{"id":8753,"date":"2026-03-10T16:23:33","date_gmt":"2026-03-10T08:23:33","guid":{"rendered":"https:\/\/imah.org.hk\/?p=8753"},"modified":"2026-10-10T00:57:43","modified_gmt":"2026-10-09T16:57:43","slug":"stake-et-les-paris-interieurs-a-la-roulette-straight-split-et-street","status":"publish","type":"post","link":"https:\/\/imah.org.hk\/id\/stake-et-les-paris-interieurs-a-la-roulette-straight-split-et-street\/","title":{"rendered":"Stake et les paris int\u00e9rieurs \u00e0 la roulette : straight, split et street"},"content":{"rendered":"<p>Les paris int\u00e9rieurs \u00e0 la roulette se jouent sur les num\u00e9ros plac\u00e9s au centre du tapis, avec des paiements potentiellement \u00e9lev\u00e9s mais une couverture limit\u00e9e. Sur <a href=\"https:\/\/testcasino2.com\/\">stake casino<\/a>, il faut surtout distinguer le straight, le split et le street avant de miser. Cette comparaison explique leur fonctionnement, leurs diff\u00e9rences de risque et les points \u00e0 v\u00e9rifier, sachant que Stake interdit l\u2019utilisation de sa plateforme aux personnes situ\u00e9es ou r\u00e9sidant en France.<\/p>\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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RPBdhPPIh6StYKsnovBUYAznZoEBOLKU5GCHQwSIKwDn6XqqM9LbF4ZHUT6KF+2oL\/86iN66CyEQEkxW3+3uXS+4EoKt\/stnG2CYOn8LvQc\/GHraXt3WWgJL\/ePPxUgnx+R8XDpEKCJWrjGJ\/dVEbzFCMUiRpPfed95Rxf51+Vu0QCmUFo7u6hxoXp\/hqrxd1ix4VIMCRgEeqZlRoskm5SG8l0tw7Zc6ZC2T4V2BzVzJPUH7Egk7ALjPTdsAmvsHwBgcHPt281a4FE5EcAACdQRF9+zjj\/U7dvudMFbYOiiGQksGGAbPr4X0vFoCrI1b4QdkVjVSXHj35MOmR85IgHEmyFDAWCahjdy0ZYWvcPBEy7doCSBGMSNQLyIe9liqqwSocgAhmjgwZYiuaxb3cTCjRqryACiKDT+uUVM806bxh39NP6Yvw2faXw73ZUlWNcIQuDA5bvDcOvcRRpbMcWAF7nZfh3\/\/CELdIiEIjs84GnkqcMlL7JEJ4Q\/6BRzL9GOD3x6CV9rJXQWi97msQbYLia2UFFFMkvdE9TKI0B0aIDMesR22msE7d99PKQGzB4Bv4Y3s4NMRRcf6j8hm0JCCNSJf3iqIUoIRTYhA67jHeFY9EnUDVR9s9Qdap6fxBb7I1J9FLOkgA0nuSLFBMEnkz3XMiIns8u2MuSMHjsAL4RhlVyBx1TmS9tLtnPcep3F3r4N38K0sCwvqAQCTWtBPF9gR31Fx0NQPR90Ap+o\/PcSu6IK1K8mFyE9WwSET0rZasEBTAguRbOxZktbWelATlOQ2\/7zr6UMspSVdKfRTXRtMOUAQGSHU8DcrElwJPjDkCURg6gAUviLBXL5e5eF+Jqiqgr16iNbebq\/tZOVtZGUwC+x9Cz2kZDPHwXzg+56kat5c28oRiYpSAntx6kMTf3iOVDAOVpZ9BWfDjQOPxXMim01bIFwbFKG6mbw59f04FBMn7aTpFgeU3uXbxQVwXVoWpUJDPtN5UhzNZWJxN\/JrslFoQFIyNHKRdQwCBh0PgyYaRfCu0eX3DT97ZGyz8YJzoc5giFmm7RksN07FRp8iLuxvifIRFI92v4iAfHE1VzinrTcLZSsVK6M7ZAxeWhaf5Cbl3\/NPq+nV7AwtNT+2\/WNap6tXG7sYXqUs8QTS3rWtyvbcHIJKF3in6hk9dpv2Hf715KdO+xTA2GK+Ts5Qlaoo9M5cHgeBn\/vtR92LBOe4ngA8bSlyKKaQ3b5bAYMgzeFmpWqsCylcWtmWOPB9TQ5ZZIEfOZMnyJNPTLSFzuTgYvv22tS8PRASU\/yHeA\/kQItusETOgbWYrYZ+QWEgFO1WxEQeq5z379XI7z4QIYgHOYAW46W1yvKP5qQC7mHyKHWO+1VVUOVrb03viBo1W8oPcO\/o8JEa07zBO+F43LKJmAeZdu\/4V4sokDD+SBw8lArlOYIj02e4HTWekl6lWwIsAQSLhQXfZU02XRvLV10Nes9zYh3HKqz8v2oAYD2lsRfKvEPIcmuX5PyWmnz5YHrq9tJiv8dnhNVRR9qAUMyCp7U\/ChIVDEGCANvLzINwvN\/XtxM7KfU\/6CV+T0v\/w68iBdGeyCYdPvlgHEAzSUXJkInnwGYmcUuqRZa7l4ShUhkThbWWGImEh6VGNydJBCGt3fzhnIOmwBgY+Do+YEm0wURInh6iRhkF2koy2ip2LNd1crnE552nCMB+XvwEVDiZkLIm1aotxrA7AVq6zE0fIJMGTr1kq5ebZAmrljh3u5+OQFWU8wK6f56rxTUhkyrD2NtoTCjVHj1SDNEQPAvCrwgn7pXmEy\/wfKSc4j61SnF1nGQXp0LzfglcH21iDOTZyO62XO2bsqg2suirS4yujpGbFCcJbUteKEZ0qi8N6OyV08rjjjtfyfwgAxdl1vUJVuCeMK+adFUZxOK5oNsM7l9Rm6SuO+ctgVfGvNlaySxgOxIs2J+5lqBp2XddZ7nPwsYCOnphwB0hJUAr1FATA8ADvJFQe5vs5w\/\/1hRpwztYfNCyaIsa95g\/8TcNDnDXHYhiIR+IGEk9jWB+i8zIOvxRJH40ObNQU+1mIBfQJFSkKUJoS7T0S7UP9TLh9lLF0ja\/NRqbFR3wjQ3qHzRY9nXDNS+4brKXY4mcmvqITWDdML6QvJryZJkFPtI0VDShyZzmB7X\/Yp5gl7wi2rn69jwBkaZpPJlf9UDm+HJoEGZ7I1EdXcH1NwVMypgSDqMn4fTWaFzf\/wcZ7Y3sUPjMDYDuq2RyFz1c5UgKbx9UTxvDFJ\/TGGUwcn6aBzsIvFMcABfh4XxrttH22qJsF\/vMAwSBWuqgmwZFRB5+v5Y2w5aHlmHKcdy0Rf9RakrG0EBxW82KitzfYhyakBq3Tw2hZcHFlAjVNLtP1QiL4gvYlFMAdl\/K\/Ytd3rWlRMl7Y\/4yu8XegH8Bi7YjM5pXk5ViRNEnDmvE93sD3ALMaFBxL7LogQl8UCN9kAYGDpIzHtCFpqrc0LgCbMdg6BtltR38zLQmxQ7VjU0tzLhLViYcvDBBlMSJHlkluz8CVfeYE39MdXq32gH+NCxrrf2BYqwrBe3ngJ31nf606CYmLYcVG5RUA1vqlyT1RiBL\/77hJQ1qAIRA5J4E1fiOWFa2OawrqGmb6vuLgCSN7ig+6PVaOhtTf3sPVk5f\/aP7t2M3nYAWeMDXRBtHlxwh+64CoCBBDN\/MzS3I+NsZ+egbiLvnc\/rGOs89eXH\/C8rgxnyuANiJPfm94oPW+nGhIHmBcxAwj09H4Xd\/lasZSRVDREvHcr7KyUoCk0Jf4rfguh4JTTsKQKpKNozNkDpyCyK+atbOSO6WE4VRYat2eJBKyDEfDNtJig2QeQn\/D1jXqvv7hM\/mL+KirA4am0BZwUHCEuCduWNucNquTjSY2g84uWraL\/MbIp+5pr7X0m5WaprFrkPvzUWXfNTg0YQ6T+GFllyIODdKtK55coJMbOvMtHbF7wnwEThhJx9c2bNhLhlklQBJQ4wHZVuXGRqYf8vGmYo26qYLe1+n3A7663D7b+rDQwPIR7IBhvlCNkIvgAG9qEXsco3bGzOgWZk+fUGq6is+WaVUke1RPrMa3YrqoIbUdSsu+d8dnWLdq3cnuaROLw1xiFcnGzzOY6n+Pd02vCiQJ5QbkD5JBPbJIbFVMHuhCSs4\/aIYo+TIBhZFAdevpvL7WQgNiyMNMzd8cHxpy13zXItvIMM2wC8GXIhqoHn5JeyuIuhlD6OLEou6woCTkdUFDWcwOitaMtn8xZji2tzjY1nVNgviRxxpQCkeZw1tiBOn5milin21b3YX\/y4KVCuTJrrLmQ\/on3\/Y3RSG+X1SlkGNKzO281bgYV34yNtStOHSEs4x8cxTQuX8KW+ChF0p3VsKvXyngNhgqPS0pLdaNwuc3jr\/ejSqodJORidEKY4wqPXTsDyN175wLAsbVpSHN0auvL9hDO3KjdxDSuWvaMN9CAvSUR3jrwyS5eqnMTtd4\/2iG4z+cE7+mZ9AabGGwit487c+5sePi9Q\/bCRXUjctTv0+zrsbCDkH9ykURLd+rx7clfizGCqoS7XL6eQRE1kMCGgQMnK+lAOZAqovHxIpcwVVdeSBX7j4Yqih8pdbWFFs0bTpTTLJVbAt5bRXKAeYsdmktaNXD\/POwfJinrznFHzICpI2E28TQYWcG+DdytDtSOPbvyCHcxWejRvsmFd31motNpheuFpm3WKkkQeGxE1a8JtrvXcr9WwDOLb58H3PsvjWoA9e90G+dJSuuUPUD50v0Fu4mGK\/VPcuL+fDDTDI9GvOwdALp9KZKE5znE1aTJgIIb2nhpZthklXmQl2zz2zCUMdVQuJ8G0eSLwe+X857VgNF3x4e4MwJwLD\/JgoYqxvNGap+pedC\/QVkJIQlvRsd11tnQOkHajjIA18SeXO76aFNAZz\/T5uJ2ZCkelgsgHpxi3SqmX0q5oMobkmPXOimCDY+HTfYTaqzfJY8cBvzvPkuQBQNQXclq8+lYl3B\/+2WzI9xY6oLo1X0fyYdA5At4xE5BRFyPHaaH\/DiwRl22USMp6kegRmVmM\/5fGLzhn2VZHVPd88u6th0oGdz\/LsJPowHaSA+jTJp9FUC389ijW2V+TrVXp7EVYV8t69Y80ZRrsOTY6tUJBfI3rxzwIaDLOVBXA1VGT+dx0HUGnhEHsgHtZiV6IBQde1wlM+FDKNkfKs5wQlEfhDa6nKM0HXX05hjVaSeFTyHcxoYPMMGa4BUs21zUav41DFMNOfAPt0BEbLC2YQ2cLdhoumBHmGqw+847r+xpV9w\/ZLl0To3DBB5beRiLV\/PHr3Lwb56yxNyIc2NKrhqu5OPRMh01XI6vlhPQvQegOHvzVBR8ucm8KtLbadZcqgM8saAPCgvs6NgcTvh5uMUgHVwUp3BLLP3IVl5ctf\/Yq4caen\/ZhC41TewPt6ian\/Y+Tm7gUtyspoxGe\/T3rhzOaKjgfgyayBqjFBAqIK10c9VTShtO+A3TIQN\/bOSRnLVGvvJYJ6DzEnxu9S5qokDzdLphApI19kuvxfWZ90QylO8+KMwgOrFVvgvmmlcluCO1CYyaqB+smwCgHV46KLdLb+5a37iIb+LWzxKBa28T6DizZmPQ4e\/U\/03QWYClU2YI0wZtHteiKqGXaM71iQN3CDns16QQLWfcMcAsorM92OEBvEECGvtf5L+Z8V4fAwmhs\/HyZ1zDv0VEw+6tzUcLxjhUyAGH2bRXY6ilwjHosPXGO\/9aIqVeSW8+GEfDusql96p7zWstg7H6KmhJYx5rn\/P09oGgeLD3lMAGAU8Nx9v8YtmWeACBDyF1c0m7KN8+RbWaU3yQpl+Ux\/5WL9whss9B09nS2s2+OCoa6hLjQywn9JiINGRycoWQ72dKWRQ2mPbJNgtASCv0BVn30fMCQNq8jAfWS8JcS7GxNvPt45PCPq\/fM1ATknUzGmoHn9ztl8zE\/kzQsX4DExLZUfvRac9z7ugKX9lFKf8MEW70