWuPVSBD15cjZ1gKiazC7EVCKKdOPCqjgx886Mt+MOD/fjLL4fw2L19uHq9FFNZsbhsqBDvPdKB79/WB5zhLHjlxvXyPyZww0VVuGanHDe/sRmfeVcvrj1UzQ4HDkCceMdSCa6/oBLvPVyO919Yg1uv7MItl7fg9cO5ym1b834U93G4oBqLZcn4+OV1+Pl3QnjiV0P48y8G8ZMvH8B151WgkxBsB7OYkbQGL12EYKmSCtD1ud3Yx97fSJIHbxrLx2fe6ce9d+zH7x/sx19/M4K//34Kv75nCF/5QCPePEHrwuwjRDO+HocLy9U12Az40EQI3nd+hQHnJYITz09ip6EA694GjCQnC+/IPkKwVpuCGy6qwnsPV+C6I/Rz8xtbcds7OnHlfLHOyNM5aiYEk1mxeP+ranH/V4fxu/uH8JdfDeKJh4fxy+9346s3NuHtC8UYS4lBMyHoJi6s1dViobxCGIZeJzVOLcyYzhUl4Or1Unz9w2147L5xPPHwKJ58ZAh/+t9B3P/VA7jtHT4cbkpHGzPmvS4X1r20WnG36hLRSRy4bChPjOnaQ+X48KV+vP+iA8Lb1MLG/dmr/PS9PjyEx385hAe/3onPv+cANn30hsZvfR2Eeu3eOJqPb32sBb+7vw9P/XoEjz80gW/f0i40MfgcaUGwB2veeiyUlQrA10Uc2A6m4cZLqvGdj7fikbt68MTDQ/j778fx+C/HcdfnOvCBV1chnJfA5k8XwmUcBh6m4oCaXwQu7srGxy/34oefbccf/3cU//jDJJ54eBCP3N2D73y8FVevlWI4wSM4DV2EEq03A0EMxSvAZbkiGde/qhLvPVyB97K18d4jFbioK4hIcQna2FjePFGAb97cgl/f04unHh3G7x/sx/c+2YJ3b3qx5g2gP8a8VhG/+PA6TfR79N+F50UCXjrYO33HUgmAeXFoKZe3Bfziu93o1F0i+XyGCwqwUlOPSwcL8P4LK8VeeO+RCrzvvEpcs1OOoXg3+jxx2AwERNZqr8ul2BfV/Fx/QQWu3vDRJASPluPS63Khk9naTkJwXks2br+mF/d8qR+/+kEITz48jKcepdmjd322HR+4uBrh/AQ0EYJIEQ15GoFZ5ePAQFwiFiv8uGy4Gre/x49H7u7Fk48M4w8PDuAHt+3DlZEiBAjBO5dLqL1QXXaiwAvzevR5EvHWcBtuubwF1+yU4bojlXRutssxnOBBN6HnVp/bhQ9f2oBHfnQQT/xqCH/83wHce8d+rNelMFVzuqfaCUEXScCRthZcPl2Lj725Fnd9th2P3duHpx4dxpMPD+PRu3vx7Vta8Z6tChxuCWAwPrquEM9GPa8lA5cO5uKGVwfxyjMzwGnVhfJ4GNiL4Fsfa8XVa2V433kVuP6CGnzmXSG8qqOEXqodZue6A/NlZbTwqy4NXX/+DyUkmoaf9PhjubqGFr11mtM1TMHLRGYWdhqbDFVP1R3q98Rita7OkGCn7/xMXj42JIQ0irpisO6tN4yny8DL8eemMJ0TD+5WpS56J4YS4jCeUYkvXktDB1EL8kwElw3loYUQzJeVYruhEYPxiegmipT9hy+twfNPHmTE1gUaljo7C+xFRCbT7rEwvnZjE4YTPPRmyNz81DXsRY8zBiNJbiYGt6i0gzXccV0Qve4MrNfX44vXNFL2Pxbpv5+JAFjDZ9/lx+ffHQCwzHRKZgVw0YTPTs2q+jkPYA4nX5jCcIJbuB0HY91sPEvsOwsAIgCW8PPvhDQidfzWwnkHk1n5uP2aLhz957jq77VZXY/d14e3zpQwwBiRgpf50lIsVdVhP/Fgoz4Fd1zXgH/+aYy1qZqrPTbv4PMzj8fu68OhxnR64LhcAsCE8wuwFfChjbjwvvPKDbKNKHjZ9OVgvb4B4YICdDsc2E8IxtNj8fRjI7r5WRC/XxEpEbchfijvJwQfvLgKL/51XPVujcKY83j28THc8mYvBuM8mMwpwWpdLXrd1IXcxg7IN4zk4Udf6MCxZydVfeBj12XRnZzFt29pxUgSXXuLFeVYqa4VBdB4OYgHvtoJYFXV3iKef2oKk1k5OEAcuPVt9YIPpn2v9PvP/HEU57dliltqpDAB9//PAVV77B1hVvz3F/4ryPQktIavh6VUTmSVYjQlDtcdqcCv7+mlHkQ+Lt6HvQiwNyv+/yv/mMAHX1PNuEoOIdA4mpyK7YZGTGXnCEAUzk/ALW/24i+/HKJZiGI9Rdha0oaY//bbEVw+WYBWBha4yNhYahp6HPRwpYfbctTauPF1+9EfW4iLDmQzMv28wVzS7//8O8OYzE7XqFlHecEdLpHuq/ag2QEvlw7kooEQLFUkCXHIs8e1PJd/PTGG2YIEcXjqvT5TOTmYL6vDPV8MAVjRjZdmb84WxKOLuLHupRywTkIwEOvC80+p7QPfO0t4/KGD1NOn4w01E4LhRA+uO4+ug73jahqAev6Udf/KM5O44aIKjKVmY7uhMYq8LoCRk4KCg2lJuOvzAzTT0vC9LOLOW9twzU65ILSae15c6HE60EFi8el37Fe1p5wRh5vSESQEq9XJ+O1P+pV1txdh353Hea0Z2Mf63EQIwnnxuPXKIP72u0ngFO/nAqL3I33ec49P4er1erQTB7odiqenjRBc0pMDnAzTjDLMCU89Py/EmaFal/w93XhJPSPxmjslwgWF2PQHoipuG3nBFQ4YMcUKXYTxygwVsFXgxQpsRFgKpoxkOMjlru1oGBQUSgEMJUPSNiPFJZp27ICXiUwqba+tqEoQIrF4+2IjcDqiWYxnWbz3ncslaCIEfR4aMjvU1IQ+TwJGEj148BssrXA3gt2jNK347DGFGLx7NKy4YrGEx+7rw8HUWGGUQsRBD+fKWkxkJuKlv0+Imw9NT57HnZ9qQxMh+MFnOgEsY+84bZNnSgFz+I+D+fjSexuEseJcEo3RUvF5dhlhGadm8cJfJzGZlSLiuwOxbjz16DBwJoIzr8xg91gYp1+mz3ngaz3oNLjBhAjlM3z3k610Pk4rf6vMxYwIxx1/boq2qQptGXJeHLRU+3lt1bjrc/04/dIUbf8sNbZnXqGka/WcCzL2MXrQnXxxGue1ZgijwtfNQlkppvOqcOMl9TALG82XJGAoIQ3ntbViOjcfBwjBg1/vBLCA0y9N07k8OkM1as7O4qbL2jCRVYE+D/NMMmDw5fc3UmPN1wkjUfMPfx/84AAW8eQjQzi/LRMzBWVY89YiRNy4oD0Dv7yzWzEop2c1f6smpXPyOTVAS3j0nl4MxVOQulRZidW6OuFB3U8I7vocJS6ffmlGeKGO/2sGbxpvxr3/HaLPOzUb/V7F+pjHK89MYionAduBNLzw1DiARbFO1f0788oM219L+PhbvJRX5tTamT53DD76pnY888cJxXCyvaFvT7PXztD5+/y7AxrCfYjw4qqtiBTn4eOX1+Llv0+AXwSo1pBB28fUa5ceDletllIA43BgMiubpb5moIkQXBkpAs6y9X90Bqdeol6Mj7yhHu87vwnYowfTWYP3tnt0RmT33P/VQQzGpUZ5X9Scgj53TFSGojRsdCaCS3qy0UwIfvn97ih7uccA4nu2GrGPONDrjLbb3FsxlpqLH98xBGCWyiqwudo7EcaxZ6cQzqfgZzA+nooVFhZjINaFpx4dMrQvv/huF5Ui8AcwnJQEnuDxnq0ydmFQrYNjYcO9L+ZwV1kHUznFONTcrCFTc5B8gBAcTI3Foz/qATCPvROzwr6q3wsPoxz95yRt/5QVeFF0pN5/YQ2zFzPKOtqN4DXdOZjOiceLT9MLjbDpx+g7+scfRjEY58YBQjAU78En3upl63WBgvUTs/L1ykD99RfyveAQ4cnX9uWIy6Pa66YZ08lZle0O48zLtM1PXtGN4cRc9JhocXFqCFeYlgo1qirNm2EFvuYF2d6EyE3M2fpKSuCh5hapoJa6U1aZRhTAUFQ1JNFHUGcfcCKTZbbRmQiOPTeFiYxYHXihf7ePEFwcysOeLozBF+tVK4xt7XSyLKtKbDdQtyKPE6tvLZzwxl86b49u0EU88NUDKq8VG3thCY60+nD0n5OaBQUs4P6vduL6V1XSA/aoAkz4M/eOh7FYnoSv3NAkNonZQuTtnmUbH6fCePHpKRxu8WMgNoESFWPdePo3w8DenEivpH2J4OG7DmK2sFRkjXAk30oIvnhNUBhL3jc+n/wgFZvq9KwG6ZuBF/5etwNpdCMyg8dT3vmBxQ2WmBM25jPsUP3rb0YwnMhSxLnstcuJ0ZRCS8LuYlkS2gnBVHYmlqqC+J8b94MK+EWHuz79nz60EQdWa2uwXF2Nfo8HzYTg2sM0BVEYQFX2G1cYpu2o2jtJDehOMA0dhGC1tgqT2WW46bI6AMtizHu6Q0+T9q+aBwqEl/DNm1sYUVNRxO730Pj6j27vEHuHe+lOvzyD5/4yLsAdN5J7unlWOBLzeOTuPjz7+EFwlWbxN6o+8f2BU7M4/dI0ViqTNXo63Bv0028cALCEUy9Na2LxZ16h4xTzoLoxij2IBVw5VywI99z4jWdk48LOVrz8D3pgnn5ZtZ6O6dbTMe3+2T1KwdHusRls1qeinQOY7BzsNDag25GIKyKFAJS9s8eUWJ/7yxjOHpsGdpU1HD0vyn4B5nDtkX3ocSWj2wLAcO0fLknQ53JaE3b35nBRZyE+9NoasS7VtgFYwG3vDCJS7MW6t9aU4NrjoLbze7dq14065B7OT2CeNV67yYflqjL8VWdfeILEL7/fDZ4tuOn3YyQ5GfsIwf9+OwRg2XodqA5g/Tq4IlKI8YwiHG5pVg5SB790OfCzb9FLKBeew0ntZS/KdukyWa3Ay/UXaMPS/Fy57rwKPPC1Ts1z946HxT564Gudgog7kuTBv5h333i9KkBOf1HF6TBwMoJL+qrRQRzocymeF/4dtV0yAi/8zKDAOoL3X1SPcGEtIkXWWckh4kCkuMS0/pne2bFe78NMfoHGm2LU5mxhEdM4iwYwxCrdULhwCgpxuKVVXuiNaTTYKsrGkZrUAxOH9Xof5pgHRkbYPfHCDGYLU5mBVFjw/R5Kfr1itkjchjQv72wEb55QMo6oCq0D3/1kSLfYmbuV3YjV7jZ1e9ztfvW6Ov2MbqDVmlKceD6siTuKmjv/mgJOR5SFxmX1MYfnnxxHiDjw3U+0AVihN/fTJi7AU2pXOO3fsWcnsFRZhDWvD4PxiehzO+gthxkXfssB5vCzb/Ziw98oCgFy4PK6/hyNwVY/k97kqLsRWKDG3+CANcs26nVRDYo73tcgNq8wIlyDBovs55wGwHAQACzixkuqhV4BbZe6o2+6LAgzkbqF0iR0EUp8vfZwHfMkzES1/f1Pt4mSCVTfpgpLVTUYio/B048NgxPh1GsSmMOJ56dx4vkZ8d84pZDF3xYuRKMKNM+XVWDdW4c//ZwS6/jhqoQR+TxQgTE9wOBG+VBDuojLL1VWYa2uDp3Eibs/3x69d5jAGfcW0dBKBDgTiQKKmj3ADmh1lp8eRKvn72P/UUdJrZyozFzbh5syNOtD2Veqsar2mCDcs3786eeDUSGPbkLQF5OBT7ytG0BEGH66N+Z162leGScnsrI+3/mpNsHxCRGCqdxszJfV49pDPmBvNsr7id2I8veneIgvEnUQUpBE+3/PF3uwUF6Pg2mSGl+qLMh+j9s0VZoC0jC+9uFenHxBy3Hg7+7eO/bjACHoj6VcFSMxN3X44Vsfa4kCQXrwwsni/Z44bAW8+OefJoGzs9pQFdOSoWOjdIKtQAAhEo+dhlTwMLhWk2tR9ZkzWQfz+NPPB9DtoAfp4ZYWDCXQ0H8zIfjQa6vFJVR/aOOk+jnU87hrdtDrUqVlIpj/euKgBryp1wgwj6/fFMJ+Eos+Nw1HXr1eSi8EHESJ9cpDUvOq9aqaA6Zc/rNvHcRUbhn6XFyULk/5u7ORqPNCvMs91XmxNwdgGdceKsN+EovtxiDCEgX+EHGI0h9G4pZqAENrfNl1dhRGtRkiDpCV6hoslJWb6lTwBTZbWIRDTc0YSzHnwPCUx3Vb9TtYimCd19ADE+XV8dYjUlwsbgGm4OX5GVzYScXFujkQcdJsjVbC4/0LmoXJD5LVGkqa6nNTd9uF+7OA02GNceKb748/G8C7N8pw4f4svOlgPr5/2z6xMNSo+7c/6RPj4a7LsZRYqmp4RmfMmJdi9+gMO6jmcfxfU3jx6Slgdw4//foBtDJj9cTDQ3j0R700jn1a1w67Sf/u/n48dl8fHru3D79/cAA/+2YXBuPcmMkrwGqtF+MZKfjrr4cMwMsC7v3vDgzEJdHUzLIyocr50J3d4J6hKLC0N4/7/6cLt729Hnd+ah9zfc5HgRwhUndxlSbbiN/C54sTcVTF8Tj27CTu/e8O3HqFDx98TTU+9Z8+lu45rzlY+Zz/7oF+zdrk+gbGhN1ZnHxxGsuVyWggBEdaMnDqpSngtGJwOanx4bt60OukpFdu5PvcboQLKnDFXCP2TmjLLPB+feT1tZjOjsNCWRau3mjD924N4eTzkwBWcPt7ggwwqwjrMR5MZJbiptfvh8JtmcczfxjFtz/Wio++qQ43vqYa//OBJhx/bkqE1kT2yCtK9kiTChQtVVYiUlyJe75I+Sn6G+wuB8uYx4t/m8HvHhjBy38fjwKKaqNP5yYCnJrBH382gD/8dEDUjYq6GWIeP/tWKIqEz5U/v/uJVsVAn53D7x/ox5feG8SHL63Fhy+twY/v2E9DRTpP3t7xsHDP82wn3nYnIZjKycYTj0yIudw9FsZDd3bjs1f5ceMlNfjYf9Thkbt7NIeien0c/eckZnLjhTe320EwmJCFD71uP7A3q3heeJ9U2hm7x2bw54dG8fhD4zh7fCZqz/PswKd/M4RwQQ7W6nwYswAw6pT61Rq6fz5+eV00eOG26qSB55Pt8avXSilodjkwEBtHM9OENoqKZ8jAy7c/1mpic7XghYeAx1KT8I8/jGvWJ9+jv/xBN0Kq82UmvwCbfh+6SDy+8/EWASixG6Hr4LoGfPjSGnzkslr89Jv9wO6c8F4JL7pYB9loJbQkwk5TEwbikjCW6sG/njgYtVfOsr/ZPRbBvV8ewOfeFcC9d3SI8Jb6u+Idq1LQuYSCEXhRg1m1fcKZCF762wRe/OsEsBvGjZe0IFxQg5HkRCHP8IcHOTeGnlUPfa8bn7s6iM9ctR+3X3MAD9/VbbFep/Da/hbMl1agnRAcaU7H7x7ox6/v6aWX1dMGgOzULJ5+bAS/vqcXv/1JH3794148/tAgLp8qRDMhGEtNUXlLrEs8RIpLTAu5qtfxUEKi7ZIZkaJipgWkABiirmhsJmDFHxYpLsGhpmaMJkdzYM41rqUBMN56Qw+MUVhqvrRUo7CrDxsd/ecE5suKMJVbjRCJZ+lhlHz5tQ81a7wG6lvIb3/Sy0I7ymb94WfbNTcNbpAeubsbg3FuNLG22wglBX7jI81isdH26aI/vy1DZMJ0EgdGk2M0YSONYWHx9hefHse1h8sxnROHuZICvH60BYca81haoEu09ZOvHNCAMbXOy3CiR9xue5xcM4EekNN5Bdhp9ONvvxsD9iJR4OUnXzmADkJT1o+0tmAyuxjnt2UyQxgdpsLJGdz42mbM5FeinVDwN5kVx8o4aOecg4Gb3+iPIoNx78tnrvLj2LMTuO2dbbi4O4AQ8aCBKBlkoykx+O1P+sC9aBrg9tI0FssVuX/Zzej0yzOYLUjAUIIHf//dqDjY1beZpx8bwlR2HDqIVpiqx0HJtTdc1KQZJz+U/va7EZExRNOC0xEuqMUbRqtw+3/5MRjn1oS4+PvpcbqxUFaBxx+awJ9/MYAr54owkuQRa42nj7+6MwunXprWpsvrbrfquQ0XluHn3xkBJ60Lw8yN+NEwPvy6aixW5GMr0IhDTSX408/7oz1KKu/LEw+P44q5APpjPDhACN69WSYMtvgcDwO7s/jXk1OYzs1QgADbb+2EYL0uBceencTdt7fjirkAFisqRFp3KxvzR99UJ9658HIyMHzLm73Uq+NWZNu51+2qlUrg1AK+cXMn1utSREYLlwnYTwh+cNs+DagT7xFzeMtUofDK8jbfvVkjAHQUmMI8fvqNLqzXpWAgNgbzZZX4r51WnHpxypBDceqlGUSK4jGSTMUuZSrdfZ4YbNTXYTipELde4deAF8NQhz6Mhzk8/dgIRpNjWJYRqx3jD0QBGC14kXteaB8dGIhxacLS0eBFHTIgmC0sxGKFF0ea8/DKM+P40Rc6cNGBLPSwNHy+7g+QWHz+PR1RdkWsg8u9aCAEvU4HlqoqMFfqww2vroc6DKwGLi/9fRyX9BZivsyHg2lFaCcEy5XJeOy+vqh1z8+Zq1ZV4n9uC/vC9tZZAd67cOH+LIwmxWAkyYMtfyrG02MR2bxEZQAAIABJREFULqAFQ4cTaebUFZEi7B6dwR3XNWDdmyq8wl0kHnOlXoxn5uL7n26NWq97J8LA2Vm8fakKC+U+LFVWiAtcCyG4eq00av/wvr17sxwthKDf49acF3zNDScmYdMfkJRlUMCGHQDDz3UlhGSMFboIEcrfnANDBJLnHhhJUTkrDoxRCOlc3EJ2yD6bfj8mMgtUnhftwXXmlRl84yNN+O4ne3Dnp3vxlRsacc8XOlj2x7xGLE3rzm5CCyHoc9Nbw0xePI4+owcYYeBUBOe35SHAxsTJr02EMvrPHgsL48QP6Q9cxDwMHherjK0FL5pbwNkIXnhqHOu1KQgSIkrcT2TmY7m6XpDbugn1hNxnAl6e/TMtD8AzhvTvspMQzJUU4J9/mtK4ddXg5QA7cA+mp2KhLIAv36C43/VA5Os3NaOR0AyXDX89RpLiESAElw3lRYMXxqu5/ZpeDMTloMcZne02lhqL6Zw4qgdRVMqKccWilQGBWsLdqwapjLsRvHEsXxw2luDlTISmyRck0Ju9SgODzuUsdo/N4zU9FZpMJs5h4hW6r5wrjhonf7cfuLgaB9hBuZ8QTOVkYaXGhz5Pqiomr39HDnQRF87fV40NXw32sQ0cIg6ho9NGCAKE4IefUbyQ6hvoC0+NYyTJQ29zIu7vwk/+p0cD0MReODqDSwdzxbqbLcjHbFEAN7+xWXgs9B7Ih74XwkhSAsKF1VisqECIUO8ZNfzzUSG0E8/P4MIDDRhOSoM+ht5NnFgopaCzk7ixXF2D+dJyHCDK4TUQ66YZLCq9Ju7J+96tbULrRt0mfU8OHGoswnJ1EGOpVGOik9D0+lZC4CcEO8G0qFs2tw83v6FWeAmVd15kehn61kdb0K4Crf2eGExkleHBbwxrgKP6ID2/LROthBVC9fmlAGYwLgaT2ZX48geo1+jM0bAlcFH/N58z7p3jGX8DsfHY9AewLEJINEtHDl7io8FLrDsqLB0NXrQefl4IdaM+B+2EsBCtVqukgRCMpSbixacnDdbBgm4dEEznluChOw9Cn2XK+3L9BZXwEYKx1GQcaWnGSk0lagjBza+vBeedacKrJ2fwjuUg5kpqMRQfjx6nwwK8KF64736iVQiCdhKa+NDO7DtPkOG6N70uBxZKk9BKeNVnSjloJQRdJBbjmZW4bKgGeydmDNbrEj5yWTXaiBuHW5qwUF6BHqcTjYTgqlUz8DKHD72uDR3Eg24250bn/3BiEnVMsBCSFYCZs/DAaLFCvMrZYd0mJ/H2x8TRVGmak6/U25FxYGYLiygHRlLBVl1tVhorYxwY2UCHEhKwWOHF/V8dFAZVf9sQ6cXqGOZuJMpNTl2DC/j9AwPYqK9DpKhE3KreOq0l451lufB//c0EXj/SiE1fFpYqkrBckYzlymQsliVhO5CmASXc8N3xvgahMWEGXvS3vAZChZPUGRThggLBzg+xDaD3vPAb7gtPTWO5qoS+H40kuUMAhME4D/7221FTzwvPlKLznoJf/XAUnPCqv4lcHMpmhzutDLsZ8GM/ceEtUwUGCrt0M3/0TUFM51UjUqTdCPy9dzKD1UoIlqsr8KaDQVy9Xo7b3uHDnbe24Y//OxB1ixUG6VX1jGvktL4ZnYnglX9M4sdf2h/tXTg1i1MvTeHK+SosVgQxV1wUtd55qGu1JsWwVAXnHv3mx734wKursFiWhDZC0OdJxk5jEJPZRmJNCoDpcboxX1qBSFE1OokHYykeXHQgC9dfUIkvXdeAu29vp+nkKiPOD5WTL0xjtkC5EfO+3n27lvOiFjYUoQIWHhlJzsZ1F3Rq+VkC9C/h45d74SMEoykJWK2rw3JVJToIwbdvMeBHnIng+HOT2AoUYbXWj/F0peo6T8PvZO+d6re4cVGXD1evB3DTpTX42oea8eDXu3Di+SkDT9McfvXDQfS5YzUkTcVDRsH+WGoWlqsbMJWdjcWyRFwRKcIn3uLFtz/Wgl/9oNuUR/WFa4KCR8XBy38aAFa+h988XoAmQoSYWK/TgTbiwu3/RYGmnneBU7O4OJTNRPmoVMVWIIjRlFTTciO9TgdaiQtfuKZdtGnIZVDbF/W+ZZe9TR8VQOOaNgOxcRoA081Anhl4OfViGEsVGbrCptbgReG8OKLGFi4owFqdD4PxyULvJZyfgDeO5uOmy/g66IxaB7sq7wavy9RFaAbPM39QQkbqvX/0n5OYzIoT3qeh+EQcaW3CWGoRPvk2Ay4Re1ev7cvFRGYRNnz1GEqIo7XTDMJGdG/N4pk/TmOupAAHiJJdqewz7Tm44fNjMJ6CwQMMsHU7nFiqSMIVkSLc8uY6fP/TB/D7Bw9arNcGNBCCkaRE7DQ2YaWmCk2E4KpVrdaPsmZn8aHXtSJcWIPhBBqaMUrd7yIqBWW7Hhgb57oawMja5M4OkSrNPTDL58KBaW7B6L+RAyPSrQyzkNQu9Xjc9+U+DXhRb1Ke7rV7VEmJ3NPdjuhLXsBzfzmIxfJEdDviqNx7WQmChOBjb1LiyNobSxi7RykZ7tRL05rP6Zemdf2gQOCHnz3A1HONw0bqTf2L73XTw8bg9shjw7zuTgchxuDlbATPPn4Q2w31CBcUQy85rTEuOreuEXgJEQf63E78+aHBKGONXSqIdzAtlhWBdLCqomWYKajCfy5UMC0avbdmER94dSU6CFXApcXbiPBmtBMakruwIwt3vK8BTz48hL0TXBdB0XxRg1HlIIvg0+/sxnBiHpPilsSkT1KAoeY28Vvctz/WigAhmM7Nwk5Ts9iwar0BTiK/+/YOAItRWWBnBZF5ASeen8KPv7Qflw7mYCghFcvV9ZjKMa4Q2+Okrt6h+Fi8/6JW/OQrfXjuL2MqDR8FmOvngYYiKJeH63fwdG51tpFRqJGHsXi44A2jFcApbYiTg5fPvNOPRkLQ46S8iXVvHSYyi/H1m1o0z6B9ol6umdw4jKVmYSsYFN4Fqj5K1ZRncuPxwYur8Yvvhqi+zVk1YXM+SqeCv/PfPzCG5arqaOEzJ/WQthGC1ZpkfPG9HXji4QmcenEaWlLwfJQt4aGIL9/QKIj3dsDL2xeU7Ce6f2ha80feUBtlV/j7UmuHdDEAY+WB6XO7DAm7RsAFJ2cpJ0/F4eBr/P6vHtAIkQkPDFNn7nO7qeflFmPOy6kXZ/CaniAGYumlqsdhw/PyfW3YSITsWcmG4aQcXNTpx4deW0vXwXNTIiXaeh2owqUMsM6XJNJ3HUVansejP+pVziIH9/qmYLaoHl++IdqjxcfMCbsL5WXY9NejjThxndCRmtE9Zw7XX0izduZLzSul89/nS0uwXO1FtyMeq9XJuPWKevz2/n4aHhbrdR5GJHC+Xr9yQyMFPewMPtTUiPGMEryLh42ivIXzeNdqKUZS8rFe75XWmRpOSsaGz4+ZfF67yiyNmnFgTACMGn8MxSeqJFes5yhSVEzBi7oBkY5XXmHpgekkCgdmJEkSQopPwKY/YChOoz+cwxIPjCVhV0VI4+lu/MNT4OhBRQ+SR+7qwUJpEhMH4sq+AQwn5eJL1zVoQgha5M1u1AYf7SFNjerPvjWMg+k56HE4TD0v3Bvx/dtCLJZqHvsLFxRiw+/HQGwi7vvv/Rrwwm/Rz/xhBAfTErFS48VsUXShOzPjYgReOokDw4kequehuuFzQ/3Uo8Poj3GL2w4FIE5MZBXj/Rd1ALth3bzwrKAaBAjBwbQUbPgDmMrJRY+DukY3fak0vfCMypN2kv7tyRenRSql3iXOs08+fFkA4YJaRIoK0OtyWsekT0SnsnIjdey5KWz50tBKCCYyM3CouQXTudobB7/VT+fG46lfD4t1o3fNajOn5nHflzuw01CEhXKvoQdmH6Gx77/8chBU8G1eAJUzr8zg5AvToriakcfn9MszWK05N/CirkTOM4Eu3B9dyI+Dl0+/3aciXRMMxsUiUlyLuz4/AM4x0IYYphEuSGBp6VQ3ZTw9XRDlP/m2eqqBxMWyGHH61EvTOPnCtKJnE8W9oQfiQnmFpqQJV0qeyo7DN29uYf2eo4b/NP3bUy/N4NSLMxpbovcSfu/WLuwnbnQTWqtHBl6unCvSSO3zyuY3v6FWrA89eLlEBV64jZ3IyjYt6GlW2ygqTHRqFmdensHffz+qIayqDy51fxUAE0frSNXVYh8h+NZHzb1ph5srsFJTj+FECmCswcscHrm7P4pjyRMrel1OfPJt9Tj6z2kFqLCsOlvrgIWk+KXiSHOGJpyvBm53f74dHUTvnSboIPH47/fT5AQj8PLavlwRRl78/4h77zjLjupqtG7qnHPOt7tv7O7b3RP7du7p7umcc5wZCZGTyJhgDAabYJOEDQiwMdE2yQYLDCKHZ8MHOICNTfKHEJIIkmYkzWhmvT8qnDqp6gy23/tjfrrSHNWpqlO1a9Xea6/d0oz5yla88akR2HSkmKfmyWdLMejLwVFXUsnv4BeG455WfP4DYzR5QAJr1y8v4bFfL+CxXy+Y9pbVtn7szSnRvwFCy2BstCRwx7NPAlh2BC+v2GlANwNku50RbdHkybx8qqjswQOzqgAwcn238Wxa2Z0W9FRzYIj1LwaIIYi01tSsJfHSEJIHDgwLIRkARp/bbeXAyLfcz7zHTNg136LXHf5ssEN+Ed/7yghefURTgE8Rc6bHudwcLNeG8fd/PiKMr3WTcM0N+c8N/sfB8H3+/WlstESwVEPFzxzBC9vUX/zwGFYawqKEvX3eGcirqcVWOIJvfGJIbBjrQTSWGcBwIAP7ovqvrER6M+CF9vnyfRZvETPUP/zWOEZDtG6M+E5sE75qP2Yz8HKqdDehgkoTOXk46krgXF45njdTLTxj/HmhVyNuX+s0E0zcvOQ5X8drb2nGaZKFo64EVupqLG5dszfN7Tc3cP/4d2mJ/0MBjLxh0+ygP0moe5tmZFHPEO+31cBQg7GBB348hSeeacRmaxRzZaUi5HGKEPzFKxPmdi5LWg03JJVYyw2UH1iPP7yMW/rrhNdvyAN4Gc8KYsBiSJ90psy2x5zAC1+fZ0gIn343z0qzghezJsh8RQV2OuNYayjH//lMmt4qrxkp2+YLB02Rl8dqBS+DxI/1phbsdHZiLDMD/YRgP1LIlJo3xEXBDCaZR++GvW1+AfnCh6awXBfGaEYIw37KwXEHL2v4vZ1WExjwAl7civ1xD4wVwGgVdqUwwgdfk8ReZ4HQ3DEf+JS8K3vdBIDJymYHbjM+9Q5uc+2AdLEyCzOllTiIx3EuNxdnCNORcgQvK/i3r88IOgEvxEkzMTPw7c8O0W99ddllHfDLjLPnhXt1uLbXbSdLbTac7+3PvOeEyeskz+udL445z6v0rXjBw6nCWrzn5QNwVG+/uoxnjFSilxBMFRghF2vIjPd3P1KIn//7JLgn8Jps/8TlZ8NlvVrAi98AZGdJFt72HCM87uR54QkUK6yoqa56uOGB8caB2e2M2FKerfiDplHHtRwY4vQX3AOz3U7rrQyy3H0VgOEkXi8hJM8cGAeyj1LnhaUZf/kvT+Nz7z2Ju99H/3zmz06wlMsEXrRMc/+7GYCyakMM+QhOkyx8/I603fjyfz6+Yvy5vkLd2teW6B/57x5dBrCF970qjjMkC8c9XZgrr8JkbtDB88LCFG/vw0xJLfaiZuRrnc80IZgrr8a3PzsNmYdivUWfYTeonc4IUyumxsILeOFcibOE1sfgqYYmz4vDocdDP73Ee1VpqmGRi+fNdtE5Z8ql8u0RWMcDPz6Pu97Vhzc/swsfv2PYoegj7f/rn9CKLkJwvqgQx91JjGWW4XVCRMoFuIgb6bKlr+t43a2t6CEEQz4GYHpSYsNy9/cwuzkOEB9+/7CJStFzrR2mGyG/l3OufvD/jGKhshR70TgWKqki6htuawUvN2EFplSMbxYfeWMvXrJaiy9ZvG/itv3QIp4324upgjLIKsBW8MJDjff/aAZT+YY6tQAvp72Dl2EW6qKZfd40QaYKyvCtT09BFuYywDFNtf/m36Vx54uj+OOnpHD/j+eBx43vJYcLuPdvo6UFm20dmCvLoyqvrG3ToYJ1XHlgHt/++/N490v78IeXmqjI31X5kKPPfeKOfqzUt2M/FsVYZgZ6CMFL11zAy40VvPmZpzEcLAQXneMHojfPi912zpaW4SCeMHFgVOBF9ub++zfGRKVkqqFEiw3yb8pDDX/2spjg9Zjc+Tk52GiJ4kt/OQEb2Zh705jCLufljWXlYDTkw88UnpedzghWGxrBa2+dJgRf+vBpAJsmjyJfB9evLOIfPzWAO18cxe9uNeDnzJN0w9L2P31+jGl8Uc7ccVeR0EsxXxaNS5oXj5Yj0AwEMOyn4c47bu822Ren5weJkbUj249B6ZJIvbdO65VKZ3zpw6fxlme047W3tND1avMo2cELz+J81X4L3LKNfm/HEGnloZndThpC4mvOzQPDvSWqc32Q+IwQkiRk5wRgZGeHW5vEWsjJ5IEJZWCztQ1rjU2sSqfP9hwP96zU1eMo2YWpArvMtRXA7HZGsFhdY5Hvt4eolmtpoa2JnDxT2EinsDuZFxIs7VOEiAq5PYRgpqQaO50RTBXkO76bL9y3PLNDGF+xeB5fwa//awYvmKvB7ZNVeM5UNZ47XYPf243jdbedxouXW8R/f85UNW6frMIL5mqw3pjHamoUYiscwVZbHR6+d9YBvGzgb/+kV8RSt8PtGMvMduwnF7z7+scHHT0v9/5gWkjE8xj2dnsHlmvrMOQPaMDLKr551zjGMvPA+TIjwQD+85sOnBdmvJZrck3pr8MBejt94aI38MIPyr//c0Y+fNAMSq9fXsLbntOB6QKqEhshBC/fjDp4dQzwwrkYM8VFWKxux9tf0O98M+LzJmmImP774yt46N45rNbnsjo6tPjfcXcPFiqrpG/jx0gogCGfXxC0nzdTgy98cABXH+QHsXxbNEjdr9iux1CgAPvRGNabKim35boFlN5Yxb0/mMIL5+uw0dyEhaomRAnBB16dsB9eV5fx2K/nceuJemy2RjFfXq4GL48v45c/XcB+LIyhQAYFoCzL5ObAC9Vs+dibe7TghadvPmeyyubl5F69b3xiAAdRemAnCcEAycBPvsuI467aIbTEx0xJA97/mgFwoT9xALG5/PhbU1iqzsZUQRkWqiLY7azFo7+cF+VD5H35kTd24xQJ4CAew160EyeIn5YHsGaYMYLma29NYrmuHbOlJR7DRit4xmiVpVKxHcDsRWOYLiwyH7IOnBeu9vvor+ZxECtkhf58mC/LEtlapn3Mwoz7kUKRqWO8n2DQl4273z9s+k7yN+XE8EHiw2J1DXY7I5grK2LA0c55+dan0xjPzsFOZwRrjQ3oI7Swp1AXt6yDb901gufOdGE8Ox9JZtN/KHHwZK/O9782jeXaOgwHgjhNaO2tR39l4bxcoc/+5LvnMVVgjhoYnhf3mlEmhV1bQoDCqybCOAXYjUSxWFVtAhd3PJuuj6sP2tfr3/7pSVGDKkoI5suyTFweHXhJERfCrgW8cAFJ7i3ZCrdjLMvtHDIAzF40Juyh27k+6KMcmJ3OCMaz7QVJzaA5FzsKrOAKXgYJqwXB3OROIRwrgDlMdmGrtc31uUFfAGcIwXxFJW7pP2HzqjiBpwupXqw1NYvnvNQ2ouxxw1XOtT44efMw2YXVhkbHd3Pj+8yxCnq7e2TJthAvdBcjwoBRihCcISHsdqYwXViNFNtY/cTQpqC3TDr2hcpaPHnwhNLz0kcIxrOycLG3z8a+Fn8Yz0LmvIiFfn0Fv/zJDM7lhjBAaGG3s2zeL6RSGM+WygM43oyW8d3Pz2KphnpqOKdD3PAlbxS/Fb1osR4pQjAaYm7yUAB9hOD2yWo9eGEp5NMFGbRQJOPV3HjEyCDgWS1UPyKIk4TgRYv1LplMBnihhyrBVGEd/uJVIwCWbVLw/Mb2q/86j+fPNuC+/5wzZ2Dx+Pj7T4msjLOEYK2xCcfdPRgJ0sOe61FQb1cQaUKLrA0FcvHc2ZP49HsGmKeIryvDrf+RP+5BihCsNrTjjU8bpJXCLWn9N64s4baTZYgSgqn8Ajxp4BTGs4vwwdfEbUaWH0ZbrblYrG7CQTyG4UBQCV4e+PEcbjvTh+nCEup9/W+BF73nZSRIDfZfvr5bHOjWcORIMCCM8EgwgNEMv8uhZXAdhPs5Mxv/+mUjQ05eH3e/7yRSbA8PEoLdSATPme7DIw/MOR8Gb+lFDyGYLizEbWdOYShQgN9ZqoGN/ChxXpbrOnCYTHgDL9dWcPtknS1sZI3z78fi2A63K8GLfCD90ZPCYh/wA/KPntQmfX/zGv/KX5+xhVG4N42SsC0XOubtPogV0mrmfkruP0ymsB/rwC/+Y9LBO0K9ZGcIwVxZBS719+IUCeFDr006roP//McxTORkYbM1gfWmJgz5aaakfJmSwcv3vjqFg0QSY1lZws7d830jq9LYU0u4fmUFt51qZvQBuobHmJfqbRK5WgleFFIMTs/zs3WlvgFHXd0YDgTZ9/Xhm3elxWXU+I4r+OZd5zGWXSYqUw8SPzaa8kygzAt4ocVEzWuW29hX7TeJS5cMFg6TXVhzOS/5b8GBTfWapPzdzvXjnhQWKqtsgpXWNpdr66iNDWWa/o55XlRoqgD7sTjmKypt/6PZHUTTY7fbOzCuQWgTObnYi0Y9IbTtcDv2ozGMZhgd9wReWGFGeQPSmCKVSd9sacVIKMPx3fygXqkrxW9+xhQxTV6JNXz37iEMEtqP0YwgdjrasBftwHgW7Wc/IQI80VIDdOzni4ux0xHFelMVHnLxvPzNn6RwivhxkIgz4mGmy3z6cIYE8IUPStwC+aB7ZAkHsUL0EhbqKCrGXiSGmZJS6MNGq/iHT45gyJ+JQWYkuwnBu34nKlzOZvfrGv7xk2lRZXiA+HCGUO2Md78kakP6VvAymkEP1d2OfNdCaJd6acHFsYwgBn0+9JAA3vi0Hr3nxUewUFWBxZp23PHsLlj1SvgN9fHLi7h9sgbDoTq86yWnbO5xbnRfulaPbkKwWF0pqgxz4HKaELxsox4rtTnoIgQDhKYQX0wlsdkaRh/xmcQV5f5+5j39mK+oxlpTHH/6vG5TP7nX5Z7vT7Hibdk4SMSwWF2LJCH41DvcUljn8dShMDZbI5jMo140tedlHput9eA6Nr9d2IiCl4968LxwguYXPnjKZPRFxsQfd6ObAcFhVqdltrQQ9/9o1l4d2eZ5ycJRVxT3/dAIMcltv+a4GQlCKx8v1VRjvrINt/bX2MML7PmPvrEbp0kQe9EI1psb0UucdV5uXFkGri/hj5/Sj/XmOKYL8ml/fgvOi5ON3enoFDZWy3l5bBlPHrC3Oez3UyVkiw4Pn8cXL5vJu0M+gjMkGx+/w85j4uGX1z+BaqMMkCAWqlqw3tyJv/3TU8JDZr4oUM/LdGER9uMJzJWVsXVgvogJr9ebUpguqsdBvBPjWZnoZ4Dk3n+fclDvpZ6XmZJScfE6RQiTQjCfF3zv/dUbepBglw6uJ5Ny2if/g56X2dJy7EVjLFJB7fF4VhD3fH/SBLI4qHzT07uQIj6MZ1IQ2kUI9qOFLkRkB/DC9uXtk1Um7TJ5T/zFKxOIib3swwDxY72pGVvhdtMZ7HSuz5SU4kKqV4MVCIYDQWy2hZmmnHM0R/Y08mw7pzZthF3+P57LNedyu8ex/FJBJveS2AZwoQI3Solhnx9b4Xbsx+I23sfNVpWWJ22jpRVbbWGRieA29tnSEqzUd+Djd5yGzDaXN983PnEWO+0FWKlrwlJNK04yMDORHcLLN+px9/tOYaY4UxA9p4uKcZhM4nxxOc7lBFyyjdbxd3eexGp9O/ajURNZymrMRoIBnC9pwN/8yajNlcv7+MUPn8ZoKICJnCLsx2JYqa0U7XnlvFDUTg+OpwyU25VTpdvmp97eh42mPExkh7BcnYN3vyTmqTDjaIimRt92qgGPX6bZXNaxvO9VCSFaNRzIxKuPu/DQvYt2GXoJvCQJwUJFOY67kxgguXjdrTyV0XIzur6C3z9sxWxZE7bb2zASDOHfvj5qMu5y2GY7XEN1Skqoh2KE8Xuefa4KwDru+f4UXr5Rj6mCXKw1xTBXTgXuegihZSRs4GUVn33vCHYjXRjy5+P1tzmUMXh0GTeuLOIF8w1YqmnDQmUdRkMBvOOFETt3hx1c1x5ewnOmuzESyjMZcjfC7n0/PI9zORniNvRbgRc2Fx97i9rzwi8XZ4gPX/uYEfqUwdpP/+kclmty0M88JFutpfjmXeMm4269zZ8llOO13d6JrXATfvY9Y33Lt8yvfuQMhv1+TBdVYiscxZPO1uHfvzFielb2SPzN2/qxVNOKzdYWjISCmmyjFbzlWWcw6KclSgaJN87L0x04L5wrsNrQaKvvogUvLCtGbpPfwJ87XW3qu+yB/K9/PoeJbOq1TROCqfw8LFZ34N0vOQk57CqHVX/1XzN41X4Tnj8XxZuePoB/+OQwgBXIYVJjP6/in784jr1IFPMVFRB8F4sXmYtE3vNvs3ji6QjOEOpxXa7JoRIRN5z6v4bvfM5If+bA4rW3mPeUvJZxdRl3vjiKhYpsTGSHsN2Wz0pVmNt3AyNDPh9OkAALSzso3krPU9J/KQ4TSZwvLhF7jYMXt/X6lb8+zert0b1w3FVMda4c16sdvHAy8C19VaDK7/YL3EP3zuG2k6WsnwFsh5uw09GJ0cws13P9LAMZl/r6sVBZpcAKNPqw2dqGzdY2BlxUZzADLkXFtndLnBcnAg71uKg7w2JibFOZgYu9zYkcmsOtro1Ape+3w+3YjydslSTN4MW5PIAMXrhGyZDfqKw7HAwpgct0UTGrclqKtYZcWijxmsE9kDfJtYeX8C9fnMYn7ujHX72hC5//wCnc+4MpUJLmNt7+fCpTPVtagoN4AnOxZk+FAAAgAElEQVTl5ThNVNlGK/jyX5/DWmMHRjMyHD9umoWBtsO0+vBL1xthZY+LBYlV/Ox7U/jax8bx4+/M4K47+4TaqtdsI+ui+ZcvDQuvgGwAbjzC5uShRfzypzPUncl1M66YN78VvAwHfJgpqcCTB/vw0L0LNkCCR2nRwH/+wjA++fY+/OuXx2nhsMcNZWCr5+W1tzRj0FdAheDKShxFpOQD9Ylnolipb8ZoRtDVuHOg8fkPTGAkVCjW60lCMFeahft/dN4gcWMV//dfZ3HXu8fwpqd14nW3tuDu950yEYzlNt/z8kGMhGhK9vPnamxGia7vZVy/vIxv/t0E7npXvyCi4jH7HHPwcpQsZxyGgMdU6aBIlf5tso0oMTgXn32vAaqt4IXzI4YDfsyU1ONz72Oqsw6cl/t/NI1Pv6sfX/zQGVy+f8HxQBGel0+nMZaZjZ2OThYW9uFbn06bPH/y3vjJP03iSx8ex7fuGsW1h+ZNYNUMhlfw+Q9MYK6sgRE09dlGv7vVbCoO+t/xvKw2NFJZdEuWhifw4tDmkM+PmZJqRpI2l4ngt/B3v5R+V5odE8dUQQWeNlRuu7UbnjuWsfXoCsuEozbJKqIme0fmyspFOnuKEPz1H3Wb5kZeB/f9cBp3vasPX/jgaVrPzaEsg11DxshiWqzMxm9+ZvbYyUAfWMMjv5zHL386w+yTocYuz6l1Xgd9PoxnZWCxuh1/9gqqQG4r+nt1GU8fptlGc+XlzGNrP5QHiA//5zOD0npdNq3XH317Ap98ex++/vGzePzyost6dQYvNJO2AMfdMdz7gxlhO03f8PoKHvvNAr760TP4xieGcN9/LuBCd5mwH24g40KqVyIfO2UG0XInW21hURHd6fwXXpziUhzEEzhfVOwq0DhAiDlsxD0uXlKfBonfyN3WeFzGs3NE6pP7AKnHZbOtDYeJpGuOOdd5+fs/t7v0bJ4XFiraaGllFVPVaG+qoBAHiQTmyisw6KOuwz+81AJaYXjJtFAev8wX/QpMgmHXV4Tr+Tc/m8FeZxW22+OYr6jAACGuInU8M+Bz7xvCGaYn4TZH603N2OnowCAJYrqAlVB/fMVuKFjmA08FfeDHM5jICTES782BF25gXrbRCjnuLW8c7sLk1a7lTBk3z0uS0BDMpb4+TOaX4osfot9VzoYQRoDp88ipw84FAFfxJ8/pwVJtB+bKSjDkU8h3P7aMaw8t48kD7TjDbrlDfqoNYnB8LOS568t45liFVC7Ax0IflGx4/QpPZ+ZFFY31YQIulykguXzfIrbaKlgpCB/my7Pw4M9ZWNEKYET1WzoPwtC7FOfcCf9/pfMSZBefXGyFk7j7/eMCkJjBy4IIG603N2CzNYlX7XfCSqSWb/Wy5su1h1h6s+1AXMV3PjdCJR4amzAcoHyjd78kBplHYd4bXIV7VWRnWdvmYPhT7ziDk8SHId//ns6LfJs32VgLcJFJ9J6zYvwGuFypr8NGSwS3nqjCtYcWHMO0j/16Hhd7KrHe3InVhnqR+ixzR0z7mq/5R+keERW1JdsiA4zvfNbsHUkRghcv14GHpZzXAbOx11Yood9xHdjVe7ntescLI+BkWKun8jqzJbi+Ing81rRyq0erjxCMZWbgIB7FYnU73viUThfPywqeOliG0YxCHHVRj4uVE8L5SO96SdR9vYp9v2bswces69VN56UAR11JjGWV4oN/kBTzYHuHEMCk73rlbqMtA00OFV3q69dgBWLQNTx4XGZKSnGQoOKVbsCFehCDRqo0z9k+iCeEx0UJXBoaaSqzh1DRPivmpK5G6cNWuB0HiaQyrEMlnIvw1Y8YxlEYjavLuHzfHOZKs9jNLojN1jZstYUxHAwpJ226sAgH8QRmSw2xMA6U3vMyagBxjabvWgV+ZBE8DnKu/oYi469+dBITOaUYJGbNFFoN2nB/c12Tv/3TXqEfYA0VDfkoENsKt2M4EMSQj6boveUZ7cJ4meLvbF4ef5j98/IijruKcZKNbywziP/6l3Miq8UAFmv48l9J4MXHwV0BNloi+PS7zzKAsWS7ZVjfSW/fRs0dYdiYwu5QoAi3nujHQmUFegnB00cqxK3HaNswMNceXqSbjhnGy/fP0WwkESOmN7v3vHwAg74CmAqn3doqgJFYM49RhdCN5nwhb85drEeJIlParjE/9BY0kR1EH6GVqHkKM1d35lpAXOmZiyXyObr2sGEoXnMcpmqsfoMcSTVeNh0N7eOX6RxefXCRHsCPLVMPIT9EWJ8f+80CdlmldBm83M3ACz9Ar1+mh8O9P5gyPC9OCrtXDDE/mua9gfe8LCa4RRM5ubjYm8L5klp89E09pkOa788rD8xjsSoLi1X1uNTXi4ncfAwSwjgY67bx0jmk+4uuG3pDlo3744xk/v2vncdyXb24cZ8mBKt1uUyld8XGReDfhwsK8lRUalOWpX25gY++qYd9I7m2Ub3h9WRrm4Pnl67W23ReTGGjB415ucHW4dMk7RBqY52AizkzUlbYvapoc9hvyFrsdkZEAcAP/WEXrGCK76FvfXoK04WVGGTj6CU8G2bTnsYrHe7XHloUIOCtz2qnooPXVsS3tHpHhLCl38+qKa95WgdXHpgzrwNF24MkgI3mJvzgH2ZE+1ZbaawJriljXA7E2ufzOlSOk4TgIB7DUTKBXkLwOqawe+2hRWmvLOPGI4t40VIH1pujmClxDoNwD+5GcyEe+SXdj9cc1us1NgccsD/66yUTWJLXax+hZPSpgkIaSamqxElCsN6YSxWLb6yavru8n6j69AY++AdJkwdRBhkX+/o0WIF6XDZNHhc1cNHV9OIUkJ2ODqO2Efe46CpGyrcBOVfbya3jtTSAIOdaOC5OAzxfXIzN1ii+8tcjAoHi2goT71nFY79ewGxJJgZIAJstLZTjElRzXKYLi7AfjWGuvALW7KtBQg347x824eFfzNJ3Xl8Rm5xvJoHUr3JPxyru//E8Xn0UNoEADl4e+SWTen6M3r7pZtnEp97ZbzJgVo/LVrjdCH35DHcj5QBtCg+MvNH5wQls4PW3Ub2SQeLDRE4G7v2P87QfV9k8PkrFz7720bOm2kZT+dQrNVtagUGfH3fd2Q8uFnXDdEgvSbeETXzkjT0iu0G8g7lp3/3SE1hrjGOpmnJx+GH5bnb74GS8aw9bFZLp7ePNz2jHH1xoZm2vGN4HbOJNT+ukWRaBgAAvVDtlU8S5cXVZbOCNJqMKtcwN+NAfJsDFzXBthXnL6Ld6/6uTTILbj6cMlOF7XzHK2OPqCpsX83e48ciyWKt4bAVvelondctycjnT1RnLCIqQB/fS8HbELREbeOgXc3jWeCWrJcTGdm1ZzN1uhwFeOOeFeok2LHtnDQ/86LwpbDRIaG2jV+z20zYfX5HmYAnAFt77igQShBa1O+rqxkZLM8tMSQHYFB5RXKN74tFfzeHWE2HsRbswVUDB5QlCcKGrmBpUrOPGI5bxMs8QsIHv3j2ES6kS3PfDaXDlVeqNWsO/fGmcubeJ8Bz1SiCDu/Tl9UTHQcsP/M2f9OIZo5X0vz2+LDLDgE184q2GG154IdfrhddGjJHN5cvW622k11MkCx94DQX+8nrCtRXgxgqeMUpv80N+vyPHxXo5HPLTNv/yDQMANmhf3dr0GdITPEWVZvuw1Gms0T10bVnw1IB1/M5KnchA4XboG58YEN/WtL65Z5p59V6ySgUS7/n+pGFjWLvfvdviHWGZbRdTpXj010viAiO3b3iSN/Gdz6bx1MEG/Oq/5l3bFpc+fwCbrS3YaOnASl0h/unzQyZbaawH2cO7hjc+Ncy8FFvG92Jh4WdN1GClvh0H8RjGszPRRQje8MQ2m63A1WXg8WW8+vgERjPtxUjl83IsMxMLVS14wxNTwHXaD6v9o+uRXpTu/sAIXrDQihuPMLAo9uUmPnFHL1KEynPIFJDhAM3ee8FcreFlsdgXGSD+65dHTOuOh4oupnolWsn/jMdlPxZXhoqoFlgIm220TSI4LlKpa5V3ZEVRKdIEXLJzTZUi3Tgug74AttrCVNhIU0/hfHEJDpNJTOQU4RN39ACPLuPBe2bx8C/m8NC9c3jklwu47z+nMVeWjZW6Jmy3t2PEg8dlPxYX8VfbeHzUTdtLCJ400IFPvmMQ9/7HlKR0uAmjNgo1zv/ypQm852VprNSVi8ON/zlLCKbyMvCL/5jCI7+cxyO/XMLl++fp7eSxZXzkjT2Wyrh0jjjZeDhgHg9Xyz1LCN789DAe+DEzRNiQ+saAw+MreNvtHfQGGQxiO9yMn3x3Bo/+ah4P3TuHh38xhwfvmcX1K0v47HtP4gzxiXCakXVGM6lOEYJXHzXjp/90TnLtM0G2G6v4yXfP4dWHNPVusyUPD94zi8v3z+Phe+fwm5/NAI8t4X2/P4qxrDIM+czzfpIQvO4JrTRt+oY8z+u4cYUKlj1tqAIJQrATLmBrYBZX7l+kkuKPLuE1x5RzMBIwUkT/4EIzbjyyhAfvmcUjv1zCw7+Yx5X75/Grn85grSHXVBWXH/R7kRrc98N5XHlgTszRw/fO4fJ99N8vpWgW1ADJwG4kitc+oQdf+vApXL5vXhy4pjVydRGX71/EVz86gdtO1bCDxX4LO0UIZkrycff7x4QhMdpZw5X75/GJO3qx3phLK+DengQeX8Vvfkb3w5X75/Hr/zuD7TYeNmJCgIFsfPHDI7h+ZdG0dx799QJ+/O0JITaYJgRL1dXYaIniGaMNeOjeWVy+b56O/xdzlD9wfRV/+rwOnCQhXEj1sJpotLzDh1/bBVxdxm+kd1y+bxYP3rOIp4/2YiLb0Nbg4amDWCG+87khCugh1bG5QXWL3vKMdqEN84UPnsLjDy/iwZ/P4fL99OD82sfOsjmUMwz9QkPknn+z7o0N4NoyfvAPY3j5ZgNLg/fjJ989h2sPreDhX8zTcV5dxode2yWAhRBgXKjB9SuruHzfgpiXh+6dw9UHF/GixVpR24juoXwsVIXxnpedBB5dxIP3zIn/5+FfzOHKA/N48gAtzLje1MjEwdRe7akCSqR93++fAa4uirmW23zKAC2YulJXh72o2W5zEPa6W1tx/coSfvOzGVy+j9qkB39Ox/G9r4wK8u4QqxE1nhXEx9/aixtXViw2cB3XLy/hqx89g6NEEXqZ3f/ih88Cj63iwZ/P4sGfz+Lxhxfx9Y+ftZ0vw8EA5srr8ezJGL792UF2EVw3vtWNVdz7g2m86WmtmC0txkp9B772sRE8/vACHvz5nKVtA7jQMHsnxrOyaIZoiJaheODH5wVwFfbr2ir+9cujeM5UNToJwfNna3DtoUU89HP5e83glfsnsN4UwXhWFoZ8PvQQgtccNwOPLol99eDPZ3Dl/gVc/c0KnjVRz8BvwPEcHA6GsNUWxnY4jJPEj9snq6htvbFiXq+PLuIn3z2Ptz7rNMYyCzEcoOv10V8t4KF75+g5cnUFH/yDBAZ9uThM0LIr8jrimUdPOFGK73x2CNevLFjsy4YAhP/29VGhF8b1rS5INd7czv8hPz3XKXDx5nE5ryDnynNEz8EgyLncPI8cF07OdXdj8s6MW+R9VR6XzdY2HMQTWhni6aJiHCSSmC0tYxWRg5guyMBUvvFnMi+E6YJMbLby0IoauFCOSxJz5RXqsfv82GxtwVpTO06TICZygnhKuhyvv60Vb39+J+58URRveWYHXrhQjQs9tdjtjGM0s5TpHvhNc8h/ny/Kxi39CVzsjWGmOJv1PQPjWUHLu+nm227vsHmQeOybe0cGfXm4pT+Bl66H8eanh/HOF0XxzhdG8MdPacNzp6uxWpfLdG9om7udnThflIOpvJBpHqcKMpjBorHSg7h5A/DDtpfQNOenDZfjrc+K4GNvGcN7X3kSt09VYywzwCoDU2/CZB5t+1xuEBvNNXjK4AksVlc4KzIzkbe58lz80ZNP4L2v7MedL47g9be14jhZjNOEmAzBRHYA602VuPVEEit1ZZjKD2E0ZE3D82Mk6Mf5oiwcd3fiIN6G6cJMTOXTsQ/57Ot4rqwc+7EkFipLbHM0mZeB84WZmMgOYiSUiaNkArudEZwglFC+WJWN583U4M3PaMc7XxTFO14YwR89qRWvOkji6aN9GMsqEoel2y1suz2K2bI6bLXm4zXHzXjnC6N4xwsieMV2A1Zqc9DHQORybQ0Ok3EsVhVhMjdo9DMvQ4DgAUIwmpGFnY5ObLc307HnWfdPhnh2oaIS+7E4zuXlY9DnM68P8XwQ54vycNyTwkZzi9jraeLHeKZ5f07mh7AXacYTz/RiqsCuxM3LK5wmBM8ca8BfvGoQf/6Kbrzt9g7cPlmNc7khpFj7Q34/RkN+zJXn4WIqit3OJrpmc0K2vUbXqw8TuWU4TMTw/LlGvPVZ7bjzxVG8+entePLZMqHPkyY0U+moK4L9WAumCzMd9yWfo/WmBjxpoM8+7/kZzFNhvsgtVFVjJOi32S36rUIYDgSwUteAfQ88wgleA6a6FmOZdlvI/wz5fFiqrsV+LG6z2/LeOJcbxHxFAS71xbEVrsdkXgiTeRmYKco0vC6EXuQGiA+L1c147kwKr39CGO94YQTveGEEf3ixBYfxIiEMOuTzYTK/EBd6EthorsKktIcmckKW88WPtcZm7EUjOEuoMvhtp8rwpqeGceeLo3jb7R14zlQ1JrIDGCA5TI26EqMh+3ye4237/FKtK3q+DDOBzhQhmC7MwAvmavGWZ4bxF6/qw/tfM4Rnn2tCmvgEUB3yG7ZrMi+EmeJsXOqN4SARx7DFHo+GAqIv53ICWG2oEDZpyGcG1dYwyHa4HRstrfSyzC4Ao6EAnj1RhTue3YE7XxzFm57ahufOtOEgEcdIiHpxhnx+TGRbbVMQ8+XF2I/GbcCFv3s4EGCSHj48dyaKt7/gBN7xggje+SI617+71YDjZBHGM4Mm58HF3j5NLaOb97gcJpKYVnpcfCLFeqstjCGmi0MOE0ktxyXNgYuG43KW0FCRXLvBDbikiQ/b7R04iCe0qcvU49KFmZJSU2rZGeYFOMt+DxA/1hp5qMgALtbsJ1o5tIgWhWN6AKqxb7a2YaczgpFQCFzZtp8QdBOq+pkkBAkGHrbbqRdn0OeOSmnxyyi2whEM+UOCqMl1BmTQRLOkKMdFOUdFRZQMVlSKPkLQJfWtix32VB3WTxE+A0PGHMp/aOriZF4BDpNdjuCO39zOMkM1X9mG+cow+gi9lQ6wDWLMOW1zpqQCR929OF/sVEnZ2ACjGRnYbOvAfEUTeokPCTbfnK8jF6+bKijBXiSByfwinGZjMM0j31S+IDaaw1htaMYA8Yt5PysBbAFcyitwmOwSbkz7PPkYryoDh8kubIc7KA/Jb/AteqXvECcEo5ll2OnoxmR+MdvkbsAlC3vRGFYbGoQHqEf6nil2yA8SguW6WhwkkpjIyWVj95n6mRbzmYndzghWGxose8f8Z4AQLFRVC+DC3cJOYx/NyMFxdwprjU0Oa9In+nKaECzVNuAwmcJ4dp6r/eDS6evNEYxlV4i562PvlDWThoMZ2ApHsFRTL/bOWcs3F0CssgpHXUlM5OSbvkkXISwtlAKc0YxM7EYitvVh3pe0zdWGRhx19WA8K88272dYm/Qil2Pyatvn3vj3lXoWKlKkpg4QgvGcXOlySL2j1jb5vC/X1NFMJQcvjrzmRoJZ2I3EMV9RY2rrDDFfPgd9fmy3t+O4uxvDgWyTDeT70yj7UITDRBIzJeW2NuVvlSY+rDe3CJvE7UC/5VulCMFEbgEu9HQLm+Q0n2cJkYBLh+1ibNgu6jE5TbKwWN2JkVApThCjsj1/Xj5ftsMR7HREMRwwZ4PKa/4Ut0lRwyY5ARcaxglhK9yO9eYWkdFD7Rttj9vyOCFIkwJstsYwXVBkOl/k9X+aEIxn59FvqbmUDwf8WG9uxmpDGCdJyHRecLFV7tXn5Fw9x4VmC2+2tumziljJC28cl04JDNG/I7yktdsABwkt0uSFnDuenSOVtHYDLjQMQtOh47Z0aJvHpbCYcS3MVXf5H4OjYKRD68DQdGEx9hjHRedxEW1KKHuQ+EVBrpEgrW0xW1KM4+4uLFQ6I11hJEIZ2O2MYC8aFenQspieIJixzbctc1xcx8NCX2w8w1Lf+J8hnw/DwaC4iYzxeffZ53OAEEwVFrL0btUcEYwEQ9iLRHCYjGM8K1OoGFvXBy3CV0mFjCorXdccn6PtcDu22towlhFiqp18HH7T2GdKy3CQSOB8cTF4/Z5Bn3l98g2w1RbGZpvhxhyyjJ23OVtG0xlNWQE+65qjKsgHiYRIwTfxpXzUQFJlUz9W6mtxS38vZsvcwTIHLrudERMg4KEKsd4CFJAvVtdgPxrDJAMZ1vHwbymAS2OTaX3JfeV9Waiswl4sbiu0am3zXG4ejru7mcfFea/zf19taMBxdzemCgpsY5fnndd8Wa6txZDfh5GAn+0v8/ehtbo6sdbYKMK69m9OD/X5yirsRWNiPMN+874YZmthNCMTOx2dWG9upmnl1jmSxrZcV4/jnpQolOg271zXyhqON88792o3OHBcnCUn9qIxm421tpkmbvXh3NqMSoXwnMc+6KMXn6OubsGbMdmZAC3zwb3ae9GYCDVb95Col8e4fNvtHXZNL66qHApiyE8vaDwb1Glt8rHzUJGuMjLV3yrEYTKO5boacfFwtXPRKPZjXDTV7AE32aSSUhwkEkIHalDR5mZrGyWz+gOO/Rz20/NlobIcR10JzFnsB383t0ncU65zSAz5AjQFvzOC8exsDPnM33I4EBB9miktox4XuRaTw3iG/MGb47gwG6tKhx4JhrDJ7LaVAkLUHBe/VEjJCbgYLxECdIpCSkKohqdD6zguRcUMuZeqP4Q/iI3mFuahcA8VpR0OerdDecgXkFyOesLvQTzhzpvhi1UAl5grIOHvFllFtuf89nerODvSHPHY76hmPJP5TFlZsQH4rWE3EsVeJKoFWHNl5biY6nX14vDnRkOZBnK/CZKXGrnT281GS6vtgLOuj9nSMhwmk5ixpDNa3z2WlY39OFVBpvLeTt+SHqCL1TW4kOq1pUg6ApdIFKsNjVCFW9PEh4WqahzEE5jMy1cWQx3LMnRP3MbO+7lQWUXb1FSIn8jJxVFXN9ZZ2Q5VP1fqG3Dck9IWbRW1URxc0maPHA19rTc1O77PNEccuOTZxyPPOwd3RhFa9zaX6+pxoSeFyTxvRWjV9pACAjcdF1ubLFRkqhDv0s+lmlobx8UVuHgolstDAYfJLu0ldqqAXnx0N/8hfwBrjUwITZOoMVVQ5OEyxYBLc4sWuNA1Z9YzcxoPt9s7HZ3Yi8a0Z4G3MIjB39hsacWgi4eC/+aCbU72w9Fuu4SKbGtOMUfcJlh1XNz2kBm4eMwqcpgjea+PBDMox4Vl11rbJM4fjA5wmXtcHMi5cmfGs7Jds4rk/4d7R5x0XPhzvONTBYXYj8Yw63Aoy7+H/AGssSwcKzKztjmZX+DqcbG1yTaVnWdiBg+qBSP/HglmYKczgr1I1LWf/N2r9Q3M2xNSvpsTaZ2Ai/Vbcmlx663BulF5iXP1hqbj2W7vwF40qpyjNKGejAupXkdjZm4zJFLbeVzTuU0fLXcQjSkBgbzmnNyY1vnkNyaVkUgTH0YzaFhntzPi2k/+e6GqGsfdPY4A3NwmvflbQzBOY5/nfJTcfG2b2+F2rDc1m/7eqc258goqV64ALmnio8Clu4eBB6Ic+3JtnQAu6jbzRLFW6wFqGk8oU+i46OaI8pXiwjuinKP2DgZc3NdHmvg8j2c8O8c0HqWNrbUTae3PEtGmk1fbeI7++2JVNfZjMW2bY1nZok2dPdxoaaXARdMmt7G6vc7t3G5nRPBRXG1Sbr6nNgd91G7TQ9l6MfZb2swTZWq0dru9A/vxuEPWqrNNUl18qE0KYcPloLfZueISLXDhdnsvGnPko1jX3EpdvQ0wWoEtf/fF3j4sVde4AnU+nrWmZmy2ttlAhtXGehsPm6MWmbtqX+/E6SVc8pcWZHSPUaeJD8PBEPaiMVPxRLeOr9TV41Jfvwa40DaPu3uwUldvU3m19nOhqgrH3T02L4713WOZWTju7sFyXb3rh5D7aRTMcu/nSCgDR13dyo/L21xvasZxT0o5dj6eC6leDAfcgYv87pX6Bv14WMEsazaXuU16qz3q6sZSTa2n8Vzs7bNxcaxtjmVm42JvH5br6rXrY725BYfJLlGozO25iexcXOrrx3xFpbKfadbPg0TScFO7tZmbhws9KaWB5M9ut3fgMNllilE7Atu8fDzh1GnMV1S6rmP+eyvcjp3OiOvhLbd5sbcPMw7uVuvYdzo6sReJKg/6AUIwVViES339ji5cs0EJ4iCRxE5Hp7afMyWleMKp0xaxKbuBTBMfdiNRbLS0Kuc9TShHbjcSNbXjOJ6CQk/jSRMfdto7sBeNaefofHEJbuk/YRqP/aClh8N+LI6Nllbl9znL2rzU12/ySjm1OeQL4CCe8DTvs8zFLxfSdZrLIX8QB4kE1puatf2cr6jErSdPCQ6U27ccCYZwkEjait469XOhsgrHPSkbcHGyc5f6+rFa36A9C+YrKnGpr98EsJztXCYOE0mseLBJa03NuJjq1V7QxrKonVuorNL2c7m2DoeJpPagp7pJfVioqlau4yE/XR9ezrbF6hocdffY5sjq0R/PysGlvn6s1Hk5X+px3N3DwL/+zFpUjIe3ud7cwgoy2rlF/I+j50W4E1mJa3rDcpk4XwArzFOgSu1LM8O7x8qA625tK/UNlJuRqXGlcvesQ9kB62bdbG3DfiyudHvSOGgx9mNxG8/GadGsNzPEqfH6TBcWYS8aU7bJx7PbGWHz7u7F4pla+/GEMk7Ox3PEwKCqzeEA5cRstrbZ3KPW8Uzx8ZI9s8oAACAASURBVJR4m6PtcLtWfJDP0XxFlfJbci8WJVGrPWOzpWU46u7BbKnaOzUSyhChJfVtiLa5G4k6hquc2lxvblECsjTxUVdqNOZYy8M89pAoLqoDjotV1Tjq6tZ4fajndDcSxUp9g+nv7W36aSgmErUcZPZ+cpl+fZs0vLMbiWo9GpR4260EbjxjaC8aE3wxlUFdZOTkSd14MrKw3d6OVQ/jmWfjOacI6XFgz71tbkCY/qbht6PuHkzlqz1JPGFizSGsZrUfq9zG2sJVlkM02wiBuY2d/16uqcUO05LR9XOns1PjSZLsnCVbyuksmMzLp5fe+gZlm0P+INYam7DVFlZmuZptUqXmfJEiAApARvvpzTvFvdu68E6a0ISaLQcba323LHuhttt0jui5nuV6vvDow140qo1o8AjANiv0qFpzMyWlOO5JYbHK3XtJ3FzufDG4hRCsH3G1oRE7nRFlGvVZwkh5iaQjgDH/JlhjQk1O3Bi5nxO5edRlpq2bRFnLVFNG3c/pQsqUdwIb1rHz8gNu3Afez/MMFKk4PNxYHMQTmnoRdIFtt1NVYl2GwvmiYuoBUZKpfQZJOdyOkaBzfSU+R1S4zkhfd54jI3VuS9PmgDTvTsZCbnM4SPk2u5Gots258gpc7O3DXJk9w0me95FQBrY7OmzMf6exz5aV09i2B6b8drgdmy2tJqa8Y5ulZVQaW1PTYzgYwnY7BVpWUGQd+1JNLS729uF8kXe+jbx+rOuD394O4gnHsJXcJs3e4aDIfc0NMKC1H4/jXK67p5e/+0JPSslz4uM56urGligL4v5uFdfHOh7P/CEWunHyXJvazMzCXiRqJlO7HFAr9Q24IBGF3eaIc5LWHMKF1n7yEi9OGlsmm8RAkU7+Ik3ciML2fsplY1Q2KU0INtvCOEx2abXApgoKcaEnxQCMmsPDM5xUHEBxFrCsS11mKufb6IRRKYhQJ40MEMr72IvGqJ0Lude7E2Vj2jtsXnsnG8vlL3Tj2WhpxQ4DT6qzgBdy9pIEs8a4l9oCyYxu4KbOT3Sb65xEpFMthkHiM5C85iCdyMmlAMZD/SRKGI46oj/T5mIARlexesgfoGUImCieWzq1fJA68W6cNgIvQ6BcOEXFtjIETvMuV+BWvzsoUs51olbThUW4kOoVAEY175zcq9sIHMnrQB4HMDxzSwU2Jpn+Dq8H5dwmTzmnRDpdP+fKynGhJ6UnVQcpOc9TAbESWkBMVfk0TXxMFVIWbPLQpkPhNlObgRC22zuUbfLfi9U1NNSk8MAMEMaBiESx2mD3LlifXaisYrwbd/thTtFuVBxQ9NmFyirsxxNKrw4FMNUMkKmJ2qMZWdiPx7Hd3qGd94Wqaux7ADCcvKkCMPIcHcQTphCOWz85CdkLgDnu7tECmPHsHEGqdp931mZdPb0kOvJEzDZp3yHTyen3cl09dj0AmLHMbGrnautg9fBbbdJmaxuOurq13vipgkIcCwDj3s8hX4AmejjwJW1t5hfgMJn0RIZda2rGTqf9cOb/j9ymF4LtCLuo7UVjrrZTfrcTX9LpLOAaZ1pA1tSMvUjUAwE63zNh2CtRm2c68QiQ3CY57knhXG6ekjmvInE6ba69aMxIxXVpc0LSKlADGENjRoe65YwnLYBhSF43eSKTSMdy9wUkcTy1JgtdOM4AxjyePA8ZXD6RW3+gKGgpb+yLvX1YqWtQenXkFEZteYWCIuxrABntJyXPclCkNBYMwCw4ujfNAIZncKn6ST0b5bjY26cBo0S4azdb21wPE3lz7cfVpdsHiJSq3co9MIobR0kZDpNdmC7QFCfjipPhsGub/PdSTS0upHr1WVTcA9PYZPp718M5kcREjpP9MMbOD2cnoq35N+V86cI4/N0XUr2eANlBPCEBGPd59+qBGQlSNWU6Hud9ydeSTK5W2dhRliKvBzCUk3ch1esdwDS3KO0HBxv70ZgWGHBRU52NHSCU27Efi99Uwoeqn4NEAjCaEJLZA+O+5rgI6E5nRHvge01DHiRUP2XXIaxt62e+N0kK6mmOUF00Fzsn7HZzi5Bv0M2RF523QULBhicA4zXjiRgAxksG16W+fhsZmaw3NeOoq1vrruUAZlFbQsDgq+gE7c55CvcYAMYqme22uajHQl2WYDgQFB4YXT+9eEs4iNhobnGU8bf287wHXo0xnqhW9E94lBJJiwfG+d3HggOjKN1A6EZwiqVa2+Qp6No5kvV4vLhWozEsKEJI9DAJYU8KIananC0tox4YjbuWZ7Y4cWCc2tRnPhlrbkMTQpI9MLqy8COhDCHD7Qaa+WGyVFOL456Uy4FvtGl4YBrhFu7hz3IPjHPKttHmeFY2djojnkNIe5J+jXVviOeqa2gml4IDIwMYt5RL+dlFzx4Ymsml9igZIaRdDU+IA8cdpvHjyQPjMYR0mEgqZQL4b8PGqi+JAsB48cDUUpE8lfeJAy0jm0oDYNrC1M55BDC6byRCSOF2JQfmLJE4I6Kujxso8n75s7apskm7LGNVxYG5qYsns9tewYZufZyVAIynEFJjkwhLqfo5V1bOODAcf/hB0oRgo7mFZRbZF5jcAE+Dc3LhWD+iGKhHRV6vbVL3pnuKlwxgdKBoyBfATiflwIwqPEVnCSWoUg6M+tY+JNUh0t2wzxcV48CFA2M1QDIHxvXd/gC22zuwH0+YeEJO4+EcGH282WdwejxW5paVkJ37GcRmq51X4xq6S3ZhrqxcsT4oMOAcGFU/z7KNcCHVq+Tq8Bu2zp0vb66DRBJTBWoODAeZBihybpPzag40vJoBwjkwHd44MLV1uJDqdSEGSwBGqPzqwyOL1TXYj8W1/I6xDMrvcCKOW9tUhaWs7z7uSXkaj8GB0YSQKquwH7cL9TkeJhE1IBNtctViHQcmI5NyYDS8mjS5CQ5Mdi6Ou3u0nq8BQoTnXCceygUF9RwYopHcMAMYXqpGbZOI8MDotMIMD4xaG0cWBZW5JU7q7NxjoTuc08SHjWbKgfEafleFygcI1azaj8W1HBiuU+alTA4PIXnhwKw3c60wPQfmMJHUav0M+gIi1CVzj5zmfbaMes450CJ8Aa01NeOou0cPYG4ihLRa30BJvBq2slxSQIf+eGFInXdBABivHgsLgFEdznpBOLMHRtXmeebV8QJg9iJRLU+Ih5D2Y3Et98jMgVEj5HWPsdTfjgPjIYTERK9UAGaEhZA4gFF6YBgHRhdC4rwancAd95Zw8SVdm1ttYWy0tHj2wGiJwcGQEPdzF72i/85F87wI8elIvPxZLxyYAWKER9SESjqmBQ+ZQBzAXEz1KrO/OIAxh5D0YMPp3fJ4vHJg0tIc6WzsaIYUQnJpU9jYhsb/HQ5MJKq1hxO5eRIHRk/i3e2MYDxLA2CysrEfi2FZgCL3s4Brz3jhwHgJIRkHflhrkybzC0RigRePhZNmmJvt9MSBYXZOxYHhSsP8kqh8t8SB0Z3ra41NDDx54MC4ZFVZz5dVzoHRtDkrcWCI/NB6cwsFMJrbjlDD9JKFVN+A3YgewMjekgEVQmYbdtcDB0YuOqk6nEUIyZK149TmdCHld+iIn5QDwwTXNGEHDoq8hZD0czTspxkuXip1TxcW4WKqV2geuGY2+WjKsy6EdJaYPTBakCdCSBoAI90O3Iwf56vsdnQyxr8H1d/ePg3QkjgwrHCa6tDjapg6sDEiAIy3sBT16hTqVTvD7dKacz9MeAhJp9p5Mx4YAWActaF8pjb5ga87SHkIyS3kwoHOYlU1VTF2VO2UDvGsHBFC0s07T6N2endaGs9oKBM7rPyCzgshgzytMnJnBGsNjd6ykDxwYCZycnGY7GJp1BplZEa41Yfp6WVWlyiRJiwLKRpzBDDyfI5nGWVm1GeBX6j+6kNIRTjuSWFZo07MQ0iewUbcXrXZqZ/rzS3YuYnLnzYLyZNau90Do5sjT4DsJgi3XMXYC4BZ8xjqmi0tw6W+fu55MQzMenOLJw6M5zRqFz0BpzZlXo2nzCaP8Vn9gf+/xIFhbHYvrjuuPOgVwKizv8hNATLPHBifX4xHS0Qr8MKBIeaaVB5rOPHN5dTPAQYMdiNR6q7VgCIeQlKBUXobZhyY5habGJNtc5WVu2q2yGMfCYawFQ5jo9mDB4bVcNKlUfO6UDwLyc2oDRDKgbnQk3L0wJgOE1azTMWB4W2qOTAyiJB1YNRt8rCUO4Axc3q0gMzGgXF6NwNF1TWUA6MDMGx96OaIA629aFR7SZTrXOkAzKrHLKSJ3DwcJruw3tzi2I61Ta821guJN03UadTyfMplC1T9HCQUwHixc8IDowEwwwFaSsVJs8V6FkxJacdKoPXbcGB0vDwWYlQRg+m7A0YatYdsWK9gg2ekjmk8dJP5Bdj3UEtwyBfwTOKdKyun4MW6uTZaWnChJ6VlicsARuXiSxOfgdQ0XIyJHKoDs1CpDiHxNnct5CU3r44XUDTkC2C3M4L9uDrkIuf+ewEwhgfGAwfGSwiJxZud6sDIh6PgwMTinjgwl/r6PRmgjZYWT94SuXK3up+s3LklZdGtGrhXDgwn8aqA41li6MB44cAYNXDUYYe58gocMm+JDrzJYMOtTd7Pg0RC2Sbvp9m74N7Ppdo6XOztU4rj8QN/LxpzFGmztSk4ME7hEYvxjcaU7nz+LPeC6A58nlXl5PkyjSczC4fJLmy2hV1T4tPSuw8SSU86MLseOT1iPJo5GuM6MFoODK107VUH5ri7xxPZeJVrbWlu2ALAeOCrrNQ30DRqD4V+92IxDxwYH7bC7Tjq7tGeBSKNWvGN+OG82dpmS6P+73BgBonPlG2pBTAaDz+/qB3EE8LT7NRPPh7jIq0/hw4TSY2NZWdBc4uWA8MdE17CUiYPjIkDYz+ziNskrzU24bi756Y8MLpDj9eyGM3IUg50IifPA0GV/tOZA2PvpzmE5L5oh3yUA2MVRHIjkx6wj3wzHhgd8vXMgfGSFu6jAMaLkJ1VB0a1sdebmrHd8b/DgdF5SybzC1xDSDIwMMeG3fvJyWA6D4wcQtrwEkIqKcVBIumtcCQLIQ1rPDC8TV1YajQjk1a8DrdrODBGyMULB2YvEqUARjH2s4SnUSc86MBkedCBoYee1zTqxapqXHQlJZsBzEGCyu67h9n8MPFvPKRR77DxqEi8chq1qgTLAJF0YJqb/8eykMazc3Dc3ePJA8N1YLQemBxqYz3pwLAsJB2AGcvKNklquNok4sdmS6stjdqpzamCQlclXkc75yWs7ZUDww5nT2nUFq6fWz+5YOd+NObaT6fxKN/Nw/RaQEbHsxf1qAPD1Ip1bYoiwpZK43KbxG1C0sQcQrIiMFunmDtfuRiIXM3SY7hHeEvUk8cllFX9nMiRPTDu/RwOyMJv7kCLeyycQ0iykTFUZjfbwtqMkOlC97CUaY5MAoIKQMaE7LgHxmxE7aj7QqpXpEHyvxs0jcdA8kbGkPtBxsejCk/QfgawYSLxus/RVGER9uNxJYmXHyZ70ahQvVSNfa68wlU7RP6WZgCj8cCwAoHajCHmgaEhpICyn7Nl5TiIJxyLKMptjmUyjRONymyaUA/McXcPzhcVK/cQFxVzkv23PrtQ6dW7kC2ReNUAZrG6hnJgXC5V/LmFqmqqxKsBZONZOThIJBm5Xr0veRq1NXwlt8s9MDwkphuP16wqXkRxtaFRW4WYe2Ccqmmb7WEujgQHRg02Vpm3ROXBNV0SLTbJaa0IUOTIVzHmk4ct+cXT1SYRP9XvYnIRqnXMPTB2oGVukydfeE0s4CGXtMv6ELbTlMGpsHNS8V3rXJrWXCjDkIsIOdtj+m5JUFV7DhWJjCFdQofMgVGdl5P5hTiIxx28OpZ5ZyGk7fZ2y3iM54hqktOEqutRVUP3Qy/NDlIn8pJ9gfFwD60mqjLS53KdXU1O/VxtaMR+LG4aqNuGPYgnHHLqrYuWlhLYj8VNB6m1TQ5gnKTi7YvWIKjqDijO75gpKVVuQrdUc+u7eVbVfjyhnaPpQgpgrHwmt024FW43ud7djIVTxWanfpqF7NRtOoXuzG1SIut+jCqtuhlU3iYn8doPPfMBNRLKENWIdWOfZXwVK9iw9TMQxE5nBBvNLa5Gmrc5U1KKo65ubQhpNCMLBw46H05t8pCLs2dDAhsshMS5A6p+8gNfx3HgxOBl5s7XtamrcDxADB2Yc3n5yj00mpGFw65umqmlmSO38cjP0sOEkXgbGrzNEQN5qn6OhDKwH08IL5W7PaSy/0dd3S7ZPZL9yM0TXgidjV3hVaA1lwBKDLYrqFvbHCBcyC5m8sY7rQ+uV+PlfNlqC2M/Htfaj8n8AlxI9dqyXJ1sktC70pwFgk5QorJJRsjFWpnerZ+8DIvKfgiuXyTiOnZutzmBeFjzbi4WavVIO41HiOPp5j2PqhWrx0P/ycnTTm26ghfZoB2ykIMS+TEjqVqwfJKX6+ptKW5O7x7PysZBwtAScG+TgqxjFvPUghcPmyBNaHzSkGRWL66jrm7lx+BjX29qxn4sbroJO83neHYODpNdygJafDw81KN69wAhngHeZF6+47sdFyxzGTqNx9rP4+4evfHx0dvTQSKhnffpomJcTPXaXJtOxmeno5OGUBzWjqnNwiJKYrV4X5zGzus16cDLNCNEW8NH1ja5hsNOR6cSZKUZyLrU16/tJ1cgpkRj97Hz0Bk/7FXAfiRIb3k8a0W15mbLyqn31oNAG6/HowMvS9U1uNTXr/RW8Dk66urGpAW82NaHL4A9Vtlatz7myiocExqcvuVuZwSbrW3aOVqqrsGFVMoRZMk2YSSYgf1YXPLoqO32QSKpBC9pYpCXVeCFt7lYVU0lJSxngXns9BA9THbZqjY7vZ+neuvCR+fy8j2BlzTxCZ6Ok50z2dgsmj5u5Veq21R798/l5eOoq1vbT05POEgkTd4Xpza9XdLoPzfbwuywV9vjtcYmHCSSWhvLzyErv/Jm5906nkss3Vl3FshlahzAi7kD/DdHxXtRPTN8LDPbMV3OPkBJMjrLWpLb4XYXiWK5rt5xouTfW21hHGluYlzR1xt6914jQq5P4b6hjYPeCG/xZ+2uNXHLcMjkkt/Nbw5eCsWtNjSK9D8tscprgS1JcVG5oXM5CbtKOUeDxC/CdSMaAtj54hJH75C5n0bWlRc3KQ8B6rxDg8Rw++qyhM4XlWjTxgeYwd+PxT3dbOcrKrUp3vywo1yJFtf1wdfcXHkFlcZ3CDVY2+QaJNrwVmkZDW9pvENjmczz0RbWhuF4hpSO0zFbVk5LLCi8oQOE6/h0KDVV+LN8jqYKCi3r3X54e62PxTV3vBSa3NPUFeLPLtfWsaxJJxsrAUZmY2+GMK3V8WGkZav6rnVuBwjBenMLLvaaxVGd3u2W2er0vYzwhdomWT3WTkBQbnMvGtNqkHDdGy/aYrudnTZagrWfqgLBNpske8EVpUIGCBEhQBUlwrjoJwR1QzXvIrU+Sw7XOdvtS3392vWRJoY4qhuFwJGwq4sty4uVxyP1JC0aV9+LxkwZA/w580bNlqrRuh/K3P111NWlzEI4S6irSq5L4dom8YuD3ksdBy9FK9PEkN4e1+gR8JixUz9NzzGE71XIylow0/HdefnYj+kVlLmokDcdiDxRt0S3oQUvR8OH4rwcneLwcCAoVbNWZxzxFMFZFotVrTkuQOgl20pX2HOA0BCDLuWRPztfUSnKG6jS2nlYy8qhcWpzjnFopgvVadijTBJ/valZSywWbeoOZXbz31Rq03APRa2oKK1Kw+bv1hOlKbD1UjBTcJc04xlhFb95uQZVm7xCti5VnadMe+HQLNXUUrudY7ex8rsF+VqhIyOvOS9kZU4sXtX2k4uimj1YKnvoqSxNXb22LI1oUxTxVfdTHPQe7Paetk2jxtmBLfTobJNkUVRVHTohYaEg7PKox140holsNWDkCSFeMr04d0kej5s99FIwc5D4aUarplyDY6q0SHXMVtej4EXcuMtRNUAuUKQlpkkbVf57pw/GCcVO/ZTb5EI5cl0Et0lba2rCTkeHPjXwZnRuHOoy6VK6rf00jyefZgpoxKYGCY1Te9FqsFYEVW2UVQ81LsQG0GYKEFEoc18jqneWSB4XjRozLwK53a6vGDtdWIS9aEyrtjsoCT7pQMb54hIcekgT554MXWHJAUIwX17hqS6TIBQ3ewcuKgG8AQaGthihmB527v1UHfTWvX6Y7KIyAjoPBcuIctK5cRqPqs7UAGEZXuF2lvauPry5B2m60L1QpjxHBnBxnyPhcfEKXDSpvSa77Vgo03g3vXBGbk540IPOjVfhwTUW4tcVq5TFUNVJGz4p61RXENjQpNGdWYYYqhq4yOrnqrFz4MIJxaqzgHMedQUbZY+LSqxOPoN1XLFzuXkSQVpf0NN6KXdq0xBDVWMFOVVaV2fKEjaiG2AvGtMW0hrNyBKkPdUhkiY+Ze0TkzHLMjwuug1gABf9hzhI6DRR6D+NVG4PKV9xvYwz3wDWNEPnTZVrAi6q8Rz3pDxlCHA9BZ27Uwjfeaku2tRsUzd2G4+59okbyAiIm4iun9OePC4s7botTNn8mkNkukDvHeGbSiak6fqpFzE0F5TU9ZNr0ejSw0dDRiaU19pJOi2aEVY7SRd+Ege9Syq3da8fJrtsnCHHA5QDFwfwYHu3V49LW9gbcCkrF9o6qgrfIx7Ujfn7VeUZzDY201NYh7dpv807AcZsURHbU9HNaAzncvUlEjgY0tmkNZYJpSuRwJV7dRdOYec6I9pMKNkm6ey2kR6uBy77TLJCdSibC+eq++lZN8ZnyP+rgMsAMUKJujTy8ewc4UHSzREXHNS1Kau4q9bHIJE4Lh4kOIh1gF6AC+e4qENFRozaS1l0LsbkBbhstoW1wEXFcXE8lD0q+wkPhYdCkuseDvqzhBZOcytNbn33hVQvVhu9iUtZ08edxkMzumiWmMo48zmyelwcjQTjuOhiv2niE2UMdCibx0rV9a8kwbu2sLZA4/miYhwmu7RlDNLEJ7LEvFQLP0wmlcUpB4iV4+IugjVAZI6LOvw0HPDGtThLCObLKz0Jr/HaTp6E+SQvjn19yPaDcly22zuUbZ4lN8FxKS1jHBd1WGc4IAExL8BFw9lJE3P9K52na7G6Bpf6nLLZ7DZWzr5StblUU4uDeMLFHprn3asoIC1OaU8Lt/bTizAft0nrTc0UuGg85dbQuWpfOoXEHW1SDrdJ6lIxnERMw9cajgu/cCo9FEQkDFjLtTidBVM8W0l3mSI+kcI97FdXk19lxTb1CTI5nmoMpgnzuHjQV+MFgFXrWNhYPh5F+jivWn2Y7DLCRkvVNdiLOEtWy4uV153QSSyniU/EX3VtetV5kDkuqvDTWeJdPG+Q/HYcF90t3eC46D1DZo6LO3DxWljN2NCaOK3XGlWm0JceuOxFeWE1t34S1wKSTv2cLiqm5dC1HJeQieOiavN8UTH2ojFvRTaZW9ZLefmDeELLceF1STxxXMorcNyT0kqFmzguGpDhNQwymmFwXLT1l1ioSEc8pRmESWWoiBvdxaqam+K4aAtiMo+LUeJBDcT2ozFPoaLt9g4WKlIDW+8cl2yp2KMaEDiH4+3v5h4XHceFi+ftRaL6kgg3UaNqrbHJU9kZq8fF1SYRKlDqheMykZMnCXpqbKfHMLs3kVAVx8V+ZonCvx6l+TdZ4V93jotPJN3oAONETu5NhYr2IlHt2Xae2W11EVYiiee1a89gIXpaVg4yQG6G45ItgMuAB+DiSXyJbQAtx4VQ4HLc3eMhVJRvAhlKjovHAlOeD3rid4m/Om0AQ/VXBVzO5ebhQk+KqWFqCqp5rkdC1Q49Fdf0WAhzItcaT3YHBHxDazkuLFSkA4zD/iBT6PVQAr6omEpve3HLNnOBKg1wKSr2VAqBq/7uaSpfpwkNFR33pJSewwFiFs3zxHFJJDGVX6As8jgSzJCqVLsfdgK4RGOeqjpzjouuzcWbCBXte+K4GCKAunDJTIkRflLO0U1xXKq1AojCk9EZYaRX9V439GG8heP//+K48HRoXTHKybx87MX0NilNjMrXupu/ABmaYrbUdtrbdLRzOSwJQXPQ81CRXa3d3s+bAi7NarV2ATIUhTBtc8SSKnRzZFQH13N2Lvb2afmwg0KMrkN5keNlGDhwGSAE5GY4LvuxuDfgwsGQI3CRwZBHci6hLqWjrm5trJSXFvDKcfHqcTHSoTVuTI9VtLnL0amf8nPncvNw1N2jjFHT38QoZe+F4xKJ3gRwiWjjmnw8Ogb/kI/yUQ4SSe28TxcW4bi75yY5LnoVTO4dUX1LXo1124MXx4vHhYcX9qIxUa5A58m44KBhY92XIx45LvygP4gnMKWteJ3hObQyU1JKxQc91EYSHhcNF8ervP9vw3Hx6pVSh4p4JfqwMkuKt8k9LjqAxYGLqlglf3bJM8clC7sRWtzRbV/yZxcqq1wreFvX3K4Q4PMAXDxxXAxFdS1wYRwXL/yNfQ+8uzSRwZAHj4uH7MlBn/MFzamf3jkuflEwUscJMSRJNHabc1w88IBURTWt9tBTmRlicFyoNow+6iHbWOIld5/HSnUfjE/aQSKp9eKIG4a24BjlGxwmu5QbQOa46FJ904QSx7y47b3XbiJCOdgLx4WmbWuAS14+JecqDA+f99WGRux4IBuLoo4343HRbYBcoxaVzpgJjouinzxN8GJvn5bjMhxwLuro2CYvFFlapl0fMnDReXG4gJSO42KW73YHtvPlFbjU16cNPw0HQtjxSM69maKOQjlYB4aYF0dX+mA0kwpY0jpL7mBIcFxSvY7cFfm5GQ91o/gcmauBa8bDwmnqNoPYYaEinc7PYlU1Lvb2eUqH3mNebS1wYV5tHSDgdlvlHeHPLlRWUZ2fmyg+qQtprTc140KqV1tM02vmZpoYkhOeLlPxi2C9RwAAIABJREFUhFRext1uGxwXb6EiL/XxRD05RT8Fx8VDfbw0YUUQhSqus8dlgNDCl3tRb4Uv94Xd9gBcPLTJ7bY+O87gEaq0xwTHxSGpgmiBS1Y2diMRrNTrOyM0BnRCRizFWhV/TRMDaR4mnTku/Nmz0gbQLdZB4vese8JTrPVeHCOzRyXoRwFWvmjT2k/zu2UdF/W801BRp16LgOm4aNOh2Ry5Mcnlb+ktnkyooiS/iWj6eb6oGBd6UsIt6zbvw4GgtAH03pE9D2XZzZoJOo6LWYfBbY4Ex4UBF1Wb8+UVjkrETm3erMdFq1ESyhTpw1qOS2kZ9lxCRdZD+VDLcTGHis4Xl6hDRTfLcfE4R17GMxLMwFZbmIaKNMB2yWtWUWYWtts7PBWnXKqpZRlAXuz2Teq4aAQKRzMysdPeob1McSXx4+4ebRFNrrmi41oMEqrj4paWK/eTe3G8FIh0qnDtNEdmjosCuPgZxyWR9MRxkcPXKnkKuTyBUz/5vHtNuqF2O+pJ6+ZmPC7HPSmtzo9cINIrx8XJxhK14TFSlweU6PXmOC7eQkX0g90MO91LFWrPhSG96riwNvdicU/xVx5a0Y3nQqrXc8XX3YiXQpcUuGi1bnwyx0Ud1+Sph7w0gfuGvjmOy8XePilG7dxPQ8dFnwE0VVDkoRw7MVIPNfFXDrCcJLutbQqOi6bi6wBh6dCpXizoqmXbgIs6/HSY7NKk+poPZdWFgh/0XgTbOHDZbu/Qk3Ora3Cxt89bOnQiqQ3BDPkZx8VD9W/OcXF+twW4hMNCrdntEBkgNL37oleOCwMZOo7LApPn13FHxrPkdGj1tzSAi4bjEsrEbmcn1hoatWfBWkMjLqR6cS5PrePiVYAuTRgfJeqcuWk+lHNNvDs3u81tJ+WEeEyH9sJxYZmwXipb6zkuxCzR4EHHxaqs7Lg+JGFZ7bw7zJHbeC729mFVy3GhchteMnun8guF1o2T7SJOnUkTwzvilOJk/X8Wq6ppppLCjZkmPoxn50jkXEWb3OOSSHqKlbqBDHObAazU1WvRXppQr8duJOqYDm3tJ2e8q4BLmqhjuubn8nHY1e1oeKxGdaWuHjudnUrgIt7twnGRfw/5A1htYONRLFa5TScXqrnNIDbb2rShojShLsej7m5HwyP/5h6XzdY2GyDgz/E2pwoKsReNOYaKrP1ca2xy9LjY2uReHIfbgPybe1x2hOS/PHa/6dm5snIcuwjQWds0qk8HHeed95N7E1Rpxmniwygjnq43NdsO+kFLP2cYcFFxXNLsAN2PJxw5LtZ+LlRV46i7R8lxSROfAE3qd9PaS5strbYSBo5zxLKkdHM0EszAZmsbNlpabcq51jni43HyuMjvFskKDiVQrG3KxRtV/RyTMoB0bS5UVmHXJatI7udoRib1DOnsNqEXn6PuHm0/DZvEPdAKG8uUc7WpvhJ/Q2e3OfFUxU1MEx8mcvOw2xlx9LhY7cdWW9gTz2SqoBD7Lhw5J5vE7ZyTTeKlKZZqarXekTTxYSI7FzudEceLvnmOAliqqaWeLi8el+4eR0+Xdd7XGptoOF7DcZliHBeVPSTW/zBI6A14gVVutaI9+Tl+u+KkyjOEYJAEXJ9dqavHUXcPhiy3FqtBGc3IpLnhtXWsTXvHeZvLdfU4iCdsNyHrcxPZObjU14/58graps+9n+tNzTiIJ2wI0trPidxcersqLVP2M00INlpasR+L2+Lutjmqb8DF3j7leNKEuoUvpHqxJObdfY42mmmWllUZ1frcuZw8Gp8vKVXOUZrQuiQHiSRbeIp5z8nFpb5+R/RsfZarT7ptAKPNPFEPxuin3fAMEj+tpB2La9vk7Hj59m3dVHzsO50RbLd3aMczXVSMW0+dxnRBkeinHbTRGPluhIIc1ZrjbfLKz2795L/3Y3Fshdu1/eRFHsezc0xtmsftE9W515qatG0uVFbhlhMnbSFCa5tDvgAOWdVrt3VMDXlAjMfNmPF3ny8uwS39J4w5cpl3PkebbWHtHpotK8eFnhTGsrLVcxQI4ohVqFbN0Vk27xdSvUabPrc2QyKErOsnF/QbDakAuA+joUxKqqyrV7Z5ln3LCz0p2+XD+u7RjExc6Elp2+RnwWEiKfaUq53LzMIt/SewVFOr7edyXT2Ou3tsWTg2+5Gdi4u9vZivqNSeWetNzczOqfclt3NGm+5nAdf/Ul0UBgi9RN9y4oTSHqcJvdDwYpC6eV9rbMRhsgtDfvV5OZ6dQ9W8y8q15+VGSyuOe1LabzmeTQthzpWV68+CcDsOk0nT31ufc/G8+AyNh2bdDc+4EalIdmniw2hmFjZb2yTBK+eBDrI2dyNR7S1rNJRpxLUVN6JB4sdCZRWOurpxvsg9pj5I/BSdtnd4QJIGOlVXuDW8Tm4E5SF/EMP+IEYz6BxtNLfYiFnW8SxW1+DYJYtB/s3Df6pbMEfGC1XV2I1ElTVHBILnXjSXTch/8ywG9Q2P3hq3wu3C6zTkD7pWbOa3Rlokz/73/DcV4Us6Zs7Izw35A6Luh+5bnsvNdyw+Z/1GQ/6gcWu0uab99jY7I44xaGs/vdyI0sSH6cIiHHV1O+osyM8NB4JYa2oW9ZpUh56qlIL8eySYQWW+w2rthjTxCe+YVetokPgxHAhhJJiB4UAIs6VldDwOGlPmOaI31sNkUlt52ut4hgNBoWaq9syxOYpElRXh04Sm9682NGC7vUMZTk0T5pnr7tF65njZA17d1/m2Tn/PlpVjLxLV2o+RUAY2WlqZTVJ5On2YKSml3CEPbW62tEo2yb2fi9U1OOrqdgzBmexHVjb2YnFHZW1Xm+RAULbazq1wuyMfyd5mJXY7I57s3HYH5Q4pbacvgOXaOhx1dbt6Bvle4ePReRDHMrOw1RZ25ELJ33KQ+DFXXiHmyO285PO+HW7HmqJN3k8epnTKeJR/c0qCU9iXP6fkvIyEMrDTGVHWSEkTI17vrq7pN7fZ0en44RzbTCQxla9W7OTy5aoCa7zN5do6XEilTBkF3OANEorgzxBz7FTHVufeH23aYla2YP9b//4EIUgRwsZDww1e5n2pphYXXWqk2FRNGXHSLetCbtOuimx37Y1nUaVlHUFrgEhVaR03trmfnGfVz76F9eYs99NY3O79FDo5GoG/QR816Es1tdpqr5N5+Y4qwrxg4RlCxK2fk5/1vCQzB8BpX/L54lVcVfFtE4dIU19qkPhvSkX4IJ7ATLGaz8HVjjmHSPWNpi1ZF0O+AAYIQQ8h6CIE3ewPr21FLxZqgudWWxiHyS7tHE0VFOIgkVQqGHNhRaol1KHgvBjj0fOsfKI2jXWOnOade8jmytTp88OBEHZ52QmNbPyc1wyroJG1pSqgyTPBDpNdOF+k5iVxu60iVAu7XVMnalsp7YdcdkLT5iLjEOlIxaMZWZ5VhHmZBl2GFadl6M7BNPFhtZGWVHADWvwc4u/W8pdYpq8XTtRiVTUjAGvGk5ElnW3qOZpnmW1TCuDIvVlHXd2uZUmIPlMi01hgXlMNC9Q6EkJO26VTjm160aYQFWI9VHOVBLCG/EGcYAfludx8jGZkoY+1ycsgyDdCpwUm0hc1i3ZcruYqGdDbTp/FSze3xK1OcBuUG5uOfam6xhM5cCwzCweMh6BLGxW1UjTxW07A9pIpoQYwZoB7EE/gNZf+X9bePL7Oomwfn3Oy72ubpU2afTnZl+7ZkzZN0yZpkzZJsydtWWURhVdAwQUE3BAVX0FxA1/lBUF9UQFBRQWURUFQdpVVkEV2VOr1+2Pmnmc588xMvz/5fPiQ0pM588wzyzX3fd3XdUimxbpF2NL972bGcMbwLpy/uOjc7hXhTfdCmCwrUx509B5O7OrGZ086Wd5cdYcJlWNKAnYoBusFaBlMTUdvbDzWC0DKiW92AMbWW4SqL2zIgSTRrT9IHW0bo3+TMI7TE5YdhWKqCDNpOSw2NmE0vwAbxVo8f2ERV3/6M/j+ly7DefML2OICZGYAw8sxl5qajSRGWdVgABtS/8eyws0KwDDHesM050j/x0T07ImJdYjiBmKkW9tGZxHSExsnSd2m6q1h0uDREKtlRRjt2xZ70kGRLrbZ52aqqo39JFE+04HP/ZsiWm0beiYp9Gepc2YCEZ2M0wmWm1sCD/xO13fblrzrMgHuMRpZnSeJ4rp36QZFwWcB/yy1aQp2bEtOwWJjE/aXlkb1k9FC0LHC6UFVBDj/Z3evWm1d3eAoXupf3O5VqwNDTZ4JFhvHAUxZuQAwwQtWRiwys9DOGE7u6cNj992H1195Ba++9BKu+ewl6InhaRzSXwi+ufKfSRjIqL8gIjCEurcwhgduvwNvv/mmPNw6GU+JeSNK6hsUlVDaSY+7VE4N425DEuxggihn5UvlIHn/QuhiYXSHYtAXl4BNjOFAVTUA4P1DO7GZMfTGxMvPUSqhnTH85sc34rbrr8dYQaHyIHX3c3tKGpaao8vP6bMdjOGx++7DS3/9qzygjBYLIlqyd81abGAMZ43txZMPP4zXX3kFr7zwAr567ofl+xyXHiN2EZhRqyqMYqtqALdwlE0kwEYIi0rFh7OCfZzcAGampsbKtuFAVTUOtrXhiQceBAD8+9//BgD89qc/w1YBBndmZrnM3vQKnpNl5Vhs0kdgjhbAmCIw7jat/NWIzGihNEpcGb02CAcGc7URzEXqjArA0lBToypMh7gU/NNUum1ljt+UGcDEudScg6Mlcp+zKKcfSEySFzXTWTCWX4CFhkZ7VWEL/z03gNH1sz8hCTMEYLQRGO5RdLCtHYOp6jQO/Q7t23YVZLWYsDDppHSP+nnUgMx0FsgUkgWAWWpuiaq+ZaOr83gu1RCBORoAsyvHLhRJUR1VlYMKFJHXiBHAyFCkOgJDB9XewjWYr2/AXKQO/3jnHdxz6604qbsHn3/vaQCAz5/6XjQxfiMM4jh4N2mea58PqLP3Ly7SIuiJjcMLTz+NB++40zmsRNi8Ly5BRmCCxYkcQLZidTNJUkZgulhY8gtojKQ/VbLeO8UNYFQLyj1pVRGYDsbQznjqrJUxHLtpC1567jmZ721jPDK2mfH0wXrx8x9+/Wt89qST+ftcszaKDK4CBoukn0NzLhSDrWKOv/bKK7jnlluwlTFHXdhCIXOyrBynDgwAAG69+mqc0NGFr33kowCAD09No0UcJiqPKHd7XYyDuKGMTGv9C8eW3pxCWhaESm3JZyiGa90oODAqUKRy0KZ55D5IJ8vKZaWBbi71JyThnltuAQB86rjj0Z+QhIHEZAylZ3o+R3pApufpCoUxZSl0KSNKJs8rAYpsHHCHMrOkQrctgDHpX+xetRorrW1mVWeRQpqvqze+y925qzAXqcNQpt0l0eHl6c4CcwTG3aaKA+Pft/cUrsGyoZqLLomOqrO+nzICY4hYyGoui1T5qKjCtZIPsUwhyQhMIAfGm6a3icAcqKrmAMZA4xhZnScVmLWALDHJKEDrHnfrCExDIybLnGAH2yo6dah9vTYEzCdYvHSYNbnW7l61GosNjVaKniYOjHvBLhqccGmjtBHw6gqFsT0lFddccgmOHDmCvvhENDGGRsbwxAMP4sZvfBPNjKcsyOU1kAMTikEbY2hgbmlmvcvrQFIyV5xtaAQA/OR/vo31jOfW3c/dE8s3IJvUHellqInO3kWo8plpZpxn4G7T1hmcODBWrrX5BZivb8Bgajo2MYbduatx+//dgEvf9370xSXgw9MH8OCdd2J7SirOX1jEb268ER+c2I+L33MSbr36aizUN2IgMRl/evAPOKV/ALuyc3HdpZfi1z/+sRP1C0ohpaR6lIu7QjHYLBY8ANzwlSvQJuaRjZN2V4insG666iq88eqr2Mw4T6ONMbz28su46oIL0SDmeocARXORusADqlXMQX8EJujQo03NZONAh/PBtnYrVU15OBtu7TIC40pbNgsQ6rTPpA5GIAcmFCPSQtl491//wv2//BV6Y+OxmfFUnHvDpO/2ppCCD5MuFnJxYAyqp2mCA2MBYBw/LdMYcU7PyKrVxnF3+2lpIxuCA7NLUb3h3mN7YrgtBdcaMqSQbJ20LfdYLwfGoIZswYFx70kH29qNFhKS66fhwLj3TjvOiJkD429TDZq9IGK2NoJ9mos8gYiJdSWcA6MQFfR8t4bT4zmDRUpMl76S+zZZSCg5MN7nma+r13Jg6LMjq7nDvQ2AWRYRmC4mqo0IGBxsU4ci3RsQRWCOxr3W7KUS50RgDA+6K3cVFgNkwbtcv6dTIKXf6Q7FYCPjPIfPnHgihrNzsVEcpP8+cgQXHTqMZtehQz4h/tB7F+Opn3P2T+KyM89CT0ysnDi6mx4dfGfs2g0A+Ob5H0cT4xGpLhfHo5OJfLPk9Bg4MCICo2bnewGMlG0Xf3/JKafi/MUlz2boXoQmQy4eUYqIdxn2fLe/n6PidtCfkIiR1Xm44Yqv4uW/Po8Xnn4ap/Zvw2xNBH/49a/x/FNP4fe/uh3nTE7h/MUlPHbffThy5Ai+8bHzsKdgDb72kY/irddfxwO3346rLrwIK61tRqDFU0gtMkK3njEcs2ETAOArH/wQfw+x8YGO2v55tJkxHLd5C86bX5Bk49maWgDA6cO7BBiK84ANfwqJ+nbB8oqMJrklyTtUoNn1s5sDQ6rGXT6uEEWK6MA3RQLcNvU2ERiac5ecfErUPOpkeg4Mcc8Ota0HAPzPJz6JvWuLZGooCIxGc2A0gKyUywaYUkjkZ2Z0HQ/FeIjOujEiYTKdXxX9vK+klHNgLMAGlbTq9tjuME8h2URgyOzSxDM8Kg5Mdg430LRQRaZUuY6XRxHcoEiz+7spAnPAlgNjwRnpjTOLC1I/ZcrFwPWjlMv+klJ0G1JIFIHRk3hDMiVmjMDExQv1ZDtF5iAOTJfrXfbFJ2BGPI8O5MkxsozAEImXuQ+TkdV5RqEsQlXWHBhysTVFYOJcZnCKl9DFwnLz35mZjemKSjkZekSlkB+hEmfEYcgzedjQZ7pYGBtdQGsoIxN/vOsuPHD7HZ7Dwn04z9ZEA5gtjOGJ3/8er73yivwsqRMGAZiemDi0MoYzx/YAAL54+uloF99J1SrdoRj0iJp8eh6d7wz9d6ygEEuGfLM7ArO/pBQDSckAgDt/9CO0iw3PvWDGlCae3o28S0Sppisr5e2+OxQTVfIsNwsBYPoSEtHMeGrov3aPYKWlFQcqq3D6zl3oj0/EZsYjFsRRmiwtx0cOzGB7cirO3juOiaJibGL8tq9zse0OxaAnJg5bGGf8z9fVY7qiEu2M4UP79gMAzptfQIt4fvodFYDxzCNB1u2LT5ACes888QRu++512OgDuvQOJoQ0ObVJ4/Payy/jiQcewBbG+R2DqY5LuulwHl9bJKXJN4vxJFI6vc8OJgQBm5plKlQ1P7pYWKYypisqjQBmZ1a2FPTi8+jHnnkk34FQR/arbNJ6OHt8AgBw/uIitjKGpcYm5YHv+W4CMAZuGgGyRQv5dp00uQfACEA2rSjRVQKYo+LA6EvNKcptR+KNw4ywqTBVlFEVktFZOzYOUxWVSmkHfz+HrY00OSia1JB43XvScgDXz79ve1NIwc9+tBwYM9cv5HD9LAGMVRVSUTGWW1oDq6Xoc2S+bMOBmamxJ/ESd1HP6Unkysw2vBqRurMFMEzVKSsOTJxAVZqDlD7rrhjShTcp/+YPndFB0c4YNjEuMjQXqeOmX8kpaBeHB32eh1tD2CwQpZsD08XCMgzdF5+IrlAMemPjsZFxsZ3nn3oKj/z2t+hPSJJVLv5+krwyqS52MH5Lf+m55/DL730fm1wLQ0fi7Y2NRxNjuPjE9wAAPr64hN64eGxLTsFwdi62p6RhI2PYKAAaIWQH8fsRbEhGAbYwLiR3sL3dWLI4kJiM6coqnNTTCwD42oc/IiMPfkAoOTAuywY6kLYynirpYlx1+fCGjZ6SZ/9Y0gY0ml/ADxMh1vXA7XfgC6e9D7f/4P/wrYs+gYjY0MhIbFtyCi455VTcc8ut+MThY/DMY4+jOxyLLbLPDPtKSqNcyOkz7WL+DmVk8by0qMj40gfOBACc2NmN9YyhX5CntzAm1IfXSaXPTsY5Nx00j1gY/aJKbbqiEm+8+ip++7Ofo5OFJAgN2oBmanibmxmvUjry7rv4/pcuk9EaHinyWmCoAAyBjcE0zsHZnbsKw1k56E9IwnqxdtySALtzHR+lqAPZNY/6ExIxJQCZzs+nk3F9hlMHtgEAvnruh50IlmczVHNgukMxqGcMl77/dADACR1daBYH/lxdvUy5qNRYCTxZlVF7AIyeA7PDtqqKODAWERji1di6CJsADIENE4m3Q8wnqkIygVHS+TDZQPQQB0ahteVvczg7RwAYMwfGW4UU3U/3nrTc3KLVlqEIjE0ZtbtiyJYDY1OsIDkwJhBhXYUkAExzC3akRRfIuL97rKAQ8/Xq6I//XCefLSOA0ep3+caIODCGqM5oXr5GHsULYFhQAwfb2jFs4sDExWOmpkYpAObfBEZIB8YYjhMcmBIHeXaHYrCBMZy+cxh//M1v4P7nTw/+AWfvHccmsUnSDfqZxx7DefOLaGWC0V1djZnqarQzhg+OT+Dpxx7D5099L7Ywhg2MYU/BGjz/1FN44I47JOrucj2DapNebGjEeFExtjBOUgaA6y/9ItrEgUa33fGiYg5gfBtlT0wcmhnDdz79GQDAKf0DuPU7V+Mf77wDAPjXP/+JX37/B1ioa8AGMbHaGMO5k1N46bnncPFJJ2Gj60DqFTfXD47vw9OPPoZLTjlVqo36FzaJ4vXExPHfD4Vx/uISAOCTxxyLFnF40+e6XFGGPYVeu/WecCw2M56K+cbHzsOLzz4r38+rL76Iqz9zsVTDDTrEx4Si8+9/9Sv87rbb0MQYTu3nh+D7BoewgVEaJIwrzjkXAHCwrR1tjOG5P/0Zt113PR8LkVroYI453EBiMrpYGJvEe7rms5fg1Zdekn383W234cSubvzoa18DAEyWlqOZMXz6uBPw1KOP4oxdu9EmNtR967gD7WbGcNGhw3jm8cdx3vwiNgtQNB+pw5uvvYafX3stpsorMJpfELgJUKRqnzAf7WQhHKislgd/s5i7RHwdTEvHvEvMzTM3BcF7C2O4YGUFf3noIfl8b7/xBm759rdxoKIKGxgPea9nDCf39uOZxx/H1RdfjKGMTPluemPj0cYYTu7tw18eegjf+Nh52MKYU2HjurnKeRSORV9cglynAPDZk09Gi1gL9BkP0BYcmJnqGmxmDF8998N48uFH8MLTTwMAnnrkETx099146tFH8b8XfxbTFZVa4TcCMKRroztMiANjcv6laInK1dbbpksHxiICI8uoDVGdLuZ42xh1YFatxsH2duzKMXNgSAfGVL5uw12kFJIjaqrnwOhS/1FtUuTcQFHYu2atVMjWRzZEBKayyoo/OF/fgO0pdhwYlZVOUJtqvz5fm5Zl1PvWlRhNME1SFX5AZku4dSpSDWbM8QnWDueyjNqgA8NUDVB58sG29oAUUnTozHbSmlJIsoxapkdi0cYYzptfAAD85Y9/xKXvPx0XHTqMy848Cy/99a/8gBsakpoaI6vy8M5bb+G1l17CUHomNjNuD7B3bRHeu30QAPDCU09hdHU+WhjDVFkFnn3iCXz/S5fxW74w0wtaCJsZk9Uv+0pK5csGgIvfcxIqGb/lrhcH2iaxuPziRcS5+enV/wsA+Nszz+D5J5/EDVdcgWsu+RzuuOGHAIC/v/gi9q0rlRGjkVV5ePO11/DWG29I6eqemDhsYAxzkTr+fE8/jV05q7CZkTCf1912o+gb3cirGcNHZ+cAAGfvHUeTAHX0DCQ7TQDGIaKlYhPj5ocP3X03BwM/vw1f/fBHcMW5H8b9v/wVAOC+X/wi8KbXLVIuZ46O4elHH8NYfgE2ie//6dX/iy994Ey0MSbDvXfd/BNcduZZ2JGegXbG8IGRUfz+9tudsmYXQNq3rgQH29rQExuH3bmr8eRDDwMA7rnlVlxxzrn4+sfOwwtPP41XX34ZTz36KN549VXZ7kxVDQDgz3/8o5TT7o2Lx3B2Dj584AAA4OF77sX2lDS0MIaDre14+fnn8bWPfBSVjEfMpioqlQJxBKboHezKXYWdWdl4/9BOAMCH9u1HjWIeDQrDUJVJ3BbGcMMVVwAAnn7scVz7uc/juksvxc+uuQYA8MoLL2BfcQk2i98bSEzGs0/8CQDn5YyszkN3OBabGAfzb776Kt556y1MlVVgk5hjfh0Y1Tz6yIEZAMBHDsygI2AeOQAmVnoGffP88/H7X92O115+Gf/65z9xzy234jc33YSH7robnzrueHTHxHoct/3jKQEMCfMZjOe6WBhT5RVYbmm19qNxHIDVbRKJd6baLgLj1oHRubzvE5LyJg6MbRl1dzhWknhNEZhhKqO20NpyeHnm0uzFhkatNlU0ByYc2CZFFw62tRsjMAOJyQ6AMRibSt0Um7JjSxNjatNchZRkmUIStjKtbRodGPHd+cE6MKpz3VoHpqExQMjOeZdSB8bAgfEAGE0KiXkngDccN5pfgOXmFuzKyYX/c35URbXq7pI01QsZIc2WtHQ5aVRtUgRm75q1GMrIwpuvvY6H7rkHHYxXYrQyhlrXAXPHDTegJyYWvXHxaGYMFx08DAC47Myz0CZAzVBGJp5/8in8+9//xlxtBI2MYa62Du/+618AgB9/4xu48ZtX4hfXX4/rvnCpLNP1g7Dpiiqc3NOH4zZvwWmDO3D23nF88/yPAwCuOOdcLDe34j3dPTh+awdO7u2Xvi0TxcJ+PSnZ87y/Fwf8tZd8DlsZT0eMFRRie3IqvnjGGfLv2hiPhjQzhk8cOgYAcM1nL8Fwdg66wzEYSEzGU48+iiNHjmCqvALtzEk37V2zFsstrRjKzEInC2Fa3Um4AAAgAElEQVSpqQXv6erBCVs7cVJ3LxYbGvF/X/4KAOBLH/gAPjAyihO7uuXfj+UX+tRuebh2ob4BnYzhh1/lUYtPHnsc2hmvtmkSB9Z1l14KALhw5aDsk27OHaiqlreDblHG7J4blOoj7hHlUv2eMzTGk+UVmCqvwG3fvQ4AcMHyCtpE/xrFd/zmxhsBAE888AD2rSuR8+grHzoHAPDxpWW0Mw4exwoK8eZrr+GNv/8d40XFaGQMJ2ztlJGOG75yBW6+6lv45fe+hy+f/UFMV1ZhrKAAXb61MFdbh5N6enH8lg68p7sHpw8P44avcPDx2ZNOxsG2drynq1vMoz5MFK8TQJHL6Y+szkMX45LwbYzhC6e9T86VTsYB9mBqGoazc3Dm6BgA4DpXZLCFcX4RAPzwq1/FVHkF9q7h5FgCncds2CjKvOPk2E+VV2CqrBy9sXFYamzGe7q984ie4VPHHY9zJ6fwvh1DOH5Lh3ceuQ6dnphYKVm+hXGtnaceeQSbBfDZJEBPBxNlx8IUU7fPUArJicCElXOOoiVcITslsM2tzCl53pWd4/m7oDanyislTy+wn6JN//P426QU0lRFJfriE/R77Oo8Xkadnatp06lidMTxgtuUWls23EVh8eEuo1a26aITBPXTnZbyW9VEr3W+z5HJp/988QCYJA5gpnxGm6rP7ikolBonujOrL8BoU9XPsYJCzNbUYltyirafVHY8XlTsCQ6o9rmJ4nVYamrGYGr02Rr13aKE23SuU1WV7nkI5HFzZn0VEnFGx9cWRVFDooCjSOkPpqUrP+exB1At2L1r1krTNu+AeCdYb1w8FhubolQ8VW2OCVDkdwn1T9ptySmYKF4nc+Dn7J9EK+O8gP6EJHkbfv6pp/D4/fd7QsA9MXH4y0MP4Z233sLu3NVoZgy3Xn21jI4MZWRiE2M4vGEjfnD5l3HNZy/BTVdehZu+eSV+ds21+Nyp78VEUTE3OaPNQpRy3nPLrVD9Q2Ja/n+uOOdcfkiGY6Vbdo/giPQnJOH1V17BH39zFzYwh1xJN72J4mK88vzzePrRxzzVKvR8b7/5Jk7pG8D2lFT85NvfBgCcsWs3WhlxDZzx3F9SKhf23//2N2Vfg/45c3SP5GC439VoXj7OHh8HANz8rW/J0vLeuATJtZitiQAAfnbtteiL91ZSqebHfpFG6YtLUCwEZ8H0JyZxU1AqJVaYXlJU579GRsUh/TU0iTHujYtHf3wi1jOG8bXFAIA7fvgjLDU1Y6ygEJsZL9t99aWX8PyTT6E3Nh6bGMN9t/0CAHD2+DjGi4qxmTGcOrANP7ziq7jms5fg5qu+hRu/8U3cdt11uHDlkDQaHc7OAUVLukMxeOKBB47qHXzy2ON4GXsojB3pGTi0fgN25eTKUvN/vvMOHrj9dmwSB31fXIJ0th5fW4QHbr8dLzz9tAQixGv53c9vAwCc0NmFieJ1+P7llwPgYLOFRXOfOlkIB6qqMV9X//9rHnkOKNIjidTh7TffxJ0//BE2s+iKqS2MR6kOb9ioJT+SSNrh9Ruiqh1VGz/Xe4pE6R7529yZmY3lltao71aBjdmaWkxXVBr3w92rVuNga5vYpPX9JL+XoM9Rm6N5+TjYvj6Ka6cCBsstrZgqrzD2k8x6+xIStaCoO8zNKSeK12nb3CL6qaoO9PezLy5BOheb+rmvpBQrrW1KQOYHG4fWb5ACpLo2x9cWYb6+AX1xCYFjT4fzcktrVGpX2c91Jdz8WAGePG0Kk0R/ylR14E+VV2CpqdmzZlWfmyjmBo3+z/mfpzc2HkuNTVGK30FjtFDfoPxu+vNWxiNfK61tVmMk+6l4lyx4EoqqgFISq9IPBt0G+Q0ieAF2ixy/TZvD2TmYqqjE+4aGcOn7T8eOtAy0MH5bbhG3sqGMTLz52mt48M5fY7KsnOfXqWphL69a+MqHzsEnjz0OAPCtiz6BvWvWYldOLroYTwG1MB7JIQ+VBtH2dGWVqKiK9byAM8f24FPHHY8LDx7CJw4fxsUnnYSH77kXAL8xX7C8gosOHcaFBw/h08efgJnqWmwSSJZC5D0xcTI8DwA/uPzL0pKgkznVT4Opabjrppvx7rvvYnsyZ3b3xsZ7qjK++/kv4PKzzgbAI010U3ZvKL1x8fJ5tiWn4PzFJXzi8DG46NBh3teVg3juT3/GC08/jUvf/358+YMfwqeOP57//cFDShXm/oQk7M5dhe996UsAgGM3bcF613d3C7A3VlCIv/7lL7j6MxejJybWI/WvuhHNS3O1OM/ciULmZLSZla2YRw542cQYrv3c5wEAx2zcFNXHzYynDgHgx1//BvYUruEckHAsWhjDZ044kYOHY46VfJtPHX88xvILpHjgJt88on9bmSgDFJUGBF56YuJw7tQ0PnnMsXKufObEE/Hkww/j7Tfe4PNr5aAc/08ec6xM+VD1E5EUmxjDJw7zSNyp/dvQIMDLRjHnpisq0RsXjxuu+CoAYDA1jZObY+LQzhhO6OBRo5uuvAqfPelkAMC1n/s8BxmuKBmN+7bkFBnOPn9hUTmP/vbMM/jE4WNw2Vln4bIzz8Injz0WFx48hJFVeUq9luHsHMzVRnDMRl6uft2ll6JVAZZlpERcVIJumF0sjPGiYsxUVYvPBe8zVACwp3BN1N/759+ewrW8QsyQZtqWlCIjg/o9lvN+SBfKtMeS2J2uTfLTmq6sQm+cPkpjvW+HY6QxZZ+hze0paViob9AeTlIio7IKMzU1xjZ35eRy8nBGZtQ7d/ezN5YrAE+WlnnIw9HvlUfn5uvqxf4R/OxELneMKfX9XKhv0How8RQKV253+FHBc45MaP3g1h/V6IsXAnrrSrRRmp6YOEyVl2OqwiIyKMaILl46rDAlIty6Nul