14/12/2022
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4QC2RXhpZgAATU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAAZKGAAcAAACAAAAALAAAAABVTklDT0RFAABDAFIARQBBAFQATwBSADoAIABnAGQALQBqAHAAZQBnACAAdgAxAC4AMAAgACgAdQBzAGkAbgBnACAASQBKAEcAIABKAFAARQBHACAAdgA2ADIAKQAsACAAZABlAGYAYQB1AGwAdAAgAHEAdQBhAGwAaQB0AHkACgAA/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEJCQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgBZAMgAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A1gKcooC1IormOklUVIBSIuQKlVaYhAKeBShacFxQAAYpaKKAClzTeaOaADIo3U2jHNADy9JuFNo4oAduFIcU0UuKADFGDTsUuKAI6MU/bRtoAYKXFO20u2gBuDSYqTFJtoAbilxTsUbaAG0vNLilAoAZzS5pxFIBzQAc+tLn3owaMUwDPvS+YwptFAD/ADPao2YE9KWmH71JgPzSd6aDRnmkBKpIFO5qMHilzTAfmnbqizRk0CJNwoyKjzRuNMCTNJkUzdRmkA/8aMUzPNG6gB9JTQ1GaAFwfWjFNyPWjPvQMcQaTNGaKAEpCKXJ9aMn1oAaVphGKkNNJ9qQDc0oagimUAP3U7eKizRmgCXcvpRkelQ8+tG40ATZX0prAetR7jTS/WncCzbBdhOe9TFgOnFU7V/3X41YAJpiHF/SkyTQozUixk0hkYXNPWMk9KlVAKdu9KYriLEP4qcQF6CkzQTmgBrAt1JxUDxqasGk2etAFMw570wwVfMdJ5YpiKPke1Ag9qvbPajy/agCj5HtS+QavhB6UbPagCh9nFOFuM9KveX7U5IwXAxQBQ+zDNH2cegrQMYJo8selO4Gf5HtS/Zz6VoeWOwpQg9KQFAW49KUQAdq0PLHpR5Y9KYGf5HtSiD2rQ8oelKIvai4Gd5HtTxb1oeUPSjyhQIpC3xUqxCrQjFKI8UAQ7MU5RUm2j6CgCMimHpUhFNIouBzAQsalWM0qgVIvFZlkscfFSqoqJWp4agB+BjimGjJpDTASiiigAoxRiloAbminYoxQAmKMUYpaAExQKKXigBwWpNgpi1KCKYDdnNIVqXijFAiLYfSlCHHSpse9KPpQBBsNJ5Zqzx6UYFAFbYaNp9KsYFJx6UAQbacFNTAj0pcCgCuUo2VYwKMCgCtt9qNvtVjC0uB6UDKu2jbVnatHlpQFyttpjKM1c8pDTGhFDAq7aTbzVryhTfJ561IXIgKXb7VOIvejyT60wIMUban8k0eS1AFfbRs5qz5LU3ymoAg20mKn8o+lHlN6UAQbTSEVP5TUhibHSgCAA0YqYRt6UGM56UWAgxSc+tTeWfSk8s+lICLn1p3Ip/ln0pfKagCLJoyam8pvSmmM+lAEWTQal8pvSk8s+lAEdNNS7D6Umw+lAEWDRg0/afSjFAxm2l2H0oORQGxQIbt9qaykDpUwehnG08U7AFtHmIYFWlj9aZAwEK8VKDmmIUbV+6KUk+tNxS4oAXmijmjFAC5opAKWgBaWm4pQtAC0tKBSgUwEH0pQPajilPFABgelLgelJilxQAvHpTkGGzjpRilUfyoBiAe1LgUuDS4oEJx6U4AUYoxQAvHpSgCkpaYC8YpePSgLS8UCDj0ox7UvFLxQAmPalI4oyKM0ANIpuKcabQA0imGnmmGgDnFHFSDpTFHFSLWZY9OakAqNKkFABSYpe9FMBMUmKXFGKACijFOxQA2jFOxSYoASjFOxSYoAMUoFJS0AA9qkFRjing0wJAaUVGDTwaBDhThTM0oNAD6KTPFHNMApCDS0UANwacDxRRxQAZpR70mTS5oAXFGAaTNLu9KADFG00m6l3j0oEJimMTT91Iz89KTGNFNOadmkLUgFVjT8tTFan7hTQBk04N7mm55opiHbj6mjd7mmZpSaBilzSbz6ikyKSkIdvNJvNJkUmaBi7zR5ntTeKTAoAcX9qbv9qTFJQA7dSbqQnikoAd5nuaTfTcCjikA7fRvNM70uBQApekLGk4ooACfaozT80YFAEZFMK1MVFN2UhkOKZIcKeasFahkj+U0wLMJHlL9Kl3YqOKPCKPapNlMA3n0o3GlxRt9KBBuPrRk0uKMUAJn3pwajbShaAAPS7qMUuKAE3GjPvTsCjbTAM0uaXbRtoAXdS7qTbTsUAGacG4NJinAcGgBNxpc0Yo2GgQu6l3Um2lCmgAyacGoxS4pgLuo3UgWlAoEG40oPqaMUuKQBml5oApcGmAhNN70/FJigCM0w1KRTStAHNgU8Cmr61IMVmWOUc0+minCgAooopgFFGKMUAFLSYpe1ABRRSYoAWiijFABxRRijFAC4pRRRQAop4plPpiFpRSU7BoAUUtNFPzQAcUlLupKYBiilo4oASl4pMUUAFFFLxQAnFHFGKKQCYphPPNSVEetJgPApMUZpCaAHKKdimKadzTAAKWkzRzQAYpKXJ9aSgAoxSc0ZoAKQmlppoADRRRmgBMmkJpaaaQC5pKKKADFIc9qXNFACZpM+1B60E0DDNGaSigAzzSZ4opKBBz60nPelo70AJk1G/Q1KaikpgXE+4PpTqRB8opaAClFLigCgBKdikpaACjFGKWmAUtGDShaAAU4CjFLxQIUClxSZpaAAU7FNp1MBQKdj5fxpoNO7CgAxTsUlKKBBinAUgpaADFO49KSloAMUoWgU6iwDdtLtpaWiwCYpcUUYosAYpMU7FO20WEQkYppFTmOjYKdgucqF5xTwtKo5p4HFZGggFLiinZoAYRil/GnEU3GKYBijFLS4NADaXilxSdqAExS8UUUAGKMUtFACUvFHFFABRS4pMUAOHWlpBS0wHDrTs03vTuMUCClzS44oxQAlKDSYopgOpeKTBpcUAJikp2KMUANpaOKKACkxTttKRQBGelRnrUzjFRuMVLGJjikp1IaBAOtP7UwDmnjpQAcUvFJilpgJikp1NNMBKTFLRSASkNL1owefagBuKQrTulB6UAM5opTSUgCk5paKAEozRRg0DEpMUuKKAG80U7FIRSAbRRiigBMUtFFACc0x+o+tSUw4LqPemIuqPlFKBQOlFMAooooAKWmSzRQjMkiIP8AaYCs+TxDpEPXUICfRWz/ACoA1KKxR4s0ZmIF4CQcE4P+FWIdf0qdtqX0Qb0Jx/OmBqClzTVIZQykFSMgg5BHtS0CHZopBS0AKKdSCnAUwEApwpBSgUAOxTsdKb2p7cY+lACClpMU4UCDFOFJQKYC0tJS0gFFLSClFMBaWk3Uc0ALSjpSCloEOGKUNTaKAFJphPvTj0ppBphY5wU7tTQDTscViaCryaXtSKKdg0AJSGlpKYBil5oooAKOKKKAFxSc+tLRQAmKMUtFACYpaKKACjFFLkUAFKBSCnCgBcUozRkYzmo2uEU4GWPtSlJIai3sT0ZqqbhyDiMD6momu7gfdjGaj20O5fsZ9i/2zQOtUU1FRgSoyk+g4q4jrIu5WBHtWsZJ9SJRcehJS0lKDTJCkxS0UgG4pRRiimAvNFFFACNzTXHApx6Ux88UmAYpCOeKWkPWkMTHNSAcVFnmpcjFCASjFFLTEJTSadUM8ywxliM+gpgK7rGhZ2CqOpNZt1qeATHwi87j3ps5GBJdElz9yPsPw71QNq95MvBCg/p/KkNIa3iEgbQ5J9QKhTWWJ3qSzHoCMCoP7GlN1IBtIRMrk4BNUo7CVphHvMshLcjgcUWA3otdkRh5/l7T0Oea2be7jnwFYZ+tcQNMuWuxGsbNjnpnn1robCGSELlWAXtip50aeyZuUYpAQwBHQ0uRTMhuKKWkJoAKM0lFAw5pvNOptIBc0ZpKKACjiiigBKKMUYoAKZ/y0X60+mrgyrTEXB0paKKYBXN+L/FC+HrEeUoe7l/1Sn+H3NdGzBQSegGTXiGvan/a+uXFzK+RvKxr/dUcCmlcGZl7rF9f3BuLy4lkdjnDNkL9BTYLuV2yWwPu5280k0YDbsfSt7wtp0FzOBctxnpjrVSairijFydjIkm+zqdk3GMnK96at9JIdqOS3TH/ANevXofDmkrGQtojbuTkZqf+wtLizi0t0b2WsPrK7HSsLLueceGfG2paRcpaXCvdWjHAjz8y/wC7Xs6MHVWA6jNcq2i6cJ1lFrH5icq2MYrcsLksPKf7wHyk96I1lJkToOKuXxThTQMU4VsYi07NNpRQAtOHSmgU7FAC55xT2HP4U0DBpx+8aBBS0lLigBaMUUZoAXilyKbmjFADs0uM0AU8CiwCAetKKKKdgFoxRS0CCgUvFKBQAmKQ06gigDmRxT8HFJt6U4dKyNBQKKB1oxQA0jmjin4pMUwEANLtpQfanUAMxQBTyKZQAmKMUtFACc+tOxSUooAMU7bRinDpQBGRSYqQioyKAAUGQKMmiqsjiWbyx0BxSbshwV3YeQ02cnaB0AoVQh2AcetSqAFA9TjmpNgXGRnNcdaeh30YJMjSIueRVhYcKDip40BANWEhLc9q5k7nS7LczpLVWBOOD1FV/shRg0ZKn61vG3BXpUEkQXtVqUokNQa1M+KUk7X4b19am6VDdhQpI6jvSW03mx/N99Tg120avNucFajyvmWxYopKMV0HOLSUtJigApaTFGKQAelMank0wjmhgJR3oo70hiY5qTHFRc5qTPFABRRkUlMQZrLvLtRI6JtaRSMKfx/wNaZrzrXNZa21cgOAzjdlfb5f61SA6NL5neQgB5N+0t149BWwltI9orL8jMMkAdq5DSL6P5YhgMTnr0969CsnDxKcZXAA9aluxaVzBn0dpljWKdlKcE9jnNWLbRZbUK4ZJQBkhhgjntWxJGVJyOPUVLDhxjrj1rkdSV7HbCnG1ygLDFys6JtAUg090Vuo5PrVue7t4k+Zif6/SsxbsXc5SCNyR3wamV2XGxER5LYbhT0zUmK57xRe3lrPDB9mkeNnwAvRm9z6VuwszQxlhhioz9a6KV7anHWiubQdSUppK0MAopKM0DEJpKDSUgFozSZozQAZozSGjtQAuaXNNpaAFpI+ZloxSxD9+PpTEW6KAaKYDJY98LpnG5SP0r54vg1nq1zE+cxyEdPevoknFeQ6x4bN/wDEO5t2Z44Zh54K4+b1x+NUpKO4crk7I5qNmmDEAkj1HWum8PW8st1EgUhSM1oyeB4raORbe5l87BIjcKA34qBVjw5utrhlmGMDAB7etYVKvMtDeFBxlqdjCohjUZO33NVLrVmH/HnbmYL1JcIv5mr0apcxmNjjcOtQSaPCsYJ3EAnCk/L+Qrnhbqdcr7IxbfxBdXV99lTT1JDYYxzBtv14qDXdVuoZ4be1Mkbq4LzKhYg9gB71saTo8WnXNzcJ5cTTtk7V25q7ParcOHXIdCGzyMgHvzVxklIiUG4M1reQy26OQQSuTkYNSjrTI33Rq+OoyaeDXWcDFpRSUtMQ4UuaaKWgB68sKUn5j9aah+cUE80CHA0u6m5ooAdmloApeKAFApwFJS0ALmlFNFOxQAtOApoFOHSmACnAU2nYoELilxSUtABig4xRRQBzY6UCgHijIrI0FHWlxSCnZFACGkpTRimAAU6kApcUABNN4p+KaaAE4oxRijFACAZpRQOlFADgacDxTBThTAD0php/akIoERtkKTWRav8A6S4YfNk85rY46VhSqlrfuJHIL8r71EloaU9zV+0fOBgYzmrKyh+CR7c1jyFjtZGJU+tLBcPE20ke1cVZanfSdkbkE/lyBCflNa8DApXMRyZOTnnpWnaTnoW4x1rCOjNpLmRpSSnBAquWlbIIpsmpWUYwZlLjtmqMniKzWTyo3BcnAAOc1qotmaaJ2tHkJ3kD61kXF/aabeokko/eghmHOMfSn6vrk1rE0ceVkccMRnFcpbSXk2rrJPasQG+aaVuCO+BW1OFnczqO8Wjuopop0DxSI64zlWzT81TtLKKCd5IYQilcZHT8qt12HnD80UgpaYBRSYoxQAhpppx6U01IwNHGaDQetMQgHNPxxTKdnikAYowaTNG6mAuDXjHihHj8Q3FtsIZHIBb0PIP0NezZrzPx5pjQ6uNUcs8EgCE/3SOx9vSqQmY3h55E1Lyi/mEcZFeyaWWNtGCdqgCuD8K6Za3SeYiRiVMKxbr/AJ6V11vObK4a2cq5A3KqZOB/jWcppOx0Qotx5kbrygrgdPWoSrrE7qRxTGnWVdyNn6VGszRtkgkHqK4pv3zspr3TP1K11O9s3jsZvsrN0mK7m/8ArVJoFhJaeYrPuOcFnYsTWvGY3HK4B64FMugEVY4TtLHAPpVrVDaSYt1bQ3kflNh2HO4djWQqNBM0Rbj09Kuz2szLxeFOONgxn61jMGtbpYpLhpZHIb5utXCLWplVaasjQzSc0UV0HCNzQaQ80c0gDmk5paSgAooooAKKKTNABzS0UuKADNOgwZvwpMVJAvzk+1MRNRSnFJmmA1+FzXKeJk+ySWusqjOLRiJQg58sjn8jg/hXVv8AdNUpkR45I5VBjYEMG4BHpSexcHZ3KlvJBqFst1bSK/SRZAcjBrGjs0N68xfI3dBWfaaSInZLR5obZXKphuqitB4HtJSFz5fUe1cctHY9FSUlc1o5NsoU9O1akUileSSPeuct71GfDDkVcN2iHG/9aSBssXlwrzeWrFSBwR61i3/2oESLcSiYZ/iIUj0xnH6VM2TIzCRlXO7gcms+e2LuSlpLIG6mVzzW0UjNts7PRZjc6VE5JOOMmtCqOkW32PS4ISeQCTz6nmr2a6FscEt2LzS0lFUSOBpc03NKCDQA9D834UUIOCfagEUAKKeBTN1O3UCHUopBS0AOpRSUooAWnU0UuKLAOFGaQCl4piHCnU0UZoAdS00GloAWiiigDmR0oopRWRqOGMUvFItLQIMUY4paKYCilpoFOoAWmEU/aaCKAGYopcUpFACYpMU7BpMUAJThScUopgFIRS4FB6UCIyOay7yNri8VPskUu3kGQkflitU9Cew6mqH9p2SXgtxdQtMx+VA4JIrKsny3R04Vx57SMu+hRmCLNJZTp95GO8flSwreQ7SQkx9mK1sXOl2csa3LsCVOWcnJK/4Vk3brbXxRGyuAUOfvKfSuVyTWp2qFpaE5vVjGJrWaMjvtB/kadHqME8rJDM77fvRhSCB+NSW2oQzqEc5ycY709LOCOcy2+Ec8EHofxrJWRo0Z97DcSnMVskaZwXlfkD1Cio7fSJMYQ7pmIAZjjAz1HvWtIbiZxGkALH+IvkVcWyFhtkkkZ3P327D6Vq56aEKHRl66sIr60WKRR5ifdfHf1rlrvS7mNy2FIU/wjJH4VunWreCQpFFLM3do4yQKoy6hNdagkqxtHABzuGCxoXNuS4paGhprM2lqCMFSVOepxUmRnGefSuN8Ta9d6BNC1oImhlYqyMvAPqDWVYeNpoeZgWBPIPb6Gu2DvFM8+pBczVz0YGlzWBaeLNJuUUm8SNyPuvkc1qQX1rcrmC5hlH+w4P8AKrMmXM0uaZmlzQAE8UmaRj2HWmAPnkjFSOw85zQetBOaTFACjrS0i0tMBKOKD1ooEB6Vm39vHeW8tvMoeORcFSPXvWkelUpR81AHmUd3eeFtbCSykJnawK/LKoPavU7NodVskubaREQjKyR9MnqCDWRqOl2eqw+VeQCUDlWPDD6VgJp994ajdrK+kS0J2lS3Q/j2rKrHmV0dNCpy+6zto8xTMhADDggVYxk7iTn2rlbG+uAxNzK0rOd288GtgXxxla5Grs7PQ2w4AHHPrWfqTTnBgI3jhM9Mn1psV7uXGOaUzKXDOQMc81cbpibvoU3sdSlQiW7WD18vnNZv2L7FK1wBJMeQ0kh5rpvtlsiFnKk+pNcrrfiKOOTy0BZpCFUDoPWtI80mZTlFRJU1/fjZAOfenjVJ3BKIij0HNZKRKsYKctnlQRzV2MiMEnOADgDua9BQR5bky19tnP3nHrwKUXM4HMn6UJGCoznds54pWHVMclQfrRyoLsQXNwSpLgZOOlXLaYzIN3BqoE3HAHGzgGnRSBXBHQ4I/Gk4JrQakXyKSmrIGz7UpasGrGidxSaTFM3j1oMqjqwFIdiXNHNQmeMfxr+dJ9rhH/LVPzpgWN1S25+ZqyZ9TCHES7j6mqRup5M/vGA7heKXOkNQbOmeVE+86j6nFVptStogf3m8+i1zbb2PJJHuc09V+Xp+lS5lchLqXiGePakKhdx4A5NUU8+6LSTTOR/dzxUUsYa+JP8ACnFW4mUxjYwIHcHNO4JF7RQm9rOblHxtPofate60oqgJXcnTOK59GPUcMMHNd3pN2NQsPMOM/dkH+161DipGim46HDXOnhX3xgfhUHkSPjhR9a7HXdKtks5bszC38sZY9j+Hr7V57JdwzylBqTxxt/EIXP8ASsvZtM1VRNamqLo2kZMkcbgeh/xrNfxCJpIpIoWdM5yTx+lbuk+G7FIlu4r2W+lfpI7/ACr/ALo7VgNpCWE0luDkI5A+n0rZQtqzKVS+iOlt/Eysg8y3dex2t0q9FrllIOWZD/tJXIIpTjH51MCdoKqTnrjHH51XMzPlO2iuoZv9XKrfQ1NmuIj3KQQcH1Bwa1IdSubZQSfMX0ampEuJ0op2MVVtLpLu3WaPIB6g9jU5arIJVPyN70lNAPl++aADVWJHinCmDNOFFhjwakFRDpUgPFFgHClpBS0mAoFOpBS00AooxRS5FAgxS7aQU4GgBBS4opaADJoyadRQBzGKUGijisjQctLz600cU+gAoooFMBRThTQcGjPvTESdqMU3dx1FLmgBcUYpN3vRvHrQAu2kxSFwO4/Oms6qpYsAoGST0FAC4HPrR1rndT8ZadYlkhJuJQcYT7o/GuS1DxXqV/lBIYYz/BFx+ZpqNwPQb7WtP05f39yqsDjYpyT+FctqPjpzlbCAL/00l5P4AVxkhkk+Z2J788n86RVJOMmqUSbly/1nUr8HzbyUg9lO0VzN/cSW7iSN2SdTlXHUfjW0yH14FZupWwmQ+tVZWsxczvdHY+EPiLDqMY0/WnFtOFAScD5ZB6N2FbuuXmmWf2WaC7WV2faFVsjb3+mK8Zey2x4IBArpPDFg2o2F5Zxn/SI186HPJOPvKPrXPPDpu6OyljJJWkekR+TNEJY+vUFeta9iwlXDYJHTPevPdH1OeCFd6sVGQR/d+tdXpurwOVIfG6uGULM9BSTVzsLbYoChQDTzIC0mQGXHIPeqMNyhXqD+NSTSEIEQgFupPYUhseb61t1ZABGSPuqKxdRunaDaiBF7PKcflVyOzaSQi12gY+aZxk1K+k28eWncyyN/E/P5CtE9CGo7s4Pxo6zeGVuGHzxSKceoJIriLW7WUYCYHvXV/EG6ixFpsLrljukAPp0/WuDjLQvg13Yf4NTysRJOpobixo2OPpzmn+SRjY7Kc9iR/Kq9vNuQFatrhvvE1voY6luz1nWbFv3F7NtH8LtuH5GuhtPHV7EQLy0jkHdo/lNcwH6fKOPenZ2xknNTyjvY9O03xDYar8kEm2bGTE/DYrS3LXkej7x4n00BtrtMBkdxXqDWd02dl0659ADUuI0y5uHqKN1ZDadqRJxfkenyVVk03V8nbfA/pUNMtWZ0IceopS6jvXKPpeu9pXb/AHXqrJY6znBE+f8ArpS17D5V3OzaVR1Ipv2iMdXX864Z7DVx1guD/wACqq8F8n34Zhj1zS5n2HyLuegteQgcyoMe9Ubi/tlOfOjx/vVyUGmXVx9/Ea/7bHn8KvxaPaxkNKzSntu6CqV2LRGut/C+TG6vj+7zWFrazXc0b7j5MPJj7Ek/rWgYkUEINq9tgxmnRRh7dy2QM8A960jCy1MnN30Lmm6bFqVuslrIiS9WhY8MfUH+lWzp0tuSs0Txkf3hx+dY9mzWEw8vICnI+lek6RdNc2cckeJY2HzK3VTWUqCk9DeGIcVqca1vzjIX/gWKabaKPk/Mf9o16OtpZzD5raHPug/wrjPida2un+CLqeCFIpDIi70BUjJ9qn6u+5axS7GZHYS6k5S3jMh7kD5VHuaw9U8Ny2OpiW7IdXHyEcAe1VPhbr14NWbTn1F1WZD5KStuTcDyDznkH2r1jWNKF/prRlQJQSV474zW1Omo6nPOq56HmTRpbpujiZz2CjmpUy0RZldCpHDfrVnyjE7Rv8rIeQeMUpQc5PI64rUz0EiYsPn4GclietSuVIjO0rg4JPXFVVLI4bIPPBPb8Kskl0PU/WmIjMjKmefMRz1HaggFVdDxu7e9K4cNuABbHPv71FM3lxk7dvfb2PagCSWTKGMOVZgRkVyj393uKmeTIODg10sOZPnbkg5x2rndRsDbO8qOWXd83tmsqy0ujai1syubu4P/AC0kP/AqPtExHMjn6tVfPsaXPsa5Ls6rImMkh/jP4tUlsWe4jBJ5PrVYHP8ACakiDmQbQAwOc09RWRv7jv8AT61KDkFwOn3qxkW6ifMM5cd0kHH51ow3oXCzRNGfUDK/pTsQi3tBGR0pxGOM0IQTwQVPvQ3+s/CiwXKkuFuY3PAZcH61IkCbhIgAHbHem3Me+KJupVh/9enwgwHZ/wAs25X/AGT6fSmJE+ABgVreHb77LfmF2IjlwBx3/wAmsvFNBKOGB5BBBpLcGdN4p8OS69aqk1zLbeX80YjPCn1PrXmWp6Rq2g3yxXcbNbs21JUbcpHrivbdOnXUtNQ5ySvANeZeNprhfEYhdm8q2tsogOQCTktj2rV2sZq9yTwTaOlhNeWkzyb5iHjk4VwOn0NXtZst8f25Y2TexDhuv6VnfDzUoRNe6a+AZG82M9n7HH4YNd5fWyXGnyRMuQR09KdtBXszz2NQy471Iq7VAAokj8mdlPOGxThWRqNJ5xU28E7T0xUSrkn1pH+UZoE2augSsJ2iP3WBzXQHtXJaVJ5M0MmT1GfxrrT1B9a0jqZyJM4jFApG4VfpSg1oQOFLTRTxQAtPWmdqcDQBIKUc00UopDHClpopwoAWl4pBS0CFFLSUtACilBpKKBjs0ZpKKBHEtrdgP+XlfyNRnxDp4/5b5/4Cf8K4nEfZDSjb/wA8zXN7RnX7JHZHxJYA8SN/3yaQ+J7Ed3P/AACuOH/XOly39yj2kh+yR1h8VWQ6JKf+AimHxZbjpDJ+dcvzjO0Unz91WjmYezidP/wlsWOLZz+NMPi09VtD+L1zg3jsKX5v7wo52Hs0dCfFsp6WoH/AjTT4quD0tkH1zWB8394UvP8Afo5mP2aNw+KL09IYxTT4m1A/wJ+VYmM/xmk/4GaOZj5Imw3iLUz0ZR+ArE1vXL+4EdtLMQjjJC8Z9j7U/wCU/wARNZetIFjhlAIIbB+lVCWupFSK5dCqkGO+R1GanVcDOMUxGLR5BzUmSRwcV1HIIcY68e9NJGenPanHkdKbxQIUAH+tVbkADOMk9qn4U0ModeDz2oEUooFmRgRz2qzot1Jo+rR3CdUOSB6egp8KBT057iiSMGZXxzQNHp7eG7bVrUapp2FMwDSQkYDN6+x/SucvtFms5CdrRt3XHSuq8AXkg0bcp3xxSGOZfTuG/Liu2uNOs9SgxJEro3+eDTqYZSV0aU8U4PlZ5Ba6vPZjY5ZgOnHSrSeKlDbjA0hPGa09f8P2mnXqxx3qMvVoX6oPrTbXwsL+NZbGS2dSMlmckj/gJxXC8LLm5bHesVHl5rlaTxjOsDOtttRQTkvgAV59rHxE1rUZHSzl8mA8BgPmYf0r0jWfCr22kXTswllETc/h6V41DZMqiulYRU9ZHJUxbnpEfamWaYyzu0krHLMxyalvygKhRlu5FTwwbF684pzWkcwALEYPatNLWRy63uxlhkqB61pKMVUgh8pmUE4B4NXkGRk9KYx68AetJIWwo7FgKcuDwOfrUczbXjH1P5UimQR37WGt2lyvJgkWTn0zXs9vdRXMMdxC+9JF3AjpXhMjhriR2PA4Feu+DLV4fC1kWcHzA0gwchQTkUCibwnKnrQWZ+Ngb8Kd+5XkOhPuab9rjHRo/wAGFKzL5kAibP3iv0an7pM/eJ+opqSh2wFBPswqvPrOn2s4gubmOFz0DNRqK6JpZEgQtIwHsKxbm7kncj7q9gDnFN1a6EepxPvRreaMGOQNlSfrTQFPPY9DTSuJtkRjy30HXPNTKpCDOCaAmw89xkU9RyFBzTsTcayqAGB6elUvs8pl329w0SOfmGNwb/CrpUkkkcfWq0YEEpU/cc/LzwD6UAS7MKMA5Ax1roPC2om1vvsxb5JSMD0asNUIwDwc9qWPdFMssQwysMYoA9bUrJ8w4PtVO/sItStntr2OKa2bB8tk5yOaTTrsXdjBcx9HX5gOxFXdwJANJMdj558f6XaeF/FQXQ2MPlKt0EVidkmeQDnpgDg+te0+GNft/FHh231GAjc4AlQdUboQa8Q8c7pPFmrZJLyStH80m3OOmPpxTfhX4gk0fxjaWZkK2d/mF1LjBfHDfpimSeseKtN8i4jvo1Gyb5X9mHeubO3PTOffmvUL2zS/sprZsYZcr7GvM5IWgmaJ8h43KsCPSgZA/GdxxntinwjbhQrD6nORTJTwxAy3rTY8DkAHHHTGaYh8hOG3bcZwpJwahUBoWQnoDjnOK5Lxn4r1HRrmK00+JN8i58xhuZgewFW9Gl8QanZr9pC2JcAvNtG4jvgdqAOkjIwQSR2OKrXVm1zayxqwEj4Iz046UkP2iIiOeQM44Ygfeq6yszgbsj8qbV1YIuzucc0LoxDHBBwRSeXj+IVr65ZGFWvYk3A4Mg9Peuea+dekYFefNOLsejB86uXBGO7E1NbKFmByTxWWdQk7BRWhp0klwPMIB5IBFEXfQJqyNqNBnjgetBkMD5aBmHqvP6UsZJQHFOMkn9wkfXFWYj4Li2kUqj7Sf4SMEfnQ82FJz8yHGKYVjuEKugB9f/r1muXhuxFu3K6sAT1BosDNmIebCQf4jmpCn7ogjqKisSTZxZ6kVYY5GKAILeQsTG/3lPyn1FSkc1HNCXAZDh15Bp0UomQnG1xww9KTGdJ4avDGHhDYZW3qfbv/ACq/4l0CHxTp0slmVTU4F2+hIP8ACfY8Vy1nOba6jk7A4b3HpUd54nm8P+MGu1BMTRosqEnEq4Gce/IxWsJK1mZSi73R5zcefY3m9Q1tcxHheQVOQCa93sZRqOhW1wG3SSxK+V/vFa5H4keGotR09PFWlDdHKgNxjsP+egHqOhFWvBWuQNpekaeRiSSB8Dn+A4q9idytrFj5HlzDILcMPRh3rNQ5rs/EFsLnTy4BDIc/kK4sDDkfjWMkaRYqn941JPnyXx1xSKOSR3NOc5GAMkigfQW3IO3BxgiuxQ7okI7iuDhmYN5YxuB+b2FdtYTie2jwQMAAiriRIuP1HoBQKY5w544pQw9a1MiQUopuTS5NAXH5pRnNMFPBFICQU4U0U7NIoUUoFIKcKBC0tJRTGOo5oFLQAtApMik3UgH5FJmmk0ZoA8V2yHjIFLsY/wAYp5iXu+aQRoP4j+VcVz0bDNhB5cfnSlB/fp5SIc5J/ClCRj1ouFiPaMffppRP7xqYhD/DSYUfwUXCxHtT+8aXag7mpOB/yzpct/zz/SlzBYi+T+6aXK/3akG8nGz9KXa/9yncLEWRn7hpeSeEqTZIP4aCknr+tFx2I8N2Ss/Wt39nElejCtTypPUfnWfrAZbMAkHLgVcH7yIqL3WY1pIOB2PSrY+XI9OlZLK1s+9STEecf3avJMuEcnIJwa7EeeywRhuMgUhBIpQueuaeOo44piK8qsqZAp24dcU9gGBPaoYhlQD/AAnBoAkU556U8hSBzz2pnHanbeRQB6D8LroDUL6zbG2SJX2nuQf/AK9dxqU91ZW0kWmKsl5Ip8pHPyr7mvLvALlPF9sFO1mjkUEnr8pI/lXsMUCxl5JP9cT8zfyH0FdVLWJhLSR46pupbif7cW+0q373d1Lc9afpseoXuuRw2F09tJH88kqD7oHt36V0njKKOLxFZJGo33ETs7euMdfzq54CtIIob+QAtO0/zt7fwisIQtVs2dU5/urpGjctcvo9yL5VEgjbMijCvx1rwsxgdOlfReqQpLZPE6BlIPHvivnwrhyMdK2ru9jmpdSqygDiiNSX5AIJqwy5P3aVRgE46DNc5rYiVcgY7mpFwi89KjhOYwaV3zxSY0TRN83WqV5cjfKeyJj8TU8kq29q0jdQKzbWH7QolmPyH5sf3iaEDGW0DTHcc7Qc/Wu20Gdxp8e2WSMoxHyt2yce3eubLZTbEhPHRRWnosvlbrZwd7EtkdKwxPNyXidWC5XUtM6hru/MbyJeOQvJyeR+tRpq+px4ze8ejgH+YqrcNjTL1icBYwWP4iuPbUrMf8tCfwJrkp1KjR216VGDszsdT1a/vbcwnUUiUjnygoJ/HtXG3WkRSPukujK3cly1RtqdoOgJ/wCAU06zCOkbH8AK1cqrMF7FHSeErQRvcW5uGeIJuWIk4Bz29K6kM0ahfLkDDtjNeXprkkE4mt1KOvQ5616BZX9/LaQzyRJLDKgbfE3Iz1yp/pXTScre8cla17x2Lf2wwEPk4B+aNh19wfX9K0IZUlhE0JyjDOT2qssizAkHOev+SKgBFjMZo8+Qx/eLnj64rYxNYKTjHJAzmoXiWeNkYfiO1Thgyhsg5HFNRNuQaBENpK7KY5AVdeGPqPWrAPBJXnpg8VDP+7kWUfw8Nj0PepSw3qTjJ+UmlYZ1Pg+6Ks9mzdfnXn8/6flXWyKRhlA47V5rY3v2G+hnAxsbnHcd/wCdenIwdFI5DDIpNDTPIfiJ4Bv7t7nWNJX7SJHMs0BGWBA52/3unTrXj6M1jeRzIyB4Z1dTsYcg9enQY6V7p408X33g7xZFLEpuLO4twZYC2OQxywPY1n6r4f8ADvxI0+TU9AuEtdVaPc8HCeYfR1/9mFMTPTdLvE1DTrW8QgrPEkgI91zXN+MNN8qRL+JeH4k+vrU3w/N1B4WsrK+hkhurMNBIrjn5W4+vGOldFeQC/tZIJEzG4wTQgPLNv3hwCe3rUUYZWKgYckgH0x0q7d20lrcNFIAGRtp+nrVaQlBuPRhkfUUxFV4IjdCYxK0gG0ORkj8+nOamILMSU56dc8U5lI5GMNzhqBwuP4j0waAIpxtuFYHkgcelSAsxycdeCPSm3bgCM4y2SCabGwQAgDb6MapiG3zF7G4RADmJgwwfTj9a8LmvLvcQ00nBwea94WS3idWYhB6g1y3ijwvpuu28lzp5jTUU+Zgh4lHoR0BrOUb6sqMmlZM8xgmlJy0jH6sa9E8Hndoce7JJdup964OG2EbMrZBU4IIxg16H4ei+z6NbKo4K7iPqazmrbGkG3uzoUwnXpT2V1G6M5z1B71HEyyYGOalwyDjkelYmyIi7P93CHuMVj6nG0TRTl9zK4HHvWw3OMnnsfWqM05FwihQxB6kdKaYmakA2xKvTAFS9qq275HNWQc1Ix2eKqyxuriaH/WAdCfvexqwOlGKBjYJUni3p64IPY1h+LG3yWjnDPs8sq2cHnAx+YrUlR4ZTPDgk/fT++P8AGs/XUW+0sXEADNGfuk4Iz/XOKqJLNX4c+LF064fRNSO6wnOA0nSJzwQc/wALf571Jr2gDwT4m0i7tiW0953VNxP7hWPT6fN+lecPuIJyCsfzMcDcD+fIzWnpWl6x4mgv9RvdYRbayhAUXE+M8cKoJwAQMZrogk1qYSVnoe4FA8bK+GBXB964G/t2s