x4fSijmStaqRGYZZ\/wM\/+9i00P2MlHkyiOfbRQ8ZeOhX1K5eqRrm8G3qFeaL31dBIJQsOyJ97DoMnQlut2HJHxBMDXPhLEF6jokC2PGfVC\/4P2moVixQMMmhyO5au5pan1IAdFscbyVcXrJc7FtwLe9M+dn9znXvcfMxEthmQHECIAxSMa8VtgDn7vGlZPHHf6BJy9PCwbPsVql6\/+M6behfkFIIdH44zImL5kDaURPoHZpCdBuU9U8QD8jnzrLWu5E0rntNnka1ZWmqaTEIcRkslsrwmUhVPIqdG+iUQuor4z2hoQT45yUa5C7Aa003Rz11439gc8NahqbM7mvViYRRPiOkppRq8wq5+PnWr4+8NlayTt0domD5\/fdHQ0DS45fZ7N\/rh8hsx0dAcEhhTMLc7EmixRO9\/H0OTLrnrjAfmuEKmo27G0SCoDPL5napJDHoKMJUwgDW55jjTg4xyAyrXRj\/L2rkVT8rNdQZCCdAR46rVGZ4KjdFIfFt9l9AGQTNJqPg+GdAkAhARlUmLC0+XQTCmQ8gYZo33d3vdUVw2sJkxCExQpB\/sDjugSZcv7Wmyeq4+H5fA\/FHczEP3U+IKDVG8UkLCyEuB+pnvV8bFeT8jIyupt\/EMtiNSCZhFtAKhTeJJxzIpANLxh5yQXwCUH7e+M3THirqBRX+sN\/gzAaf2OKfLL2YUgK7WUTTgNO9T+flvhjBZkQQZp9q4DkJIm8UrsxsIbanVFMJP7iBzptNuyLyR1\/ZUUgidpPMiO\/Ms2ByOeRQRBanydeF5l\/Qlk+S3aljc7+x48G1FWcX2te\/KEHApd\/cyFZF1MhAbMbwQhZ3Brt2yfStt9LFmQzpUPzW9QCsb980mOdrMc8rJYHsAJHeUPrTf4jSlhgfzcGG2Yr6kFPXz5TNXZoogaCcXD5j\/5cy84PSiwAElz\/LEXEIUha3ryeGxzGmc7B7bI5ZYJ3B\/1nimBNpCy1G74vjL7JhAoRa9+GheyuiPEWg78zdH\/YD1tuSs5EgPZ7YaetPxqL\/aXAqd9u7OhaMPpijgGUov2oF5O3\/2wQamfYyVdbBDfBTpv0f1HGfoFoFOCBRNAYcyMPK3YHHaUpiMwwR5AYAoK2a6vfPGoDPzT9U+odBjJqNaBlQxncmZmLmsqOawDsootQIx1eRBOvHA\/cTWB6+9wAsBgFyfs8cgyI\/sYHO\/L+hiS2tt8zYAhb8JpPO5zYbpNSb7BoasXSInq9n0Et4jo8SLC5Oq8zfEL0BFOjK2XTEORidRdochaTuBofFvk6473shgedor2vG90KuI+bZ5wUqiljtV4okeMf0tTfqStCCXY6sDSn9O34aRDHofw\/6Kg0DbUJP6mp3D\/HJoWnG5Z+NL8O9S8t8Xjxb7\/\/YhzuIISaHGHSJfuvO\/B69bUCbfinI8OyyjJnDWf4MuKdCB722YXvB5lIk\/qPPis8X1ntku4EYLXzoRTH8fgbYZSiYLmOWpZH3SN4QVy4kaQ\/cvFozQssN5N4BWJe5J4D9l+9yrcVR4uvLrZMdj+Xuf\/ZdBGP5GnOtzqNK2e+OTqKqdeDu\/DQENZYcWOiXPuBR2mFpCLTAguJmnqpY+nrxWI49AbcZ+eJFVEOcg54Y+fVg8PyM2F5mY8M\/+FKsAa+\/xZw\/NfCxIjmIzjPuGrIBu+ms4pAKfw8B2xusWonCJrgOvxqY3lXqb9r\/g0mY9D9c64suDqhs005fgg080++vbl8KBQdeRl9+88mXFxCKanCTDz+1GwhFc3pjLxiL0Pky13WZsXT7obTcx75Oe2qFq2A0o75SkOnzsVt20Y\/ZyTn10FVSAFdLR8clDwv9sp2Xp3ikPdjP5HWo4VRfoN1a5qSTH8z4VijfH6xBX09D4oU3AqnPLvFuO6fqpBhLr108yG2KEStSU5SqSkORkXw1F4iAAnhvtxoDPtMOkJi0AEAOOwRbBs2wh603IT+lBxt6rNOBM1pM7AbNIGMSWQ\/jL0UVJDdxLISnl4m2m\/kXB2nej0TvuowtXEau\/7HE9aYjhGJeCHcXvjpiEI13TE+EnlVx1fq7IqIkmmvdfPY1h6WOQ0S4IHICL5VUYqNk\/A6xa\/T0yyOg5+2\/EhzNcqs3Wxm6WNm6aVB+kFZU+w1gHEb3+GCKcUJiSLXA7ipgaCpHlfg5bPssLda7XitL6jn50dDkbLWsdZT\/4J35w4oo1L7FXMVbxO7ahY6zGHO7mS6gR8K2qHD9r1Nktmi9+\/ewgP7UkwWa6mVtipP1m+UYavmer8Ia0Hrk9CRH3U97Lxb1zA1Xw0V1CzURssWZaaZsKe1p28dF3icz\/TXOoC\/c7sNV\/GXrY97oO8rVbuLL\/1nMmEdQiZYRtY6YTaZapD21exat29pMKhDMRNadoU8GU67NBgPdtmPOiDJQs8bm\/81BV8yMoVBOosolpVpScUT08OoE\/sw0zuQSQmNa2GDPHG7PneF4PtBSWEmNqCoN9cpMKqN9r\/3wThooaKqlfld1ZsvMfTSf3XLM45Zcx\/uJVUeB0QXMWUgnn0\/rfynbqada90\/svhkfhfyf\/yYZGuN6EBvUediQed4M21eR++7UKDX3EbZLGbpp1snlac\/pYnxgPADvfCYCtvUm8zE\/ytqvL0qkQDM+OjodCpbPco7sQ+3YaIep5fj5\/QqkUq98xXiZez0wyAABUTKYj6PJDjmY1436bLlmb+EaYj19PYJdMWG2eNGFGmVuK6cifjuakb+jXgk9Rt02xo3aXoNFIApjzwgOHG9QX6RRtNrWrhO2rV\/HxgAmz0r3OBEK5RCr\/ZUf9ao85dTi6Ouc7S0DkPRpqLxhNmcZ\/n+w2kvr77YujUhpPxsmDJRRnu2aelb1lxkpH0dVoY\/glYASS5VMcNvM61eeQB1Ida9dox8Kb2jwUq5wFR5PRVDhTinKYdy2Xg2B8H0oTTC4VtYWJL00TIOlYACbhgZztCxrepUkeZSMUgo3LvG5umGXX0cMC5ilog7JvpoK87VVCcEfo\/ysM3S2Gv7XH5a4UPrQyqWwcfsh6jdPtkI6xzFy3qCRU886aDtppLzNu6IixUA9L3Pqrwp3PSgeXh0DSDC58o\/4TfGfq\/HCcCKT3naJr1ZN\/2mcJk3L9pZNejblPqQMQ\/gCOx5EsHQ5ZSnHYdJ+41kMcLPzpKua7kc4uBlv1TJzkn4eXHFhYKcSUOvLvk73iQEWxEiYJaEqp7Pe1M8cX7dCVvfT4W+MyGPdFVESzblCxQ6tpqOPWSV\/A1jmSAAk4X1AAAFG8J6TBdUWDiEqmyigWQ41S53eI3WdDnoR0fAWBQgYqu0i+IgGOipFi16bzU9\/lK4CMPSVtBySIya1jXxNjyygAGiwvKg3+Dn2d5BezUuh0Vl0mzUaDdvmjPcKsZ0i7nj4+uIvBQYRKVujbnomkPKiC9a6hDJ2vi5Ny48UxWTYJ0kKCID2onNMXprzcK5V+Aq5\/q3zWljYTCuAfCiJOg068LH71lO2hH6QOmr3550Z8y6MaPSNjNbl3kk8IlMGuIKscy4LnRELemW8rR9ss6ru+tMVQG0jdcOeAm84KF9Z3Ge+5Nvj5XppYwZFZAO5fkDZkSvONo2NApcYqCUx+sOxO+xVAvmsMo0v1s0mW+tHG8I0lyHbfpC\/ht17Yjh9JKijmDvrSUzpryzxd6nqfAn8ZQTB\/qtdhEc2n58BLNGS5yeUUIrgH12jzRNXuPcJ\/Zig73T\/Fh7d8HsixZktCVmFMPa6yv+m1ggV84jLdMo7VZuKVtQH\/ag9qq\/HddRD7YnMBZDyqyNPDpwd4LNGiBEVWywdY1s269O8\/umFKQu0eY7Ln8x7k3PZLqkdwNhzxRMrg\/M7TpFsj7KZp7rpNT8JSvJLpJ6bvKW\/KnpQTAlIrrNXExvuDHaYH2WYj7JcjtVhQxd1Un9ymhI4QjM9xG21MtUD+RucuqvB60PpZCCH1yF6FbCCFliVoLBHA+lCHvedZKO6fJoLlNM5Qt\/fulPv0b4h\/H+8a+0ER2PsdraYPMXyWlJLFYbWzXsh1QkqpHtNNHx9RwZtPzE9rNqx2VTEtx3wR02ztEPcz6Vx\/nfz8CnoEpC8com7BVG7uwYsNqFhPS0F2bacRxefnkneWycIE\/9keYWxlfYPV50nG49xA2lC3h5\/3EWeWvJUZC9DAkXAEVGlBODoUvp2q7IkOJX0cWoF6AY5XECEN676V5bPCQA3p7RDbUrob6lCC5ECn1fe8NJHcFZWP43dYQC1LWhXWd5mwIW48b9hmsASTqRqI56SOL634JzBxRW41ufmy3tVT1rCClFAEnXcXWA3d9HwLhMMiToF3chPhcZdGqgMZwpKGpEqaNbLBoyIWyIqMZ85Ri+A7WGBRPf7TLEebSn\/8DrAcIsThFiqV4zH8faxg4mncWPbWdXSMEvLjWxJjj2DyB1q+AAAAAtyNghCWYaIDGy2s9MFZ66vZP\/NFNAcWzln9BrxITpytQ6hwT8AWIYIXOknsvDJ1N4+VsGSoCWodUOvnQ\/ArIoFQf\/yNvCnm03H6xY+AmEJb3+tZK5VFxKFR8x5DjBN76lAkPknYebT2xJUMGfjvVH+HJqKPTWd29h0sBAC30KDboF2WZmORDwrEtJxA+wX8AMbjO4LBMuJRvClsOXhgEAA3gTUFsUxOWCXUXOxDYsXoSY6LE+FJXv0wtcIElwu1gjWidemsWmpYzVW79k3EXDQ1nY9wjoo\/Khvo+JIyeISx2NqxxljOdymlb5bns5gRrvsS4L9P6N0i4N03dT6WkR+HjDDbmQ5v7XI0vnhMbvZqIgPhrcPxrrlB0snsEif2NH8ix7D1b3sxSsK8R7z9HI6lRq+3zkSjEhJc2tmguaOcP8iYWV9SlxBKuLIK5pqndSZ3ljitKd1+TOhEEaXb1BAMNhaVXDgQ8WwZeWIwnQV39lw+ftj\/sNhNtA7qqO28dsjP74nXBmgpflQkHT3l+RYSE5T7fjajLLmjR9tseJZ\/HcNcD\/pEWdEMUTkoQ+BnrDS9BnIRSvzkynlm2JgRkkhsfaWLyLh84UYmXMPI3Hu7SvCmmx3g60VjTUBS3hOfHRJTaPOia64AOLZP1U0XorkJabdn8vTXqQMUd9ueeqs0xC8vE5DjVmq0IOoVC0g5kUZA12eGioQ4tqUo8pir1rHvzH0dzRP\/B\/z0\/vdpnlpPE48vpRyuxb99JhXFUuslgN8yfsLSfXH\/m9AhmvVrPKxC8VZU3Ob1su8xld+FzQuVQWM4H+6aJyqWkdTSWI9bM9971gW3M\/yxG0QJ2q77ENeWDzCWZpZQ08GoqXX6V70lZJWMOVloqugxjGld2CwD3R2NU6KUTApf6dZkX43ic9nvUkI1xpJQewNKVa3Z9XlpWTKbK7VgCxpnwJfL4NM0gy6e1UE8Vi47ZDeV8sk7FLJkdT9u5jMfoFJYwIzJ9wSPcpT7Tmn0WBQdYBYNOh1hnFRGIV\/Bi2NWJ289YKZQ4+CHVaLKbhNWkivQhgw3BiikD+QC+TivBAPUyypPgc1+gY4H9iJJtFyiy1LCAva2C\/kNSyAe5wptj1XcXnm\/Hjn34XyHFCJNY5LGl9mCGUafrHi6aNdn4a8S1rPTrsbXyE3bO6ECftVdSUnwmozBgF5RM4d\/+xeCZwQsdSjNAjtRsCJv3ruRLaXzA8gLRAMvVe4X+tk4INXVsrW37Z7onoT\/tBA++IB98JfPqFdXIQ0E7bas1IgTsMj43swR49kbdKrtqcyLW3stUcHAcWcAYFMsHvSBx7aucs+tRwf\/ZUH+Ky01nzR93Dr7y6VUy2WmGtV15CG5Fo3cMwYScYUGZrbP8Ji3b6kPUdWD0V9DTCWjamP31i6+mww1xYh5xVJibBlPj7WEQWt9e5RpoQK8Om7iskLJPaItteKN+xUc0XtkLynm3saIGKEA\/5vkZa+jr\/fXjaD\/5L0zCMWrpRIoC8HejBhwqv4J8Vp\/4RTQ35wH\/isDGy4MOnCZ83eFPlWTnEFjPzeUNdjSxfJkfuUEbG\/XIpYdrb2Esmti7eg5yMN5FPeowGEG+RF1BTVfL3S6a8j4\/ydIum0WFqy\/o91hxPzSoxNpUh0SBAlV\/aWY8Yyw9hOKso3FIXssxLK8jYkUAPNQR0ED6T9cXtheRbNY\/n1w6VSZXilH7Fdk5Z4LxKdWDi+BALzq9ug3+Wni2g7YwniqmosYEMEnCezdBB5MEI7qcrbK9fY5WqkAv9I7BbK+GzK12CdMJKXiWAgxl38ErUPaD0D1atyXqzvwdOIMnFnzLlHbC1UKyDiqzlF6gJ+xFxWisp1jrMfw4S4vOzv86hEpyRpPAuqBvaCD+OdWj95QsGmsnEyJKxxP+MGLX8vnmILPJFCf+GGwqiszkeuNxS1JN8NbOPfiUijbOqsWmO60QntdlrjckOmtsKpKJAkMBHUe3aroR8YUkXGr9uB0inu5RWk8DP1eXCPNm87Fepglfpb2gyhODec1cBqDpNZd4csmldid1QIkkHCSwy\/+zYkjr1TRZNak3O06+8YqHFGK8aOg4r\/BscjuXdvwHrphecOiKk25Yv4uRS2bsYhsiLaez64AZ\/O93l1c9EFLM6ux1\/ExYtpxjqUtgqKwu0p9+VRjIWEgPSj2ZaQyUknTJrDkTcy89WeM+v1fgnBTXN\/QoHiDWVJHEhwV0jS9bezY8ZgB74RcFC7R4MnxwPW9vJXdrTeR0QUrVlJ7+Mmto\/Uvgfppv\/3csnPOGAmL+DX71I3Af7ZHaPwgqSjpRXxakxY5T7yR8OiLRdDLEvhiwSPVAo1QJqCG23dCCX4LReYTMZEqv87D9nkX+DJM14LNVBw9WsM43d2\/uXemN2tzIgxpEaruTpSgcgpo5hk\/AUBb4Vxdv2dw79HE3FPWr5htOxZFp5wCVJeszIyl+8UoWFjEIrbDATx7kVmDocWjrMavo\/j7GGJAI9RTymR8B5363BoQcFbwTkEWcEJCAk64RRyP96rX4vhnG7hD5h8UxJ2Yd5FGiDRiyfAmMsW0NQZEfMb02Vc+VBCiRoB5yGNeUzm2114fkkdu9nOHY1dOVXQQaavu+pSgTSipedU\/LZkmUWd293L1zwE0kFWQ1IQOVHERRUxJTMXgfY2mYU2V6fDXhKS9es9T+QmHCVyM1AekXIZLpk9IZXg+J++fyxsyvzc82dUSxfIzK5J\/A1ucGKsYtI3I6bklESKxplgLavOoFQM3xRbOTPqOcB4NHCgVBwUyGbSfeSNbzIWtMmgofu\/1rpkqcKGUUHiXR8G0bus4AGCvO2LIe+nS9DofXkftM7\/\/1J2bbwFZDcaiM+QeD2U2qFV4tWMons1Azs9Stp9Mfo6VR\/5PVJWt\/mwPdBAunjjtRTAwFyEpq\/zdsTJi5izD3aRNxq1KpmGnCtMXB4v\/7+Pz+sGAI4+mG+ip+UU0e5wYbuBAIKP4w19Yr\/KJjPUYOuG990+ECaWoNCY5r2VodzgXEz1qAO+f2XOPfacTJLxrRdoUcykGbe6p8ntjE1nBdqpXdmNq0WWbbwsw4\/IUQp\/dxuCjkYOF1vWCSRia7t+Z\/j\/if5JvVRil29\/\/PWw9t4fAX6aMVyE84VmhXuSWOmACYhCTl\/gFXnh14L\/eOO4olyw5OFyuhJ+skqiJl\/b7R4qDfxcIL18tgd5eZOIDv67oFujA9sfK\/WwS51uXphQdB0ti9TWJwzS4B3wGOeZDoN0KWJ\/A2u8Vm18YWVmi5cmeohA3s4mRVrKRaPeXHBpEstRYyHcQNvH1QIXZYAC4pzWWGCGSWc2D8JNCe9RJYsH+pZeNaRx\/F567CE5uPPP6v9mt2GwoB1yL9Na4cf+g5Rrk8UNm43kWHaP1lfz6WiaMrgstFD6SGaSqsWqhTR0SlOZHT0RfSUoYU\/3GpH42zrIGl41TnIibEvX7eDDSHX6Pmig\/kbbu8fCSvVZNp+Vj4t8W19SeHXi8cJPPDihaGlMGtd0txyoe0UsqC3MUvsnAGJsQpA2zUDOK7wL74AQDNVqOwi2dWw+yGEAbvYYMSffrkz7GJi3q+1yfuEvdRzCY6zDyEoXDzqfjhBP\/1B9dIZc5VCe6nF\/SHrYdv\/BAdVCuMIO+2vHqkDpz0TALyA934wZHDsdJfn7OI2wKyCwUacMnoCL0acbzkqL1GXek7eIwC9U\/H5AroGqXMluZfl5R0hL4SeT7k\/3nCOTLRVwsHIlxTVrPTFL9POAm5C+bjNNO01yk6oixyqBqA30CWKf3tZPYVW2mu3w+2xYB3IE9Fo+GNPpYgwKQzVSmsRdBB9kiA1L9mG9RuRzUKFfY7XuzttPUs2gB2RB60qiabLk5bSUv2VyUK4Jo0GiszEW6Sw1i8+m20SknQvi+o07H74xlUPHizn\/zfqMH5B9nw58VyKaum4OIfhT+tDP7RcLIlWgXJ1HGFMoBRij9nXHc8BgQds0AQl01MfuY5rEtLWix0Ensws2TdA7pORHfHLh+kQ\/OGxfJcv4Rrt8qRxRjRz9PabeKGos2M6ivU18B\/oml9+n4AO4mADssJb3lhHYmRyMJdiYI1oyZxx5DXRSiP+8YTse0I+\/keht\/PjBgkyiSqPjKHUSXvV1vpfLPUVwsaAxeWVov5sv17F1ZolQryxRRo19KFjIrfbZ6rkaWFtCC4aYSBNgvq6g9RZqxOALL\/NP7c+XozqJ8DaYVH0FKVxZltdNuHMxzMMjGnLO5lPjRSWmlCVpWUvomCHcQ60mdeRh8kFD0NaNDZ2Znu6o6dXskbCwcQ9mACi7bkTt91FfpjMMFSH9Ec+9eJOguQd6SqWb9GLVoU71hdaVr7crI3Kxl+w4pbfv9+BNZ72BGldG+703TfF8k56r3aE5sqGO6+hbXNmneKjKtA+VLy5b6S2YvVQhBIluuZ8Iqukr6CEpX3GlS54XyAPYVEI\/aHRJkM7XVTVBQXdTRrQTJxt0OUTdMYob9GsevxI2nsvo9KNT\/X\/tC7X\/Rj1eNSQ3pP+LcFQ1SZ3cCOabQ5KK\/nNFYpGNh7YMDI2f9vZOFPa81Ao4XG75W5XL87X9Pujo\/s\/6v5dcMvfCQXoKr5fw\/\/OeNLQ5ZZGIdD5hTHYDlnQj+FBugBMKbFElwBOZR5pc5im4w+f3ytxSfNrq2Uiabk9mzwK8+bjLUHusfC3Ufu+CUgCHVEB9h6erXr\/oio89TF3lpAZ7tMTUmQ9HBnB7p\/5WPyN98DJOxF3nfd4Dweq4GzJy7DZ61vN8zfwfyzA+4BiAvYlHc37c1WMJZa564L21YK5rc95JaYEhcU3T2UvTRx6gXO0GHnUitl4VnGY+cYIrsd1Fd1YNcHJgBqq4bW+2vUJrsbDf0cvOdDSfopv+rKTuLylGyT9LonpvX2TW958AmoUNVld7aL4qv4vhWjuWWhdswHv+B4Q2rNFs5zTPSvqXFy27AFHLhR7jKRdNUTf2S8Zb3jtDwev3XLAVp\/hx4uF3LBcnh1x05iH4ruGvCQLblhYk3Y8UwM4csu0xnl4EbXTSrSRelPX+QIuH2wXE2ae9R5SRnO3n73NUidfkJtJEQT2aSo5UWL1BNaADClXS1SD2oynW7jDozrVeiJwsr2C5ery8wzpgTVYl7nE5PzIkBmXv4Hf9Mv9\/A35RAlJQr8NSFks4Bn1eQZrDOBcAsbimJeWZploCRof3e4oavXTeTq2BEeR0gfB7ksvMAKU5ZWgvsEznEO+k8HorYfmYQ1YQ82TCRRkb7JFcyXhVzH6G9oobp\/2w2M0QvYgne3i4Bvo241idXR5qNNi5z\/GOctJcKtWdXhNag49jYrftDeAys5n8ptOBdneNxSDVrF3NlYgvBF+pWRO0jV1HVH5k1YeNWeT2DCvD1b4Wf1OKI758MLTB4naJ9Y4ADPd2xXCDsXOBUumCKma9OfBv2471o1MqHrdIyG9XyySXuL0T0nw1JQWZosARhABOZemy0vj7ksVvxv0s4LiU5DqXXVX5ZHQ1jKq3JSnjsr1IBs5tMcFrHazHAS8Jqi\/upxU\/9mAI4AK6lJkqa0QM6IOhG50v0t9H+tl7\/HqpWdLZmPmOdagnS\/V8GPwLgT0x+CI2nVoY9pcxaatJKy54wqCzBU8bX9k7oH5HqeOzDHkABKIRJbTE8lhBZBTdD6YtrwChEB1UuxJiYzArghYNYM2ZQIquUdYhA5RGjMNGVJNtBHc6aiuzpYL4tk163KPKUC6A8tEDMPuW+C6FqkCG36NukL6d4nQPKG7HXQOnu9FrQg3PupjQlhRZGrHDNnCYK1dF8IwAcskMJF+J1tQPN3zIQ\/oPbg9BYODe9h7F2iG4n+sI5t5GBg9LQFVqQba5Tl3xxH4NXJVxNwIdzbGSKSZ4wte75y36\/rEroZRBXKO+5OWfcLactD\/TbMxnKFaIBUuUEdujcECtHTjHe16ctCEZKlFOig0w22DfuXFgdH5DJ5lYF1b9T8ja+Uwi+fUABN6J9ookIs4De9M2drKC9Fm6DY7GmqEbuUa4pYrPwJHrl\/xGHjcy8c2nKkAWNHzxmJcGDL61Dp5NjDAQ0zsC\/EozuM+XDv\/pP2AyqO3yP0xS6iw35z0Fc9vZS2V3d5mnfK2ZwQdy\/8VU8W8fiNYTvhftQuHZ2rPj8rcS\/kus+vesjmXFuIHM\/yu\/aflhHFuU\/4iEZKOOHRkUdrpHr4E033vUqXDCovD6nMLGCm1HojX17JwqA+g1S2Nzm1YwpQr2WzjNsbXIqX8h0NtWQh01BsjrcTPt4Zykuefpj+z+gq3d3PlNKDX0U6J1lnGeg8Os\/7FRwjT2fRrZlFw676eTkdBpM0jMSR2ZxVfI\/LefuRHZ4d5VYDQ+VyWsyqzJ7nZcScp8FCkDPcQ2YdxfzC5uU8NXlSW3L3n9p6Yd29K3ZmzwvTHZDWs64Yb+1mwYJ3\/694P4303VrfVETLQlUNVwOTDHq02ZIy9+5Fe1yhZ\/SpnVuenGbQYFkRQvtvAByykKl4ZRI94dYRkdGa8ewTB7LTdRPSgFwNdc+8F0koBBNUiYttG47Ng2tJoLYNJuRkTcLjlM80Bpu0+EtEnuTzzG\/mP7T\/erUbnVielZ4uw+vZvfKpJLthz3T0dw3Yht93Fgyr7movlMglPiSKmU9wGKBY+lLTgH7c8wZdOOvPrytXxI2DzE8PnT3mUpx1SP1zic+r3ozbRVWfzeRE1ja\/4r\/5SMVhPsaPU2pskF7vll\/KCDGctNpVn6I+\/xB42pZaw85KWaX6yGEp7WxejcEXxnvA5QnhxHaEatE6VEmEhgx4NLuH6J5qJWmMrjtAwi9k5rT8\/Bw4S26pJLMlIIjj0yxOxCJF\/MdtPJd6hfRb7Ci2JuzJx9jj5XsKD5kiALTAdJkW8goMA9VYJK2s2czD6\/1AO4\/2cpWNM357GXf9FBN0rvRSrWn+9k1A5kzDSIAR9vtbwPWJmwZLE6rkKhty6LJ6O6+1UmAFH9+0HwPreJFeP3LVt+dlhd9OiQqaHegm2Ah8klxKp7xKDAzO8K68pj03hNdNGnRMqYumMBs6waQy8DnP4ANehcWOsCK2v\/9eQ2rXkv0GHCxmXcnJ8Efj0yYM4aXnB9dvX8VlI+oaFgcA42jMWkom4a1YKj+mgQpISrJHR\/pZ1u6jokuyd8uxLdJNL06W10ncIfQtwt\/C747GcH1XL2m28xZVbFd\/+fo0thJ1yrWlOI5tMBW1iJGsR3EKRqi89eXOl\/DdwLR5plDfFrCu+O2VKlIsD5Rwb9s7yY9Yyd67Q2J8xsSqCO7cnpTXoMKpYI03nUam6AAkSd90x46uOAraA0k8w0Qm0koQ6D1a6TJv+tP+5UyrInPiHhhqQsem7SaiM+sY6IGEdFhJ\/047+wDCWJpxsh1b\/JrFnoWKEaRhPcW4fecohec\/3QU6ccsWIq\/KBPM7Ecg5GhmndV39092K1kVDaQw+jiLStFu6\/4GUKbvhLesaUpa\/FPvOFkOqxXNZvR50+N+Y3FyE\/8i0pOJU2mUGPljzo\/+Zo8Tk78QPh4EpAiwT4+4vRXrEjmzO10kjXpsRnDwWYl5CQ89G5H9V5qoRTDJMQZGCMy1Eqt48bL7QsCG3YEqFMgaPs8WGJvzcQrQE6D3ZpXl3Vou\/Y5\/ivhTq+6SCCHFpjMLs5MOlj7FIznPwHa4EBwhishrxKHNkW+XNh2i0q69T06PR7XrG3TB5q1l\/ECm6rVp9rhFlawb8H2+BrvzYH62EmFvq9mHqfDrZkn2unIhQkBmBTiZ0k+AymdVFwTpQkQ2p3aXZhe4zdO8XWXiqJi0au24E0AfSqn04zAkqQtr2NN+gYq6wB67bvzSWlkWcoIBvbWnCGnxZfNPetQ75uP8fEff7LTnfDP+JM65I6L2kI\/FrvAHh9U+5vGmht\/Uvjo7bW8RCirY28E8FjPhn\