5lptbtEabdDnlAnrrlBE3j6u0Fz3H4EBlFR9cDamLhK8WGxqjGPnRiyosKwz8ltzKQatvwEheHpoZQyVjGM7OxQdGRnH5WWfjpiuvwkN334O/PfMMAODGK6/EZsY8t7QOxnDvrT+Vt75f33gjJsvKXQuAL/SemDj5r1uQzk9Epr62CZDTJA6H4ewc3HHDDfj73/6G9S5wRWZyG5mTBqM2KSJw7MbNEmA1iXGnfPDOzCxsYgy//vGP8a9//hPbklJk5QqFXR+5916Z9vrZNdcoynJdXlKi4qrD1T8yvmtjDM8/+SR++7OfY1fuKnSHY2T/m5lXIMyf1vvdz3+O1//+d2UkjUQQl1taAzhE3puQrAYwiCBKfyoLNeHpyko8fM89eO3ll6Pk/nvEAf7ebdsBAN/8+Mc9N35q4/H7fy/H+ftfugx71xZ5rC26ffOoJyYOXaGwrDZT5bdbXeO/mXGDz8fv/z0e/d3v5Li759Fm8fv7S8uw0tKK7Smp6GJhrGcMN3/rWwA4iXn/ulJMlVdiob4Bpw3uwPFbO7CnYA1u/78b8O6772IwJc3xixLg7hfXXy/Xye9uuw2dAgC538NWAVwWGhoxmleArYp51MoYXnj6adzxwx+iNy4eewrXSFXkFtc8cr+jnVnZOLR+A3akZ+DEzi4AwBdPPwONzFepFApjproGCw2NgR5RbuBiAzK2p6QqDTb9P3cwJrV5TP5UZOpq0ubpDsfgQFUVFuobzOKCmVlYbGyS5pFBbXayECbLyqTyr5Y0LAw2bSqpOI+nxicuGN3PHekZWGxswm5ZGRbdzw4Bikl3xsQNItNfU+VPTywvBbcRudsVULbtn5s94VjHMy+g6kn2U3A6TSrwffEJWGpqFuegQYzPlbLS73OJjuWM79x1n+s9MbGOYrtGdXirWJeLjU0YVlgxeMbIZe9gZcsTKKIajnoeHecmirBLnZkSugW9cXqNAZkHthFzKi1zoT0L4LI6D+sZ55j84vrrceTIEfzzH//AC08/g9/+9Gf47he+IDfty886S252nYz7AjUyh+j78l//ikPrN2Bbcgrc3AP/QU+kMw4y1BOrJ8wrdPauWctfbk4u/vLHP+LBO++UB2JvbDyXSA/HShvy/aWOnDZFh86dmgYAfGxuAc3MKdGjl9vJQnjk3t/i+aeekmQ9yu2OFxXjkpNPAcDJvjvSMkRZr6PnQSCDa904k5UO2F4RBh1ZlQcA+Mm3v42++AT0xsahNyYevXQQ+4DLgSpu6d6fmITXXn4Z9//yVx5uitwkRF7b5Ds0QGWMUh5cH3FZbmlV+pu45zEpGO8vLRN9/GVUH+k9UMThnP375Y2f5lEDY/ji6Zx79MTvH5DEPJV2jb+fvJRQTaLjIngx2JnFUxEHqqrxxquv4rbrrhdl/gnOPBJgaJ+ooKK0Bd16/njXXQCAI0eO4N///jf+fcRJYf5b/D+AE7kJwHUyflPdkZ6BC5ZXAABvv/kmJorWyfJ893hKxV/XjdqZR3zdyXn0P9/GRPE6WcXktQtw2hzOysZScwsmiteh2bVeP7SPp4h7xV5Bh4hfKDEQuPgMK1XziEwwTeq8nSzktGnwuiJRQX21k8PzmY8CLmqQQRwnHXDpCnFga2vrYLNv98TEymonk96MjAzl5QcCF2lZUFOL2ZpaI1nYrb9lI7Ohs1Fxt0kRl+BnZx4yuclewA2G9N4/Sa7IcpDdi+AUFhTyiK0FcDERe+W5XlHJeT4GYCtL2m2MNSsq7WwdCgrtIi4JSVIORFfFzPxf0hMT65REGibWjvTMo1KhnBICQdqIS2aWZOBvFofq357m0ZXPnfpejOVxfkMHY+iNT8Cnjj8eAPCRA7Py0OkWpbu7c1fjqUcekZv4B0ZGOWHUtYl6XoSIUOiE8qifZEC5PSUVvbHx+Mfbb+OmK6/0ibup3KGZPLgaGcN//9cHAADHb+mQBzghd37TTcU7b72F39x4k6wSIfXeudqILIk9cuQITh3YJlMingVdGmyiRqqmx23eAgD47zP+K+rG6x4jAndEQt6ZmQ0AuPU7VzvlzL4F3RMbh0YDcLFl/1NFgWkzI7+Q0bx8DGfxPv706v/19JFA5LbkFHz/S5cBAFZa2vhnRBn5BsYwXV6Jl//6PADgnbfewmmDg1wzxdWOCmAt1KtLCP0H6HJLC8YKCrE7dzUA4Duf+jSaFfN0f2mZFN+jqAjxpl554QX85aGHcNaevTh/YRFfOO19+PjSMj44sQ/n7JvEh/btx5mje3BiR5cEXd3hGOwpXIPFxiY8fO+9cp18eHrGw2/qEPNwPlLn8It8407zaKmxGQBw1QUXekrXVYfyzswsSartieFzhAjSh9dvlO+KUisLDY2BppZRIMMACCg64lSCqfeuThbCXiE2aQuGVJVgnv1QPM9iQ6MvWhkAMlxVTkF7bBcjTRg7t+t5m4hLmDtoz1bXGKucSJFYL77ncrsWZdpa4JK7CgsNDUoNE/+edKCqClMVwQa28lDOyfFcDoOBC39HU759OxC4iIiLybRwob4BM9U1RqNdKQhqcKbui3ciLjqw3Bsb50rrGMQEBXDRmfy6xQSnNBdO+TxCDdkEXAYSXcDFcAYz918S0pyWqaLgX+RKkQ1WwGW/4LgYIy4yNJqL7nAsmhmTJokfm5tHDWMysrDY2IS9a9biyx/8IADguM1evsUWxnD3zT8BAFz6/tPx9ptv4uF77lEK+XQwl0VBqVlTgIDLUEamjAwBnE/jjv6QfLY/jNnFnBv/9V/8bwDAcnMLDlRVywnTExPH00qbeFrp6x/5KJqYN11y1003ybF58/XX8chvfysiCy51YZO/EwujLz4BXzydk6LPnZzyRB784M4Nhggg0k2bNGc6aQEIvZz3D+3E5097n2cDlAs6MQmLwqLARndhpbXVnCoS+WRS3d2TX8j7+K3/8ejidDKuSLu/pBS3fOc7AIDduRw098TESX7R47/nKSOq/PrVD/5PAhzVAhzNyw+8MXkOu2QOXPaXlqGNMZzQwVMmn3/vaZ551MV4yfeKgihK4OXtN97Ar398IzYxnt7YnpqKNsbTOG3i35FVedKRtpPx6oTxomLcIojeF64cwnN//jNefPZZT3SGDnqdx1J3OBbtjOEThw+Ly8SM5F6pnl0Cl4JCvlaEJAJVKo3lc8K096DXA5eJYhVwif5uN3DhvxsEXARRs65eChYGzU1vxMWUKqq21pdZaGgw+iEdDXDZkZ6B+UidEbiQG/dMdbSNQxRwSU0TqcRo/SH/YTdTXSM8luwiLiZrGbcfkkkAbTg72zqaYB1xEZo1uj2JyoQX6hu0FgXugz4oVaRycNYd9J3MCUjYGFTyrIc5KtUTE4tpMtI0RLqkjYNJRJAMKkuCU1/uPZZRZ2iTmK6sMhqCkT6BeQF4OS6mVJG7TfKbuflb/wMAGFnFEf1AUjKWm1uw2NCIJsZkee/4Wl71QWTWqy64EABw5ccvQAtj+PrHzpO3SjcRsIN5OSG2vg470ngJ9SbGy7Vv++51MvLRFYqRWjEqMETtbWGcz3Lk3Xex2NiEHekZ6AnHojc2Xqa9vvffX5IRge0pqThu8xb0xiXgyo/z0uzPnXIqyhnDN847XzzfAWxgDPN1da6Ii/p5SDxwqqwcZ+8dx8+uuRYHKqtlVMENCGiT4G7MjmBdX3wCXnnhBTx2//3YIjbtUTFZhzK4xs6Lzz6HF599Vk586ZgtTdPMqaI9LtBmirjM1UZECTUf48GUNLz9xpt45N57BdcjFt3hGOxbV4KFhkZsYQz3/eIX+PuLLzpqr2L+/fjr3wDAORidLCSF7E7pG4iqvqKKjOCNx/nc9pRUrLS0chduIcJ4eP1G3Pbd63B4/QYZtehkIewv5dUTfjM093g+8cADePG55zBf34C9a4vQF5+IvrgEbE9OxQbGsNLSBgC4/Kyz0cQYZqprMJpXIEHrVRdehErG8OnjTwAAfOG096GJOSaFQREX51COxa7cVbjw4CExj6qi5pF7rTtlzMyzHu796U/x+iuvyHT1THUNFuobPDwTlcy4LcdlW0oqFuobhHVFcKqogzGl/5Rqbg74OC7BYxQjjVhN/ZQXOR+RVtXnyVLOcTGBjB0uB/DgSIbXf6pP4wC+lfGIy6KIlAf3U0RcamslcNGdL8RxMZVl075t4620KzsHCw16v6YOOgfpUDZ59x0Fx2WxsUkAFz14sBV9o33OiuPiUpjXnQUOxyVYe6eD2vT47Gk4LpbaO/Q8troyiw2NYBRSUtnVBwGXo+G4WEVcsjgidkdxSMDttuu4NsdUeQVaGS+jHcsvxHrmVFi8+tJL2JHOtQJaGMO5k5xH8ovrr0dffAI2M66s+sarr+LZJ/4kN8JOFnLZu5sdm2lR+cODHYzJMudOFpKVPZOlZR410qhJHZcgRdOuvOACNDDnllzPmBQsu/2GG7AjLR2HN2xEb1y89OC58ZvflN/rPN8TfFKXlBqrdbgBG0fZpKnhfvf0OTeDv8tFWqPb9g8u46W1Z+zazYX71pWgJxyLCGO48OAhAMBlHzhLlt3yyeqKuJg4LvkFnONiAi6JSZipqfG4vVK10Z0//BEArtZbJw6HPYVrsNF1YD94550iTcGrjIhP9KOvfR27cnK5yqyoSnrwjjs8eiW0qILlsl3AJTUNS03N2OdTm9zqmkf0e2RzENQmRfBIpfkzJ5yIOsYjLqS3s5Ux3HMrL+8/UFWN0fwC7F2zVs6vu39yi9RR6Y9PxLNPPIE3X30V+0R1iUpkLwo8rC3CXG0EffEJUixSeSgLfs9en4AcAca/Pvkk/njXXegKcQG5aA+i6KgDpYpMQnPbU1I5sNUoofrBkNvAUTU3tyXzNvcYwFBPTCymROrL1E/aY605LuLCaYy4WPk0uTgumrOggzHsEKkiirgEH6CC41IbOQqOi36t98YlyPT1f4rjwjkhR8FxaWhQ8u6iOC6ROi0No5OFJHAJ8j/yA5eZmlpMaIALgTt3dasNx0UHXNxRKZ1HFD3PHvKdsqgqmrW0DyCTy8G0dDBKFRE7XTexbIELRVymK6ukSFogcBEcF38UhzZlOkAevPNOfOIwLym96NAh3P/LX+H5p57CY/fdj5effx4DicloY1zlFACeeewx7M5dxQ344hLQwhzPlEvffwaamSMqNFlWHjgJJHBxqQOrUk802d2ckCAwRAfqfF09AOCum2/GO2+9hZ9fey0+MDKGs/bsxTWXXMKB2Ysv4vCGjfwAS0vHclMLAG6L0B+fyD2axPMRqfQb552H9SyYk0EaGIuePG1MVBqEwrL0PNEbHX8OIsQCwA8uvxwfnZ3DWWN78D3BI3ny4YcxlJ4pwZ1MFckQavD8GM0vsOe41NRivMhrzNcjANYp/QMAgH+8/Ta+ef75+MyJ78EnjzkWd938E7z8/At45+23cPfNP0GHOPRPG9wBAHjo7rtlCS3Nyas/czEA4KOzc2gV46x3WvWmF5aamrFvXUnUhk/ziP5M9gYqeXL3z33xCTixq1taHlz3hUvxwYl9OGPXCD513PH404N/AABcdPgwhrNzhSR/Ld5+80288sLfsFsoMffFJ6KVMXx0Zk6A4yuFTUZYOe60UZP4IkUogtJpQyJVFKXVIUrqhzKyAHA9oLGCQiw1NWtTRV0sLJ20+xLUkRn3uC/UN0SBJhXg2LtmrYi42HNcdG0GcXZU/ZTGjZa+RzMWfBR3Nag24iJS/DZtDqalK8uhVYBgpqYGczbARaRgrDguFB2xcbO24rjEuhyy7dSBzSTiRCzU1WO2ptbAcQlJjospVUTCcaaIiy3HpYMxDGflWKkdd4djpYKySe1YWgzZAJfaiBaIuYGL2yGbSY6L4ZZOi8qmrG5/qSXHRURcgipRqD3ihQAARBHFXTffjOGsHFz9mYvx+P33YzPjIe5Hf3cf3n7zTay0tkkOTJcgNu5Iy8BTjz6KZ//0J4zmcY0OHciQwMXK38MVxTGkn7pYGNuSknH+wiLeeestLDU149T+bXjztdfg/ufun/wEJ3R0YrYmgt2rVmEwLR2P3HsvXv/73zFbE8EG5tIrCcdgqakZf/3zn/HM409gV84qjyKuf/HN19VHhTvd/xJyP1AVXHnVyThXYT1jeE93Dx6///fw//Pz716HvWuKpFmlB7iYOC75BVgRERd9WDYRc5FIoKMwkUk/OjPr8TQiUDxdUYUH77wTN115FZoZF6x77k9/wsvPP4/lllZZVkxgbe+aIvz9xRfxyL2/RW9cglQftQEuKy2tUrwrWA4+JP1KjLwZwTegi8U9t9wS9Q6eefxxfGBkDLtycjFbW4vB1DT85sabcOTIERy/pcOT/qKqkcfuuw+vv/IKJkvLPemfKPBQVIy52khUNME/l7wcF+87oijrbE0t3v3Xv/CDyy/H+Noij8Ca6ru5qeVRcFwM0RGq4rMth56rjWBPYbBRJq1LqpKy4rjUm3mEXSyM/aWldkUVRxEpp0INk4fSYCoHLkZyrkjrzNqQc4njYrSOcTgupv3DqZgxuVjH+riJNpEhc6poob5BG1mWwEXjORTFcTGkVjqZE+VzgJhmjMQZbAVcqE1bjotFObTJv4k+qzLKZJQqMnJcLNjpXSwsc6VWHBdLjYH9JaU4qbcXpw3uwMm9/RjLL0Qb4/op21PSpHjb3jVrcUJHp/T0UTlC98bGS5PI/aWl9hyXdP1k7Y2Nx0x1tZFn0sG4V8i8cMkdTE2X6Ze++EQcv7UDpw5sx77iEuxIz8BsbUTyDfrjE7E7dzX64hMkcblDLOiZ6houQJeUguGsHPTFJ8rx9y8+fmswhGU9/lIG3szqPEyWlWNbSiqmyitwav82vKe7B3sK1mADc/RJ+iXHxS5VtNJqkSoSC9qm3HUoIxMrra04fmsHTts+iJmqGmwQ82hHegYGEpN5BCAzC8dt3oL9JaXKxdfBuErkUEYWP+xqI+ZUUUoqlptbLNxneapouaU1oNIgOg0yll8gAcAmAb5O7OrGe7dtx0xVjVxvxN/oCcdid+5q6WTtrhCT5cOFa7EzM1sIp3lTQNTPCeKEmNIgmVlYbm7Rlg93MO6Yfqh9PZabWzxluarvHi8q+n8k56rHvYNxcq47ghQ0N+3IuQ5/IrocWjFGYo/1i8Wp+kxO0/9Jjsv+Us6b8Y579FongKUnEfNnp6oiU1kuySnsSNdHMtzAxS3spgUZtlVFFvyNXbmrMG8LXBo4OVfXT6oqmo/UWRkb2kRciEhrrePS0GjFcfFWFWmAizZV5N235yL2HBeqOnO3yVQcF/plN8fFnCvlJC+biMuQqxxa+8KE2dVcpA5dLIw2xg3eaMPtFhL7W5jDN9iW7Ai5dbn651moJaVcOTcAuXeKiRDEcVH1U3JcTPlX8vMQhzJvNyTTa+sZ57wMZWRipaXVQ5TsEM/ewRyhuj6huULqjzQe/luw99agj2RIzo7FTWR37irMRerkZHWbDW5mTCJ/t5urblFJ4GIRcRlITOJCeRYchj2Fa4R5WIo0CSRBP/c86k9MwkxVtTzsVIdNF+Npjp1Z2YHAxb2GBgXHReeoSv/db+C40LNvT03DXKQOY/lOJIPSNW4zx42MSaE84o50spA0+fQCF276SHOO5pp/DXUxHvXgPBM1H4Xa3JmZheWWVgNvxsml+7VUojkuIQEy1BwX9/zYlpyC2doI9tjouIj0k4njsj0llbdpAEOeKikLcDcXqZOpIp1B42SpHcdlKCMTcxZVRaSizjkuKh0XZzyJN6PjuNBhRxwXUz/5nlRvsScluPYkc1pnLlJnUep7lBEXIRxq4t3N19W7gIs6ckgHvS3HxRSh6GAOx2WqvMJIij4aHZcpoeNi0qUZ0+i4+MfIluMijTEVAoXMO7G8t0vKaxo1BkKObXtPjJfj4j9AhzI4i94EhqisjnslxMn/1xP2y8t7Db46GJMqu1EvIhzL2ekVlVGD5u/n7txVsgJId2uhWncbdjqVD3sOZbfPj1A8HVmdh8MbNirltelz7tzvVLmrHMKJYwUAACAASURBVFohvU+TdbGxyWxDH+NKfSkOLc/BJJC7u83uUAx6wrHyPXWKxbdgy3ERuVLTJkEOpRMWLq57Cgpl2XaHmAfR8yjk2SSCKsTc/SSdH9MButSs5rj4f55YV4IV4XFjE00YK4iuAKJ30B3mFVUTxev4zd/DtQhHPQ/ZMhDIcM/NqINeGXFRH6Aqjotq/5gqr8BSc3PgQe98d3R0RDXuA0nJlhwXB9wZBejIRsDQZncoBlMVlVhsbFL2093mYFo6FhubDCkY/t9960qs+Ci2KX7izczW1Brb3J6ahkWrcmi+x87X1VsBl6Umyz02oAJItSfZaJSQzYSKeOpvczg7B0tNzVodF5KnmK+rx1xtxKjjMpqfL1LNJrfqeFE+XKrYj91j5MicGLMepKycrZsfDsfFkbFQj1En48EDK46LiJTvt3KWXs15pmnqVKJLYdf7wgZTuT+FKlfq/rk7zL2KphQ15P4HdJNz/SFH989UVjcrQ47BD0hpEJ11dicLSeKpX/Jf1U83OVfbpgjRqVIr/gWg97xwLZScXBxsa1eWSPq/m6zirb9bKc/v/ExgiPs56dsc1uSoPW3GxQfqG/jbHBOpIlM/++ITXMqo6s/RnylX6jeoi24z0QnLGubHyOo84aAa3CYdoMuiHDr4u/nBT15FNrwZio64163q2feuLeKckIREzVzih/JCQ4OyHNrzcygsUyumipkd6RkeV+fANhlPNRPAcvrpD7FzIm10ZEY97nOROmU5tH+MxouKMV9Xr1WP7WQhDCQl8xSuaDNwPww53kumMSLgorrI+X/et65EXA69N2r/3BwUETndIUL7NqX4Vcabnn4KXhX3VNK1GYuZ6mrMReqM/RzOzrHbtwUYstnnKPWm41oQGHJ0XILb7GR6Lo5/n5sP4Lj4+2lD7idtmKBUkX9dUsRFdwZ7Lpya0mUJGGVUSt/mqAAuOzVO3jRGQRGkoDHSXeSY6pcpH7bSykWxVNU13gnLVWn9+V9/h3bl5Bo3aNoA5iJ1mBKOrEFtkq7G4fUbpPiWbiIs1DdgT+GawM9RP/cUrsFSU7OngkG1ofXExmGhoTHKPVX5goWJoD8srfrcMRs3Gce9JyZO+ADpx8j9PP5cvn+h8lxto4xm6J8nT7QZfPsmQMTdsdcZx31/aRkOta/XjjtH70k42NamJL76n2m8qBhzdfVRxEb/dw8kJkk3aVM/J9aVCE8W/Y2N3GCNoICFMV1ZJdxg9f0cTE3D4fUbMJpfoO1nJ2OyilBVXuxvk9QvdXOui4WFcFmN8bY6mMbByy5jmyHMRepkalh3kMjvNty+t6emSdNK3Xd3shCmKioxb/Hd21NSsdTUrAUa9GdKf+nGiByqj9mw0djP7lAMZmpqMV1ZadxjyQNJl3akNmdrI5gqr/CsMVU/hzKyZERQvyfxdNF0ZZW2TbqoHGxrN/azJ4a7Xk9XVhnPgl25q7DU3OIprVft271x8Zivq7Pat0fy8owRNNrnFhubsE/w5IL2pA7GsGfNWhxsa9f2s4Px9MpKa5uM2urWJYEc03fvXrWan0NJyR5JBvUY1dudbat5tNx8QeTO4PsCuITuNseLirHY0Bgl3eL+HAuaDJ0shLF8TibSTzDBE6iuwURRceCtlVJSOi0M5/cchViV2p6/HxPF64w8AdqAiODYGfCSOSCLwV6LG2Ync/LqKsKo/3f2rlmLmeqawPC0+3PLzS2BZdnu51lsaOTCcboxCjklpbrQeCcLaf1evP0Q5X2WEYjZmlqMFdC4q9uk2+BiY1Ogfw39eUd6BvfEMRBgu8Ox/NZaWWW4Xbu0MBRpUn8/960r4eF2zeLqFLfrOWFTELT50mZBlRmmfg7n5GKltU2ZavBuqE4OXB/2DXFX50hdwK015GmTCI5G47+MLMwHVDJ4NjVhwkbROe+zew+yqfIKTCrKP/3Ps1N4rpmAQW9cvKekVDvuwmHXpshgsrRMWabq7+dIXj5WWluV5nfunwcSkzBbXYN9Cp5AVJsuLQxTtGC6ssoi2hjC7lWr+b6tBTC86IDELIMiEHJPKirGSkurMapBZqC6VDa9gz2Fa3j1mxbAOM7oNvvcnsI1mItEfHpD6nOQUtm6PamLcZrFYmMTBpLUFXXu/WOpqVlJ9Fd9t5r/5x2jsYJCzu8ygDyKYI5bcApH8/IxV6fm77j3BLvnCUlndDIDVe2xTKVWST93MMfV0nRAUS7LVE1B0YWg0jD6bAdzwmackaxvc2JdCZaF066un9tT06LM5YIm2ETxOjvVzuQUzFuodspIgKYUk55nn3geE3GTFId1OUT6eaJ4HRcS05htdjDHgM9UwUMIOXiMnHc5kJjsIYMGjnuIRyH4bcecmlhuaTUuri4W9oXI1c/Oy+mDQ/lOm0wCLVI21Y3njvQM6U+jq07piYnlUQhRWqrr566cXBxqX4/dq1bbVWiUmm0vdvm5YwHP7k5Zmqo+hl1hahOHaaG+Qavd4VTwmPxUzOlS93e7lVpNZHJSAtdzKvjmO11R4Xqe4LU+VlCIlRa17YVnj41PxJyIGNjusbpLYgdzjFv1VSy+fdvA8+qL59wP1aXK//N4UTG/qFnwvGifM/WTe1FFtBcguW+LEnp/xMLfPlUV6gCMe5+z2TttLmq0f6y0tCqlIDzzIzHJwhRU8LzIr8uwx26zBDAdjEf45+rUlVPuvWt7ahp/HpH2NxHUZ6prlM7jTAcM6AFGhRHgtiQzgKGFEPygfBMiGXWTzbk7T2Zqc+/aIu7/kpIaeDugw3lOYzLn/I5z4JsAzEBSMpdml2Q+/UKwKckcX1vEAYxhYVPKY39pWdTk9k8G0uWwKQc1L0InLTUXqfNVnqgX9pyo1DABmKnyCiz5FraqTQlgTLcd4cisQvL+NgfT0rEgStlN/ZwsLcOMIgIT1WaqjXFdSNpKzCtSXf42h7NzAiMwTpuOI7MjLqUBG6IKQV9i6mhJ6Nxxqc2hzOAIjH+tE7E7qJ9EJJwqK7cW4DIDMh8p1FDG73iw2VRglmFKVGAGvcutzCGqq+wv/CJlMzW12Fei2w/5z7oIjH/cySXeSjqioVELYDpdoEjFMfT/PL62SEaaTQfpUlOzlajonsI1vMLOAAwGkpKlnUjwxcK7b5sATL+IJNrIIlB1ocn0czA1XbqvB+3x7u82keQ7mSOMZ6oYlBGYomAAQ58dE8EOmyDCckurkqLgP7MkUd23xzKKbOgH2dspHTAYSEzCTE0t92wxPKjt7aAvPoGnpbQAxolsLDe3aMObfDJwYps5AmOvZ+EIV+nN2WjBcgATnEJyL2w1p8cZo21JKVhsbBLcI30UglIe/xkAc3QLW5avGiTnu0JhLqde32CsAqGbyUSRfh5TmXxwWagrAkOCYQYA0x2OkaWmuqhOBxM+QQZxLzdgN0XJKAJzsK3dALSYh4BnOqCkiKGh4ouMR6crKrXRp60EIgKIgv61Pl9XjwOVVUphRPociWZNlpUbRbMkINNIHpAAmqwcNLkTizb1KSQmCbw2QGs0L1+Ke+m1jZIsLnR8PxzNy5fpHu24ywhMqWfdqvo5sioP8/X1yj3J06a4zHI/NAOAKSrCclOzGcAIherJ0mjFb//P8lJl4JbYmmp2shD2iH1um2Kfcz/7gIiC8IiF/kK5v6Q0ygYjaE9abmnRRkEoAjNTUyMkAo4ekCnHSFTamWUpHOBoytYMppkBmRwj1x5LbTJaCBPr9Kp9Es0G2nR7keesBDD6hcABjLnWnd84apQlY/7BIw6MTladR2AsU0ghkULy5QmDFpcjimUAMKQQqnXLZU5uWCGb7f3uVCk9b1rYMqJkADC2KSRaCHMBCztqIcjKDTOAWWxsMt5MdmRkYrm5BRPFutsOk4JcByqrLAAMCYcZAIzgOMxYlJzuSM/gmh4mABMbj7naCE8hGaI6w9kCwBjadLucd4UsBLksZNV7YnhaytGBUK91KgJYsBDF6otPxHxdPaYrq9ClSbl0i/LQKQsvGndEySTOyDk9Zs8ckj7Qq5OK+WEZKXLUSfVpNi6rrncU9u6xHGzoAUyCMQLTGdVmdGFB1L5dzfftYF0tZ0+yiTRvS07BUmOTNgJDZxZ5bpn2D1kGb7Fv61JI7md3IhbmCMxkWTkHMAadocHUdGnoGtQmfbeNHlEn4wRiE0/IDfL2rjWdBQ7dRHcGS0DWrAdk9F8SUqQ9ltFCmBco0bQQ9hQU8hTSf4QD4yxYq5r3+ARr50laCKZ+/j9xYEx5QuGjQuWsQW16OTDqg5QWoSMXb8eBMQGYLhbGxLoSzEUiRil0AjBHp1KaJDdpZT8Tk+QYmTb+6UqVZkZ0P0lXxCaFJL23DKX4O9IzJAfG5Atjw6uhNk0ijZ0CbMxFIkbJgKPhwPQICwu3O3hQP3eT14xBst1btm8BIhoasTPTHIFZMDiOdzBHUdQhJeu/e76uHkMGtWzSmLJxK6aSX5OhHemK2Ci5Sg6MSck1IVFWhATNd/qsLD01ARjST7ICRQWYr7fjwJgdkB0Awy9qFgDGyIHhn3X4HYZIs9A6MrmDdzLH/8qUKqc2bUDEZFm5VQpJcmA0qSE614MkA/zfzbWO6ox77LakFMwHFHT4zwLST9KdwZIDI/Sg/GeG/8yaLCvHbE0temLjeKk03XbmInoyGC3EsfwCqVaqiwQ4ol+6cL7Tpg0ZrDcuXi4EPULmMulWHJhUr7Jo8OC5SK8G8amBpGQsNDQa+R1yIWiiIDQZxouKsdLaZmR0D4jcMCfx6sNxE8XroiatcmF7AExwm+5JaxLokhyYAjMHZrqiMqo0O3BhSwBjcOQVHBijP0yaI4lu6ictLltjO2O6x8WBsfGHoQiMLj1CYMOGO0CHs0lmnXSUphSiX/42d2ZlY7GxETsNHJi+uASHAxN4QDEegbE01SPwZMuBseIJkcy6ZQSGolS6dzmaX4BD7esDhNGcvbif9Ik0HBj6rOTAmKLcFiRe+uzI6jwsNjYG7LHOOyJQtL+0TPMuvREYE4AZcHFgTIfznqMUIrQy8Fy7VunrFXUOCtVdcwrJMWM1knjT0qXdSFA/+Rmc5Hue4HOIqCFGQJacIoMdQc9Dnx2zDHaQvIFKE8t/ZpGwInM/6AA5PBrDXG4OTLAeCR1QszW1PKpj2ASOJgIzU11jwdUJYZ8Q/1KFNz2HSWq6MZzvPvD9YEP5Qsh19mhSSAGT1rOwxfOYvptzYEq1Y9TFBCGqplZbons0EZhO5giK2aTZKIWk2yx4BKYqyplXubDFzcQEYIgDM22RQnJ7z2gPKDcHxmBwtyMjE/P1ehIvAfZZkULq06SQtjIeLaEIjA3YmCwtM0ZgKIU0lGn295K+KgaLEKXatHKtOykkXQSmOyZWKkPbRH9UxqRBz0PREhNwNJdRcw6MrXuxzpjUu8cmGasy6bPWHBiLCAxFNhxQpOcZkqSGSsE6aJ8zR2BSXRc1857kj5YE7XN2EYuQI6mh3OdcZ6tIlZs4I12MFwGYODC0zy03t2ijIO4z2IaU7NhkWFRqWURgiAND1j26CMygBSDrZM4lkfkftN8FYIxl1JbEnP7EJMzVRqzSUqP5BYHaMv5NbbamluseGPq5b12J4MD8h8qo3RwYA+qWB77FQrDjwIQcXRvLhW3HgSmxqoDyAjL9pD0aEi9Vf2lL50QExiaFtCMjk+sJmDYLSvcIg1IdMLB1/ZXqpRZl1ORBoyuj5gdpHObq6rhfjMFIdTg7Bwdb24zeYb0uAOPXgfH3c1fuKsxH6oxl1LbmeQ4HRu+vwm+Pib4yatXa8JF4jwLAaDkwcfESFBnLwgWvxlRG7SHxmgCM8ItRVyF591iT47BsU+Ni7N1jzRwYuW8LUGRyRiZQxNs0Axi7fY5IvGXatd7B2FEdznOROqt92x7A2OumTJaV84uapp8k7bAi5SKC94+BxGTrfftox+hoAIzuDHZzYGw4lkz1oP0JiRJsBDXgXlzz9fVWZdRE4jU96NEsLptIUQfjHJiV1lZs19SgE4Cxq0JyVe1Y6gmopMX9faZS5qBIAI3RRPE6LDW3WKWQSNVQN0ZdzAFkJoVb+wgMzzfbjNGAZb6Zbq5+wztVm2RuaQYwnAw2LR3Wg+e75KscTQTGggPj1oFRt8m5GBSB6TVxYHJX4WBbu5arQwDmAFlcWOrA6BzWKS1lW3Y8nJXDnXqNERju1DtdUamtQoo229ODjblInZnTI3VgzG1Kbx1tCkmUewdIukftsfkFWA7gwPj3WNvUvyTcWkRgKMptU0YdXCYbvW/bXKrc1aMmAGPWgTlKDowHwNjJXxh1YJLsdGA6WcjhwFhEmpebW0RURwdgknyZAPPzWFWkHkUVkk0ERnJghK5N0B7LdJN2LlKnnWDOQiAOjJ5b0p/Ay6hNbXYweyE7ew4MD4mttLYZU12yCklwYAIPPRaWZdSmCAzXgam3y6WK8GYQMZgmw3hRsZTY1qbuPLlhMwdmLmKvA2N27HUidEatHNftQDvuAVVIqjatU0ghXoV0VHwVwS3RtTlZVi6qkPQRGPISM2m29B4FB2Y4O4dzYPLyNf0UHBgRXTCtS3e6R8urobJjoQOj6+fOTIczYnJvX6hvwEx1NbrE3FJ9t6xCEvwb0xgtNjZih7aM2mfAaiDcUlWVTQpJEsdNHJg8wYExRGAoIm1OozCMWAIYqdmiKXmmz7p1YEx2LTM1tcaKoU5mD2AGkpKx1NxiwYEJWe9JJNJmvW9b6sAs1DcY96ROFsI+oQMzkJikfe870kguwoYDE7F6HqmV47ISUI6RhwNjDnYQX1Y3RoNCB0aXQmJBNz1CajPVNRgvKvbcylSTbaygELO1EWxPSYO/Tf8BNVNdg/G1RYY2+Y2DrATcbbo/S5PhQFU1JorXGfs5UbwOiw2NGExL1/bTrQPDN8ro76aDdKJ4HWZqajGQmKxtc1tyKmZrarGncI1iQUcv2ANV1ehPTNI/T1GxDK3qvpusBPz55sDn0Xy3u00CG6bnIWuEgSS7MRrLL9C2SdUbtLh0/aQyan/a0tsmP8T3l5RiuqISffGJgW1uFW3O19ULA03n71T9pKhOX3yCtp/eFJL3c55DXGz8M9U16EsI7mcH4xyYlZbWqDb9a6hHWAlwWfdYY5tkJaDrZ29cvIyCuCNaqjYpjeNvU7XW5yN18sBXtUnPI01TAz7n/m7184SDn8cV+VK1uSsnF3OROmFCGzQ/mHQDniwtEzyh4DZH8wuw3NyC4ewc/R6b5Npjw8FrndqcrY2I/SP42Un2f6J4nbZNSQyO1GGHYU/qT0xytal+R+59e0nowFjtcz6gFbQnES9PN+7bUlK5KadhT+pijn7XtuQURT+d8XTbE+j62cUc41LepmafS8/AUlNzVJtR57qYH1b79toizFTXYFuS/ru3JadKsb8uwxm8p3CNwAqpge+SUkhLjU2B+zZz/w//B7YwbuS00tqGAd9B5l+EXaGwx5hK3WYMtjCGkVWruZGTL9UUtQHFxMoDN7DNEG9ztwiT+yeNalM71L4ek2Xlmn7ywaMF4+YYBG2oKy2tUSkP1XjuXbMWKy2tHifXoGdfamqOqlZSPs/6DTKqohv3vWvW4phNm43j3hefgGVFKZ5qjPauLXKNUfDz9MbGSZdh0/wYKyjEckuLABDqz24Vi/CYjZuiGOqqfk6VV+BgW3twP0Mx2CpuWofWb4hKC6ne5b6SUizUN0Qdov5+bktOUQrJqfo5WVaO+bp6qEwu3f0cysjE8Vs7oiI1qjZnqmuw1NzsKbf2b2pbGVfCPdS+PiqN4t+AOhjDbE0tDlRVK9+Pu5870jO446yPB6Jq80BlVZS6rmqtj6zOwwkdndiRFtRP57tV3jlBzzNTXRPw3a7nycjkSri+FI5/3DsYw3RlFeYikah36Z8fg4K34E+dqfq50tqGhfqGqO/zr6Hduauw0toWdcP1t9kdisFCfQMmy8oCPuf0c3fuKik/EbQuCcAsNTZhslyzx4p3SdFBf4RdtScdXr8BU+UVVnssGbzq9qTucIz1PkfcI380PKqfcfGSs2HqJ9/nWoP7GYqRIM92n9tfWobD6zdoi0m2MB4NX2ltExeqoHfJ05uLjU1RBo2q795TuIaPUWJSYJsdjEcclxqbrJ5nsrQMhzdu8jnO83+jIi/uxTeYlu4hEwZNVio7PVBVJb4kGKENpqVjPlKHEc1N0I22Z6prPAPs3nCj2lydp22zOxyDA1XVMt+p66ck9PlsvqNerrg5TVdUKA8Hd5s7s7L5DS8r2zhh6IYX1CZtPNMVlVwnxvdyo54nKxvLzS0Y9WnP+Nuk8PhUefB3U5tDmZlSZVQ3Pyj6MFVuvrHuFOZ3w74xcr/3TsZTCHOROsxITklwm7tXrcZySyt2567SLqreuARMV1Zpb5f02ZHVeZgXuhmmfnKD0dLASAG1uUtENIYyMrXvcoDUlH3md6rPEli2Cblb38bEjVV9E3SBekHU37tWd7vk4yTz4UmqG6t3rS81NWOiOFgAky4UKsNU1e/sEUZ1pu8mg1F/5aTqs6P5BZgLuF16+ilKnfVRQf7f/SWlWGxs0t5Y5X4orChMe+x4UbE0i9U9z/bkVFmNaToLaN/2H2JRbbokKnTPzv2sqqT8gq7NnZlZfJ/zcRaj24zlwoEVlcb9g0w+ecRLc76EnOpFU6RxiCK3mr2TX2LjJLDuM7Q5smo1j7L6osGq756LRLDL9DzhGEyWV0gFbV2bblNbXZuEFaYrqzzjrjrXd+euxnJLS2Akmqk6s5XxtMliYxNGVhlKh116GW6SqaoCZDAtHfP1DRjNy4cx1yf8DIzlu6Kfjmuv+hAh4LJQ32DUaBnOyTWWccpFJfP6eiM98kPR5fX9RD53m/6Kqi4WwgFROtxrMFoczuIeOLpyZIr2kFaH2zHY/y7l8yjy+lH9dAvCGfgHOzOz7TxwYuOxUN8gxYqC+knAhYir2jYtvFjkJpGXbyX4RXwsK1NESxPBgUR7fxfy+jJJrg8IHQpzKSXxl9Tma95+8jYnLFS23bl1XT8H09Kx0tomCKkGf5cAp3f3zwTuFuobjP4uJPilUw2XoptC28Ik+SCFPC2rT5ZbWs1jlJrGTWLzox3c/e9SZROiOguI36ZyRvfuSaKIweCM3sEE6b++wUj67w45+7aOh0fRyIPt7Qa9Lkcw8IAVHyvLYwMR+Oyufc5s/srTOzrlbgIuXKSy1qhFNbI6T0Z3/e/d/bkdQvJhONvgjB52VWG6OIBB4qCLjU0G41kxj0tJJVdvJ7I7V+zbmopJphxcF4oyAZd9JaWYqTGDjMG0dMzVRozAhYTg6DZgatNsdscBwYHKKuMCIOAyF6kzHqBU1eCgUsOhLJC7rp89MbFGESsi+h0QNxHTuO/Mylama1SAYKqiElMVFUYi6M4sDjJ2mSpuhGy+jSy6vN3k5BqM6XhFhVsmOnBB003EVDIsymH3ayTM3ZsEr7hRWTV4D6aZqmrOuTBUk0gdFWU1iQsQJCWLEH+wPxEdTHvXrMVyS4tW5KyDcVEuVYRC9fOewjXc/kFBtnOP50BikksjRNemugIhaK0vCx+UoH4SyCC+h83zUARJ991U4mqSj/BU8RiAbb+LT6jrZxfjlXBLIuKivRwK80+TZlIXC2NccBlM5bDEazPv266Iy1HILQT309lj5+sbtP2ksvuV1jazYrfrUNaZZdKeNBepM+xz/HzZX1rGzwLDRXLIxZXTni+CmD8XqTPuxyOr87Dc3KI8B4/2uz3cPx9w0T2PDbAlXzlTm7tyVhkNZzsY83JeaJNwV1IETQIqL521ctQ9Cgn+omJermsRcZmvr8eIoc3ucKxE7qZ+2pY5kqPutGEBbGWuSoqsYK+SThaSxD1deSkfdx7tWahvMI7RsOWClkDMwiFY3kRMC9qtJmqKuIhx36kYI49Kp0gVzUXqjDcm4mqZgAuVweqUP91t8oiLqrrL1U9RXmplguhKFek2nn7hHD5ZXhF42NH3Uz5bDbDch3KKSxLBUHkgHGhNwKU/IRHzdXVCvkDf5lg+l5e3MXBzfKv0EZfZmlpZYqn9bnLU9fC/AoCLQY6BPjuaX4CFhgZjVKo/IREzNbXGMepiArg0NVtUZ4iotmGtdzKXHEO8QQrepb9k2rcpimPak6KVuoNBhpREMIChoYwsrLS0GtTMmWzzgBQ81B/KZuNNJyVucyi7daL0Cthx0tfMZDpKXE/VPucfI3MFnOt5pHWKeYxshF33laidoVX7oSlS3sn4hZO5f5GAizniEiMiLrVGXxwZHdFqWPCfpc6IKYojwNDIajvgMu+LuKgWKglMmVJFdNAfsDzo5+vqtSJc7lTRtC9dowQuIoJkQvg7s7KxrCARK5+nstIl6x68OQ9lZNotAJ8MulXExQAYe+PiMV9Xj5maWqNYmEwVGUXa4q1FuKgEVFdWSv2cqaq2KiuV7s0G4DKQmIzFxiahhqtvc++atbx83oLjYhdx0eszeA7lRFGGaVEyuadwDU/XWKSKOMfFEHERGieOP4oGiBUScDFocpC4pgVwIcVxlWmtu58UObSKuAiOiw24I+Bi2mMdjos+de5PFekOJtq3TXusrWBnt+uCZgVcWtswml+g9x5z77E2e5IFcKELPE+t6A96Ai6m8nniuFBKXBtxoQua4qD3jJHYY2327Snat22ex+jP5szjmepqs72JIITbAJeZmloOXkgYxga4ECnJnyoK4rjMiQVgzXExyLRvT03DQkOjIeLCPBEX00KVwMUGZIhUkUk9dIg4Lll67QqKuEyVV+iBCwtJeXzdGNHzmCMuTljWz3FRPc/OzCwrB90uFuYLoLLKyuPGBO46CLjU1wsNFv2isua4CCVYm4jLKHFcTHoYsfHCv6U0MHrmXqi2qaLFxiZM2XJcWtuiqnCiDmVroSwmIxSmt1x29QAAIABJREFUQ9nNCdG1ScBlvq7OKGw5mJomtSuC2uTAhYMMk+aQ8931vohL9HeTYi0n0urblFYpBk0qznGptRD0EhyX5hYrcEekV9O7VIMMDXBZnQ8dGOoS+/acBcdlm6Uyt5ubqDPAJY6LzT4nIy5VdhwXm4O+KxTmYMgAXKQyd0OjOVVEwEWIUBqBS0BK3P05uwgSk6Kafs6Oiu84JM4Ch+MSDJb3l5YaU/zcWHaVVaTcrTnEPLLnRuASVgIX1eBSpZKV0JtFrpRKCs0cF7EALDkudPu14bhMuTguun660yAm8OCIVOkiLmEeQbLluIiIi64Kpjc2zup5PDcRi1TRVFm5FcdlyEeECxp3L8dFD1xGVufxXKkNx8UyOsIjLmaOC+lgOByX4PmxWyjVGsm5wtzTLOTlABeTiNm2ZM5xsRUXtI242KpnE3gwWXW4Iy46zYr+hCRZAWQCBHuEaqgpkkFiiTqyMZFzRy3VwInjYlID72LC28Ym4pKa7nFm1z37eFGRrADSAQI3x8W0b6sIv6o1tN3K1JXJKLCf46Lqp5/joks/TZVXCOBi4iZmWXFC3NpNugi42xPNJuIyYwtcVudhpaVVuc/591iriItHDdxsZ+I+gwOtXMQ8Jo830xm8bMFNJLsKikAziriMChXOoAfsYoLjYsMkT07FQoM5/9rFuMiaDXLfnpImF6o+POgAF+NBLypm9BVATsjxQFW1keQ1lHF0beoM5zqZg/AXGhqNKbqdWdk42NZultj3PI8BZIhUkQ15e7K0zIrBP2Q17jySMRepw3xdvXXu10Ty6nFHXEzAZdVqLDY2YTBNZTjn6qdIFXHpen2bFOUzS71zjstUeQV0ZnsECEifRW+S6k6D6CtRZBrEAFz64hN4VZGmAki2mU8OswbgItQ1darZBBgpOmI6vMfyC6zcbWmMTBL7HYxH5BajiLQB/RQEZj0gcFyFbVx4rTkua4v4xceQ1pEcF8P+0cVIibvOuCdJJW6DOS35PS01NRu5ODsyMnFQFCFo91jR5kx1jXFPsvYto8yDlRt9OhYaGjCyyuzyPlsbkVw+3T63KycXh9rXG8m5O9IzJTfRNEb7S8vEGBlSRWnpWGxotOO4iKozG+BCKX5dPynFz/dD/v/YguiMiZy7j8qh4/UhRyrVG5GpoqBFxY6SnNtgzL/ykGN0xEXVT3mIWJRDT1VUWh30RGa19jWpqPSoaqom1nRlpTXZmMqhdREXt++MiTsylJHJy6Etq4ps88kL9Q3YZclxmbXguBDJyybiMlNVjX0lJf9Zjkt1zf/vcmj352Q5dGmZ5+9VbRLHxaYc2ikfNsuC84iLmXg6F4loy4fps9Ycl9Q0q6oiAi761JcD7mxKsSVw0VQV0Wel/5oRuCQYeTP03/0lpViyAC6yAMJYDs05LrOCm6jTR9mWnOKJ4ugOJluOy7ajKIdWcVyUKQshEmi+oMXI9LW5GtRmTwr5OC5mDzTaO03kXCdVpPdAG9GkxD3f7dKQMe7brnJoG86O6RLbyUKSD2sCdySkaMNNnKmpjbpwMiOKEsBltqYWfRZVRZQqMi0q+7I6JzJkAgSqVFEQOZeE0PRt2uu4UIRCXz/vL4dWv1z6r21VkQQuhboFzRfKVEWFZXm3HTu9i4VlrtQIXLLMJeMEMuYidVbIfbeGtOZdAHE4UFVlBTJIgG6HpefLZGmZmeOiIed6AEFiEhYaGj03DNW4E3BZttJxSba0r3eqcIzA5Sjc58c0lUqetU4cFwtyLkmr656ngzFtlZRfUM/kykxtjublc4FCw/yQZrQG3kwnC2F/SRmWmtVVRd2hGLlXuIXdbIDLjM8UVTXuFHEhbqLuYCLvM1PEhdJP+nfEvCl+Tz9Ve2yWNcdlqqxcXjh1/aQ0iIkk6vahMrrPp6UbzVs7XMBlLlJnPugFx0UXcXFTQKxSXy5BvaDv7mQh6WdGAoW6OUdBDquIi0U5NKX4VXssMyEzCVxsOS4CZPTExAV66BDjfVtyqvw7/vfhqDY5cYw/YE84Fj0xcb7NRSjSGjgutPGQj4kVx4UIWaaoh+CEHK2Oi+qg72B+HRdzqmhZlAkaOS5l5ZiurDQuFMr96lE2Q9fRVhXV628DXSzM+Qa1Ea1BIr1LUs61XQA6jou7zfm6emUKxt0m5V/3KxZV1EJ1eQHp+jmQlIxFW45L4RouKS90XHpi4qLWRgc7Gh0XzptZFKZ6RuAiS331bRJwOSqOS0CbBAhs9FE6meOhYqNLQ6kik36Oo+NiIucmSTdmXT+7mIvjohij7lAMNjOGFsatKxbqG1wuxwFthsJa4OLuJwcZESNvxqOca8txMQAX2mOjRQKjD+WdmWKf02rYME863pQGIU6IEbiEHd0T/znojE8MuljY2TstgMtMTY1wiFdHPWjOjWj2Oc/zZNhyXGKd8m7D2dYXn4DxomKp1qybx/tIx8UCuNjob/UJxXPHId7bplJhlxbNvpLSAI6LG3B4XZhpUbUxhs2KByCNgf6ERLQzhg0BBzgtAHdOdz1jaPdNXKoqWmxo9OR0/YPWyULatI77ZwIZM1YcF8vy4bBDzg3SGOCf43naxcYm7bi7Iy57FCFU7/PE+TguoajP0bu05bhQ7lfFceny9ZNIa8MG0tpmxr05VLlfbz9DfAEYkDuBtgOVVcoyY/+z785dxU07U1UcF+dnErWbqqgwtBkSqaJ6I3DpT0zCYmMT1/kJhZXfTX8eKyiUqaKtAkSuZwxtnrXBIy6ztbWYKI52ZnXac9rcX1qGLYzJZ6c+utskArWK4+Lv52iewzPRcXEGU9Ow1NSMfSXRbvPu90PcEZXTrLftkCTSqgCBu00dx8U/j0fz8rljsga4dDIyzqxRclw8/QhxbsByc4sS3HWHY7GJMUxXVOH8hUWc1NOrlEr3/zy+tkhaoARFMjqZI76nSsH4+zleVBzVpmo/jNZxUT87gYyl5hZtm52MRxOWjTouzt45Ux0dcfGvdSnEqknBuPe5oIoZ+vwW8awHKquMNIyemDjM1kYwX1cXdb5E7x/BXD73uLvTOrq9iyIuxN/0nkPe796ekoYLDx7CBcsrge7s9F9KJUYDF+8aIo6L7nk6meC4VFZhsjz6IkefY6pB2+q6YZgiLlyUyjtZe8KxOGtsL/aXlGEzYyIC40hx98UnYDNjOLGjC8dv6ZAgh76jLy4Bi42NGCso9Gykp20fxBnDu1194RLXS03N5kWVlKKUs1dNbCr/8+ue+D+3LTkFS41NAaqw3olAzHw/x8W/QU6sK8FKa5thUvPDzm0ZHvTdHYybW83WRnNH/J/blpyCpaYmLYud/jxRvI6PkS8F4+8nqcLqSvpok/jUccfj40vLUZEMfz+3p6ThUPt6Jcncu+nyyJCK9Opvc0d6BpabmpWpIudn/mfiDJnaJHE1lUCh59ljYjEXiWCmugYdjEkAoWpzODsHh9ZvcKWfuHnbST29OHvvuNxkSFbdb6imanO3KNs+pX8A5+yfwkCA+Rypfk4IIq2uzV05ubzU13Wjjj6Y+LNTRVVQmzQ/Zmtqsd9n/Kr67p1ZXBhSp5xLh/JsbUR8t/5dDmfncJVbBXDx9DMca9XPrYynJw+v3xCYKtrCOPHyb08/g9dfeQWztRFsEWA1qJ8jInKoBwR8j11oaFSSXlX95JcpPcggnhoRwnXvaN+6Em5K6OLiqNrsT0jEofUbML62SNvPDsZkpM20f2xL5t5gugOUvp/2ucB9W7yn8bVFuPzss3Hs5i3YwHi0JmjvpAIM01kwmJYu9zndnCPSvA64UJvjRcWYj9R5zIZVIGMwNQ2TZeX4/HtPAwB8+ewPopUxhfM5564uNjRGFVX4x3J7SioOtrZpn4e+ny7busuhErzQBhCkbeHf0OhmS6irPyEJr738Ms6bX0Cr+HMXC2NXTi4WG5uwKycXzYzhV9//AX5+7XfRIm5VBBZ6YmKlXDvvPN/I//TgH/Dis89KxVYK45rUROVtqLoGe9YE3wjos6N5BUYRK5o0QSH56DbzMW+R9x/NL8BKa5syLO3+uTeWqzBOV1ZpX3CHAI2LDY2e51FuFPGJLsVVi+cJqEbx9FPwQlRhfvcGOZCYhH/+f7R9ZXhU1/f1iUzcjTgxYsTd3Y0QJwkhCS4FCoXiRYuXUqctUGipUfnRIi1QoxDcQ/FgxQoBkhCChfV+ODJ3JpMM/w9vnidPheHOveeec/Y6a6+99uPHOH3woAJ6VzVGaXr6qA8KZtUoPd0nTR2o65EVz8Atb+5J51b3wI2nPZX9dpTHPU2PAjepXXuSpjaStXUUPptANFHk4IgqL29kGBoh08gEGYZGKp+de59IDcmiCcHxXbvw7OlTpOrqMzaGCkArmMNxd5sKp89Le7vg702bAAD9etmJQ4f0ufmpTS407/6a3PBSlV2A8r9zBk9Zh6U87mWsi7dyYFb+bq4LUcew8muqEuMrz3eewlalJVD5PCrKTrvssWZUw6HqQJWkJUMIIfhu5TsAgAU1g1Dk4KiCXVa8z2xTammf1YMonO+xAxT22O73j2xTc9ESQxnUdrkmayiboOZQwy3tVTGSivucDgb5+6NCRSWf8n3mWVqr3JOkn+exoLu0Z3f7XHdpzyRNbYQRgokZmQCANbNnI4gF+e6uWcS6L/dUdccPqLX+AfQddXOfHDBXsoay6kA4B7c9pXGlLGeOhSX2btkKABjo01cBmIlrsuKGnq9J4+UgP3+UubqpvU/e/FUZMEs/R9S9uJcx50rR0UWZiytyzMzFw107fx4zi0vhT2i+NpzQtECyTAelvV0QRQh+Xf85tq1bDz9C00EhRH7iFKDIzU18z9kjR3D94kUlu3mK/Hjn3J50Cty/4aX6uLyk0I9f82Vz8Lxzrio6V3yOVZCo7ksj/24h7lSRvpC+z1B+nz6+KgGMwhgxO3T1vhlElJ++jMdFTyAvlgHcluZm/LN//0t5cfCqFFUARvn6Jc69UeWt7CqqIldvZNwtgFG+ZmlvF1Yqqr5SjlPz8UQD4YQgkBCVJ+1cC0ssGTYcz549w5mDh5QanSoeLAazEwxPtx3csQNtDx4gVVdPzBl5Sbxnj6eiBKKJFB1d7PrxfwCAApteEsZUNTU/QHTj7f7ZqTmXP/Is1VSrsX4zPTVsiycaSGBasJexDXhZe/ckLUlfGnUeFyzt/FKuoq7dWcYr7rF5ouJCPkaJmtqIIASD/AIAAL9/8y2iCRHNSNXZ0Odb22CQf0AXcXgC0VQQ/0rBhjq2ggvOpYdEDrISBRMkEVi6ufdYJcirwIaEhqlxNSdI0dXDID9/mnLvQWwvrSzj4F8VM8wPQC9TBcb3ue5SkBy8jE1KAQB8uXQpMo1NmOln97GgzNVNRUk834/l407Z8CAGYFTv8XFEXn3Hu62rYn549V0/W1vR8bynfTtN3wClvV3walo6AGD3pp+6gBc+RrzIQZ2zd7qBkXgedfGS67a6rnUGXrobEP5lHMB0izzZCeHDSZNxbNcuTMrOQZq+AS6eOIGpBYXINDLB2tlz8Mv69ZiQnomGzZvx1ujRKO3tgt+++QabPlqFCEIwt6oa+3/5FcMjIoUOJllbR0H0du7IEdy4dEkBvPD7LHZy7oGxUArOwumxZ+V0kYNjDwxM12uqK9vkiLKnLrbxhApHS5x7C0apR2Cgq0cdWN0VAQz/jSUEU/sV4q1Ro1HCau9VO1fKr5muzwFZTwBG/jw1ff1UuqUq36eqMeL3mKqrj4ctLTi0cyeKnZxRFxj0Uu6i9cEhLI3R80LgvTVSZLoi4Kq6Zoah0cv162DMBq3CUy9mH+QfgFxLK0xIz8C7r07ocupKZJvggppBAIArZ850McCSXjPH3AJDGKUcSQgO7dyJhy0tcvDCUrVSF+XuvHL4d/+yfj0AYIBHHwXmRRWIUGxn0f3+wcvt1Xn6KAjke3Sa1kRlH0/qB/ISQvpBfuracygCsu6sC8Tz/F+q8BggUydm56Zj/Jo8IO788isAQK1fAMLZGhHd1Hu4z3gVACaRFTtEEXpI5N+dpPXyvkc8vSgNUCGEIIpdh6csk2U6Ih2nTgDN+3CpFbMzFkJ5n1O+Jo8Fg/z8EUcIIpVAuPI1a/r6vURvr+5L4/m7GpdMwcvH06ahwNqmR+dufp8cwKjb5zIMjSS+R6r3OU4i8KIZqg2VM0DS3zhCq/BquvE9kl4z3cAQ/e0d8Nf33wMARkTFIJzNUeXn6clpWvrdafqGau0Q+L93r6XRACntAdFJF9cg/wBkGBgpbEAJRFOo4WeVluPYrl143NGBv/+3CSVOzlhYV4/21lZcPXcO6xe8iRFR0fjzu+/RfPMmrp07hzfKy/FqejounjyJe7dv44+NG1Hj64cottjiiNxUrKS3C84dPUrBi5Y8ry/dYKnnRWg3jfM0BZWZbsDK+Bwd2Qm7u01AQx6cVVCR0jHi2h++EFS9OL6x9Ld3wCA1Ofk4QhQYGP68CRIqXz5p9YTYU7oIE9i7Of733wCANH1DFLAyz26ZDTFGhpLn6ZniK7SzF7RhdxVPfIyqJacdPn9i2Z+1t7bi4I4diCGEpgiUxojfHx0DLQEM1JXX8v8ucXLGQF8qFo8nGgpzR/o86QZGqJFUzil+r+J4lXUjapf+nThCvRdKe7tg/y+/AgCK7B0pQOCnGA15yf3reXmY3r+oW5fRRHbNXHMLDAkJRa6FJQ5u34721lZ52kgy3zitLDeiUnyXHLxsXfsZAGBMfAKyTEwV3qXiHFZ05eTX7G5+dseC8DHiwSVRQ9FTSdWz8+8e4OGJukBFUbv0enzcsyUifeW9i48lHwO523U3YIPdZ7aZOeoCg9TquBKItHmtbrdzk7suc6+iCEJQ4eZBT7s//aQQLKQ2AuqYjXwra9QHBSHP0goRDLTkW9vgu3fexfyBNQgRoEZbqaqj+1jA+8/EEoIFNbXYuPId5FlYIZgBBc7EKJiKqQMwdvYUwPSQYuT7xyD/AJYq78qo8HkYzIDr/Joa7Pzqa+RZWlOtkKprSkrk1R1mpcGZl08nackUmJd3X52AUEJQ6x/QZU8Se4hk3ynt7YLBwSFyAKO8J7HnzDA0Rl1QkEp9VjyhB4pYQhnp37/9FkuHDUMcoVkPDlLl16Z/j5f895Tu4XPp9bx8AMAv69YjjM1HVeMpsjVqAYwB6oKChTasu3FPINRkUbmRaDzRAOHMhvIGIf93+U11VyKYoKGFUEJTQwXWNnj31Qmo6euHKXn5qAsMEqV+4WwBJWpq4/XcfLySkIgpBf3wRlk5EogmghmKV6b6krV1UOHugatnz+L6hQtCMxBHKGUeS+SnxCJHJ+F9Id2seI4+hn0HF5L278G0i4Ojfr1sUenpJQJpvORzykhenf9EogZ96f162WJAH0+k6umLjVt58+Pi4cEhocgwNEYUu/94oqGAqPkiHOTnr+gPoqGFKEKwd8sWdDx8iFRdfSEuq/b26YL4+eKPZWPEBXg9IX4xRjbseVhqRorMpawO938otLNXEKam6Rkw5uU3KuDW0BR5T37Si2Xvm29EnP6WA5ieGZgkLW2Uurigwt0DiVraiGFzUXnseQ8tLkSPY98ZwzcC6d8RBo5eIpDyaypX7iRqauHP774XupIoQsTmxL8/lgWBfGsbVHl5KwCYRA0tJGpqI1Yyj3mrgZMNDWi7/0ABvMQTDYVNpsS5N0p7u4j7EwGcgZdtn60DAFR5eaOyj6eCvoN/nm800rJU7jYarbQe+XeL3lgMRPD5Ln2fdHxoIC3npa6SNI50fvK/U+npKYSk/DMx7Jp8w+YsFfV1spRv5JLP8jmYoqOHcje3Lh5MfNzjJOOebWqG2oDAHlNIiZraSNDQQrGTM0pdXJGkxYGq4nzj45pvbYOh4RFI1NQSQslZpWVCKMk/J1pm9GAExj+fYWiEYrYnfvfOu3jR2QkAWFhXj2BCRAqKHxJfxgepn60d+ts74P3XXgMAPH/2DBvfXolyN3eEEnkFaZq+QbceHV0ADNOB9OS9RQGMxAeJVeXxZwhh731ybh6O76IHticdHejXy7YLkyh9nnSF7uo9p5B4IE3V0xfXjCRy5uX9ia8hgNCiAh5bORCXzrdETTloL3NxRV1gkAI5kKip3WWtZxqbYHBIaI9avzhCcGLPHsrenj6NNwfVIVVHD8HsOlILk3gilzKoszJI0dHFuaNH8fjRI+RZWNG9U2nv4p8t7KFlhgLDz4TT6lJICUQDJbz3oQTAEJ6jfBkGhgKYvsg06prXSpbpIpJQcde/Fy5g1dRpuHLmDBbW1cOfLTg+cFys++2Kt7Fp1Soc3LFDiAy7VPiwE1Sytg6aGhtx+9o1xBMNhBCq48g1t0SavgEi2AtOILRUsD4oGJlGJgyYyCd2tqkZci2sxOZV6enFGqV1FfFGEQq4MozoRKzy9lHvGaFvgGpvH/S3d0AXkZWGFiLY4k7To83xOL2pajIkamghjNB88/DIKJS7uoky3lBCFE65igubnqDi2Hft27oNTzo6kCLTRRRbPP1s7RQ1MAyAxhCK3guse1GhtYaWCHqKk4oIZocD0ho/fwwLj0Cqrh7C2f9TBA8yhLNxrg8OZi6d+ghmn33U1oZDO3YqnJKKHBxR2tsFKTJdpBsYocC6FzIMjBBNqE6KBxVe2VPa2wWqykL5JhPO3jlntMLYhpKoALbo30k3NEKRoxPyrKyRbWqOXAsrJGpqi3GS9jDi5kypunqIZOOeaWTC5qCGAOfbPqPsRrWPrwiyPHhyMERPZ5ooER2A9cV8DSNUWJ1rbokMAyN6CtKS4czBQ2i7f18BvHDtRAShngn9etmiPigIZa5uiGDfncACsxS85FtZC3PIXAtLJBBNARhSZLoK7A1PJ1S4uyPf2kbMG/69iRIAk2ViRit2DI0QweZrvpWNaCQZSjjVTVkQ7hnBx0a+hs2RY0YruIocHFEXFCw2+CwTU+RZWou5xu9R6FWsrIWNg/J8CmX7TLmrGyrcPZCsLRPPHsb+LM/CCrlmFgy8aWGgb18VAEa+nqIIQZaxKYaEhmEge+cc3KnaYwtsemGgb18c+f13CnJtbEWFkXTMeYqA62r4POSgJYzN9cEhofj7f1TLBAB/fv89RkTFdAFPPMUwwKPPS5ku5lvboMa3LyZl52DXDz+K6//6+ReoCwwWpfu8qEEdq8OrUV8mhZSqq4da/wBUe/sgjhAEsXczv3ogLp06BQBovX8fH0+bjkF+/kII3yMTwPWQPQCYRPZO861tMDQsHP3tHZCoqQ1fQqv9AOC9CRMRyOZ9qq4+qrx9xBrKMjZFvpWNWB/ylBZNIdUFUpPCeKKBKD5+Ml3kW1oj28SMrSctAWBUiXjj2b6zfOQo3L56FQBw5/p1vDdhIrJNzRHM5r40zddT81UODoMIwdrZcwAAM0tLu1RUqcQKL6WBoZoeddrFeKKBEqfeCp5zhC+EKtZ7Q13eU66BUURVfAJcOvUP9m/7BUGEYMWYMQCAVxKTBKUYSQi+fWsFOh4+RIahMXLMLPD40SNsXr2a6RG6Uq/xhObUzh05iltXrmBYeAR2fPklOp8/BwB0tLdjx4YvUebihkh2T0WOThgSFoZ0fQMkEE18MGkybl2+IhZZS3MzvlyyFIW2dqhw90CxkzNi2SI4+tdfmF9dgywTM+z6kS7MrWvWioqDHV9+hV/Xf97lZfDx2r5hAw5s345iRydEEoJyV3ec2rcfQ8MiMMDDU6RxAOBhSwu2rF6DfGsbBZEkD7Zj4hNx5Pc/xOc7Oztx/tgxzC6vEGBNEcDQFFKpiyt+fP8DXD17Fm0PHuBFZycunjiB80eP4uLJk2hsaEBtQCAq+3giXd8QUYRg7oAqXDhxQnzXixcvcHjnb3g1LR2lLq4odXGl5ZvGpji1bz8mZeciVUcP2z5bh0dtbeLv/bN/v0LJID9VRxCCgT598df3P+DpkyfiZLTpo1UotLXHg7t3cfi33wXzksiYowWDBqGpsRHPnj6Vf8e+/ZiUnUM3ALYIs7gGhs3jGEKQbWKGU/v247WsHORb2WD/tl/QyU6fj9ra8NPHH6PAxlakKqWsQDzRwKczZ+L+f3fw4sULMW++XrYcWSZmYhOIZYDinwMH8N6EiSi0tcdf3/8AANj22Tr4E4INixbj3/Pncf+//wAANy5dwvmjx3D+6DGcPXwYlZ7eCCcEOabmaNy7F6tnzkIEIaKHTIKGJvIsrPDj+x+g9f59MQ4Hfv0VFW4e2PPTT3j65AmKHBzFCSuCEAwODkHD5i0KY/ffv//iw8mvKwQtKXjpZ0N1NLkWlqgPDkGyTAf1QcE4f/QYtq79DCkyXQGmMo1MsGHRIrTeu0fnTGcnnj15gn1bt2JYeGSXTS5VVx8zioqxd+tWPOnoEPd09dw5LB02nI07XYeFdvb43wcfYsuatYghBB9Ofh3NN2+Kv3NyTwOGRUQi28wcy0aMxJlDh8Sf3b52DUuHjRBriqbZLFHu5o5ZZWVo3LsX0p9/2HyOIMzQkZVqxhLKCmxZvQbtkjnefOsW1s6eQ4WKzPE2mBCsHDsO+7b9gkhCMKukDE0nG+Vr/cEDfL1sOVJkuhJdknSPpWxdfzt7tN67h6aTjd1u6HGEd1v3V6im44BpbFKySFF2dnbi508+xeTcPCRpUfDdHTDghRJUA6MGwFhZ0yCqoYlqb1/8/Mmn4ln3btmKVxISBZBXn0KSp9RVpZD45znTm6iphSJHJ9T4+eHtV8bizvXrAIDrFy9i6bARyDA0Fkw+F/Gq62KexjujKx1mOXCJJATTCvvj9IGD8nlw8yaWDB2GMfEJACjzEshARyyLrZ/NnYd/L1wQ+86zZ8/Q8PNm1AUEIYKtvyhCMCo2Dk2NjRgZHYMCG1v8+f33ePL4sXiHe7dsxQAPTwUAo4qBiSU005GmZ4C3Ro/OId4DAAAgAElEQVQWgK6jvR3r5s1HfzsHeZqPrU0hSlYxRklaMoQSgin5BQCAr5e/hQwjY7V6N55mU5tC0qMppJcCMM7OqPKmDr5EuhC4P4E6BobW/Qcgw5BqS5JYYBoWEYkLJ06g0NYeUQzh/bFxIzatoqLceEL9BRr37sOsklKEssU2u3wATu3bR9XsSkhNei+nDx5E24MHeHD3Llrv3cNXS5dh9aw3cGjnb3TDunpVaAlo2sEJtQEB2L3pJwDA/m2/YMWYV7B8xEhs/+ILAMDZw0fQr5ctLaO2d0CStgztra04sXs3rl9sAgDs+flnzB1QhUi2EO7evInrFy+qPD0kEE1cv3ABt69eE70tKvt4AgD++v57tDQ341JjIz6bOw/r5i/A+WPH2Ea8BxlMq5OsrYNwQjA6ji6IlrvN+GTaDLwzbjx+eP993L56DQAwf2CNQv6R3wMXx25btx7H//4b9//7D52dnTj6x584tHMnjv75J/Zu2Ypcc0sU2tmjtLcLVo4bBwC4eOIk3pswEUuGDMW6efNFgBkTn4AyVzcUOTgg08gEAPDnxu/QdPIk2u4/wMa3V+KT6TPw+7cb2UJ5iCovb0Sy54kkBJWe3mhjgXf3Tz/j0xkzsWXNWjx98gRXz53D40ePcHD7DhF8wwnB9P5FAIBbly9j48qVWDl2LD6eNh33/7sDAHgtM0uwD3FEXkpcxoAWv9eGLVtw89Jl3LpyBZ8veBNrZs/BqX37AAAXjh9HlomZwok4jhABQPZu2YJ18+bjkxkzhKj1/NFjyDI2laccZLpovX8f548dw53r19HZ2Yk9P/2MeVXVCCEEn0yfgZMNDfjv338BAMd3/Y1Te/fh9IEDOPDrdlS4eSCcEORb2QAA/tj4nWCW+ts7oD44RATnU/v2Ye2cufj8zYW4frEJbQ8e4EZTE1rv3cOIqGgU2tohnBDU+Prh2dOnePrkCdbPX4AlQ4fhvVcn4OzhIwCAz+bNE2JLKXgpsLFlwIyeHscmJaP1/n08f/YMg4NDBGhO1dFDYwMFAb9/+y0+njYda+fMxVdLlop5MyIyGuFsf4lk4JUD1+/eeReLBw/Be69OxPmjdB188NokwXJEEIK/fvgBHe3tIt22dc1afDxtuhCz/nvhAt6bOJG9k6NYN38+vlyyVMyzmcUljAHQQyghmFtZRefTlSv4cPLrWDJkKD6dMVOAytcysxHGgg43kLty5gwA4McPPsTSYcOxYvQY7Nu2DQDwy/r11IskLBzxhODLxUsAABvfXgkA2Ld1G9a8MRtfLFyEG5cuAQB+eP/9Lt5WnJmNYSALAI78/vtL9dYayFK7KTq6mFFUjNMHaXBtb2nBmtlz0N/OAaFE4juk1glcxjQwL9dKoy4wCElaMgQRmlZZP38BOh4+FHN1ar9CJGvL0N/eocfmpfTfWRWSEoCRBuZQQpt8frFwkQDl/+zfj+mFRUgglOHkrtMcuPKmoOrEsamsCknaFJSvDy6m73z+HJs++gifzZmLA9u3AwDOHT1K5++kyQhkh5kwQrB61ht0bh47hnXz52PJ0GH4aukyAMCjhw9R7uYh0q2Vnl4AgF0//g+3r17F7atX8fWy5fh0xkw0bNkCALh56RJyTM2RoqOH+uAQlLu6QVXWgB+qoglBuZs75lRWYs/Pm8F//vfhRxjo7SuY5wSiSbWtKjQwiZraiCQENX39AQCbVq1Cv162KkueVZIdzPhTrQaGVSG9rAZGlEoLBsbLGyXOLt0CGL6xS2khforgdHUcCwK8imQAq0FP1NJmn9HqwtokEE2Rv++uV8uJ3bvFhlHa2wWZxqYIJDRt8cFrkwAAP3/yqdj8QgnBx9OmAaAmOwGEUozBhMCPEEwvKhYbTSwhojvu2cOHAdBTbY6ZBcIYSuW0ftPJk7h27pzcOVRSKphA6J9f/ucfZBoZo8LNHcMjo9D24AEA4JPpMxBGaLlsIFtkXCi5dvYcEUCjCcGBX7fj+bNnKHZ0hi9btGn6BhgVF4+W5mbcaLrUxflQimarvLyRZ2UtTrnciTWK/fJ3We7qhvbWVlw4fhzxRAP+bEx9CEFdYBANTt98i3iigYG+vqj09MLtaxRAbf50NeKJBoLY8wQQghWjXwEA/LTqY6EBiSRE0NcLamoRzD4bxcb9xG6ap23YvFkhjXKp8RTu3bqNbFNzJMt00N/eASGEoMjBCZ2dnTi5p0EhEHAGZnBIKIocnJBuYCQAw8a3VyJSMvbRhODbFW8DANbPX0A9iXT0ECJ5hg8nvy5Km3lTw2mFFFB99867CGPvP1lbR2xgx/7ahaFh4YgmlLrnG6g/Idiyeg0AIMfMAglEAwM8+ohNOoYQ5FlYAQB+Xf85DfraOggjBF8sWgQA+HrZckRIniGKEHzz1goRkIsdnZhGykjMq7qAQPiwd+rP7ufiiRN49vQpagMCkaSlmDYqsO4l9GTZpuYCxI9NTkYQW9NBhGBhXb3YsPuyZ823skaavgEGB4cAAPb8vJkCWCWANDo2HrkWlkjSksGP3VNTYyM6Hj5ElokZEgitZOFg4EZTEwb08YQ/W8N+ksDwAsC8qmrkW1ujv70DAglBrX8gAAoeONiKJxq4eOIE7v/3H4aEhAotXl9CUOLUG53Pn+PkngYKnjW1EU4IVr9Bv2NuVTW82BgGsd8dDEDVBQYh08gY/e0dsW7+fADAgzt3MSo2DsHsPfkTCko4EBoWEdllX+VMY2UfGsR2bPgSFe4eahvSJmnLsGL0GFw5fZrNg6t4+5WxyDQykacJ2AGHM0XZpj2nZhS7r6vr22WN2oBA5FpYIoKNabaJGd59dQLu3LgBADhz+DCm9y9Cuat7t3bv0vhS5OCIwcEhcgDD1lCGoTE2LF6M9pYWAJThWVAzCMWOTghl61TZR0mAoh76dkmfR6qB4QxunqU1Hra0oO3BAwz06StiSaqePqYXFaP51i0ANG0URLgHmR1evHiBgzt2gFeAZZmYwocQUX68ceU74r6LHJzwkD3X1rWfIUVHF/5s/gQRgs/mzgMAvDNuPAII1ZHxlItyvE4gmiIupenpo9jRCbmWVqgLCMIv6+gB7Pnz59j22ToUOzqLVH1/ewdaRi0ZIx6PCmxsxbyMJURYhHSPFWhM5JYa6lpq0DJq9RqYeEKFzkT5AikyCmBUDUgXVCXKx4zFBFMYQDbheH6WigUVgYv0QTgVqQBgJNTqmUOH0dLcLE7ZvPafb/wXjh/Hk44O5FlaiwX774ULuHXlCivxM0Wytg5SdfSQLNNFKCHYu3UrOjs7kWtuiSRtGWr6+uHKmTNouXcPGYbGLIDIREohnmjiwvETuNHURAWVEs0IX4yXTp3C1bNnEU+o2Hh4RCQA4OCOncLCPVmmixQdqo/It7LBk8ePcfn0aeHjkK5vyIL5FoSxF5uqq49UPX1kGptg51dfAwAGeHgqiJwVJoO+Iaq8vNHYsBcdDx8KSpAL1/gGPSw8UgT3KELzkGl6BkhhOqZTe/fiwZ07SNbWQYpMB3UBgWhpbsblf/4RIjT+PLHse590PMbJPQ1Ct1Di1BsAsP+XXymjoKFF9RNsXAeHhIo/5ycG/nc2fbQKgWwMKtw9MCQ0DDGE4A/G8uSYWSg4j8YR1tU1IBAVHn3QfPOmuFeu20jR0UM0oSDv7o0baL59C1kmpkLLcvPSZVw7d07M1SQtGU2jBAUjVU8fDZu3oLOzE/lsriVqaOH80aNou38fWSam4hQjBMyMSeLBm7OTvBKnv70DoiXgZfsXG4RmI0lTG/+ev4CW5mYM9O2LRGZ0x6npSEJw9vARtN2/j2SZLjKNjDE0PByPHrbh7JEjiGKAI03PABmGxgggBB9NmcqCcpVIb3KwU2hrL3Qy/xw4AACYUVyCIgcn9OtliyRNbQQSgq+XLQcAVLh5IIaNZSqj3oscHHFq3z50tLcjTc8AMSyoPHzwABdPnEAEoQeg4RGRKHHuDT/JPY2Oi0cUC4Lr5y8AALxRVo48SyukGxiKdTMkJAwA8P2778GXyAXmFJDJcPXsOVw9e1akq0uc+Xz6CPGEYERUNPrbOyBZRg86f373HQAg15xWJkUQgv3bfgEA4ROUqquPDENjhBCC1zKzAABvvzIWQWyf+/zNN+m4VlbBl41hsrYO0vQM4EcIPp0xE2Bgq8jBEakSh1kO8rm/y1fLliFJW4ZhEZE9OoNHE4IzjG358YMPEEsIvAgRh0dlU7F8m16o9Q9AlknPTUKTtLSF4LYnABNL5D3Bsk3NkaytI+4hksjBdWNDA+IIQbWPr9qeYFwDMyQkFNlm5kggmoggBEPDwgEAD1se4JXEJHiy9zQ4OIStje6FwXGEoMje8aU6jKeyMuoyF1cFoL5y7Dj4sXFN1tZhvzK8/Qo97Lz76gQEs3virPHiwUMRyABQPWOF4wjBrStXcf7YMfEOc8wsaKr+t9+RZ2WNQf4ByDKhMSuKEBQ7OAGgqegwdu/phkaCae4u4McRqtusCwxCtqkZvAhtOXH5Hwp2F9UPRjCRs9fKjVSF27MxZbH/3rSJ6jZfwhOMf78cwPTMwGQYGL1kGTWR+7xIHzRZpgt1VUgKtJCUaurGG4L3+yhzce3RUp5TkVIAw2/23NGj+PfCBeHzwsXGFe4eCJYg0/EpqQgg9EQPAJ+/uRDJ2jLUBwUjRUdXiBV9CcHSYcMBAJOycxFMKLV6+fRp/HvhAhI1Fcs++TM1NTbi0qlTohqGiqzkVBcHL0msN0m+lTUAKpZTKI9lG1YUIWjYTCm9+uAQDPDog2xTc7w3YSLGp6YhlMhPzeGEMhb8RDo2KblL6ZoUOCZpaeM4K2FPNzRSqMySW1s748PJr2N8ahr629kjmn0HZ2l2M+fVTCMTJso2w4O7d3GyoUFsvNL3lyLTxb3bt3Hi793ob++AIgdHzKseCABYMfoVIbDj98m7oba3teHoH38ilm28ueaWWDVlKkZERgvGzJ99ttDOXgTbcld3AeCk95FpZIwhIaFovXcPx/7apTA/E4imYOd+WvUxmwM5iCAE1d6+AIAv3lyIvuxeoggXWusj18JSBNpJ2bkIZd/N5ycfW+EDo6MrWC8peOFVNlnGpuLkylMG27/YgAhCQRwvm92yeo1wvqa26lRLFEMI9v/yqyiVjiZU5L1h8RIsrK0TZbL+hApPAwjB8pGjANBqlkJWPfLL+s8BAPlWtFyXv/fZ5QMQLFmX+dY2FAC9PoUCi/IKeLH5EsHGq9TFFW8OqsXcqip5ywJNbbw1ejSmFhQigtDTZDShFXVxhGDZiJEAgOn9i8WffzZnLgBgSGgYihydUO3tLdZwXQBlBT+bO4+5murQMmrWpLWpsRHXL1xAkpZMpGNWTaXzKZDQ1HKBtQ3S9A0QQgg2sXnA51M80cDM4hIsGz4CZS6uKLDpJdZiCCEYGRUDAFg7Zy6CCWVG335lLHuGIlrizAS0XPS4YjTVAU7OyUW+lbXEel6efq8LDAYAfLlkKQIIEWnD7krNYwhlCrnu6NDOnZiYkYkYdp/C70MC7nsysuvCwDAnXnUGcYWsCCCB0IrFSdk5Iq3y4O5dLBs+AlFEzvD35C0j2BKmgcm1sGTz2hp//fCDuOaGRYtR7OiMKEJQ4dFHVKn1FLO4BqYnx3GeyhjkH4BMY1P8/PEnAIDKPl5CHycFnFPyaSnxB5MmI4jFlyovH6yaMhVlLm4IYesujNDUWpGDI04fPIg7168jRUbb5WQaGgMAfvvqa1ou7+GB+uAQpOsbUhbUxAwATdFyLRllo4xE2bHyc3B/Hy6gHx4ZhbVz5uLfCxcAACcbGjDQp6/CM3GWiluExLM1nWFghBcvXqBh82ZEs/WRqqcv18uqAzC81FydeFrfgBZfiPJ11YyjQmNGBQCjTTUwpT0gOv6gwgemO38VjmZ19VDl7dOjgY90cUkdHeOJBs4dOYqbly6JxU6ZDRlD/GZYVD8YAPDmoFp4EbnA6LO585BrbomxSSl4PT+fegV4eKJfLzsBXpaPHIUg9gLPHj6C5lu3VPbTkIKXeKIhF4NJms9x8MIDS6aRCTo7O3Hk9z+QZ2klGBx+opfagNf6B9DeLAGBIlhX9vHCm7V1+GrpMjRs3oJLp04J8eDiwUNERUaXcWc09L6t29DZ2YmBPr4KPXP4P2MJESeYSTm5WDN7Dr57510c3L4D186fx/Pnz/GorQ255nQDSZHp4s7162hqbBTOsVJXSAFedu8Rk/GrpUvppp2bh1DJps6/P1VXH2337+P0gQPMOZaOtRcDLYP8ArBk6DB8+9YK7P/lF9y6fBnPnz3DsydPUOXl3aXEnoOiXAtLtDQ34/SBA2JDlIKXAEKwaipNLS6sq0e2qZlIJ66bNx95Flao8vSmJmbufVDh3gcDPPpg9axZdN6MGIlA9jznjhzFzcuXhVNrooaW8PlI09NHqBS8SCz44wgFzVVe3gJwb/9igxA7cjHgJ9Np6pP2qpL7HsQQgkM7f2MmdfoC8MeyTWhISCjmVFTii4WL8Pf/NuHiyZNCEzKrtBwRbEPd8/PPFKQaGuPH9z8AQAXlpc4uIvWSY2aO2oBAZBoZo9jRWQTMLxcvwZT8AgwODkGuuSUSCPUKyreyFuW8iRpa8CM0TVPq7IJ5VQPx+YI3cWD7dlxvahL39EZZRRfwwrU2lZ5eqPb2QRSRp4Y+f3MhAokUEGuiws0DN5ou4dq5c6KiQzqfav0CsHjwEPz86ac4tW8fLv9zGo87OvDs6VNUe/mIAoNgtjYKbHrhrVGj8e1bK7B9wwacOXQId1lKZN3ceQhh4IWDwhWjxyCNFQuoAi9cWzPAo48oNU8gmlRb4EvnwMa3V9JKPA0t5FvbYEhomGoAQ2jT2gIbW6yeOQvtra0AgNMHDmJWaRkSNbW76ECk+7YygOmOgSlzVdTAJBC5Y28Me1+FtnZ4b+JrQsvX0tyMT6bPQL6VjWASKfNMDUjltv+qU0iijJqlkKIJPUiMjIlVqHL6+ZNPMSQsHOVu7ii0sxelxl2vyYCWnT1q/NQzMOkGhqhw98CJ3bvx5PFjpEvKmeOJ3GF3XEoqAOCLRYsE6x9DCPoQCtBHRMXgnXHj8eMHH+LE7t24y4TnN5qakKZnQMEL1xJ+/z0FJxpawgcmWaaDDAMjCl6++Vb8uWAsDKnjeJmrqzjU8CKJEEJQ4uyCLxYuwuNHjwAAZw8fxut5+eJgpgqYSgW3UYSmqQDgr+9/EJVSXOjMG6aqY2D62dp127leYdz1DdVqYIjyyVk6aVN09Khexcm5izeB8gTr14taDmcamygEiK4ARh9Vnl7Cb0Jl0CVyBoYOHqWahEkd13nwwdM3QIFNL7wzfjwA4K1Ro9GHyMV53NvgRecLKP/wP1s1dRoCRBA6gttXr1K3Qlu7LmxS08lGXP7nH/HfwjeFebZIwYt0Uu7etAklzr1FnpBvaoGE4IuFVNMwjDkM9+tli8m5uTj8Gy2ZfHD3Ls4cPITfvvoaK0aPwe/ffAsAmFlSigF9PLuUF/LfaEKwb9s2PH3yWCjUpeZWXEU/IT0Dl06dwosXL3Dn+g1cOH4C2zdswPKRo3Bq3348f/4c2abm7OSkh7s3buD0wYOo7OOJIkcnhfeWzMDLyd17kEA0FcrsJnKBrYR9Eg67D1pw7M+/UO7qhhLn3ogi9KTA1f3Nt27h1L79+HX951g+chQObt8BgAI+vpiU53Cyto4AWrx8XXns3xk3Xoxlopa28K/gc0PVnOGVA6tnvUFP/ZqyrvOTgajS3i6o9vFBNJGkZpT6B8UTDaTrG2BEVDQAWnLKS7t535T3X6MeEskyHdFfiW98Uodd3jKg2NEZ+3+haY/21lacP3Ycf2zciPcmTMRPH1OWYVZpOUJZYPvzu+/w/PlzbF69GgBEcNj51dfincUTmtri3aKrvX2x48sv0d7ais7OTiGgvHLmDD58/XWRIkjV1UcUAy28DUHrvXs4f/QYfvv6G3z0+hT89vU37J7KVICXUCH8HeDRB8VOThgSStNGny94k46Lto6ccdSW4fLp07h15YooP40kBCMio3GapcLu3b6Nk3sa8Ov6z7F2zlxRBchP1zwofP/ue3j25Ak13Dx7Fsd3/Y31CxaIFNC6efMF8/LWqNEAgDkDKlHs6CRaOCiDl0nZObQ0W6Yjmoem6OiKMQKALWvWinHnB7r6oGDkW1lL9koNccKOYcAs19wCn0yfIUTIty5fwYrRY5BlbCo0MPI9lvZcyzY178KiKrLxdNx56p+zpjy9l21qjpVjxwkt3J3rN/DO+FeFFQJPxyofZis9vVDm4qqi4Z9ifClycKS9kMwtBFgLJZTd4MwpQHWKi4cMRZGDo9CSqAZFNDhLmfOucUhL3OfpAwfwsKWli1GrssPu+gVvol8vW2Sb0b1yZkkZbl6+jBegBSXH/tqFHz/4ECtGj8GNpibcvXFTVHtKCyEiJd9Rxg4rhbZ2ACTMixLTzFNDpc69Ec72jrqAIGxdu1aMz64f/4cx8YkocnRClqmZiAHKB1o+RtwHJlmmg2JHlrZiRnX8fXKNZbW3D40FSk7vytfsZ2uHgb6+wuyvu/ifYWiMQf4BdM6pwB9E+j+ULxDDF0xwiHAlVfVZftqpDQgUFHB31+RdSgeHhCJNv/sGWhzxU6dCWsZ87ihnXqTum3JdDU8bLRo8BJ6EYDoTVm5ZswaTsnMwu7wCcwZU4qMpU7B81CjMKinDjOISTO9fhAp3D7Gozx89husXL6LM1Y31UdEVAy8FL/x0n8oaBXJL+Uun/lEJXn77+hvkWljSrtGM2uSnu2+WvwUAGBIShhBCTxstzc14/uwZphX2Fx4toYTAiRC8P5EG2LFJyRjo44sKD49uwcv+X35BR/tDVLh7YKikiy3XYQyPiAJAKzeGhoUj3YBqZVJ09eBJiNDXZJmYUvAi00XzrVs4sXs3Cu3sURsQyCzdNRTAy4nde5CooYUAQvDO+FcBUO1Ed+ClvbUVB379VXhd1PT1w9PHj/Hg7l2MT0kV2oUQQuBKCL5eTjUXw6OiFMCLdAGkyHTx37//4tKpUxjk56+wSXLm5cNJkwEAr2VlI4QQvPvqBDFvXsvKweyKAZhVWsZ+y/FGaTlmFBVj+ciReDUtXZwMlMELF61nGBphaFg4UvX0sWXNWpXghQeC2oAABfASQQjGJlIPiVVTp1EPCQ0tZBgZY0R0DApseiGKcOalVRgRUtsCWiL5yfQZGBIahjg2f1wIweyKAQAoYAtj38PFxABNUQUSgj82Uh3I8IgoiXcPQbW3Dyo9vRBOmAeKTBelzi4YE5+AxYOH4MTfVFy/+dPVGOjbF9mmZkiR6Yp7WlBTK4BXKCFwJwTLR47sEbxEsmDUz8YW9UHBGB0XT8HLmwvl4EWySV44fhx3rl9HHhOSDvDwxLOnT/Hgzp0u8ylVVw/bv9gAQK4jiyZEAKq1s+ci09hEMGRBhFZxKIMXzrxMys4ReX7KECuBl6wcoVvgVUA5ZuYiffD82TMc2L5dweMljhDUB4egpq9f1/2XBSGuj0jV1cfgkFDMr6nBuSNUSN7e2orP5sxFf2YQSUGPlmiWp27fzrOyFnb2PD4U2Tti/YI38YhVF505dAgzS0pRGxCIHHMLBWM0ZWDAmVFuwtlTLEjR0cOw8AiUu7mLvSuJpWy4gP+LhYvEfVw+fRqzKwYoeDEpAhjqmVIfFCyMKLt7dt477NnTp8g2NVfQ18nBC2VePp42DaW9XZBrYYnXsrIB0Eqomr7+SCBUtxNAKKN+cs8etDQ3C2ZDCl4iiBy0pukbYEhIKAb69u0WvPBx4s7kr6alo2HzFrGeN69ejRpfP9FDsMjBEUPDwkVsUx3XaQzmrSu43mjDosWC6ZTOj/72DrRth0THpepdJmpqoTYgEEWOTj2OO3daHxYRKQ5l0s8SZTQjHYhsU3PRnbW7m6EUFW2sVuHm3n0KQ1zTTHLNnsEQb27GaedzR4/iRlOTPACxU1aelTUK7exFRcbknDz4ESJOZh9PnQY3thlxDQbv8RHJNkO+eOKJBs4ePow716+LPh7KyFGaNqKUKisrZAG5qbFRAbxkGZngxYsX2LtlK8pc3ZBtZi7fcBi1x5mUEqfeCCbyKqk5AwbAWzL2PP3wyfQZAKjwr9jJWbA+qsDLvq1b8fzZMwyPjEIuO7kkEHnKip9cBrj3QTAhorFamj4VWvIAlmVsStNGOnq4c+MGzh05gkpPL+SI59FSZF720LRRBCFYydiNRYOHCGdP6YSmncjv0xysb1/EEoI1s2cDAMbEJ6IvkTMZ3Gqdq+Z5SbYq5iVFpou7N2/iwvHjyDY1Uxgj/vy8rHVUbCwKrG0wKSdXzBsPdv8hkt8gQnU3YxISUGhrJ09rSsALT1Ok6NDTZQk7DXGTukJb+y7MS56llWBetn/+hdC8DPShm9b3774nvruOidoSNanm4eD2HXjY0oJ0AyMEE4KpBYUAKI2db22DTCNjxBPqsxJOCBYNpinWWSXUwTVZpoPfv6Vz8PdvvkUcAyW8PPLwb7/R06AGa3Tp5Y0sE1Ok6RmIskyuC+KVXJzhqPHzQxAhmFLQDwDw3qsT4E3kVHCKTBd5llaiemhWiWrwwg0bucEg17woMy+xhNL9186dw/WLF5Gqq48AQrCWXUthPhFNyuQ4OmHTR6sAUOYlRAJOfv38Cyq+1dHFQGYlH0sIhoaGdwEvnHlZWFeP/vYOrGWGCvCSnYMQQk+XA337otDWTh5UNbRw6dQp3L1xQ4hfef+lQX7+SNc37HGP5am9XAtLhBDKekzMyMRhZnwHAFML+iGMMJ2IR58u+7Y07cLTmjV9/ZBnKTdqnFlcKq53aMdOjE9JY9oiCwzw6IN0A8NuA1McoX5RNX39BJPEnYyVY0GSljaqvH1EHzHl+0zSou7OgYSm4b5atmoPDvAAACAASURBVEz4AV08eVKpjxwPyjJUePRBmaub0KSpus8EooE0PX3sZaXKJc69FdYtL3oYx9oDfLV0qUjt8TRsroUlggVYpOOaZ2mFC8eOofnmLVE8oMy80P1DV7APXA+nCrxwJqnKyxt//49q1Z4+fowvlyxBiXNvEesSCK3qrfbx7bIfqgIulX08UenphVAiLxVfPHiI0C1K59z/BSuUubopaJNUzY9+tnaCbVP+XDxR0rxIUVSWiSlq/QOQr6IFvDJ6LXd1Yw3Vem6UJnW57KmPRAKRNzXj5kvxRBPnjx3D7WvXhJEV78Q7OCQE6QaGOLiDphGKHZ2Fi23b/fs4sXs34okG6gKDRCfPND0DOulYrnIZ0y4kamrj3NGjuHvjRrfN5M4ePoJbV64gWVtGrdQ9vYSNezQhuHruHK6dOycWVaaRMV50duLIH38I87VkLRmSWbVIqq4+Hty9i2vnziPd0Ag5ZuaC1q/1D6BmR8zZNE3PAD6EYPVMqrmYXTFAnKJUjTtNG1FjNt62IElLJjQn0YS2D3j86BHSDQyFa2eanr7IlfPFkGNmIZiXuzduMH8UxbJ2Bebl791I1KCOx/wUsmPDlwiWPE+KTJeezrRleNTWhn8OHEC2qRmCCcHmT2n6op+NLRKIJpJluoJ1KLDphT82bhTBRtqATTqPixyd0HrvHs4cOsSCr5aoEuD329TYiPbWVgwNj0ChnT3S9Q3Reu8eTu7ZI8Baqo4erVTT1Ue2mTkWDR4CAFg6bDhLG2lLem/JRL8mHuy4OdhWxrz0t3MQaa0EDU3RgqK0N00Z8GqjeEJbJ/DqrnSmxufrjbswH/vrL7S3tSHTyAT+kiC6eMgQpOjSe+fzpy8hQh82s7gEcYSgws1d+NoU2tojkj13CCH44b33AADT+hUii9niJ2hoYdNHq3D94kWk6RmI95Ms0xW6mx1ffgkAqPb2hQ+Ri1knpGcgktCydNrPyAM5ZuZYPoqLiMsRrgRe6IlOF8PCI1Ds5IxwItG8cPDCGlmm6RugytsH186fx7Xz55Ei00WI0nzi66DczR2Dg0MQTIjQ+VR7+yKQyH2W3p/4Gq1uCgtDqXNvkQoZHETLwXmZfSghWM5Ex0uGDlVYF8rgZWJGFmIIwSD/ANYklq7bJAYMOAs20MeXeiT18aSsR5dArAQITCggKLC2Ec+YQDSFbf/Q0HAc/u03rBw7DtmmZl06o/N9nTvAcs3eIP8AUULP063vTZiIQzt/w+DgEMHAlbu5o6avn9pu6xwMSfVt3NGc209whmWgjy+9zx4aoPJeTtU+vkjSliFVVw9Lhw3H2SNH0M9G3h6AM/oDPPqgwt1DgPRoyXUVAqhNL/S3s8enM2mKcG5lFQJZbEliLrpBhODV1DQAFMiGsjhy/tgx/HvhAuLZ3OQMVI6ZOcrd3HHxxEk037olUqoCvHz3HWvEqSccguOJXNArNC8ScMnLwHMtLLFv6zZ8NncecswshFEfP/DnslYZ6lyMk7RloqFrqq6ewiG3LiBIGNzFMrBaGxDA9Jzq47q8AWr386PQ1k70beuuoStR/ou0ORwFGXkWPXdOTdTUYuyIp9p28jlm5t1YaSuCoQQNTZS7ugngIjUKOnuEmmt9LPQp2ih1cUU0oZ2TAaCB+0qwShJearls+AjkMMU69yKIIES4UFZ5eiOCEBT0ssWVM2dw/eJFBQ8VjprDibzb66zSMqTpGyCSyP1jOCNy+fRpeZ6/tws6HrYDAKbk94Mf2+hCCaUQP2VAZP2CBehvZ49cC0u8z3xrFtQMEiWHoYT6WwyLiER7CxXl8dw5n5zKSDpN30CYE/Egwjcabgv/K6symZSTi3QDQ5HHDiAEcyurAVBDpSJ7R6HHabnbjMaGBgUBsJTtaL51Cyf37EGZiytrJkbQ2NAAABgTlwBfdg/8xLpxJWU/jvzxBxI1tRFECL5aslQEO28ir2QpsOmFpcOHo7OzE53Pn2NwUIhw2qXziM6lfr1sMSwiEjeaLgGgrI+/ZOz9iLza7K8ffkSepRVSdGigW7+AlrxOySuALxuzSEI7bpe5uOLon3/SMWXizgSiKbqeczahWuJazU28NixaDAAYm5gEL/ZM3Io/VU8fOWYWAOhpn2s8wohc0P3Z3LnIMDRSqEBbVEeBSEtzM7JNzRFECJaNGAEA+GTGTHiyew9jz1zh5iG0CctHjkSxkzOyTc2EHqfAupfwOokmNDXwpKMD/56/gCpvH2QYGiOQEKybN1+MkTf7Ds4WVXv74NaVK2hvaUGOmQUCCcGcAZUAgFVTpoo5nWNmjlwLS9T09cPNy5fFnA9nc4ODl7FJyVQUyHLq0mqj9fMXyNNphkao9vFBoZ09Lhw/jn8vXECKjh4CleaTL5tH3DdoQloGXrx4gc7nzzEkJAxBRF6y/Od33yPf2ka0kwhgwevon38BADYsXoJQNr7vM8O8qf0KFXoSKYOX6f2LUOzohBInZ4UNn7OBM4tL6FhNnUoPaNLmfd3ssVLgokzH88DJHXgrPb0UepFJQUCKjh6GhIRhSEioaAPQtcs6BZ98XvGu4Lxz+8sCF34wjScaqPT0ou6ybP5xUS8FWHrdXjOWEORaWoru5Zx942Jnbscg7V7OgUs/G1uMio1DhZti2j2OUJaPN4ctc3EV+3qmkYmoxgxg8ZIbA34ybToCCD1cc/PU/nYO8GOfT9LSRqGtHda8QVnlO9evi751HLz8/u23FNgy4MIPwVnGpvTPv/lGMC+ccRno25dpSCjLF0K6tgHglYo5Zj33j0rWpvqmAR59kKxNxdjp+oZovnVLIoDXENesYYREz3FdS4y7ui7r/XrZigqznu6TdFkAxqaMHbHpoYU9pfjkXWV7vpksE1MM8vdXA1xYqoiVl/IW2BwtJ7PT/qV//sGDu3ex/9df8f7EiVhYVy/ErgBQHxTCLL51EMM2x6tnz9FNZtFijIlPwLDwSMwsLsFJ1sDqw0mTEUbkAuGrZ87g1pUrCs3ZOIAKJXIBZXtbG95/bRImZediYV09Tu7Zgwd37uDc0aN4+OABUnR0kWFohBFR0ehob0fb/fvo7OzE5k8/xYz+xZhRVCIcW280NWFoeATKGBircPdAZ2cnnj55ghWjX8HYxCTMKCrG/z78CE+fPMHxXbsAUAAlBS/Kk6DS00t4FDQ1nsK8qmpMye+Hybl54kTKgd9/165hXnU1xiYmY25lFfZu2YIHd++KQF3u5i70PW337+PUvv0qwQtnXpoaG1Ha2wXJMl2EEYJXEpIA0EZua96YjakF/TCveiAaG/biYUsL/rt2DU2NjUKLMyKSplAe3LmDhXX1GJ+ahpVjx+HI73/gYUuLYNpGx8VLOu+yagJbO9QFBqHQzh7XL15ER3s7Ol904rdvvsGskjJMK+yPH95/HwDwuP0RRkRHizJ27lVz4fhxAPRkPyY+EeNT0/DehInC6fbDya8LE7p4ooGLJ05Sgai+gbBYFydq9kyjYuMAUEO5hXX1eKO8HO+MfxV5llbU88eSltXv/PIrYVLHT968iuTHDz7AtML+mFVShj82bkTHo0eirUOepTXyLK0wNikZLc3NAICPpkzFK4lJmFpQiG/eWoHHjx4Jh9gNi5cgy9gE4UQOYqUnVT7nOeh6Z9x4Vn6rgVwLK9y6ckWMxaiYOIyMjsHKsePQ1Eht8T+aPAXhhGpV8i2t0XL3rvj8lPwCvDNuHH784AM8amsTB4mVY8chlAWfdUzHNqeySvSI4alWDl42LFoEf0lQ7G9nL7RntPqLAkCekrt36xZWjh2LhfWDMX9gDbZv2IBHDx/i4I6dACi45qzXcabd2bp2LcanpGJSVg4+njYdLc3NOPLHn3j29Cm2rF6DMPb9PHX9el6+wrrk4OXtMdQPZPnIkcg2NVcAGNKNOU3fEHeuX8ftq1dRGxCotiomy9iEBhE1e2yStgxlrA8X32Ole3o0oYJh7sz8WnY2cs0VUwHS++TASHnf7i4WZBgao8bPv4vxXhwhog3KovrBCCXUBG2Qn7/aa+aYW2AQAy7immzucmBID9u0e/YAjz5IkVEDOF5puGPDl5KqG9ZIlF0znmggjMiLDi6fPo2lw4ZjSl4B3hk3Hg/u3sUlNt+/XrZcHIwXDx4KgLq4TysswuScXHwyfTrOsoKQk3sa8OLFC2FBwcHJ3//bJES6vPlkjOTP//zue9H8sl8vW1q9IzGA44yVtBopx9xCVLL2FNd5f6tKTy8kaWojSVObgukSmiL86PUprBedFm1O6h/wEnGdkRx9PLvEVFUxa2hYuJr7pDGGSP9ilonq1vWqGBeRKlIzsbJNzVDzEtdMIBooc3VDFTNpky6WWIbCW5qb8f5rkzA0LFyUaPKfK6fPYFxSivBW4CLeCncPDAuPEBszANGn5t6tW1hYW08ZF+4tY2yC47t2oelkYxfmJZ5ds8jRCaumThOuufzn0qlTKHHujXfGjkd7ayuKHBxFPp0ukA2YVVYuytX4z9G//sJrWdkotLVDkjaddBGEtiG/d/u2wmcftrRgydBhKHNxRcfDdsypqFQ44fFxz7e2wZCQUCHo/GjKVDxnvaAAKiKLJ7RksbS3Cz6bO6/LfTWdbES1ty9ey8xGR3s7RkbHoNzVDQW9euHq2bM4tPM3RfDCTjxp+ga4ffUqjv75lxg37jXwel4+bjKbdP7z37//YpCfP755awWunT8vniOS0Dwrd53kP1fPncOo2DjUBwbj8aMOjE1KFuBFUI5MF5GoqY17t2/jyO9/YHJuHh7cuas4b86cwcTMTAWfGK5VyrOwwq+ffwHln7s3bmJhbb1gXPhcPr7rb1w6dQrV3J1TKchwB9Wlw0cIYSEAXL9wAak6eohi3/m4vR0/f/KpaKmRaWyCSk8vTMzMFICb/7S3tmJsUgrmD6zB40ePMDQsnJq0acswKiZOWNLzn9Z797CofjCyTc3w5PFjrJo6VeTDN320Ck86OpBvZSNPRWpQ182hYeG4fvEirp07LypToghlcQ6xoC/9uXfrNt4aNVreBZ0BjtGx8cKxl/+03G3G4iFDkaytg/a2Nrw7/lUBXrjD7djkZHHaFGZuTI/z6YyZCCcE9UFBQnwZTzRxau8+XDh+XDByEYRgwaDaLvP8RlMTRsXGoS4wGI87OjA2KYU2wNTVw7iUVPyzf7/C558+fowNixYjjhD8c+AAtq5ZixxzCxQ5OIp+btKqOil4WTacMmJcuK6qnJczvNytd25VlYJOrAtwYXus2iBCNGgDUU8vwWpLP8fBS4lTb7SyYoHBIaFd9GTKh1jelFRdqijLhB6MC2x6dQFD8URD6EqWjRjJWtAEMi1OV28bnlbKtbAU+h5+2JXqV3hFq2g6ydx9ORP6Hit82PnV18LbJ8/SijEUPLUiZxpWz5qFp6zfEP/Z89NPyLO0xo2mJlHezlPH6+bN67I2Ghsa0K+XHd4cVIsnjx8j19wSkYSmhdru38e+bdtQ7OQsiiC4SVymkQketbVh22frEE6oflOlnT8fAwbE8iwsaZNV5lbcZYzY4StJU1v4pkkrUmMJwZlDh/CkowMF1jSecMCoFiswkoOminomOXghj3Jfqy7MkIxqzwi/Oc645Fmq07hoCxSlVuNiaoYalipSNVmlmztncaSTVRm9ZRgYId/aBmWubsi1sEKtfwAmpGeg1j8QicwETBjYaeugyttHNLULIwQF1r0wJj4BEzOzUOsXgESGKjlw4X4HGYbGyDQyVroHlivt4ykqk3LMLDAmPgET0jMxwL2PECwma1NAUBtAEXG6ngEAmsv0I5RyHhEZjfEpqaKPRn97B4Xx5M+TbmCEkVExmJSTi6kF/VDp6SUWWZaxaRcBGwcugxlw4SJk3jdnbGISJqRnoL+dAxI1tcRkjSH0ZDw2KQUT0jNQ7uouSnWTtLTZ8wSKMco0MkGGgZGK+cGEhf7+oqu3dCJzNqEuIAizSsswtaAfMoyok3GangEyjUwUPh/K3tubtXVYMGgQBvr4iu7KSVoyZDHXZL659LO1o14jFpaCem6+eROn9u6jIE9TG4ODQzE5Nxev5+Wj2NGJepgoid946WkoobqEedUD8XpePgaxecMrRZRPgENCQ9WaO4YRggF9PMU1qbmU/MSYZWyKdH1DITytCwhEhbuH6Ahe7e2LV9PSMTQ0XKRHk7RlGOjbF4ODQ5BhSOlj7pI7PCISk7JyUB8YjHiigRhCT7UVHn0UUrNpegbIMjZV0A4VOzphoG9fpOrpI1mmg1wLK6Et4SAvnFBmaGE9ZZLqAoOEg7XCmLL3X+biipklpXg9Nw/1gcFI1NBCCPtslrGp6IydbWKGYRGRqPT0UlkqmaQlQ6aRMXLMLWiqyNZeYawzDI2RYShdxxrINbfEkLAwjEtOwcSMLFR5eouu0Xw+JWpqI02fdn2ngVYDtf6BmJSVgxGRUUjXN0QIexfp+tQHpNrbB2n6VLycbWomAo90fqTp6aPWP4AaqWmpNlITDLSrG4ZFRKL55i1cv3hRBEPlTvJZJqYvkY6n/yx1cRHApXvtCP3vcSkpuH/nDgqse7FecVoq77NUYsSoLlU00MdXlI4r7+0xbO88sXs31s6eg/72DirYJiIMLKPZNau9fZBlYiq6dSv/chDOUxacWeHAxpNQw88/v/segUTeLTtXRV8lzsDwfX9hbR1GRMeI3kSZRiZI0zNQ+HwooSnUxUOGYEp+gdBjRhCadss0MhGH5BQdPQyLiMQgP3+FKinpePP10a+XLTV8kzAu8URD4dmj2fyo9vZBprGJ2D+Uf6Ml+3YFSxXxGBpECN4oKwcAfDxtOoIIc8F/CeBC4/rLaVwKetmKfbs7xoWPUZU37QBApBqXXLWMi7aCOLenm+FVRS+jcSlzcUWlmkXFS06ludIItunQE6qccUnSllF1uo8vu09NhY2W/51YInf9y5YImPhLlQ5akjZvVuaOJC1t8Tl+PWmH5xxzC1R5eSPb1KyLEIsDD66hKHZ0QoWbu6iokj47N3+KJLS0rczFFcnaMiQQLfH9ytRrvpU1BrNctbJeJ4bdL29RMKCPJ/1u9jwcFKh6Hl5VpDxG0o2FC+FoszANBTMnPpZJmjLBzpS5uIogzUGn8rjzsm1eIcbZDn4y4OLtOPYu+QLg/y9Zm4KXxoa9Cvdd5OCIAiYE7u5UmUAo61Dp6SUqLHi5rrTUO47QcvkBHn1Q5OCotpkdrwrgIt4oorg++KabbmCI2oBAkX7i98l1BtwpOlFTC0UOjqhhzCEfd74p8jkaxq/pHyCqpJTnj7SvVLGTMwb69mUbMv1sDBtvKXBLNzBEuZs7cszMhctuHJsPyuueVyrxjV3+WZl4PzzdWx8cgkI7uROx8nhyRpY3VY1T+lys0vOUOPemYlKWxpT2LJMK2NP0KHCRvks+5lxQSt+/hkjNcvuBeBVjFMfme7W3j3geVfscD+QV7tRZNZoQzCqlgWP9ggUUpEpEmkLj0kWP0vWapb1d2B7bvXYkjlCvkImZWThz6BAaNm8RInflIJ7IHKSrvHretylwMVbYtxUCsogX5lg7Zw5a79/HyJhYlR5gHFxmGBmj2NEJw1hriQwDI2Qamaj8zWFFIgP6eHZZl4kaWphZXILWe/fwRlk5ErW0RYm39D6l48jBT6GtHTPoJOJa3e3HVV60tQTfVzl7yNdbHKGHjIE+vih376nzNj14cHmDMnBJIBSwZxmbItPImJZDh4ej2MkZ6QZG7P93HaNcc0tUeVPDQB5DBftsaY321lbcaLqEJG0Zsk1M/08al5dmXNi+3RPjkqpLzfB4J3MiNC7WL6FxcXMXpcv/vzQu3V6TWagX9LJV2JyTeEkfm1RJWjJUM3W69D4TCMuDamojSVOGBA1N5FvbUDahG4M3eVDmymsPUQbLrye9B2n+lQf6WELpwBcvXuD3b78VFCxtl+BDHSZJd5OVnah9fFEbEKhA9Sr/8oUyNCwc+VbWKp2OeTv5FB09VHl6YYBHH4VeIPLx0UaiBn2eXFX5ZBVjlKipjQqm4JeaWKl6l3mW1qK7LZ/oqq6ZItNFTV8/DGQgVFUpJf93qTo9jl2Tg5c716+LhnspOrqo8fOn9LGGFlRZT/P7lOaT+eYpNdrin3sZu3OxUCXO0RTMaUs2Vfl7T9M3oF1j3dy7XIdrUfgGX+TgiCGhofImqUrvPYmtj0wjGkSUfS1Unb4548Kr6Lqbc6l6+hjkHyDYJmmJrfL1ueFVmr5Bj+OZY2bOGms6qgx2AhDo6aPGt2/3zyMJukWOTtQSnlXrcJ8QZaOvdAMj1PTt26Vfi/JeE0dohccg/wCkKzEEXKegsOn6+Kh8HmWwXOHuIbxU4liw27pmLW5cuoQK1oE4nmhQ4OKn7nDIGJfeLvQgp26PNTFFmasbvnlrBXb/9DMKbHoJ7VOXfduV79s9A5cMo+6BC58DoYRgck4urp07h7lVVWwOKx6awwnB2KRkPH70CI8ePsSTjg486ejAo4cP0dHervL3UVsbHj96hKdPnmBUTJxg5hMIPajlmJrjZEMD3p/4GjIMjVQCF+Xx5OXD1T6s7YeKucmfPdvUDIP8A5BvxSq/JPNNes1kbR3UMHGuun5P/WzthMO1dK3Tw70xbl25iqdPnuBRWxuePH6Mxx0deNTW/Ri13afShy+XLFEAx1xX9vG06Wi9fx9j4hKQqKktTBLVxnVXWsjTk8aFF18MeQmNS4oOLYCQ6ghJLaN/egQumvK8VbIa4MJFPOoopXgi0bjIemZxsl5CGMQ3pGofX7FQ5YFedRCpZY2vekKQ3BpbISh3c595llao8fNHNmt4Js9V0hK3PT//zCpIdFGlpuEZP91Xs9SXOqETtw9Xh4iTWHm3vLNr98+T+5LqdMG4CEDQwxhZWVPhmJpSPepv4I8qxnr0dM1+TOOSq7TxcPDysKUFZw4dpmWXrEGo8gaifE1uMKbaxlrxPqt9fHpsJCbmHHeMNu65OVm6gSHqg0NYa46e77PYyRmDQ0JVdmxVvmZNXz8U2tqpXZfFTs4Y6OOrViTKUyvSUt+u16SfLXJwpOkn3Z5P/tmmZhgcEqoSkCh8N2uc99LPo/Td3Y3RQN++KHqJRnNFDo6o9vFVWbosncepuvpqAaMUuNQFBnVp9srThzydlsVPv2rT8RrCK0vdHpthZEwPhyxNxsuHVbEVZa7/j7jvjq6ruL6e95701Huzeu+9ueqpy5Yl2ZasYhWr24QSINTQAoQOgVATago1/AJJ6CmEUAMhBgw4mBJ6LwabXhJ7f39MueXdOzP+ft9aH2uxeAvdN3dm3syZPefss0++dlaRmePivD7o+TLNlJidZB+4lsqhre347ttv8e0331DQ4gZc2P//9ptv8M1XX+HrL77AQStWifRi3i7n+HSEhGKuuiboEuvUT56FY+aEOI29Lz6BZj8p+Ru0mOhEcYnSzg2mZzhK67cSA7y8x8qmfPP113QeZHP0xReCe3cVy5IyCz22enxYExVDKRtsfaiiM7Q0R6FpPO7rY8OSdE2Oi99kt42/ERWKavP6RFjHKbRhNzxOqXpOG3Usv0CP5BXDNAYkrtEWtgCnysrpLV1xw1iXkkpBhnSxUjBkABfFYmUpY/aDnsfFX3jiCdxw1tlYRQwROPey8BQQ8DRBFbeIh4rUc+THZHEJxgsLla68/sQkiwfJbY5ErFSAO/c2B1jFcNVi7fSHY6ayimZEKMDyINsA/QnBniE+5sfuuQd/vPZaTLACczK3LG+T1/RQAaypsnKM5uaqPS5S4GK02RNJa3rYPS5O/RzOysZ8bR16NcDQTEWlxc3tti9lwMU89u6ISExXBHsogj+bD/oI6TpeGxdPCzAyD0XAZY66IyjIGFKMJ8DmiHN2ZO8WwIVpIcnaHEzPwHR5hQgVyeZoc3mFxrx7MF5QiHmmQWXup9mOCODimLrs7NWeUoSKVjGQMVNVZeLI0UPe0eOSl0/raqmAS7Qhvuc2dn7x4Re0rrBwy/6193NdSiq+t3QZhrOyacgjxhYCiYnD6qgYrI1PwHxtHeMxJmBNdGxQNqawcywLRxWyoHzHYsEJcbNJq4hRKV7VZqc/DDMVlczj4qYEbLNJir2+MSsb31u6DBszsyl30zZHvWyO+hISxRz1JyZZuJPmNlew8czV1Gp5XAxyrtxub0hNU+q4CBtbWiZCReb3ETlwoRwXSs517gy/Wa1lCnsqjgsHQxS4qG9hswoWPT+g+AZwAy78My/4qER7jOMiy0vnY+9PTBbFId3abCVedPrDhDiS22HH3725vEKES2RzNCABLmaD3xHqF+MxZ1E5bRSuu6He0KFiPErgwhn8DvNufo7fVDknxG1D87gzDz/Jb+mRghgtP5g8rEo6raclLTIaHqGsvM7nk5PrnLx89gNUB7gEiEfUenELFfE2V0dF00NE4wAd5qEVDY+L4aGQgQcPhjIzsbm8Aj0RUdJ13BefiMX6BubFCS4eKuYoIgqbyytMAGf/gJgbcJmprJJ6XMR4WOirJyIYuNjnSKufjBsw75AObf43QDzC46ICLm1eSrBXkXNbiOHFsYd17GvayCoq3W8dF7c5Muu4yDxyvIwAT6pYSdzJuQFCM6roXifiWXN7ZjvHbZLsAO0ICRX8DaWemUuY3elQnq6oxKQkVMQ/6wKX/oREQc6VEZj5HG0qKEQroQDFDpjtc6Rzrm8qKLTwZmT20OnCGXwWhBvheAcb66iwSzeAQfKyAwL7Al8TE4tpl9uAtc0QjOTk0HihQi2Ry2bLNkCAeEQYZKayStlPfig7eRPMnztC/CYlQOsBam+Ti++p2mz3hWBTQSFdMDbgYn/3RFGxIxAzv5svLHfgYp0jPh67ByloPAmJQqlR1eZYfoHJK+U2R0SQ5pyMhPkzj2tuLq+Qznsr8WJDWpqouSHrRa0AaQAAIABJREFUJy8u6oTc7WPnHjlZdXTezwmm42LfVEFtJqdguqJSClwCxIPuiEjMVddQYOvSJv/Mq+zKgAtvc6qszPEAtexLj48eyuUVQfyNoDbDI0QquBvI4J/Xpy0RhF/ZXu+NicN8bZ2odeLWZld4BKbKyqUhJf55cEm6A8iwv9vDikuWO3qQ7G1u4G06eFws/WRGd9hWu8Vp3sfy8jFfW6dok5L+9WysDyPZOcoMoADxCGCrsrFtHh+GRZt2kGHd66ujokVWkcp+TBQVY7a6RuopDxCPyFrlCq48DVjsNS7Vb7Jz3NNir/8j7JxJzl7Hzk2VlDocynZwSX+jAQcPhflzR6gfm8srTBwX9/OFX7ZlwCVADI+csIcuc8TPNsMh4Qni4RjjiaOcHQfgErTmcnJoFp0N3FnHY2TCOnlcLDY2NExoZbnZQ+L0El6Ea7GhMcjVa5/cjhA/ZquqRb0Pp860ElOMi5X3lrXZ7guhMf/cvKAYqL2fw1m0umynDbnb393NxNU2sCwLWT9HcnIxX1snYs5u/ewM9dM205ZI+9nC+sn1N9z6yeXsD1y+wjA8thRR8wZYrG/AqMa88/HYbw3257rCIrBQ34ANJlK0az8zszBfW4c2r0+6WHmBuMH0DGU/J4pLsKWxSQpc+E35gKXLsCFN/lsGCJUrn66odD2YeJuro6Kx2NDoyP+yPzteWIQZnTajY/C9ZcswkJRsKeYWdDB6vEKQyw0Q8DbXxsWLGlWqsU+VlmGiqNjV8Ig24xNwQPNS9MbFm9oMPkRaPT5Lm7J+9icm4XtLlxnEQgfyNh/7fE0tpkrLpP0MEA+mSsuEMqp0PLHxWGxsRG9MnPTdAeIRHlvVeHrj4rFoA4yO4yFezFRWYbKkVNpPbmMPXL7CRr4MbrPNG4IZVjxRtTbXseKJdpBhn8t2bwjma2khXdVe709MwpbGJvRERlnGHtRmSCjmampF8URZP4ezc3BA81LlWdARGkbtx5J05VmwgQlTyuwcJ3/O19ZhY0amcj6pnatXXGKpl2BrUzOGMjKVZ8Fobh62NjUHkZ2D7ZzaJnHwMFdTiyGN8QxlZNL1ITkvuXoyL1qpnKOsbGxtag4Cd0FthkdgS2OT1hm8qaCQpYwHV7zm/zp6XrhbfHN5BYazc6SeglZCVf42l1e4kBuNz93hkZgsKXV0z9q/M5aXj7nqWmmbLcSIrXL9ANkPPJydw+r2yG6XhibB+tQlrkaNfx7JzqGpcIqYOr+ROLnvrc/FiOrc0nn3ULc4TcMzZ4QE32xF/Dk9mFhpmSOPD8NZ2UFtuh32m8vKLbVJnOedknlnKquU/exLSMRCXT3jHbjPe7svRHh97Cn79g3D67fIXJTmNicVwovmNg2OgHObHaF+TLMblvxG4hGHjvrWFia4O6pb20ByCqbLK9SexlA/JoppkTqZsQgQDwYSk0WVaNke4oRaHe/lUEYm5l0yPcxtDiQlY7q8wpGrZv7cGUrFKcfyC4LC3fb1MZDkzsOyrA8WOqBcNbn3klfXVYVIu8MjhNcniF9ia5N7ktZEy27g1OszWVyC4ewc133J99+GJenYXFZuSbl1mnfuSRrNzXNdH8IesouS3FPgoQTQ6hqmcSQ5C5idmywpdQgt2Q97MxdK3uZQZiammDaPrJ89kdTOycKZ/HwZLyyidk5xFvTGxGG+rk7p7ePKxRNMj0nmndqYmYWp0jLFeIjwNDqR7C3j8fgEV00V8u2NZZ5TB76YfY5Gc/NY+E3Pbhtk7+DxuHJezABGJ67PN5cqO6MrLFzEgu3t2D+P5Rdgob5B6lK1Axj7YWKfyNHcPGxWHPhcU2bWIRYc3KYHo7l5tP6GIpOCu2llm4sjbp5tIpt3XuF3c1m5MpNidTSV5R50eLf1M6Fu5/JydCk4ST2RUaJN9zkyMrYogHHv5ypCQ0yctCnrJ0/HMwS/3PtJUxar0Z8oy6ojaGOhvckSeVxfkPKYS9U944Nmd20ur6Bppa68MapJsp5ljA04pLqb92VHqB+TJaUMbMiJ5OsYSVrGx+K/0XhRMcalRHIPazMVs9U1WBsnzxjrCgvHbHUNJordszP4mhvKyKSZBxJg0kKot8Kuy+T07vaQUBMxXj5H/YlJQjpd2qbP4MG1eeRzNJSRicX6BmWbXeERmK6olGar8TYpH6taSfru9IdTUOQAYJzs9kxlFXoc7Lb9t9Q5CwKE6uks1jegN0bO8VodFY35unoNLhr1Hk9XVDjaWHM/uRaYE9iwfxZEcgXHq4cRxGXkY/55oqgY87V1QZc/e5u9cfFYqG9gv5Fbm8SoH1hc4mqTzOOZthHjnc+XKExrnMEthDhKJjjZwzXRMVhsaHQMJ7uNR8UfWhsXj1khFBncJul2IJ7ZN5fwwLgsWv4sLxClYuF3+sNNmQqKKpT5BbQStMoDw0hibtLT5s/cY6Eis62OjMZcdY0GgGEgorxCDSK40N6SdMd2jAUWjfnaOsebieU7DMBM6QAY27vd54gYgl6KOeK3HVXKapuXZk/NVFUr+8mzTrgBcp13xm6nNTPk2VOcUK5T+mKiqFhKUjevObeYsP0gpSn85Wj3OZOl+bPrWUxY3k8KYDaXlbN0e/m+7GcF5mQAhvdTeGAUKe/rUiiA6VW0aQYw7lledExD6RksdVIOYLjCp1zmwGNN4deQOVABGKH5xMQqVW0OZWSKMhW6NtZtrwsbu5+ZcLJsMD6mDRzAKOx2V1i4IRLmchYI+5GbJwjlUu9TRCTm6+rVdo54hI212yTzf4MBjPyCvDErm6ojKw58Llwov6hRmzRRVIy5mlo9WYD6BiVRXGTxME6JdDy6gIx7qSRzxJ/dmJml5VFaExNLPecOXC+7jVUlApnnyI0wTGarqpWeja6wCExXVGhpWWxYks6EmxQbgd0ORnJymbdEAWDqG5QhJL5o1yvARoAY2g/WcvDO3pJZpXeBARjmgVEtWqG54dCm9TkKYLhirWyO6MaWE6H5u+eqa5S6E3yOKIBRe5RmKivFeNz62cZqZ8zV1GhlQWxpbFJuBEMQyYlQZ22zLz4BczU10vQ8sbkKCkW4RwVg5hSp/EI8cT80e7Y2NSv0l1gJDJbKrwIwPNtLJQ/Q5g0R6fRamj01teiNjZNmPHX6w0WFXFmaOvXAZLhqP5jb5Kn8ay08HYd5DzFlxCnGo+OBMXsSJ6QCk/RZXmdLRlY3AxgtG5u2BLPVNWoAY6psLtuXAcJKpFTLyeqGB0YNYFoI5bVsaWzSAzC1dRjLL1CeBU