76WFuqng+oNa3gnVhrGjtFMXN1aHy5MnJI7H8elQ+IyBfrw2SCpJHXFYyNImRERuIPfpT2+XG2ogcDOOQaGfgVBZTVgssh4yTk471tadeNCyup6HketYTuqzSZPOegqWN5WYbGEf+0Tk1VnuS0d3FMJVEing+9ShjXO+HUuo/tJuLrzkJDRjGNvrXQqRW0XdGL3JAo9P1pwHv8AnTFNPFMBQDThSA8UuTQBIpp9RrjNPHHcikMeDS5pmT7UopDH0uaYGz3FGaLgPzRmm5NHNFwHc0UmaKQDqKBRQB5D5cI9aAsP91qhErY53flQJCOpNeddnr2RYHlj7sdBIPSOofOQAEyKPXLCmm+tkPNxCP8AtoKLsWhYJx/yzH5UbjnAUA1SfVLFR817Dn2fNQHW9NXObxPyP+FO0uwrx7moSR12/nTwkhGcrj61iHxBpq8m4b8EP+FB8U6WgGDO3/ABVWn2J5odzZBJO3cv4U7ZuOBIufoa5xvFlkJAywXDD0JApp8YRKxK2khHu9HLU7C9pTXU6XyQBy5/BaDEo/jb8hXKt4zfJ2WSge8hqF/GF0fu20A+uf8AGn7Oow9tTR13lqOMn86w9eu4Ps5tkk/fhgcDtWOfFeoPgKkK59FP+NVwzTTs74MkhycVrSpSUrsxq1oONkWotxXa6bl7kVE8Qh3KpPlN0/2a0IkCqAW5xzipGRWXB711nEytYzmWIo33k+U1ZzVBkNpdLKpAjY7SBV9SGpkgcDgjtULLhjj+LmpjzUci7efSgAQ496k6DNQoQOnNSKBn3oGafh+9+weIdPuccLMN2PQ8H9DXvYAmQMhyMfmPWvni1YJeW5P3VkUn8xXts9+2jeHb2UtlrONtp/vD+D+ddFJ2jcxqLU47VrxdR8XztHzHaL5Ct1H+1+v8qm8F3X2XXZ7d2JE4PQ8ZBzWBoQIhaR2JeQ7m+pzV+1m+xa7b3KxjaJVyM+nWuZT/AHlzscP3dj0+b5zz02lTXz3OgW8lGTwx/nX0JIhTyyx++w6V4Lq8IttcvocY2Tuv/jxxXVW2RyUigSPemytthc/7JqUcnpUF4dtq/vxXMbdCKNsRClRd7UyLJj68VPGNqk/rQC2KWqMZWitVPBPJPpVqEx4WJVDMOBjoKxbu5H9pEEkkDitXS8yb7jAUdFHtQLdmmuOijOOrCgP5F0kuMr3pIz5jAIDtHXPFPePcMk8j0qWuZNMuLcZKSNm52yeHdUIP/LtkH/gQrzAfSvRLOYSaLqls38MHHuMiuXj02AqDz71zUYcjcWdWKqe05ZGJQBmujXTbYfwVKtjbr/yzFdFjlucx0616F4VvftWlJBFP5MtuuxgOhHY1zF/axohKoBWv4GtoTNcTk/vgQiqTwB600JnYeVchsnyXC9flwTU7Qh4WWSJcMegNS7CoB3cehpfMYEAocHpgcirMypZSC0kFlJvIxlGPcHt9a1o8PjOcDqKozRi4QoDhk+YEjkH1HvSWepq4eKZWWaPhx7etMC+xAO0jcMdKjjHGxsHjjPYetCyJIgMbZB6EmnuuDkAfNx60AIysVb07n0r0Tw3dNdaLBuPzR/IT9On6V56zYiHPXrmup8GTuPtVsF7q456A5/wpAcn8araNF0u9JUsGeFg2cBSAe1eQWGoz6fc293aymCeKQ4dQwY/X9emD7V7x8WrJZfCIuGBLQ3CtnHTIxXhM8askwReMhh+9B/P+8eaAPaPBfxLg1W3SDWlC3y3EVusqJjzS3QsO3SvUlxjjIAr5h8DtZr4oiS9kEdtIyyrmT/lovzLk+/P519ORShoEf1UGgGcn4v0vAXUIxznbIP61yE8QaIFvvBs/hXrFzbpdW8kLjMcgwfxrzLUrKSxvXtpcfIev94HpQBSX97bb1XBz9eKiLkcZPB7URymKUKdxJPCjsKlnTjeqkqeox0piKmoMwtVKAE7hjNVo4fMAErZAPQmrNwjSwNEshVtwIwKYbBSyndLxwSJCOPwIpjJ4RGhwqrwewFUtT0uG+CSKxiuEbckidRjtnvUrWYiG6O4uEI7+Zu/mTVgbiuC24464pAeaeJ7fyNT807QZYwzY7kcZ+tdJonnHToFlUKVUAe9YfitWl11YAMYQBc+rZOavJqV6ZIoLWNIotoXzW5ZuOw7VlUNKZ06KyndjB+tWS+VrLthIkf7yWZ3PcNj+WKsrBuyWmlUe7Vi0apkkzEKCMZHasS5Nw1ys0MY+QEOv97NXJZltgQ14+CfvvGSv5gAUunNJLPJ5qRqV4BRshh60IGMstRQ/eyv1rbQq6gg1lXmmx3AJTCv3PrVW0vpbCXyLjJQdG9KllHQjikxzUcU6TLuRhT80hgRkHIqlcWqMWZcguNrgdGB459/erpNQz21tceWzxyeZGOCr4BOeppoRwDxeXdvas2RG5VjkKc5xwemO/NRtb3Ubllwrs4Yg9DjnlcY655rovGOkSWr2V6uPIuot7DOMsowfzBr1jSJjq/hnT71YY/NlgXcZFDHIHzZ+tdEKbnsKM4R+ONzyDw5qj6Fr6XLFntW/dyIck7Dn88Hn867e+8RaJq0YgjuGWUkGPzIyMH0z0rrRahmA8m0Yg8jyl5/zipH0u0a4+fT7URbQd3lruDflVvDy/mB16Fvhd/U85Uhif9oZphO04q7qtk2najLGFCjO5cHoDVCToHArnasIzLmXZeOrKmCAQTwemKlt4knUt5YHpxVK8YJqiMy5BQdfrWxA6Og2np6UPQFqWtPuHsJwY3IQ/eQ8iuwQ7gCOQelcUyluQK39AuXlhkic58vG3NOnLoTUj1NxaeKYpxTwR61sYjgadkUylFADxnNSVGKkTkUhocKWkFGRUlCg+vP4Ucen5UZFFAC/jRzSUD60AOBpQRR1/wDr0uPYUAAp2KQAep/Gl5HTFAj5YN5ct1uJcf71MM0rdZHP1Y0CJz/CfypRbyH+A/lSsuxpzPuRlieCT+eaMZ5OCfepxZznpGfyqRdPnb+Giy7Ccm+pV49KO/X9avDS5z1CinjSJe7LTVhN3M78qMetag0du7ipBo693pDMalraGjxd3NPGkwDuaYjBoxXRDTLcfw0rWVtGhYxjigDGs4C5LngCtWONExtPOeOarQoZSdg6noKuLaxLgzSgH+6p5qkBIuxyQGyR6GpV3DlWBHoaRPLUAQxn64resPCeq6jEJY4giHoWatIQlIyqVIwWpz12BLAw4zjj+lNtpS8SN3IrrpvAWrxoSDGxx0zXImJ7O4ltpF2yRsRiqlSnBXZnGtTm7JljdnrSNkjg5qMHk807djrUGoxQQcYGKlCkAnP0pm7njvTmJxxxSGObIQkdRyK9U8WTtJ4TtWzxeRxq/vgbv6V5WRlCCcjFd9qVxJd+C/D7BuiZOfYFK1pu0ZE2vJFPSIdkIDcKO1W7qJJIzhiCO4qG0yI1IXJP+f8AP+TV4IV5ZeD9K5L63O62ljubS4+36faTesasfrj/ABrxzxnbmDxhqano0gYfiAf61614ZYyaMFP/ACzdkH55H8681+I0RXxT5mMLJAhz6kcf4V3T1gmectJtHJBiB1NVL5swAZ6sKssQoBzVC6feY1Bz81c5rcmt2G3FSSSbImxUUSlR0qO6J8s+npR1Doc88iHUXJI4rqoCTaokYCJjPvXLwB2v3VFUnuSMmt6OGT+Nie3JxSY4mtANink81M2cjg4NUIbdncLkk5x1ruNN+HV3dQrLJeGHcM7U5rSnTlLWJFWrCmvfOYtJAv22NTktbPkfQg1mxfcFegXHw9uLGOSaK7V2MbKQRjORXBrGUJRjkocE+9RUoyg+buFPEQqx5YPYeKdQqNT9hqSyndxebEfpVHSbmTTtVjYMQsjhX/GtoxkgisW+gdZtwHOc/iDQNHqcIkePKkE+hqT51K5Bx3IPWs/TtS82ON9o2uoNaRJOCCoXuT2qyWgXJKDacAcZGDUFxaQzsshJV14DDqPb3FNZpZnIgAjjPBkZct+FONnDMv76LzMcfvDuz+eaZI2ydoJ5YHc/3xwMEe35VfdiBhiMHpmsa6ha1ube5iU4U4dTyNp9K1EkLpkndn2oAkEyyWy/MNwPQEYz61u+FJX/ALX8uNgm9CCSvoc/0rm8bZBkkKxxwe4rV8OymPW7Yr2crkn2pbAdL4/shJ4I1PlmKReYcjP3WB/oa8l0DwBca9paX63cEKSqUCiEsRjI57Z4/WvdNdgN34f1C3ZSRLbSL8v+6f61znwsbPgmIEYKTyKQR07/ANacWluBxEfwslhCSvflzCOAltye474/OvUdHuLiPR7aKSK4eWONVYyxBcnA7DIraAb2pcc80+ZMCstxK3H2dgPoawfFeli6tBexj97CMH3Wun79qjdFdSpGQcg5FIR49MhEgbOC45JpYSACASR9K0/EGnNpuoyRZzGTvi91PUVkqB0XjcaBkjDLgKxB7E9RQI3Ukgk/hTo03HcRz1qTIVsE4J6HNADdoYE/nxUMsZ2glevbNWNpzycCq87mMKCePegDkfF8aRT2d4R84YqSO4qtbyo03mLyFGFxTPFt8LiCGHnKFic1zul6mYXEEhwD905xWc0VFncm7ZU7kDsKvwMXUPIQxPQdh/jWRA6myVgQXccfjV2CQhQAelYs2RrOFKYZA3qNoOagMEjEBFSMDgcVJbu0gGeMVMSTwoyfU1nZouxCVdFwxDYqKaCK5Ta6jHqKs+W3UkVZs1hS7RpRgeh6VpShzzUe5FWfJBy7GGunyW7B7d246g96vW8xdSHG1h2rs40tXh3KIyPUYrC1RbcOGiVQ3tXbVwXJByvscFHMPaTVO25QpQMHikzgdKVQcZx3xmvOPTZpeN9M8/wZC4VWazKS4xwQAAR/n0pfhpe3M/hq4s44wZLWYhfMycKw3D+tdPd2iXmjPaSgMskOwgnHUf415j4R1qDw3qVz9ueZBJEFZFTdgqfl/mfyrqpySdzBwc9Eelvd3MTmRrTcwbadgb356+x/OpIdVeaUIsOGJxgkr/SuTm8aaPNKz/bJlLDB/dPwOnFPg8aaYsiv/ahIXPyyK+Oh4xtrb2sb2uafVKqWsSz4ssMsl6EKtkI4J7H/AOvn865cqACOxrrZ9ZsPEds9rZ30ckwjLFApAPvyB3/nXEtcFCyHqDiuapa90KMZQ0kiheRLLdwAkkkH8q1ILaFEBUHpWKJA+rLGc52NtPpzXQwptwR0rJsqI/Zwav6JKsV3JG3WQYB9xmqPNEbmOdHHBVqcXqKeqOwBqQYPYGoAalWuk5yQYx3peexpo6UoPtQA4HHWpEeosmkzz0A+lJgixmimge9LzUFjqWkFLigBacBQAaWgBRS0mKUUCFoooouM+dwq9gPypw47UgpaBgDntTwaYKeBQA4dOtLTcU6mgCikpcUhAKWikxTYBzVa9ZhEFXnecVZxWbe3TG6S2j+8x5PpSQDE+TgvtwMnaen1NSxYLfLGzg9Tjj8zTnslQqnUDt/U+ppVmDP5eMAdMdKsNy9CoPAzn616joetRR6fBGwlUhQvTrXIeHvD0txEt3IoAIyoNejWvh4W+mwXK3G5z8wTb3z0rajVlSvoYV6EaySb2I9S1lLI7JVkDMuQMV4lrFw9x4juZmiaNXPy57+9e6+JdLnv5IrqeLAKDAXtXG6p4Ztb6I5+V1HB962nXdSNkjCjhYUpcyZ52jY4NS7gwIp95pctlO0eN2D29KrnenVcfhXLsda1HOCuG9KfuJxg1H5m5Svaog7YA/OgCwrHoOa7OC4WTwrpELjO0TL+T1xKOc10umsJNJ06PJ4km49ty/41UfhY1rJHQWylYgSQABVlE8zkk7R2/wA/jUaSABU2nAHepXc7MKQB3rlZ2nTeGJSLSWNQcCQ/yFcj8U4GEGnXaj5v3kJJ7Y5Fdn4STdZTHIP7zr+ArO8e6a154XvVUZe3cTpxzjv+ma742cLHnPSozwVzPubLZ9KdbqWuBnnAz0p0qkOQT8vrUkCHLNkk44rAssE/jVS63Ou1fvHpVlkmcfu0bHqBxRHaMW5PPf2qXoUlczbKw+zXDTb9ztxW1DER6D9aVLVV7HNWUTgCpvcpKw+1tJ5Z41t4xI+QcCvYNDm1F4I45bIqwUDrVDwFoNtDGl3M485vWvRxBGMFQPwrphUlTVu5y1qUKrV+hyGppfsjRx243FSBk14zrEN1o13Iby2O52JGDxX0fNEiyAlSc1yPjbTNO1PTjBKgEuMq2OadWs5pKwUMPCnJtdTxjTL6HUZZIliZHQZbJyCM4rV+zD0qz4b8GatDBK62EzvK+7dtwMduT+dbh8I64oydNl/Ag/1rnOg5r7MPSqd5ZoRyK6iXQ9TiyG0+4GP+mZNZd9ZzRjDxOn+8pFAE+hXtnHp0cM7DzEYqFPUjtWxJskUdl/u9q4nYFlUsPutnPQ11lvIJFwCcKBkZ60ITLiEsMcbR0A9acQAQcnj7oqJHIXOQGB6U5G3DcMHPb0qhEyrmMkj7vXv3qSKHegyowe3Sod/UcEe3rVmOUC3XsaLgEljGyqhZgc5GO1PtozaXkc8eG2OH+aozOVIH8XpSSTSGP9yqGYj5Q7YGfehsLHT/APCWTsjRPaxvuXBCk9CKh8Fuujaa+n28E88ZmaUMuDgNjjPenaL4RuHVJtYnMrH5jEnyx/p1/HNdpDbxW8YSKNY1HQKMUNBdESXJYjNvKme5A/xpkl/bRNteQA+lR6pd/ZoQF5dzxzXNM5eTLYIzz6muerXUHZG9Gg6iudE+swElYlZz6gY/nVY6tP5hzGqrngE1QIWGLftKr3p0bGZNyFXXtXM8RUZ0LDwRT8Ulb3TDM4CzQfOPpXBiQMgdWGMZBzxXo8kRkjZcZBByrDIrl7rw7BFOptR5cRPMfUA+3tXRTxF9JmU8N2My2djaq7qFJ6Zp7MjLh2xnvWnJpWZdrkliMjFVZNLPzAP8yjODWirQZm8PNEQygxyV9aq3Ks8Lj72Bn6USeZEzI3Udu1Ubm/S1yXOFx61smYtNHnGq3Pn3Mr9ACQB9Ky1RJBhhnn8aJ5pLed/OzJCzE7wORSBtjbo2EkJ6EdRUjsXJLm60KCJ4ZjLA/wDyyfnH0NW7LxsRIqvAwz3UZFMu4BcQwIwDIUyBmsSfTpLVt0IOUNZ3Tdi+VpXPUtE1mHUA4XBdACR7H2reAzz2rznwlfw3UpiEQhvlTBIB+fHrXaW14ZoQG4YEgj6VnKNjSLbRqRjzH2jmtCM29rsyhldhnGM1H4biE1w4AyF6lu9bciRQ3ZaeAMq8ZHFdNBKMeaxhUd5cr2K51iyFk0Rs+Cc/LxVS2t7PWIpRArx3MYyPQit+9XRbiyQwxoCR64rlrBJLTVTJFuWMnacVtP2k15MzhGlF3S1RmzyCCVopCFde3f8AKpbC7la2S0mfzPmUB8AcA9frWtqmipqMx+yWURugOZv4/wAhjI+ufpVFNB1q0dHTTpJmVxwuOn51wONnZHVdtXO0e7VV+RN5HHFeO+JSIdduWeIjEjM23kqp7frXpMdp4glXc8MMWP7zlj/hXO+IPBut31x9ptbeWSZgAw2qisPQ/NmrcXawQnytSXQ89N9Z7QxVwCcAmI0/z7ds7VkbHX92f8K6eb4Y+InxJHa2yErgx+apA45qW3+GviOIhHjthH6GX8+grP2J6Szep5Gf4TlVNaimhQ7RuRty7cZ/yKm8QSraajKiNgMxb866tPBet21uiWzWXmdXeZn6/hVJ/hnrF5eGe81e12Mm1o0iY/TBNXGm0rHDiMS68+Z6HJ6efNlaXGcjaD61uRTxZ8vzk3/3dwz+VM1P4Wa4vlLa6nHPZK6mWBP3TMO/Pemv4fsbaP7NcWvlMvbbg/g3eonHl1ZNP3i5uwent+NRSM20hPvdifWsuSK+0z5rWQ3doODDJ95R7H+lXLe6hvoDJCcgEhlYYKkdiKmLRU4uO52sJJiXJyQoOasK1cp4Y1F57EQyklkkdFJ9j0/KukV66kcjLQYUuagDU8GmBJupc00DmngUgJEPFSAVGoINTJg0mikxf880oA9PypcU7FAxMD1pwBpuKdmkAUCjPrzR+FIQtFGMdDmkOR2oGfPgjpfKPpWqtpkdKkFn7UAZPlH0pREfStkWftTxZ8dKAMdYWNP8hvStpLQDtT/sgpoDC+ztT/s7VtC1GelOFsPSiwGJ9kNH2X2Nbgt8dqQ249KAMNrYhScVzFy32e6jlz8xbdXoJg9utcD4isZrG+3MMwtzGcdvT2poC/HKWhaU8swqjBNi4JI5zVey1AHbG/A9TT45FN+oI+UtimM9k0GZ/wCz7f8Adnyyoxwa6iHVDDGkalQB1z1rC8LBpNKtsrhdoxXXWthE5DMAfYtXoxjDkuzgk5p2K2p659qs0gETAkctXNzlGZFfcoPWu71GFIrYEKiADgk1zFxoz3hWeWdUXPAqqMKUl7xhWrzh8Jw2q6Vd6lrYg06BpjtA3KOB+J4rodM+Fs0sYk1K9RCescMY/wDQjXc6FFbwWu2LGc43ev1rYAXBYkYFc1WMYzdjthOcoq55tcfCTTnH7q8nRvcBhXDa/wCEtN0W5Nu3iK3M5PMZiJYfXBOK9c1PVZr55LayYxW44eYdW+n+NcrceEtGkO8QbZWOSw6k+ue9cUsVThKzOynhqk1c8zudMmsoxICksLHAki6Z9/T8a2fDqNJbxNxiN5P/AGXNeiW3hO0+yNBLCphbgrnqPX61qLoOmQW/lR2scYHPyjv/AJxWdTF01pDqVHDyv7xxY3BOMhvw/wA/5/GnghQQQWJ5Of8AP+f0rW1HRWjfzLcFh3Wq76VfxIrPaSKGOA3WsFXT2R1qk1uzV8N3DWsEzkERbwDx3xW9emC8t5UDf62NkPHTIrO0uza1tDG54L72X3xWkrpyMjgc4rb680koo5ZYROTbZ4avgHVZ9RkRtiRK20yE9QO4FdnpvhCLTk/0SODzgPvzJ5hz688fpXY3VqsuXRtrLzmqlvLhvLfrXM8TUlsdMKFNLUzzfalafJOkDFev7hWU/pVu1j07VrgWOs6FDE8g/dSquFc/zU1tWzWxkKzlQGGAWHQ9qmi8lpQs4BReQe4I712UKjnHU5K0eR2RwXiP4epbFp9KY7O8THp9DXAcRXggkVo5c/dYV75dXkBtTPHKrRHo+eBXkfiW+sbzUPMtNrqrFTKB94+1dkoQ5bnLGcr2Z32iptsoivOBXS2t+Yk2eW7MK53w1A82nwyq2AV6GumjjcfwgH1rZuDijnl7RTILzU7kAKLZgOxBrGu5Wv5o1mT7pyDiti9E5dfnUDOOtU5oTuDO4PPRRWcoqysdFNyvqdLAgEKD0HHb9Kf5YByBzSQnMSfSpK5x6jCgIwR1pjRKc5FSHdTSD60BcqTaXYzj99aQSeu+MH+dVX8O6S3P2GFc/wB1dv8ALFaZ3DkGlBPSgDmr3wXYTqWtWa2c9RklT+Ga5rUfDt9pmWMQlj/vp3/CvSskdqCAwwRkdx2NA1pueO5ZSBgYz1qSR2iQGIb29Seld/qnhO1v90kA8ic9CvQ/UVxeraNfaQSZ4t0XaWPkVyzqVovRHZShRnuzCmlu0yQFPfk85qxY3j3V1BBJaspdwrFCCMZ61G7hs5FaHh47tUT5ehB+nNYxxM3NJnTLDU4wbR6zaW0dnAkMZYoowNxzVjI9RSYDAZFLtX0r0TyCrdWMF4B5y7sdOcVW/sGx/wCebf8AfZ/xrS2D0pcVDhFu7RSnKKsmVF0+3WPZsyuOhOaZBpVpbjEUIXPYHir2KMU+SPYOeW1ysLGDdu2cn3pj6XayZ3RZyc9au0Ucq7Bzy7lA6PZmTzPJ+Ycdab/Y1lvL/Z1LEYJJrRopcq7D9pLuZDeG9Ic5axiJ981n6t4P0O4026H9nxBjGcHHQ4zXTVFcLutpVPdD/KqSsrE3d7s+WNR022s7kxT2R5Gf9aeah0+38N+cY3gaCUno8jYP610nja3ZLq3ZVbBUjIHWuCuov3xyOCcj1rKcL7M6I1eV6o7uDStOiRTFCNo6HeT/AFp7WFi4+a3Qj1zXF2F/c2h2xSMUH8JORXRWeqwXbhJH8pyO/SuOdOcXe530q1OatYvwWFjazie3tYo5R0dRzzVpXCsSBgk5J7nNRi2JAIkBB6Ypk0K28Bmkc7AcEiMn+VY80n1N3GCWx2HhM5ErHOO3tWxNNKshCqsyk9M81Q8KbU0bzUDFXBIbHWo2S0ub0fPLE2edimveoNRprmPCqtOrJI2DNaPtT7BJEQucsM1ajZNgCCPbnsKrrpKSOGk1GV1K8b/lxVS3thBfFFumlUKSe9dXtIqJyulzS0Zyusamv9uTsGJaFgoO4jBwDxjp1FdHofj5T5VpqCsxPyrJ1OfevPdYiuotXu7i0k8zzJMyQSjg9uD+FVft8UkTIIZLe6x0BAwfbPWvElJ87cT2YwTpqM+h9AWeoWmoo72lwkuwkMFbkEeoqxjIyOntXz/oWt3FpqwbYY7jZuBlH3yT6A813yfEbS7eILfj7Jd4wvlnKsfp2/Gt41EzmlRa16HoPzetLk9c1X0y8j1HT4rqN1ZXGMqeM1a24OO9amI3J75pKf8AjSbfagQ09s9R6VWvNPtb+Py7mFJF9SOR9DVsijFJpPcak1qjh9S8EuhMunTf9spDyPo3+NcTf6dd6fdiV7Z4JxgMSPlkHv2yOx7e9e3Yz2qKe2iuIzHNGsinqHGaylRW6N44iVrSPHtLkjgTUh5e3ZPBdRknGd3ySKPzzXWITV7U/BlvIGexbyW/uNyv4enasKVtR0l9l9bsY+zqOPzo5nH4iXFS+A1lqZRVG0vbe6QGKQE91J5q8ParTT2M5JrckXFSAVGDzTwaZI8U9G5xUYPFOB9OtJoaJ80vNRqcj3p/NIoXmlpKWkAUtIKWgAFBOOlFIaLAeWrD7U8QDPSrCpgU8L7UhlbyqesfHvU4SlEftQBAI6dsqbaaXHtTEQeXS7B6VMBx0pNuaYEJjppjqxtprLSAqlKqXthBfQtBcRh0OetaJWkWHfnd09KipUUI3ZrSpOrNJHBXPhCDOLadkx/e5rNn8O6jbEum2QLzkGvT/ssPTYB9acLaHn92PevNWNnfY9X6nTtY6LwYGHhy0iuSA+wZNdC7st2IxIUjZfvAd65TSb0GdIONq8ACuwuFJgiZWBOeRjtXtYWrKcdTx8TTjF2RQ1Kxsp1H27V5dg6DdgVy11dfvjFBcu8CEbec5rpNf1nS59Ke2aNmkTjhOM/WuCszdXF7HDDDtQsOWGMVssROk7xOeWFhWjaR6V4ecS2I2AjHGK0b6R10+YKxGRj8Kj0jSbm1gAfy3UrkAcGpdQjuRbsgtiwYfMQRxSnUU4tlQgoySMWVliQImBgdv5VHAuZd8vB/hqO4yJMkEDoamukZI4ZTkoD82B0r52Sd9T3YtW0NES7UABqK4M0sWYmAI6A96kWOK5gCg844YHkVWhuJLW6Ntcof9iTs1HKZ3Q61uBNIUfKyL1FWriZ0j/eHKD/OarapYtcRi4tjtuEGUI7+x9qNNv4tStwsilZcbXjYcg1aTjoJtO0ijHqL6lOY7IMIkOHlYcA+3rV4xrDGRknA5J61JKsWnRBAiovZVHU1DHFLc4kmykX8KdCfrTcSuZPYIWaRCzcL2PrVOSNy/mrj5TV25nTb5YI+gpsUZZVi6lqIwbdglK2rElyYCf4lGeFzzTpb28ltoUitXaV15DAhT+ldNZ2SW8CqEUEDk9TVoADnGDXo0aXs0edWrKb0PN9Q8B+JdUud8viCOK3YbTBFEVUD88/rWlp3wy0W0VDdJ9rdOQXHAP0rtifWmlm9K6HJs50rGXZ6fBbu6RYRUOAi9BV1kk3YBG2qN3vt7jzFQsG5NSx3ySpFhWDE85oi3cbVypqcHl+W7Ho2cZqO5vgsalIRnPWm63rVrAgVhvkBwDjpWebt9Qu7e3RDtOCxxiicna5UI6nYWz7rdG9qlxUUe2ONUG7gelPDk/wmouQ9x/FGKTr14pciqEIVFNKKPrSlwoJJAA65rPk1VmYrbWs0+ONwG1PzOM0WA0No9aQr/dNYl34ms9MBbU7qxsgOolulDfliuevfjJ4LtSVOpmZh2ghZ/wClDQ9Tu8MOgFNeMSqVkQEHrnn8xXmMnx78JrxHBqUg9oAP5tVf/hevheRv+PHVvqEH/wAVUNxtYpRle6Oy1PwbZ3O6S1URSHqP4T/hXPW2kXWmamomgMYyMMvIIzUMPxt8KvwYNUT62+f5Gt7RviF4e8QTi3s5LkvjO2a3Zf1xWLpwck0dEatWMbSR2a/dFLTQRjjpTq6TkCiijNABRRRQAUUZozQAUUUUAFNYblI7HinUnagDjtU8FWOpqMu6MM5DfMD/AIVwmtfDNrW2LRWEl18/WGQYA/3TXsigknPPNOCn1P4VEqaepqptKzPm+XRLWzfZJpVwjjtK+2kFtGgHk2Funu2Xr6LubG2vIvLuIElU9nXNc1feAdJuiWgD27n/AJ5nK1zzpT6M6adWn9pHkVtvji+cgn2Xii4IlQglvXj/AArt774fX9tl4WWde204b8jXL3li1nIYriKSJx/C4wa5XCUZao741YSjaOp2/hlAnhyADnAwRW3o1vHPepLt6Vzen3aWOh2gDYEgpLfVri2mYW9wUU55XmvcpUnKK5WeBVqck2pI6Dxdasf3iISSMADisK1gNpAzshRnUgNnNRSSX2o38SnUXOT0bgVrX0I060ijkc3DOec9AKqnBupyMipLlpuaPNT4c8RC6lka7tJ43csA4II5qS48LXtzFiS3tpG9N+MfQ4rvlktioDQfN6g1IFtT/wAs2/OumeXUG7uJyxzXERVkzyi58HeIJFMcIAjPQG5Jx/hVNfBesWcrT3OnRXHQsWbzDXswS2PaQVBctBCpIDED2pfUaTVo7gsxrc15Hn/hvV9V0JpHgm2h5CTGclcemK9L0bx1Y322C+Q2k7DG7qhPse341wFxNG9zKUUKu7piotw9vXpXgTqypVHF9D6ONGFWmpLqe28soZCGU9COQaad464ryjS/Eeo6R8ttNmMj/VuMj8PSrlx431ufhZYYx/sx1usTBq5zvBzT0Z6UWk7AflUfmP615j/wlmtY/wCPxf8Av0tPHi3We92D/wBs1/wo+swD6pM9MV3HXmncsflJJrzE+LNXb/l7A+iL/hUUniTVXBDahLg/3SBSeKj2F9Tm+p6dPcLCP3jIuPXmqrXay5RhlD1DRkj8jXlsmoXUpy93Ox9TKc/zqJrlz1kY/wDAql4lPSxSwck73O4v/Dum3LtNbTNbT/3kGF/LNZhnvtJdY7p4rmE9HRhmuZ8/IwWOD2JpBMv4/Ss3X7I1jhmviZ3VtewXSgxOD6r3qxmvP1utjhlYgjoRxWtZ+I5IiFnHmL6960hXvozGphmvgOsB5p4NUbPUba8XMMgJ7qetXBXQmnsczTjuSK2KmBz0quO9SI3NDQJkuaUGmjilqRjs0Ugpc0ALSGikNAzz8LxT9tNVhingk8hSfoM0hXDApQMU5UlbpDL/AN81ILa57Q4/KqSYrkNGMdeKsfYbk9Nn4vmnDT5j1kQfQE0cocyKm0+lKFq8NN67pj+Cil/s5P8Anq/6U1FhzIosu0Z61EwrSFlHjl3YVQ1m2CaRcm1X9/5Z2knPNJqyuwjduyKxdD0YH6GgsAO4x+tee6JJqt9qy2dpIFuT/wA9On411EMXiCxvGbVEt/s4J3tnjj0rjxNKU1dPQ9DCVY03ZrUzdV8SXkEzxW6IgHRuuK5261PWLlGYX5PqqcZr1G60ezvrdZJIEKSDIcDGa5HVPBzxlpLN8jrjoa5qNWkvdkjor0akvegy98Ipp7rUbxCxkYAYLHJHrXsTxfZ4pJ7udY4h0Ga8k+G5n0C/vp5oCGZQvIxmp/EOq391dSkzO0ZJOzPFelCpDRRZwSpzSvM0tWvYvOkW1uGaNiSTj+VQaOu+8hl8x/vdCeK5aN5WcbsgE12emxJGkYxyDmsa1Rpo1oRi4u561puoWt1EqwzozKACoPIq9gdPXtXzZ4oi13TvFRudOvpLdHAcZfAruvCHjnX53is7/wCz3xPBaPIbHrXRzJI5HC70O/1fSxKjSxcN1K9jWZaXcbg20uA2MFW611agOoJHUdKo3miWd38zoVc/xrwRWNSgpao0p11FWkc48Fxp0m+1bzrbPMZ6qParMdzBfw4JBx2PVa1YtEaLA+0u6jpvGTVaXwyTdm6juSkh6gD5T9ax+rSN/rEGvMgHmW0ZZuY/U+lZ95a3Hz3en7VuAuSD918djW9/ZElzEYbx0aI8FVGM1di0y3hiEag7OmM1ccO9Li+sxjc8QHxGvG1QPqMKARkoI0TgEe9a0Xjxb6fyt628Z/iY16U2haKJCp0mFjnlvKB60N4R8Pyj5tItTn1iH+Fbexi9TP6y1ocnp15phIddWtXdurSTCuo02XS4x5n262klxnIkHH0qOXwJ4ZlGW0qAe6jFU5/A/hSIfPbpGMY4lIoUIw1JdVz0OriuYJR+7ljf/dYGpa4L+yvCemkmGafdnOIp2Nbmka9ZSOLWIyAfwtK2SaPbU+5m6E7c1jocZpuKcGApCfQgVsYplO+lFvbvMwztGaZaXVvcwLLGVOeuKqeJLgw6XIBg7hivPLbUrqzmJtpmXPUdqynV5NGdVOlzq56bLY2czhnhjYjnkU828MLpJHGoJOMgVwi+I9WGza6/iK0bHX7+8uFEhUEdlHGalVYvQfsJnbqw7nB9KhmmZB8oQAfxOcCvJ9Y1jxS9/PbnVfs8KthRCgBx9aw5dMub1t17qd9cHvvuD/IVM8VTi7FQwVSSuezPqttA3+kanZx+xkA/nTR4k0cjaurWbN6+aK8aj8OaYpybZWPq3Jq9FpOnxni0j/Baw+ux6I2WW92eoatrMiaPNPpcVvf3CLlYhOAp+uK8a1XVvG/iFmWfUfsFux/1FmNgx6Z6n866WNbe0jIhiCEgjgAVBuGelZ1MZJr3TelgYR+I4mHwHBK4e6kmmfuXY/1zWrB4G0lMZtwfrXRrJ6rUqyj0Nckq9V9TpVGC6GJH4V0yLpaR/lVtNFsYxhbVB+FXzP7UwznsBU8831KUILoV49OtxwLdB+ArV0SKKLUUCIgPTIA9azhI7sFA5Pqa1NOspYLlZi447CtaUmpK7IqQvF2R6iv3R9KdWUmt2wjGWOcelB121H8TH8K9b21PueH7Cr2NUGjNYr+IbYdFf8qdY67FeXXkKjAnuRTVam3ZMToVFG7Rs0mRRUU7tHCzqMkdq2ehktSTNLXOHxC6nBh5zjOas2uupNIEkTbnvmudYim5WN3hqiV7G3RTQ27oadmui5gFFFJQBUQyCWQuylc8Y6im3Go2dqMz3MUf++4FcF4rvb9b+eKO5kRA3G18VybW80hy7hvUliTXLVxKg7HdSwjqRvc9Ou/G+iWuQs7TP6RrmsO8+Ix5FpZgHs0rf0FcZ9kbJO5cUptT/fX8q5ni5vY6o4KC3NO+8aaveKV+1GFP7sI2n86wZJ3upUWR5JXY43Oxb9atGzBHL/pU+n6b9o1CGONmLEggAVmpucrNm3LGnG8UXNQcLBFaAALEnA96xPLcN8pKj2NdHe+H74SPI2zHowINU4dOusHdA5A6kLXevaQehwe5JdClamVZOZWJzxk1u3urpY6fbu8cszH5Tt5xWctvtflec9+Km1FV+xRlh8wb1op150584qlCFWHIKviuzwC1rcA/9cxTv+Ew05esVx/35rLUpj7g/OpA0Z/5ZLXU81n2Ryf2PR7suv430tP+WVyf+2JrLv8Axpa3KlLa0uXcjqyYAqYiLH+pT/vmoXSLORGtZyzaqtkXDJ6V9WZMTSkFmzluTUm960fl/ujFJ/wFa8qdRyk5PqexGmoxUV0KG5z2P5UgLnsfyq+WIPGB+