/pLIkmoPFoaDGNv6dEWI0GBh2mtHfVfeSx\/gI1Mccau\/3yWI\/IC+J6bWH08iU4+tc0cFXPhjmMqH\/3EOG4K9vNk9p7YP0\/Y9RJCU3UW2DTObFbgcC6eLQE2wbb89w443oq9JuShFRDLUYQmN1bJy1y1VkqPngSObIACKL4qIAfl\/IqzpSIDcuiM3OLxTd4TNf1neUrZ6YAGzlfwfpBYl26xvoBcJa78F8yFY+DXmF1jAE3QCESwRCjxTvPX+JzyisMUxoi4I2XOX27dXSDyItsezX3g7hxQYE7PYBQhFZsmhhtT7XlT6kDcVgyDWGH9Mv\/8gQEX6aWja\/Vf09VWmHLvEU9ypm6P32AxgKzwQte0ultH\/S4uvGB2wp9pIfv2vqilG\/JyaKCj4odu0U03eSXyAUHRgWuoTBLj2htRMUxkuG1IwTiHZUuLDGfz7zOFQuEJNVrerPaED8oWcoEK5sof\/0BbEjJd8\/Jah+OnhtSk2hyvYtIF18NVgoVqDJLZA255f\/uP6lebjVavc\/YaH1MMtKgAUG\/cEb4BPk9QDQpMicM1r1+O17+55Io9zlksbP4yM1X4R53xyMLrX46C7RmnpQM\/5ZvifjEj8h9G4fBe3Ne1G0H4aviTXRsQ2422By1GK1UxopXESCTwSdxjd1sHHLmZfAxfPjczQb+sQbBHo3BK71HD9GWGarIKTN6E3\/BTDoWEk4tuidpV3xOXt5H3vrwrssFbEUBVbEmL767JVlptXWGAxDeKhDgFQmTOi9amZlvcyG8bMs4Wu1j2w5FogMf4MFrAXuJE63mxdAXlSpweLKhS\/jbl0MA\/4yWKfAzAqETprAnsjAWEOPhAzjTpZuBRL9sII5NnzxhVqM+9FF3rUNjBSTH0\/qSOxBSgEiKvi1qLH2rAkKVkMsOuuJJKJ+zP8abF+NFdEJTK6V7HJd9kcL\/MijhCrqJm6gePpYVZIw864WNUQl7Ulw1JS3xG+jnrSbxLk\/ElnVJwAFtDyhj7peR+p+\/z9oLbxXn0nhKMY8z0k9sj+tYTgOY0C9b9rX3pg\/dPmOUAWUr8JIcKqM6zpJ5+PGsteoukeMnLCfNYGdObBqbd\/Llt3yTMtdoewcyMS3GHKn0i1L3nXuFytL3myPQWVB+cEnQq3sBYzCTYW5uUSjvIfRpDXd3C0ZptzhK3K0d1Jtr7TYLMLSZf++e5lpRsOXRSbxMcPqxIihtS347TNFRu8rkQGx15Wv8p1h47zw0sNeylmY4r3g4ZTem9yWojPYL58Qosox7qP3JEn4UoL9K1kt4Q5zM1U6r2vvWRXtBoCL6T2FJZLAhzrPUq5jp5tS2aXS\/TZXKI1FD2HgNlvZUlL0+FDlbEiq5FWr7bXka0CJ4nrYRzVRKnrXieJmREL9kiAaeDtDiwDl76QvnDcjuxVjMrSWJVedJ1EdshYD1ZE\/1kL1j1FFHYexeBWQlbpCScitpqPQO+\/KMzATmZ\/vl9sPG2IpbG5qmC66kTLWNaRWd5p2HGlWfuAzYg9RtkNjSC\/6sP0gy7U\/JMXK61I3f2fzZXUmoxFjnBkn5CkmbQOXN81icFQ\/USuP\/3jf5yh1E5aZwWgrSGFkcgYG1tEJmoiGC\/9i3pDH9tle9zetGhOKFe53PKAA8hGj+uAg7Vb\/kELClk1h12qBmhdBIjCLm5ErdSqHER81oKyYyN6T0y5eiyClzNxkKif6000pDhRIwbBYmX+tDVp4oO9CFxEmFyTxjk2OEqzkjtO5\/KvMhPioO5RNX3cDrPmVUVwBafOkcbzR4UkZpdIqWT1QkOp8EtMfDMDzEvEcTxgTpvbQy8VJREUCHy7uEqcsb3yA9ML2C7XRqlJtnFV8Hk5d1BnrRtFox4MaeYCFMH+c910\/dKn15Il+UuXWhCyOdO8rxKqfTR1CQAJ1O2OjVVvw5K0+2k1qUGh2m9AyAJs5dKqqltOFhyEoXrPnldjQoBMq9Af+82qi7gfrbNr7lhzTNoL07RA5TIvoizBsrPq3UXAosL9R\/aFIt545wzdFShvpuFgpjXNrpmjkF4OChFbgiOPLP32e4h4VjjRrnE0yFX+WzyiKb8\/5cqZd54H9LaMALKFu4PeRf5W7g9aQti9\/QpjKKwzF779cBsgsdpUL1OOjY6446c4495jjDH5Y+QFBrHbsjxD7AxWKlQiQ7pdjhzFaagmSd3vbZZX8JaxmdxpXHeahRXh6XyOpZQSD\/K9Su6VhKcOtN+c8iysZlPRPodJJAI6sBGdWY937\/KuGoVnT+78Dtkc1BjUBTprDLdPRilCoPBBoLkjISpxIq3+UZ1qlBfnsyju3NUrQ7vxccDw9f8Bjoxtyc6A+ZhtpJV0IpZpbjEj+nmS8ZSrbC4HjzavbQLTsge8Y5SOC\/\/AO0X1A6vj2TJB5+20\/tdnQq5sahlmL5hGsl5WDJ\/kEmnrsc8ldZ+S9YrVG1I2aUoq\/7Bmz3nPNhUqMaF6SjBWScK4tZsnksnAaew4YMWHCIDnMaJI2B5M+VMVUt\/WFqh0UCBCmQ7amiXGt6u3V7VvkDa4CUrRI1tDyo+uwlvdnR9Juq4Q3r6W+rglo2lwMztZD1F5jHq6Bmgzb8uRCQJVG1d4Dl+P4saduQz1GpwrE1xKdL+ZnZUbRyDpHnH\/novRrFf7m4o6nVAAAC8I1IzgbAIpdC7+TndW4\/6ocadmKR\/NvYpusxFAdRmSOQGHG\/0Qx3QP\/+kh93lTT71R15zacTGL\/M9c0VgSKolUxFSUwYkhFjzd8sKpdeTpN2Ngj+5364PUnUt9yeZDDUTapzZyN1j0YEwCytBGhuuW649GXzYck1T0mauVK5DS0XDWmbAgfyYjGYx2Y0k1MKHlPVTP4ZPYzg5vkersrsdl679pP8Y6jM6aF9cJCdUt\/fZ\/8ue95vSMnEQZkDck\/BgrG9yo+gGvSf0W4qEcKuLN1ev+nysjDNyYYLv5Ekq6gFvMznGK8usPAShAJMWwwGx5X\/p9sxR7uN5Vqaod9vfgW4nrh+ZoDaNshxVLpShzzohlfs9rvtGnMC2ggzKWOXt3VJfXeWka2mSlqQeNz6\/x\/AFf10lcbONoljB3yfd3E2wKTT1ZGqWteT7731KqHs51xRTgfts+FauAWtDqUcxFvw10rh9ERoXZIeRZzVEJy1nuaZwzFLoyT8F4Johm1VH6C2iJRrHe\/yhfDA0sOaQi1djeX3eaD53+xsQqOrHs\/DvmNGIcton5AECK1Z3pPNf7rBDuFSNR5aD2W5YdYT\/mh2laWYhKP4JX9J4+N5RZBAKwM3IX5jsF5\/2691Cg1aP3eNPToCRpQfGQRqctYGI4AjlOMYbytHYJaWD5v+pRhj3+zfA+znMzkROpGsaEh8hbwlndMpwGxv5btIF14E2XVRkMj0eOkPsvd033sxem5Ius91PZERY0U29S7s9hlQzkuSAzSujWDYe2DltefFkweKkcfbCMfwIqPzp0Wx7b4Kw0kGDsSxcXigSodytGr2aSwmlKt+HB5ybZzRvnccYiadWglSw3Tngrn1p\/zDWNycnp1faPVHDuyHDsaE67e1NFCuABZHF2pUBp7pmTuMLYEutZ4APUvGqix7+A\/pAANW73fngRULxdVen\/f6ozz29eRTievZnqTBC2bWu+z3TLsyqFgDI7IEy0yTj7HU3jp3OmD92bJ\/xhZu1\/ufehgTVuC0cmaDXIK9FHrf+Xi+E1JdrnmaNSRb5SHQeSgSdndq58FoWbbfQQjr1OK1+sBT6edxSht5gOjeemxBAu+oZoM43HO9eCZQwGfXFP8RNhvkYtjZnOPExPLQM0nx41SxL2uihGX5Ur5hgJGt1IlBbCKpZEeOS5BFeuqIYTwhPT3dZatOkZiypIoWIbUYw8tGgR9I00Gr+ICEtNLOe6I5MZe8L3L7KVCPIVbWxufmNmU1g3taUxLDEKauEDOOKOLo6S1kECFv+EEdKw9Fd+bJhx7k5HJYFOFE9K8pS7YsSG+nvLGdzA1QdDVeDSDaEPyFY91pS6tV7\/EACqK3oSxwrclHZX1Ex4whacnhWmcCYoKCQQtCdWBBN\/4Tdv0aWbOLHEbHLwxrb\/ZD9WqpGMSTRO6I89ZtZ+KSXS6YkLm3xq6M7stFUtCnmbt47UxrNLXtJd2byOW1V2r8wi8rEII4xFpqNtdpN0GSv0qJ+XlVlrmcsCFFDMDIfDaZ4E11iXSy8Fz5eqO2zCFOs1PCsSx1vBcrDQvsLRU5YbrI0+LVYxKzNGTsjnhyxdlh3+8nYMQoIVbQvjS1K\/MpF5JvxRzgwwuXkHJbqFqB8cG8qXg7fkmQy9UwTQkchatYScvHc4hPwi3gaT2KK2pgYieauaMkxcBLxRAU6ra9N5eO8j6Pq2AapAs3JqjxiOZb0FucpwTmZYLzViJEKubwPOij0IS6DblGF5yze6VDpgYvKe7ZPnEPTcFMC0LWmWto8gAzY1NeCJtozh6hCsJWaGZPvrFExwzcK\/poQS5d9i8TwA+0y0Ta5lTMRpNSnYKzGIkYnsEE3zttv6XniGL7rAjuIhxDq0Agp9rxEvOL54nX24JFZc3+Fc6faDDxxTToMSbyjGxe57fSeD4uuxyxurgKLoitBL16rKi5\/\/VrGL4ffU5ILK0++s0IdFmulCg2+IN9euveaYk+Z4vagJCWxsLhyFiE\/dg\/+4XaZ5DixN7AENV68RK7g5IkqsvXCbIBdtgMhQRX6\/AGdLN0TBQovS\/2iInT6P5ETyr7VPOwx0S63hW+wGNf\/T2LUX4TbZ7prF9+5dI15IrQsOCAEZw7xRY8trhOl9ThR8ZmhmnJtne7TCEBvcaW6eC1jHMVId0IGl4uSzp3BYEdt\/bxsEL+BrGkSv9gefceOIz7EApwmUwNDVZ7LDjUG4BAkJ5C8SRHIsMRjHuw7PoW5jyDNbF6TzTamQog70lVtrL3qBVq5F1LK4SxxaIfhGCP8FtkeWYgZvT3UWEJO4zN+tUDZQkQESVKJ2PCQy3NO6qkKA5vKdWFOOnKKuGAiQS7jeVZ2Ot9k6zjMDr\/qAqlhLrcUldj9nDFDHukt1J+K4GHXojqDqhfNhmnCoLx+kVp3Ob1CCSrw5W27RpeS91zJzv7QVwxABt2wIyreZy5Wib\/y3Ian8n7KDYqv6IMAohtxuQvl6jv0D\/MitSQDHLcBgxWur9Mp3ZRdnop718TptJzAELJTdRASZPpRQIx1h+ltOaQUxv234dCaIMlqtwkgWbHbYAu3xywseKIHDrK6DahA3R6q2xAB6lQf9KnUT+WlSqwZRBSIwj\/t\/jGCRiSG+fCUZ9FJuGZ5gJ+3Jz9WWJpDJ0Xg14cIuw02STlxIbCPbaxObJ3+xfvLdWh2XnkMPe8ZmYTUFcLZVFIWPaVukgvA4\/5QZoss22+y\/gssXjwrf6mbzazwcAB1ld2FDP\/QvjT491RHHORMPUxofMqybj7VLfiXKGkLG70E1a1mkRqEedNU79C7aFqLmNNbvaeCoK37QygomP40xcHyUiqjrsvUUfPtUZgPxl2P1tbt3ZJ1iOVdXtkpjJ\/47PY+Sq07866TLMwJgLJWdm4YZWPuKZ7hYGcuGTbSyg08Hd1uQDpChablh\/zrbE2n3vVym1Xgq5qH5YAs0TMbM9Vk4tCH39cEiO+cWw6V\/s0J82Bje9Xl6WZD0blwI+V+XfiN9JdwjuFgudw8PqVZJeFoWq4XoLWer\/83KaPSgNYTf\/qy4RqOrjKtwjoL8b131JiGzpI9n9VpTG4xqQq4h\/bYNRr+QEnwjePDVrIgyyp+1ba0k93c39mmXSgpOTvB7c96pF9xEfARIC41bfn9hUWa2mdGEljS96WwCoFmtCtb9L+hiAzhmgTFPBBZ9+kwzjBPBJFyV5VWcFaOjxQqGY0Wv574g+09t0bWXXjFuem0OF0UyBBdqm9rbX7D25tR\/KGRwBIYXTdxq7CMXQkK7lUFqZWbqLlpP068WgREd\/lzLoed48isIbgHQ\/E7ZoaE1A\/vN+7sqdPmRIYh5LqufGdKl6OUf1VxhhOtnyc8H1OlgLQszcsV8zx4wzFQHYv4xRnUYu0Lu1Y4U24JSS8JXM\/W5+X7CTayGP3v2E4NTKbf67tjj+q2gxsfwe9JnESLT2tpl3nckwljWwHtNmpECSXJFCSs3bmq\/l08kzexVnvsB3nC\/INTuMTy\/+XrbzU3yPOxVlTUcObOjxTn6