6aPY42KVIPwIjDucoe1nYGMPzAV50FhgdG3s/e2DgTgJFnpY3lF2BzWbmrZAn/zD0wXUpAFiGUpFWSA0MZmXSOwt0jFi2EEssXmUdJehbsR2HnNTGxQqDWPB7C3UIqANPN3ZsSDwxfDBuWpGPahQNj3lzd4RE0G0KFPIkXmwoKMV9bp8GBicVMRSU2ME+AewjJkCqXLdpVvE1LCXcFiLB5QRw3l+ChBB/49ufma+scOTBu71aBjTWmd6vcoPs7HiePkpPhn6uusXlgnMGGGwfG3Garx2tkGShdkQm0dokklVGEUQoLlTW8eAjJLNPu1M8WBjamKyqpAVJJZjMPjExbgd+wrSEkCShKTsG0IuQiDnzOq9EAMDyEJDv0uiMiMVtVTVMpFZoWGzOzXEMuxmciMrlUISSewTeWX6Cc9wHupdKYo0mNEBI3/At19RocGJrSr/Jyc1Bkl4h3Xh/hIqVfZmPN+jUyDozZAzOS465vJOxHdo7SA0NF+PQ8zQFCw/RaNikqGjNV+iEkHWFGHnJRSg94fJgoLsGszdPs1M/e2Hhx4KtsJ/fAuF26xXi4R0lzPBt1vFQOc+RkD3tj4zTsNhc8ZCKKqjqJzHNuviSSAKFs4dmqarW+A78dSAGMPYSkiqVGaMXfAsSDTQWFehwYlrrtVATMaSOoQi58c1G1SHUIictx63h1DBAR3I75ucWGRg3XKgshlZYqx7MmOoZ6lKRggxo1AxQpwmzM8yULIbWQ/zsOjFqQjK4Pw7Uq98BwcSYpB8YbgvHCIiWJlwOYueoaDCSniHe7GSDOgdGt+SELIbUQQy/DiXBrb5NzYHpjFSEkUxFSGYDh4mG0TfcwDj/05mpqg8pSOPWTc0Zk5Fw+npnKKmX4qt3HlKU15kibA2Pm1ShAHk9vV3F6+CVRFe7hl8SZqmqlB4Z7uXWUgwUHRmm3dTkw1H7ohJB6IqMxX1eH0ZxcOB3I5jZHc/Mw7RBCcrVJmoKGOiEXrnOk4sC0Elo/jpd2kV+qzBwY97HzMj0TzCa5g2YGYDQ4MFz0UYcDw8NSshASFz7kJT6kAIar9+uEkOITqGAt4xkSMdDMLMxoemC0OTASXQT7RuAARuotYSGC+f3kwMjARoCYvAv+cOnk2QtDurXZ6uEAxg6K5G0GL37rc/O1dUwyXgJg2LvtRdjc2jQDGOkcMcEvZS0TmyiaW5uCA2MLSznNkVkyXs6BMTaCisQr03mwb66JomKtzSXTRTCvdyp3XYGpsnJ1tdWUVApgFGUfDACTr9yXQjBQh/TKtBaUoEgbwNBaSONFMg4M/SxIryoAo/Fus0dJlwOjM0cd+wNgWOFQWaaWADDskui21/mYeGFZlZebh5BUvBrOgXG7eJr7qc+BofZjvrZOXcYiIhILGiTeVuI1cWB0wtpV2orMm8vKNUIuuhwYmoU0a/M0Ox7OcfFYbGjAxizNZAWHrB37d/YXkDklk9ifFRwYjZDYQl29o96R3cby5AstDgyzscT8EAcwTiTeoM3FGPJuCJk/K8hgjpNnNWp8c7VI0SwNEWiTeDUUKVtNh/P+eBdkvIn9KRffI/FY2N89X6cHYEZycrFZh5TMAMyQYhMGCEXy0zrGghVjGxShO+d+tjN+xWxVtfpmYspCkm4Ej7ERlCGk+ASWhbR/HBiVAdJThaYFN6kgn7xNnoWk8hTxLCQnIcSgA59n7WhkIYkDXyuEVK3kwHSFcQ5MqRrAZGZpeSyM8JWcA9MR4se4hcTrfnvU58BQkKdWRqZgQ4cD0x1hDiGpvSWzTFxRCmD8YZgqK1Pa2ABhqq6stpf8t9TLSOUemMWGRmVYSnBg8vKhSugYycml/A5lCClG0wPD7JytpIRjP8OpirJR0dztfGEkXg0AI0JICg6MUL+XlO0xj0cLkEVEYrqyEkNKDgy9WGilhcfGUY+SgwClk93WSr5g5QqI2wHVrfTA0M2ls2gHtTkwtGy8Mk2WUBKvDgem1xRCUnlLBAdGQkoyc2DUoIiSeLU5I+UVjq5I+3OCAyObI9N4VCnca6JjtGrfBAjjCZWVKdOouUKyMR6J4WchJFU/+xKohLyKA8PBhk6NjbVaHhjaT7O7VgWKVKUyhAeG68Ao+smVKZ3SqO1pspMlpSYdmP8dgOFAa0LXA2NKzZYezuGUA+OkA2O3HyoAEyAeMUczFZXKEFJHCC2VsSm/wDWF2zIejUKiFmKwJNU8QIgo7aAMIbESAzIvNycGb9DMQuKaLSM58vAEB1oq/S7hgeFngYoDoxFC4kUGtTzNxItRbudUFzVTVXWtNOqycqnidAuhoS49DgwFMJQDo67xpQYwRGhTTRQVu3rE+edhfq5LNM7oeNx1YJzatHt1nMajzYHx+pSATJwF8QlG2MiyuTRrnHSFhZs8MO6bq4UQDKVn6oeQKiqUA20lHuGBUfVT1NqQECr559HcvKC6S46bi6dR/19zYByAickDIwMwPVHRQoFYtbF5GnWnDgeGpYXL2mxhN6j99VJJDb+Pp1FrcGASErG1qVmrVo/gwCiQvODAOAjZmY1Fm9eH8aIiJcHMzoFRjV14YCSEW14+3k1a23I4szTqsfwC16rl/FmDAyMP95g9MEqvDk+jVrTZ6Q/HvC4HJjMLiw2NGhwYWuJBJ4TEic6qORpISsZ8bS364uU1cNpDQmm1eM006sWGRr0QkiYHRt8Dw7S2dNpMz4B7RqrNbmteZkdz82h5C4ngHj9I5+vqNcjGJq0tVbalZhp1C6HZUnZ+h2M/I6JMEhTys2CyuATztXVKPqRIo9bQuxovLJJy/fhnA8CodWC050hXByYm1rXoqrlNzumZ1OAuEreBDrG41v8vDgzfXDKw0UoMHRhlFpJFB0a+EcxZO1IODBN+0/Lq5OZqbQRdDkxPlMHOlxmLVuLVAmS8TYMDo/bA2FPNHedIszCglQMjB3l2HRj3je3TrnLap60DE2IzFrwd5xvHnA4HhunATDEhO9l8rk9Jw5ZGPR0YUdTs/0EaNT+cJy3qvnIAM1dTq6cDwzwwqgJ1QshOkbUzoAHIzBwYrbTwpGTMVDnXRbPMkaUSvSaA0fDATJdXYFjiLTHbWK0spNAwbV4NLyyqCtPzEJIqM1LowLByC6qxL9TXMw+MKoSUE8SBkfEM1d4FIjwwWiEXl+xRu00aLyrCXE2tEkRwrp+uYCe/VMn20P4K82lzYGyp5k7PcR0YZUjMBGBkHJigsJH5s0BVKg8Mux1szMq2LFqnZ+nmsrfpCTZqTDpbJ4Q0XlgkipvZka9l8liGjb2UgPlZ8+HM+So6AMaehWRvs5VYOTCyOeIgwklMzj4eTm5zGoPx/4xwD2Wouy9EMUe2W4RTiMrwwMhB3hrmruXA0a3NdqYDQzkw4dKxr41PsFQhdp53QgGMqHYqDxH0xSdqaKEYAIZry8jaFBwYSRYSP/SmKyopidcCioLHvj41TXBgVAeUyLDREJ1zq3xtnk9+ONvTqJ36uS4lFXPVNUql1a7wCMxWV2OiuEQBYExp1PEJ0r0uAzCtpvF0hPq1SMm8FpGT2J99zZmzkNS6NnrKwvxwHM7Kdt3rwsYyb4n9Qmf+nrgkWoTs3Owh0SpKKc4Ch7IyTn0e5RyYKAWJl1Vbt3uaHdtkYXqz3XZq05qF5HGcI3Hgs/BIV1i4qU0Hr45Nidf1LPB4qZ2rrlHbOVcAY23TnLWj44HhGbayd3dHRNJUc+Uc0X05XWG/nAfvIaFrw8ZjtOcwHuE5d7axxH0T0k4NZ2WzSXY6cK0bwUn8zGlShjIyTT+chAPDKu1usIUdnBYY98CogMFqy0EqH/tYfgF150sOE86Bma+tCzpMnPo5lpeP6YpKi2S52+aaq6mVVvTkzy2YeCCuG4bQMujTFZUWdO7W5nxNbRCnx95mi5ijcovhd26TxrDtYRR7mxzAzFRWKfu5Ni7Bsap28NipsZgsLglqJxjAJGDBIUXX3qbIQioqlh7iPITkVOvG2iYFBrNV1ZgsKXU1FryfXMhOmQ0T6sfm8vIgD51bm048Mns/27w03ZvfhlX9nK+tU5M0wyMwV1PL+ul8kPJnN2ZmYUtTs9ITsD41DXPVNVgdHeNqZzh3YLqiMohf4dQmDSGp56jdF4rN5eWMxCu3M5wD49RP87u5l4pnDMnmfZCJhdpv9+ZnRZv7Ybe5Z1R2FnSE+jFXUxuUZeI0ds6BUXkhqFxEQxBhP7hNw86pLgEcFKnsh5CLKK+wXP6c9htv0263nWzSRHEJZqqqLZcqp372xsZhS0NjkIc/qE3GqzGE3+Qgb6ayymWOTGdwuN4Z3EKI8Mar7DYVIFXbbQ5gJktKHMdDVB6I0dw8zNfVK1FaDxOh0gEaPJbYGapAx8wLoAYatM3ZqmqW7uy+uLrDaaqmqp+txCBYqX4Mqtxai37p4WSoCm4uK2P8Bvc218TGYbaq2igD7/IcF/+SeyDowh5nstV03uWLa1FjsxiLq1QKXgKszbma2qBwh9NvyUFjh8L48DbtQm72NvnhtLms3KFv1n4OJCULdVv3G7vHmnar8EDwrBX5jZ0WYpsqK8d4YZH0EA2wNlWkzwBh6rbVNUEqvE793MDUYGWkT94mv12r9iWvxyMv2kozYZz4c479TF0iPK2yNnkV+zUxsUF7yA7wnOoLOb6bjUf1bl5fiGszOc2R6CdTzF0dFS2ZTwqIZiqrhAdC1uZwVg4DBXKv+epIZwVxp9+SeyBUF0SeDi8DGryfRtqtmoehAlncJo0XFWO2Wm63A4R6hJ0uiPY2W4khP6E+mOO17BwPaU8rLsfmi6zOYT9VWiZUvN3ASyuhhY9VF3P+bp0zuNVD25wqLVPOEVfMVc17gFAg6nYWuIaNOOFRZSTMG0AnHDPKwjGqjA2eAWMIzTkZUtMAbRwVp37yg17l1mszqSOqOB38YNofvRBV+ILrhTgfoFZwp1NssZUwIFZdrQzxcDelvFaRTcBNVxTOBsScNtWmAoNtrpPvrxJwaw8JxXRFBdsA8k1lLowou6l3cGKmBldClxDbERKKydJSvbpCySmupFTzc13MmzFZUvK/0iAx95PXJVNLinswlJEh4c0ZbeootvJnncMXztwPndAaJ5pqhWOWZATJPjg9Z05kcNuXYjyMT6Ir9a/DLRzNzcViQ4NFp8XpOe6FDg4RB7c/nJ3DsiY1yJ4ONsneZgshpvIjOvXTKjS0o3yYYuGYrvAI6VnQy/VCFBefVuKxlB9R2SRn3lzw+TJeWITJ0lKbJ8eZJ8KF2aR2zhdCy48w6QW3sFEroSCDK4fL1hF/t1xjyir1r1VskZVT0XGcTJWWoSPUmbrhSNjlKEqVirzKYQPIjJlI3dUhwlrE4NwPZb6pZDcMrpBrjnEqD3oNWef+xCSh1Co76Nt5tWJJZVDeT86RUAIXRoSVc4KIiK/OVFUrVRE5w10JXHwhGGceFx3dk+mKSsH5cJ13LvEvNpV7P4UYnCKTpyOE1hPi7l5ZP7kYnFsFU6NNQ0tFu9hffLB0vqXNUL92KvKAZnpzV3gE5qprpDwS/uzgknRBhJX1k2sx6Shx8hCDSh6hKywcU7rAJW0JZioqbSEoZ84Hz8pSATHxbgfjaR6Pk2K4Ux85GJKRVsWaS1uC6cpKR9KqpZ+Mu6RTT4h7ys3z7mhjNZVnW4lXCLdpVStWFPujnwmGszmPRE7y1Mt8IWj3hogLmoyjabaxsr3OP1sPegVwqapWikmKqsolpVr13Yx+SsbOsjWNkI0EuOQXYErn3TFxVO5BAVx40UjD46IejyqjNUA4cCmVnsFBqdK8M1oeF00xslbinILsNEBed2eDSkPFY67krJHBIzaVRB/E4zNk6xX97E+gheH6EtUCVvsjMT9TWeW4AZwMj1xMiAgX6kxVtc3wBL+7Lz7R4nFx+y3bvCHYxLJtdOSc3cbjuKH/l+DOMu9m4KKom7E+NRULDLhIwRAXgctX64MMJDmTO+39pJojatE04XFxAS7m57rCGHDRSEEeTE8XGS86wEWWsss/U/JepZY+iEiv1TnoJW2ay5IsaACXYLKq+0ErMngU4+GiZbpAbLqiUqs69GRJqVa68EhOLhbq65XFFYWN1SifwsU7VZXgeyKjNYGLQRswXzid5siqoeLeJi8mOsc8LrJ+ijpkTGJeJixnqL4qdJ1cPS7B/RzLpwd9pyryEKNTT88qteDWzwCh3pHRvHwlaOKXQ5VOFW9zk+Yl1gxcWmTzzvXJSkqlZ/AqQqxhI/6DzdepgYuoTqystuwRyF1HRMiJN+O6qSoq1W7MiCjBCZGDIXrQ66gg9ickUt0HyU2VLlYfxjWrE/MfVwVcrDcRueDPeGER5mprlYCxl8vvp2eoxyOybEKUi3VO4R3h8z6Wn4/JUr0NwFOPpZWEGaGUxn4VhfiSU7C1qdkRuARlpVhSYBUeOYWwmcjcUSizmtt0U3s1P8f5BpMleh6XLY1NSuDS6Q8TcggyYBsgHtdMl+B+hhtptaa/O/VzfWoa5ZkoeDNcvbZf4bXs9BvVlnUUwmera9ATEaWutlxWbiIcy4GYTjoz1+tR6TlRT0YOzdyJlCvi2iva64AMFXChWSnVJg0PNbDV8biYKzjL7BytH2Qv9BrcT86R0xEXHc3Nw2RpmTIMYrbbUtvJFGS5h0J1Ds4xzS2V/ZgqMzwubsCFj0fnIqctwMqcHLIq12KOYmKpB0khKRIgRgarylM+kJRshI1aCXXbz9XUqj0uUc4cF7fO6HBcgkNF7m2O5uVpFpxyJhE7LSwhU68QOeKhIrlkON1Uk8UlJv6GszFbZd4ACqPLU6hlufd8YXEmu5UH5OzJ2NLYhEEpcDE4LjqFD3kBLdVNhMeT96emxUBSslwojGV5GJkB7sh9fWoaJecqPEPtjI+iJZGfxCTyVYUCLSJp8sObp/2udSimaH6OFz6cLCnVKhTopjFi7uf+cVwyXTku5jY5J0QHuGxI06uzsz8cF21dqnTOcdEQaNPkuKzX5bhYAJa8nyO5eUEcFzf7wUP8qsN7fzgusxq8uxYGsKg2lPwyJYCLAmC1eX0s5bha2k9qY+Mdyf1OY+cgQ1W2Q4SKVB4Xj3HpU9mkNTGxmGOcEKn94BwXdkFzBS4sHG+QjeXARefCyT0uOuVSrKEvOXd1jHmGZHPE7eGWpibmeeEcl5pa5Y3JHCrS57jIAcEaE29GZ1NplS6Pisa0ZkxXl+PSl5CoVY14fzkubi5Hy7xrclw4MXh2fzguCu+ZOatIp14Q57joIHdVOM1yu0lSc1ym2IZW3TDWpeiHiqZKy1hYRx4q6mfrQyd9mXNcqLqrfKPOVFYpKxx3sSy6SQ2OywZdjgsXoFSEVjgY0uW4qIr58WfXp6ZhpqJSqcRKgYteqGiqtIxVLXZ+Nx8P57ioPUgR2Fyu5uwE+HgqqxzHY+5nZ6gfUyWlGFUIUAYIU6tladY69kNeroPuSwFcNDkuKg5UgBCjvo6Ox6VSI8TvDRFZRTocl/naOmXyRyuh56BOqEjP40JEqMgernHUQGG1+OThPIPjwrNw3IBLm8cnAIEqVLQmRi9URLFCgdAMU82RIbiqhxVUZ/BAUjIWGxqNwoxjefm00KECuZvVUmWIuNXUGZ26Oub4q+ukEa9A7k4eF/PmF+qAUpd0PXnGAAAgAElEQVQjsXgo9ge4SA96Dlw0mdczlZVKLZeeyCjMVlZp1IYIwXhRURBwcea4MJE3xW/Z7mXkXB2PCwNiylip1yeIcKpNRT0uGhwXX6i4iahuGOuSUxxTwZ1ABg/rqMJP/VylVsPjMsEKAypl6QVwkQuYWYGLvJ+cnCsrYGg+6Hk6tMzwDGVkSg5606FsBi4qjgsDLqpDeXBJOhbqG5RZZ+aMJtVByzOA1ByXCDYetXdEcFwU5NwORs7V6edwdg4W6uuxRsFx0eUmBojHhZwr8Y5oeOQ2ZmYFydI7zVFPZDQtdKhU46YXtLmaWiXA4oUBN2bJKxu3Eq/ghPy/47jQUJFWdu1+cFx4VpGU4+L1ifRupfMgJg7TFZXKUJEonqgxRzypQqk+T+i5rgIuqzhwMV04Cc8qUrocTe5BeWf2g+MSZfW4yDbASA4jjmmEimaqqjQ4Ll7tUuV9CYlUx0UjHZq609Quut7YOMww5VXVvOtIWfPxzNfU6pVeZ+q0qsUqOC5K92A8Zqr02OlmPQCdDS1vk2Y/cY6Lqk37BnBrsyOEApdxjawiEUrcD46L6vCWhSfNz3GRsamSUiVw2ZC2RKi5yjkuBplVtS9l9XTs/ZzaH49LZZVSeZWPRwVcaDVlvRAM11xR6bh0+c0cF/c2LR4XFXAJoV6+0Tz5HBkcFxoqUnFczBc5t30ZIG7AxcXGalymAsQoM6PlcSlX17TjHJdZDXLumugYLDY0Cq6Wq00iVh0XHW+C2kNh4rgowiCC47JExXEJwVRJqTbHRffdnMCsstuj3G5respVYIie63p18voTk4LsNlHVBVpFTHL1Ss0VqxKhHLhE63NccvOUwGUVMem4COTuvlgniik5V2fSZnV0XDw+TBQXK2OL1D1Iiac6HJeZqmoMZSqAC/EKWX0Veu2NjaOFDZU6LlbgostHUXGgdOOvhqidu1u2hXCOi1nHxX3snOOiAkPtvhCtdGh+G6ACdBp1gUr006GdRO3oc9ZDWXBcFP3kZFZ1VpG5MKrbmjN4M26CbXbwoEvO3ZCml9mzIW2JXokEf5ghV694t+C4aOjScLE4JTk3NQ0zVRrAhZFzdYrc8sKGqgtnd0QUrSWjOLwDRB+47C/HhQIX+WXKXBdILqfgw2SJGrhwO7elsQkbM9QhLTPHRWnnNDgunGdCs4rMQqzB+9LMcZFpS7V5fdhcVk5VcV24OEE21gRcHN/NivGuS1YAF2KkQ2txXESBXxmwJeISay3lENzP/sQkmlRhA1jE6XZj3lSro2L0Fhax6rjoABf5Aeox4q8uHBdzP81uzDZvCNo8vqCFzdvk6cNaoSIFSVRwXPILMFmiDoMI5O7ocfFY5si4iQQvJm7MOkL9guMiK03OQzALJh0X18qeXoOQpeNCna5wDn3RtkLQ5g0RPI9JLeQez7xS6oKGQt9A0SbnuKgY/CIdWofjkpiE2WoNjkuIX4SKVJlKA0nJehyXMDXHpd0bglbiFR4KVTXqrrAITJWVS6sNc8PDD3qdCsZTilAR76fMQ2GeI07ONR8ifK21+0JN7w7DJAvB2O2A/aAdXJLO+DXBIRjrHJlDXwpuESfnagCXSU2OC5fTXxMdq/S4zNfUSknm/LMMuATbWBWwZW0q0qHp7+RhwKWChZ/c22wTOi7BJQ+cbOxifYMy9NZKqDdBi+MSEydqlEkvsT5TOrQjx8Uj+ilCRdLIg1nHRR4qavW4FeH9X3iQCFPj1Qh9CY6LUjrFKxJ59Dguzp5yIlusq6OiMVNlTqtzGyBNXZ5iKrdS4BIdg5kqPY/LSE4uRe5am4oSx1YRggZCsMzUB74IWk1ZRbrAxS75/7856PmPq5MOPctSD90Bo+FNUMWTKXChNXuGpL+lzeOiuIlQlO2+odu8IVjKfo+++AT0JSa5jsfoZ7xgvMsBo5nj4q4oyYHLlsYmPR0XLvkvCcEIj0tNrZQ7wjOVJlj4ye2w4/3k1Z2dQ0VGP7uZAJ2M4xIgHjQSI5tMnQ5NQYYux0WHnNvpN6VDSwoUNjJDLkux5nPEBejshS5biVestVXE6u2RHWACZLB3y9OhI5RkY96mblZRR6hfgDsVIBjJzqHlDlQcF1ZxflN+gaIwpEckQDilGVtsbESU0JaSHUwBQjkuMxWVrsAlQDxoIAStHq+pcrG8yrAzx8XZJplDRW6AoJV4MZqnGyrS87gY5V/KlVmrdo6L27ybs4rcwEOAeNDq8RnARZNfowqdmz1IOiF+s46L2xy1Ei9Gc3IZVpDPESfnuvWTyA5QswKj03N00rzYmJXtmFVkNiwB4sFqTs518LjYP+sw3gOEukY5J2QloZ6i06c2Y7GhESsIEbeONi8l0qo8LgFCBdtmKqscXdLmz5yQ5aQKax67BekqgYu72JO5zVWE4PCOTvzi5FMwkp1rGat9PL1x8Vioq3eMe5s/t7NbA09ddvstxXgqKt1DXx4flhKC2aoa3HDOObj/lltw03nnYSQnFytFX73WfmrMEe0nled30gOwr7mBpGQs1DdISdEB4hGeoU2FRUEel1ZbP/u5d0RaV8hDJf+LS2hVZ5t3xN7P/sQkrTa7wsIxU1VtAi7BbXJDetrUZpy39QCtNje7ABdzP1uJFxs0BNsCRK6ca7UfPvx4YhLnLm6R8mYChNZJWqxvQH9iElYwkMKfWUkIDly2AqdumkBvbBwmioql7xZtMs6OnOPiQac/nHpHHLw49jb5hULmQQoQQ4DOyYtjN9SUnNugmHePCJ3ba1k52lheXVgVKmJhHbkXmH4eysiUKudyW/yjkVGcMT3jGH6y21iehKAs3hgdg4X6Buk65ntjJCdXKOe62w+DzCq7cIqzQCOzh/fT7aC32DkWanbSZ7F/ZzQ3jyrnSjguASLXcbGOJ0S0KbOx5rNN1WYrMci5OnQNt2xQ/pk4dYjf6OdqapU/bqc/HPO1dRhMz8BKl5fwDg1nZWO+rj4obhbcZhi2NjVjOCtb3SYryNgR4sdSQjBRWAwAuP3yK1BPCDpYfLA7IhJbGpuwLjmFtsnCSk5tjuXlY7aqWgoeAgzg8Vug202Itzmal4+ZyqqgsIH9uZHsHGxtag6Ka5qfa/OGYBkh+J+f/hQAcHhHF5oICSr2KMaTX4D5mlpmzNzfzcfTn5iknKPR3DzMVdcEpfry/jUTgh9PTIL/8+033wAAThndhAZChHvf3CYVm6qVzjvf/FubmrE2PkH0M3ij0s8TRcWYLq9QtslvbE4eCvuzU6VlmCwptRyeTs+tjU/AgStWopd7Z1z62ebxYZoRjmXggW/qrU3NlsPW3uYqQr0E3379NXb+859YoRgPL0bZHREpxu50KLf7QkX1ZTeDItpk4n+yOkC8n19+9hle2r4dKyUHDr+l86KVa6JjsSY6Fm0eH9q8IWgiBPfd/D8AQDMIGeFXNu+txGhTZWc4CA4ej32OQrBQV4+JomLpHK1ic3Tg8hUG6dZW4FOsD18I5mpqMZqbp+znhrQlWKirV4L6jlC/4MPI1js/CxbqG4K86k52e7GhERsldtu8Nl/avh0BQj1VzmOnIHhrU7PyfFlFKAdrvrZOajv5WbBY34D1KWnK+RzNzVOeBdx2HrB0GQaXpCvtB1ewb/OGSPvJ7Vx/grs9DhB6SZqrqcWGtCXKd4/k5GK+plb57u7wSHHpo3PkfhaMFxZhS0Oj9HwJsHmfr61DvwMNw6lN1bw7el74JhzLy8d4YbH0Fh4gHqHtofJUdIb6qZqqA5ozOkifX5+ahnmHypP2NrvYjWhTQSFWEIJNeQUAgFsvvgT1pkMyQOjtdrqiEr2xwa5+Sz/9YRgvLKKZBA6Hs9mgrktOwXR5haPYl73NiaJi6S08QDyUd8AOx+A5os+1+0JRRwiuPO54AMAxa/sEeHFe3H5sKig0jcf95jSQnILN5RWO4RBrP8MxXljE0oiNsA03JD2R0dizaxc+37MHx6/fIIxat6lgWlCb4RGYrqjERFGxsp+D6RnYXFYuPcQDhN5Eecqv3ANAuSHT5RXK221XWAQmi0scY+rm59qYK3dOoZ/ED+O56hr2G7n3s83rw8bMLCqf7SLMtYrQbJhPPvgQLzzxBNalpDrOoblNt3RF+15fEx2DzeUVjhy4oH5mZGKqtMxVh6OF0Lo9H779Nl559lmlR3ZNTCzGC4uwtakZn3zwAT7d9THG8gqwkhAsJQR/uvY6AMD6lDSsS0ml4nYSDZAA8WB1VAw2l5U76lY5zntpma2Omsc2Tx70xSdgvq7eUXHWycbOVlVbhPCC1zEF19PlFVKSv7lNp3CI+bdsJV7KVyuvUN/CfSEYycnFhIO0gX19rEtOwUJdvaMmk1ibYRHY/dFHeGHbNtpmUOE9r2U+hU1SeTpD/RgvLDSV73DvJz8LdOz2eGGRo7K2k02aq6lFf4L8HOwOp9laTuU7jOeMc3BaoXUUIB7hDVadwfwscAqNO83RTGWVI3XC/JlKk1RgvKjYdd7tNlbulWTnJbOx5r+bn3PlvAQIEUp6E0XFkkqVBkeEV1eWZ4cwpdaiYmkRKX6LoBkFThvWZABZRsFgegYmiqjn5XeXXBoEXlqIITXeG+NU5ddraZOmLQYf+PZ+0owCdZVfXo14vDCY/2Afz2xVtamsgPXdHSF+1BKCy448CgBw1tw8OkL9QYvPPO8dPNtFQQoU49EgTvIMCXNWDue5LNQ1AABuPv8ClBOCjZlZmKupVc5Rd3gk5qprHN3e1s9ESI1bD8dgFyRP7aTuZAURlVUtVqX+dpsE3NwyTnibtORGvYtSq/WmtVBXj9G8fGk/Rf2P0rIglz8/IDr94dizaxf+9eijmCotY4ezglPBMgV13N4zFsEzl34Sjyvh3liXfnz0zjt48cmnMFdTK8IIbkatKywCR3T3YN++ffjPd99hvKDIAC/XXQ8AWJeUghXs1qxT+4yHyDekqUUyR4TyrLMUvdkeLtY3aBVOneB1eRTpxJxjpqyk7qMCbjI1bN7PtaziO6/143YWtHq8ov6Yym6vM1VnX+WwNrv84fjsk93Y/uCD1DNaUeka7jC3OVNZJa3OHuB2zsJbc7dzA0nJov6YjENkJfHLz4KNmVmuytV2+zFXUystnMrblJHjzb/luuQUZVmSFkKF8yaKSyh4chHJNM+RKpzdwgDpXE2tCeS525mh/SH7Swj3RFe7ZKK4RCnUpS3kxkihhiw8vaVyt5i5zfWpadjS0CiVcG8hVKhrNC8fh7a1U/By6WUGePH4RPt8I8xWVWtlAXAA42TIWolX8Ex4m7LNZd4IY/kFkiwA+tx0RSWtHeGzzhEHLz876mgAwEnDwxjLy1emjbb7KHl0NC/P8m7zWPZnjsx6KHxj85DR9wOtAIArjz8Btey5jVnZQmdE+luGhQsAI+tngBjkUR4Pd1tH3eGRwRLu/FlLZppaXZVveE4KHVGAolbiEUKQ4hC39ZGPc3V0DOZr66j6rkubrcRLCXosC8B+kHLw8tknn+Cpv91PU6qra4I0msz/WgEMbVOsOduzLcRU7NTmgTHPKW9z2OXA5+Dl4/ffx7N//7twk9NsJ/ewQ39CIk4e24Rj+/rR5Q9HK/Gi2QxeklOxgvVpOCtb1NKR2ZmeyCjMOPDxLGuOfebZOXYFa/Oz3B5uaWwS/DU3e9jqoeHN+bp6DUKqIZAWsK13877k5Ty4WKad3Gxe732snIedaxY0dpNGk3vKrM+w241NQR4YvjY/37MHT953HwKEYLqiksrcKyQZBpJTMFOlB2CsxU6d95A4nBXikkKjSShtu9ltrzicF+sblAc+J95PFJcoy3kMLkkXpHJZm7IaaNbxhNgyIOVz5KZjZZUQoBmQ1HMuv3hyrplOmQzhOSfWNolOhV4LgFHkeZsF3XSK/NHaDKFYQQhWEkrC4+m1YqBcjEqSXszbP6yjU4SNGplxXMna5gd4gBCsS07FXHWNNDXSnDprPkx4/1pYu7xtLtilAjDtLMXXaeGY57LTH4aZikrMVFWh3Rci5qgjxI96E3g5tK0d3eERmK+rk+qNiE1YUooxBsjaPDTUtJIQQYKkBtEraur0xsY53ExMCyw0TNxMOkL8aCQEh7Qw8HLc8ahhfW4hRk0dLQBTUyM4Dq3EK2LZfM75YTmYnoF5VpNrOftbgBhhNGEsmPLyaG4e2rwhWGVqK0A8ljRbp0rCvD3+ewsAw8iuLUSehTGaly/0OTjHgQNT3o9VhBGs6xuCQDOfA/Pzdu9Tm8cnDohPP/4YTz/wIFZwsGESmeTG0t7nNm+IUBpt84YIEGD2YFoADJM84O3xdcT3Gv/OcFY2ZioqBYDhB3xHiB8fv/ce/vXoY1T5OSFRSLlzYrcdwK5ie2i8sAgblqSj1eNDEyH4swm8mLlQIzm5QtOJr48Wtj74wcwBjFlBnEsurLLtjTaPjwKY8gpDQVz8llab0J+UjC1NTSKEZNlD7Dt8TXP+Xk9klBWo2ua9P4EeUGvjE7DcbDNtB6ABYEqCQh5tHh/a2R5YQYzaPzyEZF7rfOy8v06Cbva1uYwdpAc0L8V6XkjVtDY/370bT/3tfqxga4ACmArpBTlgOkhlGkj8UjVhulSpMgfnNTMHJ4tLmFdY5l2gdm6LSwkOO4DhB75KRmFwSTrmqmuwWqHvI8tatAPcyeISjIswvfu7uWimjkeJSzioAMxgevp+FSi1h+lJX0IiZVNrABge7lEh5D7minQK99gBzEByCjYVFGIgKQXrklPQ5Q9HMyFYziaXG9gNaUtcs0b4Rl1GCKZKygAAd//yV6hmRmFNdCz64hPR7gtFkzh4aHzW7XC2oj+WaZCXh/aQUCwnBE1sg/THJ6I3Nh4B4kE9IaJNlUy8xRUp4Xd0+sMwnJWNyZJSrEtJE+8qJgQ/O/oYStht70QjW9yz1TWOBfws4Il5YMYLi7CUzfXqqBgMJKWgKywCSwl1w7d6vIa7ViEnLwAMa/PglasAAJf/8DhUmg7V/QIwjANDAQxh6ZU+9MUnoi8+EStM66Q3Jg7jhUUYXJKOgaRktHl8aDYdYMaBG4PxwiL0JSSi0x+OgcRk9MbQ37/R0herByZAPFjKDPna2Hj0REQhwMbDpfRVHpgA8QjyNAdFjRywxMZhbVwCWokXDcQIIfEwH/+3kb2zNyYO65JS0B0RiYHkFIzk5AoAw9fspx9/jO0PPCjmndcQG8rIxHLR9wgxR+0s5LeUEEwWl+B7y5YLu9BIgg0WPfCjhQFaxeZmICkFHSF+NJlsRCvxWvRE+Nx1hPix6733sPMfj6OZvWcoIxOHtrVjNDdPzLk5BMDb5DLtGzOz0EiCPS8UmPiwktCU8c1l5RhKz0R/QhLafaFoZPbBDGBWR8ew5zLQzOaiJyIK65JT0BMZjaWm74jxsHnnc7Q2LkHw6hqIAcjM0gd8PzSyttbGJWAgOUVcamhoxmoT+GWjkdmPxYYGjBcWoScyytIvO4BxKleyktmwrrAIceHh8zm4JB1NbN5XR0UH2YV2X6hRAyjUL9Z2Ixvb2th4rEtORXtIqACEHBS1EBo24uCFXxw6Qv3YXF6BmcoqZVmVgeQUV76K/ZI4WeKc7ed64OvUJSsqZuER94KIAUKwMSMTC3X1apVsHkJy4MCYP/Nz0K0+lrnNdckpmNEAMNwDw8cj9XzxjEhFuRKe8SaL1vDxDKZnYGY/PDDmEBLhtx21q8kjJOhlHBgBYDgHxgV58vdcedzx+OSDDwAA+/btwzdffYW//c9vMV5YjGXMaPHn10s4MG0eH5YTgk0FRQCAu37xCxy9phcvPPGEyHj56O138MtTTkVHaJgw6JwDoxNC4mneGzOzcdvPL8dnn3wi2n775Zdx6RFHWlRXe5Vy4NQDM+4CYALEg1WEclt2vfuu8a5//xvfD7ThgoMOFuClmb2Hxz17FQCmMzQMw9k5OHNmFs8+8gj2sbb/8+23eOT2OzBXU0sBDGEARqESyg3iqePjeG3nTrzxwosAgF3vvosXnngCr+74F3Y+/jg2pC7BckIwlJmFLY1NUtfqckJw+xVX4N4bb8JQRiauO+NMfPrxx2Ietv3lXkyVlKGWEJw2OYUP3nxT/O2tl17CKWPjdA3xw9kXimZCMF5UhIf/cBu+/Owz7NtHR/7688/j3MWtwpi2eUKwnBAcsHQpXt2xAwevasFcdQ12/P1RAMBlRx6FCkKwKb8QLzzxBC75wREYysgUt4NWjw8rCGX3v/TUU7jo+4eimRA0E4KLDzscLz/9DHoionDa5BTefe010e/Xd+7EuYtbsYwdHBzA8LVwwUEH462XXhLP/+e77/D3O+/EDwfWYSQnFz2RUVhpAy/cC8EPqOHsHFx6xJF488UXceEh38cyQrPylhKCxfoGPHrX3fju22/FO954/gX85IADRXYV5zVde/oZuOeXv0Kr14dfnnoq3n75ZfGdD99+Gxcf9gPhIQswY8nDUt3hkcKL+MkHH+DJ++7DeEER/vHHP4rf5Juvv8bdv/wlNqTRNWPOpvvz9TfgLzfcIBQ910TH4E/XXWcBL+3eEKwkVPrglosuxldffCH6t2fXLtxy0cXojY0X/WgiBEetXoPnt23DAUuX4cie1Xjyb38T3/n6yy9x51VXY21cggAKXGyr0x+OC79/KN566d/i+XdffRWnTU6hlXjx3D8ex9UnnYTe2Di0+6jHozs8EteefgY+fv998Z0vPv0Uj9x+Bw5tbRMe3iZCcHTvWvzrscewJiYOW5uW4ukHHxTf+erzz3Hn1dZ+OR1QIzm5uOOqq3DjueehzRuCWy+5BPv27cNL27cLMNWfkIhNBYU4ddM4dvz978Y6Y3ZhvqYOzYQImYip0jJhoy8/9od4/403xHe+/fpr3HvTb3Dg8hUilXYFA0xm8MJv/R0hfsxUVomCgzLVVcPOyUNI7T7qXVApW1O77a5sbbfbOgrcLYR6Rrc0Nbt4ikwAhoXKDR6KJITEDnxVCIlzetQcGKp/JuPAmNucqaxSemC6wsKxUF+vN54leh4YUWk9OwethOm8tBCDuDWgy4HRATDxCZipCmZAtzENkD/8/HIAwD/u+SOuPvFE/PLUH+P2K64Uxo+7f803o3UpqSI92d7mckIwWVyKffv24c0XX8TevXvxyrPP4trTz8ANZ50tjOt9N99sMeg6/A6+iQ5auQofvf02AOCxu+/BL04+BdeefgZefvoZAMCdV1+DZSZQpN4IzANj21z8gLj5/AsAAB+98w7uvPoa3H7FFXjq/vvx3//+Fy8/8ywA4IiuHpZtFCrGI4vj8lvnRYceJub66hNPwrlbtuLGc87Fdyyt+aAVK5n3goIimVoo7+/3li7Dvx59FG+88AIA4J2XX8Hjf/wTtj/wIP5xzx/FbxoglK/iFBtuJTQctIwQPPm3v+HDt97GzscfBwDcdvkVuOr4E/HI7XcAAHY+/k9cfeJJAICHb7sd155+Bv76m5vx3//8BwDw/dY2NLN5Xk4IxvIKsOu99wAA9954I6750cm49Igj8dw//gEA+J+fXohlhN4u+XoCgCf++ld8/eWX2LNrF/7229/i8I4u1BKC6fJK+r0LfopGQjBXXSMym5aZ/v67Sy9DI6E38cuOOFL0l/73Nlxz0o/wu0suxReffgoAuOqEE9FIDLXQdckp+OWppwIAdvz977j4sMNx3tYDxPr48rPPcGhbO8byC9AZGoaOED8+/eQTA7wQLzpCw1BHCE6b2gwAeOGJJ0SIYjkhmKmown+++w7fffstrjvjTJy7ZSuuPulHeOvf9ED++dHHoIkB3wZCcO9NN+HLzz/HXdf8AgCw7d578duLLsJvzj8fuz/6CABwyeFH0LXJQgoBYpB4O0L96Ajx4/0338SHb7+Nzz75BO+88gquP+ts/OrUH2PHoxQovvLss0EZgu+++io+ePMtBAjNQhrLy8fDt90GAFjPw0ZsH/FD+O5f/BI/O+poXHfmmWLut937V+GNbDDNzZ1XXw0AeHXHDlx7xhn45ak/xvPbtol9v8rU/kByCu751a8AAJ988CF+e+FFuOZHJ+Oxu+9h6+wmAMDVJ56EsfwCjOTmYQUhePD3fwAAPHDrrbjgwINw/vcOxD2/+jUAekHZ0tiEnogo1BOC01m/fn/Zz7B371688MQTuPb0M/Dr007DKzt2BPXLfglq94VgKCMTLz21He+//oaYk233/hWXH3MsWgkNizYRIxHgvddew5XHHY/zth5gswur0EwMZfHhrGzcfsUVAIB//vnPuPCQ7+MnB3wPv7/sZwCA9994A5vLK4ToZ0eIH5/v2WOAF7bf+e8wU1nFCg8qODD8IFXxVZhQpDYHRrNN7iVzD48YHlxexV0n5CLzwPBndfSWzABGLrZKhIKxlgdGAoqsAIaNR8Lp4V4qDmB0PDAcwBDzy/oT3MXZLAO1ZSHJXHxcqZbH/nh4Z3NZhdjYtYTeSNenpmF1VDTOnJ2jBvz4E1BHrJogAUI9MAv1DRYOjBm8fPs13WQXHHgQ1qemoTc2DrXs3dyg/Gh4ROiNWACMi3olD0Pc9z9US+KSH/wADYSghhDUEhrj5amax6ztQwMxYnpKDozPQPKtHuNdBy5bAQB4fts29MbEYSnbCOtT03Dy6Bj27t0LwAxeDC8VH48dIXOQMVNRxQ7l+zCam481MbGoJwRVhGA4Kwef796Nd155RQDUANELswUIDa+csGEQAPCzo45GKaGhkeWEBK2PoYxMLNQ3BPeTAdw//vpacWB/b/kKrI1PQC2bc24cv/nySxy1uhe1DBy0eX04b+tWcWBR7hMFI9v+ci8A4IDmpWhm7++OiEIjIQI4H927VoQXN2ZmC0Dx15t+g7Vx8Wgg1EW/nBBMFJUAAG4851zUEILVkdEiPruUGGHMm39yPhoJddWfNTcv+n32wgKWE4JqNqaNGVl451spOpYAACAASURBVJVXAADT5ZU0bBEZJYjo//zzn9HMnm0gBOWE4Mie1QCAWy6+BGvjE7CZpSLu2bULTz/4oPAsNBCCw9spJ+yl7dsxw+QN+KHF53quphblrP06QrkY7776Kr787DP0xsahldDQ1k3nngeAehhmKqpoDaUl6SwbKg+f7voYn3zwAbrDI4P0VkZYavbauHgBdH970cVYxsbG99RvzvsJAOCm885DEzEuMq/s2IHXn39e3BTbfSECvPCyEo2E4JSxTXQdHn0Mytn/642NQ39iEn536WV0v/b2iRDRMWv7AFAv8LlbtmIoIxOd/jBUExpGeeR2CnoObW3HMvadQ1oCAIDXnnsOg+kZwibUEYKj1vSKQ//HE5No84ZgprJK9OvmC36KKkJQz+a7ghBcfuwPATCwwzR1jlrdC/7PmTNzaGTvqCHUQ/fEX+9j/aJgnXup7J5RroXz5osvYqq0THgD7XZh+wMPMJXtENSy9Wm2CzystZIQHNbeAQD4yw03inHztclB1+XH/hAdIaHY0tiEwfQMfPrJJ3jqfhN4Mdn3jhC/qdCqHMDwS5UKbHRwAJNfoH04y+2ckdlEEwtk/A4PhjKpndOpEC9IvBocGMqRUgAYZrfVHBifoBOoCscK7pGSAxNpABhpFtJ+emDKy0HsL+vfDw6MvgfGyEJq8/hQRwh+evAhAIBj+wbQRGjsfE10DMYLCjFdUYnvvvkGj//xT1jOjJ55gfPY3wK7kbYwo7acEIyzsNFfbrgR1YTGq3nacbPpsPn7nXeKkIL9wLcvWnvbj959N9anpmFTfgE6/WHoDA3DUkIwkpMHAPjzddcL+ev1qWmYqahUZyGF+EV8tiOUEnL54XzIqgAV3Avxo4dJf6+OjsEN55wDADi8o9MCXnib6zmAMYWQ+A2TG+7p8gqsINRjMFlSip7IKFSbfp8ThzZaQB7XHXAbD+cV8UPy+rPOEjfv4KwIFhvOzAoCMPxA5bf68cJirCAEiw2NmK2uQSMhOGZtPwAKcssJDZVwozqSnYPvvv0WT953H1axQ2ZLQyM9MM6/ADWEehB6Y+Ox2NCIDWlL0JeQiL3//S8eu/seLCMUcPXFJ2Lf3n145qGHqXJrcQnWxsVbwDIA3HTueagjBG2eEMHVWZecgqnScgCGZ6aZEJw8OgaAhp66wyOwtakZvbHx6AgNQw0h+NHIKADgVz8+TXznlE3j7DtHopFQ7k53eCTaWdz9gzffxL+3Py30SGaqqvDZ7t3Yfv8DaCVeNBGC+do6AMAHb76JgcRkdIT6MV9bh/WpaWjzhuDzPXvwyrPPYjmht6buiCj0REShjhD8+rTT6OHYRg/tekLDRgBwWFsHqtlv3JeQiMWGRnSE+vH7n9H1u7m03LLXAoSGoHmm2K733sPrO3cKomtnaBg6/eE0xOAPx4dvv41PP/7YItL22nPP4c0XXxS8lmZC8OfrrxdruoX1kXsyBlkadHdEFLoZh+WEwSG6Rs88C/WEgtHvM6L5zRf8FGWEeo/namsxmpeHOkJwbP8AAOCSw3+AeraubrucepBPGh7G4JJ0rI2NR7svBJ3+cApGjjlW7KUmZjvv+gVd1wt19YJz1hNBQ36DaekAgHt+9WtsWJKOiaJiAVC59EC7LxQdIX50hUWgjhCctHEYAPWO8ew+815r91KuzJ1XXwMAOKavj/JtWD2oYLtQiU5/mMiW6gqPQI3NLjQzkMLD12fPL2Als7ndEdSj1+kPx7fffIPH//RnLGOH3gHNS/HV55/jyfvucxSJ42F6CmAqlByYdZwDo+PltgAY98OZElSdwyPWfoZZsi3d+B0BQkPlOhwYkYWk4MDwrB03j4V9jnQATLuXptmP708dNomwp4UDU1QsTV8PEELTqKucK8pbAUw4BS9OAEaLA0MoB2ZSI42ap3ANJCWjmR1CVx5/AtanpKGBGLcI6pUpx56PPsLz255wfKcZwPDKsq3EwzgvhQCA3154EbuFh1j0SALEgxeffAqf795tuRG2EkNNcraq2oL+2n2h1HW7eRoA1VVpZge+UbeFbo6djz+OO668iqqaMlcoBxHO2jJWgtnmsnJRk+TFJ5/C7g8/ZCJOHpGh0R0RieGsbNzIbr5m8OK0aOdMJF7+9zeefx6v79yJ5cwAryJUF2MoIxNNhGAkOxcAcKtNL8c8HqcN0y5SpdvE99fGJbDKoe7GYigjE1saG4UB4qGtO6+i7vuhdEoy7Y6IpPUuUlJxdO9aAMBPDz5EgDtzRsOeXbvwwjYaGqkhBD9nBOeDV7aglo2ZE5MnikvQGxuHR+++G9989RXWRMdgOaFkbwD4629+g2ZCMJydLcJnS23ghR8a/DfaVFAobqVm8MIPmjNnZlFPCCZLSlkWEj28+hOSsHfvXmz7y70iG2SqtAxXn3gSjlnbh/7EJOH141yn57dtw6533xXZdeNFxfjqiy/wzEMPo4FQrsnuDz/E7g8/xHhBkeAzrWYV44cyMnHBQQfj+PUbRI2gatZ+DSE4/8CDAAAXHHQwWtj/+/VppwMA5mvqBCeFh4sH0zME+F6sb8BSEky6bSFUbfTz3bvxzEMPGZlu7O8dbA3cceVVAICTxzahLz4hGLwwTyX3fH4/0CqUQY9a04vLjjwKrcQj5qyOUA/MQStWAgDuuPIqNDHwctBy+v8u/+FxqGVj6omMwnxtHdbExOKgFZSIfuXxJ4gsuheffBJ7PtqFrrBwmprNagW1e0PQQAjOWVgEABy/flC854iubvzu0ksxXlSERmJ4cJsIJWPv27sXj9x+B1YQgo1Z2ThjZtbSL2ETmMfkkFUBtt8uCUr/t4AXtp8OWrESY+yiZN6P3C5wr1J3RCQmS0qFx9FsF7gHcrG+EVccdxy2NDVjw5J04RlsZvvww7fewotPPoVW4qXjyczCN19+iafuvz9I/dluD6crKoM4ME72gyrCy3mGggOjWzHeZjvdQZF79qi9nxsZ18+Jk2h+jmZbUh0YVQFQoQOjkYU0p8GBEXNkk6pwBTBV1ejV4PTM19VreXUG01lauMIDQ9waWBsXrxRE4ptnf0NIA8kpWEoIitlhemhbOy476mjcdfU1eObhh/He668DAF566impYFaAGHoC61PTsJQY3pHfm3ReDFdTBTakLcH9t9wCANiQusSUlWAs2nUpqZQEyDZCR4gfNYTgKsatOKytgzL1wyNE2jEnlXWE+EV839xPEcbRyEKaKCrGVGkZ9uzahR2PPmoBHa3ECP1cf9ZZAIAfdHWjkTi7ioVHiVU/XkHozejbr7/G0w8+hJGcPEwUlWBTPi3AdWTPahy4YiXmamqxb98+PPSH24K8X2YkvybGWt3WAC/0BnvNj36E/sQkRuxzR/LcA8M5MK3EazG2w5nZIm23JzIKmwoKce7iFgDAxYcdbrltthB6Y9/z0Ud48cknsbm8AssIwS0XXQIAOKKrG8NZOZgoKsFEYTE25RdirqYWB69qwd/vvAsAMJZfgGZ2kADAg7/7nSj2OZiegdmqahonZuUozODF2LweAbBu/sn5aBDgZQQAcM7iFhEWHc3Nw0J9A7rDI9BKvHjvtdfx5gsvWFKQi9maO2NmFlefdBJ+f9nPsP3+B0SY6d1XX0V3eCRWEOqu/Xz3bjz90ENYl5KK13fuBEB5KTxDi8/V6qhoKhnuC0ElIRjNzcfpU5txw9nn4OHbbscrO3bg8z17xFyP5eWjmRD86hTKwdnS0CTASSuhnsqVhOA2xoNYqKu3gBfqeeEgMwwfv/c+Xtq+3Ug75uCF7bsrjz8BAA31ThSXYDg7B6/u2BEEXniq9FheASZLSkUWUjGhheOO7RvA1SeehL/ccAN2/vOf+PCttxgwvRmtxINmQgQ4ufrEkyg4YQX21sTEYjQ3DycObRTgpYrtpY/eeQcvPbVdjI2TeFdHRaOWEPzkgO8J8NLIgEczAypbm5fi5NEx/PzoY3DPr36Nfz32mCC9PnL7HSI8ecIgDcNedeJJqDatM66rxMHLdWecgQ1pS4L0auzgZTQnT6gqd4RSwNsTadiFUZNdWKxvwLF9/Vioq8dsVQ2zC3+g3DAvJbYXEepR+vHEJK4780zcfuWVeOYhw5bvfPxxIU/QxcjkLzzxhNSzwbklnAOjOl9kadTmNq1p1BohJK02QzFZWqrBgfFIsy3N7+6OiLRlIalDSFocGE0PjC4Hpj8xiYbZVADGkkatCCExGyvjwFjCRk6dmq6oRF98gui8/dkAIWhjqrmb8guE6JysTd6psxcW8fH772Pv3r1497XX8OR9f8PvLrkUFxx0CD754AO88cKLVH7epU0x0CXpWGxoxOqoaGzKp54Xu8Iud8dtzMoWsfFN+YXUkNt0JER4pLISq6Ni0O4LRQ0huO6MMwEABzQvEzdXXp5gJCdXZAe4FUhcn5om+Ajmv9nH1OYNwVx1Df77n/9g27332uLCHmHUuc7LqeMTFmKz07xz1dzuiEj0JSTiy88+BwCR2WH/zAmvFlKdaNsAZNMVlWw8RrinmRg6L1f88Dg0EoKZyiqM5OQyD53zb8lvJgus+F6DydhuZODFfOga4OUw1JkMukXn5KGHMJSRieGsbPzp2mstYzP/s2/fPsv4FxsaKT+CgZcHbrnVlLlE+zmWXyBCMTed9xMLeOEAc666hq7Hyy4T/AIOXs6eXxBrNEA82FRYSHUcomPwyo4d+PCtt0QYbAWh4aR3X30Ne/fuxScffIAXn3wSd1x1FctA+jc+eucddPnDsZLQsM8nH36IV57dgX8//TT+8913eOQOSnI+fWqzpb5UgFD3/uEdnXj0rruxd+9efLZ7N17avh3333IrLjvyKNzBfodTxjZhfSqV37/+7LPpXNU3WsALX598v3y/tY3NXYhlHfGLwUfvvIOXn3kGmwoKhTgeb6eWEFxy+A8AAMetW482rw+LDY145+VX8AbjvAjPCwMvA4nJ6A6PoKrKWdn49Wmn4+svv8S333yDN158EY/dcw+uP+tsQUy9/9ZbmTCeBwcupzyzq044UXhW+By1+0Jw2uRkEHj5+P338fy2bcIetXq8olpzMyE4b+sBFvDCQdxlRx6FLz/7DAAN5W37y724+fwLcMFBB2Pfvn149K67sIqtmYNXtQCgYSMOGszghf/98mN/iFWE0PCEyW7bwctQRiZWESKUVgPEg/6EpP2wC38Tl5ZVhOCcxS34+L338J/vvsMHb76J57dtw22XX44LDjoYe3btwktPPSWe7QqLwKcff4zn/vE4ZhidwN0eGjowU2VllhRyRzuXkorpigr0xsZZzizHS2JxCdV8crFJ5ovaTGUVemPibM8F91MIkDqk9pv7sTErG/O1dVgbFy99NwcwtAyLez/N0g6UhC8PIfFUc7d5N3tgZOMxg6Lpikr0KscTRZV4bQrITuf6xoxMi1SFfd4t5QHsL1tFWGimodFSk8YRwHh9mKupFWJdbm0G2C3mFyefDAB4/E9/wngBFSJrJpQw2kAI3n75ZbyyYwdmq6oxbFPcdOrnSE4uZqtrMF1OicAWhV3iFUivhRA8ehe9XQ+lZ1o8L/Y26W24XvBAfnHyKQCAQ1oCjG0fKhDlIquAyV2/9g1j7icvyuW0cPitdU1MLL787DM8+8gjQZ4Xu8LuBQcdjIHkFLR6vIo5yhECgt989RX+vf1pnDi0EaeMbcLJo5vof0fGcMqmcfz8mGNx3gEHYGvTUtfFKOa9qlq4S+3ghRv51VHR2NLY6Khgam9zLL8AW5uXYhkxQgYCvDChLMp5oeTKnx99jIXYbQYvPBwxuCQdD7HsjosOPQwnDA7hlLFxnDw6hpNHx3DK2Cb8aGQUp45P4NIjjsSmgkIsI0bY6IFbbrUc0PwGdWwf5d38xg5eWLYU57z8+fob0BUWgUYTeDlnYVGEu/iG3VxWjrmaWrz10kt4+98vozM0DI3E4Frs/Oc/MV1eyTyjNQgQgkpC8OzDj+ATFmLkvAN+6wWA8793ILrCwvHFnj147/XX0eW3isV1+sPx2r+eo88eeCC6wiKwgtDwSh4hOHV8AgD1fjQRGubj/IktDc7ghXNiTh0fR6c/DK229c4PESpS96i46fGbK2+Hc0aOWduPOmaTPnjzTby+83n6To9VYXd9Ck3J7YmMwl9uvBEADXOsS6ZiaU2EoMz02955zTUYycnFSE4uDmL6RFedaIAXClzomju8s0us62o2b68//zzee/11WzyfAvb1aUtw7patArxwYjAn5f7puuswW1WNhfoGtHl9KCfU0/Ldt9/isbvvEaUPDl7ZIvq6PjVNXBL5fuN/v/L4E1BJjAwXXvvLHoYdzsymKfKM97QxKxvdEZH49ptv8NL27UF24aThEZw9v4DLjz0Wp46P44DmZWhjgOjMmTlhyzcVFAlJje7wCNQTgndeeQUvP/OMBbx8vmcPtt37Vwwk8QKeUa52oYVQb9WWxkaM5Rco7cdGVgCYh8Tc2uwI9WOxvgGDCpvExSAXausYuHbvJ00RbnBUs3ayc4v1DY6Xc3Ob3RGR2Nq8FEMZmVpt8oLKMrs9nJ2DxfoGSzjfaTxtvhDM19ZhOCtbPe+sBIy5VpV9PKvYvjygeSkG0zOCykfYwQ4vAGwfTysJ8rxY0U87y2fnaY3OKIl+tqI5N5BDxYhG8/Lx+s6d+HTXLnQw49xKvII81hUWgbdffhlvvPCCKKTIPRLmw8Pcz4miYgxlZGKimBJyb734kqDqxQFCha1efOopfP3FF6LqLK9Ma77Vd4WFY4YJ7XT5w1FHjBvUqeMTaCBGxWqjoF8Mzj/wIPxoeCToR2lhm3aypBQjudQDYR+HGeANZWTivddfx3uvvRYUhuoI8aOOEFzKUm7Pmp1DZ1i4yFSiBt0qztYVRm+iE8Ul6AoLx/uvv4Hn//lPkRnA03jr2WbhzPy++ESjf3yexIFnpK3xBRoEXpjC7sasbGl9DvO88/hxMyHixm8BL4zMy7kjl/7gCHfPy4MPoicyGsNZ2bj1kksBALNVNahgh1iD6d96QrAxKwtH9qxGf1KyhfNiBi88jLApv0CExzhh1+x5Wc7ACADcdc01aGHvNHteGojBk+mJiMJkSSkmS0rx9Zdf4pmHH0aAHV4ccPclJNF+MmXd3tg4tHp82PHoo/jkgw8cwcuN556HvvgENBKCCw85FAAlC9ezddFICI5fvwEAcN2ZZ6KeEPEbcdHIc5iX66SNwyLt9paLL3EALwbo4JyYY/v7aXsOxPuOUL/QAtpcVm4pItkRQkmkt1x0MQDq4VlGaNX3d197TWQb2T0v65JTsZwQzNfUAqAZdQ0MFLQSQwl2lBHs773xJozm5qE3JtbV88LB6HFsnq5kmZArCMH9v6Vh6LG8ApFmvzaOEsFbiInzsmGQzrk/HLvefRev73weKwn1ik6WlKI7IhJtHh/WxMQFgRcOqn536WXo9IcJu2YHL1f88DjUE2JwRRg3xg28DDAxs7WxlIT+/htvBtmFekK9PxtSl2B9ahr6E5PQn5Ak9trz257A57t3i4w2rvG1PiUVnf5wvPvqq3j5aRt42b0b2x94ABszszBeWOR6vvB10scyYfsSEl0PxgADOdPlFSJTSub9WJ+aRosERsdIPRVdYUyklClzqzw/brIbZvveGRrGPD+5ljCTUz+5h9vJm2R+d0+ks1fD/m7reHyu4+HRAk6GloE2rj48mpsbFMmwt7ku2fDYS+fIH+ZIsObPWqpKW11Gpnx7U9Esp0njImY6dX0mikswVVqGj99/H08/+JAQ1Gr3haLTJB73wVtv4a2XXhKZP9yILyNmOXMj3368sAgrCME44yD84eeXo4oZCsqmD8GamFgcwg6b7Q8a+hctprYtZCkmm8w1R+aYMbzrml+wW3Yohpn7ryM0TBx0/7jnjyL9UGwAloGyMYsajWZCBMCxL9bhrGyM5OaJtOzp8ko0m8bSFRaBSkJw1YknisOBZ/SsYG3zMJJ5PLyoWiMh+PP1NwCg3icumMUr0m5pbMLgknR8tns3Hr7tdnEwrWRtL2NtTrPChObfWXBeTGGjjlA/9WApChN2hoVjc3kFRvPyRfZDUNiIHYCro2MEl+CiQw+zeD14XH3Prl147rF/YK6mFn0JiTiMZUBd8cPjUEdohgfVRAlDT0QU+uIT8Nff3AwAGMnJs3BeeNgoQGj9IR43HsvLF4cKBwN8LVMQR7kIv73wwiDC7jmLW1BFKK9idVSM0PU4tLWNfueii4X38N9PP423X34ZAeLBeGER5mpqRTx4KTtAdn/4oRE28odj94cf4tV//YsS2j1GdsTb/34ZX33+BdalpImwBNfKOWZtP5aaxtEdHolKYoTozllYxHhREdp8IfjVqT8WoMLseeFE1d9eeKEAN3w/BNkEVh7gteeeQ09klADn5t/y1X89hy8+/RS9sfGiIOXrO3cKTpCd8zK4JB2D6RnCW3Xz+RegUazxUAHINmZkAQAe+sMfsDo6hoIERuIV4IUdqm0eH9anpuG0ySkBXvih/uOJKWEX6ogRRg+w9fPKs1SP6YTBIdQRgr64BADAX2++Gf+nte8Oj6s4v57VqvfebKvXLZJ2VVzUu2TZKrZ6L7YxJBSD6b2G3iG0QIBA6CQkhNBrgNA7hBAgQAIOoXeDfb4/puy9d++duf598fPwIPBq7szsnZkz73vec4aYE3FHVDRaQ8Oxmh1su376CU/+6S7x/ezPbE+uPPY4SiRm4MWYNrr8qKOwPjWN7kkaA0Vj2mgwMxvdcfGYr6CibE2EVqQZ94X28EiRuhgvLEJHVLQQ0uMKvZ/u+AgvPPIIVhMa8Vms8qE/PUPYXfzn/ffx1osv6cAL57wYU8nGaLWedyInmraFRYiqSVk1ka4s14QjomuT70m5eaZ7tbafAxky7RVNm8xI2MyVPggM2VTU7WSClmMFhUH91