{"id":10405,"date":"2026-11-06T07:35:56","date_gmt":"2026-11-06T07:35:56","guid":{"rendered":"https:\/\/shopchothue.com\/?p=10405"},"modified":"2026-11-06T07:35:56","modified_gmt":"2026-11-06T07:35:56","slug":"simsinos-recalculer-le-cout-reel-des-conversions-en-deux-ecritures-comptables","status":"publish","type":"post","link":"https:\/\/shopchothue.com\/?p=10405","title":{"rendered":"Simsinos : recalculer le co\u00fbt r\u00e9el des conversions en deux \u00e9critures comptables"},"content":{"rendered":"<p>Quand une conversion appara\u00eet en deux \u00e9critures s\u00e9par\u00e9es, le montant visible dans le compte ne suffit pas pour mesurer son co\u00fbt r\u00e9el. Sur <a href=\"https:\/\/simsinos-casino.eu.com\/\">simsinos<\/a>, il faut distinguer le montant d\u00e9bit\u00e9, le cr\u00e9dit re\u00e7u et les \u00e9ventuels frais du prestataire. Ce guide explique comment refaire le calcul dans la devise du compte, tout en s\u00e9parant les donn\u00e9es publi\u00e9es des conditions qui doivent \u00eatre v\u00e9rifi\u00e9es dans la caisse.<\/p>\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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G5nrvtuwQa38mlTwWNm75j1C+dZ3RHHfNjS3x2Cewe71kCvWXLxnS2fbfJA9pswIp0jhJ9JrkPvy22XXlf36wFUNe\/DlWuyPhhq\/W13l\/fFIcvIuSvDecvlRpU9+gOQfvBGA8EcwtbGtBj2kPg2iGVtxFI+bjVXAXjLozEWcHv21sMmH8iymjG1bDMz8xU0\/rO\/t+zB1bABq4hxIIYQ8xiAL4DCAgWPT1YEj+fOScboAqdqbO0jKeYejOqQkZgCfJRSAOvlRRS1\/tV6D77GKzGT4e5ZCsYQFjIkFJwwg0o6P9A32RtPBLXPoZjc\/48W5pppdd3Ixh79+CQzV3SLd4XTG0heWSjU7LxBvNdQLueI\/DtwChOv25BpWOEpBTTx6bL191U1t1EtpAu\/p\/N4eCwkOFwh5\/\/0rG1wvuPkSS8dCqPNsAAmZcuX03ryvyH1vKq+6tpv7g3c7J2JNW\/CK+Qz2wz7O\/nigf8owUwGW9R2Pe6GaF3VxCK8+S0h1o2vPpQDRez8f3lUFEzsX4S5y7NIji09dsGeg+SqF6JHu55C4gn14bbg32qm4YGDlNwRLJiK81qEUxb2WKRrJkd6+4lscUK8Dlzk6olRKshSWZ59P8fpv2+iUeTuz0cTyk3+SaM82uvG29QM6+mA2BR1YIacJKEFus0dJVQnYuvwxSW4gtdABEnLFZDyfuoDMYwa+hcofNm+QUUYx73yCnuxPWmInVhaaqz\/\/6uf0+D9\/81ruUWQHPjs\/\/VjoReTm6hML9\/DP+KJr2TZsmX\/2VW+TOJtXtr6vVYUMuD6qlzarqW5PYrIH4L9LRtpC0l9+Iwm33QZourEQgctpShoAbnRkBqf1KZiEm1psirjewQNuTtMuOYmz3dzH9VuynPMt9Kgpk\/vWAOYQNPRHpj+wZy1wcULRdIV8wCpICGwTzAoEtKqP+WeSNeO6YdUyu9q4TlVNIrPfo9P5x8GAT6ulOV66wAlu7EFd2e7cs77OLf5s\/IAMwaGxoZytJ5kZwq3RgkBM0O2hkX8VRZtv7nBR0I1iVlZ8iPnumyPKphYJpQk\/PEN0s\/dSDlvYuQpfecDp+1ZmXs3ey2Fil59a075tiZ5ToY\/+hjMOtZSXeWasTsiJs6Wht92ppaY4n\/3ENjAauE4GVcCZ89PzQ9Hxh9\/unveHUvGvjNxfMGQRxRwOR0Q+OVgrYqPympcoKXvKappTewFSHU6qBYzeW74rQdRBNeGZ8mLll4\/uKiHj+kGAK\/24adBeuAFSavhMv4wJSEzKGgJ8tFTp2bO0IFLgi9tceArERGu+5j\/sptqfsH7FdQJABmBah\/U9Jf1Ib8gkfn3+HZHNBcdAL0JCVE9p7rbzRO2k\/zu3kOhAs5fmgZrN3NDoRU765nwua5m9Z6EzTcIkN6PSLDD1xzFe4A+ymen\/DiQsC5jxuWBh8t02wJ4HsH2u5mgNtzTnaljDAEgrKJwaAZerACjmTl\/wNd003\/3xyGk0pNtaX1Ym8jdlvUwBEhS3Ves4e6RCI5tg6w0DWBbINldjXGWuhqgRnnLRAc6A0Hr2nRVwdDQIsWIDFTVyMXmo70x1Sxu23+doma80KbEN1WQ49BrpbXbUqvtDuBG5A1wftA8xZd+JfCzkd3NeJoqhhRB6zMh5\/vmBAs3ha5nKddLBeedWFGGaioeBHlGnPvQP1he\/uyaQ4GYqKu7mi2iVQQnO0kB\/vvMM7Evz5cMIAJXRzfuytjbTH+yj3T8lJ1Y36NGmQG4gbKcslmm3kNkv8FzWlPDiaZyNHQyw65jssREJ85eJD9E4yQKV+MCLrJ\/gajCwHWS4\/Ly38Z\/azpnivcYHz78d6PRXqgFFPRDO1cQJso+D1tyFTqAXvUbqfzeVSNW+r9tlEx0fKfv462wRdRXPr+yJPYkOI93F8YVmqnAC1ygfwYDJpcGamaH7IwM8r7fjksBgPSSaFezPFs14jsBOTzigKlnOE\/s\/kEoxRvNx7HskzxkaEIu1pkSu5Wp2tYJn15QN84IoQZ4hgTrCgJIEGm7A4HLBqn4cveYbw+CkTWL9cqL9CQky+jC7Yfn6BS1OhsFsrmBo2FqTIz+nGOHLyZUTvyxny1TX3yGo\/SKVNFulHLJcrYpPSgiTfRGEHnCu2o07CnCn4o97mEUJ7FnXk6rBYwdWA2Hqk2BxvBn5pP+paQsRyisWTZI+ukWtcJk5Pdy5N5St++oLv2OIhJMLgSv46A44U9s32t6+0ZNJGfOygcfkwTzBJDR+PA4FeVwknoPaHrfy6memSrd28luJHPHh8nxMLg\/avl1SPUF3TCRXdw2ghoZtihBApytEsA7dFwmIblHMpgmmimen7DFuhvS+9STX41XGkw4+O6trFdajR1oBK7kKjvAxZ6zh8ksSLdt7NjgD9VP7jJyZ3zivTjY21yaTvl15z9Q5ED14ABHEhjpQWlJWuZwytko+Itsm4jG1sSCFSf1dB4t24tdxjs6wDX6R4lYf\/oOiBz8i\/\/MavgS220SO80lVAaBME+\/y0+u415wspBQM5\/p194yNn6XW64WEJE2KQlgMdGb7qBoDgs6TayxFsQNW48svXzsK979nm6QmQi1mk21NMQ7BLwiv9LTI+ZHl1FEEtW3lVmrtmWEQ4kIF6Ddr0zJ7+T0YVLYWLEF+8IkJTMYm8M6363ECrK05GcTH0l8pkfwWPVPd6WEbMdFDEYVdHgsbAW\/Px7M7cbAF79Z5+toABviFCJ6WQvq98Rv+G6Bs8BAUyiYm5348S9hmGV8pLpkT3jEX4k2a03NQIhQiYU3pMiZXRAoyvNsq1k\/Beyg1fa7EjeAZtjmfP5vJ16FoLBlKeZSYsxoPwgP+YCZF99kXdqDsgeKgn\/3UxmOTyUh\/DycashofLVzicP+9MnkotjnXyK+S+tRf6Nm+JMYKkRVPpqoxEGK+uZctnFsJOi9PRdmBSpZVnJXbfDlnbYYF37BqTsbY6QBOb73gVTlqfH\/\/+QCOYGyAfNPf4sCShOxWtYCuVvfXOrcPpF8Pf1kYarglrHv7dJNKiGCyNs5\/z4C8CnnSrL6qfrov7zKwMVvrHYpc0R6r8HmbskSO5QtRMJBIyaZCLewwhGgvUt+LA5CEtjZRMOIovzm5XJIdXLtDjOjEQe6j9l4Tv0AEBxXtiZHJokXB3665\/7Eit5k6A2CuzU3\/4ZJVY0KJ6isjA2EWB7Vn5TYeQj8ykoOous\/mgYuRzGOgevPzxNHLObOCKAASnYtBBxG6FehNvzDLOo8zswPizLOfh8yIP85yVr6wmX1weTN4xxzw8jKFUkELFP1vQR0vo3tyjyibILV1AwncJY1\/Tag680YqNgAhYontlC2QMHvsDPj460uUXw5rFMSY\/Hyuu8\/20zrR58ykGnRc\/6+4B5d12\/3zU9TzVHysCudRT\/muJvseJOP43EEP\/4ay4X+qLDfxYViI2N2\/0DcuYdThVS\/zUeOBv+xw2RFL+cqzJk81\/5hoj4\/Q8r\/+5XcCGme3GFoDnqytPN65ot7n9biBZS5Ru+OOgjvF3Dx+eRJVeMh93PxuZ9szfMKE4wvnphVIBo596KKn+vAL1cDx+RONzK6hlqYYg77JZAVGFIAirqax66qQoLOM4VVoHakfV1vFfxU8WebSWmDl5Mp6SzkJSq7jwjl9fnCw5BM4WHIHbCqruM414fRhnhKVaB1fVX9Dq5HqAacLDkEzhYcf\/KBFii0YKuqG9xnCxu5+vu8dRdlrqhvy1cf4yasdtjFFrg5ksOQTOFVaCZxrxGks2CslhyCZwsOQTOFhyCZwsOO4AD+\/SIrye0De5QeVX351\/tU0vDxkoOyc\/U2DecK63PYF\/\/frR2Meq0VmHk9yUNLGLKRdYYj+fkmcYBnFKGeiEdOkr8HMBTdvjiSjavqTEXTboYEYR4dZbOhEBQNeClStj5aRhQqLWkq2qr19g4MrP9QbuTBTAQRfAPsIMaYfl7E15t61s\/IFb13DnkFSdFy+K69J7OPfDtZgjfkxbl7LQsiaXrdOqRncumGK1630I1mGu57GQu83PBPHx6iyIlc78YmEGrfHjUsbVkARwEeYpKhMjswGlDp0B2Fn7\/S65Gabe\/SX\/GhaVLGhQQFo4Q\/g+uAYrpS8XBhz1rLIxRkPeOh7UfF3PNFCVgdh6S+eZwzohJ1sfK7CpvOyiAI8O8zTk8i5RoufD6SJMc7N0MuJoBF0\/lCrRS78AiwGZYgzkZzONitl6JSUC9oRHFWd9C6l7wStGp7+MPnMg7WGz2l+C1SVZGE2lkyDLskmknYeNHeihV1pnrwEMu8qBBTUf7lcnJhDImBI64IfuWM7gRvDgJYETrr9HMQUgF65xDAGz1VjzVzFJpZkuQK4g5W8dax9Bjs2j1g8H\/jq4pulhTfvPpcGIQCDzAiwarLCZe3U5F4Wub90uUHglhDyMjjmisPRl7TS4YZYi4+sp+fNjrh109jpCRIHB8Fo4Ipq1rOsm2bPHvbR\/oxc2IEXj4cZgPxk9n0VoAAATwXCWbY60556Fm1GP6il6fSemmbk8FSbWlzs7dzIxRB4UuA7x3vZIayYABdzQTD6UzziPnIfSGB8LNTNuTcwloxXAVqRgcnV5DzZUXaxrW1iRosfp5Lsa0traA49LyEZWU+DVcAqjqrON7GTT0xcuUPZbmwjNN6aH+WSnFbsEUyCyw2ydMtNRZSeOGDKwRL3DAQ2BZW4fUzubwMm4zY1q6WYFSmOxOn6jDq2a2ZeWGIOh8pAkYKZX5dG8zb6uWgFPTKVKA8ZzMXXSCbTzYUtFvauhQK8D4VGcnw8EPQelTpOge5wHdW+63VbdaWPnaZwYjRrOzL3E776MWcItL2OZukKRn\/Gb45jvPJbkNC1PZigoKEJ421wwev18u0xY9PAj+Ums9YMvGXuqkH0Ku9uRD5Oq3WYG8hibqAazSS\/u89BkbgVMhcrO5ZqDmweZHketgYP+pAuNu3Sikux5znZAAdC8Vqbc+iyphVwiWNBsLkUjmo+O1wKeWn04ZByeKxWyn1ftrzgxUvKpFCIhPAGYmbJhjl1yiFtyKJNgochrhbiEaSQ8DyCbXPCJ6mPQ5kbxyJ8JsFIkDRx6SAATrMBSYF6wv4X+rD8opn\/Br\/JAKrc2+RDKCa6YHO+qM7d7vOZm45nUw+tFnJy4OeCT2wOzPa64kxjPmCy9013cQAk3KFTeTTNVNJjzZUBhqMAoYeM8AMjtF6x0xIaVjFBoNurXicBxYyosNLuAMudx6TXOa2tIwPudNd2MZUopt\/P\/z0jL2XEJlQmWHDX6VRuZF\/KVeLwPexw9VEIkXwD6TUNhzwAKdLXmV0eSAV0WwC9izbOteL4ESbqTt9cHVEMgQZmLLOj7zjgt9x2\/+dlY0\/BbQmHqCk7b1HVUowGfBoa45frNQmCKL4nn1iFzzNGrcKADfB+88wKovzbeJPRnCnVX6dI42OUhWwZuUOpitBarj3ycvIoAqqdR5FrX5hGhREB0F2GRxG2gPGZ6qyt2wNaEZSkLMlfNTQ1oDGDVIXjngZWS9kzVUD7lBTXWLRqLBGo9g8UzWVWW6lH6F2qWd\/iE+Mjaaml3KgkOi9cNXWRl0ng+lfb43zSiPftpqx3KcjQYMPCWuYV1v+PcKKYJH+UpIy\/rtoLTiTK3iQpY\/zDU+Ee0dMiHmX8wm+NGTPZ4VxFv6wgBb1WkxZqGYx5Zjf6Rm6Yqnukc3IP+a+moP19kF7wDHZxC\/xm1SsH+yurFddIMg5W9G+MXiZ4p2549jkRjx74Ip8AgR50tQIh\/ur0j0d1QfqGBQ3gxohBmgOyk7Oll9NboFoY3KS6yJpZtPF0S5In6wgtcHdOwHUCTnoXjmi4yW9uVk22bEyF509GhEHfK9tpx\/Y3OufENzXxljjjZiz\/\/+IGP+dP+YMptI23L2mUCylC7JaWnItrftJ4K7heRB8njTK+0bAFE\/7SuR9z\/1j82VKr3GCZuhBaHGWeWZ5Hy6pw8Ge\/hRGM0H1IxjQ+a\/M4CoEExAVbkSfUi7GCseO+JLwd3H6JTbx\/TO5oVjpclQcK70\/943XhWdNB5WViBldbR6yfBmIKxuJlY3j1GJAr0L3HjbxcSaRElfe1NBhC9lAztU1ovcs2q133N\/fJwuEL52szOSxZAzVo7mYY8Y2Nv0lDp0t3i0mYvjRLzvuLGZTlEPD\/CzZ8deYsqVSYH38dplzdGJVXAymystWFQt4crgjuvjz0My9hBCnlD3KupPHX4\/6slFPb0nL\/w6YaAV4HprAIMP3EHAo6JlKMbUfZfq5zt2OjL6L7p5FwKBV6+MMfN\/4Bqm2FKSFJDN\/tiYZbkHBxCYBf9H2lY+Tp\/5FNEhwq3tLd2PzQnf4GJvpK6NogvY9fMJlpQFcVyJgII1NF54kHh8sU3OTNBaZUYRPEeHp8VcpXgSjjdRRsf1grmbwr257LQiUCusZmIp5mlQAmD7TwcfA1LBkcM7TP6F3tT91d7efyTbjWMEPARNgxT0R23duxnLSQENKc3lEXYfNNTsV3k7NOOvJ\/lFuTRtEZClrbfWy+Bba\/2BInJ1OCncf5nQ75fei1tMKybSmayHafFSTKAQyYWf2ww\/jhMff2vX5Hn8yXumZY4VoftStgj+bW3LEyxFViQgamZtDd5Aear\/STPtesS844EzfzgMEUWkDUvIp4Sf1+Vyl6\/do6mAw2cW4y29qUalFxhd9Qdz9idSKYWUX86Z1pAcPHJ7kOXAw9FLtjGUdNRA7AleKrrMcA0GhAWLAiOACGlWLGPgXaouquDmImccgEnrZJazAh412ixsOUt441IGt9rxKs+Gs1BoulYdERHB2qvGD9SESd7agdkr0\/wqTS46yeSdLdCiJ\/3pIkbphJ0e8MnwHxqkkGuKwun8OkNDjUmBdF4SZiD5ENZqBVwonBxCIR1TInXRF0CNGcRSCgI3jaTG2QVtV\/3F5xOmKoFXRm8kKOumH2dIpaYQ6V1cQ1P2VnTm5A9voc9ZxB0+4jGkcTmiQJIu5neDo5BADxJwScqs80FGhWEY+4epP\/2EiR5j9EiDso4xFbSTlfTrVAS3BD1e6snh7DTCW9SfiXB0tkXZq5Wh7IJzJMgv4kfKke0O7Hipq33u12\/ZZ9o4J04axdi5FMkB\/Vp9SI0M527X5a5oktZvJvtNiWHwDq0UkP37ZRvRil+RfPFr0siP2lniRGKpwwYVZZh0TUxMIBqWc4DRBRU\/KrjGEmNqVW7G4BYFOf6abwyTVLYOLqCB9vE\/f022X+VLGUmmIi\/aEABLkyQZSz2gCIMABovkDFGQ1UE3zXPU56j\/cAEiJCZjvNL5QBltHZUdQzOzg5HBsvFla83JxinLyTRZM2i3OJ3K98jOiXYlosBIiqP7l7a0UkWashUADUoLSs1wSZGHJm05ql4BWXBcAJ5y5CPMAvYh7\/m6+m1P\/mI4FzLtvIOK\/2jEujowX+HcxVVVphhY9Ky5g\/19H7V4iRhf0isAjP6qUv+d2A4RGzjFOZuPh0fETAY2xbpxh\/ido6u\/WSr3esor7MkB3eUVcQk0p8qnH1O168FHrdJ0pColniu9Y6dNvAmamGwORj8a0nmm2Bys\/xhXdLsG62m\/Q8BF\/iu5rIRAQvFA32oxfHRsOZ8NY2hM9c+nXNtlDVObc\/tE5kHioDZ89dw+cLJroF7ufLV4Wv9ORrblK1pGcKyIZFqYgGkH+ELYAvMZT9HXIK8VKlGoJ1\/2vey6E1nr8XDd9P+TL4nu9yD8JCgdAb32IGi\/JQ\/Te1qJRHUF2umzKr\/QzYAZKw8LYJactFBMQycwTUxI+ICHrtn24YGH8VCqMnJiEu8AB0xdymha5deuvUpuVO1x4MtshW2OAhXvZfltnGjhMl7Sbaa8WD61+YMyG9Heq5YsLXVXx0QeyOXkQ01VIJFwoJa\/WLgyXSSp+1q34gL9e5yuJmNcRJOzFxhSZiSzvRR2ul0llgHZy78gkOEWUvV6Tad5HovVpb1hZRz\/MZqYUoG8qD\/CKpn1C+lv1Q2Ug9uVPgnCUNpgH0eDq7cvDoUMb6byFnXrv\/wG0MNm3oX2v7eDkMpCRwhmxJwR8OtfERCOTqyZE8dJUlMrYEW31sp88b106N4yOdpeYspUZeAiz5t8mNSMwx2cy\/ldA6k\/PMnMvI6Tgoa2PROCK1\/EQosQXsxQAKrXHxL1\/Z9Fc88PJ\/PEKtMIdir5vAZHz7eX4rZQC0acJY2\/zThObyGHuuuU6ozAo38UmZolp0smtZXWHZy5hkbLcgX+1paO4s\/5PPJnI7sUT3Xo06gAeAqbAIbbnP4RlzCFEtNUgOm7\/f\/d8\/5REdH2mRQBnj2apDDutXtgE8GzwlgNTd7pkQp0G4czLLqGPM1k0JH7DY7zG9uRp7+3wmP9GDi7iiFVSMedvSeyxxuZipwWJNN6pxTDuZf1Wf8nn5HW5V86qAfec1q0BrOiJrmqYa\/kN97HnpsGnMt6HuY6VNigHxM\/HM6klbSQC9sIdnAk6OpfyYlgwymuFbf9KBaFhYsWneQe3A6cMCkNs9c4PXD8Nupy7zUroPP40a+FUSgEA+U+LNZMefbSOFhUGJhC5UrIRd4P7NRNydk6hFw0I1X6u9JsK996WZJKU1sB7wHESL1aLiABJUlAOwlMkfK+QAj8w\/W35OJPxIKU\/B+1f5QC0RnuJMNZGQglc7tOnWNTe5w8+ftNyfhDoHfVTi7B3vxoQY+AIeUlzla5L0umkB79FhLDy8boRzrFjYU4k9t1WRQJX1C+3SHzFYJKe4f9larsKwNdsRYpyN6A6bw4Xb0gg40MGgL84STVJ9Rrj+bmCQugw8ESf\/nMKMztRZ\/NOiOv+XkauDLmfsJvnS5U9IZ2tYzHBoaFIgdtJr62XhZ2ZzQKxWhRmpiPcXioks9esZtmpoxR5nuXO5mNqFN5US2194L+9s\/tDLvoPiWQYij0NZ3KxT\/SjwIrbqRpdPkevM\/mh4cGki86jlqKdDGVAT6BoVUdMyHW7klPhPKFM1MI24i7zlg4t2x2HG2LcGs6+0V2eMKGAqIRcQM\/GZg7aeJhtiR+6k5j53KUCxu0EkNI2wiWu396tARmzEBVbylSNlTf1zE87W1zhh\/FLunsso4Cp\/OeMo06JvzyQJgJeM+ycHYyzSKKkMXrH+BQZ1hYQeKTlnaHBrNPbv9RTy95srgdJc+8VU7AZjwTpfVP\/7fVi4HrN1USnxWWgyeDYzRiEjRDPyZALE9+1Yo7omXz7NBjexlPUwTNBdnbX8VcKQQACamQIJIV+w0vGhprIhQrl0bc9MevGHCC1aANzTEV4aLjj4tOBke9bIpuLtq27N2n7utgCi5welEceu0o7BTq0If\/ybRP29LS\/AAm5PJ3+sS+Bi3yJip6PLkJfLc0vTv5oXhVG+23L3e9\/EpUYK6AMD8273FWxfXnXicdaCF1dHs8p8ny8Lxe9ukRlR4GbPUKs2H+QuUv+11H7Jn8X2ComQUDBfWw1owI2MzCKYHDodDruXZhRT5kyFcn2V\/U6FcwjyXwlP8+v49aSbE\/EfZ\/T8o2sSI6ve8BKH1U21FNe9eSZf2\/PeFsczYptGzDuv\/LNNZKn\/7ElYGZ0pzubFRyBj0l76Alz1qJS6j\/vja8UWg9lOoq74uXbIExClIEhb0FZnuf9vLBKIBRcRDm9wXDqS\/iRLCfRkACo+W1qPYiPnD7WOOJmO+fCAwOyZZGPLXbtbqkfcGYoMn135iXFzLIksMFJYG6DPprdBOsYvnC9TweEG2\/+w4HxdS1dT4mN166wMpegSqGSF3VruVX8VgGtduBqd6m4fpmVgYTiL82ERPYnQZVfuPV6TDNa4pzO0dVbWTgxjSAw\/KzWqZ7CJpS5CuvJ5vB+PAAMcRmHvzEWqzxev4exBo38UvspB+39EwiRM9xoAdX2LKtEXcjwcTj1zGKhbpAeXYpPn1+fU1D3aBqWLCQ1XVD7uVeQO2OWpFqut0FhI90R3cG79gGw8h0wTAKrrMv8BC\/0VtDzhxPAPqzulmvpWkKbfvIL2woA52W6R6D39BmXxc8enrwFkY9KYHqKy4r6+iamBlYk2Q+bJDdALS+zqYsnLQcgvmEL7CQ+rRgyLvGrcK7I\/E9ViY4atjYwWlXUSe9TlIV0mahv21YSY7kJLsziBc\/Ry6dPpVYBefqTckClXUSk2SmwBEl7sFEKA06lgm1PnTNfE5\/\/ZjRaOkFcwexg0\/lT4HI7JSwmZRkIr8fzRUPpfo3g0YR6ehsYAu5VOoyWUBKuwwKeLs0uLlvsCWGlxt6AxEKS7ke09j7HKPQe6dhhIafDY6TPIPmzLMFrzCFsjPn6JgUk951Tow\/39SuRgXztLyLIx8Bq3+B702eoQIq+czC9zktAIcDP\/ji2v+wHMxY4L+M3QyBTfYYapQUCkBJv5Vff9siVfsDIakcvC+eKdfTmPYicF\/4AcUrsrf20HgsAJz95+gtwFLKnFcRpeW68nqlOfLJh6eGtavrDBtFi3dnZKrkykKolj3zmPAnRX3P9EyDewxAKRkojgAkZ8CTNhL4N\/5MCnp4WJEtEbiGCQbPN8WbpS94DNGM0KM5ZG87aS4i8GT1GfaYwBI6SPadvwahSgEbAsJXkAjYz68UpxOKyuN8mWRWayQhtfIFCYWjd6bFXw6xLpmTAE7Ml3rMjzYi0YUwye74Sg9WmTAX0j3PDRf1wZ5EHj8SsThGKDY4HZi1fnx7d9FpBI66t6yDq0sKuJWcsD3AuYbqZasO\/kXRKx+zjeev\/CYZBq1N7TnRzXpQKdfXDgg439I9XoDKxaS78suJmGuYZ\/t11RNXT0VyTnEhzwlYRbkDshGRb7Pt9MYuQJhfsgAaDzR1Y6Du75MI127Ru+6TtfOtjE163WfYunSbO99xbVDxGduIyrTvlxklGATpnbOsZyWwVt7yM3j9Bqmc3FV3YSW28UJzuv+z8Dkm8r9n3r5UEwZpj19q1HSEW6wghcaeG5a0sF0OizueEHWK3ggPcx+P86MGI1o0KDt8NPtgJAnRRJReWZF54tDt5\/g+K\/VKR4j\/IJhr\/jMd9T3SNGH9Sae4Xtrbhe6JH3wrPN2SfIId7mPrm56\/N6lB39byKQBDSRMSz8XsA4zCU1+TS4MdXe8x9BnerDlsgRI315g3m2oNAu2UHc8yaE1SR9PzFatHyS17res+K22B11JBrmUh\/u4bV+hcT+sjyFuhoO8+ju1hIZnFDOrBNe4IRri9H5hMcPbKe2d3ABSVgN33M0KFmxg2rcRTMb8mQlAUiNdE0aICI+bCyYdg9eTRGE4nmDv799MiX60ikDoaAexi9l07BlFTuJ31NYEe8+ltspgMszF\/+mPf1CCEKgHsh4U8O1rx5KKIsxd0k4a7Z98OmA60EGPV1yoI7veb+\/rWBnSZbmZ8fYs1BsGH5NfCrNVHr6cGLTUIbKb+5x91TJEDFC2Dild\/Qlew0Rqv3ihOTeaK4XplbtupxUTjW0xOHGzpqlMFPekcCqADhj2sKsaC47ZnYdclnm+xjoqnaJ\/elCj0OGEWBhLmAmz9039kRiYeZcNI+HKnTSrpeG\/az2u3P8nmzIMkOw6jbkYGm7ANlUX5WD4OmGlsnBQcLeNusJPUD9qcaASGV3tAoueijvc4v\/K7FVlYNTd8YVwjeRxD3ADEwqNWVfzgk\/ErrqniU7pry4+PA4LZlEpZ3xZSBHsPDtdc5OwqR5P8kifBlQYxLUadMi7On81rVvHfMphIjT0unqgg7TjZz6bIKGIBjgvvCRqqes\/V2pnOq940C\/tIxnVJDpUvej6GDSdeQQ9pZjP+Sn4oPcVEBcYcaP5xyTrSSbhG9Kus21aLKlcUY6nSok4z1nc9niParR\/fqhYv6hPZiRFIYZy0sZ7++BCHAlF+n33qAVdsvvmjwnB47Ll6PleUo5eqSKoluzMrTJttX61ZMjNi2VUI1v\/juPBrI0kNpgN\/t1i+B6APDdlUgB79qxWvla4tADZ0AmFhvO7oC5PsCuCUOBJnTIdYd7sgcB4II3+FjHjb0hzvox+hRfNX9WOogvK3vIQJtuZimLzCBdYCQjJazf5+1c+kqr6wMSoPTzv35Drq3CvLpN2E6tZCy8qlIQtzEzzvzPDE+z85bv+yYOY3ZhLy8bU927H4xCJ\/qNejWLXu\/PVyA8O+BdKW\/ShQ4dibp\/APs2FbG\/hOxmjGTFTGKUvVqQ41MDMiLPvUEZVIYGIbBYhanPJD8pKIi92RegQzqj8sylzJxrWbbKo+EqYCHuylUzuzLmtNc8Z0YkQGhf0ojzLhD5Z90I6roX6Ui5\/0qLaMGgrz8V3tXXsTRPd\/JcyrjXmkm9qFZE0WEeJ6uu91+9jDdm+n5qRJNenlamvlRbX8e241xV6X6bcrKOvMWhdrli3H3ETP4oaQw2mnA6Ckn6UN2Lhq8DUwwOXYX75JvoKQzp1kphbRpXvrfDie1lMJsAX6m8TF\/BmcL43cKLBnrLylHM3dmjIqpLkG02N9aUdnvzyOqdo40FhGwKSonm4hlUKzuhfRPSvNh1j+kiNS9dFNhxCcJfOeIR6Caujhxs+X8oiP8RZIIcqywEI4sHV++9BGpzNwOdjqtREy38YuBHc8P9iwsdxVWo1FtISp2itq2LzFsb9opRlcE0tEta3Dq7351d6OsXYV7\/HJqThljHZSIDM27ikYJKu52aEQ5wU0zf6JeNUED6TzWN83ht\/cJLMKI9G5ieuKD3zOXy+pA91p96wk8aI\/LCdV1wW5AbdPbbIcTDi+siHmbzB++5Z62\/MHSlbMFwyVqAnRg5DwBzfcW+nMKiN+hmWSfkStJG+TjnFTLnviTdofPQL43VdsYDpGIR1XigB1NEuR8rrY3PhTLSLp8kBFQqQDiAfSVsmpLfbaPeZkAfSvXjVa3F27fFNOqaP6NJAEuHbLxhIayhnNp989jdtJGgG8Z2jtpSVyn+T1HMekcYKs9Tqph8v5XponH1wfXkbhsZBi5jLAoLSkwgGqwo+USd05CusgyuKgTibjHtEWaaVIsxklVYoLloBJCxePyz8JIEuzQK0Owfr+qizRi2uuBIcflI2Y6+Ya8S1E2s1\/XtwTvcBMBUZsblPk96j+HPtr6BPLNx63igge2aD600jGTxeaWRLXVBui1IZN0oMimQfUA9OSJJUtrlnxBBlOF38L2Aoh0ExkYE2icF7zQCrLPL0l0vls9Fd\/zanNStoK534JCOTfmOr1\/Wi7j2ffqPUFVf\/37V8HwYU1hIx6mpSJUvTiWGwo2Dsyfy87XvNsgLT2o0aO+e\/JBKiAp2OEzKEsKOpMPwIQoYEtcMg5q8JAhK8tV8Pe+9g1cz4f0JbpcVyXCrJSNHTQzNfvnbP7x0Ej372dioOWqf72AZgCsA7T6X0FcktGGwa9XVhq9wF2g7gFTvA\/VSZAKGxbZbvvJDA4wtM5+kD6Guw6jC4NtcRhon\/PM3WZc68vm3VETujJEuY8gxey9DLJjGEJ3YXgddz9ZLQ\/6VSQsBUjX+SUCh1OBKdxawyeazeGCqjSyLaSblwSPuYmeYQSSahRaydIXDP8FRbljzS4TfhLg4+xyOaEI\/MC9KHeK2+I3jFq8FJfBnAz\/HfokqcA741WYCh3yimrfNqB4AWBXe5OqZfjRPBYGyYmp0QgpYCG0eWZQLdbANBBYQtGGV\/7DbkZ5lRpEdNgWX6\/qsejwZHkOitoi8dEIIUWB5Zx4nQKjqfSMj4bS2tkyQPGbDI9MTr8ZFUISC87IR8TSuFXvX\/Gs\/gG9lthOWCEHqo0Pc3yUXzeNis33OXI8i+nkwF0V4DmjMbah3J29pWhgNi5ougTEgVXs46Fd2uaiydTaRsKxP6adA4KPHYlbQo\/3z6do\/zuDXEgNZydry9FYnuJLiasXceC33AkRb44uaa7dsLCXFqIyYbCuizCzqQk5+pa8xKeq2q8EQjAa245+4PyEbjUjPuVZdq11\/BK+ozjy14FdkZ2RWmkV4o7PLIrxezCihIEzekwz8fULlnZ7JxuZ6LirAKxumNCzHIGimechwVuwA0KCT1P0P3zhuUtdGS0oCals\/GHT7pnNhpBpo1zr4LBxH3nJS21pm7DEXwBnpyh\/cnnxSmm379oQBmGyn+yYuWtAxp8GmiIO+JDpAcRKBUjl+DaNYS8pydHQ0oYlpx74Qcc5IgQbA\/N6+3gPnTEUHCpjs0EnYTVY9MYGV0pLQOI3azBQSXhJCNBCaU2sXf8hHUROz1qhOvwmVN5WmMOuUOypgUzvbFlajP2s5e14cxWVLfdM+Mxhk6Xji8D+mX911sIeGPapF1blEJ1bVt5UvicZrQJxmxXRlZtmg4TWX+5WkBaWxH6vQ7YjNxCDnqtplAVLPedeZR5Izp7Vjw7S9kKS0MtHMpCnoZIiSqFVeVOGk5lmnOTXyRdiDaAfCi4Xgv8Y4sUSUDvx0RTeAXrIqq6RofAmqvSBF3+Gob2G5JmLnPauqcreaKnaI\/SJ6r9Zid6OTZFg+VQ2CPnHFElrnjjcfV6+Lg\/CbRdjp+k8fvEkhX4NgoCjgz+nT9jQJeK\/omQImxoPsZ5+UQcVxyCAJxTMhLy5wgTfkZAAMyrUfMvHW7pZhFzo6ljK8TtBkZ1tgTF6zKq4nKclnBeNm0VTEnttPMKGE3z06W0G8Oq4quRpP3gs9RcIqEf\/SmlQ\/+Ys2BFaSn59sm4qdm8T0uE82oNRu4INZMK+G8GAFvz\/OTfzvvqTWxpLzFBaDbe\/AMf7ZAGFtRLXeYG6zsZGBv6J7dNQzdrN6MTPhXvlBcE2vVB1sR7kAXj\/nMgmC9KnNE2fjmjk2c\/0GOFBeIjWbq1XTxBPm7Lby7sNclMdEy8cVCx310yDD\/WpP\/OOqkcNg\/O3F+j\/7JEAVgbrV7xlOrPPwz6i9E1kvyPRNM5uzJdrLqHWwquZ7POXzq3osYrcJCLdy4MrtQeXPyebv3rLzLbYtA8ByWU\/4R\/uz5Kv5FQ9TmIzeYRYR\/hz+MFG80cOfTbvSfSQZ+YDxlBSi+iJ8xVh0JtLnYhFi7L0dN3XAQcBNSt1dX8mvEvJ5ndpgmx9\/nCnXp4yfuN2pKIRnqd9ao0qzPRR4H2zQ+udx+nsRfS6RIqkoaMGMkrR89GS3m5mem2PSboAB3PkF50ZgpdvxE4Njus\/+Io4u+H+7b7Y\/NOMAHg4v6ARMAE4FfQpPi2IaFykcdtKR5Jw\/DUduhW\/e38eyTzosyRYXrKkUX0kfQLlOOhf\/QQuIQlCuM0WJbJ8nnIVeUVRb2YxuFIRi4cCu+5Dt\/r4ek21S94SpgCJKF80EAwQTwNp5t5\/3A+nwGUJJtCIkRG09\/l7WNX\/9b\/bqR6bIJ7d1V8FqWVxPZRtbh9kKkOrcxaypGswsQ4CMFy1j45CcFoeQMEKSMj6sLRO8jgZT9vl\/gW92sS69j3hPl3UqCGXgaqrIC4PAPDwWLkLX47bGcVOiQJUltPNiGjP2T0hiaZdHVJp2g\/fpbJZ5OqbDPjHmsQg+3yAcQYWXIvroOG200SuYMIZxxmFTN0rH9HNGvGWK+tTXEspxrgfDvbLSqtZomRBVVI5D4XBW7JVuM6hpG9SkIacsUehDWPJoMKkFtWgqp\/abO951TzGkRldE9uqcIbEv0x8YO8l6dMxRqeEUrXeSmDOHF3rD0fBQdXATxTex8pB60a+wGf+HvFShDG2mTenpFFh35hhguEFX5FsYmKgn\/xink\/HryZz0UxfNtw5mQ2UvQdmWiDkK0XNY71tln5SD3OrgcNx4SqGhYl3+YVQGcfsgbD5bNHsF0xRYjlwssApl5uV1m2zf9cR0jZKgOmgXNpOlcE4UtIZxXOzAXfxLBAvO9EqXMetKF5TTnv2nbM3DaIVaVWbTfr5Htx2DeRkrXkw\/Gbt9hXex9MhaISt5mz5\/Q7nd5NWkCkRIZ4bh0IsBnZtpX9GgUOyFxG7U1Xb8Z1mdhShxlUspSX1ozAt\/kixYMoWnE4W6Tcj+hEwBTIc9Tw8iB22Vo3RkcIhr\/O0OpYhuoAwZ3D6lGIn22xZd4\/LXKDTF0UQTRJin15lhDqeTMqwSMLApTMMacCVwPmlvekLlZh3oaNqcCULY8\/MBYysyQ0xgURz5WQYPtCjCinsoYOLcEp7CEhebSjCzPWYZPsn549pCo9G668g7b\/TfgREWjhdJ4hqiAAuN7JYwazEkyg4v0ooxLyiQe55JiZQEOygS5k5bFnanSLP+guR0Ih9HIgzBmVieMjDiPJHqpv9lX3inNv68s0gxrAksnDQzmkQkN4WIosx2vhsHfEs4aqK4kb7IXPNMq\/HiDfHhoP4ZHFuPOHiAlm0llf3DkzRX1XOI3AmY5N7MRewI2tRBoycO5AfQYCUII2VzP+GZOId0b5Y+OEMQ7cyq+5NW7K44QbfN12D7P\/3U5eOZY3cYwq+XsJ5KaSNQ4EF+7kF4HDsHVNCkMTJWfgfMlFFQX6bSTkDGahkNUlmA\/8h6t1N5qhHwyP0yv+AxUird\/jxAlLdEa+GsK6dpni3J2tbCnE8yfDxTw08elmW753CfVqzW7kRrI220tmkFX1jtLqIU4SsyqdktE+2VkiSWTExIZvUSoabIVJ7ihAdP1ImawMTr+rWZvJFlM5SnH\/o\/8ePAVwWGbdi5d2p769rGdP+n+Ndj4RkSe3fSblqUj9og\/Asg59mAf8d3r99i\/LSaZms3LWqP+fOGetTLOz0xzYtaUF9sR345Z\/Sx5+V9CSOf0HcI9vlX68Nl4wHqc3uERY1wj\/k9Bwlun\/Q7bcTWQvmxU0FxHA\/F6sLXNBnytEVL1xkmGoZnCx4Nuzc9y99DeIKZtxTmeEb6z4EtFm+uSKsU5ngPhJDNUGF+uwmFB9Ti6nxx\/tx8MEHqdIFGd79mxRBnoljK60OTqMWq3MMmf9An8kjuL5I2NAfFa4i2HSxvGzGnpxQs+bRFy1xCP\/TEgWG77OKCclBiXD6S+2vsrHDSBlx\/N2YpVzfHa8\/LrTY9NhiuSOPG\/ZuX5G9NIxfUeQ8xYvoTWgv2rhsuP8EvxzSuaIpSbL9jUJHMEINq3dW8B+AjK3d7pdCrO0iW8qFuzbMHORhImENm\/DmdMGhU11E8GZ2PPSLee6N3nzLdT0FjCax\/82PJYIM7uYIn36T4oWeWEz8DhmqPy3pM\/FXqznAs9EA7IvUCYYfOGxKCOdvWP+LWwHlphHX4FPV7f+Jh2l9zrFnKMbYTuVHfzg79VoGsl4E3R84JZaUvEj8MN5KS5tXi\/ohvKdDEbUezOPkcOJox85xC3VzKTDvspi84mCptS2IPstXyvFC0Vzgn8ud1COUuLRhadb1MrWueec8NbKQXGEN5Jl9OXxFYCw1J9LHDbm+I8PSi4lc8sWixdZ1VyEgfz\/RWgSd7UptRJ5nE3NGmbtAFCZdSJfolAlyVI2HxBX642IVlop6Hwx9tdHSn+eDejKSBW6qg+ZlDJnURe4JvvfhaJqcwaBSoHvTDgT\/CUnIPCNsp\/2Ex068zuVXzu0A4e\/E3tLJKNcxgp3GZ43EP7oU3EVGOYfbWOsewUzs5cZV4ufpXA+eozlknH8Tvne5FVmSoHjruB4BuNekJ3jROgEqojPZVmMF23pBeJuI\/Ag9C\/J3l\/TMc\/G27nI5U+f3ml4mGgP329rCrMny9kA7+S2u1Dr6zr1wR4jiJZsmtVh75PGHOj4yWNL\/12kNIQ+0k9nFVve1UdmeBNuaCI12qV3lPN6nLQQbb2h+ylJLPKBwAWLZqsjlkM7HlxPf3zzUKB\/zNyfXjqo+\/g3UQcS8bDFsDBAw+4e7SLoZ+Qk5Z7htBHvBKKiiw3RqflAmoX6rVE9iwOnGnkPoABxrmrO\/japW6+OYpF4LvjSIK9i8JJN9ZyktSgTCGLlwutt3BcOBmRFF8Dw3iHqV4CEo1jlRpP756chENigKNv+CJrWOTErF1ZjD1OWf0SWW7Taie2fGf4nB7Tmslg60ujgBrSmhgy76LqvH0TNneXgG\/YlaXFlJs1AbZ0+AYMtM+q9SNqbVm4N3FL1j4SeMxfLetBkOTNwk4vzlrF5TlmZ0bR0s1+wWjcuTXgWnpstujkw99306wIeV5kE4HuoR2aI2rnNCXlCjs5mVH+mFI9vBwt\/1GJOjTeh+au7yXDwF1xfd7WADJPKn2ihgKHjGiq2Dip4+PZ59gxaq6+W7XLIgp6qfRUY2OrqJWK+yDLZxhbvgYIQQrs0ACBnWzlTZelv1jJDPwJu4fJQRqNbOrSOVaw8YkFo+UQDwn9\/suhxhbemDmHyiaki6S8AD1GCjPvi1tIYHlQsMVXwBxodcSPsi4HeT9lkU7TbutzD+FEUQVXUuaPfHcr5HiIKJH16cvA9M07WaUx4ERDqsWP3n\/hHZi8ZFQsXpZ5M4DQ27RrRts5EdCx4zqtLpxpFl8J\/7XvblW6jQLAcMk9K1lT0JayOa+2mFiN9HKR\/HSHCVKUbS+enMdn+lBbkSV\/BJ9SUBll2tOVMyL3vCZ14WRhI+CUFpIyly6gp4dzMvFdmIj7GKjhogEp8xSdamFDc8R\/gTe\/PJGpfruC4ODyRe5LN7DtRBaqTHLnTMjJcrguxriSjQiFJDZTwzOaMQKqOAW2ODftlcDOxqD4h0sybCuK7EjvMUApeGoIjd0RWK\/NIOL8iKMu1D8dAhtWwRvwAPgSNN27KKchVo7ljCGmg\/ywfT3OhhG\/ZtiT+gPpHnT5+\/DlScp2GyWZnsag3zTt7fEwtaZorSE\/T0VqIOXRYon1dftPum+bB36BT\/pJmaYKQELJjVuUm5VwaDgwmMP\/8dpvkkq3z50I8y2WB8eIQ18Bxpsv7BDL8\/BPwsxc043vdjTS6bxjYyMJ7n3EQY33Q2M7iBSBDKIuUxmeMX2TVrxp8sliJIv+siPyXBOj0n6OHIahzo\/YqOxU0Pq39pWh3XdBmq2ZowFUQWdlxMNjdVwRbzx2klK0HrWqDo0TdEMYDvfs8LTFa5rSkyZzm38RONbd9KNBuYCCKx7mZBP8bcOXtb1jiAWcULqybGd0k\/0V\/MtkcQBKsFzETJDBWKHnIrpbH0rq3v+gVZCOn\/k7+TyFxIouciH5GXKUq7QhYLJNsyMMoBK3nHF4wLTlxb1mqkJyL\/dbIrfQHFcTTr8yhrWz1Abb\/at\/Hzs+oVE0zGwfFOmuDb++P7PkU2WCx3eUeqE1YtvBa2\/lX7BqxHM3RAxN6A\/anhrBF71Ykjo2RLHq1DzgMIs8oXA4VVmcxSzNTQ6\/nrjWMHpgv6kQEX+uOFaPGvNU3nq0J1pIZ0AVECXqbddtqMkXmcnfz6cEtP8sLog8bISgi22tBTlDFJqZC85T0WYTK+Oiv+h0SgN\/4VgmlF1DuXqtdQm+SeATIA1unZ1Sq0RmenhTYqNodU9+20q3n3+XeFiV3yq64w3ybf9yx8uhl3f1LZpzugs1YYyr6gvrlPY49GoFPwH5mEKEm6caI8qPFdr6BBdLeGlLeantSPYTbgSA\/TkORLK7k+uf+\/JcOg1otolJhtqfCdTjHj9+bUwFn0miMI5IIg2TtsJpQU1Ra2W6Ui8jSERamaEAIKfkOgDOopQhfKrArc\/NBDBsyKIeDkSf7umjBE8+ZEmOgI9g8G3e0FcQQCxxiWoXez7aWhM6pVMBDaRav0V95jizDth0ntBbDIp\/cp4+mw6O8VyGM8wnCl25orgUQYO+invW6j4GFoGIk2BuOkfrI1mSPd\/fZH9M7rWB2TnvPumw0x3zyitLb3DhYYlSXF5ooC67LGiLKCmmeL7xDyoDlMrG9BKHdTB9heyJS7nlFSQAB3rpen4+DJWFrISO1ZOPBKKDyDCBDfYViQ1IezwXgfWo4SMEG2QbFLj+QGw5E+bH9diDGNmDHv9MgzTN0Usa2jCXX\/E0bTQKCKC+jyoFxfWcu+C3cEbKPHFpu03AIUaWwJ2oCU24SxlVH5Q91jh8fOh7uW7szQ\/P3xLayi9tpK0HBag9SOPUJUlcS8EWn0nVsId3rk3uSZykb+FSCOEv6FS1QNgxp68JuVcZrRQ3q\/hz0HpRtYtkWzvGnEHeOYd2M2HFUlY6By6MHYFzUmVQIr5UofFI8mRjBhJJl3tP3+YDUoSG0dGR4WlXvUkfBIVwLPwn6xpsVCAxxnaAyCZQ0e9F5rVBJ9LzxyTBkI1yVubOWhhbGX7ZFASnmNOQ3eCvz5DM+xHz8xR2ACrDAEEnQ\/7R74sd\/VqD1F2AW+M6E5kPiHElG7DU5qEJFCf0\/OFsqBJy06vxFDxMzTbGdC0HkvP9YMwHFC4qEoikhXfphjZ3iC\/7ZsM3onm9DfU\/QGUdo94R3XNt1GPbQB7ySzjz+BsqNoer3ct3MhyUVVDdlex72EEwgbSY02rfer3N4+5IUNg9PVA93nlQ\/bUUTIcTheQlV1IlZQ\/aEbRCzPxAJdhBGeTp6+FtVP7wKGtPAEyO7CwYwXQr4oAyp453orPAROVpDpOPWHm++rTXg0EVsCwKa2SkpSwC\/cvy\/BaG9uOiYrxTswWh\/+EFRWSAjZnhkk36dsLZ2IzZBpCcRizsffsIZbxg2M8qQLfezObYk9BSr6hg6LnwgKCnRtFuQAyNXf9f0ngc2a9B5n+xUg2snsH5ugzADPbI1ECkgImpBAKumw3K+YRuxY7Tm2pXYN6ndLfSP1raykZl2vpNix6fgZH8m40LwM45C6KLyS8CHZWp6RP7F6XSN4BN\/bpbeQwyXR7NEKN7F4zT1gEJSn\/SenX4okmbRGWKEwNu0YcJAt9zR6Ji8dNH75ZyHMin0gvOovkh1PK1GLWeWL1ymJyOV3VZ7djYoTekedNdeylBwgq\/D7C0AstQcYAVasTiLDxYerUG9X8VieELHPnWFGh9ehWAtN6\/DZotT\/upnQeBaXa8oBak27DjhLB0jJR\/BpJJTFwtLJIjPIjLCFJNWOOzsSoCVjFCnYYbPsvmtOdsBAxGJREiUxwhBDgYtjVyfItIhiVxRYKUfktyiBuBB83+jtQBaAAbrTtbNU0ldHDMOzl5iiUAq\/Udg8K+lyfipkBiFneDEKipDREkEzj7nzoRqVvMjsALCQb7SbGWP6LIL6w+iDUMYWcwpLr0ZqXTvOwE9i4kNtRkazbxzYt5x00sMf9VDf7yjfhImomK6CKOAC0GUQsXtq4g7DESgIwdARgrZNSdxG8qBQZELAjDnePQ78rL4RZbforzXg3l\/8WDh\/iH0u3uaQDpJKf5kn\/uj6xCd\/wdD2uN6M2ErET1zz67AyCojZgWKZYjU3qoesD0MNQ5ZbgPObDl4JrNnBnyCkc\/4CxgyGCYH7\/mw0GKB5G3+WSCwqoSnIv8dv5uV7nvADHpBQjUq\/Q5Okcd8bweCZ413yxKky4HsFyXWWB1jHhR\/K3ZnW1v6M8d8E76Td4avG7n0yvfVaNcLBw33USWbxk+6iY63j8et9k9BzRCPQ5uXgevvGqnMWO4OAynSJeyTlRx2CV65JAmEwCsz+JDiFXaZFW3tT1kzXmHpdRwhHgU1Yj49tdBd3u+gJxqH4LYT11mn5IR4+SEBar4rr7+HFW6XkUi8nQkKJlyxUyVIlEvStRVct5q\/Klk+ASykXDSkmQWQfqAXrOcqSD4RWdcK55RM4LnBuHVMFFSg9LfOtK2qsypzSzNKLYtQYmtinGCIKCguFHb\/r+jHjH+SPWrq+\/wzG6jbmmSXUoRu1dNaqpCTUuscDVXM+\/Lo1dn0utv1D4jW7QPChvs4z9MxYc77IrdBU22RHGJ3twD6olQNW6lSxextSAGZSsxtbiRPj8k8YKDjr7rgGbactJM2KwkTCNIzJuT+k9wBQwy1HPvlhgnktPghxQb0e57S0E9Y1jZoRNbbyai144JJVSp3j\/hHWHCrw4qWxQkksYJMPXmJPQ7FF+7XSBHzztZuv4T+XtyUm9cP4OwIpUoh++9ZRX1AXK7XnUyLQMbIBKrbUq8ASch\/t0+pK0qFBYTxO9MpvZQqmwauCp3q7cGPr7GHUfkheFAIEj+OZjjs\/uYLraLMsxJiR+JC0TIe2XOKK07TpfV4PbKhzStGzLSnj1IzHaa1d1APw23uIe8DzFsPkvouSxx1A1SrTKJeP0Xvjg85EFR9EIglBwHb4CWxvGHBudGJsI0p3n8CV3Z7JxCpBXImk+lTlXF8\/\/G3Jp1bj\/lGHO4s64LZMo7sZI31Hl8KLZ4Dz9bciWVVLBkD5ovDAIRYf41qquBC1qHZW9wSk82hG+eIrtmadlGqOsU5+nqL+fWMj3PhdwnPoMWT3fv6hFwJS2So2rBXddDmRXwLVGlxPIwvxdoiEi6pnG1d6A0mvnbHy047BEJ9uoXd3\/itdVRWofaZMdzs1QfKfyfla3tdgcHgkw3rqwJXQ5ThwIp7VOxXKej7gV+AGMpNgdXvh9UFWTycndxbLn3Ra\/srzALE+uWDSh2cj1Yi48lXkZFwEYAbu3LWE4VeZyDBTI9yYo6Gm3v5EdUWaFurrMamtAfbDSR74iqap3uWGazL5IhRKcfSdEgZb2bsrSoLyoOaOn0SxuX5XWEIDnEnvJbM1xVM6mOf0pg7QWk0gxKHc+6FXSEQUVb+ZC3anaYlB+hGvRiAzaPRGOs\/w9VJCKRP3qjGmGIda0ESnoQ7PIpeEACD15aRQadZkA8xFzLIrGnJjAb+fTFw6taPVVpoqLSJAYIQ5pmfC6+QM\/L0e2jTdkbKPh1iDIILQY03e0L7mz\/4q2DOKrmNGmeF6gPoarYxv8945mPjh+4fL55njOhBl2gyjKkIcvfhkf0N659AWEW0JPQyl1HUmJFUf8j2hVPSnAuB8aWYSt+uzKpvae7bi\/7Dof8rtkg1z7LLQAGfV+DsINM8Cqb\/3KBALUxMxRqp0WDJMBVGfOdy8j1ATqJE+GYlMeE6Qub6cJt71K6YjylxM5UbhsElFBOiO8PaHZqYpm1q9sURVNYH5LtwHH5zGxZChsFiS9Rz+KYe2u53QqviugfUc13Y97nI81ldrhnvSty1cW6qSwbn0QLOSntR6DGWZLEO2XNxdeQZ5cNOT724Ge+blB\/zIlhr6irUnEiQjUshX58Zzjbu5Bq6iG9N5UFC5j3HPWP2QmOIBq9SAEANnHBJfM2QspB7lIBjntdx4ScS7ceBfyFWqOElp75bPsz9sMjEmJcRRjFlANPkQyOIM8Ic2iextgFpHERg6ScJdd1yboPLVfkX82AgQrdxxOnivofkbnID5hPdljopByG7cxKVbhpxct\/JJkF5RCFeug8Qads00BaH+Kd9k4SinvLhVF\/3dX2Qw9eDfYJHDl59rIcpx5qFM71xJjduKq4SPMj62wZ2MbvRQqMOYAv2\/elZhujxOoNgg8\/A2Pg+761215II499czajV9cd3XZey9zs9bUhKoOFhpTfWvjT3PgNRIIP9FxRzBNKkGKD8ypILlz0Go+W0WKo19Aq2rxGASSofBofzD6rrVD2jIEiEBaG9jr6kGhzIspFXLzIOLKF3VYI6vc5EmDk3TC5chJBYpp4k0RjZe0pFL447ekb35aMk8cSDh+c4mDd8yfl7SFWdvkDrBP6MN+pUUoi1B24IYXFs6OSPHbObIAK020vCCCy6OOvBGMoEk6tS8XeXqiHwOJXDnQFFR9x7ob7DBh3m3NG54lvvsYfKgMqS12qn7vHNdzTq9lIvAPQElf1A+\/\/GYV4zyjKvmPkj6lCJrYVBKllC9p+Hu9jrCAFMAy+h1QQUKy7r0ATyTjvwc8Gb8KSFxoH9FRV0uWh8dtec\/VJrb5DO+MtCwQngIstBgF\/9m19NA1ehzMOalUpKtRnllO07UiDcNt7lnSkMPLsflaz81Rju2VixvQWk\/FKNHVcKvFQHQirG5uBM5Pmp9D30GfZZmaHVZJMjcEpjQVD38xp4ivEzny3knp6FDkMewBD3lYS\/dzhEvXl1+0A1YCLhSBAF1CjtnJH5ITDMOcZxCOjSY3f2J8yDzQSOEhznQhIO2aa9KadAbb7vjdc9epC6WBb6GKOkg931+5+Hd6eWSuHAzrr4MVvlc\/K9yNE6u3KApvEvpoVQTFkxdrB9MHTtQ1VzJL0GcbOEqUuWWkvn6s1GKCOlHzByO6n3HJ6WAy\/L\/hIYKLMfucEvWILE0dYxuw+U1KTQis2f25EaE0cdLaQEJJCEZRABX2sYNwZyh2P4XLSnoF9lSXVfhKIrY0l1Pp65ZiDCDvVlRv3BDhofcP0urDmKbUTDzLLh5FdUkenkpn9dIw39QCsUM3TK2rPEzJcHERJrq7DfHKxOZaUFF6w9BqRSHjULM4gtwQtzPgEc6boN7FuSvProoNlRBP53paJ5TjyXxsew3hDcrQO4aBR0uYEgIcvZ\/QgWcKhhoH5FFDtUy82wXEyosX7VVEvG0VE0QJUKodVWrfmKSA7RJpjjj6wzDkBIo3wgWl0tBdni\/NDen\/HJyDEOHRRqz7+PZgTx0zmb+UsbExK9MpQA778oSRMoYK03EF73HJfsEUbbaopnTpmg5SZ+ULjhiF6Zt2cR25lDFrhaEQECUkFMerHTEXXeIx4A6XSERNTdzLCEhOirzNSAt6N\/GQBKGVel29E1YK48pk8+h5wT42M76N2xY\/j\/4P0JUqBx7CEef2EqDEtPF0yeFvuvgT5teQdXnEYumMiqhvM+rqmYZ9VSKSiORoKZA+wPvL1Z+I\/jVddYNeiHphRkQpjKbCqovYQGgLYQo4r4uEe1lID27BWasGG6wwVgnNiI61c8jsVyac40mcL0kKDdpCtMb6C\/uZKQbSXcLwIzxkxhbJ6W4SzPrTL2dHwo4\/zYLVNrSau1FNy2K8mfWA1\/nz3tL4YcuqwMPNETPBrGRtuCGPirryCz60Ku3pqsE7yPJvDnOuJ83piGNmGZjv46CR5fr9G1jHFp1ZRDSPnsj1kVQWW\/DwktxN51Ni8fHGU3ETlZQXoMtB15dCfs9+RXj35B6zILuQBk8fqF\/Br\/Cz1oeyU2kyeiM0bhoQdzO5TSje9XuJxrHbSxzO45v4YjzQppu2z26pjEhn2K+LggtdtGs7F7DPUuBh\/S0S\/OnrAd2C1fPlBJL4hJO4VwANJMB2lH6cLvKiU1SQ+tJl9nO455OgATZS153hfmV3Vto9+u+9jZb9Lg4qdb8GnCuj3qTJiXRC3bXPQ5ocKBO\/sKpoqZA2X+qj+D+Kvuh3F65OyLjjDy1SXgjry4wWOPfWaqyZvWSwrfDzrthc+xd2rwhP2\/HYPTjHIgDie5gtd4sG76trTkYbfpq7HsMsj19iPQ3O\/3E1JftsdbNr9trBKoJYKnxUpKFbub90\/cSr\/59IcUHldrgw91sfala8P2HWDrX+AVzl76E1DKW4kRNaONPy7kZvoSmX5QUAVv0pfzZCKsPGFUvz35AohPYavgNlFVVJl4ElG3ubF6UC1FaQo3ZptuntQVrUznnamq27pw8VMtBWLpvyA+4hgc5CNa8XK1yWCla6AIPqdKFRuY6PsT5cCiLtsJivu+SzRHKRoinudEvYxV45Gdu3oJ0lFmFYGUH9l\/B1WtVmj6KZrD+A10PRJzxr32tSJw6tJCXAEaLq4uY15z2jDUs+ZYMc+I8gvxSXYJCQjFpxbsu+mo+WlMwyGRmm+ndiBBl7HtLOoZyQRAqABN06r3D2Rj+JVdQeDyujH\/Le4H72Kr7zfBBnUhA6p5i8xOJzMqRbgNf7DGQ26JjRHUtpAnvgXEr1LthNUGzZfQjmU\/TOsaj3yuQ93p9XiXQ7jEc\/pJ+GtPd\/z08CNDIhmslY1BFu6ZunDaqMwKytFLaVvTadhtIaBv3RieRwXdxw7H2nhxK6gE8KHEXL+0vO1Q894eoX4bysZI0SH0iJRf26SG\/BA4TaVDId4K3cBQMpmDQdUk8J4j5hPOAUTzCTIADHZ5RraIbVfOyfyMaU6oCNU9jHGiq2reEE76PW2g6x94Fob\/xP\/boouKYSJB\/WT7JbP3Bg266k24tunIEStjlMTWqHV9C3cxwPRlPTi+ta\/eOCGW4tqDqu\/GlRDRc22OBWoSpSAmHvscdiedJOxpiJqhVAMGXTfM2+5pM7bH2YpSKROtmAu35DSQ4AHiNj7p+oOu6UP+GfoeHkwxDr9d+76nlVkcI\/4SuzwRom\/\/sg7G8LLZlKH4iTIO0hujdFXL71sJAa\/tRxFrDwhRSGz10qAzIjf1WX6MIgi2fF41Lg5z3QaatTIWQMk\/jZuyHZBBH\/Ilu0VR99ycwyYujH3Jwva0KxSbSKvaMR2M2d8ZeeINfd6S7XlSBMNTfE8S8IUNKzUeAYnzdDov7ZjBAXf6BjHEBlOpwZsv90zBS30OLpIenZD0pk+wXU2cHFRro+QIWJ8IktaSJkxHTzdMa2Axn5cG\/87XtzhKja0gLCj8cdu\/q3DWpXQUkFZ+5yR4Tjbzpul8024znpTpNNSx7U9K7QbRU6AmDpHnBRRtuK2qgDC46f3ORfir\/O3oz67R0hnh2C2EeeGlUp5\/UAApThbSE0cNPIPFZ4e2Iwfaa+v9Zi6+JBMN\/xH80sXnU7Q97A1oyS68cEAUxMJTXEwF4INbiTembin9V8UU2WuwOv\/KNwQVv1Zab3STejnSrWRzFmHAjxAQfg5d+6lB\/2S364+ogUNjwW5S7r8v8SPZehD+VaLirmdmRD9Sd4u6+EdWTGNQbhZ4jS9qjg9lR\/nKqz2ZFYoaw8Ur4JuUjh4uTS4+zLW4RwI5fSU7dcsI2usdHCtu46kooe3kp3\/AAqjjkuBh4unn1E8OLLb4WLqAvZkswfOpGKWzUzThpAudLT9e10Bqo+Ti1qkajxg7BUDweFrFxxSabgLTGWaAfcBT7C4hIas4491QTUftRc75866hNwpAsJgr73CUwM+rRyVgwhOE36ponrLncmyDiE9H3CXa\/e\/pZ7hQLB5lNdP3lhxNHlfKW5YrDtkwPvAvM9rUIWsx4tdsxdApM\/fKM1dMbHIjITCCyXCLCzFQ+e3\/aOc4ZLY4pCBAJ4F2IZ\/U+Tu\/Iekg8qxqyPEz9uNjOX8s0nU\/IpsuuP+flGKqbkKJt02FBrUk7pDFOfhH4HDolXk\/FxS51uZ+QSQ6ji88XcKbQx93EgcxcXjTLSmQk\/t3W\/qI33Ktm0R0+q+J8uzu2IMFvcCDgNIwCa3b19yYbzzLCxiMpvD7M2vnwHo6PbyfsjaUxUYXyC3Xxac1uZK5P6OGeB9mzYmZOLn7jgBZ2OpfdADi2tYpwqEqOkBhaVGRViKj7CFBr6rN0nOS3Y5VYY\/V2xzM9mZ3Z6IwjuFRXjSXcaP8n9GZjr0m3Cvf1g8M7HeC\/YxE29KZS8z2\/89ZGz+PWEzM\/bzmIJ\/KIMjaRar7KB8jaJdU4xVQxSZ+jbIaAMLIEnGii3fQz1kce1q0JF2gVt6MSHHeuUosV96Iu3toa6wEt\/Ei\/ANW2wBSvgeL\/Q1G6NTj349hPDZejiqU80WQbL\/C\/hrOEmLp5DrLt1QAlyX6IvUxj9NJ6V\/ptKI8elo0+LXhBNac\/f+ffTqTpDJiUrAPJa95pL2EKlrWu\/gRE9V1WTYIYdR4CY5PqfjrxL3kuHaXN+HY8Fizi5fwaPLugcuShbfyCUNXrZ4l1PECZp7UQl\/2Vxv3lfPwNx9V3VCt45eVzEP6iL0Y2OYlcnfd8zvE1zG4EBP0jqkXVnZgnWh5eUtdD6VEBu5WzLWdi\/pWOvdjJ1plSKGzsbaJ6+5ChNgtefT+EkCGOiMuVO6h3QL3wPhcEC\/CHc1c7KWCFwpA3CdY1z7jhmSILfL90Q0solJT4O4qrNKC211SvGE70rvRgT\/4Mxf37ACxZlnWKsJ9\/XJbsWFp\/VzfQhnXlRe2PhoyXgHjY8PM4wemPdlQkvCWMDrmYCT9E5pD2sDmB33ITCIaXaBaVjk8PuAJdUlGE0gRVu88X1q2neeyaancXFbX4ce7krgnXcGoAjfo1uqK9ZvsqFj\/4EOvO6NEnfUvsAuNeFx61Xl7Suktw6DQRCD4Q\/FSAi+i86qwEy7tZ4pX9RxtrLFPuKkSwc+wxB0bX27rLTz79L6lkIeNbu5KJN+wJ\/OIPNTuDj37z6W+rteRbezFNfJvMqRQByNnSopxwJubCeGYRSJwJFo9wO0dcEL+rES3uVn0AXYBdOqq4UEqaOmSwdQ9eVosr\/8gC6dknG4sL8YQ3ShmuCVVR7lsnjOGtkLY17lyqP+c\/G0Q2ZCoC0QgmFsq9dGxqzrTT\/O9VMHGEjMNOnpRQu5\/eAH1rti\/L7UzeizESfyVK+gZ+C80+\/LJzlvwKz9mm+dQzNcpWYGx8sgzhx3k6YNthcNHRz0lMCuzzUbohQvXqSUJib2SSyesMRfWgs3E8rLaLx\/K9Hsma0IMhJ1+OOpWoAl9+rS4TrksqQG3Zsuk4QwF2fRxYMG7bPeLlnSv9qvCrW3jl02y9I+5ROghM2S0u0MTG0n64UxFJVJfM1HAArD5AmAp7jsIHzMH2HPYqv0xq5zNgYgLWVMwXXtwY6W5r\/gFrhVIt6CF5LFvC4fWJBnr2nNoBFlprC\/VIPeZzfblExsVJPqLvwhVmQdQ\/\/jevRn+AuTL7ynAsN7tml1Ct\/9K8w9U3omhCffpZqU2C8M9XAGL5rUsccjVf60dhUYdCeNMVALYAiukZiRuI6jQLw7zVDn9HZ6SALZMSgr\/TJ2rw9PHy18KrySMb65+8GfYGtt+\/8ELeWoENdM4xupUasAcojp7fXG2TWXTlwtJ8bvVrY032dyQU5CXppuq2KK004QWymiooMHIuEuV9cG8dqNiJqcbJl8FcaSRNtOqWeSB2ui9Afmtz1pr0P0D6vHhC+i7sYeROjoyPZhbbfAVanD+\/3FsfQ+qIAZrS7lZsRjtOAr2jkCbJtZFTsQiVHc1GTQCm9Pt4VPOFjMNa93nwLhs+qE1niciX\/bCeJgdMCJVvrxpsZQqpP3asCT4VVv2qiiXQQs45S6XY9N4XvZZslY1ncmL5jdbu2sc4RA+gl7D4uJHAEGfq9fRZrbTQbXhWiv2nEfgdaUpk6imvTVpfRBc1o2c8McbsBnWlWlvxYbt3JEpX9VUqtU3A63rZbJwMC\/Np1\/yTVoVn4JTyQ6zbxuuYTByC4O+mDbXjTYj7NN52GlpY2hIkSKr2QbfpZPCREJyi7AfOYnOgHNmey\/QR0v2h8tnJsWNpu+VmtWDypwTFRU95VpzCrrkThpzSrDes1VxzQ4Yvh8gFjxmamwoE4CO++ftwXnHgc0Fn43gDDUQAT4cxFTXZCH9CiDw+mRrP3WzoWaSdcf0HBCYzgvAucKzhDe1khOwfFXIbmID2lJi9GPSEt7IMeqOHON\/WabxQ8xmOuFKFQxble7zrja1ohBsFmGkRMt1a7rz96PCNqWBo7nrnMY9KeI+Lmpaaqzb+KcmTulpOILflLzSWpUugwKUmltqjJiZl5hK3UnqixsfZCuLDmqStKlnT4q8DFgpQF1RKMdja1ZwGoveSHyAU4UtFhG8Eg8Gg+mqn4WoaI2NZRJKRMIAnRL09jLs7TCsDe8OmF8jqOnWU0lSKZZhy5bKuJndXxfwuynwHfECiVeT7Wz69Lhdxj5kVlpJjtC5TPSvQ2d8GExUPJdG8PgNw6Clwcax5TtlM+ifLMaisCSCP97DO9nRjev81o3hoXnpGXrXlST6X57UiG84RD02yuW5TEf7YbkD5slBH+gtNiTYR4ZEDJ6d+ra35JJTvmLbFoOpdXJjVL\/XIZJaExt6r+9X4l8Y8ztudJmLtxWxKRaVbi\/W17F0gPhYYiB9jKdnKFbC6\/7uaOb86uyJOphpGayBcGGg+6A3xhUGH+E\/dXiZYpw5o0qd65EGyIQ5D1zdqAMxf9HnSrwha\/68zEHFGNPl\/TR5IgeKY6M855UcLu9LyzxwPiW7D0BzI5fRSs8IT66Zin2LIIlK5l4+fRbcD1Oegrs8YQQK7wXFXn9sBqx3lMBJ3I2Jbr5NAOsQTpT2B+stVac9ZxKd8PTwrbzze0hBkm6AA4V8BVEuad\/kTr1jp4DkdqvIiTaCHec\/y4kKSYhv365ymPV7PIGUnA0aXEcoVBXNosnj6pXJG0N03OTYWPT6DVkIcwwtXtQNAADHIXHq1vV9v3QUnXBa82CkA+ytCmVM+xT4Aoi2C09m7g7dexVzHslytnZJwdNTSF0usXWVijo4HwKeUFBDTq+Ivf+cp\/0gFLdnJxjTL49tC\/OMl3ytSoKIndRNlsN+A+nbutP7\/lsA4Ofw\/XTOEYKKB4gVMuqZ4b\/mp78skmrSYzszvEpqRPZzzKS8XtV4FWX+IKva04TD0Hul2dvJG6GRthxVkmfSNNHtwRYIF+jaAj\/Wfd2jI4sUSPAHmzPyo8WN96jfd5JZLYZwzgQD6Am4w\/8m4UO9bJdUboT5szMJFR0thlyqpDJJ5hRMaiUjTvxiDDHTYbxDldOvkS4pjYBLZXzFWMaIaZ3vpyGxBuIPSlaPgrsAESpcMPJHJAnjBr09MmpXkp8Onx3jmgw4dpmqO2\/h3to4EnQ5I0wtlz5TvM4uF9cPJa+FjPerZ9RY\/eyH23sZh9iukzRRrCz7ZWzi\/pvcITlZWTQOyMIgLy3QB8i6jnMsupBZDJGXJakpEu0qrIf1SXDTyd7imJwjhXaoIdoTnjY4cEoIv+oybSSMGXIxrH\/O9T31P9RgbgOLf6RCpm726ZrfuOAZQDR8PBzz5iM2P\/EuziMpLqvl6wKP7N2Z8v\/\/JZWOT30pHbq\/pcXO03grr74lKGtAGIkCFgPJLtQlpK9rHDg0Gc4C2o\/EgURKI1ZGrelNK2PLXHF3p2ZHud9DCZl5PDKwxNLWmWeksPdJXCRJ+ZkzdzsyNLC8weV1+Pfi5Q1YE7IX5r4sGmwniA+2TCDViqC9WPrl9sceWlZJNv4HLcwYUhQW8zcPnFth5EFiXNE0FaDttaB2plv1ELpc335hzDeZFBvwc0w16frm251TjUw8iHttcuHu1FYpUjxbjqtFUQn3x1NinEI1Mw3B+gjQZuGDxkwzd2clsPlWdwk09KyJg2RwX2HxMXKsnr6LcdoWxxlALvDF4f5rAY+1bz62pWSSoBQEt9ZJS79imJVuQ2dgrkudbiINlE6hiyypU6fJMSBJ+0dmbLmQ3br9RwjWvcAFKvIxvgVlnkthPFw1amY\/p15N4KpV3LwVfJopzfwzA60WZ0mXV9O4jVkALv9l8I62PLPmZkJ\/TwL9RRjqa7FLNt8i14ZQV3wvwnvhi9CIDO6bs3KvCsszHXyXXP37+7TL1g1AxKedZzw86E3eIqPS93I3yPl+BV0ctF8ZALXv1v6DYvpD5Tmc6R+9bpQhiuDDwa\/X3t6rGNVnbLwmWvLitO2fxGY+LcwT4YL8hVTIzSv1MD5zzO9n1JdiU13g2qctmTJYRHj9PzZ9Ff9ve1J43Ss53RC59PMFLhlF4\/9+LjA6bgp2W3buv0OUF+n0ebIhbZgSEfHbXN\/\/Rb+Pyf2J7amiOY2mLlgF2wZ65elnxKKh+aa08tEkRJbtQszPpL\/eu0BDY4oFhE6Lt2UqOBGZOzIYULbE4tQuy0YxqCLFD58CuC4073Y9l7R+W7O4Fo+7caK0hUvVNS4cht6xIVwEWInpydl7J53YPzeFN8FUsCXBNIUYGd3TAit\/UAANWwXZuy0JAOHx0a8DSevNmAUOrIZ+bOhCi0L5DpKoRQQMOx\/PxclJAUBA9HTsBq4v1md8PMJE+1xyGlGeAadk7U9IKudRSfrI4q7ufjS2+C+LeuXHeg0LBAz+DMS8lc1fgVmatiFGGJrpZs4OvJq16C3I+JPtRfnbykRCTZjH3ql\/9jXyACH3MzJzNpwZGpxd7gr6lYOG2wPvfAhJ76QWPM3VE+DfFHx4Ej5DzyPLsZxh4apUMRZm8i6OnWM7ldKBlggMdyMI7bTWKVfNnzTnGNXvgMwHSPmyaxIhk2MBUesvDOTzaTlFbf31SDxRKciU5ccoznhVtvCcvaH3\/9s8PQvZWQ0Ag0NAI8lw1K9WgsBNEF91jC74JwkKZf5CHKCEVf10Z21XrzRwqsV3WvdVk+zSow8g9gV+MXJ6sFTE81m6agTuwg7w6ViZuuLHb5fPvaS4r2wSNIdFBVGZHYmpaJq5hqPX3WMMg2TGOt4D63eIZ7cbjmbtotMI43BVMfB1BTwYnCwopWvT4Sh+8lXoGVwZJ\/dyHN9qra\/KtWF+Niwi6yDUgUZNthOnu+Vb9ZFXIbqClqea7EFcfIyq2mBOJfB+ilBA7mTW4GlLL6i+iWgrw7KWYwX2Iu3lembNp+9KeVfqeaRgOMz1sCR0uGU+sfJvxgvRW3TNvDlJBMgN6vCBpFYFyicEWktlPSRILwGsOcR+kT7xarvIx+3lYq3\/nfEDt+GKhe3ogWYqH6xHozzDiq6S4TfjWGp0rNzj7fJ7YgZfs0W6A4EjiuIy7zYbWGkPLrQ\/+KFVgTuuvPIto4BW8fZGlokNKMLVzVbxcRO4cqZeXu499jCstNLjVFxSIlbybe2d3UzwUVY4xtb5a0Mi2cf8rIfYbb1R26dqlMr14Um5JIZWYPCnoOWRuJ\/sRxsulh0h8tJjpj8m2a4tavRTU8uxY5EsYGMYbF89gw7e0P2DdBiEIfVq8fBVJwhMMJnz1i0aUKlZlPDA\/f7oMjZYvp8wlX2477VrYKXirytMoWwURTTivWAPprWeWG0mh\/gw\/uUABtn0QAULEJsf52hEgMKs36cuxHv8MLcms26vWX+M9lvWFnkg9fo\/pPrSy4VlWPfP5DlcS\/MOKMs9Adf5QC334aFb88oGWqGAP2yesbFoGfR1wpSkZJqc\/dTMkSOl2gpyNmiPr1QlonOD4cvZt6YFLaYGs2TY0AdhIL9IHRzRSkeCQZ4h31gVjO0oePbIYq0GZYaCvbMGpfqmUVKeMO5sOLXVb5hNg4payyrqH3szNqMFcw6W2YI3vTdIeMb8s+26myAEMSPAV\/VakC5uxwy2iLInwRkep8Xp6+G3GuMWWZiFcY9ML2COdwR8aWkxJpQwF5Ky14rK760H61Cy4b\/t9y2mYbSy4Epju5aBXVFkbZRiG0itq1DT2D0cD3M5dQpaLYM6oqVeKE5BNBwMgE72qGu1sJTPyqEzc0\/pPm8LSDwISZloc7L3m3\/nCKKB1f0p\/5Kewk\/mkZO81DPjLDSkhOHqcttAzQUdymOEh+\/aKrnhj\/kRN9oV3Fgpk0UR8T1D4ZWLUAU7FWOxF7UXnA6jKmQoObYwsAav09GQoaH45UCbCz5L61VvkA+qUIqtGtnkKUZFo8wgGXu6VPFR+elbmpTm9yHljEe6AZaC6GU1SyoF0m4N03cv7rfbUzwdwJlaWWBGuxk2gWtBo2ukw8wRzMQWHavAR60SWCofFm8gtD02UPzkR9mpL5e9uLv6sAGig\/wVrQDrvig8aAAe1llWNa3Sp3KWB+iDYULGs\/+JIb15pNnY2gwFBNxWglHfXgWDKJyfQz91KAvS1lNcMAf99zXh2Ju\/4ErwA8MHogGhysQbg0pX9GgLAATAEfrRnYbQFwCgWlMB2dZWGC2NEuVgRvSok14RhfKwkJ3BYApBlMPM+nZkIM2ZIL0RJeC2z4g2PhJFEql4hgWKkgDn6C2WkX\/hFCZuF9gwrrOoq\/BMgyrzks+s7T3Nt6U9iKqOCzK8gqLonMn6gAB\/+mTYpnSNbFKXVSK3CPL\/JdFTPwlm\/kFSVi16lipWWLCqd\/p6NydEd6Okke\/\/\/P3C3z1DmvYumSqGhcJRiSprDrfqygxwUMB2\/ezzj0IISmlK0bem1hTEz6fsoNXOa3clgkNxzzPZmlPErSqlX1FLw9h66TqKs\/W\/AdHZcwUgehllcjzxIwSIFcgaRtUuXasZYoTqAfBDbeyIK4443oF\/N6PNEA9GZlvK4byjNWaYVtW1Plaeygc1apZ1A7z4lcYdi2slLI8tHjpmpUnLGv4J1VJnVaN\/G\/nK8\/rL8V1WikAWThhlO+Y9bWc\/GNIHBFMs4ghWmH\/gpytZpndqVyVbbdylpUIa04et3qgcGKO44DJjEaGI6CaZLR4sbtfWody7pV8dNV1ANeaAQHDYnoWkNk7dwLLbe7waa7dr6gGU9e9AHxUT5xbYiNAXm+mDBf8JW2GhVSbsbG5gyA4w\/7hFO7yOJU1XyyXZibJzPoMZakiUv3YA2KiUlXidnTjJCIbiRCF0MWMnWSZkT3MSq2NEAybvCdjB1natpI4TvRfDbhs6MxcjMvKQZvShCinG4Z3jLvHb\/EyiquYJ\/vTphevMJ7GIoQFyEeHAEEjNLN0MMyuQhBCsE\/9FrzaUA+6vYVtKRborc+eZ1921\/pQJRYuWncXyK3U+Q\/BxPewVDqA7oDVT+H11YfRKFss8R9hT6KSIQ00yRWSvVeFRRExCE6CJ8YflEYEPcGFZnmyCq98eRFIMeG5vLQoDHrBQ6Pee8h9zyr3hn6vFyQMkBO1CxBAM8p2+ESewj2PwPntv2T0j+Pm8XD3fqhoIqiFXh30z9OMRBL\/xzU9vLbvr2D1m7Zh+3L+ELF8pfqvtnezEotXynW8F27F2gvD7\/LH29a2OLkdvlbRq4\/11mHbvo7n7J+TZaI7e\/obeceuRkRtvS8wKevn3RTk\/\/YryVp03xW4etcBkTj4H4UWhMDAn0gdu46aZl\/E6Hp5xff1+RdAcyu+awoy5aeI9sPut7hRhhbn0pRUe3KJcQGrNGiXRVWeyxce5fRQr3+wWqFAU\/qapkviazM8KWkqg6A\/U8qXs3spDolyoDSbU8s2pczN5Is033WTSIztR3n7uVUa19sxjZOrnBkxNb0zhZbp93MFZuyzQSlh\/pYYgiUjMFywH9Xv6PfjZmlcULqtiXUcIyue8CoQqif2KEwHPx8BXX6d7IgYYe\/P57xacZLlA9pKVIgfi86bvpJw+mtn4XHzsCdkH+TXAcZE4DsHTgJk7JExhNzzBMmqds\/+BEOmcteHV7fJjEmwiL2CqbEVwbW7hd3GdZYzbrdO2y5WpHAjkLKSZI1qsiMhKvPx4P4ZaPKH522XJnzvL5dLxbBhY4XX6WRSCirjJuBiPLtGC6NdkA3yeb2v5asul+NxMGuRgZLrboYn23JK1J9n+fUuqd+ksW7peE6UfhBJdLaWe10a5GMD9zmzyMk58QOWBT9kfn4wEH\/Vtd05hqh8mxoPyMLU9v0g0n9ndpEr4T94l7cMdo8BKFhQ9e0HmZxSdse2N\/\/PeOISWT7xaQ+TpaFfQRf40vUnsTCI1zOmAGWypSt1dg+HpJET2VabArc2EaewjQSUbuM9cQMoYem49ivRrrBg42H947p7nmC2feSRllyL17PKJnSJFKYSj+J0563XoMjCiToWvdVUL9y+wamdNkdZr+YLACGS\/v5RLU\/xfMd82iWnshgXIlcvs8MOYme9ks5pG813B+Z7CEveECWNbKSPXxIy9h2Qr5Y3FDmInxptalr5vyvMyY9jluMArjee9PAatmPj15yfR7Dmf3RymbqeCfEWI7oRlmx1e9QID8JnvGoqL9Ky9VgWYBWUDxyhUyDoy4mYauYdqirPe2YzmR0M4bMU+xyVIfe8Cuk3\/DOBzEuvsExLZTPFXnGLWiqsii7LTCX4uCH6Cu07LMLAH6Vvh6uVsUWTba918vi0Xr79rtGy\/45r48GfG8rKEGjG6nyMsCH47jAXtUYm1BF2kRVbHLJUZSnOyyGz7Smg6uidSHdOZvHsSyX904yeDPF0VTS1nf2ZHUj542Uw6n4SKfC51U8q6dzrDQOZefCMO60UGq31k6lFMHbVBikY4mxUCBJgGusZchZUQhl5YcHdlbleiBxgciSzSrZuxCOtxjxGj0fg10G1xexHVDGvvHYOMR9nRiyLJ5GGb+q6mVcVRIzReD7RPR1QSKvJeEKaTxeGpUr5+Mhg6Y5HMplqUSPsoL7JA3Ck6lgO3HUO2Wm8uZF5FnehFMun8DG62DQ+NbimadNpqBJjOA5JhvP89PUeRm+s8GseO8Nodvb0dnSFL9oJCplGesrwcYWOyKoJucoiywGqNSInhV9MVH3j4YK+yQ7KEzolG7kWBEM\/I6TaQVgZPqplrNrnozT+Y+XlOKmfONp1j3Uu6gIuPQWDfBEorQyj5JaRNf1JsJJO1+IEy6wLCX\/bjAK3x698265nKOk4AHs4SM6SL4+J9KiwOykLLH6v2YALbfrsdJJkE8oQdaubNOElvkoCRdnyax9Ng5c4FhwvkwWktroVynnr6+IqnkRtLnFgAU\/YpEc0x0nS7Dse2bhJ95q0sEwmxmXigoos6soF0WdZOJA9Vptl0MyzbCjlQPR0OTcIIJ92b8Y\/2dh7cV9peU2pdXpKdE9j6egEonSf7eY1+tK8wC9\/xzPzvzlaMkoSe4uKsKC0lsp1vkORbX5NhWyGdG\/\/\/+Czxy+RPqWnwJSvm+thXarnI2LpmxkcG2j0yuRn9c1btIm6Fl1Pt8swyrGLD\/BTfXY6q\/182GpfBdPhR9Kkha9vFqF\/7C5JEELtjqRkwZQs8b1wf76wN\/Hk6oq\/+YMkjpbNRZXrghr\/5koCIvm2WvFEm8E+reuD0r5R\/1vBu+0ncCxlxmWH6Qw2z+VEcYJ35DLBkkEaFtQRpXuDprCmVoY8jyz6idJkrDd3fxRU9aQYUNDR5B60g9CqNUk5fIp++1pDGEoZ3JYNA+dhZu6dKvKaLlc\/d3pKeVEnEBH8uXFLNAw3Wjs6uYHATiCemZ3NvhVP\/uLNy9hQth1b\/kfcdz\/XsNKcLIWgIoRVEmMFT3eav7QaIKBuXbhEKTDdBpN7xNMQ6L+\/rXL55XSe6MwHZOGXZN67WR9ueLm3pKEQtYwlTrLcj6QYg\/ABzzhUj3oxJGj37jTuhijVAKbriKKuqIs3\/14YB7RmHT7mSbX4hnjnpPdMLwdVRQk3krhBeCV42PMai3z2njEq8bTRmNrcnp\/H6XVfLEnYYoAQgh8qyC7uXjFXlNYNebox9NnHnv\/sAh7YJDs8++JI8YiTCkdD9GIFpZRXc93t0LdF5HYtYYS4bMuEvC8bkFB20QXH22tvUqisKuEfRKGLyaRXJw3PE132hVmc3PUddf7MR7PBgm0gXdDwtWmMxqGJe0CTFaysGLddS6m0u+Mus+BalyxZ1mHfBsaTo3mZYcyRV6DxjV2VkzURxufoLvjH8\/1zGZnYg9o0+wYr9bJg0xFhM0E8pjOC\/OIUooaGidqHzY1iPur+MNGYW15Y15PX7R9tQNG19siKN8D6We11tfQWjqDF6yosMMEF0+qMD6zY3E7cGWfsnKE3q8rVTMTfNosQpWrk9+oJ7CqNDY3VkbFJmaltOq+VoORl+BBGCz1BwrTLqIJ\/PIyPlvtCawXbmS5sNzPpCEI4Bra9L0+p0y9X+XepdUdLw7rwF9X04nB9NRyeKr5PukNjvOnoPq70iOQc8WoMPVoSF9rbMuvtDhAr56Y\/+eZHGnw3yW\/7fCx8shPBF1ufx42DVML+Bs8uNdNKQtp9+N2KnbgRuoTxWlwqWf4N7jAfHmDWTv+c4vbWyIxt5vNkEJ7bpXSKvhZrzg8yBjDUcyCpDo0\/sIx2IgS66yBmzK3e8DgEEA\/g40SYs9b62U8gYnzSURdk05GiN5mBLjFOva2Z+gaW75Z6BIYgzAQuIowABnwNCk80eNgrfTmJXzwbbJ0Wi0xDi7Fj0+mEbVnkfghPVjdU\/8k\/IIj2vnQ6SXX4\/LEIhxAMbPEOLjkL3VK+2I592EUgNtFj\/m0JDoPA1FV4bO7sQjKH4TGAlqrW3on4f9FKULUPFyx6ZMmny0ievJ4rYgCI2q5kugxHoY+\/rG6pdh6VrrIWZSXxVQlIi0A++sbAdB5eHeGFGzdA4gwZnZN2q0TwZXF+06oBvHHax24+1janKbppRNBOL+t\/gyXVsAr9b9xjxKkFgsi6ANP2p81LX+68PvguDSlY8e4+vEoxOS+C2elSHWumHoULXQQhFg21fw32J45++FzJQsHR3SsPB3ZUGbsuFxQaG1vxZwdfiadsQmvPgS\/FHbeqThx\/T+dt0VwH30Xi3E+MPj6g+M1jncxZaD\/OKC4eOjvrZCYVnzDhXfr3XIYkVAR8nXhR7+vQMuYSezKkeX2xkvKxaIcS1P4qYDe8Pk1LC4OLWdDduQipWNmzb8Vs\/htUkWnzZsWbbaVp2wweyfKNq8YsQ7UXhJzjR6xNNIdeqTjrgzXYMhE5J3lSKXW2LhFmFW9jvwzuFW4us99C3Yft1u3fT2az1UpzdiExfua1+IQgl35JBMkdi4n0pqsypOMTYQwObLKqPCKgs7x6ycwhYX6MBsr52m36wAWeLpwaWRs+ihrFQQfQBUpLnoeObm9ZXpa4U+fjtDHbBTSMifAw6NhWjM\/mUqg8OrUe4DdIwvkD+PY5F3YuEaTOAyUyby\/WPAYOLgWfehPMe2pbebQfllMgDZhOA5w+IMYkI8YHxkcI+J2vaLUzp+JjF0pWfZwZYRl3JfgMv+rJ+1g7qjRTYQYIL7yGHPldTGfmn75XiXjrct+vj8xW8E6BQ8vCuYLPByuxbTC4VtF9WzSmceos5v5T7qUcuvVMvMIVKiP2qg5FnXScBdbz+DI38+ZcJG0OwzQhIe8oSvs\/FkPLI3AV8\/mxOyH4AnZRSOXDeRihkev3+enyGu9ovevrQYghVE3HxJmUHOVbNiDJvAQw95xfk9lcDWEEdT9qOry7y+ysVPc5Ui8cLSUz2l33zn4EOkkLXtwtmSpX6xapbywHcFt13XUseaghB8sYbIWFTf4vEbB5oldVk+z2JRJVGcFJ2gGfY7Ggptqg2vXwVsz9NJj3f1K7z8B4YFoDvoZFpk8V+UwoUg1gDn\/PiI2G0K0azpLoO2BpakH\/x4hVjGtoTkLJboH5aofWNepssiKOiqCDUDkr2GkEr05sbutHObv0760ZFpJEn+oMdQKpfEwral78DleRlmyHkuQrHgXGSYd4sPsNNHCHeuzmken7cexkpFEF61Te9sQvkksJEhQvZxSVgOU4OFOQlPWMr9amgnxz7nrW13F9RtGZeVSXwnMttGRczxlznCr4QoxYKxx66REZ3pYKhAv4r0BWnLfpxY1uF\/mGqAjOWi99bGbvqca6LWVm7BAu2nY+4qt7n0ful9roVw0vYtp1XBkjzW3DlSzJ8ZNnmVVFd8v9nTKah4VW6YQ4GtpZ7X6sefnEN5H7gxGxE5MTXZtf\/ZAFjXwTdJkUiovqMWQ4dd8avfXDUQh\/Lf+EHbYzg\/7g07GNkPDBG0EzjoP0Dn3uwAG05Lu3bP6ITFYrYMT9IsgioVaDx\/uvsISOTrw3lAdZeLYhE9DTPbkipxABNrgJ1IKi37KdfNgiZZfv5UiugxctVros1s1m0enYCblkaNYqC43JXrsY5EA7Mu6a9RpAjT3MFZ5Ip98682W3QH1IKI3fU5IOA93EDUR\/h+7cr2fOXMpA0W2Ky945ogJJV8dUbzZ\/dmpiTfhldn7cyjC+72iqeis8BOa8kwJO7bKqoDLJX3dS6UC3Xv5z\/vARW13MAZwVHTCsXLObU3N\/0z5bwU8LzpFq9n0IkzM4Hlkwcbj5kxp5uoXUltG9Y1oYOi1byCk6PTzNUSmJ8dD842zN2uvs4Tz+U6cvQfnbU18Tc3prFlt0ltzp7bPSNX+hbCdMUO65T+f\/VL5oDh8hYT33liI4W6gIwvuqjQdhJJ2ZjgXu7UDLjKmQlOxsXWNObcyXlU3bVzTUl0pb9l66RwKHfBCpfUkYcUZ9aUm9uw+yf1e7ZEDAx8gFu3Oetu4wRngtdS3WedWvZ9GcmrDdUCbtKhZLsE3yFIqvscdRezScjT8s02M+c2Kc+xN7Ww\/nDCBZOeZMrHxG2dKmkn+bZ8uhMOGpTYDVhfmat6f2CSjrBt4DvPpUNf7xgMHXmfYSLVHemA0fomSP9KshKASfnURxBlF0MQaU0UewGTRUP7C\/M6kMSJDk3EYZ502H7ERvCImO3WSsp5TI5KgSTSBblZGGGexYSGzgaMHQS\/466H0fe2HzR+MORRdbMdQZ7qX1exJ\/CGLiuinEDvMaCZJ2+yTAq539MNHENueeFfNpC4AXB83rAkjhDQsazep68hi4yVhhmubK0UYtQg1E4A2PapQUNQ4RsI8Red6qFFcgff7ptFxlFXmgO5Rn4jinZTxty5qbNlBMnxbnc9HGVZNeKX5mKvwf2pNcWex3c\/VS5L8yawDwuQUgUuq+fK\/xGb7hDHsMNzed+Fxp8UG05wghx3Bv+6jLDSWuXR3aTdD+8drBWuJ61Rp+z\/F44XVf9cJuSROp2aq0FMxdHqoa4tN98C9CJBa9r0DxNff4U2SGlSjjpXEhUke79ZtgSZdlwW2NkckAG0X9+7XZXxqdl7xlZd+ynjJ5ztGK5twpvDBH8zQX9gleEv5wjgY64eDQ6zWN3oS5Zs7cCPTXzjcu+WDaJcpYt9WecLoJ8snQHAFIkTJWAQqCPko3aCnMcwVVNQseTA6BdLUpR71l7PsmAiA0bNAHbhjCovss0PzpjSXUDXahM\/+mCmidFwZTQZXU7TGMDi6yTToRQw3aJ2KomUr+jNyh4dTr7EQSa2ZbP\/F01idnFBsNcG5cZO6+hErIsptJMkudJo6\/RbzyHPt1Lure+ZRGK9cOkyf3EbVydnkL4mdPxuZdsNXdLau9Yk2nVhF63VI3wiie6K\/nuGDjYiEe+ZkD7Grjen2U7Xbiel\/zb3qUIf\/3SmgrG23LTLuIdKPB8H4pz3ZXoEcN\/kjJa1mOMg1QmL3sDweZXrTvqVeTtEhX5S7P4q8k0DVTcXwNhEiqr+uooX2chvfBva1woha7kTsxOx5VTiJTagEIyW26H\/1jf9hHB5w4ATzaIibqoHcLZ8uqSg1JZF1ldPQHxuyMKmukT6iYK6hHoFLpgrAgbGnyp0PQGSnJ6ukWIO4hvpNKVzhsks8eGPy1TKUC+4qD2FTdJd449wgfHcM45oI\/xnPh9\/7kgCvQPjfWzGRHyY0BSTUIimYgteXm6xy8tCa1IDh9NQZtGbs1Sv6Doz6HhOrYXDS61IbhPb81PYEhJtjRpzCbaSmHL5bpYeR2oQ8DJjpsuTOtdHf0kr9MXPlfa8VaCJ7rKuBqYu3LdG4d+V7WcqJH3FdsfQVtqggExbA4ECtGAFmn9OIZoFeQ7LLehhAVwAWStYUIqIgdX67HSVSwVgUWOVMwRZsq7HTAmupKvYcVScsXV+QN6pi4W+WnkylpmstAQ3zQlZCRYSyQD9AHiGos0JNPq0kr1CndfVcsplr1JAAhvfr8gXoDzaDXzVymepw\/LX5XWZ3reIB6jbJQSWaYZ\/PC94hI5aIs0jjaGjZTXRp80lJJV1RQlX9cvN3RYFJ9CfX8pKfBmrVAvxXQIs+4avs6totH5mtAfit7\/\/emkKoIXtY5DCURSBNhsZRSLgMyPd4FYopgqTbn0GSUlmSR\/UFd0lntnH7yEt2sgUC0p3iC3+iTkyFlxsdyz2JispTI1R3i\/xOt7imxjy7Irn2nn9IlLkQUL4nlpRum5\/PAwmKAlNB9zXWnTQ97hln2xhBLT824DYhZqX0ZthQXiPVA+RO\/HyH3j2RDFKwnP91kIvUvNN39jnNlSXrk6ae49E6ZxMRdoIYjnZ8SepL5BAbtExy\/QCqAm3zBoJYYX328dOmCVefafmkjSf97atqOpXfS2e8Crwe2iGxFJqDzdUNLmhJeyKssXnFmBUX+V0ixG1oT3o\/AifQCUiUzbGPl\/3CusfrDHgjdlZmdGfDEPB2bcyzoFCK6r+57XpYKc2zBhKeNPns3nrZ7BKGxaSWgSBNPbMS6PdiCvwdFvyvkme27829q0S1RsciE6VTEORO0uS8IorlNnuiQ0vo+xjQzpg+4TdW47Oa+jMceiNMSTdIRkO+UyXoLE\/tlrPx8\/250PfisE\/k0XtOwF8r\/feGECQqokR9ON2c5yNMjQmIbJ4S9ZWVZWjWNcxFyDMi5cE4\/ejHWvJJtenVDiYohhEpT7w\/bIt7lUPkxr9qxGnihbvuVlXvqwWCM6jU9fLtVcEBUKbSiXrf3PTlfMTFcvQABvWVP1i4z8XermItuNsjc2GZ0o0qfCaeA9OIUFRZ8jYcZie2Wk2+fA3jaKp00HcbYmp0vUEDxu7qbokvmKrCRGAPtTm4ECXhs1dvjnVcYnLyARxt6sQ8HsF8lveffPWgpXxUo6anXk7xMUVg2yJtFURIJLUV8tK1S8kj\/ViGO7MwkKNRwyyb1HCcYBnB\/+n9UWNWpzwIKYX+fJ\/Cz+69Cs+\/COSWCzqTjTeZHHuLsP3gB4WNkgE7XG5fJss6n6+eu4+qERjzQDxRKQG4V6TLTRVIP2CVYLzZT64LTVWDCVwv\/uvScQVZxLjnqST34BssZJlIz6zgHcHN459FO5dSsctuEMlI0bo0jAfXUAVG2e1uxnt02prWHWNzBfpX\/wD\/OkGwGl+8+1Oc5sjFsad6CkbYb6SUPZq89z0khN64vU557P9wP8qLHLGbXArQeQujUJZJPGaqtKeOE5q8e3v0lEboyMYrhNU6L20KYDX0J4C6sl9lKl9FBgPoSLk6GyU0eOoHjrMPv3QiXrRKaRDQfo9RucuWzWkitPJvuFgYyoAgN2AEHVY+If0kPthFgsekQ9+E20QkosNCl6ZVMxp+qeEebNc9yG0qI+crqvFnc+gjoJRoSkmZ\/n\/g7LDFcmEvJAseVwcXgQ\/PvSU2kHpRid5bZQAe7htyrdivLied1jhm4o4BwdUqEM\/IR7Rlyrz47VW62RvxD6+S914ZKGuQdH4ehuj\/n65xlztjR4moEgQv6LJ6BO\/PeN8AVw6\/E3ar\/ETE2glUZQSYjhugp7tz862aQPdyxOzHIdGlbaHDp5GZvVIX\/bJbffsHtjnjCb5JHYR57hbamYUYS9B8uWwh7jC9C+QSQwL1ZHjwShYBofxWsCbf9OPlqsCsg5sfwcT9zuHUh6QupXrFK4PBOVRww125I1ZDwgITvdGiQhGciMpTT7ywGX0qKZ+BSOOWHIMN0WAP4RBtIqwkbO6B0ioDA5\/l76z6in8hCwqYRIk6du6D5SrL8A0JNvd+6TIT6XUmnwgYHWxi7J7zbOVxrKh72E0kbaSjfi97M4SEvkISbHrukVjkuzO\/dfnm4H4MHQVnjSzCK5y8Ce+Or0LvGlX\/WDD2aLLy8Zc1\/h6xy0GDaHmpeOTo\/ddsxQcdV+tFaXtQUQ0BIQllTcvEwqo+GiQILYYgew2hRfU83H6M0yx4vLEedGKQuN4wWZsUGiMuk12kXh5jvg1gE3zUupWrf73CqVA9R5xdNVHE76XXyxbIc7nNP6ssiDStqMLN4WYBq1FRF+Kz1oueUWzxDfsqvXS\/02YOp0\/CNOt2Kj6hOO5B6E9X\/+sRO7I6XHqHJ58fvsqFYbzopdPMhdVnpT8kmw18zIx8Ovk5kSPrSU2KVTcozRe9B4oEBIRabGANMXppPDz8q1y1b57yESh0l8NFeYB3fOM2owUUZ11bJQp3p4Tv428y0bDaWEHpb4xwVlwHAqU+wEfwLvbicwV1J\/VfwdDDp5KBlR7Kt8jDUlrC6DBXg7gTfaRjAPK0jYubJXvOzD8XrtzhYPxPjwvTVdW\/cA6dHPIqG\/91eh4sPLYauPMH68YYw8\/WycM9ryU7A5i9RqVulCoi0fneVuuaqWHawr9kCQBuT9OFMPHZl4UjuyPcbBrIQIj0X18s+ZPCxnautuALktSPxLJrqfbX+SJSSbI6Scc32G09fIq59kEFjxIRuUZTRAYrh\/bMnaHkfU3BN+M4TRAp8pGPkcwkwBKVemSxxnPxsy23P760+Tf2wo6TF4uVM2Zi9\/8SZtE5t3hRQzigSWkDKsrJRTpnyyRyfbiiWwU63YrClscTucLcjdXg1LIJq6wZhyxM4igJQEVdCBN1FlVXfc4PCN81Sm0EiUphlQvq+XGDZXD6t6a8pvnxq6Ee8BotJP20RRdjRXohQcTqGS8MANiQXUgmMExAWClOvltHJ+EKu5vsjSnXHk\/94AsOYC3XeYtyshpij2wHt60id2tmvwoscpRbZFMXGgLmgDC0UMVdhxWFfSSH71sLp8Tnl1QPtswcPcRdDNLKUmURZZh5QAcGYIYLFlqxPIyxkFp1WQ73djBVa1Oi7HwTBg46l1VPnCJ8IQco\/KfQFyYWbrH8kFJkh7LRx9t\/QxxduNnVV3s6VO2zIanOtwqt3pr7dnBmOCV\/jTs\/Al+wJ6iP6ZBs+HCYLPtlgPcpmlYX2zOGype4hd1mOfWk3fAyEvlG2hWoaWiqcL5tBwaHkR7g9GYfabTzdu+TnPzkoH22TJEoium93KiUs465vepPIvoG6Hcz8oBRDnBjvuRzCTNUqTl27hGpSUbXUtN\/XqS19GBEsZ6ZD3F3V+03yHk2Gai+45ATuGg1pAK+wzLVDXeY0Qq\/iFE7G4bpeHlPyTCeNHEXjhHRBZOaga6f9qnf71XXkkOlvPfJkkA7SVREBUp8KIhmoLOm2FpxQWu6YxvyuWTiBUjHzAes6SgsE\/bsTUS55lw+z6D3irSGWMpfoZ6XQzfYuN\/GwYNwWSPMFUUfKkC4E4EXPph\/llOOzVdeSVi4NWmKndBYHCBU6st\/cAehcx6kCXB+RJnWv40k8IaT7fVulSl3iWxS4B8bxpMQ8bqhisAjEBXOqX4s6o9F66c2Wd1QKV+AcDT1se4QtpG30rduluhqO2ysqTreaP+IwCgDyFHbxMEc4A\/wpghFMBRCgYaOI1v03s3W3fVpuPDoUdrRHaOMb0FJyn\/CMNxtfSDCS0a2VkRVitj2Rp2oITuaBZrZTsVJRv1\/kVisl7EB8gpZxrXEsgdV+7TtnbumeRuKE852EJtIcQ\/9QLuocQxZ7vK0HMmg8Q8npzJEvXu55+55hNVTXN1yD+EXRA6tG2sTyOmCaYcF\/YnhRvfQ58LzH6sNRrWcvz1ZpEXdrWWv4LsCXEeOrTCYfmjlfjR6D5kxedNTiYgDuztkH4uXF+wygHzQY00kMFEN8pFKNO8nQp3yd2wLj93IE3i0R\/4TA4tyjvXARYTBKrtG0To0JuvXSGsqgAfZVyuUhYjU4nqWkKyMwvGI1rdsE8KqEFapgGfIOSQtd2xt28Ufl7oqCq8HDNVCeWEVqf+UhYK3XM2NDPyeo8RYNrd0NQP0\/zQfCxxDOIokTkKEl3v9ZCE4erT7PsjEXs5mTYgz2ybAwQMlK3dbMym7wfddWMeb2eI47jl\/FuvCp5c1DyEhpQc7dmtOPH8cJM\/4UD9zWdxAi8Ydpde7YLtjeCkkXE8jR5g3YD1+qPPJStGOHjeQ2TcfdOLRnOit046\/H1RD0fTO5LKtgcsiE\/Twi9yJMZkZUUBnIJMN6Rcicg8pn+MnrjmzJwGfyzhNeI3GVV+a57eRUkAVXy8zuMsdcvzXwiR5kF1Jn+M7CaO9URzFOtg3\/CM6Jq29CfsrVgsHYVfiAFUiedAY8bfQ7FrhgKMHxIDLA8K1NtAVQWFIdByo4nCEJdDKj\/TesHUc1m07RjyKqokgOcya3jHlex0WOZqtm5Si3kQaN+hJxSqbY1d5O+gz72Rp\/yw+GkQu4mFrrMEyQuaPiY4j9ZNNu9nyPEew+s1zWkUUVF7bDU0ua6\/yazl38mX6LCms1NnWmmztGVAXBJII7wDMcp2erNm8umdhCqMwJoDDOgZ6to1RS3SDXb9tz1jrJrvxaLkpJkxzMDh3eIDhpv0a6nen4HpmKTFXUi7\/1U7CLXED+ZJBfg4cgKSRY67hCB\/6s72COZehT1pp4bjWccvwQ+uurhEOVBHs0RfL+4TnuL9J7VCX+g+sjfJ6AaXKBqXJp3mKRPL50tZZoLCK3yH8ZNpAgu3tf8I9V4Xw7ZV53ryMrK2mD\/G\/cefH2QWPzjaBnI7y3ufgB2YdT0yhNs7cwFFRUvrLP+Ap2EWUpKq8eEGWrcBCps7vzuujCrYXUhwjA7EaLZKbid2\/Y3WdwD1Iy2Mg9yfOieFy1fk6kkaPUFeWrtzcDcL+bpzBUeNjY4rbcnXGgGOS2hrcHMUOoAusC\/pYHqpBI5Kw8a1\/+EiV2VGu1DSADRqIsYvxDz4fnN++rGc+nFX7umb4nk8v3I1cfV0GEZ13+DydUYsvCNzc7Mbz5BXN+et1kM1MdTb9j4Dohpz7qWJZGwcjyIXiiC7ELBQKnIVHNP5K07kd7z3KFe37E3IhPslmJnCS5w3PuDAseIFUQR227ZJPXqUZO1Ao8hvwFB9+2VsC5JavUP\/Mzwf6ryDPR2+sgvkxkGqrzYVk4wG7yJ1bXoi8k+Dw9X+ZEcvTgPoy7IrOcf6OqW\/nscErT9eLP+6GA8qr4wRxjpQSn8YBtHwea2WVV62\/CrR0cmWXvja3DmJDP0P+AAfvejcj+Lg1gMlX0jhrgAm19U6vzUtezYSt4poGRI+ZcR8k06zfmyNi6aEUlgoeyn0ABCDiBPlr6R1kU0jCcDRStkn+i9d6DcCJjZ134VYojpS\/2MZfK4fPdkWRZiCs9aACuHxQO8aXjb8ZQ2riYNvuiq1Ntve0JTNP6yvjlBkeFLHYmQ5bsBiC3uq9syPxThR5nTqfiUhnG9jKcN9G85LWgGiE8DU7YeKs8YVmUdXgR8rpmMLk\/LYb0Zr5hnSpIsSHQaXROjaFJaMaZSTObzhwJV0vCjZxbImx9HH\/ESQ6ZeskLj6Ikmt+263sF8A+GmR7zr66NSWA7EfJxyo\/hD651p9WRxBGzfiJncNvNlUNrw47FLHi9grSelRnufAhQkhDC34BXp05t6tQ60K4MuwJ\/\/EValNzO8nngIf4InPuuuyJtfGw47ekmgqDd2N+pc15y+Gjp4cZSmhVXH+IueQrp9rO34OiSovbEJAUD6Mi7E3GfxiA5RtffcvpgGBfSCTz\/2MB3OFdoDdnOcdrtt0BPWgLqcE+jU\/e8HU8OHPzPK3z4NcYWTM4zkdhT9Sm2Xs+0HyyaMAX1eRpMDn+Oj\/\/iayiQ0xafI4IEhPGJQCXTjai4Vo4S4tjunD6lB7UxaM0u7gZ21RSy6pTMG9\/QSmEQkWwSKiXVcvZ7y77SIhugrw59roHdPnpmMcQHOtZCdo0JeIq+IkZgtqXtCJv9Gr9oNOTgOy1LYiSJgPqUzXPUGwFJ4Msqqsm0ibJDLIlYTp14l2qBTo7FqUw8bx5yUr+NIaekVw05u\/UrJIP+3CToVBhZb15yerklZ\/egTdry9k0D8A1QlDgdzoDauNDbYAvdgbgi5\/gZH+at1T0tg+ZYyc3gQE6mFtzCIN9bXTMNIMuX5CXAVJtXgE7QG1jlStZT7EjKCilvRZ9hP6o3KelLAAWDEvUy9DAypFr7wHY3DmXjEh8x+WCDDOpITAAdmnNf\/63j7hgLsNlCse\/bRkue0Oy19L6MtUla+vqzGEO9b9\/ZGQ\/g\/EMwNEnEWFcORohScn7QTJb38Vcr4sGqdyJvn7DXdeNutkUwptrDbhyG+lFVx\/jNAOGnWVWH5T7Ne2lcNp\/3piiLrScdMZx0rxIiJIQj2TM4YJ8J3TvvjNSm0DKF\/W5ivFQMAnWBpL+nQD0AA1iLd2xHgIlMM32qhA4XNTqarLuvid2nWkK4lvZh+5hW3nHAUtjsjXBb0O\/NPfdzS2ThCat7R6SEkuaqKU4XeQRu53wdfTnxJMShEtcJcNJIJTpkMeXKiVeWpe+QpKilibc10Eoi83IeNv501n770vtmlK2NP+pgeW+fcCh5aXpfJLaA8JWzwyO\/ZTAP5GTn2ViZSBA5HyTP0O7\/sgmTfvLbWiJdN2ebkKOEFnb1dAaSDaAOIrOcPdM4ojqqiLsAS6a770GlC81bWBAUG7QEXnookR3MxR8q114Gji9Xwdpl305MwH2bjmelflZxmNlr9gWf4vX6iR\/9j+VIiqwljBQq5ofcORgQ\/fB6v35Ll9F+yFz1xIQcv20aAYZFjm1oag1UbhDlTp1R8HhmuWvsDgzCKdy4zJcxKQf9yTn9ZKCKM2FnAD4KttV7Jdq5wM6a4TDo8J6dhULu5L5pRyuxqccMKndkK+AjEjw8i2tZeh+XA6O0xIh0Xv+l1\/1L8AKHpb1SLgVigWRckV41wcDqRODRct1+1\/SZXLlkwW6+UgqatDgYSU\/gNKumkPH9A8vrR5Wt0SFw9XqS3HGtFE43mrQEDbPwEtrKJUPe0\/UunwIHRuTplp2579umLj1+aUmUsgK4cqdJRvuSs7ZE8b7lAmbc8ee1iD+kFmrBwyzJiw7tiLcUqP3Id5twQJUxklU7QvlDQwzclmz+pE982uBGa2IcsYvugp6PV8VsJeLF8wqKDFm3Jd9nD+JQy7HpAZp89lHTg4RZvu10xm43EbQYyTKGLE2enYo0LOVv4obNgtNzznlJcdxkiq3+XbfxT93D6bdKrvXUOZuMABJIHgpKKMCbTp1QYBu0WGHQYQgnuPfph38JcLIg\/0F8pvQgaSKtW6MjIblY83CX3CArhvkPer1CzHBbz6x55jwiCjOgySbhpmTl0sdYkPVUvS434D4QWW9aZ4VkiTUzj\/h4pK5HsinQokvm+NEfPsh0gxVJZ0QfJ1ig1iK8V+SKyRDB9MPG0dIzRp2JTZInnuzAwzNO0hbE+F0bpxB+g3cDsqjbqVy8RdPWE5PVmItCLRieMM\/Hi3uhuhuG\/uJun3S3fL7\/v8kz\/chisqRNbVST6aaW3hqMZ9v6z4vbmPLpJ6I3iVktfWVjAbF7\/KiRj0YGNGOQaMcocBijpV5WcYUs0V4akWij9e7BFEzOkyA368XdAkKPCqEOrfx0KemPTjXq1ZBJVBgr4h7KApBXVkQJyx+edFMaMBgHiN9JiRvQ4585FpL961DAOV1CicUhUEkxOMOl4a26c6W6UwSlV3LQhcAYrCkYPkiGGBkZry\/GPLfd+SRxJ40dJ8liM9EpslLJ47lu6Ge\/QqoJx3kRGUUMoptIMZXc9r66SisNVNccJbwn6YM1i08v\/DCn26GwtSNYTAWChOs67uEGZESyUi7Hi3TR7d1Zgj3b8OBT0M62t2B\/Gukj6VaWTEw76UvYAvrUXqXhMWdmlQzrdl8Xxsxo2UJVzaFdqGkUqOWYCaNjd50Vuhumz4hPruSxPDzDyx990rxrdpDJrh7sP6sik0VWisLQA6ZuoZmyCd4luLVEvWeuKLQygKiUatayzFoE\/LWtcVMXkkLTbfjdMK8PVkfTSmtUtz0GAnkM+eNCojVpzDJRqTRGYF23LZL6UDRJP6uQdAg0ce48OawYgx9W\/6511F6vsFT8DQ3eN8zesCwRwxSJAXTkfiENX997Xq9y0L6q6kIpQZxbPtnX1zwUMm70C+i57bwIs\/z+7G36YkbohX+cn5sEAlCrps3k6B2xWsMkmCpR8aNIntyWaNZASPyhhlEzVIkigiLqjJiV89C8SzwbQEVucIrE1Xa8RbFJe4DgV3cvcm\/5nxh\/icj7AlNMIjnqtCB60N8rcc4mzLyBEZg7EE0JkkZReblMFv1UDPx+ZdVRCkhURIMMVx3wZz7PSZZjDA2GqV08SZCKXdatFSX7k2+y09\/pa37FsotWU0bzpmUvHybzouh9YfMzps1\/4VKsm8Tzqc+VXu0nI8b9BRFV\/mVBmBz\/LJLXvBo44Uflf0o1l\/eoRFB6Ld3jZu3QdKDi7Zq6TfGqxhc9Ui+YXPYARmDs10fQyC8XXfPNGat7jgVNZnMkDZ0NgUGzVFYh8bZaLPQEpwPJVPBkatUPX0Xs8EMBITL88NbtNDxYdNF5HZDGTQSvASiNowGSjAm9oOjVysYbEtlAwFCpzcPsYR3F\/B+FE63gNN9F1EHkDVARO5BEFsv2Pat0wuWknMKLDUeOGKR62s3GMzQlXXEDSRO3k2wYf5U45Lm4I7RL77AAgryqi2dgr05258OsnO2PnQdUNHEBbeHkXrQEjWzt+7u\/8LM2rWcGStqBDM\/\/mKJhEMYIdEOXgKnD9XdQyrL9EHR4AZnPkrm3+cqy9SmRtpJMop2Od2f1CUN7HnPo+ga+oZGxApvwH7y5cBseBe4ufj1xUjpf4fIL+SoCUx5hyWYX4jb9WRydgygyxd5ALBhO6IIGJlBj5QG6YXWzBirL8RTRP40K7\/7olbYcT3VeVfGPJ6gXbveA9qk7RpJ86RrssTDhaBQB9VnQOXyrJonQtQAK9QoBEN1FCMdqwz\/toBrjEvoNE8K7pJLIBATvv3KIs0bekTFGW7o6SXpe3kfwVREcIPxQBr3tweXwGT\/lZbpEy+ZTnFIYrypBWIHN0xKymq+vAl6\/i77zGpxy6cwSpK9ewD4wyV7uBIcHmBKMTnkxYtThxjKFLJYV+phHRiHXRrCh5e3BJ8cTQ9sQbhA6wGOA0KHMXMYy1bFY6pHULZOAfU9jxQcKdFbxyldZpG54NOu\/Do3Tsnaw0F9dB5ko2nrlbnsL3EgJeIxNAjowRQE5y5OAQ7PVZYzn8UUu260gHz4ybDqHGWYTiGY7lRFybPxPwk93p62pPfez6IcywzKD3o1iQFvDotm3q31wFT3H7G4sEpyZ6hucmyoBTmdOxhVbQTaqyf95uMlRhCuEa5TTbzPt1PXYZ\/m7hnEgRBRGhu1FdYa5K50YzcM0zjVjgOY4cORJ6FmIdFEY1daX1A6S004CshWJfECPyw08EMhwuNgLci0FXjzhU\/Q3cwn7nCco7DMqIA8ivBDBGCb7AG+7ooGBMF1\/V8JomLnI4ghtvG4T\/H0L2a2t5M2uV9mn0VC6akwgaVD5j+xq6bvzUg0HH7nTbNEmsnB1Q6ISTyYEBy\/jB6nsi4h25vTyu8yc5mhDDUQx2ZTeca4Eq7x1JcfSzJFIDBbumpPt9GQTstZsVCtcYLpkup3Xz0jDdjTQ9+oIskq8Eqz8eTPiRFI3VnPVYsFeeBRBLEF8A6w26td5iqr4ooJFGrR07aV9Pmp2XkU89yukdh9uLlBq+RgpW48b4KYRPUmCvr72lmkgvx\/mpecW9z9nl5ziTIaCWjxn5MZTWQ18N566yXFS9Tw5ho\/6Eit\/NhWv+eSfX5KEiS7OSyWXDaae8AygQGqfVoEs2321ToF1vbBIZWvqPwu2Cd7U5HDV49KhoybptZE84wzM5sX2\/edXPfD+ucRHD9kCIkfeXQGKQRMI6\/yJ0Tc0emNuWzmAbRCySeRwWB5Mp4I1V0Na74IyFZxGy7prTHPvaQZsZkAtbtyhiGrt\/QaC1WyscsLnsMdcHpsjhw6BuI+B8sWpdDoEkVoIwBOdXkaQEA8TCSbaYi1JuspklvCsW6eNkWhzUBL0q5SzzjdRetq8U+3RyoA4WdXENEqJs5yBgYuRxxSjdTZ7jeXKIvtrKgnPpWo\/jGyXqUIyv1tqZcfPtdEzjWrU5xYtSiNocZ8+Bw46SDNW5cpMr1zJfxua7lS9Q8vjOGAIn2ZEVcFIlQMYsnhleaLLlG70Z0kQo6Ol0gpLLmxQqo5hlux\/E29T5yw5UJyaDJHG\/KfKjyniMRiWCxoWqUecGZXC279WeB\/TFOnFPS3pTxUjL3bG8hbQ8dPwaPRW3TuRftOKffprJn83rTTqD6vWhpB5i039f7tHxcL9MLxftNb5x1vR54G0oQmnkrasiN7zG2WNpPYMa4CqHJtmDDssXZ29ObgfGu3++AdjKy421BhbH+hDX4pZPSJamcmMc7jD99SgyAFlTyfuzZT6xJoIIWSzpYDjr+iV1vUnrVzlf86JfniKcxkLyYtHyGqDFCTb5xg78FpiOUQuU2T9fZEWCU1ROQ4iHuWeLdH43Cq3tiCZ+zzmevDB2ve9lHikZna57UUDb0+SJqZtLJbYfl+FcGvnj8zRJVgfT2U4tsMDR6RkI+cTXa\/JKvROQWbQz93IZT1Z\/WwpNHlZmPN35FEpyXAxvBbhGX0F\/kcWaX8pTFaDMXpuUS+o9351CtKl25E8CL7oIC7bVA2jykS1zOzfyd2ySpUwzPlD5XrnSFusZKcRPfqJNqpsRYUZQpXIVAk60vdcGjzuyDyFey+pv1CERZ7rIoXY9BzXo6n0X9B9dJAMxs160AFzs0cRtxxhhmOxwuDiiZlVquFEg2yGDaGVaMM\/4Cv1eyCFCVPayhiwKEQwQMHXI3xkBgzxFd2GxEPzlXvVEOAtkGGUD\/GWuZH2ZCq294aNobHobGC2F9f7OQNXbrVeUksp4k2SYWd8FRFjAmhaEOaay7+ivbY6BX03r6e\/gD8SPlbyZuw7Aa\/jzMWuAsQLbjUsMIrKmLugs4aYWKcLSoNpPRNJ4Wkqo0CE7b4Mawt3t6OM32Gmd9ZAs0NpoyVT5AspLxI867dhqqeWaQEUNiPFy1gkp2XZR+pfaUOSSbDGVk+YkjQjkP57c\/19f5Pf3XY4vT4bZ7Sr9FKyvDZ2u1BLa2uYkRxekQau5iIga4gLsSCabKdm+sU+T3lQD2H3feFF3aB3VaNZVj1rZ0eTbTyWhx\/IUt44ZDOjgIv+P2w72FvB1l5JJIm2UN7LTl07o32CYWOCSlDXLZtmdT3z6Kq92P9xrzehNR13imj9SJUNqHg8EvUGEFIsLCkoC4P39RW0etm8PLmJegmTrWC9CxQU1Gkqoy0AMkYZQNJMJIkah+BpZNw2WZ0TkmxqkuMiPoZunmYfmUopvC0f0aKh7WbXonEmf\/uag7SsBSdq5tRht9bRAk1DuL1QGdfNqG\/32KW7C6ezC3gjsRbFN6GTTMjkoCCStGGtrc9HPemc5j47zRZb30au2Of0rAIECMu0GeDOTAdTggb9oENjkWmBBnJaUr1Z5xp5SrZhg50zlIwPyTs7wL8FmRH0wBu2tab74ppw8jhKEkPSCQJnfaeUebkal\/fZM4H7PYe25P6ALr4XSdLUuroh70W6F+y32dE6kMbsThKFU4bvj6fDBh4efmNsh2WsGvPVl4Dk38itQABeUouuP27FzPlkvK4rLZ2Dy2ob8nNjzhM8Pl\/MsWUn0y0v4rFCoMM8Qg\/XW4BtQtvspOxOy3MVrbZZHbKv1X5av9nuSSoO2UO4rYzK2\/3KB1lNoQH2McA0OiAS+YtAKYx8KLV444Pln6r4XktBLzVzsaG7097ksxidNCio35z7MZvIdfCplxteoOsqSs6SLqo13lyX4\/Ud\/XsOMWd7UFuyPHAbjyvEGIj4hI49u9WoCP\/UAGRxISrqfStQrr6MnHcphnc3Jcz+nDb1hZMoM\/\/eyem+VrbqtMrt4gX89iNQQACdUJzgWOcasWl7TUisv634PLZQkcpEOTNkl2kbRJoOWkRojWbPtoaABGdrpQJdNsSYH99\/yQ\/Tx\/Vi6dtboG4x7QNiE1Xzx\/MFC5s6JQGgaddwq9GH0mYiFT9YwRR0R2pDLmbjDFVhkHCMD8Qt4XySEl6Nhp7+sFKXBCRDMqvG+GTFyoc21AEr7UA98hjfD8YSZlJPBpDx4uk66qBX9Zo+kPIJiFIx7oRr97DlrQop3zgI9ruE4xX9s6YoLRj4Iywc2cuZ5rt6mKVtWSeEtO0jl4Y3B266x0lzx9509DHr\/5JHKVMgVoscpQtslVDJb6ObJYRr4g9mvXvOqZHbH4h1gqMYaYowKbB99p3w92Qql4GadbQ0xvdTHnFWVJ+sFvVYrLXR\/wtFoJgSGz3Pyv6RRHLOjBPGqnLN1NtOHww7Q8vPnN5x4qr1QKYLFo9uqUBOmMZ7vfKYR13dT6i8q0+X0NxyH1Ti5soZqAuIQ0AhZeCUWIsJtUCca1bR8Ao9kij78xmXCQ81RoOR3\/qEDPJKg07nXWmC1wzSLztIiq+CaSoy+ZHiNOgjok7tjboQabQ1bD0PEn3kA4E9FHDH8oX+e33sCcWLYmHc\/VHqNko92XtDRsY2FQ8Tila4AYeS0RjPJ3MoaTjCYHVl4Xg4VRcHV2lXYhCMmdCcL\/B0hne4ZM2OC8tA6tP6\/ndqoLjmcnwMxWwZzcSVXjW4+DQ1Se+nftpnZJD0MmocD85x2++0zLsVEO1oMqasjhHjocN1\/7mXpGDDQZ4mgTK9q7qmULwJYb7hlzhAtWa3zbNGIglBivR9kzPjHWcudnj9wskkETDf3zm8CfK9bCtLEYN7ZKJNpkZC8P5LSveRd1kku2+dU3ZsEAo6jFl0wZ2AO+BrS0qA2AXHxRPxrwwUSDbXClM0QfHUoAuihj5KHFCh6a7kKKLdrGUx0B5XBUE\/5rEehQP+iQgMNnUjWS5cqmOy7AR5HyXF9vUVAZsFoBctkuu0sMhNZBcLJO9gqRaGoOEfLMeGy\/Eacf02rfB5hDnUjcihR+ny7n4nzwWiiXQz3hi5yEzckNw+AtL6VE2XaOKU2Er0ytdUSG5Kx5uHm7ou2WpQ9TwqhqcAUA4KMx9aXrr2o23DA4qMpBm51stX4kUPwswwTKCaPQuOkdCE8P9usz\/ZIN5XzcClBZMAkrLBluPRJHe9epJP2s\/8bam2izeG3lXgDsF2+FT2KNa6LbEnTbp+f2mxe3XKthy5UFlj33W9LICWMsrXSrOzKLCH5bjQ9tJ14E5tpb554VDklpQeTfxu41eGR9B+3qEQw3HDLII0RjWXPmirDucurwBVa4X6VNzHscKxa5ugQLAysItG6it9FPVPh5sOAuv\/QoQ2HYNkb7v5I7dMqC8pzyozAiP\/vj2tVwfsHwmqLLVwE0llboTrqGUhI4oz7O570rHciNNTdazsqrl6oq7WE0MCOoPmoRTOAJEkqwA9r2raDgERSSx\/bf3RG8gX\/AkkgH4dlKg9m1ElbX3y9AW08Y7wKWStnlpIiamMtFIk+8A\/zXZYl\/s8AYVBbqpMuctQm4HYDF\/alV3Z3H3LsWsnapXiU+dMG69qjfZKQceQGCeNhXDdV90gMiacgYCSF37i248tl8m0t9rgW3\/2OohNhv9C+3NaudlmMQCPJy6fDJ3CCJpwliZ0FazzC1olii08gTnJTFSrjkYIBOySKPRbDUwsFKdHi2jJEVpwflIskN6tbNlU5QBroNCQeP6Be+wjbpkrZZpDA6JwIkDjBu+pr7+aOaqZiihdeFYdr9PDmZTYCehO0Gw3uflyJQl+Rq\/azk42pT0DEuxG3ZLGBqCpoW4yok4fdAiF2ryQV\/Le44uPfxnIyR19nOB21uDTxkHnPI2qYCQPXGAuP85umtzo+hhywv0Et++KqaKCVhL1bYljt4jPNQLs0443OvUyJRXaaMwxj9qvX\/owqUOOX1DDIaC2fbrx9cu43wNC3OxSDu1lS8yKegA\/g7tuPNoXjxX2u6I0kqsAaqT\/xY9ccnhJtVB4gaMNiWg+VfqzP6MCCWo3de3FJpzOe+9ZPwVVCmwYsKumZ0HdNh4VNpTxveXwb4Y0ujWnWqpBwdrwDkFscm7WHlymML2o5GSpm4+V24841PuP69U665vKOYMNHt\/WpH6btIXaSQjuNo2z1yfwR0H853veJtWM\/+Yh61ZleIaZeUOfyEK2zbGvKbt7OQdrkmeA7S\/oacoXQqFiyLMvy2EPGwJtZxGMz2Qkd1NV3K2ZctvxJ6z25FIgGO2uUv7m4CncJxUCswldEebikHU3Cp3R6a4x9yFby0zoUI4zTyxAJewANEdzxtpZ92BIAJenoY7JP7Hf2bjUJyel37VMSlr\/+03HdEWosrzs8\/9fkrea2mRLo6Qjb+RrugpiTDg8RWSexudHtncnxnbxJeR1MSDehgivxdpVoRXO6T1MfCEtBLQA1ZI01q6BBCbUVNQH7r0nFkTuGbTOJMapgkYrm3he+SL29wNcPqH8SXGD2h8\/L8OsZ3rz\/wIRuSuNXnCDdwSdHjsxmTz5a\/+FA0+w+jt7euPapkF7HHBTTdcpig1W0GCPZp00L8\/dtooYC86xXwHbmVBIbVNC3pwBMeDlg6T9dNGH6DB7Pb\/5MRu9l\/oKZ3mWQBW21Q7CLCPQOAb6d0RjYyU9EBFc+PBZUw+P6vxeirGYpF13uJGx1I+hgMGpRwC7rBWcNzcU+zp3UzzpXcWoVtIkSVB1XundUIdkvTHTA6Bx1R3sqCQOKp9wXv\/TsUEzjuNZgQ8wo3pDYsdnxi9qKQ0FlR0Hd4gfPLtbulhtGs6VttVPn3dfbg2Yvt2s22oc3pBmdofSiPvrn0tcAhJl1GVWYjkMHRvx2CVIIy+djgyvI\/P0BLEAdO4WVwsvLiYNVSF8FMKX6MCp\/533XHEg8YKXk\/LapyCXX0uZVMHDakIMKoawafC+Zr1iiWOPIftYq53oonhN7Fji\/6LrUD+CPx5YNglYO0cJdY9AT+GjpxGxSWwecGXFDuf3rrOSZfVPkDqPy3aZW\/HZRKg4lhN13ZRI9up8IYi\/xBkxxQvdKXOHLGrF7yxOxMmUPeQaYIcft8kJ1Lo\/iZmMVRmfd3rZ0\/FnduZ15csBPMcxZQEqr6S6Z13m7DIizs6Zq1PBKk39YIVj7aGuULGqtax5N2PyRrgwrynTajfO9sO3I\/+FIpiA\/NftvFTccOoAzUA47eNM+rhK+9TyUKHIwm83ejtYJm\/\/gwwoBNWrHabjOUWFtyjjUsrU37C\/k48rLH7cFeS+0INFRKO4sIj3zqUPFTD2Ul7TxQHhnQMbfQMjq6Q+U91ypVt5WZTSsMPJlzLqxHGhHwigMyxJXoKeMzDf8k1daDZLBTegHhJ8KyEkO+mIuEsCy3mIqrw5ZLXcr4qYLj5NBOpazKTnfqUFCRjnoz\/kc\/\/lEPCmbEGX02datyJoOET50A4FVAkqIcVE+6L3XNkbG7HIYE3oPTXifbJ3UWH01rNwWgciM7Q5LLepDbaBEA+Be\/Yh9epsBRIND\/fIQsTjYPZhxXt6YvLmsDSsnxuvwLf4gNf4hBzd0bIqh5VHF9ZhmYrQ7FHnLUoPudimwxYkFvHdcEvVkutgITw3ycIA8jqmBWIG43eeSp1kCNG\/cxec+XDo9++5dneg8V+QkxyIFNPLO3bTPCUaQFI\/d462CwbQhLyhdvqfyZsATmc+Tp1Q1jEjHOK607uQXdUgdWPBuNRYc7YJSJVNTxLsEBOqdnKueZhJp1uWVy9oQknHe3bOondlSwQGxz8hwCPLkD+n7QFNI85lqNuU8rjWvs8QKX8HpJDwSDYht3gA904g5XEXh3P3reNc3BBJhzCARG7x5W8xuUYknWRa76iXOBEeaxvJ6\/tJi3gz8jmCHr3EaEj063MbFLVrFIA\/QepY24OhjYzvh3V\/Oetg8W6ccTwXLrNrKm1InnOpOSMIWVtT2OGz8rBORORt6qLAO+dGgEZG\/fKy0aZTO0MiiYHUuBtX8GrQax2ebnmaacO88Br99pmu8BrHM0gcpkz4N+lVAez5m7a8eugV7Rv1vHFHt\/1PvPN6d7jHxw5OBosbqSuDJONqdjW0TO0+OrziZP\/gv\/+A3QgpIermf7L61beIiWjZZWDMyepN04HVhsL+dJ7vlzO9BuQ6l9gaQFau0+uAtZ8w5BvUw9AJl6X3TM1ZgPucT92+loHQcGeGZoddVHXOPOGCnTf\/I2YwVQ5C+bjJ\/dD\/bZQ+qCe\/fmAw\/B+OFrLikP9qxEIOUMu3OYWV4DcyMTtt5cGSSWPgcszxlJewnHUySlCJ\/nhubG5+Dpigcq4cmfowZgyAkBzC+nx5FhzcqPegB6BOo3Q7anig\/pLmyOv6RRhni4QyJLdwD5h7d+OwzG+jni41lcsSjXjpq\/dcN+crkZD2px2YKSrZMEne3xRN72vtBnvQU0pW5DM29QQ16Kl8lxK6Fb7\/ywE8Es0UPTIP4uRPORn5VcjlUdwJaUBxJzFb006usoPQyZgbYUMcKyxxHqkCLBx9\/ySIvsRPGY4tOiFUxE8kKVrnKoc9ePQu188ADlTgPianWSYhhHLiTOqAO0Frr0F2fivYBWyoXnvz6wLA0kEXYH+6NB1ukSUZ3i9IGJ\/tTD3AL9dSZEDdmlrqaGMotUsjBnHVDwtyXYF436VdLP1+zseSBnxmLsYsnI3hfRvkYO0Ko4uVB2ObYpKe+RtLlmjWaY0CVrEFaTpoKF03P1eO4fFJ9ae2SQkcMmboH7yzArLmUHosEd5+O81j46of4uL34ynh1rb\/vBb8oxSVyFrJy3u5JRvB2cHqYyHUcmJMf0S8YtQvLcte26zBhhxTavhcKgkOQjEMyxMSZNdxYGOl1FFyINfVglDTTeJFu0bTPNk4yw7myOcK80ESEJhxc2F3A6IxIXFVd87+ICMULpUbxHUnBd8tMHXwHVl8m15qkuwZhALeO23+1UxgmXu8yNp3LmOM0RNLMfAsbCC11+eO11tPg8slNdrAj\/NEwIjuAlJAKsdmOfO8xzVx9bF61qSynw+yV+pMNCnrys6cLMOzB5fFPRD6zQIwbyPphQQkaOAcOp9UxNMD68wra9L5\/oEU+vOzzuW5VpqEH6nr69NcCKET\/58\/m6e4wbYNeqUwc9KxESNkPxdnzyEPWp7bnwVnkAWJEaM6iyiD9sWdUBmqTtHe5e+wRVk3ix21jlJY41LKVPlwgX2q+mjW4F0Pas6mrBJd5F10sX9gVKOlu9eaz4Ja6Kq5S+lXrM4W+KUT5Ac\/oHFhpmd4T1GrsVW+f8HovvdFHytkoppIKEYMRfJtslzRfAv4ob+0\/o\/C1T0mu6jUlT73zWGbD1a4lSZ627QxYqMRys4KZF0E4F5nXF7eqG1hF8g0DmxYrxxaIezKcdSBiW3\/bMm2o2kk1tZwHHTfdTrnCcPofjCz3CbEsy57gA+CFPli79DVrunGEBBO7V8puHEFz2adk1IPDz7HuHqTvi6ukhhKmAu62DQISt2WKL\/5JEW0x5WO3aHZC2ihjBmiBqbNxZP4HcvJW9M8McA1Zmw79K824zLUXUEr0N4AyeYNT5u\/HjW1GOuH886xYJoSMSZzeTN0mVlem34mzeqhJEpp7FNiw5X5lSmJItwoIV3vT2DZ5NmyVWKv7zTZrDJBLS4jWNcnIM7An9oVpTxIUZy0ISzDnMr0yN\/7jm7PpXox85v9CJKK1QjtQhyTnaZgA9cre3QpzoqDVBpjCYUoXuZugob91c\/oWY7CegNzU2vcXZfjHD4jVt4YJEenRLNemywUD9V+X4rFW6SnAcu7eVXzVcjhfiFZbaJ+eZYXhPgb+RBd9YDym6d\/DGwty\/hvnZPtsh0Gy7Si2Cd12my2zfu8le3oEIDA3f6YmbSmCO\/y7r1IChlF6wrpPbyO+EqpenNAnz3qLN8DMMWWi5Pd9ueCn3obi3BIMr1eCrvFZmV6n2iSNNezTJ1\/4rMm7kbfCbNpAjZHKZIE605aA53sRyd3lABHmy+YCI3sDuIZ5gJzjcbDqdXV4zVaaUfgB6\/VC44bb7YwMYgk3N1wyHWrvLk3dPz7WplaSIjd9ucArIwTLREmmvvRwqqMqvp\/vqpr1FezhTKWBcLzBav73OWE8Jhj2q0Ki2WXQqBtF3zXwm\/tQ\/Rw3Jeem2qsJ9Y3Z91qjvzrpgE4\/cyhd8LpEEVSHfb6zVXmjEBBd\/M9LqybAl8MUonUXqR8y4rJVWTFdOuHn5vxTRlaenHasQRgtFuGK1Tnwvy1D+9\/md+0AAiXMEe8kdjCKYZgu8Iq\/Xz0oeP4h7t3wsCaVH3dIrk+w9xEXCoC\/5NWMLLUwR65RJgODf5xRma\/TVMu8XIiKxPoqDPzyTrU8PfjutiD+89TWAC3lFRs8B13BXhH6pM\/dy2rdBzbKp7A3tyaDCaK4smYJBEnrOs6NjIRkBhizakNprJ5njyTEBGjj0RwkLvmYZ2auuN9bU\/xLJ1cphFzgsnnlCHyu5gLTnpg4YRrYtUjBA2Dla6zO3VWXYcv1txAKneNuVnLGYzOiPjEts9YXUoWEsck+QOxy2HKlslFYRZhaWFKkJN9G0XGD5l9FlDAjxb1avVp+sbNjn0MwGtSZN6EtAcfCg\/19TsesR9Xmst+mFrjLNAcS\/j+h\/ivYmQcxdNqL\/VwEz3IBKP+PfvtfUHCTtfQ6gI\/x936\/T3gKikCjbzLbZ9kGHMVDInjz7AA9JAJPTEgez7NM70TSMX2F4Hgm5KNkm59F0ACM27eNA05amANs1t5rTtuoqIPa89QGbTn\/zWZCwsSAAKJbSI71k+h4nKJJO6YNrCOuhFGANpc061hCLz2MTQbKftjSnZTc+0OEhRpLiJGg8PFA+U\/0mGnBI5lGlolinh+05gXDhJgKAqMNHbPF8\/TOlyhOpIwno9YN2rYn32Uw5MvAbIKvEaEv8JU1lXUHQtPM3ka18lwZuyb9sDpX53x4OSDpaB4Jabh7tbfWYc6tQJIvvukoMFYeIofGRnmu4uxHkAcatoLY0\/wNwEQdYfjhLm6JeGfAgvJyp4nWprvt3qZN51m9pliYdcKjoz47DuxhqFHJQ8AX1mC8YYCBx2hzP5u7kmwNbkGCjswhm9RjWUqGJHd2EOimTO5T3ddj\/zugzIldHGpWXkaQp8KtMFomCt5lim60\/zzPJwUc8wSUIPsI\/8k3v1TOLr2ni4stqh9tPTZ0RwVyhCo2NfFvmIcOu5AhBRue0fsHfivz+rAI3iJI9A151UOdIJaMUEN7usyBhyyPbmfSkFLFmbKziiVm3QCP6u2i\/OAHzG+GegP44UGPIJZBERSRxaRLRuYbrj0ZGx10r7io5b\/e2v7Qr1l8Ry3Mq501zUiKys1lEJNFlZB+3EmTpo6FSskiftjxg0oAa+M6NDm\/Yyp9gff4SGH151hkbBsif6u7o7ymWNzY39QEtF9WJrOJCmLEmz7XZfqd\/rAV0CzVQuZs8U84+lVxYTTn7UZxN2pUA62aTM0\/fD5HQC6MyFR9PQfoBr5Ho6os2lhbq71eYF2HMwMsW4lQNw6eorumKDQNhhaqQMT9CyW8w6mogkyWTau6gxZBD+mWl7CbWc1NU7odAohVzoD4J6mE9Snqgb77dHDfg0gzerdpTi4+9PfU4pk0gQmbiPy1wxXVJJ7nrdthkQwpPGfWtmIfxGUp6X7Z0Ga1wQ6vqBdv8HrCyqjqe3sYVsFXtEhh80z67SqmKsbqQ0bvJAvz\/s+8LwJMz85V6UXwWC9tibOXoUpLGLGOMEBiuuawYx2WNCytL51EsyDZy7sHXY56L3bXkMm2OPxwuLwSrkhcXyiigZqrVwcAwVXlRAfmtEqKM1tmYB6+tydoKxHAMx4qka80Cu2mPbsMInzjtXoyeBZH3tXo7QuGSownp0ThBFZoaurqjbeF0JCWYb\/ycy4sG4yPQoNgkDvlxxZEeWVv5JohI5MvsSfBR7Q2b1vZzIub275uduqMxa\/F09LSb9GkY\/pmHbmizSvFuFVwdzLMCZwGzX8+\/Zq6wgwJiYy3cv1rcRATp9qmVlm21l64m9hVoCxcVVbkUqE4Sm+ApAoe2yy1jV91qWcLQeCUOIRujTtozb0INlgFeXfFzdkDyPsDjk0R7hk0Dnl2CjurnAlc8yqLmqLhNZPSCKpM2p+1eifWtXFmN\/7kzTtfvrYPiYvZOEKIhxITU6mjBT2biRdfNtQO3LfvqQVRFGuQ8K38BMu9urjVRATBtWxjT1GlvpPXnvePHTGLikk10tc\/xWhDj\/eHFUukWNZ0jdJi0WvMwbns\/HanNFBP9ZpFxoKNSXyBDFbnp6+w9p0bYhk6oYbf7737bC4iwaGrcMIjBxfoN98W\/cIJAC+vb9wh\/5QWS9Kb10MObKicGBbYLcFsAKTKUFyAfDI9U6UxMrNi29JD+lK0w2LBA6D\/\/v0XGKKUuwcsIMwZYQKZiwRjjjceKku7bWXYIzraeN6iHgoLwqeo86tXGFgV1TCOrfupYc5JRm7DH5qO+RN\/1kZHROHwNQctyK7MBFJyk8fSGLnki+LXPeR0NB\/IzA6hPmAem7GDRFISQtwuENnUtbYZy+cj1JX\/kjqhfVeL6GdLzBW73nHBCRuLgKRfPacmPCWNM57I6SqTJ870VCLrlImzPIbdLRR5FnBvZuF0fn+6wO6Rzzf0xwVPBn7hcXSXZyQQzFkrDiQTt6NJ3d2DXMpHhrWGuIwsSpbLA3lUhsIV0Sfn2LOh\/jalP21+CXni+ADh\/WM453VBRGE5NU83LBwBAsk8tYa\/z1202M4Cp6iSRT9OVKa5gzK4KnrUeZx1uZruwQJqnrGNOzXF48dUYiVXwRgovxYW1JE1tXcManjTmBuHgOwhd+OEPCbXXc6zveSjnGcUGDtUVgZRM\/gaWqLpnpbuOE5zvknpvg57tdWdc7LcrvTGq8vfCCFNUH+sUansSL6\/JpmryZboJXFFuNzP5yMGz6BiY21KfJWOS7Xpelo5xAJRg0nh0s4011AYYH4N2ReYVcP02LHkC0qoYc5gn7D0BjkcQdb38Uy6PQV7jVIiG10NJgSMWaWodBDcGyp3bp6IEC8g\/dNyGAnCFjeit5h5U4pUe0gkq3NQ4se+IzU0rmbUTpCEmGgN2RCOnk6KR89OBpeWGhQyHUslmv3ydsjJAsWKVIy+V0CgKJT4AVAlFiBIkoXKEHHS\/twItpXe0X3fqFR2QQoK\/IorgOIlgFH05fWLUwm8VxBJuQjG0237ToJhkFDUkw1CSTrNx\/FmdNVzJP3hS10fJEveH7UWJd\/qF0MgBZufoKL0Rg6TRV9rQ6TTygElqIg623jaE2EC\/9ILddBJchLTARzOAn5+agpz0SEnt+\/coTUGy1QHXRJv5TZrEF7IsffgbLZEHkvemy7HsSFPY3SFhErd76iemb3H+7w4fg9tGwsRKapsyxwEUxxWi5bnt4MwYvnDNI3hIwcPy4luNf0Gp++b9nkfNNkvGI1mIYq\/iH51fxS3wg6KGEdxBC7AOKuyrcwGWAw8O9kbViXPx6K3Z1xskVhAdxlGsBZOcEUBUMHKs8WK5l8ctQEQ+LYG4IxhytTYPN6CgUfl+orslmN5zVDNgMVXS+bAzk8A+AmHylLxiT5dEhJScsE13G\/R0ALNAcPqUXPw2fxer3nSKskzSudOAXzm6lYC6nYswa1COGrSkzJozBkHaHBUWziTMNezwQVWLOV2Y23yDSED3CnBMKs9a4JEzKsJPiE0NgxaFMO\/8eImdd3EfQ8\/+tjExC5k0dkqqU+RkuF+T9\/nqJf9Dn6IuFrP++gigV\/is0NbXcI3MuUDEwtVkv0\/r1XeIRYWgJDinWVzocLOzCZ96pKiJfA7Okg+ScGs\/MZTaW+rNMerd7VsnpQhwU20RstMCJkdqDmJtrnb6lx3m4sYqT821bfaIDeFiTfGN9+QWfQXk22i8xTKbczDjQk570ZRew3lX9Hv5pd+AhYcRzqIUWnLiz87ZFhWluxaPeXB6QUpe7T61MyQBPzJgPN4ldVSRkMzl7SUGw8Q0m3CwjY76z8vPCLCflV5XpUHEs2vGOvDwgw6zMVtTgYLFzLbU7sacCuMHFPY8B82lPhUl810pdzloZJi17AsNBHwUB3PZ58ozmWYgtMA\/D\/btlG\/N9+s3mBM3rRMaXlDejzQz0cqQzlqCouqC4AX4yOXpMF83P5zcgsnTWka384B9NmtaDpBfian9ND3KwBG+zw\/iwARMvRVsgWJoad7bhObROy7GKrkwrQdkE1Clv7E\/IVDS1FZRvmNYvcWburnEZmhcbq6wv4WSpriqRgikM+N1I1H9EWqAlzoUBKA+37CjmLCCBM9507geiJFy8GIw8IKi05LsJRm9+uSz5eimqhD6N\/qJRT7qkvSMPSH29S+Hh0+8EFiqlGAtL304Y7UDvqHV72zxXGe0IQG3XhPHyluk4\/QdIY\/1h07rb6iN7ocX\/Ym2RXblPHPBRuXuKLizQebiEf2jjBS6aJHO9jF5IAXmbZlEAHHKHxtvUfXK6cRgpvNNh\/O\/bTM+GdHReTLKLNoIQp9xbkmuZZBO+1ykZHXpQSN0Yxrfoq7Fe7Rk5K6ensA+IgotTQxTeuOwk6XkXFpH4aYeWuDg+yspnlJYzWwlUd3Qhiat9GeVCuRBgfBfzZRSrj99F7mGZ\/m+dxYzcS5RxZR68Q9vRFt5DzhRJ7WX7In6C4yo7JXGTfSUzRxWrjQbG7rQ8QxseqAoZN3fOuBFoAIOiqOLdq3y\/CK+KPUdELTRKeOi9yeEE2uoQ80CWDvHtdrLB9ltjQvV5VlbVa\/st2HZr5\/hmi6Ymv2a6ttvFTh06EzNgblNDB9YUSsVV\/zPpO+HFqr5XxzPmuX7sAqeohBsvfEWcfosjL1dkN6jM9UnrXXe4hlTKbBeQv2ZEG\/3AjmiQiMSZo26KE5pAoh2teX+6pf9CmID0BsCtwsH53RlNgEK+E1wrcR1BTDLmKJsMTyTqOT01clgbOVOxa9jZLB16ZE5ZJQJIFIZ6bSyr4YrVGIGUkFSuT+0Lo8N5VXNZIg6sCZzih6daGMNYE2EHwrC73+Da9arqqk6ciNDdlGecTVBelO2t8Fy79stWuOr\/ghGo0Ah8zu20kmun7KFm0Of8UvVqaDCGFxMXtRwT38gt1smSQFKckE1ZTlug5ffNBPNVmvm\/+rauxmkBDMxWi8myqY0RimWQxWW65SfkW8fLlT\/5Kwg6e2FS0q4rwHw\/Uh0pEVOhoarrBMP9Qd0NuHWLfnPey6VGT9uoKa8sio7UeA4eOebo5rH3jDykDXGK\/6cIfnqDzcmfYiq27Pn09u72ZyHofpfoWRueumauY0\/yr0VSfPraQiPYdqk\/ToPUtffJAL9ge6O0yi6qHuB8GiU79TJSzkAQ3kxoSSg+YLa\/9+h\/mubKuNfE6t3Y7QqBgQIkpaC13JfA\/e2UCtCBNKVKngK3mZ\/+uRhkYcaLiWzUss6GbYdhGH19SNE1Z4yTDBfiCgRmMD3Y2PgAAE5HBjBR6FT\/4QH\/4wRf\/+GOgdIeNe44Kr5AnJi4vob6KjZ05poGxbxFwVV8VGj2GNxdC5VY0vSYwQ4hfYnilTAn5J1fbMFLdSA9o9reJcSuA80yx9vFu6TyI5IAtHHAtljxIpRFBzIX2\/nVbjDOqYninQEb\/C7MOZDo7HyAa5lmVQc2tgCVVSlElXfYMLhDo5YVHSofih3JIH+qCK9ajJF8GWZ++sMB3FbOWEq24G2JhWzRF6idxlc0Z7He33aTDtmxSEJx7uQSVw+IvONt7SifgKoIOyybI3Fb2PG0wMaNRooOfBV4P92DKtSQ0bF1IOwLd1dHHItZXVP1T\/Z+0BQW6Q+wUuRz6DP5\/JTp8VrG94KU8\/sKB2LgHdLNwKkJA6\/XNBEhuyZEw3GpV8\/mecqdNhpqsql493W5PuxgrQwilo17VDgMEPcTthjACawsiEBg+ggNJbEv25Lv7HeKnHBCakDpoXtZf1nGNVxhu6NaRfo4jp2YqYR8BXpGURzU6VQbT35R9IJ\/Pq69F3WxSBXi76w+o8Dx3KVPJ3A4GBDaIVbFfO9s1CYAAAATjcwAAA=\" alt=\"simsinos\" border=\"0\" \/><\/p>\n<h2>Comprendre les deux \u00e9critures d\u2019une conversion sur Simsinos<\/h2>\n<p>Une op\u00e9ration de conversion peut donner l\u2019impression qu\u2019un m\u00eame paiement a \u00e9t\u00e9 compt\u00e9 deux fois. En pratique, le premier mouvement correspond g\u00e9n\u00e9ralement au d\u00e9bit dans la devise d\u2019origine, tandis que le second repr\u00e9sente le cr\u00e9dit dans la devise du compte, apr\u00e8s application du taux utilis\u00e9 par le prestataire ou la plateforme. Il faut donc lire les deux lignes ensemble, et non additionner leurs montants comme s\u2019il s\u2019agissait de deux d\u00e9penses distinctes.