YFSqz\/7LfJF8SQSqNk7Y5JUylfEJ6uBV5lkXz9EkX1RIXvsln8jSiJ4H6nDcUqaMwG5ALhZHT+28hBYfTlBU5D0sv8kVgDylf6pwgsadoqnBW8V8t6JrHSsm4TRDH7mPymNf3cnfUbwDhjj2W7vK+CeEOSAc4FGYKRTPI5plblMHSonKItNpvZF8HcBWAzP1PY66nOpw4bl9ba+z8zpqYiaOb5FH70Ri\/\/Rfl6BC53a+dxaIIUj34ax7LWVrJuyrnYWsre7VYsfuG4IQnm4P9PBZNro2vBrav16gEogMm5onvvBDI8fj0W+NG7QjJPcad3VWvbM7Q4hQ2XEWM4Gmyu\/MX7hpBqFq\/oOKNym95Uznh+1R4QFUYJ8iOVM8V\/WO3iRcgYolwvfWQv5P8TYnQbZWLz86uIbVwsPhEInRFxyAyBVo9oXZmuSUCPc+3hxvx1Vc4q\/wNiVZSij6ck93P3\/4MYaGtJp9gTFIUTZ\/nyprp95JEG7UNPJgr8IVJeoFk3rtRkKaQqrNX4p6pgIhuk3232B77fSwV5h542tK4OWWSaqPK5jofW4TC0lbubelRZcOIPd4MuPt5272tZAOgXiA6pxaTK7x268pKtj6eGEXBlupRGtH4Q6BKtWrldOAHrI9jf8TgLtrjVMjvaedIB\/JG9qjvpSM7YDSfQZY+E104yY3H2BLs3ZwQCfqKCmyqVppKtBGjRLb\/UshMpXCY4pAOFi7am5XWQ\/\/KBl+sAb2hVtSYThLU9WqGoywZIXrgsOxwQMBVnmPagZdCOif3mtCed5uXn4cdcZuuecJn41CGcWXpcgrs+\/kCJTApFiFVXstNsjhvHizHdIF5T8IM7BSf2HZLN\/QFGsQC23Ox7gILZh8hJ7OHZhjIjw5wqi31OVQiMOz48eOcsSNf4WUe1AZHoqupSrp36HvpgnsfBiFB9rhFbaD\/w4mGweeci7X14QUUb9Nup4vq+CPnJGTtKZtIpvuBQqtdznG1b1Q7xjLJR3DiZHJz4u6e9S0RhRsDaVIXpMQBC71iH\/LkEACK7W8nXfwsr8ZXp0azMJUHxnn492uc\/1ShXgif4NBPnwtTmjod7c9vABTwzStEemeMUa1UGMTmT3oLoj2DKn5XnPtPKUBDbCL2AIsoueUMmxKyclvQX0xMm+m5CgTbDbq4ncA0Hp9DzhBf9KcN4qrwvvV1uljCDTe548cpPMLdeagEIHlDZ8FoTk9oP3hcSS6yaShwz0wz2yNu71DK3sOu3qMYTSAPW\/Ef4heQu4Ofn23kGTPmqWlpIRI2iiWMWLPHzi0ll0+w5ybuEpr4EjTiTv758BCeI\/FGHujeHv3G1bIybJlI8hQcEq2qP5yWJBsW6sa+B\/oigvw2JKNyXBxcyJuzi6mK7GjsDzTFn9OHnhEZTQOLBGjxrHQU4GGHnvqNjPHI05MMeeNxXgDkloRX8P+nxnTIASGhTvUgCMrpV356zRV2JUUGj0Iy9XhXK5NjDFh\/hbXaERR1FmhzrryqZ+PbD\/XQbzdUXKRwDSFlbus4WAvqj+qLXF6y4BruSROtvvdVsJc3fEfp80Fmgd2LAYXTmjyY8QxTU8rkiaV5OzvBX4PaeAdjyASzqIJgGdohy9fldBd2+e2XEsXF8yio4Us+bkb8h5yd0j4JbfSQEnRE6LL5j1AY3gByS0iPf8F8RDNUU9ahOPBtyHQSmF+hrnuywrBYVeQ3xAtHGw0I044dGL8EJ3rbm3xzZ5WAXC29WnQg37QKrW1ZknQiaX11URvm4D90P5TyYZTFdgfYFy3an9XozxhXUJ0PX+EztGEiO20pdGo1m9khSjg3m09zYkkwfeFmyv1zM6UCRlIXkNsKYhWfeepZ8s\/eVgM0Tj356KOklKqVCCNePB4toaHHyA\/RJWZYHbHe9C+Cm1XlGISfJvqKRQhZ77UzTRQWaA3GSuGCwfaOL+pUk9apBzVhAcAMzdoUAZEcKPXsBGwwQT8DC+AWiL\/iroR5zQwf2hu3G5iTEfiAo6EsNRGHXSGlPthQJHesz\/GWPyCwvn2J\/xH0jnClOgUWVMEYYa0WKEGmlFRzj4\/SOdAdovsXQNFrf9\/+9gfu9Pdy90l6J3sHfqCMS\/3LvtS\/cQmyI5+J0FfRT9FF9EQ3\/uF0JTM\/Oje185XjvnUX+6RD0MeSH\/b8LR3in4tP49U\/g3ArSJnSTud1\/7RD0hCD8n+It2p8e2WLH0hhmtOAlpgizhlX5teGybuMULMd\/GRWNQhoBMnHVCRV8G98Ay2Ybpxy65ZEAHfcD5Z+9WFqQ1rZsFyo97O03krbsDRx\/9726qpN5VFFZvF7xVaM4DZItmY6rCu6KxTvE0GJRLZb7b69bF6vK7mc1YIBrDWErEUXWuGE2x\/4BJdwQTr5TfKWF\/T96x9bLi4bM9UgjkT6CeyOzukx9XvTPmlE5C6cWnotzw7QFXF8cotRkQQ1LBtJNDF+4a2lEfI\/4h0S5TBGdqQP60qnRO17yeRfhWaULIG5WqF3YEKw68sz+0Cr+dg7LIfKuzStKbmKP21uZlyBHdD3mmAnyoYRUce\/KXCWi27+PPT6v\/7UU9LbubjNKZmovYm00CrjRVQA2qK5qROaZkiNU8nEOS+toFunuhkJpy6l6A2qhdRSt0G6InDGELsNuS+ZReZEtG6jybs5wtzzs1D6VAdz+34RQ8n86YH4uGMN\/e\/5vv42Bg8Y4BzIAYh8\/\/fLNYLNfMxa6nx2i9W29KWoVrbMo1s3eO4lHMmiGnz7UuCYf842aJzS5wcOj2Fpnyt3Z+gIVa55x72qlkhZZYa9BJOGapv+X\/+siKBpyYP4sV9\/7uwWV5TgBIBsSAwK2Wy0U90\/Xyt1iGdhM7j6jC8rnZu1UO67EqaJJNyFZ6L5haJ9nraeZAduedXxWudhRiABfgaFm8OrPNao\/1fqdTaz7bU7T5rsZKfeuD0LvbJzwABuSpHTMVH5TRW+9dDFhc+q8M4SJlZAZDU\/lvB4BK6odv3+S+56G5id6DG81pVgmfq4Dz7ZIs3PybgSgDhQmz54dAqIqAh\/ipmj2HuqgabtVaj1l9UB4fOVeC6Z7cdGpiOCuCMi\/6E5va7AcPBFerdvjSVnmcFqkQsawrz0rsR+mSeLIa6jvaH3EHs7sjKz2ZruWYtzxy86kc3A6wQ5NGKwO9eo897ubnZFjdviriiNTWgPlSfpnccO7kDYEz\/chfJ1asttxTBO7+xgHtGr5BN+iznB\/0o0f\/kRwN5GrhxI3YUOJzccRlcNmHh93Zhc9LILO6MRiKr9JJmLJ99awgvP5X7mN3WyHkbeP83ioDQKp7zc2aQ+51zLlmCAtz3NwLiMW+up5mRF2Bpg75bmeMrkZk49ZjYqUsvKEsNb1JVvQkutT6wUTbH32Y1TDcrAm5RuFDHzTSTmWpfOqYsoqI1tdeDwBIgeTVePGIevBIAGc7ShdK3JPXV0EJ9\/bMJr\/1ZAfMWH3fsqfvGE9IbH0MQVvtN1eFfu7EG4deTtnGPYOinHGjgLAN8vVFdNBlOtL\/ovKF04v0wuDFjGbpj7\/F\/RBK5t+QtcCNuLI+VgXZ1Lkcyl0LitpNjFzcCWinWqcixFFULdb9dOTa6gTPENnTHfs\/jAeJJtmdOkAwXQIzdCWY8j97HH04v2eHb5ksN0XEQPItKuq5XVbLDyhu14drxI8EwNYb+4WAnQXZoWos2Em78E4TOtCtJsvILtR2T\/xT4etVL22RUWJZbG8QM46CbLhJvlrrnvDkfrDZ+1QDDJz0DwZcky2trZYvELEu5c3M1nzVm+Icz6uUldQ9tyj9S7\/PUi+bI7V4R+h8m79wWUuGZoHjrVONBU8tTqSr9UPGCvW8rPnukdTq5dddnFVAOmXUdJY9FkhqpPD\/6Kz1YjQTJPbtsOj\/4wJnc7gvG1wuVa27DAtQEfcOkeU4XksH\/fPFo8rpL73q\/+EtrgkX2AxHfaazPOmzAHVwkCGOYgzIXCLQzXiD2RBmKEYDAmHFqdWqIKnHL+dVGt9cGRf8uFmxxer\/DExAQf9JMJNIQnfkDyQa7po178bSZ+aVVO6ilsBF6wZqq8lmKyuAFIX8tywSKVIPmp1Va9CLG0p2Kn\/754EJA+upNltsOeO\/PrdO+LHPwHKMF7cpGLf7HH3x7pibcxEgmBrZCVTqunW4Qkm7u\/z+V5Rob9pyATrGEh+A1YXRarnyv65TgP0yjwM76\/akOj\/6SIwwyZsVV\/LdWOaMU\/3Lu6PFsUtrtXPuiUlJB6A8oV5RF2A5RWKVRStpO2R2uoMxJdBR6yWEXcFKKvlZeZ4GNLx5nnR+MSHYFUbMHG1MfzDnqeXRNlvxR\/roI2exQ7fPMW8XHtMDUSHgr3If7OUnYGF0mz8C98LbkPd3eeujQM8IE5aAeIeYbKc2x6wFbE4I1NtWCJG8YgnPXIX4NYoPo9NxTmll2uI4z+5MC3lwPYLKOLYvk\/gK7Mv21FRmNErozhGD0+PTbvch42HZoIDYrV6Aye9fRhTKeyS5YH2cs6PSxOxoHP06UO5bwjQiAawWTsGtJfm708hhSdjDuMlf3S4tIy7AJH+Ya+2QAksd+vJcHBh+9Ox5c88\/txIzc73HLc05oyVG6+9oZ6WiUSNPPYT2Y40LvwU93annmg6sqst+ioSDK31qRHibyK1P+I2uTymB5hbwCpN+D+M2uox7H8tZjCBE2cOF1A67OCZhksAqRSDR58hLrQi4O2raVJH8En5KKnrusv\/VtUOLaVGvA+qfRydjVLwGynHf4LN5siqjz7zV\/USEDIdXYS5VZNtODGcWo3tepCbacH0qTFgywc8FrDs1fUUhpPpfx0hmVQbajf4OaQv+Yr2HWx3LHrAJRlMyfmFAlg1gAWKYg3W77HuUbET9RZXMmL2QnYKajX+fRj8Mm3jvcYNn3Zt+JHXcP2OX6uCRkfGF3kzT61Nks19I6iAr41YZsVV36P513GN08rxy+3lur5RcEjuzS9\/jYP1oj4MmOBlN9j6ttB5eJtHOrfsU0fNMEeQUgZUl1\/VOl0p0KKxjSAvwJMwKy4GguOG2q83LsV9\/jLWPdfNWUUOPrYkr6RxKl0WY98KAdfgBKvBlg3nuRQDlGfNJoPPSPTCOt+g4H7sk\/\/ZivoEqwRUVeKmAGjIzKgA4yE3KYgaOJwht8K8fjzlMRlEbYfG\/HyCB6w10a37y7cUbX7QWmv\/9RfQnvb+GpxBirqVY7N4Nii+ye0xo6DSVdzxMB1ej5p2t7DN74zP5DFeK3XxwUK\/zbWNBjnoNW+x3Yv2NnGobDKiSHAiuzIwDM20VsbL1+vXd8Opo0KJJWcpulyXA0iWft5YT7BWHhig4HtgG2c25gtmnHHrJPae+ZDF7gFFq9Mu5XxLJIIPYj3OByrGv8XSmFGlel51AvKveblJ7b6bs1WimEuoWJbb0NHCjY7v01vxBJQKT5o\/Gv59nQsidscth0h30HXk854Q8VLn6HlboNhBj3YYrnuEXB5GSTMMoDGc8MmuR8OL9miltnlEjWDx+h\/AOLkJaDHzdcrRNj4cO56U2LbqStkIOMQI8Hm429+7aVpKt+ns9\/z+Xh7MvzYkLyjIpxlK2lNQs5p\/896M4xY3MzzqorF2QPj1D20DvpeGBUr\/1Zgq8JJyJqOx+vGYRwgYTwv04i36XhLanHQXR8o\/51lW\/qKZ0qF+LyBhBJ37twCzSSBFKFxtauSVKN+kq2CmGMhBIHJzfgLTfFbU+dups8lvzG59Zr1ffwYQX+zRl5XKNFoRUHiYx8Hw596i5ZKElHkQ6iVj6SRTeK7DObQWcK4Wol5q1oUAy+r0DTRHZ76Ba7vaGVdT40zokmk1tbnUAWWVJfyoZY97VegAiwEuyC7OVMH1JDmjmU8NOwWJcVsasiAGSbDLiD1rM4QwRyFNRitYin4srfx8vFaMv3biDDbn2y2pe46WE7JEHtEpZ3JtDyMdC0VrE+yzPcs\/\/idnDUpz1U6eD2feDaJlbrUDElb6WcjbbeL7BfXRNDBx2VeQrR4zlIh0g6f\/0tJvQtW9W+uKk27f0naPC2L+j+tBmVpDFFjN4PNSMzeCag6XE3lmtgsAP\/dpu\/+VGRKuDmX1p0rns\/\/SSwbC6KDr3z\/LV+L8LAqot\/uZ0hmhgqrSWcSVcYSfuOayi5grKKJlmaUH06\/vWEmmKOoM5ieO5qsef0G8nXnCL6VsmLCGVGqI+t77KF8uLT6DOO0XJED4kkOroDlX9s0RTEoIGpP\/8Ci0YW4qKig+O1CzoxdYlMOmTSoFzUxNSvBanQn8kjhXuxPytTU9m0zA8eazCzyYwMYzZlwI6o5ki9q0vQgDvb6W0\/kq50N\/A8Hcdz1Md9aaYE4sXL2CEU\/mMU5FAbcCMAIPenu3Z8R9tnFnoiVjzAZl3GTaHv8tKJxqZOjJSa3ST8ahQynCU9n1dMtZpDip239LNjNIfxr1B6D37WwcqeEiwzuvLrTa+jfJaWMmEbMiOtA2GUCKgVG+n246k5NSZLIGZzcYMSRzPz8coMU1vftEH8d\/77YdWtaY4r2s+9\/V3OeJs5etaCZucM+\/MKhW\/8OGIUDEdZhU0GpZG7mB9jC5kyjeBgX8E1Ti13SQSU1hSsdUZerS8+eT+BkXc9cYe3syGPqv4EK2FPRisptaFd8idbGRLq8vWg0CaN9aLHBRw9TvpvFfNRZChgClex8sIfO5Sn7n5IHuivE\/I1EmAqV50+c4rviFJ8miRNFXpPQx1dyMMg\/tNcxnexr3WqXTVVwH9ztSv2TJsz+wVfowpRQIDSHUWtmV8cksE33YCmMQxUPrMc2bV9ZQ3OiqfItBAS6NnBI1Elhe2HLMlS3r6QO1+ym18ZIc7KHeJBvpGir\/DiYGH\/t2CoseLZvb6XRI5\/6wwUGoRBn2FsNsm51bqBYC1ue8eTvuYp2yPlQ1yZ9yVOiwY3++mDmJBBU0Q3gY04rUJ2Ns0tFq0D7vJitbz9l3NOqCGWqsqtUWOKxwGrZNLa1JtJ\/uqHK165U4vo0vYdV5divgjnPsUXe9+4f8sTuMoSyBJ2eMy1MnV9ubBU4ATIQ2pbKE34EJZdqPiCJPnx4JAwPcf4Hn1oSn87yXXxN2QH9QkWxXHX5VrLTprS1Wvp5hxRal+KkeoVKWA8sTRtaOZDjUS1U16P3W\/3GCSzbtFewHEW\/mRSZIsVho5760d7vVxmUpgLuBp3zERCMMSi3ucBsIpQh\/hin9yDrZcbn8ZiLmsH02Ta21OBA\/joIgvfK73B5Sug1XTwaytVivZVJ2tZ9rgzWe5Se7WZiRfNZ+EARNDrZZbQZp1p99eazEJAojSb8+sthhaWrSJlIuJrOxAN4o6JIrU9\/zSb0DpaHEhL6OAXB9o1COr\/OpmmI2MPsMRMPXE+csv155QATKfyAaRk7y2CLvfgQwjO3CZwNciUSp1WviELmvrcvkU5zUM09\/XLQoV0rvc8mapeA9cOx6ZkcxbQACi7GD1VeK4YOegT+yOezQFAS0e6IMa9hHXXqFiD01SK8Vlwm0KqbsAMNe0CRCZTGS9TJIRPs5aN5MB+Q9D7aEE4Hcgf5ieijLgYpE6R1NWSxZEBFdzq4QHNmYup9CayN+uW+nci929ciPKhSljWB6mmR9zyh0f+vmAJdcEHwKC0fuzL\/G2Q0cDqBCxY6xhv2GUfmX8R7lvUpsCsUCPQqO+Ep4PTorLcN5LSNMVim\/UknYva0oNDLlrRf21uob15hxN1HN6qf2XQZjZSd+0Yz0wte8\/Zugol9YcGInDJGNpHaFkdx2mGUBwrIPZ7Qf773vsEsOkEfc5av\/qLXf3Dn150yc+JhZBZcTvPspUYWEGBX+AAisLN8NynZgVltYGnhd\/rqdv5wZGtsRp8xMXJC7gK7cOcvMnlpBTNWnof+rKw8XsCGd7kQvUSA8pRb3hxnMEkNXgh5RUzPZ7PcOtSghdDUuaQ8uLTcJI6oeDDN\/pNHVlenmNt4dPqxzmcOGN\/PCljAyFYWzP77TVcTJhF\/Nrttr4LzOoxGJhswruK7+GLGCNnq2jsTmxCGmCxxDhJ2Vwf+VTlyuaoRnbToeLv0EbsSLiU7\/pi77SjRqxN6\/cXQIOff+X4yZazpApUe2PozSnlah8KGC5akynHSus+f20BjStIsleeIphcUTIpRVPEAocobXFslPy6jVrxm\/mUxoAi\/sUBDveBAFBADrIkY9QU+mwkY5x4vLjrDty7AnhRCuC3C\/0xXYDUfzf0ZEeGzEj3kaTBe\/wWNnveRzqyaWcX09SUIWH32cxaxm62bRh3qcmY1RlQb7cd8b9tDfKPuWPA6kOzd7rODSBOcUZ\/WlWQL2dltoT9MY3uM\/rT8c81kAK+JcIX0BH3NTOuCrgm6UdO8b41LPlcGnIeBuFH+J4dazumDHZ2NV0Nf2Cim+h6lK\/o1vY4XORCCLubD8cPkteHSCIC56TmZGq1V1LKFhDPky1E5mYqPESgfJ7BCQbtsZ79jIr1bW8LRF\/MghPR5nLwWA2YBBJe3zGv2Or36zo\/bgoCjiImco9gCjsiKPFhPaMQ\/PWnJ\/e1tYjdrirJm4HBN\/nfP9SSeh5+FtHIfQ8FLLTZe9xERsNLIPb2qd1VDLb95v3Sm7qRJg7ojcnv0ayuw0kySXg1QAR53\/+myhiaqoTrkE\/Ax18MJZyOCopuh\/sPXHaPnFy0p\/WRL0EHjAQsrrQBR33CnjXyMwPasp4jCW7bv+MvBM+xla8YvWgSZLElvQ1h7lhPKBXGDx0IsqKkuH0cZjqfiR1H\/lZsYakH14mYBMRDxPRWBi1X3HWdPsVOElntHFfQyOq1FJDg\/29smaYi4\/LH1b0zwqU2nXNu9Q\/2QXzvgdt3mvSILDsXwgjipHLHfrjKy0KqdIdB7M8xx2nArr2w6RENnXCcn3yNmApx\/UgAeXC+7vjUUjzJ+jVrzZUCMgOc8LfGh1jyqhnWshJHaqKr+E1mpn5QMGXQw18LE9NQvhkgK92pIZ5jUdvnGsav2QQhfApuHVpP+TnDLjZUKZ4pToQk7qEXWN6YFO3V\/fwy2POGesJiFH9nnqKDcXSWE9lKaPZ+qpldgsIbY+VDgePfsreueRrcbiZfvZFSyOj4npa9B5qTEqEhuG5pA5dO5FWa\/NJs+Kb8+tUZGTzb8kwtfGo2oDuzqttmcGF9WuuNc6EIPkz61uAzNmckFGVH9hl\/XxZrWGWGInAHmjL9vC6njj7lDzSCBDcjWp5F\/7ZlIqszgboe3ihzGFjgW7RGqbBcchVATcqpz86E02PDhqxl6lux2cgRa1V9dbytaqjrOQR9JervGxoaYeG\/FPtRvcwrNlZGMUSYJVVWtYXT5yqOWCnhqyC\/t1bV07xXSS7dit3WKNzD9nAhJNoEObBS\/USjO50wAYj97tUX1p5QvN0c0NKBAMM791khHO6PqhY\/wEaIeS9k0ZIKGjSIbvK2x2cAk\/7+ETxxV5bRwrpYIh7vhccV7w9EVo9ihhxU76J\/v2FKiVb+WGGHa6TwchVbiHPMGDu20MoVT0oCF0D8GpZu7oQ\/SKyF8cbvPm8R3zrcN\/k6\/ZGyc8t24srMaaoRr2CGyPmLjB1cgLpAcCoCAK1sK8laqXj0epdFSmcmkgks7y\/Di0YI5rpMQ0I44WZRUPABhWrkr8S1wJ21ovzTmMR22n3LzrjzEZyhk300hN5dMBrpcXc1WhAksVdU2tMvHGEy+EDe32oqWlVjR\/0Fe+jrKskTFhVjE46LnJRvSLLlvV1FHKmA\/LMZ6GKA65DaXdr\/DfLR\/j4oag6LmExXjj3hlyvYonaJCcfmaBVL0qHHWWkOdg9wSTZU+oAzGTN5egACOZXD0a4a67wwWy2hMA7Xx9wvRVpSY6AjBwsJmZxKmv8iTUUOSUAsGuWP\/EAeAYM6Gf3uIWThR7aUdt52XiXNYPds1HB2TJleMqNAMYCyUFD9RyynDla4jy4bH0bZaDVS66dsSfAwOBcSuxMEdU42vfZWU1yAromIAzH0Fe6c90+rj4t4jv67AopIhkjAlUWVR5q9768+Xmbr1yR2DoNehjeulhvqvCusxiHX4LtdmqFRGyGlTfDcctIyjZbzVLSuDMkYw76rLl4HFVBYGkWfWwvE5gD\/yVKA\/pi7\/zJp0KSABc1JpkEk2u7iDBrJTVBUXS6O1jkSApxMwMdHW18LyqX0c03phMaE2vjb\/CW72JSlnZwpBgt9Vq1y9WK2NeZ9LX\/vbgWqKOl3K2+OR6sVldiNQO1Xfzb\/rVhOkSBNDgfFGJ9uRc4O2A9vRNw0gKy0N6p5bxaAGdSe4UlxoHV9yu5DOss2nSxQlnoNtdDD44Rn9aek3swb2+8oC3n3noCwtipwTZueSBFW+sfg\/t0wCYmD5bXm4ZR1UhT7GOJifjKyfwBTfpmyQ3TXBZXcIHx10FB++bfDMa2\/By\/2JAFu1EYbM3zUz81Suj9QtxJFbRWiD49Z7fMj5FWD3TJgA7zlGHi6qFM2lGj95y1pknQsmsTmdIUOINNso8n245zAIeM7yGCAUpOGIhHEKkEHH8ZlAI1TU3NrwZkWOJzbjWd4rDl8Mrn+kxm+6g+ypLpei0mJ2Y8DO1cvBooHZ+z5G0U3+LQetb72YUoD\/QAHqCIYBiIs2IfL\/2QZ7xPKFmplw0PttyYReF1EbJQ39by2tvkH06leaAeg\/OL7XBvmwesO54Tj+BSz3Yg96811OXmuTT+LUJele6DEyQamYzg\/gmikLH8Cj\/V\/nNm6g0xSgYV5bEwyGum27YeenLi6NQ\/WkTWX2Ue2iG8qdMXmCw6nTX0l108Y9q9HM2R7knW3bK2AMTh0zRS4xAL49R\/YyMaceu7m8GXMtcjvrMwUOdozzu7ton51Gq6rQo\/nYQPc+MsD9VUF8u8BE8hSB2nFEUIZj8OORy3WCVmd5mwDQa86\/G9aesCpiRjBhVuuYsVC1zXf\/Bsa1SActGkXmxQGZpYHYW7Jwn46b5MZRdvOSR6Wsbm6azcNCJboW8CBViUIZqsy2Coe9WGJ5b7rD6YWE6wKHDGIMEhq4zHf\/17s0+SgXko\/R72yT4Av1hpTJwndBikLcC7auNTkSSa16wzyPHSBkcSQNQC1mtw9ruR8BliSYgIscyyU316JTtrepQon4OfuGrNKHBCB1ykwrlfOnObWI4Cz\/OBedFQFCBBOkaOxhBJ2BokZannty2zW90WMpaq5NkCAQD6vLtcwd4AlS\/Z6A8ORvk6PfA900Ya\/yiChX0l6IZX7pq2tPWISeKT26bvHg5qMHTq\/gLR1c5pQQNmSKYhGIDqhe5vtOa5Tfv5irsddUALzQWywyQwJa33La6F4nxcntJgtuZWqOdbMfv0cZphh1tmN1Axj5UerRUuVsCRgPsEKOvrTN2Gcwx4LhpHo5snDbm2o3XKqzHl+6lr7266Z\/HQ1ClQnwVNsyZThdlKRQ\/rUvL0DG2UbiqcwNNIhVDtlOvG7uMnaPfF3RLM+9LlNTse0Y8WBE4MZs2KH1kztI32Z1u0FHEVLpawkhlnrb21U1Kw1KSTdxAppAIl2pDHKkY2GbL5JQPseZ4KEfKb5vgCteVTnpY01jDIY\/XeE0TW\/aEdQ5D4HvEXu50k7LytHKvz8YeMR6U9WNo9oFDZrW6HzEepdt8XFaNnq102G1TvZQ5\/\/ffaICYLWptI9VikOKJXAW4bcHf7pcx7C2NVXKnodWwQ9zZ6T+nEWL6QRQUawYzTST9slSWXMY3NlsApzREEHkpqkJjjTTvGEpVz\/CuscJlEAuwHQYOkNtW02OPT4H6H3Cwh8ZQasUnNp5Yn47e0WiGObVd\/w4DAwCjA1zVAzpbeldpZBk19OH4kMbdHdDKM7zjgWqG+XMIrLUhDA3Xk8kVP4givZt72fifFw3grwFydDmk0Qpby\/MVpB4dXMX2THB\/qa4zGnAtYOENIrjv2URsCpqwO818hNnM1CU4X99s4cpK7Xy6d8oATA9YRkrljpsW0C9Xor\/QcHnMJxFI+EAOHMkfcZ0pnB+5uVKy8cqMNlWZSDqfnqChZ0i\/bxF2MMAPr0X0WJQGWiT6tSuCVXuEUIkziEC2vJWwBPkENXaQbWQ6A7RtUQ67h4ukAWEHDhjoh2qfnznjPJcm\/oOQKaCVb9\/oSuXoiGjz\/6T9kVD8Ai7djWbif2aBjOIu\/XZNWiKR5tm3JoNuG3hfZyeVNMqqSso45l8btBXtmp7Dl6RMEa\/la9BKGrSfo8oLmrL18M8Va24wgbgVZOneFV0mt+IYh8vvmedCTutwtfAirIQPFKysCQ4ItJAXgergxFA2TPMW3g6mU9cL6JE+iTN+Xy1pFZf4+gaUUoFw6RP0Xw+CeCMwpIyfQxwkwQfDBCRPauybCnFfztKdOWPJxoFuSMik4