PsP0fFYmR0anz2vEALk5/pUmbWBon6OMml5t2re2cV4JDfPkjQcRNgNdKbclsNsv023Tx7FGc2nduVvv/wKvvzsM3TFxKGCbcC8CuC6U08DQLUoWpxhqGcHzeaaWhpm4yTcsAhMFBVjND8frWHhzM3Yh127duHHH3/Ez+ob4SZcBjsSG5YtF2JSZ+9NK1SaHU50Rcdic00dFqv86GQOxJMGYZ0mQsOHLz36KABg66rVaA5xYuOKHKwhVJ/h0sMOBwCcsWUvkQ5oYJvmdFm5cJidLC7F3qvXiDB2QP+ClootVFSinhCRknjolltRR+gNqIbQKpAtdXX46rPPAFAuAJcZH8srwD71DSIlxt1LJ4tLRNSkhhDs29TCQN7FItW1NikZE8UlWEUIzvn5vmKe/OzQHszMxt6r6zFdVo5JRpw0Lj6jMeP1p5+BgYxMHbs+8Dv6RTXDNwlHiAhJ33GZPm3USKjx2XBOrgABRvDC341Pd+zA3194QciyNxCCd159FV999hnWp6bBSwKgtSsmFgd19+DHH37Am88/D+5RwwHpgzffglpCIy5cYp+SHGOZ9gUly1awufQRgo3LVwihtVvOv0BwXo7eSCMv77/5JgYzs7CS0PAovyS88PAjAGiJPAe5z953P3bv3s3M7iiJvorQqo4LDtgGgAoZdsXQKqn+9Ex888WXeOHhh0Xakd+MucbIb884E3WERvl+eeihDNgdjlI2L9WEpnHHC4sEifTSI45AV2wcKgnBr48/gYEXWk3ECeOtYRHoTUgUUTMjYZeuJ5oeHczMEgqzpy1thoc9lz/7jM17MWBwBdanpQuDx3+8/DL+aQAvvNpo66rVGC8oxEgujay88PDDIsrGK2EaCRFpxLuv/Q1WszEbwQst8adpkKHsZaJ67NLDDhcXmCaHEy8++hh7T27GqUubcEjfOpy+eQs+/te/BE/kqA3D8BGqBfTZf/6DD999V0QYa9j3Wad55/96159Rz/ZjnrbTVjlp19vPGHi59YIL0J+eiY5IvYu3EbzMebyYLCkVCuhc4iCwL/wSFYRGljauyEF/ega8JCBsefY+PxORxndeeRVffPIJhnNyMZCRibaISFSyNcB5T28+9zzawiKE5cBXn3+Olx57THl49zGzXzOPoEbD/sH3baUkvcQ53timzNVYdyinZ4oqxEA/zfc50aai6iZgBSCPVvOIixlZWPu59ohIGinPVT+bgya7RsMycNeoGc9MuUs37/xzZsBlNC9fKm5HzDozXVbOBILCpcCFp4rMWMb621UYphgTuzWMbqCXsQqC5x54EIf2rcO2jk6curgJf3vmWfzngw/w1ksv4ZMPP0RHZBRqCFVuBSAAT7MjRO9mzETN+E339aeewg/ffYebzjkXx41P4MKDDsJf/3w3/bunn0ZbWASaCFVBFW1/+im2rlptWvLGCZhL/mr89OOP2L17N353ySU4bnwCRwwOifz/6089jbYwmhdtJDQFM13uEgd9AyF47sEHAdCbd4CwqfHSYWHMNYTgEUYufua++3Di1DQO7x/Adaedhp9+/BFvPv88AOCkmVnh03Ivy/FfcuhhqCFU7n2yuIQdLIH0XB0huOnsc8TBfOzoGE6cnsHRIyP4HVM+fuqee+nG5wxDJQmAsyfu/BP60zNMX1ae0uGl0jedc64oG7dafO2RUQJl80XFw9xc54WHuQczs7BQWYUGQnBgVzcA4Lz9DwiAF8YZWpuYjO++/hqv/fWvNHfLFYBXrgIAfPLRRzh902ZsXbUah63vx/Wnn4FvvqJkxS11lJDdQAi6Y+IAUADZHOLEnMfDnJQDY732FEpcfeXxx3Hi1DQOW9+PK44+Gt98+SX+9txz+Parr3D/DTdiJTukjh2h4OGrzz7Dpzt24MZzzsGpS0s4eXZOKAnf+asrsZIE1Gw5b+Kfr7+B4ycmsV9LK06enceLjzyKj//1L7z8l8exe/dudEXHipzy999+ixcftggPswAAIABJREFUeSSIcF1PCF59gioKb+/pxWhePkZy8vA5U8W95NDDsG9TCw7vH8RNZ5+Db7/6Cs89QN/Ziw85BNXsoL2GcVp42oi7t0+VlmFtYhKuO41eQpaq/LrIDH8HumJisbmmFgDwt2efw9dffomHbrkFRw+P4IjBIaET8+Vnn2HfllaM5uULrs57b7yBD956yzTy8rOGRrSGhWMlIXjollsAUM2Ube2d2N7diwsO2IYd/3yPpq4/+QRP3HmnAC/ck+uKo4+hnJawCIzk5gk9JP73HNy0hUdSE8KkFDx19z0w/rnj0ssEuDxiYAg1DIzeeeWVAKjK8kFd3Tiws1tYP/zz9Tfw/ptv4s3nnkNPfAJG8vJx+MCA6JeOiyPWG9OnOfMsGuUy8PhanHqdl/3b2tERFQ1tRF3sCyxi9tDNt+CU+QUctXEYB3X3BFR077lHfL5Gsy+88cwzOGFyCvu3tuO0pc1487nn8OE77+DN557Dpzt2iPNkutyFnT/8gOcffCioVFoHXLgZYEKwjojxsJt1ezBdVm5ZGcN/HszKDjpAzaMjmoiL6qBPz7As7TUDLiO5eUrQNpCRqUytcOAiIi4y4GKyx6pAk62ICwMuVuPhl3JeMGKsTjU+u40BrNG8fKXGDdH+jxZnmA64SEvImLeEqvSX58LGCgLy91yllwsiaf+89tRTWJ+ahl8eehg+/+9/0R5BwcuW2pX4/ttv8eWnn9JwfX4BK+PS+9bs19KK77/9Fpv8NTh1aZOOKQ/Q8sPBzGysYhtAHSHYXF2L777+Gt9+/TUWKirBFWWN4+G3nEPW9onSU+2f+2+4AetT0sSCFEjXEKF44s47AQCnb9nCiKahgVp9tgAEcTc2HndeeVXQs64+6SSM5hXgu2++wSlz8/CzTZEf9r8+4UQhYGSW/2wk1Cvn4u0H4/vvvgMA7N5NFXt3/fQTbjrnXLRHRIm0XiUJGEE+dMutlvoMfAPczsi0Fx54UFDVhtnLOsIMCMVmy26Kt55/AX78YScGMrKE4SfXnNjW3gmAklH5LZAv1E3VNfjko490kun8HdmrbhX+9uyzQXP6yuNPYFN1rSBjr2Hg5evPP8cDN96IsfwCDGUvC4yXc3/CIgSxWPvn3uuuR0dkNJ69/wE8dPMtWEVoRIGL0F1wwDbT37v1ggvQxkp0OegbzMzC7RdfjF0//aT77KtPPomB9EycMreA77/5BqP5BZh1ezCaX4AP33kHT/7pLh144TfsAxjx9KFbbxXz8rOGRvz77Xd07X/+3//igm3bMOfx4vtvv8V5++0v+FGXH0HTlguVVTrDvhmXm/09TUXNeyuCfMp6E5NoureoGN9/+y1OmV/A1pWr8eUnn+qe/8bTz+DIoSFqPKmJJrz217/ib88+K25mqwnBPdddh50//CCiYvWEYH1KGh5n643/2b17Nx6+7XasS0nFI7fdjqfuuUdwS/hF5qKDtqOSUL2cqdIytEdEooYQwYm58MCDRPqmMzoW61PTMF5QiH3W1OPojSM4dnQMM+VulBGCXywsAgAOWz+AGkIwXlCIhYpKQSbW/nnw5lvQ6gzHzeeeh3++8YaozNxSW0f7ZRCh4x5aR3L+17YDdeDGuJ5uv/iX2I3dmCwpFZWWxn1hDSG49PDD8eNO6m/F3znjvsBLn9elpOLe668PGssz996HzuhYXHLoYfjs44/RERnFvK1c2PHee3j8j38MAtYCuNjSGqNp0Fm3h0oxSDRJGvmhbFF+a9yTpmwc9EIXjFUIyvrJjQVVwEUc9BZeckbgslBZJQUu/NkcEDRJnq0FYnZU4fl4lG1ybzzJvGvnSF5uziqRlq8IeBu1OMMw63JT4KLjuFjphqhzYS3OUE1ngsuR6wjBSE4eDmjvwNEbh7FfSwtanKEi594TlyAOxEpCb83/fvttLFRWYSQ3z5SQ1RoaLgi+rWHh2FRdgwPaO3BAW7sojTZWGK0k1FBwx3vvoSsmVmMWZi4yNJqXj7bwSEwUFmNbRyf2bWrBYGaWcHZtJA5B+OWVUo0kUElUS+jN9xcLi6gkNL1gzJXyz3MhtcHMbBw5tAGnzM9jOCeXObhSK3suWNVAaEj8L3/4A/5w+RXoS06xFodjbXdGx2Cvlauwb3MLDurqwd6r1qAnLkG4HXOCakdUNDqjY/DHK67A/TfeqKvuMc7RUPYyLFRWYTAzS/TN7P3g2jtmIUf+747IaHTFxAWBOw5Yew3j74yOwZLPj+GcXPTExaMzOlb3fnBOzipCsG9zC87cuje2d/dgJDdf3L6NVSODmVnYVF2DgcysIGDLAUwdoamfk2ZmcdL0DDYuX4Ea9j7QaEisOEB4uuvyI48S87VfSxv2bWrGQAYV+aLvAS3LHs7JxYzLxfqSjW3tnTiAadVwDlJraDg2rsgRiqiNxIHuWDp+4+JvDnFioqgYm2tq0Z+eId61OgbE9qpbhYN712LOQ9f4SG4e1qelozs2Hu0RUaK99vBI9CYkibU0VlDIwvasCi8iihJBNfPZQKg8/5yHakg1EQd64hLQFh4p5P83+Wuwrb0TMy43RvPyMbwiB+0GDZiumDh0x8aLvk8Ul1C9p7QM0T++3lYT6jF1YGcXtvf2Yuuq1WiPiBTEZl6Kyd8pvqZGcvOoDooGCPB3rj08Ek0kRFhYfPvVV0LgkYO7ekJTJzzVckhfHyXIuj1ocVKblImiYhzU1YN9m5qxLiUN1ez77E/PwNbVq4Ubc0sIe9fDA9Uu/LucKi2j+lkpaUHrXXvQ9iWnYFN1DTYsWxG0bxovsQOZWZgqLcOW2jps7+7FVpN9gQu5zXq86IiMwkhOHg7s7Mb+rW3CmXoloZef3oRETBQz3RBnqOm7yfvJxdTsqNvOMY6LijcTkNIP5t2Z7kmGy5RZmxwMKXkzYQGOi6pNYRSs4Lh0REVLOC4aIBYeiRmX2x6/Jj1jDzgu5Xs0HpVibmsYnffRvHwpcGlg5+WSv5qWSotUEWOnS1NFjONiS7RHZobFKlc4+XM0L1+8BPzA1BJaZ1wevP7U03jsjjuwPi1dx043DnA1XwAVleiJTxA5ZS62FgAu9NmHrluPD9/9J/74q18JHQbjl8IXANdp4V49NQyMcA0SeuBG6TgufCNtIAS9CUm45qST8emOHVQvg0WwjMhdC2CaSIgQyWoLj9DpnXCw1Mg24gu2bcO3X32FAzu7LEOt2gW9uaYWvYlJYo4E2VdbVcSiI+fsuy++/PRTHDc2ISq5jIh4iNXmd8bEYjUhundJ+2wjx8VqAawhAb2h4JtIACw2EMqL4sC2kTjE7dv4XTaHOOnBVFaO5hBn4N1gQFm7qLpiYjFVWoaBjMxg4KL5rppDnFifli7Sg6s0c1jP+sGVmjnn5Nx99xOHAefDaL/bRhIwMaQhfvpu12jeZ/5+9CQkYr6iEhuWLRfgrl4zfj5f3GF4vqJSSPAH5iVUADEf2xdm3W4B2tZovk8+P/Tm7MBoXj4jhAeExPjfa+ezNyERs26PsPXg/aQHNA3583LiwcwsTLEqHONeUy/eUwpc6HgigiKCPK3EQelIXr4gMHPgWW8YUz0hGMnJxWRJqW4/5G3SMQUuOPdd/1sAwEhuHlYRyoNqj4hCZxRVdr6FVWVt7+nFSG6e0LLhFhPadddIHOhNoP5U61PTdEBFO//iclhWTiX0w8Kl6y2QgkkU3DGrg2mypJQKiZGQoH2hRbMv9KWkYNbtwbqUVPHO83dTvMdsvx3Jy9dolZCgd1P0MykZc16v4OJYHXaC4yKAizXHZcA2xyXKVsRFeyj3mKRBjP1UcVwaNW1amd9qn22f42I/VSTGY5PjMioBd2LepakvPWCcKi2zkSqi+jiLPj96ExJBuCT9rNuD1jBrjksj0ZBz7aSKSkpt+SP0p6VjobJKFx4Un2Eb82pCcPvFF+OZ++7DjMstNj2rfnJRobWJyQIM8UVnPECny12477e/xd3XXovu2HgdgVbb5kBGlhAA4uF8XrarXdA8t0gPsUA/eW764J61eP3pp7FvUzN18rYIOeoWNANifJPQjoO3zSsO3v/733Haps2WaR0tcNlUXSPmXcwR23C0czReWIQ5jxcvPvIoLt5+sK5tbfsiOsJBqIl+jpj3Pci/yuaIz3tndAwWqihwEe+HqZeSAyO5eVjy+VnpIb1pGueUg6EZlxuDjOMiW1Q8esYjPUFj11hQnP2znwOgNhM+Qm9mRoHDJkL9mWZcbnRERomxm71zvCx3g4keku4gZxGX+YpKFkEhQXPE/3ttUjLmKyrFzV/7d0YgOFZQQCMuBg8a7e/QiEsiZj1erE9LDwLquvc5NAzjRcWYcbmlBQPcCXfOWyHGY/bONRJqWbBY5cMgA2JWc9TkCMFoXr5QnjV7Np/3tUnJGM7JFWTaW847H1WE8oG4yelYQRG+/fprfPjuu5hg1X66MWi+z0ZCHbLnPF5TPSSu48Qvh1OlZSJSLltv/CLHL5zazwW+SwquJ4qKaTWZRrfJbF/oS6bARetWbHw3G4lDVF5RBfZQy++dt8kjLlKOS1gEZl1uqWo3/1kAFztVRXty0Hspx0Vm3NgWHkE5IXkqTojDPsclKiYgs29Yi/o9VgPETPZA43hUqSIuwqdKfWkFTM0U2M3OAgFcFKq7G1jEheMPIiIuKvtxJgdvK+JiwzuCLyoV2hNyzkXF4rZm9jntApjzeE0twI3kqTmPFxPFxWgNDRM3YLP01kBmFmY9HnQoSn35oWwELrrNnpVd98QnCDVVKXDR3Jhkn2uLiMSctwKjefkiimA1RwOZWVTFVpJP5psE5+w0OejBW02CNx9t6aFZWDboZS0rx0ievUU143Kr2fZR0Vjy+fXAxWKTGM7JxaLPr5z3rphYzDLgompz4/IVtApGAzJM24yNw8YVOQK8nLFlL5F+M7a5YfmKIOBi1mZvYhIWfX5RUWXVzyZHSOCg17UZPO898QmYYzod1uuSgsMREXGRk/t7ExJpqkiyhvm/R/PyMV1Wbglc+DqaKCrGfNB4gueIp6mMoMns2SJVJLnINZBA1Vl/GtWU4W7NT997Ly7YdiDO3nsfSgJnCronTc8EmRAGtclK8AcyMqX95On4Wbe6qILvH/wiZ7XHcjVVLY/Qqs21rAJItn/wNscLizBeWKT2vktKxqxCtp7uSeGYZZVSqlv6QEYmVUm3QaTdE+BixZsJAi4s4mJ10PPP8oiLmfedbp9jFzQ7HBfbfBS7EZdQdVWRvk0bJeNhjOOSX6DguLCIS5VPdw6SYB0XC46LLRJPqNBcURk62W6T3TBG8/JpWSIx3JQ0bXIrc5XxVFt4hM5joYEwuW0T4DKYlS3C9qoFwHVcZC9rA6GplfmKSts+FCpStNbESxthMgUu3MxSEZblud8Ny1eId6KROHTO1WI8zIdClU/mka49YbzLQAbn7Cz6/EGkaOPPDYRyUjYxGwnpJhETixlXIF3SZNFmI6FlpNNl5UGlqcY2uVZGd1w89mtpxftvvilK3Pmc8jaHV+Rg1u0J4nnIgYv12JscIZgsKTEBLsHz2c2Ai+yiwNscyy8QYXsVcNGmimRtjhcWCfBgtic1EodIFanGI0CTt4KJ31k/u5E4MJqfz1JF8mKF7rh43RzVs839V0cfg//++986YvDfnn0Wx46NSZVE6zVtUg6SFQilaTI71aCcO8KLKmRrnUbKJSn+PdxjuUUCjeIUS/konIsz5/EqOS5tYRGixFvlCi3z+gne5+yRc8WepHI8ZvwNu7onsx61eCcFLuYRF+N4OMflfwlc9kTHxaq822yOVBwXbsWy5PMHGWQSlY6LVjlXFR2Rcly0C4BHcZSELBpxGcsvML2dGhcVV2BUHaBcadZKXZBPGg85dsbEShd/RxTTcZEAF97mkIF4avWyrktNw6zLbWM8UWJBq+ZoICMTS3YiLuGRprcG4+ar5bioNgnt7UYFbPvTMzBrEULVttkVE4v5ikobpXo0VcSdgVURlxmXm5VDSyIZhN4GpsvKTYGttp+d0TG0zexl4lA041U1EQ3HRXMomwKCxCQs+fyMfCk77Ojtd85bYQHAA5tzT4J5Wsc49uYQJwMu9iIus26PrTZHWLqmLVwL2iwiLhWVhqiU+bNnXG596sv0uwyhEaSSUqWuVU98Ambdbl0EiaeRuNbSuuRUDK/Ixazbg5HcPCX3rCcuXgeWrQ6mAMfFHahGs2iTp3VUF7nWMLpvcwM+VZszLjf6klOkZwHnVdmJuGiVc+3s21Ol1mBZt28z5VzpPrenqSK7HBfmdWenTa6cq9o/FirNOS7Gs2CqtAzDuXlKJ2ouFmcW7Qk6g4tLpARmPu/9TMfFLFVknHfbHJdly7FY5TN14SZWL2ujBhAonT+dYYEF4JBzXLREWut8YUDy38xRk/9O8EJVHco04jJVUirNr2kRpHkaJPhQpge9LL2gUXVUpYqY+7aZMJP2+9ECF5XzJ3ff7ktOUUZcpkrLhEeVbDycj9Jtkvs1myMZyuaf5RE5FbmuM4qWCY7m5Uv72URoqmjJX63Mv/KIy6ACuPDbwKzbY3rz1/azIypaABfaz8D3Z2yf82a0IMNsXfYmJDLgEpwq0vaj2eHEeGERFiqr0B4hj1BwroX8oCe6iIsRuBjXJW9TCVwcFDxMl5VbpmuMwEWW+mpkgGDeW6FMwTSREKHaaydVxMdj9h7xKqs1hF5SxouKmKdT8JyLNmPjMOetCPLXCdoPWVpn1u1Bm6KffckpVDlXwh0Re2xxCcbFHhv8HvE2RapIAVyaQ5ymHBerfi5UVmKttJ/0AJ1xuU11XLT9bCQOzc1ffvERqRUbe1J/WjrmKyqUHJfWsHBxKJsdxPRn+lk74q58/1iorNJ5fpmfBTQdb0akNX6XVBHfZjl0GZ0jq/GINllAQrbH2i2H5p/dsGw5lvx+y8yDRmFXP8DehCTqeimx7eaLakIHXMwnrZHQaAJ30lS1KaI4kjbForIIY2p/ppUTlJ2uapOXjMluqo2ElmVPl7tYysK6EoUDF7scF6tyNf2zwwL6BoqNpz89A5v81aYbj3GOpsvLxXisNl1+u5mvqJRyXAJtujCaX6BcVIJtr9ADaI+I1FQVyfrpECFHWaqokRDhQhxIwViPnfNRjCZtZm3OV1SaGqrpf4f2c9YGx6UrJlYDXIIPYu3vcZM2FXDpionFQmWVKXDR/syrRmj5sJ4jZ/wuuxl4MAMuxp+1PBOrzayJODDGxmNnjqyAWOBn+t8juXmYcbl15njG/bCRUL7SrMdrmvrSzVGIE2MFhUydPNLy+6H9pMCFV7LJ5ojzlWTzTqUTEliqSL4fNoc4MVlSioliNXDpZZVsqv2jOcSJ8aIipuYtPwvWsmIF1b7d4gy1vc/1JdMSa7O0jnFPmioto3uSBSDQ7kk0xa9uk+tVydal8aBX7XPcq8gauNAqQT4e1bPXpabpyNuW49GQc7V/bwWG6LzL9liHIJmbcVyMbQ5lZWOTv1raT2L1y70JicJW3RpJ0Ykb5xESBSgYyMjE5to65cQ1h4Ri1u02vVWbTdwSI2DK+snROz/w7LywqoO5xRkq2lT1cyh7GTZV1yjJp+tT03RusKpnjxUUKp/dn56BxSqfjZcrXJQvqxbBUFY29eKJjlHOO785qOZ9w/IVouRVFnng4IWXBZs9m392MCsb894KXSoiuE0H2lhYWtVmAyEYyy/AYpVPmWLgbrBGp3UzoEG1XNzmFTuaNjujY7Ho81ne/rX/PZpfQNt0Wt9WaZsx9sBLiBOTpaVCp0TWz574RGypq0N/eob0/WgiDkwUFWOypBTGFJFxPCN5+Zj1eHTl2FbjmVMAJ9Fmbh6ttJQULPBIzqbqGtNIjrHNieISOh7FBt0TnyDKPuVzFIKJ4hJMl7ukbXLwMl9RaVGwENwm5f3J+9mXnIIttXXqs4DtSTMut/Is4BWUqj2pOcSJWbcHY/kFyn2ORnKq1GdBaBimysqlGilin2P7tuzSyfe5RcZJkfWTc2cWKqt00UOz77I9IhLz3oogR+egOWKq1mMFhcp9uy85BQss8yEDTm3hkSJVpWpzkBWAyDh6WiA6nJOr3GOHsrKDIsbGdUlkITgeXlKRs3hp43hhkeUmwH8eyl5GyTdSxK2vj7eaPL75DXFZfRu8i6nSMlE9Y+yb9mdeumZX8lnGKuf/Hs7JpbwLi4XAb4PyCIT22VGYKinFxhU5CN749fMpq9zRfpdaCWvVHG1kDHA76RjOTbE6oBqJA02OEMH5MC5s4/vRGR2DmXKXkqzK37lgbkow2OiMjsF0Wbkop7XqJ+WRBKcvzEBRb0IiFqp8SkJxk8MptFLs8S48wuNItvGP5uVjqsxeSmSm3KUgjDrQxm6YshSPdqNc8lcrQVFrWDjGC4s0fDnz/YOXMXNSrWzjF9VACr5Ls8Mp0kZtEeZcGz6edSmpWPJXCwDTaNEmr7Ix4/8Z99i+pGTMMk6hVepVO0e2Knd4xaU0xUPf47GCQsF3kZ0Fg5lZWPL51alsFsE0i84ZP8tTJzJuG0/HUMdieRSA79t875SXMVNuihnvwji2jStysOjzKyMlHDSP5RcozgLGl7PktgX2+M4ouifplL1Nns15iqoINy9jtuLa6MdDI7Jj+cEgz/gzt7bpjFYUQ0TFYLrcZToey33bgrpB7Na0K40XnQF3ZysmeCNx6NCsikzWHsGcmBUHVAOh+bE5j9fUuVjXZmQUdUO2UZ0i46ho2+Q+GEaHZbM2ucaI1Y1DzJFBM8V6juw9W1XOrB+PWmVSO56FyipbL+1ilU9Jrm0iIRjOzaNhd0W1TVdMrDBJVM07rwrSp1DMAcyc1ytKpK3e9+YQJyaLS2iprqoqiHNUFN9REwmo1KqkC3riE4X2j2yT5geU8cA3L5FOFJyORovDuYFdVmZcLkyXu1i6xbyfvOJlc01twITUok1eiqnWe6Dpo+mycsExsZ6jBNtVTmP5BZgqLWUKtdbf5bqUVKrkKwFFDWzeJyxS38Y2uS6V3cpL2R7LP9uXnII5b4WynJlr5cj4itp9m+sjqS50C5VVlFuoOAsCFzU1R0XINij2JK43ZbYnme5zUlNB+jOXWLDrNaTa5/ieRLWMrKPCvM1Zt0cq29BANNIWdsqZMzIx55WnrrRR2bH8YFBkNR5VZW5HZLQYj6oCUKToTVLFxBaJkqnAygGMhmRbXCxEl6zaHMpehkWG5LVt8s83MxG49ggONmQbP/3vIfHSqrRGomzV4DeQQMWRirneGhautDkXC2FFjjKN00A0ZXQ2bdvN9GWMP/dLI0raOQoQka3eD24PsJGpHipLkKMDJFvVIc49UFSaJF2M8Di0jAMYs3czRABcylVRAxhO3FXd2gWAsaE1sujzK0GmLroQ+r85nJsdTlMAY9amVr9EehsODcN0eblpqsvsIF3y+RXEXb3zvCzq10QoT8aMNGw5R0rNmhCM5uVhqqTUViWPVQpJNx4nTamP5RdYVlXwNu3IIjQSKqgoOIaKNjnxX02yDcUYj+ooiP88XSxPdbHiCI+XkmwV0v18T1LvsQHtFO0zTfdtVk3TZXqpcuj6yUm2qkjzcG4uFlikWbbWOclWtc81Egfbk1y2AAyPNMsAjODe2DB/XC+JfOmeHRMbADA2ypqtAYzmfImM0hUyWL3vjYRGYGbKXUFyFGSiuMSU6GN8GddrjBilNyhWWsXDm7IvZCh7GZb81boIDP9MPaH+ICsJJT5aEWONPw9mZVse+LoXjCvh2tBloSJ1an+GtnC7lUcOjOTkCgAjS7mIRagQ/NGnrxRzZFd10iICw/+efz9NhIVWbYyHk0PpwpaLqg3n5jGxMv3CbnI4RVn4KhIQ2BrKXqZTyrVaCHZAUWd0rA7AWPVTyNMbIjBWB+mSv1pZydUc4sRofoESbNSTgI6JWQrJ2GagSkgV1UlghFczzogGwOhsRdSaI5uqa7A+NU1esREaziIWagBjH+SxiJINkDfC3zkFgDGmkKzWUHOIdfGBsc2+5ACAUVW16AGMOoW0Lln2fhChvmxW1WI8CwazsrHEyJRS9dRIVg1ZWqZMdQ3YBDA8AmPHyZjvnebVkIbLLHcyVgEYtm/bUsK1sc81EhZdUKTKOYigB76sGjIg/iarEuJzJATyJCkk7b5tS1COVWKaa18FvsuOqGiqJSYqMeVzZEyzkdbQMEwUF5uSl7Q/N2gGqhJN475GFMCYa4/wkjEegeEcGG6m1p+egZNm5jBdWk4BTFS0zciGxl9HFYFhoEiVQtJqvqgWFy9ZU3EcGgklC85XVFpGQfi8c/Bkbtbl0I/Hht5MAyEBAGNjPFotBO2BcOL0DBYqq4Si7/CKHMHpUQIYG/osTYRGYGbKXQIYcC0KP2t/bWIyNixbLkKWgn9jKoGuWQgGYTmzzYJrvgxkZNkDMIoS3gYSIMLL3zkiqlYmi0uU0RKhXpuiOJwZgOFmgyqgpdJIaWBgg5exykCRADD+amkURFyAiopZBEbCgSEhGM0zL9s2G8+sRxVRCvheUc0X63QgNyXURmDMo340pW7FgTH2U8hT2Lwkav2CZG3O24rA0HdOZuvC9w+eQpJxYPj+MavToTLvJwcb9tL0XHZff6ky3edYNF5VKCG4foq0Jd+TFqt89hRxKyqlwQH+c0DsUgFgDJpRZm3yi7RVtZD2DG4gBANMV0sFYDh30YxXE7THsgiMSmqkM4pGlFS6Wo2EKZlrAAzhYGOqtAyjNqV/Vc6TPGQ6VVKKMSkHJhDO50i+iYSghhAc0NYBAPjloYehkh1a7ZFRmPV4pBwY3s+h7GWY81agUxW+Ysq48nB+iFgI9iIWdtpknJG8fGV1UQMhGMpaZk93xsaz+Wftc2BoWmo4Nw/NIdT1e85TAQC48ayzUckOMT6exSqfdDz1DIwu+attARh+G25R601iAAAgAElEQVSPjMIqdlO67PAj8f7f/w7tn/988AH+cPkVGC8sCnION8674MBYCKJpF9ecDb0QXno65/FKOTA8WkLdfdXKuOPcqTmolNdwOCfY4cA4hA4HP/AbJWPv0ajtWuem6VqfKXcJHooMwKxPTWMcGOsIjLgAcQM4xU1vrKAQ02VlykivcLO2YVEg0my6OTIHMJtr65Qgj0cH7URguIinSkCsxUl96VSgqJ7QFNJ8RaVUDE5wYGxGirT7tgpsLFRWmpZQG9sMpMptRGBsqtgOZmVjzmuuAG40COTVo1Zt8p+Hc3KxZIMD0xUTSxXAFZduviftEQdGog0UGI+c08M/K9yfbSr9qgBMAyHYmCPjwATa3BMOzEaNTAUxLi6ZWyT/rJYDY0cEacJEBEnbJs+VLfr86EtOQTUh2K+lDQBw4YEH6Q5HrrRoh98xlJWNWQvZeu142nVpKfmBP5CRiVk7ACYsINMsu7U3EsaB8fmVt4OBzCwKyFSeERKPJePPA5yUrEiztYdHYrq8HKP5BVhJCGbK3QCA6049TXw//LNcFE4175TEW8XK8WRCcwGzvN7EJDx7//0AgHdefQ3XnXoaLjnscFx7yi/wxjPPAADeff11TBaXsHfTKgITyM8qN4soexyYJocVidf8IF3yVzOQaV250uQIpJBU3BK7hzMHMFOGw9msze5YO0JzRGgezZS7pERabcTCrNxb22aLU8OBkWyU2vfDDk/o/+JzpIpsbKqpQb+CA8PJsXYjMOpLokZozg4HhmlI2RWaM6tCMrZpnwNDvdemmZO7co+1EYHhei12pPC5oKZM2kGAorJyW9GF4VyWQlLs2x1R0ZTEa4cDozmc7UZgrM4Xfg5x+wPZ2SaoIRbiddpnd8XE2gYwIoWkAjAGMU+r972RODDE9m2iexlCA1LA1pPMBsqUUP8X4U3tQDfX1qHFGYp9m5opeDloe9Dh2B4RpamwUeTK2OSpqmE6Imnec+PyFZIvxBixUEdgpu2mkPLyscg0Cqz6qa0YUnFgOKfHTpptMCsbM+UuW5VNXD5+1u0BAFx/2um670csbMGBkaeQOqKiMV5YrLzttISGoS85BbdddBEA4LdnnInVhDr4VrB/ryQEVxx1NADg/htuRE98gkgfyd6PYFPF4M2Cp5D4bceqnzrfHcUG1JuQSL2JmI6DrM3R/ALqSqzglnDxL3WZLE0RTJWqSbx2SK98rWtTSLJ+rmcARga0tHuSnMRLaMWQiJaoOTC2iM6s1NwO0Xl9ahqWfH4lB0YbgVEVSqxLScWsx0aaPsxozSIHWrNuj/T94P2cULSpjUgbuYtWa33OWyH8sKQcGLuVnpzEayP1P6jhLqq4OiorE7Fv5+bZ48AwzsiIDQ7MRpsARqS1FbYSbeERgtMjmyMegVGVUesAjNI2IJBCUnFgRArJBgdm4/IVFLzoN4uwQL7ZolP8s3vEgWEL1vqldYJ7u0wUl+CIwUEAwEUa8KJts0NT8mx38ngkoNnh1B1q2pfWrIy6SfN5vhCsODD8H/7S84UQ1KbmH7EQWMrFaiHwFywQLTF5NqvSonMUrQFk8pdWlhLTjqczKgYjuXk4sKvbFLxo50iQ20zmiHOb1iYm49Hf/Q5n7rUV/Wnp5ilGh5OmmiKj8MlHH+GTDz9EV0wsVrHNqzU0HG1hEagnVJr978+/gJ3ff4+9Vq1Gf3qG4v0gzBW6TJlv1gIYWXiTkzTtllHb4cDww3liTxycFSTeFqd5GbXpgc99ghiAsdootQBGVkbdQAjWJVPSqx1QNMkAjFQHhoQEiM52K7X+RxwYAWAsdG203yX3/rFbRj3jcv8fLonWbfalpGLOK3dw5pGiQARGzYFZrPJJ9bv4Hju3BxyYmXKXPQ6Mkt+h4cC43BaKufqLWgDAyM+X4Rx7VUiCM2IjAjO8IgdTZeVqABOtlYuwXpeci2k3hWSHA9P1P+PABEeUzLS2jD8Ts4FysGF3oPMVNjgwGgCjPaB4SfUadvA0EgfWpabhjC17BaWNApsuzf+3spDpQEYmPRB17rz6l3bj8hVMjyQGq9mz6tkC5cBE+9JuXJEjyKG8b00kUB7cQJgWi+bAb3Y40WL4nTUMUc66PToirbaPtE16mFPHaeoXJNObGBKiQDHiwGwgRIyN/q5TaOWoODD8ZmIUGuKOx3ws/FZ2SN8607SRcd5H8vKFAnIjCZTAt4ZFoIoQ/O6Xl+CbL7/EYGYWZefnFwQfIA4nVhGCiaISAMCDN9+CDcuWB6XPWkPD4SME1512OgDggLZ2jOUX2NIJ2shIvFrJf7P3vTMmFrMeLwYUXjSCA+OtUMrzr01MssWBaSQOjBWwCIyCA9ObYD8CM14YADCysWtBkZwDE0YBDEshqTgwS/5qKVeHR2DscGCaSADAqG73PRq3axkY1UZ12uymkOxwYIpLaBm1DQ6MSgeG77FcadVuCklliLgnQEvowCSodWDmKyqZJ5vCpHUPSLzT5eXSyyz/bIADo0i/h6t1UwTY4BEYG5yRxSrfHnBgXErRSq53JeOMUIDLeUI2AYwNHz4eUVIDGGLbdLYjKlrJ6RHgxXJxiXyz9aHHFxcvo5YtLl6FRDkw9FCsYSCiJy4BaxOT0exwwkUIDh+gkZdfHnKoLvLCCaN1hN66Nyxbjs01tejPyEQtsSZpNpEQdMXEYaygEP1p6ViXkoaOyGjUsudrAUxnVDQmS0qxNikJraHhWJuYjO7YeKwmBDWaSddGQbrjAn/fEhKKvqQU9CWloMUZBj/r16zbg2FNmSw/mGvZeDqjYrA+JQ1TpWWYLClFe2RU0MuonXcuM90WFoFqNkfrklPFPFazsbWzlJidMmotB6aROFDLQEt3bDz6EpPR4gyDmxDMV1QCAG45/wL42ZjN2lzJNsopVi5ZSwhWEYJKQjDr9mDXrl04sLMLpeydm3V7gjgw/DvfUrsSAHDtKb9gtxh9ZKM1NByVhODCAw8CAGzv6UU9IViorJLeTPjiss2B4flmVRm1gwIY6i8kv7X3xNkro94TDgwHG3Z1YOxwRmSeRbq1zjytZlwuZQqJR2D6FRwYvn+MFQQDXONaF0aPNqNUSiE7soccGIUOjAAGe5DuscUzdNrjGXIAY08HxqmMwGiBwabqGtN+Bn6mvLw5jxfT5S4pr0ZEYGxURu6JxgnnwKikHXjq3xYHxmYZdUdUNBZ9fnZRU9MejCkkUxCxJxwYkUKyejad9/Vp6ZYCtdpnd9kEMA2EYIiJycrMZxsIzRqoxkO0h6P2wfy2M1HE+Aga1B3cwYDgTW9iUtCBa9zUOMFsNSE4YnAIrz/9tKgY+ew/H+P0zVvw88YmwW3QRjVqCcFilR9/+cMf8ePOneL3/vHyyzh2dJTqjjAdED8hOHFqBi//5XGsIQQHdnXjnVdfFb/z1eef44Yzz0J7eKQAMDyd0R0Xj5vOPRc73ntffP7d117D9u5e9CWn4pUnnsC29k7UEHprnywuwcblK3DT2efgy08/Fb/zxSef4OZzz0N3bLzw6ViblIztPb145Ykn0B2XgM01tXjxkUfE73z71Vd4+LbbsPeaenRERpl+P/zffckp+HlTM/501VX45ssvRRuffPgRfn3CiWgPjxTRn8nSMmxYvkLxXTpEeWFziBMHtHXgxUceDczZZ5/jkkMPw5zHCwD489XXoDsuXpfWE4diSChuOPMsPHHnnXjmvvvw9D334pHbb8djv/897vnNb/DPN94AADx0y614+Lbb8Jc7/oDtPb2BslLWT/6977VyFQDgquOORwUhlHRaWor2iCg0EocAL+fttz8A4LB1/fCzA2qWgQ1tH83GvmHZckyxMmoZcOyKicV0uQsDmVlokrTJSZqzHi86IqNM5117kC5W+YRbtHmb9NAbzS/ARFExU4Q1b7OeEPQmJgmOg3WbtJ9afoeqn7Mut1DitTpM+EZpNF00a5NzRoypLuPYtWXU2ghu0NpwcJ5QsS5KZfZsnkLqT0uXvh+6FFKY9bzz8Sz6/MJuwXI8LHocSIlZt9mXzMuo5crkbeERYo60UhXmbaZQC5ikZOU7N15QGCS4Z3YWDGZlU188Q5vBBxS1EpgoLrHsJz/0BjKzRApJdmbpLGAMzzSuda22jKyf7ZFRmGTEYNnYm0hIIIVkKmuh3z/mvRVB2Q2zfm5cvgJTpWXK/YPvSYNZ2abtBN4PXhauOtcdOg6Maj8UFjAO+Xg2LFuO6XJq1xLcZqCfndExmCotCxoP/9kUvNAP0UOcq2PS9IT1y90c4sRilU8YBZp9jm+oQ9nLMFFULFJDu376CXdcehkuP/Io3H/DDQCAt158CQBw6wUX0sMxLBy1hGB/VoX03ddf45qTT8Hpm7fg0sOPwEf//CcA4PTNW1BDKKm3khBcvP1gGiE473wAwPMPPYTfX3Ipbj73XLzzCgUyd155FVaSABdmDSG4+5prAQAf/+tfuOHMs/CrY47F8w89DAC477e/BQAcMzIGH6Eqr0v+avz9xRcBAHf9+mqcuddWnLV1bzx4080AgGfuvQ+rCcFIXh5G8/Jx0uwcAOC2iy7Crl278MbTz+Cak07GVccdj9efomDulccfZyHt4A1VcEaSkvHvd94BANx+8S9xxpa9cM7Pfo4n/3QXAODua3+DVYQIQ7Alnz/Ilde4AfCX5rRNmwRouevXV+PyI4/Cn666Crt27cI/Xn5Z/P+RvHyRvgq0R1Nyzz/4EL79+mt8+tFH+PrLL/HVZ5/h0x07sGvXLgDAv99+G1/897/4/OOP8f233+Lw/gH0JiRhc00tc+UlAfBSR8HLr084ER526CxW+TCQkSHAtha8HLpuPaoZah/JzcOcx2u6+fD/rmeLcCvjyqje47GCQixUVAYdjtrP1jMgvKmmRnEw07mfLCnFjMut65f+s85Am9U1Qbdmq34aqzyMmwV/l/ZauSqIeGm2Ac16PKyf8mevS0k1NWM1a3PG5cZEUbHlZs73JG45YLyJm73H3FxW9uwGQqOAs26PLjViNp61SclY8lej21DGbDWeqdIy0+9R+370JacIgUcZwGwkBHMeLyaKioPeD+MciX5K5oiDkoXKKkwUF0u/yzWEehFtrqmV9pM/a8nnF2aKsvejPz2DGbzGSr/L1tBwzFdUBpmcmvVTGB9GRJrOPW+z2RmKTdU1QUaBZv3csGw5NlXXBClpG9d6R1Q0NtfUmjrJG/s5vCIHSz5/EBAOGjszfTSmUcz6uXFFDjW3DbO2uVhDAsUxxpS22bwvVFYFmUOaPZtbxRgtNoxttoVFYNGE3G46Hkb3aDWZI2K+APQExf6MTMvJ5QfpRHEJZtwecQu2apOnEMYLi/DVZ5/hq88/x0y5GxWEphIqCcFCRSX+88EHAIArjzsetWyAndGx+OTDD/HJhx+iPz0TXvb5ekIwU+7CGyyCM5ZfiHpCUE0ITpmbBwB8/+23OGx9P/pSUrEuNU2kWV55/AkAwHSZC2sITfscNbQRAPDSY4+hPz1D9MtHCE6YnBYH+gHtHagnlJh68cGHAAAu2n4wytlnfYTAQwhuPOtsAMDxk5MYyctDszMU23t6RTsnz86jmtCKGS8Dgs+wcuD9mltRS/RpmSZCUynVhODyo44CAJwwOYUyQsXbqtg/915PQRZNLYWLELEsMsZvy3PeCnz47rvYvXsX9l69Rvf9jObm493XX6fA76qr0B4RKdKAxu+9OSSUhTRdGC8sQls4Jdh+8NZb+OMVV2A1A5qtYRFoDgmluVaDXXyzAbxcddzx8BGCGZdbZ6xmBl78JEBA601IlN4eOqKiMe+tsHULHspehk3+amVItSOSWlEMZS8L+nvjYTeUlY3pclfQRcF4I9GKEVrdcvhntVo+qpvTQkVlkG6GsZ9NhPI/uCOwcv9we5TRqUZCifp2vIVExMuwJxlvlzyFYORAmD17JDcP85WV6DQcysZnd8dS6wTjs63GM1lSGnSAGtvk4X5Vm02EqlhPMX8u+RzFCdKjbOxcVXfW42Upaut+9jB/LiOvwuwsGM0vwHhRsWk0VtumiAqmpMrHziwzJoqLlRE8rWWGKpI0VVomDEZlba5PS6fEcsNF0rh3iqqvfOuoIG9zXUoqZkwyFWb9nCgqxmhevo6IbdWmHbXcdSmpWKzyYX2afDycQzWan6/cZ/qSU0TmRQ6WqWAjjQrKx9OXnML2bWM2h0VezH6xni2q+YpKpbpok4Naq895vEo2fl9SMhZ9PjQSB06ZXwAAnLff/vAQqiPCK0cqCcFpmzYDoIRdPwMVp8wtsIN6GpWEhr/Wp6Vjr5Wr0B4eiS11lBNx9YknoZoQ1BKCY0ZGAQAXH3ywsBloj4hEe3gkKgjB6Zu3AACOHR1HNaGE18d+/3sAwJK/GjXsOa1h4WgNDUc5IbjpnHMBAD9vbMJEUTEGs7Lx52uuAQAMZmazTSkWndGxqCOUcwEAf7j8cjQ5QlBHiEiL3XDmWShnQKolJBTdcfEYyMjEqUs06nH+/gcEVVvxjWcgI1Nom3RERlOgEBWDrpg4+AnB9m4KkC474kgMZS9T5uA5yh7KXobDBwYAUH6Jh9BQdGtYBNrYvG3r6ARA03pV7KU0a7OZ5fXp4guDlxBcdNDB+HHnTqxLTsVK9m6tIdbiXM2GtNG1p/wC61JSMVVapgMZRvByyNo+cWtRVcR1RFI/kvEiuTx6AwncwlSbBNcksqV4LPHl0vaTiyraEecK6BzJZQK6YmKpYKCCE9VEKBl2obJKqQvUHRuHeW8FqxqQj304J9fUBiLooI+JxZzHq1G0DW6Tp01U1h/82aP5BVj0+ZVill2xcZj1eGxUQQTGY4enwImJqjZHcvMYH0tO3uyMtmdW2uxwYooTyiW+XPUMuGyqrlFaZWiJzSrBQEH+ZiBD2mZhoYakzvsZzJ3qjovHfEWlsnqtOSRU2FqozD3Xp6XrVKGt3rnWUAqWVT5WPNKmEgxsYHuqqLKzUJoWgCQ1DfMWvFPts4VNh6rCLzQ84FJtoyJuoaLStNJMC1yaHQELCpV+ELe1kKVIidkvdsfGiRsG/cLMOuMQnTECF6vO8NJEHyH4w+VXAAAmi0uoPw2rlmkLj8CG7GU4YYpGOC46aDt8hGp43H3tbwAAvfGJqGab7kRRMbpi4wTx9tMdO/DyX/6CRuJANSE4auMwAEr8HcjMEhtKizMM1YTgmGEKbn4xv4AKtuF/8ckn+MdLL+nG0EgcaAuLQCUhuPxIGu04fmKCVT84cVBXNy46aDsaiQN+QrVHfAxALfn8FLxcdjlq2Vj2XrWG9ospCLc4wygbvKwc/Wnp+HkDBTeXHn4EKoi+mocTLMfyC3DsyCjO2LKX8ILysn/7CcE+a+oBAL+75BI0hzgtfX94HnTG5cacx4tqQnD1iScBAPZZ00AjPxpwsjYpGUcMDgGQVRvRm8hoXr7gcNQSgsHMbHz3zTc4d9/94NEAl97EJEyWlJqS3Thhl4OX311yCXoSEkVaiX9OgJf9DwAAnDQzi+GcXKWmBdefCDjrWh92Wj8ulX7NlIWVvfFnbmeh0tnp0BCvZRU3HAzJSt+1a32hskpZ/dDkCAAXc5FETZtx8YLQrBo7jbiU2dC0iBMRChW4mywptWWQOppfgPmKSmX5ZndsHOY8XqXGTxMJ0fATrMEQT0/OMH6CdN4JJYLaKZvt1LisW/czYBhpJE6aAYK1SclY8vmVhPcmB7WemBBq0Nb9XMsiLnKSNBE8rIniEiloEx5fNsQUecRlplxOJOfAhfKW5Ac9tysw8rBMQUZKKuUYJcrL1IOrvCT9ZOX0Kp2dvuRULDEelhS4aHSD6D4jf/as26N0L9eNRzFHa5OSBTdUVoFIjL/Iy67slIIGIi7y28DapGTMerziEFlNCJ686y78uHMnOqMp27uROISi5mBWttARuWg71Xlpdjjx4qOP4psvv8RUSRnmPF5s7+3Flto6jOUXYLygCGP5hXjrxRfxn/ffR0dkNKoIwdHDI6ydg3XVSJzQy8HLKXPzWEMI9l5NQcVf7vgDVhOi04NpDQ2HlxBceexxAIAjhzZgDVtkNYSgmNDQ8iF963D5kUfhrquvxutPPYXP/vMfAMAdl16GOg5e2HMuP+poeNlhx0vJazXA49LDDqfghYc22SHCF3QVISgltGLjiMENuPLY43D/DTfi9aefxsf/+hcA4JqTTw4CQDqQwfxp+M2umhDc9eurAQAbl60QUvuc+T9d7sJ+LS0ArHReKNiZKinFI7ffjleffBIvPPwInrr7HsEzevnxx/HCQw/j+YcewouPPIK/Pfcc3nzuOezf2ibSZLyfnPPC5+SGM88yrXAyRl7O2ro3WkPDRL/MFnR7ZBSNuCgM6TggWPJXoydebkjXERlNyzZtiChyx1Sl7QOL4qic0LkGkR13dQ5c7Fg0iINeAVy6YthBL27p5vtHI3HoytNl+4fxMiU9RGyak47k5QvpBPkcxdvaDzkQ45FdK0DAIy52TD85cJkuV0elumJsRlxYqshOBVwvSxXJVU/pHsl9uNQRFwpc7BiJBow3FRpEcdxIVK2vM13uYiX88n6uS7HW7NF+jgMX2xVjHrW+Dq8Ys6O1pnUjt9qTeMSFV/TJnt0aGkh9qQw67Y8noBekki/gERd5VR1NaRHtLwrgovJx0URcVBtPX1IyHaAGFdYTghcefhhff/EFOiKjUa8Z4HQZNWLcr7lVRF4qCOVivPrkkwCAn376CfzP7t27g37+8rPP0B0bjxpCBCn4FwtLqCKB9IsALyytdN5++6M/IxPjhUXYvXs3Hv3976nhoAa8cJBy0znnAAC2rlqNOjam1tBwXH3iSfjum2/ww/ff493XX8eLjz6KOy67TPBh/njFrwKRFwZeLj38CPgIJQyO5OaJcuJ96ht04KXFGSaACzfr4yXMt15wAX7cuRPfff013n3tNTz6u9/jxrPPxm0XUjXaq084MQi8aF/WWbeH+dJQMFBHCO6/4UYAwLqUNJ3+zubaOnTHxWO6zGUKXjhy5yWgD992O3a89x7efuUVfP7f/wIA3nrxRbz3xht4729/w4fvvosd772Hd197DR+9+y4OXbdelJsbF+CRQxsABKqN+HfJP9fqDEMVIbho+3YAwNHDw6gm+qiRHmREYb6ikgEXeWg0AFzUHJfpsnIRbZIdoINZTFdHZc2g0R5SbWaDWdmY83jRGSU/lHl5o+qgbyL2Iy7ai49MN0V70NvRsOAqolLgwjUsbBqi2gEuXbFxmK+oVNpCiPHYSBV1REVj1uPFULbCasICDJnNEY+4qL2yNPu2JFUkgIu/WinX3uwIqD+rSvfXJibZK0t3hBgq3yTANs6efUVzyB5EXDT2FbJ+cu0hW35Ve3DQ0wiFDf0f1maPJFXEP2cn4iJ0gvLtgSaVTlAQcFGlipJSlKK3HNxNlpRS8FJPqFLfnLcC/elq4MLFt7Qbj9kNg5bheYIGuJoQPHX3Pdj5/feCfDZZUopxVvpZQwj2b20X4KWSELSEhOGlRx/Dzh9+wMUHH4KTZmZwzPAojh0ZwzEjo+yfMRw5tBEHtHWgIyoa69PSce6++wEATl1cgo8NXAtejt5IIzOXH3kUmhwh6IyOwTdffomXHvuLAfnRjWcoexl+d8klAIC96lZiJQMjN51NAc0t55+PvuQUrE1KxmhePmoIQXdMnAl4oVGEK487Hn3JKfQAJSFC92WfNQ0C3PCDWtxuQsPQRBxYpQEZVx53PNYmJGE1e2G6YuNEmuWaE0/SgRf+/eiAC6uY4VGOP7Nqq8GsZVhJAlUBAxmZqCMEs25vEHjRvlgUuTvRyMZUQwheePgRPHv/A1hNqIgeL8PrjovXvDv6g5Mf3sM5uThyAyVSX20yniYSwkrkQ3H9GWcAAA7pWyfACz8QRJta4KJYqNyATs1xoYKAKuPQRkIwlE0FDtUcF6r6bCz9tAIus26PLeCy5K9Wp4rIHgAXTWpF1mYD0XJc1MBFy3GxmqM25ru1RxwXFXBhhno0KiUHLsM5OSYWE8Ftco4LJefKolJ0jmbcbrSGKTguNiMuTY4QTHLbCgXHpTchEZv81UqRsCZHCJMrKEOznYiLDdVn3ia3wrA67DjHhRuHyt6P5hAn5bi43MqIiyDnKjghLaFhmC532QIuXE/HLsfFNhiyOOi1c/S/5rjUszmat8FxaQriuFi3SefIq+Qm8vNlvKAQpF6z8exZxEWuksc5Lka+AY9ecP7KWH4BhhkzvzUsHE0OJ+oIwX4tgchLFaHCZg/deiuNBqSmoYrQaiK/4Z/2iCgMZmZjsrgE/ekZOHZ0LAi8NJFA2ujEacqtOXPr3vCxDeWlxyhI6k1IwhpCowDtEZGCpPnrE05k4GUV/IRgbVIKfvrpJzx7/wOoYotKm7MbycmzBC+3nHc+euITdBEhLXi5hHFipkrLxO2miYRgFSEYzSsAQMuhPYSm43oTErFQVSVCvsbDnqfN+EE7bbiJtLDoxQ1nngUAWKyi6ribqqnxHH/2rCvgbVRF6M2mNSyggsoXX3NIKHyE4OSZWQDAjMuDahLQBeLhQb5pG98jTr4cZORTALjtwot0ERXt4T2YlS0iYz9raKKpwpBQGH2f5rwVGC8qtsUdWfJXo9cGxyUQcZEfoEIdWeUlpeW4EOt+NhKt55Xct6U7Nt4ex4VQ4LJY5bMFXAIcF4UnyYocTJX97zgu2lSRzAKjkVCOywKrkpIDlzgs2jCe4+OZLisPkh8wA0MBjovCqJWDOxveNuqIS0Dmf85bITXI495Yi6yqqEHST86740RaOXBhSsZpKo6LUxNZ/h9xXHQRF4U/VVq6rQhFW3iEDbsbTqSl4oKqg55X4dhKPzGeicqKgUdc7Npv2OG48GfviTeWao7WJiVj1oKzYwRYARPSUBDBeFc65oawiIuanEvN4S76wRQAABLXSURBVLymA+S8hAsO2AYAuGDbgVifmo6umDg0O5yCq8JdpS/efrC42V932mkAgG0dVByuKzoWbawCpj0iCqsIwbP3P4AvPvkEMy43qgnBkazs+RcLizrw0sxu6bwfp8zNo4bQqqYLth0oDn0voQqzY/kFWJeSivHCIqEps8+aelQRgsniUgC08qYtIhJbauuwNikZraHhqCMEQ1nLAAB3/upKwXn5WUMjAODaU07RVevwyhqeNrrsyCNF6JyHZY0A56LtB6OCUDLsYpUPQ9nLUEkCROFrTjpZpN64zP94YRFmXe4g+fYWZxh8hOD4iUkW0TkOwzm5QkypPSIKNSTgKv3b089AJQMEema8/nB97Pd34JqTToaPUN7MfEVlIJJh8JniC5oLeE0UFbObayy+/uILvP3KKyKVxaMvg5lZVN8gPALPPfAgAGAgI1PwdQQgiIjEfEUF1ROxwXFRqYVykBEw4JRXjWhtHeQRl0BVkdXBxOdpICOL2tnbOJQXbLjbNhEatrcFXJjYlh0ztQ3LVmCm3GXvUNaYYFoeIozgbovjkpuHRZ9fqagqgIvScI5gw/IVmHW5lfYPdh1zeapoxtCmDLjYqSqaKCrGQpXPXqpIyXFxiKqiKeZPJOtnT7xNBWOH074zuE2Oiy7iomhzXWoaNik4LqIcuqTUltqwUDBOkisYc6uI8UK1WaegYSRZAxedarVijrS+g1bvu3Y8894KJTm3mRHCOciQgdC+pGShzq9Uji4q1ilHkzmbPi1mHBezBcA7YxUiaw4JZT41xQCAf/3jH+hLToGX0GqUCnZIcX7LpYcdjjWEijPNuNz4cedOvPrEk1hDAk7CdYTARQj2b6WA597rrxc6L0dtGNaBF46+16WkYjgnV5RknzK/AD/rb3dMnFB/veOyy3DSzAxOmp7BLw85FJ9//DF+3LkTu3fvxj5rGuBjoGH37t145fEnhAliNaGaKA2E4OHbbgNABd3q2P/jVVDatBCfHy14uensc7AuJVW3mTU7nFhJCGZdFEDc99sbhEhQe0QkPISSRrmo3nWnngY/29wHMjJx3Pg4Dl7bpys9FN+5g4sTpuKrzz7H1198gXlvBTzs+6lkn3/yLiqCd+NZZ6OOEBpCzdcDl8D7E4r28EisInLbdf2iCg/4tDicImLHeTzn/Hxfob3THhGJjStysEYDuh648SYdQZsfIjxVJAvL1nPgwsi5sve9PTLgcK46vO06grdHRCpNR/lnBzIZcLFRDh0g5yo4LozMqvI16WI+T4FUkXUaZOPyFbY4Lp0G926z94PfFqfsOrbn5mGhymebBySzROE/7xHHxe0RVhJWeyxvc8YOxyU6BjN7AFzmFakiCjISsKm6xjbHZbLEXsTFNsclP0DOVXFc5r0VNoALi7i43OqIiy2OC9FzXP4H3lHayi9ViTU/s6xseIyfW1REXERRRSl3OP//T30J4KKzkrBuU1QVKaNSoQbASP+OKIELTxXZ4bhoSpxkbbaGhmMwMwu3XnghAODd11/HGXttxaHr1uP8/Q/A5x//Vyjs/v6SSzCUlY0Ny5bDTwKic2888yyOGRnFlto67NvULCqAPv7gAwxlL0M9oVEUzmk5bWkTfOww601MwkJlFVpCw0Q1Egc3beGRqCUEwzl5eOmxx2D8c/WJJ2nSRitRR2gk45HbbxfA6YD2Dmzv7sUF2w7Exx98gDeeeRaf7tiBJ+68Ew2E5rM5UfiKo4/RgZcWJz2keWTm+tNOFwRW/YtKUxBcuv+e3/wGR20cxkHdPbjsiCPxxSef4LkHH8KPO3fiziuvFBo2lx5+BADgmfvus1wATYRyf647lUa6drz3Hs7bb38cuq4fZ+61FTv++R7ef/NN7Pz+e9x7/fUYyMySeqk0EloO3Z+eoQQuDew2wBcVb7PZ4cRqQrA+NR0fvPUWAODBm2/GWXvvg3P33Q/n/PznuPtaytP5dMcOjOTmYRXbxDjImK+oVEZcuAL0kr9a6eRrx/SS/xyIuMhTRW0RkZgud9kyRR3MZOXQEuBSzy4Diz4/03FRp4rs6LjYvfk3EiLKoe1UzMx5K+yligSBWf5s7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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
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<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
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<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<br />
<div class="MsoNormal" style="text-align: justify;">
Kriptografi secara cepat telah menjadi sebuah bagian yang
sangat krusial dalam dunia ekonomi. Sebelum tahun 1980-an, kriptografi
digunakan utamanya untuk bidang militer dan komunikasi diplomatik, dan hampir
dalam kontekskonteks yang dibatasi. Dalam dunia belakangan ini, komunikasi
berkembang dengan sangat cepatdengan adanya <span style="mso-spacerun: yes;"> </span>Faktanya
kriptologi telah sangat bertambah luas, dari studi tentang sandi rahasia menjadi
studi tentang kemanan informasi. Algoritma penyandian data yang telah dijadikan
standar sejak tahun 1977 adalah Data Encryption Standard (DES). Kekuatan<br />
teknologi internet, akibatnya seorang
hacker dengan siap sedia bisa mengintip transmisi data komputer untuk informasi
yang berharga. Sekarang kita harus bisa melindungi cara akses kita ke komputer
(melalui sandi lewat (password) dan akses jarak jauh yang terenkripsi),
transaksi komersial kita (nomor-nomor kartu kredit dan data bank), data medis
kita (yang sebentar lagi akan disimpan dalam sebuah kartu cerdas (smart card)),
dan informasiinformasi lainnya.</div>
<div class="MsoNormal" style="text-align: justify;">
DES ini terletak pada panjang kuncinya yaitu 56-bit.