<\/p>\n<h3>D\u00e9bit, cr\u00e9dit et frais ne d\u00e9signent pas la m\u00eame chose<\/h3>\n<p>Le d\u00e9bit indique la somme pr\u00e9lev\u00e9e sur le moyen de paiement. Le cr\u00e9dit indique la somme finalement ajout\u00e9e au solde Simsinos. L\u2019\u00e9cart entre les deux peut venir du taux de change, d\u2019un arrondi ou d\u2019un frais de conversion. Le dossier public ne fournit pas de bar\u00e8me fixe pour une charge de conversion ni de taux garanti pour chaque devise. Une diff\u00e9rence observ\u00e9e doit donc \u00eatre v\u00e9rifi\u00e9e dans le d\u00e9tail de la transaction et aupr\u00e8s du prestataire de paiement.<\/p>\n<h3>La devise du compte reste le point de r\u00e9f\u00e9rence<\/h3>\n<p>La configuration publique de Simsinos mentionne six devises de compte : EUR, AUD, USD, CAD, NOK et NZD. Pour un joueur situ\u00e9 en France, l\u2019euro est la r\u00e9f\u00e9rence la plus naturelle, mais le choix effectif d\u00e9pend de la configuration disponible au moment de l\u2019inscription et de la caisse. La pr\u00e9sence d\u2019une devise dans la configuration publique ne garantit pas qu\u2019elle sera propos\u00e9e dans le compte connect\u00e9.<\/p>\n<p>Voici les principales informations qui aident \u00e0 replacer une conversion dans son contexte :<\/p>\n<ul>\n<li>le montant et la devise affich\u00e9s avant validation ;<\/li>\n<li>le montant r\u00e9ellement pr\u00e9lev\u00e9 par la banque ou le portefeuille ;<\/li>\n<li>le cr\u00e9dit re\u00e7u dans le solde Simsinos ;<\/li>\n<li>le nom du prestataire utilis\u00e9 pour la transaction ;<\/li>\n<li>les frais \u00e9ventuels affich\u00e9s s\u00e9par\u00e9ment ou retenus dans le taux.<\/li>\n<\/ul>\n<h2>La m\u00e9thode pour recalculer le co\u00fbt effectif<\/h2>\n<p>Le calcul doit partir de la somme r\u00e9ellement re\u00e7ue dans la devise du compte. Il ne suffit pas de comparer deux nombres affich\u00e9s sur des lignes diff\u00e9rentes. Il faut d\u2019abord convertir le d\u00e9bit dans la devise de r\u00e9f\u00e9rence avec le taux r\u00e9ellement appliqu\u00e9, puis mesurer l\u2019\u00e9cart avec le cr\u00e9dit comptabilis\u00e9. Cette approche permet de distinguer une perte de change d\u2019un frais explicite.<\/p>\n<h3>Une formule simple pour mesurer l\u2019\u00e9cart<\/h3>\n<p>Supposons que 100 USD soient d\u00e9bit\u00e9s et que le taux de r\u00e9f\u00e9rence du jour donne une valeur th\u00e9orique de 92 EUR. Si le compte re\u00e7oit 90,50 EUR, l\u2019\u00e9cart total est de 1,50 EUR. Le co\u00fbt effectif repr\u00e9sente alors 1,63 % de la valeur th\u00e9orique : 1,50 \u00f7 92 \u00d7 100. Ce pourcentage regroupe le taux r\u00e9ellement appliqu\u00e9, les arrondis et tout frais int\u00e9gr\u00e9. Il ne faut pas l\u2019attribuer automatiquement \u00e0 Simsinos sans voir le d\u00e9tail fourni par le prestataire.<\/p>\n<p>La m\u00eame m\u00e9thode fonctionne pour un d\u00e9p\u00f4t ou un retrait. Pour un retrait, il faut en plus tenir compte du seuil g\u00e9n\u00e9ral publi\u00e9 de 20 \u20ac et des limites particuli\u00e8res affich\u00e9es par la m\u00e9thode choisie. Une conversion favorable ne supprime pas les autres conditions du retrait, comme le contr\u00f4le d\u2019identit\u00e9 ou le respect du turnover du d\u00e9p\u00f4t.<\/p>\n<table>\n<thead>\n<tr>\n<th>\u00c9l\u00e9ment observ\u00e9<\/th>\n<th>Exemple<\/th>\n<th>R\u00f4le dans le calcul<\/th>\n<th>\u00c0 v\u00e9rifier<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>D\u00e9bit initial<\/td>\n<td>100 USD<\/td>\n<td>Somme pr\u00e9lev\u00e9e<\/td>\n<td>Relev\u00e9 bancaire<\/td>\n<\/tr>\n<tr>\n<td>Valeur th\u00e9orique<\/td>\n<td>92 EUR<\/td>\n<td>R\u00e9f\u00e9rence au taux du jour<\/td>\n<td>Taux utilis\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Cr\u00e9dit re\u00e7u<\/td>\n<td>90,50 EUR<\/td>\n<td>Montant r\u00e9ellement ajout\u00e9<\/td>\n<td>Historique du compte<\/td>\n<\/tr>\n<tr>\n<td>\u00c9cart<\/td>\n<td>1,50 EUR<\/td>\n<td>Co\u00fbt global de l\u2019op\u00e9ration<\/td>\n<td>Frais et arrondis<\/td>\n<\/tr>\n<tr>\n<td>Taux effectif<\/td>\n<td>0,905 EUR\/USD<\/td>\n<td>Rapport entre cr\u00e9dit et d\u00e9bit<\/td>\n<td>Devise de d\u00e9part<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Les limites \u00e0 int\u00e9grer avant de conclure sur le co\u00fbt<\/h2>\n<p>Une conversion n\u2019est qu\u2019une partie du co\u00fbt total d\u2019un mouvement d\u2019argent. Simsinos indique ne pas facturer de frais de retrait, tout en pr\u00e9cisant que la banque ou le prestataire peut en appliquer. Les d\u00e9p\u00f4ts peuvent aussi comporter des frais selon la m\u00e9thode. Le montant final doit donc \u00eatre contr\u00f4l\u00e9 dans les deux environnements : l\u2019historique Simsinos et le relev\u00e9 du moyen de paiement.<\/p>\n<h3>Les moyens de paiement ne pr\u00e9sentent pas le m\u00eame risque de frais<\/h3>\n<p>La configuration EUR publique mentionne notamment les cartes, Cashlib, MiFinity, le virement bancaire, Google Pay, Apple Pay, Revolut, Skrill, Neteller et la cryptomonnaie. Les limites affich\u00e9es ne sont pas toutes identiques. Par exemple, la carte pr\u00e9sente une configuration de d\u00e9p\u00f4t de 10 \u20ac \u00e0 2 000 \u20ac, tandis que le virement bancaire et Skrill vont jusqu\u2019\u00e0 5 000 \u20ac. Ces montants sont des donn\u00e9es publiques de configuration, pas une promesse applicable \u00e0 chaque compte fran\u00e7ais.<\/p>\n<table>\n<thead>\n<tr>\n<th>M\u00e9thode<\/th>\n<th>D\u00e9p\u00f4t configur\u00e9 en EUR<\/th>\n<th>Point d\u2019attention<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Carte bancaire<\/td>\n<td>10 \u20ac \u00e0 2 000 \u20ac<\/td>\n<td>Conversion possible par l\u2019\u00e9metteur de la carte<\/td>\n<\/tr>\n<tr>\n<td>Cashlib<\/td>\n<td>10 \u20ac \u00e0 1 000 \u20ac<\/td>\n<td>Frais li\u00e9s au bon ou au prestataire<\/td>\n<\/tr>\n<tr>\n<td>MiFinity<\/td>\n<td>10 \u20ac \u00e0 2 000 \u20ac<\/td>\n<td>Retrait configur\u00e9 de 10 \u20ac \u00e0 2 000 \u20ac<\/td>\n<\/tr>\n<tr>\n<td>Virement bancaire<\/td>\n<td>10 \u20ac \u00e0 5 000 \u20ac<\/td>\n<td>D\u00e9lai et taux de la banque<\/td>\n<\/tr>\n<tr>\n<td>Revolut<\/td>\n<td>10 \u20ac \u00e0 5 000 \u20ac<\/td>\n<td>Conversion selon le compte utilis\u00e9<\/td>\n<\/tr>\n<tr>\n<td>Cryptomonnaie<\/td>\n<td>10 \u20ac \u00e0 5 000 \u20ac<\/td>\n<td>Frais et confirmation du r\u00e9seau<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<h2>Notre verdict sur le recalcul du co\u00fbt r\u00e9el<\/h2>\n<p>La meilleure fa\u00e7on d\u2019\u00e9valuer une conversion sur Simsinos consiste \u00e0 conserver les deux \u00e9critures, \u00e0 noter la devise originale, puis \u00e0 comparer le cr\u00e9dit obtenu avec une valeur de r\u00e9f\u00e9rence ind\u00e9pendante. Le r\u00e9sultat doit \u00eatre exprim\u00e9 en euros ou dans la devise du compte, avec un pourcentage d\u2019\u00e9cart. Cette m\u00e9thode \u00e9vite de confondre une conversion avec un double pr\u00e9l\u00e8vement et r\u00e9v\u00e8le plus clairement le r\u00f4le de la banque, du portefeuille ou de la plateforme.<\/p>\n<p>Le dossier public ne confirme pas de frais de conversion standard propres \u00e0 Simsinos. Il confirme en revanche que les limites et les m\u00e9thodes peuvent varier dans la caisse connect\u00e9e, que les retraits peuvent \u00eatre soumis \u00e0 une v\u00e9rification et que les prestataires peuvent facturer leurs propres frais. Avant de d\u00e9poser, comparez donc le montant net re\u00e7u, gardez une capture de la confirmation et contr\u00f4lez le relev\u00e9 final. C\u2019est le seul moyen fiable de conna\u00eetre le co\u00fbt effectif de votre op\u00e9ration.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Quand une conversion appara\u00eet en deux \u00e9critures s\u00e9par\u00e9es, le montant visible dans le compte ne suffit pas pour mesurer son co\u00fbt r\u00e9el. Sur simsinos, il faut distinguer le montant d\u00e9bit\u00e9, le cr\u00e9dit re\u00e7u et les \u00e9ventuels frais du prestataire. Ce guide explique comment refaire le calcul dans la devise du compte, tout en s\u00e9parant les&#8230;<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/shopchothue.com\/index.php?rest_route=\/wp\/v2\/posts\/10405"}],"collection":[{"href":"https:\/\/shopchothue.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/shopchothue.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/shopchothue.com\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/shopchothue.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=10405"}],"version-history":[{"count":1,"href":"https:\/\/shopchothue.com\/index.php?rest_route=\/wp\/v2\/posts\/10405\/revisions"}],"predecessor-version":[{"id":10406,"href":"https:\/\/shopchothue.com\/index.php?rest_route=\/wp\/v2\/posts\/10405\/revisions\/10406"}],"wp:attachment":[{"href":"https:\/\/shopchothue.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=10405"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/shopchothue.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=10405"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/shopchothue.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=10405"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}