jUnlubqt4vxSKoaQhszbufUTeSzBk7mm\/uloZglIUhP784kBaT5WQNYxjeZ+EdY9wLkqb5pC592zTe26gKhE8mx4fc+oM8kmIzLCrTdrWoNPcMLSAHjxll3Dhs0398MZDN6LhDaU\/smM2RG6CgT+HigdSEctytWb6I2lo1QizQZUk8H8oW+7XoxTBG88FlEN\/+qtf7A+fnndkdHEZAlIsf38llkxzl11MkQPSrAe1gu14VODOajWBmbLHf7F8BzWh2k2AH\/y8\/KQl2wQBkdaMYRQOZSuojSB7PQzMViHY7fC+DtOF7yqrnw3qRgmyqgcYgnGMgrqj4\/HtREnoHMwg52I04Iifx9NkF3lxOKSbQ\/YW3LVkLEPQ4nXP9sQUl0xFeFehbqIeSra37Y8HxO\/c+a8+i7sYe5\/qs4oRHGv90eFAnYCzKfPWTCImA9j2n4IvZj3jj1cB87cBwzI0B9kOyrXKXnSRp8Wpg3kNrS3LxvSC+HrxnIRwFZi+LgG4Ti8lhpY2g5v+IddA7kq4itzl90D+JaaI76LTQsGbkdkUcqyoh9UyEa3s\/Vo1YMYOjtU3h6D8CDxhHipZUXD7uVwxP2G6bsjdlmhpnoTOykN8c4y4PCXvkMNc0CBByaFjZ8T8g78Bfp8QElCYrQd6VNl3QYJkTsnlnf7yrDduKanI1C6Qqyo6LiAYxveJDgqPKYpNZi8E6P8gRJWRb5mGC5JGQgcAWmE5zoUnNNYLfbEbgFBX1M5fkQLZbO+b+UHENT\/XAMz40a7CJ55Yo9lXxKo51mtuM+6MHNSrh\/qmGmsrjORr\/r4UkHGWG\/j29A4\/lHQBYWevmRRjHADA53iHkqEU5DTFuGhmrv3BeqiL+mUiu3GeJZVIBf0ESBPiLPCMYv28HLJBI5sDP2NWKpDJ4eqM2k5FQboOdnBu996cVsrciTx2\/eta7gn\/jQe0qp2uyQK63fHRu6S3a6AbbEbs8fvN5z7atpC5k88hqcQ18TnBJ4kodTLWRD\/q6+nSce+6JaZ8d4hsTVxabZn\/C+KHFFWsx3AQ1fY5egcA7TjjyKswxzjaDvag0\/TcOKmOyPQNTckzQNnzd2siF7yNgvTFAStmsHKVbT4ztXTgXhqegc5arSUN1fhU571Q\/jPp8mzDI9uf\/Oh0n4lXXc86NorBBMbw0RJ0bCyDcgpbpZV2bAjfBtdU0svkvw\/WachhECCzSfYXBkC9EWsl+nrPLKalf2fI8uV5BgUuwkW+Ek\/OQHQLy7VUZTO0fw3gcY17DjEGpcQWcpydYIPBJWEuymNaq1Abpc4U0zBgOdjZE98bRlJvSMyhKQfyVnEPGuqNO70PFz+K12KbeK6n\/K7mg38nFzhx08c5MgsisIrCezHBfYfGXHFc+JsBzq6tMrPIF9hoa65rx2e1Ode6O4S9Ss1tvdY5UaCnvTokTKhVSYGvUOuncJGNYzgabuGA88V2b5FOsVmv67zhyh4zNI+VZcWthI0DRTeTrve\/eU224TWKQnVbEdfemVTT\/JXV8ldhtJ9gxjH3x8S4ge7TT8WNaNif8Aeyf7iOnonVpsor5DINYze\/lAf2gPjX1+\/5siuLA8XewdxfeD0bu2aXDMDXDShXll1C+VYkLha+NwkbGTwtcJulHB0KEYMVllrKW3EyxcLroF16MJ1htLixfYSIjWD4cMBmOjhxI7U6K03y2ov9YTCg90IrFW77G0ZriRTucKzPt6n913W12LbMqa5G7vX7UKCtTH4mpvVO7CBQStvilaPF5H55ZFr\/aGJqUsTb4ad5nkfe82LGw96zIbdsmKoyhRFj1VcP6OEdz\/TaYqZfUloQNurtB56yTkTptZ8LxpqAV9MzYuMuKDcaAYn0lafLgCGUSzqhpEV74FoiZf96yMufUh1ZDHpwrt3A6bfiUJPofY8zNWYOpvLjkwy\/MeeZSTs7uswcsWO\/8d2J57fHkFqIbO9YXNWE9xe3Jp1UrXxGFPEOFwh59sbzGtmooUJWPWMLoVQKaBgC1zVN73MZWuwrRIr1fkJrD\/HpVgcEym6jKvc52SOceS+\/Xo45dZc9w+vjdHbPuXHF90rVvhzW6TwsfK3xfMtTxcj3Jib3Y4lyJIdHUpf7BrCl7zDqvSDhb3LvglxlbqTsa39t9GQMsIqrmzVelYy1Z41FitrFvwDlXvw3IHB2FGwrlr+agpMkTcNvzaE\/RGp+jNfRBKjAO7efbki+EusM9K0pQddvG8FAzgiN7q0kmo4ktBCLuMHwqQWIrA8DvVxbWl9ms\/1TyoaybbMdUqSoXPoBrdlO2NGXI2PZBRH+zd96AkHkDnRGL2hzBevB3sXEVJFwLI8Mqor67v67jH2Wd+davZntahlYMukQkaGaY+fcoYV+2C3esT4+9cCR4ijqLIGYwc\/C4fRXpaj+Op64EH9uzBZgvGm\/EQoEbSkYMsncA6OA+Ez2pqMOSiNVAqjS4KT7LJeXkXxow6ZSk612xz0kbn6W0FcBUHRZRXd8MskalkxVunuTwpjmz0V3iy05VLXd0rIXJPQLRcD5YdqGIufnNO6d4mSj77G5eBUNar5st+3jgugzBeQsJvqMkPK7NfckhALJMVquWlSbvE24l1mGN6+wJi2kMdVXUHWDyOaJ9RgJhI\/wP5ZXARAL3GhqBOYXCpbUqdIkUqynEe6oL\/3U0SONz8f3irnFGlllJHi2vhj\/anP4EZiCNP0okc5Vi+dBCoI9dm+RyZTn4RumwCxTT5z+wKixwoHTEN+RwVpaP1kiPLYi0ftv55JuGIzqwi+H+tePeA8zsS9ynwOsigo4MDLAFc6dFum9i99bPwTEgazRge2F4ijUD4437dMd\/JvHYaWUSo4nEKQGy6K5aXojKedPcQAisCszXAXGoiBMdOmMXLQwP12FnajWXfvupQnyaVTQawJIKkwzJw5\/xVg7Q2PkUxHU2ZOp\/2wj2qlafHu2cENgzcEnb7b2xot\/8anKQyc1KGHPyiooedhkDmiv6S9zo8HEQGhuLHhBQcWEFyTCjQa0dFjlPx1v16Rwb7hIjUBVXNscMoWZ+rFD+zNe9Qwzwcdbf1V5gD6FEaTdzxI9DkBeZj1sVPBUHRBaEU9wC\/QcPQywRO8mqEmPqzVxRAES6sK0pcCsDJCo\/sJPcLpbyIpyAY51VpUa2ttZ1l51garV\/vvP9yNzbbIwSc5a9WSSysJEwznN5fIHriDDxbou+RtV7MVMoG71Crv+P6KD+wpLOedH+D68h1iMyQrijw09yxNOv\/7TqSXHZYgzfl2XqkdV8tMR96zRuHVd4J6WdrDXRawB1aLFo44ZGPBxk0lo+zIVo83mC+CwTHeUVT6lvmC7no3nsBSyc\/d+fzsrJtKZSHKpNhSromLYCafX3S4wzTCYy4rzrbfY1ZiCwpn8eURvQl\/8ylFmoLWu1uVa+0VlygNNWNoBw17xSNA\/e10ISX8AygQ2lhdRPLPkHauGIvJa\/turPm\/W8WQ6G\/Fs1hgpqBKRrFUXh+kZXpCBxVlB57ByO76YZR0sPXhu4axKHO2mTmATqEOom18+4N\/wtiwTT\/Ukb+Rh7JPAJM959FglNEgf\/1EAF8EB4K4uYcubDN5rb51yKA0cDtZCRJ\/dwA4jJqbyqenoU05Rj4TwAvIggWQcCAximVZTHYiAv6SnRdYVjz\/3Ami\/JKtzBenWicv9Xc5jOLWAsljCiQ1TQZ7dmyw\/diyCGCYrTO5ZqJlyx++V\/3l0T6\/ai\/ioEAezXQkVqTBsee5bfehuOGuoSQWW\/0VlICOnZyFMsbAgtRkpAhvNu7FN8TOcV6I33DbRjIi45YsqGhS+Ps\/Ta71cg+u1b7arEh8qzwM\/yhvyfTNEk4l4L4YHfU0JSQvWaZBSlFdZJw3RCOFkAwsnroh6uEdKQk3pIKdEIqOeF588J3xIDv\/HuR7TSWGwLK1HPT3cM\/EA358M\/Y5e0qS8qiucy3AJWh0NB9ZOFgejzhdpZd0ZLn4QfcFnDe2ae+sQOdTqeLprxVZSkdrB31zEPPKQz4\/4j2Fb5\/ZFR2zSEobf+Dit2Qj\/UEXKraK9ChAF45c+ot7q1uCdjfW9WGcFg0WwHECtyDPymHGnunxlRNmoecdZcqYM0p1EnYh7JJUxVvW4vDxw6FcNljh4UyoO2Wfws0gF3Qnh9IS2KF\/aUs+ld0WQ239lTN4H27axd0HMQVWELamVbm5bpF3UYPFgGFG3mNBkJQyWoe59KscuPhwzsR88XGpLzVh6y8d6B8r0EVqiTLjai1blC23cHk59VMfIRRB3AFHs8eCJtVvScgYdsytaLrVx+4MMQtP\/ZmrwmID1xNRMvZcXJXHbmX1VssznZGhg2EdAyEXOjddBzZbbrrASD2urcCqCuV5bil8a1zBlFE3V6nRWGHQqcicAb4NdizBW2S3d1Up++xdE2I6Ln3WFsr2K8ZSnUJHF\/k9jJ9EI8guNluO9GCm78kg2W648OfxrFLoR1gVip5oFW4kfbcNQlQgCtgZlMIuFZ7O9BaywjERAXk+l9L+Tt37\/nDwE93vk1VLE4hZq0cZ4C8PmlGwUwqG3fW1MpMuRg9p\/pueriSvXE+ocszfJDMh7r0JHXNJVuj16m+CgiCuuzG5vrBCnYhgsj9I5NM\/SdWIMPni3k9\/regcGXo+\/Qm85HL6XU0m0FLl9XSZUXvDmWb0Kd36p2ThibqJZFhfPEDCse+vXFWo9P0cQyYqO9JD\/eAyb5f5h36SoUyiVf6VxmAoeKTbRayBiQ3C2lvykONffXJtsld7cPE0yZOkEYGJiScwh6xdrTIERQh7EtX7w8dMRaXtKFIZVyX7myc9mfQMGxwn8a4qzIM2OG6o9NU35LrBpNiHMc\/FTiEgreT\/FLqQiS+nSelHxAlrRzMOlXB77TBY97LD2Fz3ggNGdtld9hUmsRgKVtpfL8UwdboYXbIBJG\/y\/GKkuf2l1SAQ84oNNQPyC97s9IWG7ByFq\/qnq6k6LpAi3FLMevVCKgb9J6EnRIR6K32EXhLKyuTgS+desI\/BmtzYPTzNVTgBA2jUgVhYDycFJWSKy5cYsqjwC7tyz3\/kzypDfbY13h+IKDOE9NWVGFhkufiWBl810x+CyTEVVIptHgHaEvr3FtOoLezm2MLWP81WrPLzYf0ayy\/SPjTzhfy6iCGBpb8VmlfOYYY1VIj\/DgbKpSsvnN7jf+iAL5oVm65jXvn4vSr5fhl3wEqDSdKhxQBSqf4VLiKEPc0fM0rrziC2hwiedsQ2cXyCSZ1cfo2OMudHyN4GkjOIOoYs0rSpehDgVw4Z+9bChUy7YqIyDV0V2T2gvGNkBFME6niZcy31Eb9bpm\/imP9bYaQStCSMilksj3r4UkIC7pT3TVEoT0mWJf87Qa7btFRBFZ1FmJs5Wg79UhAnX0kOEZ9byszxvzog9X8ylbWF+94Lupj8Fbi7U5dkfm+NyLUGwFkmC6Wadud8TWYHhCYnGJ8FMyzlyc1LykaHE7gxlPCFqe3UTr12mcmC69NuLM4YPiRO5v8YwOcfU5Tpv45dTQncFfEgdUQnj5yfDWp37yMB04aapD9XEXl7r28npJh8r8Rp52YAu8GT3g805w4keVVost0CFN1uO4JVy0tGvcE1IVg7nPq7zsyFDb2ZhZ8QSS+Y+2q2mY7vUQbuc4sMy0UI9CwfF73e\/OBXIs3hD48PFRIZmU83tOAYRsDIce0WsZK4xz3SUsZ9bPBDPw3WaEB\/z7v9tH0399Ic7zOcMyB5dqhHoorpFfslQwZAvin5J0GbBNo9zeRylgd9Fq9m8c9MxGCyNWbajLQMAW7N6Ifj5KBPrLqNuGE3A5QS8zXWNdxvrHbrn2Eh5rmi6gr1LB62sbI24g+1YZq4wK53X5JQfKNHS1sKL2KKhJQdoc2Sll+YV13ZdKWzm3OeGqE6Hfduu5LA1PAGMSyP+z227dKqd+xp+\/55knsxb\/80raevEQfxwUYN1\/lonO+vXd7r7HVqWFDR4DMHLaHDuzht7pWG5L9LsEbjW\/bmjQO\/8\/PZM7tJun7WXx5qh84jcuYtEJMZNKng9XDfSlU3eoTj+X3dIuKNHm19s\/6gHiD1CxZUGPVBqTIaqNyCfQG99\/26W\/RHHB8+yxhdw5jL\/hXwOCihdFuWuYiIZ\/3exNbIvik4XqBzE+Dv+sNXW0izrtfPwdRsOY9m\/fffsPOmmyL9