FIWOaXMXYplZD2b8qUJJjo35Va3Gk3mi5FisIpT2NKIJf7v61Y8wil8z3o5gsVvIl9P1pfs0vcD86siSjf70+ZhYrfZ5P8AZp32aSp/N96N+O5o5mKxB9mkz1FKLZ8/eFSmT3NJvHrRdisIkMiMHSTaw6EcVuWOt3EACXH71PXvWJ5vHWgS+9XGpKJnOnCW53dtf290PkcZ7qTzVoHBrzxLgowZSVYdCOta1l4klhwk/wC8T1711QxF9zjqYZrWB2inIHvTqz7HU7a9UeVKAT/CetaArZO5g01uKKUUlLQIWmml7U3mgLnMF7WAHe8SexIFRNq2l26ktd24x6OBXir3M0vMkjn3Y5/rUZYE9ufUZq9CLHsj+LNEQHdfRnHpmqU3jrRogcNNJ6YXFeUM3PJxn0ppOV6U7hY9Nm+I1ggzFaXD/XAqhN8SpTnybFR/vuf6VwG4DjmhmUUXCx2kvxF1Fv8AV21unrwT/WqMvjzWX6SRJ/upXM8EdaN3Trk9sUtR2Nv/AISfXbuRUW8k3OcYFdpptlcR2H+mXEk08mSxds4+lZnhPw0yIt/cKA7fcVvT1rsBatj7y8V5OLxSb5Ys9fB4ZRXNI5TSNPfS/F9rfceWWIckcYx0rT1W61bxTBdW621taxxuQzKTygNbMeniRgrkEHkjFNk8Nwq0pSaRFkGGVW4IPasqeKaVpG1XCqTvEaEms/DdjE8MjFWOZAPl6cYqsWDA8/lTl0AxRCOK9uljHITfuH5GkGkTRsCLgsO4IrOpOlN3WhdNVKas9RAwWLIXknn3rMu7R7iUOhwwrtbC001NOC3tvI67uJEPNXreHw0pBS1ndh7E/wBa76VJ8qkmctWsruLR5ytpdNIiSRAKp+9ityO0kUAxZkf+6o6V3ciaWLcSLpMhQ9ytUk1CFcraaUMg4JPWtpU23dswjUcV7sfxOW8QaVFe2lhLdxneq4IzVbToY9NmWW0QRSL0ZetdPq85uIo/tECQ7WwFWs5I7c/dUV5+Lm41LI7sMlKnqkdJpHi1GxDffITwJAOPxrqo5o5og8bhlPcV5qIoh/yzHrjqKv2GpzWBAhPyDqvY1dDH8ukjDEYBS96nueg8UmQK5KTxRMy4SNR9apy61ezdZSAey10yzCkjkjgKstztXnhj+/Iq/U4qhPr1hB964BPovNcc9xJLzI7H6nNR8Hr+lc88zf2UdMMtX2mdDceMIFBEMEjn34FZsviu+kP7uJUH+7k1Qwo9KXIHeuWePqy8jqjg6MelyO41fUrjO+eUD/Z4qm4nlyW8xj/tHNaG8Um8Y71g683uzZU4rZGWIJf7rU5YJgcqpHPGK0TJj1oEwHrUqpK9yuX7i9beItSgtljKCR16Mx5qjeatrN1nNy8Y/wCmZ20eZ7Gml84AySegFdKxVV6JmX1eknexGEv307Y3myKerEliaoQ6Xds/yQSE/wC7XaadYXb6WphLRyN/C4qeOw1qFcxzxbu4OOf0r040+ZJyPPnWjFtROZTTLwRqTA/HtWhp+jXXmiUBoiD0K10Kwaq8HzzqsnoBRHY6i6gzXrA+iCrjRXMjGVV2exxWt6bINTY7vvetUPsJA++K6LxHZT2kyzcyRsMFiehrCMxrzMSpKqz1cPLmpoYLIj/lp+lOW1Qf8tDSfaR3H605ZFNYamwptUbje1J9hjz1aneYKeJQRSbYEQso/wC8cU8WUR7tT/M+lPTdIT5aFselGoPQj+wwjqT+dKLOD0JFTrBIeqmpFgdR9yi0yeZdyp9khU7lHSrkEmajkRwpyoH41FE+DQ+aPxGsEpR0NTbuFNII6YpIm3Cpgp7iqVzF6E9hpv29/wDWHA64FdHZ6bBYr+7Qbu7HrWDZ38lmCqxqVP4VoprgI+aI/ga9LDzoxWu55eJjWm3bY280hAYYNZR1uPb9xs1Wk1x/4Yx+JrqliKVtzljh6rexl6xF9nvmUD5W5FVBkfUVbvLqW7YGRRkelQYPpXk1ZQc24Hs0lJQSkbuj6kWAhmPzdie9bmc1wwLI2RkEV0Wlal56iKXhx39a78Nib+5I87F4XlfPE2aQmjNHFd5wHBeJtEvrq/lmgtndWwcrXNyaTfQZ32U4x/sE/wAq9g2/r6UmwHqAc+1ctXCxm7nZSxsoLlseKOpThkKn/a4pm4DpxXsk2l2lyCJreNvcqM1zeqeA7O4UvZsYJOw6rXPPBNao6oY+D3RwdrbyXtzHbxhSztge1d3o3g2KyljuZpTJKDwAcCuMn0++0PUAXUh0OVYDg13Ok+LoLiNI7pWjkHfHBooKMJWluPEupKN4bM1p9KkklDRXEiezHcKfFY3MSlRLEw91qzHewTANFOjD0zQs0xYho1x2INeipJnlPmXQy5tLd2+eztX56gVy3jaFLW1t1jgVMtz5Yrv5JlVDyAfc1yviq4tP7LmiDCSZhhQDnB9airJcjNqCk5o82WTIoMxHrT/sknTA/Oj7I/dhXlcyPYsRGamtNmrH2M92FN+xj+8KOZAosr+dR53tU5tF/vUotY/7xpcyHZlUzN6Ugcmrn2aL1NIIIfQ0uZBZlTeaTfVzyIfQ0eTCP4TVcyFyspGSkDmr5ihP8FIY4x0QUcyFyspbj60ZNXdq/wBwUvy/3R+VLmDlKHze9Lh/Q/lV/I9vyo3LRzBylDa/o35UbG9DV/cCOtJu9KrmDlKXlt/cagRv/dNXN1G//OafMLlKvlv/AHTR5T9Nv6VZLGkDnPWjmFykcazROHQlW9RW/p/iG6hwlyPMT1HWsXzD603eT3NXGpJGcqUZHoNpqNtdpmNgCeqk1c615rHO0ZBVyp9R1rasvEksGFn/AHi+veuiFdPc5J4ZrY68t700mqVpqlteKPLkAPdTVzIroTT2OZxtufMqlSvOTTgR7Z+tRcjOMc0hI9OasglJLY5ApM8dTn1poIPGT+VLzjrQAdTjNIwAOAc/hTiBjgc009MDigBPUY5rqPCegfb7kXFwD5KdM96zNG0mTUrxUAOwHLmvUbO3jtLZIIlAVRiuHGYjlXLHc9HB4bnfPLYvKVRQB0HApxkA7/pUGfpRuFeI073Z6+myLaS4INSNcZFUt+Kd5lNICwZgOxppl3dqhLUBzU2A1tMvlUPayQ7w3K+gro4rdbNI5beLe568DiuQgnaM5A59cVo2+s3kETIjHBH8Q6V6+ExkIRUZo83FYWc3eDOta7Mtix8pS4/g9KyobSUSO0aiND1JNZdpq91AJD98ydSRVKS4uG3KHk2t/DniumeYUkrxRywwFW/vPQh1UyPdtucOF561Uj3bsnirLRu2SVJNNEMhH3TXjVqvtG5Hr0qahFRDzDSiU0nkSf3TSi2l/uisLmw4SetKJhSC2l9KX7M/oKWgB59J51P+yv7UC1b1FGghnmn2pDMfQVL9lf8AvCj7Gf71F0BD5pFHmtVj7H/tU77GP75/Ki6AqmU/5FJ5vPQ1a+xL/eNKLNB/EafMgKpc+hrX8PT26X5FyOo+UntVMWidyw/GnraxrzzVU6ijNSIqwU4OLZ6CpUjKkYocsEJC5PYZrjrW9ntQAkrY9Cciro126xj5c+tezDH07HiywNVPQ6ONmdAWGD3FOBPcjFcwdaux1K1Vm1S6mUq0pwfTinLH010BYCqzS8TX9smnSwFg8jLgKOcV54Vc+tdC6q7ZYbj6nrTCiZ4UflXn1sSqkr2PUw+HVKPLcwRE/cVKsWPWtban92lJA7fpXPzm9jK2N6GgK47H8q0t3+yKN/t+lLnGZoEg7H8q19ElJmkjIIyKhJpbWbyr5HJwCcGqhP3kKUbxZm6m9xZ3Eu+V9oPABroNI0+wuLWJrm9fzHXO0Piqur6VHqMpbzUCnqM1Bb6PDAoUyA44B3c170MTh1RUXHU8meHrSleLNPVPD9nCwkS7kReylutYyHY2AcjsafPYxKSxuC2OxkJqBRg8V5mNrQm1yo9XA0p04PnZqWsi55q8JIh3rEjPNXEIrlUlY0q0tbmj50Q7GkNwg/hqjuHrSF/eq5kZexRdNyvpTDc+1VDLSebScilSLZm56Unnn0qp5lG80cxXsyyZ29KSG7dbmPb97diqpc1CZWjO9TyvNOE7STB0k4tM9MibdGp9qkrzi0+IT28phuLUSBTjKnBrdt/HenTAb45Yz9M19BB3imfM1KbjNo6ujP8AnFYC+LdHb/l4I/4AaVvFujL1uc/8ANWRym7mgkVy1x470iAEqZXPsmK5zVfic6grY2m1uzSH+gqW7DjBtnTeLvJGngMV83Py5PNcSgIPPaqX9sXOoMJbyUu7DPsPpUqT5ryq8+ed0e3RpulC0jQSZ0+65BP4VIb65QZE7/gxqgsoNK0nHIqFzdGFo9USS3ty+Q0zkem41TkZ2PzHJ9aV5PaoWkNDu92XGy1SA5Peo+fWkaQntTCzelTY05kPI96aTTCWPemPuHelYVyTigsBUOW9aQ5zTsFyUsKNwqE59aTa1FkLUn3CkLioCGPrQUf1NOyFqS+YPakMvvTPJb0/Sk8hvQ0aBqOMnuab5nuaXyX/ALppPs0h7GqvEWonmCk80U77JJ/doFq47UXQtRvm+lJ5tSfZG9qd9kb1FHMgsyEy+1J5lT/ZD3IpwtPVqd0KzKxkJpN7VbFqo/ipRbJjqaOZBysp7mpdz1a+zr6ml+zp6mnzITiynlvWkJPrV020fvTDDH70lNBysqJJJGwZGIPrnmtuw8TXFuAk/wC8X171neXF6Uzy4/StFWcTOVGMtzy7aD0NGAcEClAGelO/DivTPIEA/Olb1CjNKAAegqQEZAAxQFhgHqtWbHT5b65WGMEljyfSmIplcKqkknAAFekeFNETT7YXEwHnMM/SubE11Sgzqw1B1Zmho2gwabaKgz5hGWOO/pWoLVM8ZqUOAeeRQJB2Jr5+pOUnzNnuxgorlQ0WafhUgtYh2pRLR5g9KzvIoBbx5+7mniCMfw00SD0pfMFO7AXykz90U4Rp/dFM8386XzDRqBKqKB0qVQPQVXEhp4kNUkxFkEAdqaTz0H5UwOaQuapxdibDt9J5h7UzeabvPrUNFWJd5NJuPrUW40u+o5WMl3UbjUW84pPNNOwEuaM1H5lN3mhICYNRv9qh3N60bj60+UCbzPajefSodxo3GjlETeYaTcfaosmjLUcoWJwxNG84qAORS7jVKIWJwx9aXcc9qhDGl3GriiWSs+e9Rl/9qm7vpUTZHpVNAiUye9NL471Dz7Ujc96XKhkpl96QyCocH3oI47/lU2QEnmLTTIPU0zaff8qPLb0P5UAOLj1NRSEtjHY04xMf4TSiFz/CaLlRdmNa6CAbtx/CmG/Q/wAD/lVkRNj7v6UvkHH3KfOiuddjGNyz3mAjY7kiroNPuLd0G4KcUxaG7nRTldFiLqKtjgVUi+9VjNCIqbinNLTc0uaZAhFJTiaac0DQUmaM0lA7CE1BO2InPoKmaq11/wAe8mPShblJaHAy3+NTkXPeti2ugVHPNcZdu6avLwcZrSt7t0QcGvfpztBI+brQvUbOr+0DHaoZLobev6VgtqLAd6rzai5Bq+cx5DWub9RkCsmaaSdwEzk96qxySXMny5xXQ6ZYONrFfzFc1WukjroUNblnTo5WgAfJIFbEUL/3DToIigA6VaXd6muBzvsd1m9xqW7f3akNu2OQPzp6s3qacTnvRzk8pXa3b1FRG29xVlvrUZ+tS5MuMSv9l5+9TWtV7uTVgn3qNjmp5mXyoiNtH3Ymmm3j7kmpsU0gUXYcpF9nh9D+dHlRjtTyBSbRRdhyjdkf90UfJ/dFOIHpTSKeoWEymfu0uRjoKMCk4oDQNx9vyo3mjd70m73ouKwu5qTc3Y0m7PekyKYaCl2+lNOfU0FuaTdTsIPm9aTJ9aCw9aaW9qCR2fejdTCwxSbwadgJC1JuHqaZvpu+qAl3fWkz7VHvPpTS5NAiQtTC1RlzUbMfWiwiUkUwsKiZyO9RGT/aFOwjzz371IAcH2piKN3J4xTlxk8jj3r2DwxxXaOQT6cU/qOOaTk4G/Oelb/h/QZdQnDlcIvWoqVFCN2aU6TqS5UaHhbQwZPtVwuQuCo9a7pGUAYHtUNvZNDGqKoAA7VOLeQ+leBXqupK72Pfo0lSjyj9woBFKtrIe4qQWjf3qw5ka6jNwHagPUn2Ru7U5bQD+OldBYjDYo31MLRf71PFqgo5kBX3U/dU4tkNPW3jB6UcyEVwacDVoRJ6CnBE/uimpoRW3YFBY+9W8J6CjC+1P2gikST60mG9DV3K+goyPQVDmNMp7X/umjy2/uGruaM0cwXKex/7ppfJf+6Kt596Td71PMFysIX9BS+S3tVjNA96OYdyDyW9qUQN6ip6MijmFch8hvWj7P8A7VTbqM0+YCL7Kf75pRa8/eNSbqNwo5idRn2Ve5NPFsvqaN/tTvM9qLsNRBboPWl8hPSjcaTcatNhZgYI/Sm+RH6Uu8+lGad2FhDDH/do8uP+6KCabk+1S2x2Aqv92m4X0H5UufWk4qbsdgyvYCk3e1BPpSZp6jHF8UB6Yfwo5psCQPTt9RBjTg1ILCyfOpFZLL5bkflWrketUb5QD5goT1NKbsxsXWrGKrQHJqyWrVGs9wp2RUe8UZzQRYfSGkzQTQMTFFIxppkouMGFVrkf6O/0qUvUF03+jtimtynojmP7OglnZzHkk9atpZW4GDCKkiBHNTAHFdKqTjomcEqcJO9ipLY2zDHkiqUmjQydgBWwyse1IsbH+E1TrTZCoQRStdMggA2qK041VAADimCFz2NSCB8dDWTm3ua8qWxKrAdxTgw/vGohA/pTxER6UXQNEgceppd4x1qIqB3FGE/vii6FYkLgUwyD/JphaP8Avim74f79Fx2HFx6Um8elMaSEfxUhnipAK0mKNxI60xrmFexpjXkQXhTRcGSFzTSxpgvUI/1dNN4T/BTuBICSO9GDiq73knOEqP7VL3Ip3Cxb2nHekwfeqn2qT+8Ka1y/96i4rFwgmjp3rOa4f+8ajMjN/GaYWNLGf4h+dHGfvCsxpMDgmmh8j7xzQHKahKA/fFMMkY6tWbuBPU0hKk9f1p6hyml5ibutIZY843c1nblHJNBK8nP60WZNkXjNHnHNJ5yelUgygfe5oDpjlhTsw0LRuc9Bika4IHaqRmj7EfnTHuU6ZyfrTUZCcody6102O1Rm5bBwapNcpjpUTXAWr9nLsT7WC6lw3LHOWxUDTOTzIRVfzd2OOD0xU2n2sup3bW8Q2lRkk1SpTIdeHcTz+GyxOentVcv6vU+v2x0KOJ5SHaRsAL2rn21gHkR5NaexmZvEUynHGplAOcVMIkADbck0UV3tnkPcnskWS8CMBtzXquk28dvZRrGuARzRRXlZi3Y9fCJclzRH1NSZooryInqQELkDrTPNaiitOhm9w8xvWl81qKKzuyWOEjetHmN60UUXZI4StR5z+tFFF2MUSt604yNRRVJsBPNf1pfNaiitAGea/rTvNaiiouwFWRj3qVHY9aKKl7jRLSGiipGFLRRQMM0UUUxCZpc0UUgCiiimAUtFFUMWkJooqkITNGaKKBjCTTcmiigBpJpMmiiqATJpFNFFIB1Jk0UUDHZpMmiiqEJmophuTBooqCkVbfgsPSpmY+tFFUdIwuR3prTOO9FFaAxDO471E11KO4/KiigRVkvph3H5VSk1K5HRh+VFFaWQEDarcjuv5VNZ389zOqSEFfQCiihmUm7G0sUYHCCmOQvRV/KiikYELTsvQL+VRm4k9R+VFFIYw3UvqPyprXMv980UVRA0TSHq5pPMcnljRRTQxjMc9TSAknqaKKQxGUYqKiihDYpOaCcLRRTRJE7EimI5Lc0UUIbAu2OtO59TRRUopgck9TTSuTyTRRVmd2MKKO1R5+boKKK0SM22R7zzwKjM7AdB+VFFWkiLsjad/b8qY1xJ7flRRWySMZSfcjNzKO9R/aZf71FFWkjn5pdyM3EpHL0z7RLn75oorblXYiUpdxDM/wDeNMMz4+9RRVWREpPuNMrY61H9of2oorSyMrsT7TIe4H0pj3Mg70UUkRdmho87XGpLaTKro38RHzD6Gur0WdrfW5bBVQx5GXI+c/Ujg/lRRVDZhfEgk31nGTldua5G0jViMiiigR//2Q==)
The activities of the Twenty-third International Middle East Conference on Electrical Power Systems, for the second day, Wednesday 12/14/2022, which is organized by the Faculty of Engineering - Kafrelsheikh University at the Semiramis Intercontinental Hotel in Cairo
Under the auspices of Prof. Dr. Mohamed Ayman Ashour, Minister of Higher Education and Scientific Research, Prof. Dr. Mohamed Shaker, Minister of Electricity and Renewable Energy, and Prof. Dr. Abdel Razek Desouky, President of Kafrelsheikh University, under the supervision of Prof. Dr. Abdel Fattah Heliel, Dean of the Faculty and President of the Conference.
The President of Kafrelsheikh University thanked everyone who participated in the preparation and success of the conference, and said that the higher education and scientific research sector in Egypt enjoys the attention, support and follow-up of President Abdel Fattah El-Sisi, President of the Republic during the past years, and this led to an unprecedented quantitative and qualitative development, and was among the elements The system of higher education and scientific research, which witnessed remarkable development in spreading the culture of science and innovation.
Dr. Desouky stressed the keenness of the university administration to qualify its graduates for the local, regional and global labor market by updating study programs in line with global developments in the requirements of the labor market, indicating that the university aims to be a research university concerned with scientific research and not just a university that grants academic degrees only.
Prof. Dr. Abdel Fattah Heliel, Dean of the College of Engineering and Chairman of the Conference, added that the conference will discuss 139 participating scientific research, through 35 scientific sessions and 6 public lectures, in addition to organizing a large exhibition for the sponsors of the conference.
He explained that the conference sheds light on the latest research, studies and technologies in the field of electric power engineering, new and renewable energy, and discusses the most important issues related to the generation, transmission and distribution of electricity.
The conference is also an excellent international showcase for the dissemination of original research results, new ideas, and practical development experiences that focus on both the theoretical and practical aspects of academics, researchers, engineers, and industry professionals.