Perkembangan kecepatan perangkat keras dan meluasnya penggunaan jaringan
komputer terdistribusi mengakibatkan penggunaan DES, dalam beberapa hal,
terbukti sudah tidak aman dan tidak mencukupi lagi terutama dalam hal yang
pengiriman data melalui jaringan internet. Perangkat keras khusus yang bertujuan
untuk menentukan kunci 56-bit DES hanya dalam waktu beberapa jam sudah dapat
dibangun. Beberapa pertimbangan tersebut telah manandakan bahwa diperlukan
sebuah standar algoritma baru dan kunci yang lebih panjang.<span style="mso-spacerun: yes;"> </span>Untuk menyandi informasi dan untuk menterjemahkan
pesan tersandi sebuah algoritma penyandian memerlukan sebuah data binar yang
disebut kunci. Tanpa kunci yang cocok orang tidak bisa mendapatkan kembali
pesan asli dari pesan tersandi. Pada DES digunakan kunci yang sama untuk
menyandi (enkripsi) maupun untuk menterjemahan (dekripsi), sedangkan RSA
(algoritma kriptografi yang diciptakan Ron Rivest, Adi Sharmir, dan Len
Adleman) menggunakan dua kunci yang berbeda.</div>
<div class="MsoNormal" style="text-align: justify;">
Isitilahnya, DES disebut sistem sandi simetris sementara RSA
disebut sistem sandi asimetris.<span style="mso-spacerun: yes;"> </span>Kedua
sistem ini memiliki keuntungan dan kerugiannya sendiri. Sistem sandi simetris
cenderung jauh lebih cepat sehingga lebih disukai oleh sementara kalangan
industri. Kejelekannya, pihakpihak yang ingin berkomunikasi secara privat harus
punya akses ke sebuah kunci DES bersama. Walaupun bisaanya pihak-pihak yang
terkait sudah saling percaya, skema ini memungkinkan satu pihak untuk
memalsukan pernyataan dari pihak lainnya. Contoh, Agus dan Fatma menggunakan
DES untuk melindungi komunikasi privat mereka. Untuk itu mereka menyetujui
sebuah kunci DES yang dipakai bersama. Suatu saat Agus mengirim sebuah pesan
tersandi untuk Fatma bahwa ia akan menjamin semua hutang Fatma.<span style="mso-spacerun: yes;"> </span>Seminggu kemudian Fatma betul-betul membutuhkan
jaminan Agus. Akan tetapi Agus mungkir dan bahkan menuduh Fatma melakukan
pemalsuan. Fatma tidak bisa berbuat apa-apa karena tidak bisa membuktikan bahwa
Agus berbohong (dan sebaliknya Agus juga tidak bisa membuktikan pemalsuan
Fatma, kalau itu yang terjadi). Ini terjadi karena Fatma dan Agus berbagi kunci
yang sama. Jadi, keduanya sama-sama bisa ‘merekayasa’ surat jaminan Agus tadi.
Kalau kita lihat dalam dunia nonelektronis, dokumen-dokumen sering ada tanda
tangannya, atau cap organisasi. Tanda tangan dan cap tersebut ditujukan untuk meyakinkan
penerima dokumen bahwa dokumen tersebut memang asli berasal dari individu atau
organisasi yang tandatangan/capnya tertera di dokumen tersebut.<span style="mso-spacerun: yes;"> </span>Mekanisme serupa tentunya juga dibutuhkan
oleh dokumen-dokumen elektronis (disebut sertifikat/tanda-tangan digital). Dari
cerita Fatma dan Agus diatas kita lihat bahwa yang dibutuhkan adalah mekanisme
tanda tangan digital. Sekarang Fatma hanya akan mempercayai pernyataan Agus
kalau pernyataan tersebut dilengkapi oleh tanda-tangan digital Agus, karena
dengan itu Agus nantinya tidak bisa mungkir lagi. Sistem sandi asimetris
seperti RSA bisa juga digunakan sebagai tanda tangan digital. Ini membuat
aplikasi yang bisa dibuat menggunakan sistem sandi asimetris jauh lebih
banyak.<span style="mso-spacerun: yes;"> </span>Sebagai contoh uang digital
tidak bisa dibuat tanpa menggunakan sistem sandi asimetris. Protokol e-commerce
seperti SET juga tidak bisa dibuat tanpa sistem sandi ini. Untuk mendapatkan
keuntungan yang optimal orang pada prakteknya menggabungkan sistem sandi
asimetris dengan yang simetris, seperti yang dilakukan Zimmermann dalam sandi
publicdomain-nya yaitu PGP (Prety Good Privacy). Saat ini satu-satunya cara
yang diketahui untuk mendobrak sandi DES dan RSA adalah dengan mencoba satu per
satu berbagai kombinasi kunci (istilahnya: brute force attack). Karena itu
keamanan dari DES dan RSA banyak bergantung dari ukuran </div>
<div class="MsoNormal" style="text-align: justify;">
kunci yang digunakan (dalam bit). Ukuran tersebut menentukan
jumlah kombinasi kunci yang mungkin. DES menggunakan ukuran kunci 56 bit
sehingga total banyaknya kombinasi kunci yang mungkin adalah 256. Jumlah ini
sangat besar. Untuk membongkar sandi tersebut dengan menggunakan PC Pentium
yang berkemampuan mengerjakan 200 juta operasi per detik kita masih membutuhkan
5 tahun. Dengan mesin yang lebih baik orang bisa melakukannya lebih cepat,
tetapi biayanya juga menjadi mahal. Ini membuat usaha pembongkaran seperti itu
menjadi tidak ekonomis. Standar industri saat ini bahkan menggunakan Triple DES
yang ukuran kuncinya 112 bit. Ini membuat usaha untuk mendobrak sandi ini
dengan brute force menjadi 1016 kali lebih sulit! Untuk RSA, panjang kuncinya
bisa diatur. Misalnya ukuran kunci RSA yang digunakan oleh modul sekuriti
browser Netscape Anda ukurannya 48 bit. Ukuran ini sudah tidak aman lagi
sekarang, tetapi pemerintah AS memang melarang ekspor produk-produk RSA yang
menggunakan kunci lebih besar dari 48 bit.<span style="mso-spacerun: yes;">
</span>Standar saat ini merekomendasikan ukuran 512 bit (walaupun hukum
Termodinamika menunjukkan bahwa 256 bit saja sudah terlalu sulit untuk dibrute-force-attack
oleh computer apapun selama komputer itu terbuat dari materi). Saat ini juga,
seperti telah menjadi suatu kesepakatan profesi yang tidak tertulis, yaitu
tugas para ahli kriptografi adalah menemukan suatu sistem sandi yang sulit
dipecahkan, sedangkan tugas para hacker adalah menemukan kelemahan pada sistem
sandi itu. Secara khusus, dalam makalah ini penulis akan mencoba membahas
tentang algoritma RSA dan perkembangannya. RSA telah menjadi bahan pembicaraan
yang sangat populer dalam dunia keamanan informasi saat ini. Dalam situs resmi
RSA (http://www. rsasecurity. com) bahkan telah dilombakan beberapa kode RSA
yang jika bisa ditebak dengan benar, maka akan dihadiahkan sejumlah uang. RSA
sejauh ini merupakan algoritma kriptografi yang paling sering digunakan karena
sangat sulit untuk dipecahkan. Sejauh ini belum seorang pun yang berhasil
menemukan lubang sekuriti pada RSA, tetapi tak seorang pun juga berhasil
memberikan pembuktian ilmiah yang memuaskan dari keamanan teknik sandi ini.
Padahal, pemakaiannya sudah sangat meluas dan mencakup sektor-sektor strategis
seperti perbankan dan pemerintahan.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
2.<span style="mso-spacerun: yes;"> </span>Algoritma RSA
Dalam kriptografi, RSA adalah algoritma untuk enkripsi kunci publik (public-key
encryption). Algoritma ini adalah algoritma pertama yang diketahui paling cocok
untuk menandai (signing) dan untuk enkripsi (encryption) dan salah satu
penemuan besar pertama dalam kriptografi kunci publik. RSA masih digunakan
secara luas dalam protokol-protokol</div>
<div class="MsoNormal" style="text-align: justify;">
perdagangan elektronik, dan dipercayai sangat aman karena
diberikan<span style="mso-spacerun: yes;"> </span>kunci-kunci yang cukup panjang
dan penerapanpenerapannya yang sangat up-to-date (mutakhir).<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
2.1.<span style="mso-spacerun: yes;"> </span>Sejarah RSA
Algortima RSA dijabarkan pada tahun 1977 oleh Ron Rivest, Adi Shamir dan Len
Adleman dari MIT. Huruf RSA itu sendiri juga berasal dari inisial nama mereka
(Rivest—Shamir— Adleman). Clifford Cocks, seorang matematikawan Inggris yang
bekerja untuk GCHQ, menjabarkan tentang sistem equivalen pada dokumen internal
di tahun 1973. Penemuan Clifford Cocks tidak terungkap hingga tahun 1997
dikarenan alasan top-secret classification. Algoritma tersebut dipatenkan oleh
Massachusetts Institute of Technology pada tahun 1983 di Amerika Serikat
sebagai U. S. Patent 4405829.<span style="mso-spacerun: yes;"> </span>Paten
tersebut berlaku hingga 21 September 2000. Semenjak Algoritma RSA
dipublikasikan sebagai aplikasi paten, regulasi di sebagian besar negara-negara
lain tidak memungkinkan penggunaan paten. Hal ini menyebabkan hasil temuan
Clifford Cocks di kenal secara umum, paten di Amerika Serikat tidak dapat
mematenkannya.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
2.2. Membuat Kunci Privat (Private Key) dan Kunci Publik
(Public Key) Berikut ini langkah-langkahnya adalah: 1. Pilih dua buah bilangan
prima sembarang, sebut a dan b. Jaga kerahasiaan a dan b ini. 2. Hitung n = a x
b. Besaran n tidak dirahasiakan.<span style="mso-spacerun: yes;"> </span>3. Hitung
m = (a - 1) x (b - 1). Sekali m dapat dihitung, a dan b dapat dihapus untuk
mencegah diketahuinya oleh orang lain. 4. Pilih sebuah bilangan bulat untuk
kunci publik, sebut namanya e, yang relatif prima terhadap m.<span style="mso-spacerun: yes;"> </span>5. Bangkitkan kunci dekripsi, d, dengan
kekongruenan ed ≡ 1(mod m). Lakukan enkripsi terhadap isi pesan dengan
persamaan ci = pie mod n, yang dalam hal ini pi adalah blok plainteks, ci
adalah chiperteks yang diperoleh, dan e adalah kunci enkripsi (kunci publik).
Harus dipenuhi persyaratan bahwa nilai pi harus terletak dalam himpunan nilai
0, 1, 2, . . . , n – 1 untuk menjamin hasil perhitungan tidak berada di luar
himpunan.<span style="mso-spacerun: yes;"> </span>6. Proses dekripsi dilakukan
dengan menggunakan persamaan pi = cid mod n, yang dalam hal ini d adalah kunci
dekripsi (kunci privat). Perhatikan pada langkah 4, kekongruenan ed ≡ 1(mod m)
sama dengan ed mod m = 1. Menurut persamaan Chinese RemainderTheorem (CRT) yang
menyatakan bahwa a ≡ b (mod m) ekivalen dengan a = b + km, maka ed ≡ 1(mod m)
ekivalen dengan ed = 1 + km, sehingga d dapat dihitung dengan: </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Akan terdapat bilangan bulat k yang menyebabkan (1.1)
memberikan bilangan bulat d.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Berikut ini adalah contoh untuk kasus dengan nilai a dan b
yang kecil. Sebagai ilustrasi, marilah kita mengambil a = 47 dan b = 71
(keduanya prima), maka dapat dihitung nilai n = a x b = 3337 dan m = (a - 1)x(b
- 1) = 3220. Pilih kunci publik e = 79 (relatif prima terhadap 3220 karena
pembagi terbesarnya adalah 1). Nilai e dan m dapat dipublikasikan ke umum.
Selanjutnya akan dihitung kunci dekripsi d seperti yang dituliskan pada langkah
instruksi 4.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
e x d ≡1 (mod m) </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Dengan menggunakan (1.1) kita menghitung kunci dekripsi d
sebagai berikut: </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Dengan mencoba nilai-nilai k = 1, 2, 3, . . . , diperoleh
nilai d yang bulat adalah 1019. Ini adalah kunci deskripsi yang harus
dirahasiakan Misalkan plainteks yang akan dienkripsikan adalah p = “HARI INI”
(atau dalam decimal ASCII-nya adalah 7265827332737873). Pecah p menjadi
blok-blok yang lebih kecil, misalnya p dipecah menjadi enam blok yang berukuran
3 digit : p1 = 726, p2 = 582, p3 = 733, p4 = 273, p5 = 787, dan p6 = 003.
Nilai-nilai pi ini masih terletak dalam rentang 0 sampai 3337 – 1. Blok pertama
dienkripsikan sebagai 72679 mod 3337 = 215 = c1. Blok kedua dienkripsikan
sebagai 58279 mod 3337 = 776 = c2. Dengan melakukan proses yang sama untuk sisa
blok lainnya, dihasilkan chiperteks C 215 776 1743 933 1731 158. Proses
dekripsi dilakukan dengan menggunakan kunci privat d = 1019, jadi blok c1
didekripsikan sebagai 2151019 mod 3337 = 726 = p1 , blok c2 didekripsikan sebagai
7761019 mod 3337 = 582 = p2. Blok plainteks yang lain dikembalikan dengan cara
yang serupa. Akhirnya kita memperoleh kembali plainteks semula p =
7265827332737873 yang karakternya adalah p = “HARI INI”. Perhitungan
perpangkatan pada proses enkripsi (ci = pie mod n) dan dekripsi (pi = cid mod
n) membutuhkan bilangan yang sangat besar. Untuk menghindari penggunaan
bilangan yang sangat besar, maka dapat digunakan penyederhanaan</div>
<div class="MsoNormal" style="text-align: justify;">
dengan persamaan berikut : ab mod m = [(a mod m) (b mod m)]
mod m.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
3.<span style="mso-spacerun: yes;"> </span>Kecepatan
Algoritma RSA Sebuah operasi RSA, baik enkripsi, dekripsi, penandaan, atau
verifikasi intinya adalah sebuah eksponensial terhadap modul. Proses
perhitungan ini ditunjukkan oleh sebuah rangkaian dari multiplikasi terhadap
modul. Dalam aplikasi praktikal, adalah umum untuk menentukan sebuah eksponen
kecil yang umum sebagai kunci public. Faktanya, keseluruhan kelompok dari user
(pemakai) bisa memakai eksponen yang sama, dengan berbeda modulus. (Terdapat
beberapa pembatasan pada faktorfaktor prima dari eksponen publik ketika
diputuskan.)<span style="mso-spacerun: yes;"> </span>Hal ini menyebabkan proses
enkripsi lebih cepat daripada proses dekripsi dan verifikasi lebih cepat dari
pada penandaan. Dengan algoritma eksponensial modular (modular exponentiation) yang
khas yang digunakan untuk mengimplementasikan algoritma RSA, operasi kunci
public membutuhkan O(k2) langkah, operasi kunci privat membutuhkan O(k3)
langkah, pembangitan kunci membutuhkan O(k4) langkah, di mana k adalah jumlah
bit dari modulus. Teknik multiplikasi cepat, seperti metode pada Fast Fourier
Transform (FFT), membutuhkan langkah-langkah yang lebih sedikit secara
asimtotik.<span style="mso-spacerun: yes;"> </span>Dalam praktiknya, hal di atas
tidaklah umum melihat pada kompleksitas perangkat lunak yang lebih besar dan
kenyataan bahwa mungkin akan lebih lambat untuk beberapa ukuran kunci yang
khas. Sebagai perbandingan, algoritma DES dan beberapa chiper blok yang lain
jauh lebih cepat bdaripada algoritma RSA. DES secara umum 100 kali lebih cepat
pada perangkat lunak dan antara 1. 000 dan 10. 000 kali lebih cepat pada perangkat
keras, tergantung dari implementasinya. Implementasi dari algoritma RSA mungkin
akan mempersempit celah beberapa bit dalam tahuntahun mendatang, melihat
tingginya permintaan, tapi bagaimana pun juga, chiper blok akan bertambah lebih
cepat.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
4.<span style="mso-spacerun: yes;"> </span>Panjang Kunci yang
Aman Ukuran kunci dalam algoritma RSA menunjuk kepada ukuran dari modulus n.
Dua bilangan prima, p dan q, yang membentuk modulus, kirakira harus memiliki
panjang yang sama; hal ini menyebabkan modulus ini akan lebih sulit untuk
difaktorkan dibandingkan apabila salah satu dari bilangan prima tersebut jauh
lebih kecil dari yang lainnya. Jika seseorang memilih untuk menggunakan modulus
768 bit, bilangan primanya harus memiliki panjang kira-kira 384 bit. Jika kedua
bilangan prima tersebut sangat dekat atau perbedaannya dekat dengan suatu
bilangan yang telah ditentukan sebelumnya.<span style="mso-spacerun: yes;">
</span>Selalu ada potensi resiko keamanan, tetapi kemungkinan bahwa kedua
bilangan prima acak yang dipilih sangat dekat dapat diabaikan. Ukuran terbaik </div>
<div class="MsoNormal" style="text-align: justify;">
untuk untuk sebuah modulus tergantung pada kebutuhan
keamanannya sendiri. Semakin besar modulus, semakin besar tingkat keamanannya,
tetapi juga semakin lambat operasi alogoritma RSA-nya. Seseorang ketika memilih
suatu kunci harus dengan pertimbangan, pertama, nilai dari data yang dilindungi
dan berapa lama data tersebut butuh dilindungi, dan, kedua, seberapa kuat suatu
potensi ancaman mungkin terjadi. Pada tahun 1997, sebuah taksiran terhadap
keamanan kunci RSA 512 bit menunjukkan bahwa untuk memfaktorkannya dibutuhkan
dana lebih dari $1,000,000 dan waktu lebih dari delapan bulan. Kenyataannya,
angka RSA155 512 bit difaktorkan dalam tujuh bulan selama 1999. Hal ini berarti
kunci 512 bit tidak lagi menyediakan keamanan yang cukup untuk keamanan yang
lebih dari kebutuhan keamanan jangka pendek. Lebih dianjurkan untuk menggunakan
ukuran kunci 1024 bit untuk hal yang berhubungan dengan hukum dan 2048 bit
untuk kunci-kunci yang ekstrem, seperti kunci yang digunakan oleh alat untuk
verfikasi wewenang. Beberapa standar pada saat ini lebih menganjurkan 1024 bit
untuk penggunaan dalam bidang hukum. Informasi yang lebih tidak terlalu penting
sudah cukup dienkripsi dengan kunci 768 bit.<span style="mso-spacerun: yes;">
</span>Bisaanya harus dipastikan bahwa sebuah kunci untuk perseorangan habis
masa berlakunya setelah jangka waktu yang pasti, katakanlah, dua tahun. Hal ini
memberikan kesempatan agar kunci dapat diubah secara teratur dan mempertahankan
level keamanan yang diberikan. Setelah habis masa berlakunya, seorang user
harus membangkitkan kuncinya yang baru untuk menegaskan apakah terdapat
perubahan dalam panjang kunci yang dibutuhkan. Tentu saja, mengganti kunci
bukanlah bertahan dari serangan yang berusaha untuk mendapatkan kembali pesan
yang dienkripsi dengan kunci lama, jadi ukuran kunci selalu harus dipilih
merujuk pada waktu penggunaan data yang diinginkan.<span style="mso-spacerun: yes;"> </span>Kesempatan untuk mengubah<span style="mso-spacerun: yes;"> </span>kunci-kunci memperbolehkan seseorang untuk
membisaakan diri dengan rekomendasi panjang kunci yang baru. User harus selalu
berpendapat bahwa waktu yang diperlukan untuk memecahkan sistem RSA hanyalah
rata-rata. Suatu usaha penyerangan yang besar, menyerang ribuan modul, mungkin
berhasil minimal satu modul dalam waktu yang layak. Walaupun keamanan dari
suatu kunci perseoarangan masih kuat, dengan beberapa metode pemfaktoran selalu
ada kemungkinan kecil seorang penyerang mungkin beruntung dan dapat
memfaktorkan suatu kunci dengan cepat.<span style="mso-spacerun: yes;">
</span>Melipatduakan panjang dari modulus akan, secara rata-rata, meningkatkan
waktu yang dibutuhkan untuk operasi kunci publik (enkripsi dan verifikasi
tanda) dengan kelipatan empat, dan meningkatkan waktu untuk operasi kunci
privat (dekripsi dan penandaan) dengan kelipatan delapan.</div>
<div class="MsoNormal" style="text-align: justify;">
Kunci publik lebih sedikit dipengaruhi daripada kunci privat
karena eksponen public bisa tetap ketika modulus ditingkatkan, sedangkan panjang
eksponen privat meningkat per bagian. Waktu untuk pembangkitan kunci akan
meningkat dengan kelipatan 16 untuk setiap pe-lipatdua-an modulus, tetapi hal
ini merupakan operasi yang relatif jarang bagi user. Juga harus diperhatikan
ukuran kunci untuk sistem RSA (dan teknik kunci publik lainnya) jauh lebih
besar daripada ukuran kunci untuk chiper blok seperti DES, tetapi keamanan dari
kunci RSA tidak bisa dibandingkan dengan tingkat keamanan kunci dari sistem
yang lainnya dalam beberapa jangka waktu.<span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
5. Memecahkan Kode RSA Ada beberapa interpretasi yang
mungkin dari memecahkan sistem RSA. Yang paling merusakkan adalah seorang
penyerang yang menemukan kunci privat yang berkorespondensi dengan sebuah kunci
publik yang disebarluaskan. Hal ini akan membuat sang penyerang bisa membaca
semua pesan yang terenksripsi dengan kunci public dan memalsukan tanda.<span style="mso-spacerun: yes;"> </span>Cara yang paling jelas untuk melakukan
serangan jenis ini adalah dengan memfaktorkan modulus publik, n , ke dalam dua
buah faktor prima, p dan q. Dari p, q, dan e, publik eksponen, sang penyerang
bisa secara mudah mendapatkan d, eksponen privat. Hal yang paling sulit adalah
memfaktorkan n. Keamanan RSA tergantung pada kesulitan dalam memfaktorkan n.
Dalam dunia nyata, pekerjaan memperoleh kunci privat sama dengan pekerjaan
mencari faktor dari modulus, yaitu menggunakan d untuk memfaktorkan n, sama
dengan menggunakan faktorisasi dari n untuk mendapatkan d.<span style="mso-spacerun: yes;"> </span>Hal yang harus dicatat lainnya, perkembangan
perangkat lunak saja tidak akan membuat algoritma RSA menjadi lemah, selama
digunakan panjang kunci yang sesuai. Faktanya, perkembangan perangkat keras
menaikkan keamanan dari suatu sistem kriptografi.<span style="mso-spacerun: yes;"> </span>Cara lain untuk memcahkan algoritma RSA
adalah dengan menemukan sebuah teknik untuk menghitung akar ke-e mod n. Karena
c = me mod n , akar ke-e dari c mod n adalah pesan m. Serangan ini akan
memperbolehkan seseorang memperoleh kembali pesan-pesan yang telah terenkipsi
dan memalsukan tanda, bahkan tanpa mengetahui kunci privat. Serangan jenis ini
tidak sama dengan memfaktorkan. Tidak ada metode umum yang sekarang sekarang
dikenali mencoba untuk memcahkan sistem RSA dengan cara ini. Bagaimanapun juga,
dalam beberapa kasus khusus di mana pesan-pesan yang saling berhubungan dan
diperbanyak dienkripsi dengan eksponen kecil yang sama, mungkin terjadi pesan
diperoleh kembali. Hanya beberapa serangan yang baru saja disebutkan </div>
<div class="MsoNormal" style="text-align: justify;">
di ataslah cara untuk memecahkan sistem RSA untuk
mendapatkan kembali pesan terenkripsi tanpa kunci privat. Terdapat beberapa
mtode lain, bagaimanapun juga, yang bertujuan untuk mendapatkan kembali
pesan-pesan tunggal. Beberapa orang bahkan mempelajari secara khusus apakah
bagian dari pesan bisa diperoleh kembali dari sebuah pesan terenkripsi.<span style="mso-spacerun: yes;"> </span>Cara menyerang pesan tunggal yang paling
sederhana adalah dengan serangan menebak plainteks. Seorang penyerang mengamati
sebuah chiperteks dan menebak apa sebenarnya pesan tersebut, sebagai contoh,
”Serang pada fajar”, dan mengenkripsi tebakan ini dengan suatu kunci publik
dari sang penerima dan dengan membandingkan dengan chiperteks, sang penyerang
akan bisa mengetahui apakah tebakannya benar. Menambahkan beberapa bit acak
pada pesan dapat menghalangi serangan jenis ini. Serangan pesan tunggal yang
lainnya bisa terjadi jika seseorang mengirimkan m pesan yang sama kepada tiga
orang lain, dimana setiap orang memiliki kunci publik e = 3.<span style="mso-spacerun: yes;"> </span>Seorang penyerang yang mengetahui tentang hal
ini dan melihat ketiga pesan akan dapat mendapatkan kembali pesan m. Sayangnya,
serangan jenis ini juga bisa dikalahkan dengan melapisi pesan sebelum enkripsi
dengan beberapa bit acak. Terdapat juga beberapa serangan chiperteks yang
dipilih (atau serangan pesan yang dipilih untuk mengubah pesan), di mana sang
penyerang menciptakan suatu chiperteks dan melihat pada plainteks yang
berkorespondensi, barangkali dengan menipu user yang sah untuk mendekripsi
sebuah pesan yang palsu. Tentu saja, terdapat juga beberapa serangan yang
tujuannya bukan sistem kriptografi tetapi pada implementasi sistem yang tidak
kokoh.<span style="mso-spacerun: yes;"> </span>Serangan jenis ini tidak
digolongkan sebagai pemecahan sistem RSA, karena bukan kelemahan dari algoritma
RSA yang dimanfaatkan, tetapi lebih kepada kelemahan dalam implementasi yang
spesifik. Contohnya, bila seseorang menyimpan kunci privat dengan tidak aman,
seorang penyerang mungkin menermukannya. Sistem RSA membutuhkan sebuah
implementasi yang aman. Ukuran matematika untuk keamanan, seperti memilih
ukuran kunci yang panjang, tidaklah cukup. Pada kenyataannya, beberapa serangan
yang berhasil menyerang implementasi yang tidak aman dan tingkatan pengelolaan
kunci dari sebuah sistem RSA.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
6.<span style="mso-spacerun: yes;"> </span>Contoh Kasus
Algoritma RSA Untuk Pribadi Dalam Praktiknya Pada praktiknya, sistem RSA sering
digunakan bersama-sama dengan sistem kriptografi dengan kunci rahasia, seperti
DES, untuk mengenkripsi sebuah pesan dengan jenis sebuah amplop digital RSA.
Umpamanya Fatma hendak mengirimkan sebuah pesan yang terenkripsi kepada Agus.
Pertama dia mengenkripsi pesan tersebut dengan DES, menggunakan kunci acak DES
yang</div>
<div class="MsoNormal" style="text-align: justify;">
telah dipilih. Kemudian Fatma menggunakan kunci public RSA
Agus untuk mengenkripsi kunci DES. Pesan DES yang telah terenkripsi dan kunci
DES yang telah terenkripsi dengan RSA disatukan dalam bentuk amplop digital RSA
dan dikirimkan kepada Agus. Setelah menerima amplop digital, Agus
mengdekripsikan kunci DES dengan kunci privat miliknya, barulah menggunakan
kuci DES untuk mengdekripsikan pesan itu sendiri. Contoh seperti ini
mengkombinasikan kecepatan tinggi DES dengan kepercayaan pengelolaan kunci
dengan sistem RSA.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
7. Contoh Kasus Algoritma RSA Untuk Pembuktian dan Penandaan
Digital dalam praktiknya Sistem kriptografi kunci publik RSA bisa digunakan
untuk membuktikan dan mengenali orang lain atau sesuatu yang memang ada. Alasan
mengapa RSA bisa digunakan adalah setiap hal yang memang benar memiiki kunci
privat yang berhubungan yang (secara teori) tidak ada orang lain yang dapat
menembusnya. Hal ini berguna untuk identifikasi positif dan unik. Contohnya,
umpamanya Fatma hendak mengirimkan pesan kepada Agus. Dia menggunakan fungsi
hash terhadap pesan untuk menciptakan inti dari pesan, yang disediakan sebagai
”cap jari digital ” dari pesan tersebut.<span style="mso-spacerun: yes;">
</span>Kemudian Fatma mengenkripsikan inti dari pesan tersebut dengan kunci
privat miliknya, membuat tanda digital untuk kemudian dikirim kepada Agus
bersamaan dengan pesannnya sendiri. Agus, setelah menerima pesan dan tanda,
mengdekripsikan tanda dengan kunci public milik Fatma untuk medapatkan kembali
inti dari pesan tersebut. Kemudian Agus mengubah kembali pesan dengan fungsi
hash yang sama dengan yang dipakai oleh Fatma dan membandingkan hasilnya dengan
inti dari pesan yang telah didekripsikan dari tanda.<span style="mso-spacerun: yes;"> </span>Jika keduanya secara tepat sama, tanda tadi
telah berhasi diverifikasi dan Agus dapat meyakini bahwa pesan tersebut
benar-benar dari Fatma. Jika ternyata keduanya tidak tepat sama, entah pesan
tersebut memang seperti itu atau telah diubah setelah ditandai, Agus dapat
menolak pesan tersebut. Siapapun yang membaca pesan ini dapat menguji tandanya.
Hal ini tidak dapat memuaskan keadaan dimana Fatma hendak mempertahankan
kerahasiaan dokumen tersebut. Dalam keadaan seperti ini dia mungkin hendak
menandai dokumen tersebut kemudian mengenkripsinya dengan kunci publik milik
Agus. Agus kemudian harus mengdekripsikan dokumen tersebut dengan kunci
publiknya dan memeriksa tanda pada pesan yang telah didapatkan kembali
menggunakan kunci public milik Fatma.<span style="mso-spacerun: yes;">
</span>Cara lain, jika dibutuhkan untuk memiliki pihak ketiga untuk mensahkan
kesahan dari pesan tanpa dapat mengdekripsikan pesan, daripada dalam bentuk
plainteks. Dalam praktiknya, eksponen publik dalam algoritma RSA bisaanya jauh
lebih kecil dari </div>
<div class="MsoNormal" style="text-align: justify;">
eksponen privat. Hal ini bermakna bahwa pembuktian tanda
lebih cepat daripada penandaan. Hal seperti ini diinginkan karena sebuah pesan
akan ditandai oleh seseorang hanya untuk satu kali, tetapi tanda yang terdapat
pada pesan tersebut mungkin akan diuji beberapa kali oleh beberapa orang.
Haruslah menjadi suatu hal yang tidak mungkin bagi seseorang baik untuk
mendapatkan sebuah pesan yang diubah dengan suatu fungsi hash menjadi sebuah
nilai yang telah diberikan maupun untuk mendapatkan dua buah pesan yang diubah
menjadi nilai yang sama. Jika memang mungkin terjadi, seorang pengacau bisa
melampirkan sebuah pesan yang salah pada tanda yang telah diberikan oleh
Fatma.<span style="mso-spacerun: yes;"> </span>Fungsi-fungsi hash seperti MD5
dan SHA telah dirancang secara khusus untuk mempunyai suatu sifat bahwa suatu
kesamaan adalah hal yang tidak mungkin terjadi, dan oleh karena itu benarbenar
dipertimbangkan sesuai dengan penggunaan dalam kriptografi. Satu atau lebih
sertifikat bisa menyertai sebuah tanda digital. Sebuah sertifikat adalah sebuah
dokumen yang telah ditandai yang mengikat kunci publik pada suatu identitas
dari sebuah kelompok. Tujuannya adalah untuk menghalangi seseorang menirukan
seseorang yang lain. Jika sebuah sertifikat adalah kata-kata, orang yang
menerima (atau suatu pihak ketiga) bisa memeriksa bahwa kunci publik tersebut
merupakan milik dari suatu kelompok yang telah dinamai, anggap orang yang
menandai kunci publik sudah dapat dipercayai.<span style="mso-spacerun: yes;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
8. Penggunaan RSA Sistem RSA sekarang digunakan oleh
berbagai macam jenis produk, platform, dan industri di seluruh bagian dunia.
Algoritma RSA digunakan dalam banyak perangkat lunak yang dijual secara
komersial dan direncanakan akan digunakan pada banyak perangkat lunak lainnya.
Algoritma RSA terpasang dalam sistem operasi pada hari ini oleh Microsoft,
Apple, Sun, dan Novell. Berbicara tentang perangkat keras, algoritma RSA juga
dapat ditemukan pemanfaatannya dalam telefon yang aman, dalam kartu-kartu
jaringan Ethernet, dan dalam kartu-kartu cerdas (smart cards). Sebagai
tambahan, algoritma RSA tergabung ke dalam semua protokol-protokol utama untuk
komunikasi internet yang koko, termasuk S/MIME, SSL, dan S/WAN.<span style="mso-spacerun: yes;"> </span>Algoritma RSA juga dimanfaatkan secara
internal oleh banyak lembaga, termasuk cabangcabang dari Pemerintah Amerika
Serikat (AS), badanbadan hukum utama, perpustakaan-perpustakaan nasional dan
universitas-universitas. Pada saat penerbitan algoritma RSA, teknologi yang
menggunakan algoritma RSA didaftarkan lebih dari 700 perusahaan. Teknologi
enkripsi berbasis RSA BSAFE yang dipasang diperkirakan mencapai angka 500 juta.
Kebanyakan dari penerapan-penerapan ini mencakup penggunaan algoritma RSA,
membuat algoritma RSA secara signifikan merupakan system</div>
<div class="MsoNormal" style="text-align: justify;">
kriptografi yang penggunaannya paling luas di dunia. Hal ini
diperkirakan akan semakin bertambah besar dengan sangat cepat karena penggunaan
Internet dan World Wide Web semakin bertambah luas.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
9. RSA Sebagai Standar Resmi Sistem kriptografi dengan
menggunakan algoritma RSA merupakan bagian dari banyak standar resmi di seluruh
dunia. Standar ISO (International Standards Organization) 9796 mencantumkan RSA
sebagai algoritma kriptografi yang cocok, begitu juga dengan standar keamanan
ITU-TX. 509. Sistem RSA adalah bagian dari standar Society for Worldwide
Interbank Financial Telecommunications (SWIFT), standar rench financial
industry's ETEBAC 5, standar ANSI X9. 31 rDSA dan naskah standar X9. 44 untuk
industri perbankan Amerika Serikat.<span style="mso-spacerun: yes;"> </span>RSA
juga dicantumkan dalam standar pengelolaan kunci Australia, AS2805. 6. 5. 3.
Algoritma RSA dapat ditemukan dalam standarstandar internet dan
protokol-protokol yang dianjurkan, termasuk S/MIME, IPSec, dan TLS (penerus
dari standar internet SSL), demikian juga dalam standar PKCS untuk penggunaan
dalam perangkat lunak. OSI Implementers' Workshop (OIW) mengeluarkan perjanjian
pemakai berkenaan dengan PKCS, yang mencakup penggaunaan RSA.<span style="mso-spacerun: yes;"> </span>Sejumlah standar-standar lainnya sekarang
sedang dikembangkan dan akan diumumkan dalam beberapa tahun mendatang. Beberapa
di antaranya kemungkinan besar akan mencakup penggunaan algoritma RSA baik
sebagai sistem yang sah atau yang dianjurkan dalam kerahasiaan dan/atau
penandaan. Sebagai contoh, IEEE P1363 dan WAP WTLS mencakup penggunaan sistem
RSA.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
10. RSA Sebagai Standar Yang De Facto Sistem RSA sudah
digunakan begitu luas dalam sistem kriptografi kunci publik belakangan ini dan
sering disebut sebagai standar yang de facto. Tanpa memperhatikan
standar-standar resmi, keberadaan standar de facto sangat penting untuk
pengembangan ekonomi digital. Jika satu sistem kunci publik digunakan dimana
saja untuk pembuktian keaslian, kemudian dokumen digital yang telah ditandai
dapat ditukarkan antara useruser yang berada pada negara-negara yang berbeda
menggunakan perangkat lunak yang berbeda pada platform-platform yang berbeda;
kemampuan antar operator ini penting untuk sebuah perkembangan bagi ekonomi
digital yang nyata.<span style="mso-spacerun: yes;"> </span>Pemakaian sistem RSA
telah berkembang begitu luas sehingga dibutuhkan standar untuk
memfasilitasinya. Ketika sebuah penjaja (vendor) industri perbankan AS yang
maju mengembangkan standar-standar untuk penandaan digital, perusahaan ini
mengembangkan ANSI X9. 30 pada tahun 1997 untuk mendukung syarat negara untuk
penggunaan </div>
<div class="MsoNormal" style="text-align: justify;">
standar penandaan digital (Digital Signature Standard). Satu
tahun kemudian perusahaan ini menambahkan ANSI X9. 31, yang menekankan
penandaan digital RSA untuk mendukung standar de facto dalam lembaga
perbankan.<span style="mso-spacerun: yes;"> </span>Kurangnya keamanan dalam
membuktikan keaslian telah menjadi penghalang utama dalam usaha untuk
mewujudkan impian bahwa komputer akan dapat menggantikan kertas. Kertas tetap
menjadi sangat penting dimanapun untuk kontrak-kontrak, cek, surat resmi,
dokumen legal dan pengenalan. Dengan berinti pada kebutuhan akan transaksi
kertas ini, masih merupakan hal yang tidak mungkin untuk berkembang secara
keseluruhan menuju masyarakat yang berbasis pada transaksi elektronik.<span style="mso-spacerun: yes;"> </span>Tanda-tanda digital memungkinkan passport,
transkrip kuliah, surat wasiat, kontrak sewa, cek, dan pendaftaran pemilih
dalam bentuk elektronik. Bentuk kertas hanya sebuah salinan dari aslinya berupa
dokumen elektronik. Standar yand telah diterima untuk penandaan digital
memungkinkan semua hal ini terjadi.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
Algoritma RSA<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJFOfM5AvEv5ARM1kClLeW82p5ydjXvTEKBUXONGGXYA_hvq3g4F6gZ_aU0oTQKk-_j5XvZPvp2MDXyQUtaU2wfO4hRwVQBPGZP-d4WFrJ8Fo1DTd81BQ82vx0u_sssWSh9UTTUUZupFCm/s1600/des+%25281%2529.png" imageanchor="1" style="-webkit-text-stroke-width: 0px; background-color: transparent; clear: right; color: #0066cc; float: right; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 1em; margin-left: 1em; orphans: 2; text-align: center; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0VXrwG6ew9231qAFJEq7bUMkwrs7hw165KB02QiKQk-OpQbwMqUWeVFTlW1NlV4hKawRquSjQDnE-k6aYoODuhP5LYA56KlyfOaVZHaHaPm36DvY3emVZUoEHuanCX7pRdJFuZXJJoeef/s1600/en.png" imageanchor="1" style="-webkit-text-stroke-width: 0px; background-color: transparent; color: #0066cc; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-left: 16px; margin-right: 16px; orphans: 2; text-align: center; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><img border="0" data-original-height="315" data-original-width="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0VXrwG6ew9231qAFJEq7bUMkwrs7hw165KB02QiKQk-OpQbwMqUWeVFTlW1NlV4hKawRquSjQDnE-k6aYoODuhP5LYA56KlyfOaVZHaHaPm36DvY3emVZUoEHuanCX7pRdJFuZXJJoeef/s1600/en.png" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJFOfM5AvEv5ARM1kClLeW82p5ydjXvTEKBUXONGGXYA_hvq3g4F6gZ_aU0oTQKk-_j5XvZPvp2MDXyQUtaU2wfO4hRwVQBPGZP-d4WFrJ8Fo1DTd81BQ82vx0u_sssWSh9UTTUUZupFCm/s1600/des+%25281%2529.png" imageanchor="1" style="-webkit-text-stroke-width: 0px; background-color: transparent; color: #0066cc; font-family: Times New Roman; font-size: 16px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; margin-left: 16px; margin-right: 16px; orphans: 2; text-align: center; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><img border="0" data-original-height="241" data-original-width="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJFOfM5AvEv5ARM1kClLeW82p5ydjXvTEKBUXONGGXYA_hvq3g4F6gZ_aU0oTQKk-_j5XvZPvp2MDXyQUtaU2wfO4hRwVQBPGZP-d4WFrJ8Fo1DTd81BQ82vx0u_sssWSh9UTTUUZupFCm/s1600/des+%25281%2529.png" style="cursor: move;" /></a><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<div class="MsoNormal">
CODINGAN ALGORITMA RSA<br />
<br />
package ksl;<o:p></o:p></div>
<div class="MsoNormal">
import java.math.BigInteger;<o:p></o:p></div>
<div class="MsoNormal">
import java.util.Random;<o:p></o:p></div>
<div class="MsoNormal">
public class ksk {<o:p></o:p></div>
<div class="MsoNormal">
private BigInteger
p;<o:p></o:p></div>
<div class="MsoNormal">
private BigInteger
q;<o:p></o:p></div>
<div class="MsoNormal">
private BigInteger
n;<o:p></o:p></div>
<div class="MsoNormal">
private BigInteger
eulertot;<o:p></o:p></div>
<div class="MsoNormal">
private BigInteger
e;<o:p></o:p></div>
<div class="MsoNormal">
private BigInteger
d;<o:p></o:p></div>
<div class="MsoNormal">
private int
panjangbit = 1024;<o:p></o:p></div>
<div class="MsoNormal">
private int
ukuran_kunci_sandi = 256;<o:p></o:p></div>
<div class="MsoNormal">
private Random
random;<o:p></o:p></div>
<div class="MsoNormal">
<o:p></o:p></div>
<div class="MsoNormal">
public ksk (){<o:p></o:p></div>
<div class="MsoNormal">
random = new
Random();<o:p></o:p></div>
<div class="MsoNormal">
p =
BigInteger.probablePrime(panjangbit, random);<o:p></o:p></div>
<div class="MsoNormal">
q =
BigInteger.probablePrime(panjangbit, random);<o:p></o:p></div>
<div class="MsoNormal">
n =
p.multiply(q);<o:p></o:p></div>
<div class="MsoNormal">
eulertot =
p.subtract(BigInteger.ONE).multiply(q.subtract(BigInteger.ONE));<o:p></o:p></div>
<div class="MsoNormal">
e =
BigInteger.probablePrime(panjangbit/2, random);<o:p></o:p></div>
<div class="MsoNormal">
while
(eulertot.gcd(e).compareTo(BigInteger.ONE)>0&&
e.compareTo(eulertot)<0){<o:p></o:p></div>
<div class="MsoNormal">
e.add(BigInteger.ONE);<o:p></o:p></div>
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="MsoNormal">
d =
e.modInverse(eulertot);<o:p></o:p></div>
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="MsoNormal">
public byte []
enkripsi (byte [] data){<o:p></o:p></div>
<div class="MsoNormal">
return (new
BigInteger(data)).modPow(e, n).toByteArray();<o:p></o:p></div>
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="MsoNormal">
public byte []
deskrip(byte [] data){<o:p></o:p></div>
<div class="MsoNormal">
return (new
BigInteger(data)).modPow(d, n).toByteArray();<o:p></o:p></div>
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="MsoNormal">
private static
String byte_ke_String(byte [] data){<o:p></o:p></div>
<div class="MsoNormal">
String hasil =
"";<o:p></o:p></div>
<div class="MsoNormal">
for (byte b :
data){<o:p></o:p></div>
<div class="MsoNormal">
hasil +=
Byte.toString(b);<o:p></o:p></div>
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="MsoNormal">
return hasil;<o:p></o:p></div>
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="MsoNormal">
public static void
main(String[] args){<o:p></o:p></div>
<div class="MsoNormal">
String pesan =
"dicky fajar NIM 201631149";<o:p></o:p></div>
<div class="MsoNormal">
ksk rsa = new
ksk();<o:p></o:p></div>
<div class="MsoNormal">
System.out.println("pesan asli = "+pesan);<o:p></o:p></div>
<div class="MsoNormal">
byte[]
hasilRSA = rsa.enkripsi(pesan.getBytes());<o:p></o:p></div>
<div class="MsoNormal">
<o:p></o:p></div>
<div class="MsoNormal">
System.out.println("hasil enkripsi =
"+byte_ke_String(hasilRSA));<o:p></o:p></div>
<div class="MsoNormal">
byte[] hasilDe
= rsa.deskrip(hasilRSA);<o:p></o:p></div>
<div class="MsoNormal">
System.out.println("hasil dekrip RSA string byte =
"+byte_ke_String(hasilDe));<o:p></o:p></div>
<div class="MsoNormal">
Syst<o:p></o:p></div>
em.out.println("hasil =
"+new String(hasilDe));<br />
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="MsoNormal">
<o:p></o:p></div>
<br />
<div class="MsoNormal">
}<o:p></o:p></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOc3XYQzCtLGgkyMRqrnvVdyzyxo2VvQDLI2ZY6uJaLY8raZPsjy42GeXqOMhaW_hE5RWCfpzAuI8VaidmjGBmFM1buZwtxy5DQVoitxur10Yh_iWDM9-ZisBhT8sSqkB8rZ4NPkgH3B21/s1600/Capture.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="164" data-original-width="953" height="53" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOc3XYQzCtLGgkyMRqrnvVdyzyxo2VvQDLI2ZY6uJaLY8raZPsjy42GeXqOMhaW_hE5RWCfpzAuI8VaidmjGBmFM1buZwtxy5DQVoitxur10Yh_iWDM9-ZisBhT8sSqkB8rZ4NPkgH3B21/s320/Capture.PNG" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
</div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"><img alt="" src="data:image/png;base64,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" /></span></div>
pertidak samaanhttp://www.blogger.com/profile/12855568778424518599noreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-36612313323259356152016-10-30T08:44:00.000+07:002016-10-30T08:44:24.644+07:00It is He, Five Healthiest City in the World<span style="font-family: Verdana, sans-serif;"><img alt="Ini Dia, Lima Kota Tersehat di Dunia " height="185" src="https://www.klikdokter.com/uploads/Ini-Dia-Lima-Kota-Tersehat-di-Dunia.jpg" width="320" />What are the factors that can make a city bearing the title 'healthiest city'? Of course, a healthy city is a city that supports the population to adopt a healthy lifestyle in everyday life. This can be judged both on the provision of quality health services, reduce air pollution, or ensure that citizens have access to a beautiful garden, nutritious food, and clean public transport. Here are five of the healthiest cities in the world:</span><br />
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<span style="font-family: Verdana, sans-serif;">Copenhagen, Denmark</span></div>
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<span style="font-family: Verdana, sans-serif;">Copenhagen residents have a work-life balance is ideal. Only 2% of employees in the city who work more than 40 hours per week. In addition, the Copenhagen residents are also getting used to walk to places around like workplaces, supermarkets, and so forth.</span></div>
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<span style="font-family: Verdana, sans-serif;">Okinawa, Japan</span></div>
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<span style="font-family: Verdana, sans-serif;">Okinawa has a population of more than 100 years old in the world. Residents in this city generally apply regular exercise and a healthy diet. Daily diet includes green and yellow vegetables, sweet potatoes, and fish.</span></div>
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<span style="font-family: Verdana, sans-serif;">Monte Carlo, Monaco</span></div>
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<span style="font-family: Verdana, sans-serif;">One of the famous Monte Carlo is a very comprehensive health coverage, which focuses on prevention, education, and screening. The town is known as a very superior child health has the lowest infant mortality rate in the world, with 1.81 for every 1,000 babies born alive.</span></div>
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<span style="font-family: Verdana, sans-serif;">Vancouver, Canada</span></div>
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<span style="font-family: Verdana, sans-serif;">The air quality is one indicator of good health for a city. Because air pollution can support the occurrence of asthma, heart disease, stroke, and even lung cancer. Vancouver is filled with beautiful gardens and low pollution crowned the city with the cleanest air in the world.</span></div>
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<span style="font-family: Verdana, sans-serif;">Melbourne, Australia</span></div>
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<span style="font-family: Verdana, sans-serif;">Melbourne is very popular with the layout of the city beautiful and pollution-free and active lifestyle of its inhabitants. No wonder that this city holds a successive World's Most Liveable City for 6 years.</span></div>
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<span style="font-family: Verdana, sans-serif;">Although not living in the cities on this list, of course, there are many things that can be replicated and applied in everyday life. Given this list, hopefully more and more cities are motivated to earn the title of the healthiest cities in the world.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-39634011539554184182016-10-29T22:36:00.001+07:002016-10-29T22:36:43.300+07:00Testicular Pain, Danger or Not?<span style="font-family: Verdana, sans-serif;"><img alt="Testis Nyeri, Bahaya atau Tidak?" height="213" src="https://www.klikdokter.com/uploads/Testis-Nyeri-Bahaya-atau-Tidak.jpg" width="320" />Most men would feel excessive worry if testicles ache. You, too? Naturally. Because the testis play an important role in the male reproductive system. However, how dangerous it is?</span><br />
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<span style="font-family: Verdana, sans-serif;">Testes important role in the male reproductive system, as it serves to produce sperm and sex hormones. The area around the testis is very sensitive. If there is interference, then there will be discomfort-even pain. The complaint can come from:</span></div>
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<span style="font-family: Verdana, sans-serif;">Organ testis itself.</span></div>
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<span style="font-family: Verdana, sans-serif;">The tunica albuginea, which is a wrapper channel testis.</span></div>
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<span style="font-family: Verdana, sans-serif;">Tissue located at the back of the testis (epididymis).</span></div>
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<span style="font-family: Verdana, sans-serif;">Organs around the testicles.</span></div>
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<span style="font-family: Verdana, sans-serif;">Pain in the testicles can be said to be dangerous or not, depending on the cause.</span></div>
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<span style="font-family: Verdana, sans-serif;">Inflammation. Inflammation of the testicles can be caused by the following diseases:</span></div>
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<span style="font-family: Verdana, sans-serif;">Epididymitis. Sperm duct inflammation surrounding the testicle (epididymis), is caused by bacteria associated with urinary tract infections, sexually transmitted diseases and infections in the prostate. Testicular pain due to the disease when the patient felt defecation and urination.</span></div>
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<span style="font-family: Verdana, sans-serif;">Orchitis. It is an inflammation of the testicles as a secondary reaction to the infection in other body parts. Most often occurs after an infection of mumps (mumps), or sexually transmitted diseases-such as gonorrhea (gonorrhea) or chlamydia. In addition to testicular pain, the disease also causes testicular swelling and fever.</span></div>
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<span style="font-family: Verdana, sans-serif;">Diabetic neuropathy. Complaints testicular pain due to nerve damage around the testes due to diabetes.</span></div>
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<span style="font-family: Verdana, sans-serif;">Hydrocele. This is a buildup in the duct of the epididymis, causing testicular pain complaints.</span></div>
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<span style="font-family: Verdana, sans-serif;">Varicocele. It is swollen due to enlargement of blood vessels around the scrotum, which causes testicular pain.</span></div>
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<span style="font-family: Verdana, sans-serif;">Urinary tract infection. In this condition, testicular pain usually occurs at the end of urination, accompanied by Anyang-anyangan symptoms and fever.</span></div>
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<span style="font-family: Verdana, sans-serif;">Twisted testicles. Testicular pain due to this condition is the occurrence of dangerous and must be implemented immediately, because it can lead to rupture of blood vessels around the testicles.</span></div>
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<span style="font-family: Verdana, sans-serif;">Testiskular cancer. Although it is rare, but if there is any discomfort around the testicle with enlarged glands, you should immediately consult a doctor.</span></div>
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<span style="font-family: Verdana, sans-serif;">Consult a physician immediately if you experience testicular pain with the following conditions:</span></div>
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<span style="font-family: Verdana, sans-serif;">Testicular pain is felt increasingly.</span></div>
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<span style="font-family: Verdana, sans-serif;">Palpable enlargement of the glands around the scrotum (bag wrapping testis).</span></div>
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<span style="font-family: Verdana, sans-serif;">Testicular Pain accompanied by fever, or nausea and vomiting.</span></div>
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<span style="font-family: Verdana, sans-serif;">Testis reddish and feels warm.</span></div>
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<span style="font-family: Verdana, sans-serif;">Testicular pain is not a complaint to be underestimated. Moreover, if the condition does not subside. Immediately contact your doctor to get a physical examination and investigation, in order to help control the symptoms of testicular pain that you experience.</span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6553083575399330440.post-86367864478951331092016-10-29T22:33:00.000+07:002016-10-29T22:33:00.917+07:00How to Quickly Stop Diarrhea In Children<span style="font-family: Verdana, sans-serif;"><img alt="Cara Cepat Hentikan Diare Pada Anak" height="212" src="https://www.klikdokter.com/uploads/Cara-Cepat-Hentikan-Diare-Pada-Anak.jpg" width="320" />Diarrhea is very common in children. It is a condition characterized by changes in the stool becomes more liquid, and occur more than three times a day. The causes are quite varied, such as bacteria or viruses.</span><br />
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<span style="font-family: Verdana, sans-serif;">If children younger than 2 years, the cause is rotavirus. Because when I was less than two years, children still have the endurance that is not good. And in those days, children often insert all sorts of things into his mouth.</span></div>
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<span style="font-family: Verdana, sans-serif;">In children, diarrhea will usually take place within 5-7 days, rarely lasting more than 2 weeks. In adults, diarrhea is generally improve within 2-4 days, although some infections may last up to one week or more.</span></div>
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<span style="font-family: Verdana, sans-serif;">Here are some ways that you can do when children with diarrhea:</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Fluid</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Give your child plenty of fluids to avoid dehydration, especially if the child has diarrhea accompanied by vomiting. Ideally, children should drink plenty of fluids containing water, salt, and sugar. An example is water mixed with the juice and broth.</span></div>
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<span style="font-family: Verdana, sans-serif;">Do not give carbonated beverages because it can make diarrhea worse. Liquid electrolyte or salt water are prioritized to replace lost fluids, especially diarrhea accompanied by vomiting. In addition, breast milk should be given.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Food</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Soupy porridge or preferred food than dry solids. If the child does not want, to give whatever food he wants. Avoid fatty and spicy foods.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Drug</b></span></div>
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<span style="font-family: Verdana, sans-serif;">If not consult a doctor, then the diarrhea medication is not recommended. The most important thing is to overcome diarrhea by increasing fluid intake. Moreover, there are some diarrhea that does not require a particular drug.</span></div>
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<span style="font-family: Verdana, sans-serif;">Diarrhea is addressed from the outset will prevent harmful side effects. If the child does not want to drink and eat anything, you should see a doctor.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-41467847997138692512016-10-26T20:32:00.002+07:002016-10-26T20:32:27.143+07:00Late Menstruation month, Omens What?<span style="font-family: Verdana, sans-serif;"><img alt="Telat Haid Sebulan, Pertanda Apa?" height="213" src="https://www.klikdokter.com/uploads/Telat-Haid-Sebulan-Pertanda-Apa.jpg" width="320" />If you are awaiting a pregnancy, a missed period can be a 'gift' that is encouraging. Conversely, if you are not in the program are pregnant, might make a late period concerned. Many thought that the delayed menstruation means pregnant. In fact, there are many reasons why someone missed a period.</span><br />
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<span style="font-family: Verdana, sans-serif;">In general, women experience menstrual 11-13 times a year. The normal menstrual cycle is 24-35 days. However, not all women have regular menstrual cycles, can be faster or slower. Here are the things that can cause menstruation stops or too late:</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Pregnant</b></span></div>
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<span style="font-family: Verdana, sans-serif;">If you are sexually active and not using contraception, pregnancy is the first thing to think about. To confirm, do pregnancy tests using a test pack.</span></div>
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<span style="font-family: Verdana, sans-serif;">stress</span></div>
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<span style="font-family: Verdana, sans-serif;">Physical or mental stress can cause menstrual cycle disorders. Work that is too heavy, lack of rest, or a fight with a spouse can be one trigger of stress. If you are being experienced, try to cope with relaxation or talked to people nearby.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Losing weight suddenly</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Weight loss can drastically affect the hypothalamus and make menstruation stopped or delayed. The same thing happens to a person with eating disorders such as anorexia and bulimia.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Overweight or obese</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Excess body weight can make the body produce more estrogen. Consequently, it can inhibit ovulation (release of eggs) and thicken the lining of the endometrium so that menstrual blood into multiple and irregular.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>excessive exercise</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Sports of course good for the body. However, excessive exercise it will decrease the production of estrogen. Female athletes usually experience amenorrhea (no menstruation for more than 3 months). So, do exercise gradually and not overdone.</span></div>
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<span style="font-family: Verdana, sans-serif;">Pill</span></div>
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<span style="font-family: Verdana, sans-serif;">The contraceptive pill can stop ovulation. If ovulation stops the menstruation stopped.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>perimenopause</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Perimenopause occurs between 2-8 years before menopause. In this phase, menstruation may become more frequent or more seldom. Other symptoms that can appear in the form of hot flashes, sweats, insomnia, vaginal dryness, and mood disorders.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Polycystic ovarian syndrome (PCOS)</b></span></div>
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<span style="font-family: Verdana, sans-serif;">PCOS causes a hormonal disorder in women. In PCOS, there are cysts in the ovaries which can inhibit ovulation. In addition, an increase in androgen hormones that make facial acne and excess hair growth.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>thyroid disease</b></span></div>
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<span style="font-family: Verdana, sans-serif;">The thyroid gland to regulate the body's metabolic function. In the event of disruption of thyroid hormone balance, it will affect the menstrual cycle.</span></div>
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<span style="font-family: Verdana, sans-serif;">Well, now you have to know what things that could cause delayed menstruation. Know yourself to be able to handle it appropriately. If stress, manage your problems and have fun. If caused by disease, see your doctor.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-60520465327604163732016-10-24T13:00:00.001+07:002016-10-24T13:00:21.000+07:003 Ways to Wake Up Without Coffee<img alt="kopi bangun pagi kafein segar" height="303" src="https://www.klikdokter.com/uploads/topic_article/kopi%20bangun%20kafein%20segar_8.jpg" width="320" />In the rainy season, sometimes our desire to wake up very hard, cold air, rentik-rentik rain and dark skies can make us more lazy to wake up.<br />
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But when you have to wake up for work, sometimes you can consume too much coffee.</div>
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Instead, it was sometimes too much coffee makes the body more tired. Indeed, the coffee can keep us awake, but too much coffee consumption can disrupt sleep and cause anxiety.</div>
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Well, below are some tips that you can do to avoid excessive coffee consumption, especially for those who depend on coffee to start the day.</div>
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<b>How to Wake Up Without Drinking Coffee # 1: Drinking Water</b></div>
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When you wake up, your body in a state of mild dehydration, and only mild dehydration can increase your fatigue.</div>
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Hidrasikanlah yourself with water to help drain the adrenaline and eliminate fatigue.</div>
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Shower with cold water also helps you to be more fresh.</div>
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<b>How to Wake Up Without Drinking Coffee # 2: Eating Morning</b></div>
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Eating breakfast is very important for our body, when you do not eat breakfast, then your feelings in a day can be bad. After resting for a few hours, eating breakfast with high nutrients can help the body's metabolism, give you energy, and helps concentration.</div>
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Not eating breakfast can make you hungry so it makes you consume unhealthy snacks. Try foods that contain high protein and combined with high-fiber foods such as apples.</div>
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<b>How Sleep Bangin Without Drinking Coffee # 3: Get Active</b></div>
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When you sleep at night, the blood flow in the body can flow out of balance thereby triggering poor circulation. Start your morning with a quick walk to the flow of endorphins in the body. Try light exercise when you wake up like sit-ups.</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-52396113952176044522016-10-24T11:54:00.001+07:002016-10-24T11:54:13.233+07:00Is it safe to Have Sex During Pregnancy?<span style="font-family: Verdana, sans-serif;"><img alt="Amankah Berhubungan Seks Saat Hamil?" height="213" src="https://www.klikdokter.com/uploads/Amankah-Berhubungan-Sex-Saat-Hamil.jpg" width="320" />Pregnancy is coveted by many couples. During this period takes place, the couple certainly more rigorous in keeping themselves in order to stay healthy pregnancy. Reducing the activity, increase the intake of nutritious foods, to avoid having sex.</span><br />
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<span style="font-family: Verdana, sans-serif;">Sex during pregnancy is not always dangerous to do. Indeed, there are several conditions that must be considered when trying to sex during pregnancy. But basically, during pregnancy was normal and no complaints, then you can have sex as often as desired.</span></div>
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<span style="font-family: Verdana, sans-serif;">Some couples worry that sex can make a miscarriage. In fact, the main cause of the loss was the fetus can not develop normally, not for sex. Other couples assume that sexual activity can harm the baby. To answer that, you need to know that the fetus is in the womb have a protective wall of the muscles of the uterus and amniotic fluid. This makes the baby to stay safe during sexual activity that you do.</span></div>
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<span style="font-family: Verdana, sans-serif;">If you're still undecided, you can determine the position of sex is completely safe and comfortable. The position of women who are at the top (woman on top) is widely recommended by obstetricians. In this position, the fetus does not suppress the maternal blood vessels such as the recumbent position (missionary).</span></div>
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<span style="font-family: Verdana, sans-serif;">What about oral sex and anal sex as an alternative? Oral sex during pregnancy is fine, as long as you can make sure the couple does not blow air on the vagina. It can be dangerous for the fetus because it can lead to embolism or air bubbles that impede the flow of blood vessels. Although rare, this condition can be dangerous for both you and the fetus. Anal sex is not recommended during pregnancy, because if followed by penetration into the vagina can trigger urinary tract infections.</span></div>
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<span style="font-family: Verdana, sans-serif;">During pregnancy goes normally, you do not have to worry about sex. Importantly, do check the pregnancy and consult the doctor regularly.</span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6553083575399330440.post-62709561586218280012016-10-24T08:10:00.003+07:002016-10-24T08:10:38.404+07:00Why Penis Male Smokers Less Hard?<span style="font-family: Verdana, sans-serif;"><img alt="Mengapa Penis Pria Perokok Kurang Keras?" height="189" src="https://www.klikdokter.com/uploads/Mengapa-Penis-Pria-Perokok-Kurang-Keras.jpg" width="320" />Many housewives who complain why the penis of her husband less harsh. This leads to sexual intercourse so unsatisfactory. One of the things that causes the penis is less harsh smoke. Why is that?</span><br />
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<span style="font-family: Verdana, sans-serif;">Erection and Factors that Influence</span></div>
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<span style="font-family: Verdana, sans-serif;">Erection in men were due to sexual stimulation, either from the senses or imagination. When that stimulus occurs, the brain will process these stimuli and induce a response in the form of enlarged blood vessels of the penis. Furthermore, the blood vessels in the penis fill with blood, causing the penis to harden.</span></div>
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<span style="font-family: Verdana, sans-serif;">Several factors contribute to the penis can harden with the maximum is psychological factors, physical fitness in general, as well as the health of the nervous system, blood, heart, and blood vessels. If there is interference on one of these factors, the ability of men to erection with the maximum will be disrupted. It is often referred to as erectile dysfunction.</span></div>
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<span style="font-family: Verdana, sans-serif;">Impact of Smoking on Erectile Capability</span></div>
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<span style="font-family: Verdana, sans-serif;">Various studies around the world have proven that smoking can cause impotence in men. Next, the researchers examined more deeply to find the reason why smoking can cause erectile dysfunction.</span></div>
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<span style="font-family: Verdana, sans-serif;">Christopher B. Harte, Ph.D., a researcher from the United States, said that one of the mechanisms that lead to a man's penis is less hard-smokers compared with men who did not smoke penis -is due to an interruption in smokers regulate neural regulation of heart rate. This causes the blood to the penis pump less than the maximum time of sexual stimulation, so that the penis is not able to erect a maximum.</span></div>
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<span style="font-family: Verdana, sans-serif;">In addition, a variety of free radicals contained in cigarette can cause blockage of blood vessels in the body-including the blood vessels in the penis. This makes the ability of blood vessels in the penis to accommodate the blood will decrease and cause the penis less harsh.</span></div>
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<span style="font-family: Verdana, sans-serif;">Let's keep a healthy body-one of them to stop smoking. Thus, in addition to maintaining the quality of sexual intercourse with a partner, you can prevent many other diseases that can be caused by smoking.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-13468895572919965152016-10-24T08:07:00.000+07:002016-10-24T08:07:10.402+07:00<span style="font-family: Verdana, sans-serif;"><img alt="Ke Mana Saja Kanker Payudara Dapat Menyebar?" height="213" src="https://www.klikdokter.com/uploads/Ke-Mana-Saja-Kanker-Payudara-dapat-Menyebar.jpg" width="320" />What does cancer spread? As with other types of cancer, breast cancer cells can spread to other parts of the body and cause damage to these body parts.</span><br />
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<span style="font-family: Verdana, sans-serif;">Breast cancers are classified as breast cancer that has spread to other parts of the body is the breast cancer has reached stage 4.</span></div>
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<span style="font-family: Verdana, sans-serif;">When the cancer cells have spread to other body parts, the quality of life is getting worse and cancer will be more difficult to handle even may be not be handled anymore, leading to death.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>The spread of cancer cells occurs through the following steps:</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Breast cancer spreads to healthy cells around it. When healthy cells has become a cancer cell, then the cell can be increased.</span></div>
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<span style="font-family: Verdana, sans-serif;">Cancer cells spread throughout the body via the bloodstream and lymph systems.</span></div>
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<span style="font-family: Verdana, sans-serif;">Cancer cells will then stop in one part of the body and grow to be more in the new location.</span></div>
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<span style="font-family: Verdana, sans-serif;">Spread of Breast Cancer</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Breast cancer generally spreads to the four parts of the body:</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Brain.</span></div>
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<span style="font-family: Verdana, sans-serif;">Lungs.</span></div>
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<span style="font-family: Verdana, sans-serif;">Heart.</span></div>
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<span style="font-family: Verdana, sans-serif;">Bone.</span></div>
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<span style="font-family: Verdana, sans-serif;">Some of the symptoms that can occur in breast cancer spread was as follows:</span></div>
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<span style="font-family: Verdana, sans-serif;">Metastasis to the brain can produce symptoms:</span></div>
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<span style="font-family: Verdana, sans-serif;">Persistent headache, progressive, and severe or distress in a heavy head and very disturbing.</span></div>
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<span style="font-family: Verdana, sans-serif;">Impaired vision.</span></div>
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<span style="font-family: Verdana, sans-serif;">Seizures.</span></div>
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<span style="font-family: Verdana, sans-serif;">Nausea or vomiting.</span></div>
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<span style="font-family: Verdana, sans-serif;">Changes in attitude and personality</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Metastasis to the lungs can give symptoms:</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Chronic cough or shortness of breath or breathing disorders.</span></div>
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<span style="font-family: Verdana, sans-serif;">Abnormal breast x-rays.</span></div>
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<span style="font-family: Verdana, sans-serif;">Chest pain.</span></div>
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<span style="font-family: Verdana, sans-serif;">Other symptoms are not specific as weakness, weight loss and poor appetite can occur.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>Metastasis to the liver may produce symptoms:</b></span></div>
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<span style="font-family: Verdana, sans-serif;">Yellow body.</span></div>
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<span style="font-family: Verdana, sans-serif;">Skin itching or redness.</span></div>
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<span style="font-family: Verdana, sans-serif;">Elevated liver enzymes.</span></div>
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<span style="font-family: Verdana, sans-serif;">Abdominal pain, loss of appetite, nausea, and vomiting.</span></div>
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<span style="font-family: Verdana, sans-serif;">Bone metastases can give symptoms:</span></div>
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<span style="font-family: Verdana, sans-serif;">Progressive and severe pain.</span></div>
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<span style="font-family: Verdana, sans-serif;">Swelling.</span></div>
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<span style="font-family: Verdana, sans-serif;">Bones become more easily cracked and broken</span></div>
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<span style="font-family: Verdana, sans-serif;"><img alt="Kanker Payudara" src="https://www.klikdokter.com/uploads/Kanker-Payudara.jpg" /></span></div>
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<span style="font-family: Verdana, sans-serif;">To prevent the spread of breast cancer, early detection plays an important role. Finding cancer in the body even before signs or spread to other body parts to reduce morbidity, recurrence, and death. Fight breast cancer and do not want to lose against breast cancer</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-10919245539067593262016-10-24T08:04:00.000+07:002016-10-24T08:04:10.208+07:00It is Characteristics of Breast Cancer<span style="font-family: Verdana, sans-serif;"><img alt="Ini Dia Ciri-Ciri Kanker Payudara" height="213" src="https://www.klikdokter.com/uploads/Ini-Dia-Ciri-Ciri-Kanker-Payudara.jpg" width="320" />In most people, breast cancer does not cause complaints. However, the bump is one of the initial complaint often expressed by the sufferer. But that does not mean if there is a lump in the breast, then you are definitely suffering from this dangerous disease.</span><br />
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<span style="font-family: Verdana, sans-serif;">According to data obtained from the Ministry of Health in 2013, breast cancer is the leading cause of cancer after cervical cancer. Therefore, everyone should know the characteristics of breast cancer so that when it was discovered that defects can be immediately acted upon and resolved by health personnel.</span></div>
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<span style="font-family: Verdana, sans-serif;">Here are the characteristics of breast cancer by the American Cancer Society:</span></div>
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<span style="font-family: Verdana, sans-serif;">Lump in the breast or underarm area.</span></div>
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<span style="font-family: Verdana, sans-serif;">Swelling of all or part of the breast.</span></div>
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<span style="font-family: Verdana, sans-serif;">Inflammation or injury to the skin of the breast.</span></div>
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<span style="font-family: Verdana, sans-serif;">Wrinkles on the breast skin that resembles an orange peel.</span></div>
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<span style="font-family: Verdana, sans-serif;">Breast pain.</span></div>
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<span style="font-family: Verdana, sans-serif;">Pain in the nipple.</span></div>
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<span style="font-family: Verdana, sans-serif;">Nipples drawn into.</span></div>
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<span style="font-family: Verdana, sans-serif;">Thickening or redness of the nipple.</span></div>
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<span style="font-family: Verdana, sans-serif;">Discharge from the breast (other than milk), which generally can be pus or blood.</span></div>
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<span style="font-family: Verdana, sans-serif;">Well, now already know 'the characteristics of breast cancer? Doing breast self-examination regularly will allow you to feel the change in the breast. If found their breast cancer characteristics in yourself, immediately perform the checks to the doctor to determine whether the complaint is due to breast cancer or other diseases.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-72622787729888398322016-10-24T08:01:00.000+07:002016-10-24T08:01:10.045+07:006 Steps to Breast Self Check<span style="font-family: Verdana, sans-serif;"><img alt="6 Langkah Periksa Payudara Sendiri" height="213" src="https://www.klikdokter.com/uploads/6-Langkah-Periksa-Payudara-Sendiri.jpg" width="320" />October to breast cancer awareness month, symbolized by a pink ribbon. Breast cancer is a cancer that attacks the glands, ducts and supporting tissue in the breast. This cancer commonly affects women of childbearing age and usually only cause complaints after an advanced stage.</span><br />
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<span style="font-family: Verdana, sans-serif;">According to data from GLOBOCAN (IARC) in 2012, breast cancer is the cancer with the highest percentage of new cases in Indonesia, which amounted to 43.3% with the percentage of death by 12.9%. Handling as early as possible is crucial in overcoming breast cancer. Therefore, it is important for a woman to know and be able to do BSE.</span></div>
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<span style="font-family: Verdana, sans-serif;">on BSE</span></div>
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<span style="font-family: Verdana, sans-serif;">BSE which stands for Breast Self-Examination. With BSE, women should be able to detect changes in the breast and can immediately see a doctor. If at the time of BSE, found a lump in the breast or change compared to the previous month, that's a sign to go to the doctor.</span></div>
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<span style="font-family: Verdana, sans-serif;">BSE is recommended to be done every month. Perform each after completion of menstruation, and can be started from the first get your period or since the age of 12 years.</span></div>
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<span style="font-family: Verdana, sans-serif;">How to Perform a breast self-exam</span></div>
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<span style="font-family: Verdana, sans-serif;">Here are the steps that BSE can do at home:</span></div>
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<span style="font-family: Verdana, sans-serif;">Start the examination by standing in front of a mirror. Raise both hands and check if there are changes in color like red, puckered skin like orange peel, or swelling in the breast.</span></div>
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<span style="font-family: Verdana, sans-serif;">Place both hands on her waist and breast check as the first step.</span></div>
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<span style="font-family: Verdana, sans-serif;">Raise one hand and check the breast on the side of the arm with the other hand. Press the breast from top to bottom, starting from the outermost side and then leads into the three fingers pressed together. Feel for any lumps.</span></div>
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<span style="font-family: Verdana, sans-serif;">In the same position, continue to press the breast in a circle (like a spiral). Check the breast as the previous step.</span></div>
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<span style="font-family: Verdana, sans-serif;">Press the breast toward the nipple with both hands like massaging and see if there is a discharge.</span></div>
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<span style="font-family: Verdana, sans-serif;">In a lying position, do re-examination.</span></div>
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<span style="font-family: Verdana, sans-serif;">Thus six steps BSE. It's easy and you can do it yourself at home. Come on, get to know your body and do not hesitate to consult a doctor if they find anything unusual.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-4099730362409943342016-10-24T07:58:00.002+07:002016-10-24T07:58:21.860+07:00Beware Causes of Breast Cancer<span style="font-family: Verdana, sans-serif;"><img alt="Waspadai Penyebab Kanker Payudara " height="213" src="https://www.klikdokter.com/uploads/Waspadai-Penyebab-kanker-payudara.jpg" width="320" />Breast cancer cases continues to rise. According to data from GLOBOCAN (IARC), approximately 1.67 million new cases of breast cancer were diagnosed in 2012 (25% of all cancers). Meanwhile, based on national data obtained from the Ministry of Health, breast cancer ranks second leading cause of cancer in women. Given the high figures, awareness about breast cancer is very important.</span><br />
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<span style="font-family: Verdana, sans-serif;">Breast cancer. It is reasonable to find out what pennyebabnya when you hear the name of this one disease. Various factors can increase the risk of breast cancer. Unfortunately, there has not been known exactly what causes it. The only thing that is known is that breast cancer is associated with damage to cells' DNA.</span></div>
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<span style="font-family: Verdana, sans-serif;">DNA is the chemical compound in the cells that regulate genes. DNA is not just related to your facial resemblance with parents or siblings; some genes also control the growth, division and cell death. Normal breast cells become cancerous due to changes (mutations) in the DNA. Some DNA mutations are hereditary. However, most changes in the DNA of breast cancer are more prevalent due to lifestyle than genetic.</span></div>
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<span style="font-family: Verdana, sans-serif;">Then, why breast cancer can happen to someone? Cancer occurs when cells in the tissues grow and develop abnormally and attack healthy cells. Stacking these cells can form a mass of tissue called a lump or tumor. Breast cancer occurs when a malignant tumor develops in the breast. Such cells can spread and get into the blood or lymph vessels connected to tissues throughout the body.</span></div>
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<span style="font-family: Verdana, sans-serif;">Changes and damage in the BRCA1 and BRCA2 genes (which are restraining the growth of abnormal cells) may increase the risk of breast cancer. Changes in these genes can be inherited from parents. When one of these genes changed, the gene can not withstand abnormal cell growth making it easier for cancer cells to grow.</span></div>
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<span style="font-family: Verdana, sans-serif;">Women who have a mother, sister, or child with a history of breast cancer are also more vulnerable to two to three times the experience of breast cancer. In addition, radiation and carcinogenic chemicals also contribute to changes in the DNA of cells to become cancer cells.</span></div>
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<span style="font-family: Verdana, sans-serif;">Breast cancer is also associated with exposure to the hormone estrogen. The hormone estrogen effect as it can 'tell' cells to divide. That is, the more cells divide, the more likely the cells become abnormal and become cancer cells.</span></div>
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<span style="font-family: Verdana, sans-serif;">Yes, there are many factors that can trigger breast cancer. Women who have a family history of breast cancer is at greater risk of developing breast cancer. However, risk factors do not directly make sure you get breast cancer. Beware and do examinations early.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-687847294836697822016-10-23T19:24:00.000+07:002016-10-23T19:24:16.223+07:009 Tips to Prevent Choking Children<span style="font-family: Verdana, sans-serif;"><img alt="https://www.klikdokter.com/uploads/health_highlights/" height="311" src="https://www.klikdokter.com/uploads/health_highlights/keselek%20tersedak%20keselak.jpg" width="320" />Choking is still a cause of injury most commonly found in children. A study published in the journal Pediatrics edition in August 2013 to analyze the data the emergency department of the hospital from 2001 to 2009 and found that about 12,400 children under the age of 14 of each year (or 34 children in a single day) were treated for the problem of choking. Sixty-two percent of these cases occur in children under 4 years old, and boys include 55 percent of all cases.</span><br />
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<span style="font-family: Verdana, sans-serif;">Based on these data, hard candy is the main cause (16%) of children choking, followed by other types of candy (13%), meat (12%), bone (12%), and fruits and vegetables (10%). Although most cases of choking in children is not fatal, the incident remains a serious threat. Ten percent of cases of choking require hospitalization and most of them need dtangani with bronchoscopy, a surgical procedure under anesthesia to remove the food from the airway.</span></div>
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<span style="font-family: Verdana, sans-serif;">Follow the tips below to prevent children experience a choking incident:</span></div>
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<span style="font-family: Verdana, sans-serif;">Learn the basic life support (BHD) or basic life support</span></div>
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<span style="font-family: Verdana, sans-serif;">Realize that the balloon risky cause choking in children of any age</span></div>
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<span style="font-family: Verdana, sans-serif;">Keep children (<4 years) of these foods: beans, pieces of meat or cheese, grapes, hard candy or sticky, popcorn, hot dogs, peanut butter, raw vegetables, gum</span></div>
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<span style="font-family: Verdana, sans-serif;">Keep children sitting at the dining table or at least sit down while eating. Do not let children run around, roads, play or lie down with food in his mouth.</span></div>
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<span style="font-family: Verdana, sans-serif;">Cut foods for infants and children into pieces no larger than 3.5 - 4 cm and teach children how to chew well</span></div>
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<span style="font-family: Verdana, sans-serif;">Supervise children while eating</span></div>
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<span style="font-family: Verdana, sans-serif;">Hindrari toys with small parts or make sure the appliances are a little out of reach of children</span></div>
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<span style="font-family: Verdana, sans-serif;">Follow the age recommendations on the packaging of toys.</span></div>
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<span style="font-family: Verdana, sans-serif;">Do not let children play with coins</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-38664370296331786802016-10-23T19:16:00.000+07:002016-10-23T19:16:14.154+07:00Unplug Teeth When Menstruation, May?<span style="font-family: Verdana, sans-serif;"><img alt="Cabut Gigi Saat Menstruasi, Bolehkah?" height="213" src="https://www.klikdokter.com/uploads/Cabut-Gigi-Saat-Menstruasi-Bolehkah.jpg" width="320" />There are many myths that developed in the community about tooth extraction, of which mention that a tooth extraction can create a blind eye until that women who are menstruating should not be pulling teeth.</span><br />
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<span style="font-family: Verdana, sans-serif;">Those things in turn make people more hesitant to perform tooth extractions, but there are conditions that had to be removed teeth so as not to endanger health.</span></div>
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<span style="font-family: Verdana, sans-serif;">Tooth extraction does not cause blindness in the eye, and also may be performed in women who are menstruating. But that must be considered is when menstruation occurs, the hormonal changes that affect the increase in estrogen and progesterone levels will make the gums susceptible to inflammation. To minimize the risk of revocation could be postponed until the last week of the menstrual cycle, ie on day 22 to day 28, because at this time estrogen levels are low.</span></div>
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<span style="font-family: Verdana, sans-serif;">Oral conditions women can indeed be influenced by hormonal changes in the menstrual cycle. In addition, during puberty, pregnancy, use of birth control pills and menopause also involves hormonal changes that will impact on the state of the oral cavity.</span></div>
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<span style="font-family: Verdana, sans-serif;">During the menstrual cycle, women's oral may undergo some changes such as swollen gums become red, swollen salivary glands, mouth sores and bleeding gums. Hormones also affect the response of the woman's body to the toxins derived from dental plaque.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-6826606669553837342016-10-23T19:11:00.004+07:002016-10-23T19:11:53.997+07:00Recognize the signs and symptoms of premenstrual syndrome<span style="font-family: Verdana, sans-serif;"><img alt="Kenali Tanda dan Gejala Sindrom Pramenstruasi" height="192" src="https://www.klikdokter.com/uploads/Kenali-Tanda-dan-Gejala-Sindrom-Pramenstruasi.jpg" width="320" />Do you often experience mood changes before menstruation? Often feel sad for no reason before the coming of the monthly guest? Or, sudden appetite increase before menstruation arrives? If you say 'yes' to all the questions above, it could be you're experiencing premenstrual syndrome, known as PMS.</span><br />
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<b><span style="font-family: Verdana, sans-serif;">What are the symptoms of PMS?</span></b></div>
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<span style="font-family: Verdana, sans-serif;">PMS symptoms include physical and emotional symptoms. Physical symptoms can include headache, fatigue, muscle or joint pain, pain in the breast, facial acne, hard bowel movement, and so on.</span></div>
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<span style="font-family: Verdana, sans-serif;">The change of the emotional side including anxiety disorders, sadness, mood changes (becomes more sensitive, irritable, irritability), change in appetite (becoming more or less), insomnia, and difficulty concentrating.</span></div>
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<span style="font-family: Verdana, sans-serif;">The complaints usually goes away by itself within a period of four days after the first day of menstruation. The cause of PMS is not known with certainty. However, the cause is related to the fluctuation or change in the hormones estrogen and progesterone before menstruation.</span></div>
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<b><span style="font-family: Verdana, sans-serif;">How to cope with PMS?</span></b></div>
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<span style="font-family: Verdana, sans-serif;">PMS is handled based on symptoms (symptomatic therapy). Therapy to deal with STDs include:</span></div>
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<b><span style="font-family: Verdana, sans-serif;">Education</span></b></div>
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<span style="font-family: Verdana, sans-serif;">Know yourself. Make a note on the complaints of the journal, what is felt before menstruation, and so on. Symptoms usually vary each month. Try to cope with the stress you experience. If you are experiencing anxiety, insensitive or excessive depression, you should consult further with the psychologist for counseling.</span></div>
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<b><span style="font-family: Verdana, sans-serif;">nutrition</span></b></div>
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<span style="font-family: Verdana, sans-serif;">A healthy diet is important for physical and mental health. Make changes to your diet. Reduce consumption of caffeine, salt, and sugar. In addition, the supplement of vitamin B6, vitamin E, calcium and magnesium are also recommended.</span></div>
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<b><span style="font-family: Verdana, sans-serif;">Sport</span></b></div>
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<span style="font-family: Verdana, sans-serif;">Not only a healthy diet, aerobic exercise such as walking and swimming can also reduce the symptoms of PMS.</span></div>
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<b><span style="font-family: Verdana, sans-serif;">Drugs</span></b></div>
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<span style="font-family: Verdana, sans-serif;">NSAID class of drugs (nonsteroidal anti-inflammatory drugs) such as aspirin, ibuprofen, and naproxen can help reduce the symptoms of PMS. However, consult your physician first before taking any of these medicines.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-66017882454457400612016-10-23T19:07:00.000+07:002016-10-23T19:07:04.570+07:00Abdominal Pain Left Up<span style="font-family: Verdana, sans-serif;">Thank you for using e-consulting services mottonen.blogspot.com</span><br />
<span style="font-family: Verdana, sans-serif;">Of the complaints that you mentioned, and a history of ulcer disease you are quite severe, there is a chance you are suffering from gastric ulcer or peptic ulcer.</span><br />
<span style="font-family: Verdana, sans-serif;">Peptic ulcer is an open injury to the lining of the stomach or duodenum (duodenal). There are several factors that can cause peptic ulcers, which are disease chronic ulcers that are not guarded properly, smoking, stress, genetic factors, and can be caused by bacteria (eg Helicobacter pylori) or medications that cause weakening of the mucus layer protector of gastric and duodenum so that stomach acid can penetrate the layer underneath.</span><br />
<span style="font-family: Verdana, sans-serif;">The use of NSAIDs (non-steroidal anti-inflammatory drugs, anti-inflammatory drugs non-steroidal) moderate doses can cause abnormalities of the gastrointestinal tract and bleeding. Alcohol and smoking can trigger the formation of ulcers. In addition, coffee, tea, soda and foods containing caffeine can stimulate the release of stomach acid and trigger the formation of ulcers.</span><br />
<span style="font-family: Verdana, sans-serif;">Peptic ulcer treatment consisted of H2 blockers (eg, ranitidine, famotidine and cimetidin). In peptic ulcer disease caused by Helicobacter pylori, will be given antibiotic therapy. Healing period usually takes as long as 8 weeks, but the pain usually disappears after a few days. Although the symptoms have subsided, the drug should be taken until the end so that the infection completely subsided.</span><br />
<span style="font-family: Verdana, sans-serif;">Here are tips to prevent gastric ulcer:</span><br />
<span style="font-family: Verdana, sans-serif;">Pay attention to diet. Should eat them enough and regularly. Avoid foods that are irritating to the stomach, such as spicy foods, acidic, greasy or fatty.</span><br />
<span style="font-family: Verdana, sans-serif;">Avoid consuming alcohol. Alcohol can cause thinning of the stomach wall which can cause inflammation and bleeding of the stomach.</span><br />
<span style="font-family: Verdana, sans-serif;">Avoid smoking. Smoking can cause disruption to the work of the protective layer of the stomach and also increase the production of stomach acid.</span><br />
<span style="font-family: Verdana, sans-serif;">Exercise regularly. Sports were selected that are aerobic. Aerobics can increase breathing and heart rate, stimulates the activity of intestinal muscles that help remove food waste from the intestines more quickly.</span><br />
<span style="font-family: Verdana, sans-serif;">Replace pain-killers. Avoid the use of drugs that are categorized as non-steroidal anti-inflammatory because it can exacerbate existing inflammation.</span><br />
<span style="font-family: Verdana, sans-serif;">However, to ascertain whether the cause of the disease youà we advise you to consult directly with a specialist in internal medicine doctor for further tests such as endoscopy and abdominal ultrasound. Besides treatment intended to make you a better handling optimal.</span><br />
<span style="font-family: Verdana, sans-serif;">So that we can tell, may be useful</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-87181916668623372262016-10-23T19:00:00.000+07:002016-10-23T19:00:07.318+07:00Make a Face Mask of Tea<span style="font-family: Verdana, sans-serif;"><img alt="Membuat Masker Wajah dari Teh" height="212" src="https://www.klikdokter.com/uploads/Membuat-Masker-Wajah-dari-Teh.jpg" width="320" />One way to treat the face is by using a mask. As an alternative to the expensive face mask, you can try making your own face mask. The materials are also natural and easy to find in your own kitchen, such as cucumber, milk, honey, and even tea!</span><br />
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<span style="font-family: Verdana, sans-serif;">Aside from being a healthy beverage, tea can also be a natural raw material to the face mask. The following recipe facial mask of the types of tea that you can create yourself:</span></div>
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<span style="font-family: Verdana, sans-serif;">Black tea</span></div>
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<span style="font-family: Verdana, sans-serif;">Masks mixture of black tea, honey and lemon.</span></div>
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<span style="font-family: Verdana, sans-serif;">Polyphenols and tannins contained in black tea associated with regeneration of the skin, prevent acne, and diminish skin irritation.</span></div>
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<span style="font-family: Verdana, sans-serif;">Honey serves as a natural antibacterial, so it is often used to treat and prevent acne. In addition, honey also contains many antioxidants which protect against premature aging.</span></div>
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<span style="font-family: Verdana, sans-serif;">Such as honey, lemon juice also has an antibacterial effect. The content of citric acid contained in lemons can lift dead skin cells and remove the black stain on the face.</span></div>
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<b><span style="font-family: Verdana, sans-serif;">How to make:</span></b></div>
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<span style="font-family: Verdana, sans-serif;">Brewed black tea bags using ¼ cup of hot water. And mix 1 tablespoon of honey. After that, apply to face and leave on for 10-15 minutes before rinsing with cold water.</span></div>
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<b><span style="font-family: Verdana, sans-serif;">Green tea</span></b></div>
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<span style="font-family: Verdana, sans-serif;">Masks mixture of green tea, baking soda, and honey.</span></div>
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<span style="font-family: Verdana, sans-serif;">Green tea effective against inflammation, diminish wrinkles and fine lines, as well as protecting the skin from the dangers of UV exposure. Baking soda serves as a detoxification so it can exfoliate dead skin. While the role of honey here to moisturize, tighten and rejuvenate the skin.</span></div>
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<span style="font-family: Verdana, sans-serif;"><b>How to make</b>:</span></div>
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<span style="font-family: Verdana, sans-serif;">Mix 1 tablespoon of green tea and 1 tablespoon of baking soda. Stir both ingredients until blended and add honey until quite thick. Apply to face and let stand for 5-10 minutes. After that, rinse with cold water.</span></div>
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<b><span style="font-family: Verdana, sans-serif;">White tea</span></b></div>
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<span style="font-family: Verdana, sans-serif;">White tea contains antioxidants that can eliminate eye bags and brighten and rejuvenate the skin.</span></div>
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<span style="font-family: Verdana, sans-serif;">How to make:</span></div>
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<span style="font-family: Verdana, sans-serif;">Pour 1 cup of white tea with boiling water. Wait until the water gets warm and then enter a towel or cloth to steeping water, and squeeze until half dry. Put on the face. Warm given by towels will open the pores so that the content of tea is easier to absorb.</span></div>
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<span style="font-family: Verdana, sans-serif;">Good luck!</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-43208753568165286752016-10-23T18:43:00.002+07:002016-10-23T18:43:22.769+07:005 Tips Regarding Skin Care Eye<span style="font-family: Verdana, sans-serif;"><img alt="5 Tip Perawatan Kulit Seputar Mata" height="213" src="https://www.klikdokter.com/uploads/5-Tip-Perawatan-Kulit-Seputar-Mata.jpg" width="320" />They say the eyes are the window to the world. If the eyes look radiant, then the entire face will look more radiant. It will look more perfect if the skin around the eyes is free dar dryness, dark circles, puffiness and wrinkles.</span><br />
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<span style="font-family: Verdana, sans-serif;">Well, to get the skin around the eyes healthy and beautiful, you should take proper care. The following tip.</span></div>
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<span style="font-family: Verdana, sans-serif;">Clean Makeup Eye</span></div>
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<span style="font-family: Verdana, sans-serif;">Before you start taking care of the skin around the eyes, you must first clean the eye makeup. Use the special cleaner softer eye. If you use waterproof cosmetics, it would be better if you also use a cleanser that is formulated specifically for these types of products. Or you can try petroleum jelly versatile to clean the eye makeup. Use cotton or soft cloth. Afterwards, rinse the eye area with warm water.</span></div>
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<span style="font-family: Verdana, sans-serif;">Compress Cold Water</span></div>
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<span style="font-family: Verdana, sans-serif;">You can compress the skin around the eyes with cold water to reduce eye bags and puffy eyes. Compress can be done after you clean the eye and facial makeup. In addition to cold water, you can also compress the eye for 15-20 minutes with cold cucumber slices.</span></div>
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<span style="font-family: Verdana, sans-serif;">prevent Wrinkles</span></div>
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<span style="font-family: Verdana, sans-serif;">To prevent or reduce the wrinkles around the eyes, you can apply a cream that contains antioxidants, vitamin E, or vitamin C. If you want a more natural materials, organic honey can be an alternative choice.</span></div>
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<span style="font-family: Verdana, sans-serif;">Sunblock</span></div>
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<span style="font-family: Verdana, sans-serif;">The skin around the eyes also need sunscreen to avoid the signs of premature aging-like dark circles and wrinkles. Therefore, do not forget the skin around the eyes when you put sunscreen.</span></div>
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<span style="font-family: Verdana, sans-serif;">Inadequate Water Needs</span></div>
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<span style="font-family: Verdana, sans-serif;">To prevent dryness of the skin around the eyes, meet your daily fluid needs. However, avoid drinking too much water at night when you do not want the eyes to be swollen the next morning.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-30660485011972995282016-10-23T16:10:00.002+07:002016-10-23T16:10:44.987+07:005 Food and Drinks Make Yellow Teeth<span style="font-family: Verdana, sans-serif;"><img alt="5 Makanan dan Minuman yang Bikin Gigi Kuning" height="213" src="https://www.klikdokter.com/uploads/5-Makanan-dan-Minuman-yang-Bikin-Gigi-Kuning.jpg" width="320" />It was said that brilliant smile is a smile that displays a row of white teeth. Unfortunately, to have radiant white teeth is not easy. Especially if you frequently consume food or drinks that leave stain (yellow stain) in gear. Instead of white glow, your teeth might have even more yellow.</span><br />
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<span style="font-family: Verdana, sans-serif;">If you want to get rid of yellow teeth threat in the future, here are some foods and beverages should be aware of:</span></div>
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<span style="font-family: Verdana, sans-serif;">Fruits</span></div>
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<span style="font-family: Verdana, sans-serif;">Blueberries, blackberries, strawberries, cherries, red pomegranate and other fruits with striking colors can cause stains on teeth. Likewise, juices and cakes accompanied with a mixture of these fruits. Meanwhile, fruits with a paler color-like green grapes, and cranberries are less likely to cause stains on teeth. Nevertheless, the fruit contains acids that can soften the enamel of your teeth.</span></div>
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<span style="font-family: Verdana, sans-serif;">Tea</span></div>
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<span style="font-family: Verdana, sans-serif;">Tea can be regarded as the drink is good for health. However, consuming too many drinks can make your teeth become yellow, especially black tea. This is because black tea contains a lot of tannin, so it is more aggressive tooth staining compared with green tea, herbal tea, and white tea.</span></div>
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<span style="font-family: Verdana, sans-serif;">Coffee</span></div>
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<span style="font-family: Verdana, sans-serif;">Coffee was able to increase stamina and prevent drowsiness. However, the content of tannin (tannic acid) in these drinks can cause plaque on the tooth surface to brown, so that the teeth look yellow. Not only that, tannins also make the coffee becomes low pH or acidic. This condition can soften tooth enamel, making teeth more easily infiltrated dye.</span></div>
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<span style="font-family: Verdana, sans-serif;">Ketchup and sauces</span></div>
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<span style="font-family: Verdana, sans-serif;">The food tasted better when accompanied by soy sauce, chili sauce, tomato sauce or curry sauce. Unfortunately, although friendly to the tongue, the types of food supplement is the 'enemy' of your teeth.</span></div>
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<span style="font-family: Verdana, sans-serif;">Soft drink</span></div>
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<span style="font-family: Verdana, sans-serif;">Carbonated drinks have high acidity, which is 2.52. Acid, artificial coloring and components of artificial sweeteners in these drinks can soften tooth enamel, which can trigger the occurrence of dental caries or cavities. Soft tooth enamel susceptible to compromised stains, so your teeth will be easier to change color.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-27744475209935670292016-10-23T15:41:00.000+07:002016-10-23T15:41:03.319+07:00Shark Liver Oil as New HIV Therapy<span style="font-family: Verdana, sans-serif;"><img alt="Minyak Hati Hiu sebagai Terapi Terbaru HIV" height="211" src="https://www.klikdokter.com/uploads/Minyak-Hati-Hiu-sebagai-Terapi-Terbaru-HIV.jpg" width="320" />A healthy body is associated with good immunity anyway. Immunity of the body, especially in people with HIV, can be improved in various ways. One is through the shark liver oil.</span><br />
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<span style="font-family: Verdana, sans-serif;">HIV virus</span></div>
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<span style="font-family: Verdana, sans-serif;">One viral disease that attacks the human immune system is HIV. The virus is spread through bodily fluids and attacks the body's immune system, particularly of CD4 cells is commonly called T cells T cells responsible for assisting the body to fight infection. HIV destroys these cells so that the body can not fight off infections and diseases that attack.</span></div>
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<span style="font-family: Verdana, sans-serif;">Over time, HIV causes the number of CD4 cells is reduced to below normal values. This causes the body to fight disease more difficult. Sometimes it happens opportunistic infections or cancers in which this situation is already very bad indicates immunity.</span></div>
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<span style="font-family: Verdana, sans-serif;">Alkyglycerols on Shark Liver Oil</span></div>
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<span style="font-family: Verdana, sans-serif;">You've heard about the shark liver oil or shark liver oil? A shark liver oil supplements derived from shark liver organ. The content contained in it, including alkyglycerols, squalamine, and squalene.</span></div>
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<span style="font-family: Verdana, sans-serif;">Since then the centuries, shark liver oil has been used by fishermen for treating many diseases. With increasing time, a lot of research done to find out more in benefits. The study states that shark liver oil can be useful for troubleshooting on respiratory, skin, mouth sores, prevent side effects of radiation, enhance the immune system, and others.</span></div>
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<span style="font-family: Verdana, sans-serif;">The content alkyglycerols on shark liver oil was also found in the human body, ie in the bone marrow, liver, spleen, and breast milk. These compounds play an important role in the production and stimullasi white blood cells. White blood cells are used to fight a variety of diseases that attack the body. Alkyglycerols also helps normalize bone marrow function, improve immune against bacteria, fungi, and viruses through phagocytosis (eating cells are damaged), as well as producing antibodies. Alkyglycerols most potent source can be found in shark liver oil.</span></div>
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<span style="font-family: Verdana, sans-serif;">Research conducted by the American Society for Microbiology reported that alkyglycerols able to suppress HIV replication. But indeed, this study was conducted in vitro or cell research in the laboratory. Therefore, further research needs to be done, to see how big a role in inhibiting HIV alkyglycerols.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-63910059405663076882016-10-23T15:09:00.003+07:002016-10-23T15:09:51.647+07:00Sports to Avoid Cardiac Patients<span style="font-family: Verdana, sans-serif;"><img alt="Olahraga yang Harus Dihindari Penderita Jantung" height="213" src="https://www.klikdokter.com/uploads/Olahraga-yang-Harus-Dihindari-Penderita-Jantung.jpg" width="320" />There Mens in corpore sano, a healthy body there is a strong spirit. It is an open secret that in addition to diet and good lifestyle, exercise is also needed to keep the body healthy and awake optimal performance. However, be careful! If you have heart problems, exercise can be a tricky thing: provide benefits, but also can be dangerous.</span><br />
<span style="font-family: Verdana, sans-serif;">Disorders of the Heart</span><br />
<span style="font-family: Verdana, sans-serif;">In principle, heart disorders may actually be experienced by anyone. But based on existing data, the older you are, the higher your risk of suffering from heart problems. So the elderly, should be increasingly vigilant when exercising.</span><br />
<span style="font-family: Verdana, sans-serif;">Disorders of the heart of the most widely experienced in the age group above 40 years is a disorder of the heart due to blockage of the coronary blood vessels. Based on data from 2015 American Heart Association, heart problems due to blockage of the coronary arteries is experienced by 7% of the population aged 40-59 years, and then increased to 15% in the age group 60-79 years. Over 80 years, this heart disorder affects nearly 25% of the population. Men are twice as likely to suffer heart problems than women.</span><br />
<span style="font-family: Verdana, sans-serif;">In younger age brackets ie 20-39 years, due to blockage of coronary heart disorder is more rare. Most heart problems are caused by structural abnormalities of the heart which is already present at birth, but are not recognized and detected. When a person is diagnosed with heart problems, exercise activities to be something that should be 'legalized' by the doctor. But in general, there are certain types of exercise are recommended to avoid patients with cardiovascular disease.</span><br />
<span style="font-family: Verdana, sans-serif;">Avoid Sport</span><br />
<span style="font-family: Verdana, sans-serif;">Certain types of sports can be very dangerous for a patient with heart, both congenital heart defects and coronary heart disease. Sports are dangerous for heart patients is a highly competitive sport, such as race, football, basketball, tennis, badminton, and other various sports competitions.</span><br />
<span style="font-family: Verdana, sans-serif;">Why is it dangerous? Because at the time of competition, a person 'is required to expend all his ability without being able to adjust the limit with their personal abilities. As a result, someone who is basically already have a heart disorder may suddenly experience the rhythm disturbances and cardiac work, and there was a heart attack. Unfortunately, most of these heart attacks occur outside the hospital, and of course with limited facilities, rescue measures will be more difficult.</span><br />
<span style="font-family: Verdana, sans-serif;">Therefore, if you indicate heart disease, should avoid the types of sports competitions mentioned above. When you have to do this, consult first with your doctor the extent to which you are allowed to live.</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-24503487792158171332016-10-23T15:03:00.002+07:002016-10-23T15:03:28.775+07:00Sport for Children with Congenital Heart Disease<span style="font-family: Verdana, sans-serif;"><img alt="Olahraga untuk Anak dengan Penyakit Jantung Bawaan" height="213" src="https://www.klikdokter.com/uploads/7-Olahraga-untuk-Anak-dengan-Penyakit-Jantung-Bawaan.jpg" width="320" />Heart disease in children is common everyday is a congenital heart disease -sekelompok heart disease can occur at birth. In the past, physical activity in children with congenital heart disease are limited, because it feared that the increase in the work function of the heart that occurs during exercise can not be tolerated by the child's body. However, some of the latest findings in this regard show otherwise. Mild intensity exercise routine is not only safe, but also can be beneficial for children with congenital heart disease.</span><br />
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<span style="font-family: Verdana, sans-serif;">American Heart Association (AHA) says that exercise is the most ideal for children with congenital heart disease is a type of aerobic exercise. Sports are included in this category are walking, jogging, swimming, biking, hiking, and climbing stairs. Group or team sports such as basketball, soccer, tennis, and volleyball are also entered into the category of aerobic exercise. Why this kind of sport is considered ideal? Experts say that aerobics can help optimize the function of the heart, not just during exercise but also at rest.</span></div>
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<span style="font-family: Verdana, sans-serif;">AHA recommended frequency of exercise for children with congenital heart defects was about 30 minutes each day, at least 5 days a week. However, if this is considered too heavy, can be started from the target that is lighter and then increased gradually. In undergoing the aerobic exercise, the target heart rate to ensure that it is appropriate exercise intensity is approximately 70-80% of the number predicted maximum heart rate, which can be calculated as 220 minus age at this time.</span></div>
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<span style="font-family: Verdana, sans-serif;">Keep in mind also, children with congenital heart disease may feel tired more quickly than their peers. When in the middle of the sports they seem or say that they are fatigue, it is recommended to rest first. Afterwards, they can do these exercises with a speed or a lower intensity.</span></div>
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<span style="font-family: Verdana, sans-serif;">Sports is not only exciting and fun, but also can improve fitness. By doing regular exercise and a structured, children can also develop motor skills and interpersonal relationships with friends his age.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6553083575399330440.post-56317807241715101682016-10-23T14:57:00.000+07:002016-10-23T14:57:11.275+07:00Keeping Heart Health with Freeletics<span style="font-family: Verdana, sans-serif;"><img alt="Menjaga Kesehatan Jantung dengan Freeletics" height="213" src="https://www.klikdokter.com/uploads/Menjaga-Kesehatan-Jantung-dengan-Freeletics.jpg" width="320" />In general, Freeletics offers a wide choice of exercise, including steps reps and run activities. In addition to weight loss and improve muscle strength, exercise manifold High Intensity Interval Training (HIIT) also has various benefits for the cardiovascular system that includes cardiac and blood vessels.</span><br />
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<span style="font-family: Verdana, sans-serif;">One of the main benefits Freeletics for the heart is to enhance the resilience of the cardiovascular system. Because physical exercise developed by Freeletics includes many anaerobic exercise, the heart can be trained to adjust the pumping of blood flow in accordance with the level of activity. A clinical trial of the American College of Sports Medicine showed that after eight weeks of applying HIIT training, research subjects can be cycled two times longer than before at the same speed.</span></div>
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<span style="font-family: Verdana, sans-serif;">In addition to maintaining cardiovascular endurance, Freeletics physical exercise can also help stabilize blood pressure to remain within normal range. High blood pressure, or hypertension, is one of the factors causing various diseases such as heart attack or stroke. By doing HIIT routine, activists Freeletics also minimizes the risk of the emergence of diseases of this kind.</span></div>
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<span style="font-family: Verdana, sans-serif;">Physical activity in this type of HIIT also tend to burn more calories than conventional exercise, especially after exercise. This is because the Excess Post-Exercise Oxygen Consumption (EPOC) can run longer after undergoing HIIT exercise. Through this process, the percentage of body fat and weight also can go down faster. This is certainly very beneficial for people with obesity who wants to lose weight and reduce the risk of coronary heart disease. In addition, HIIT also shown to have a positive role to reduce blood sugar and cholesterol profiles.</span></div>
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<span style="font-family: Verdana, sans-serif;">Through a range of benefits that can be gained from Freeletics and HIIT, is expected to more people who may be more concerned about health, especially the heart organ. Additionally, with the growing number of people who apply HIIT in everyday sport activities, it is expected that the level of society in general cardiovascular health may also increase.</span></div>
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