mba2j830J4hlJk6IGHu9BTiXBgpF4nQTCFiW\/y9b9g8JO+y09EixYjd1gOXWh+Gk4tEEgP1pR9TNkbaV3Xu+8HrOmlEWBIPVxEscI\/JfZlKOFCJUKL\/+mQZXrOwUcJJwSbZr7AYHO8UjyyBT9sUjAKvnpSvD50sBm4lN8O3Wk3VLjf5UVdMCkRRmBuKTQ5\/l0JwXRR\/p\/5of5szXm21Qx9JhDOD+yXx4F\/aK4VDgSflZ+ewBvNyIY6G0q5p0MFzYNiRNzbAnb3paUotCTU6fpWFiUxNygczezl0Rw4wW7yaHCWAtEkoCI5oOcDoLoOE15dRsfJF5yBuj2myZdD19R\/WYTPhadJIi5BhB3kENJprpy0lk1PpwCJ7s+JBSaHh5ZifAZF\/giZBAo8Fv5O7RaFEkK8ZFQDtoADqk\/POS3mZtXFXIeKiuRMDX8nwycIdo3q1nFGZOZpPD\/7cLtQ7nzFAN0D2E3sHn1zlGxjTTUakrnKW0+AoWKDxCs0S\/lfgnyQPM5cWJ4U\/HfV347AYkE7OCZCFHBHu9NGgwU+0CXQfG2R+Nz+Z1tw7jxjIVzV1GbJ+LcdF\/bF0I3qQfFqatTpjmtI4nEyqA+u7g\/0hz7qlUDjRmoNd4e\/YDcSfGLjpKJ76N5znBItzWudg2FHnjDTTD4YZRV\/bdHz0by0BPYsh7M3iA+NvzJ0pZUWuAFHpZfHxN\/VEt1ZNxpbJjuJeApk4RP8aVVN9uXOY92TPcTLLhamJT6T7k6XV+oSEw2ot7OukksiSOgUTtcsTJ6LpOmS\/gsw6ycUvYwlRM1OubNdlBDDctcTGSFKKFWvT7rki\/6z5O8OGvaBwR65L0znQYHEkWd5eaP0ZgAb4XC4cCw5NAIUp4GQOgP4atm4Ae9AB+bKKtqP5yIkgFD5RdTZwBTmKuCcdcAgzmAjsLi\/Br6im8G3lJWjiYUWkDJgjrUCsRZTkTJrfUhLBWS\/kdfdTgB6ErqHrugZkGH8X9euVIjhbYNVHetMdxv5b1eFydKwLeuCLDRpjr\/aTSIV3Wokrbfmcp\/blrI4SSN4YeE68bGz2PaEpKw9gGoeyvFr+uujPyw7ibgfOfWucpksQY+5qA9NF8VC5ueZxU7AfORDHxY69kUgb8kk2zNP3VrOJXibJKOhXioG5AmPxD6lcuK+79sEXJIZzJBpmNiAtLLMhCZHh3lztFVDT9rH1IT\/DKjOcYFrFG9VEoHVGjbE1KUtoLyVx6NRPGFt\/4PEo7ZEOaGVRZldXSJPcyATzpzu4eNrDM5NYXOvksDwXo+NxYpKUfZE3KGrLaVev46pC8sBj994gAoabaD10R7HkzKqt54kEuZS46avdGlrfvTjJ2ij1H8NZ0dfTyBKOKrPvR\/emGK4COUQX8H1s58tsEFiykFnlUZP7MSfc5PJwSqErHgTQMAXwWLiTL77fDuQ9T4aCpq9OICY4pVWxQsYoxVfQaXAv1qTqYUeK3dIl9dwiq1futi+jn2j4f8T+UlTVAPvsJEE2A8Ut9zxIjY568hBjvVZ1Bx0RNKwYl+TBwQq8EdAGEhm16Cm4RTFk\/VHPbuavPPFyjPVrrX+l16Fo58B2qcX2TxDBJhFr8QKtMHRewlrGDW1YzgoMsAqh0nhYnF2hZoEpJFfGrCQ9JBM0af+hQnvRe9qGCdKiTPIZCc+rvmfxKygka3+6zaga1Q02f0PUaWKU4\/zJ4ZJVOUVr+l0pUtB73vVR42uEPgCT5\/1TJTBb+D2YtRqJu2FYvByvBAvm6qimENIF2FWwLdbTBFRj0tmY3M1LN1FIEYmNGvfO6vdOkLzOe+td7rOcpxGeaGhPlo0+h15b8TiFJR36UgZIwJpaSucSU8DgJ0k2dBl81lL9v9\/zNeo5lfWgoq6nxcjKoe4tCEMhpQUpoDmpyCTpUM9SU8hIgz79YYtrpDMyNV2CjHZ9ZctNwAMQek3THEcOfh1a4Z8OjSdNWRDO8IHZGC5IJV5qdb\/bJU6\/d8lRSzzAzosediBaf+5znENWCtotxmU6nxq1CWSzLk\/96vk7ymTTn7stoVGYfA1ivbqxRI5NN6AWOg3yFNerv0gIWJLmIs0uQZex8duED3\/SR\/SL\/jbQ4Y+SCUJ\/msDZQX9ZnWGN07xolKG3lAuOQg8Gnyr7chMSG9vBia+RG8GBEz8NBuzp0yvV9SkhT5ABNYhCYGdEJPml4LD1C6anSJJ78kOmSSRSI+MifChBHOAvNBFff8R0iznoo1CZz0NopMkhwXYdLiO4CeuGRGwY0QwRa3P0Sp83qBfPivYoKZDNAFR77CkJUrG8LtCr1AT9YDomDWeTdSBAA5kj\/Su3vGMps4dADUVsIMu6pntGkbasSgzXf61L66coDOiscYhWmmMMzXlfxEeTO5GCghuZOew5TsZgaHhxi2gwu4q6S92NKcpkglhRIAI6kpVNWpP7pxHwiCXzEICOBwoGlM2u\/c+PSkbc82xaANUbuCte3C2acZWS5EhcJub1Qs5DBr3\/ol6q+U+MH9GwatYJpkLnTmmsDUrD9IA5XKmyVB5qzERBuJbx08FcXx+rd+lBf23MdlzeGWMWQI3gf5P0GZ6U\/ozASF5CV\/QvXUgfoQFKGxM4sC8ySW\/mpE3biX9xo3K1KccbuRfgV01quW5QVAbZTyUTIHvpWLtmQVLfphbMcD5\/m7b944t\/L+22Mj9I3Rqn1LwB\/2BU5eMEGICJ0C89rqr9EY8slyBgP12Z8ZobgA+RArTwGsBpSbwcW1nG6J8BlRRXhFi2Dp7nMnUyBnYpO+ntMPxJz3r183bKQI+ZaC0ifKpiWOQPpL1CruD9UiFKiBGLT\/BpffwK4H46O+PjUBtEzsoMcetsVL0E+YAuI3QwWFZ13dav3EGxmjfEgshWpC4CbSt3Rteb\/pCRtgF78cihwht\/3TGEuSPvGHJuqJkziOBU5XjBL6hIh417d1Z3KhLtDi\/a5dUpUG4gB\/ROReZqbJqqIPrzuNsGXGEgCynKNXz9Qw\/Uumey+kQAvsdDoxe5mHcuPwjBAaGs5hzaCUBaFgwIYR3zrr2j6dlkxyZzVXtPPcPn\/S4jRHktShHkADhUCijsq7KWHLfrrb4t8f7uNfxduyURVzhbY9j7oCn3A4yJeZvoHsmnU8gI1PGXVCkXtQ2BidBDgVqX33HSRdv6oRIq3ThJ2yNP+Itl44Z8qE0+o4SZFvBZ+nCkahuZit3kiBsFRU8m\/sEvAkKsQoMYLrSTDTGhgy4G+CfLLbwSh4+VfaOOiv2cUcGInv1aMocBOs36hG7zsrtLhq6x5R6+6PtRJTcKuyftv6MVw5Uz2R3Yf67d7YlYieDEPpybRoZDXqw\/1b8x\/BnlOCKw\/\/ZQvUcvN1X4gZgmlXkgFWnqJ1+ohkmd\/phNe4eLaFLbdd1zfMJ6mFK6m6boL9Pw7NEPwS9sCzRx3BG6XUxLE1Tti+bVel6ybAAVEWCfX5Lb8CymwG8OLTVCbvbN8OUzfRf7rHDNwIjT1h40zg5QjScnUiKnKf+baDXlAXBFsuQVs5lRCMATVjp1z2j73IzFKu\/OtGJd7CLDl9ygVNFxNOhLrKQtnX\/jWCh4Lxg48UYyPiiqwjWiUVfyPhT8pzA0hQWN326ThdlZ6c5qYZpGyL9D9eNcCYJzQeaT30+16L48alZgdMrw8+G58mCWV+DIe4bYdQz5Avt3x3mJerIShxehsagbvaE0JPMLbnO0j8hZcRrSO32oJNrFT6+kPF9o+dkrgDsWDlVJ\/vqm55Dq\/xLT+8HMmFBeOnCOMgib\/xUbuuIi8n+bm7llLjVQW8bHGSQ7+mWhUUvqrwbqrC\/05Bh29EC2VOlx8XK2Cjxph7xOijKGCqobLQfQc45BoIXwwX6+0Stv5i3d1pg7RfPAsZE5RvzDBhnsYkXanOzak5DYj7m00arEQtvq8921l85xJojCNAlD\/QG2m\/IjEV0DMf5nOJjTooqAsW1OrcnybJWH\/\/2A6sTMJjzI5XWU64qrY+AJXLw80mzqReClBR3CFyXuJ4S9vALdFcP2mtEFPqrOopbU8W5cRhvFQHZXPUeWtYDpXMcKhEZbqCva6CnBQsNxJ1VSe\/a6Z5Pg3ETtBrgpath\/dnaeZ6h2GiaasuoUMdjNX6185Cq7efD+W6n6V\/gQj3\/NWYqINV312xH0qP0D5fvxtP2zJqQHImdQMo7S0qz\/tQeTfdb6fbCUOt0UbIysxWuGyu1xPMPqh2HvurN1NcyDTCMfq8gFVyGiaVT64MLdmJUgi6h8M5owcCwFz2frYmKVIzb8hVjsmgCRIAHQmNMUZZBj5RJNpO8vEIVTgskfclI+54xVwboMBCVNcPFVpc6+6kneW7oSbg8s8lNzeMfjp1b+RU7U18uqmSO8cIsgViyosOIcJrsyQTCZ9SpbiTSmkbTyDzifGTaawvGWYm2v1Fv1YJXm7Q7\/8XpjQV9IVUSmPojjCROOdG94wj7D8Uhz\/174af9gjaDyIOkb2kB5P7fLscmdGP00711qiw3h3VZept0tpSZqVTRieubXEK0lZBBB9x9mZHqAkhjonFGgqOFjfJtj+ms8H4GDrtneMYGKC4CNf2PIFYzEh2dbEsBxfjH7+QY13QsZ1YThSnJvl8ok2ihBpDsSM4UrCA8wntjm0dr\/CBgz9tS4gdmt63hS3dhRihNsQELDw4L4m22y3\/UVJ5IoJSHBVun17EF7wkPswPoefVYoKERID3u4o9EYC4skGGNDLIu91kJydT2Pdg3wNpvm6Q2Q1WxqsQ1RcNpjsGcRdf7E\/baSUCaog+ZBgr3DTBnaMFRGuH4oE5wqMBtSDVPkdJHTPdmsmwde\/vYi53mWCdtSABt3\/RG9rDlRlfqDpDW6kAyefEAVRJhDDFeimHAIz5cfhIA3\/EB2tt5lQSpq31S4VDgT\/R8ngh9sRVRsZFL\/cDGPO3bV3x3Nay9q2Bl6w42vB878nKNIPG58deq1ct8YwEqnSjWzIAYJAgOdJlGRd3SOsI2ScIk7ViGAciVBuJ5w+vPoCp36ypNqR51Ekg8nWtiWGn3vjgvcHUvi11Ilj40XHCdZAJp69vXpa4QWwxEJLzQMi0TSw7VjArR51FdVHk11PkXyaY2gX8bWIIxDSSoDzFjKUYuohGOaKlvRCMSHXS4iPJd4PWVwMXn\/KnPyX9Lw0Pswi3LRfFr1ZXRtNW3LG9b6Mv\/GjEdSwo8Ds0XxvDYqe52\/v7peeeg6tSLO9wOefGF+eb4+UIa2dSjSz\/tXE3uESwA75u\/tznW\/+\/\/A2p7L4sO2aUVIiEw\/W2\/YG06hFLz9VfeXeKYeLg7A4vxGnLEdJfHAt3mLi7N1uTbhCZHkOhnS4xvNkNmFZGwt3SEG8gxWSizy6MUZsK7eK\/Y0\/DSoe4eh9kLDC1WYBhSPepCDxLNGtRkxfAlzP345+M\/4BF\/80dbMI1Tgyb3N9AiK9uKeVfUkJoCXmCygl3LH5QtB5eKM\/4it1iDDpg\/4p2DLyHohAAHdO\/X9d4+1aQdpY9PPmnpYHKhV1upsfHMU7qSfXiJ3ywYjIuwivPkZgy7tZ2YlPOK0MYgSoKi04rhFI+wU8IE3o7ljCmv7\/8iM\/0du+EZVtOWr1U+oU2zAOBa72ielx+N9VA2IoJB5mfGySQCLToV8giL4IhuXB1UQL5hEqlgNIJ1NZYh4Uda9r74c5kervjYBFmeZfX5hGTLIXXZMJtUCpfT1NVTQonmdDfuvDVqMJBt+jkFL7eAPQpAyCrQ+im0SuDH43NeV3ICjIXXT5KS\/myGd7Hx8WCt4NvCcD31kRhUuxelUIK5t9a7zrNjFnT0Tr58jrCQRqpy\/E5K4SmmQJE\/VZZSSWeeDdkYQ7sSuf7LxESef\/d0sp\/0DirpGUU0CEmYrRWJRbRSoz7IBkC1BGYji+6oh+SCteDqE+DlEtLOjoZbIsLgtlx4QKQ1tqa5MXS5UcPMWyVfLQ4nSvtxOgj11dVUqUOUR2187LpJ05dP+7wJuf1n8Il0yqAcMU6b9y9rbV0bV8z7\/ZjOyGfa0dj3Oh2+xlwJK0FNwFhSQxwjRJHhK9f9EZ3JqLM+6j2CxCVfVuvLJyn68RIN0FH1LUTabAbgxnMlBp7s9jW5\/EoUVflJGhMBiB8PvWuedMdXnujQiCsWqZoxhqPlOgqazEl1ZCBL7FXVyU0cLRC9bCXBmBozZ4F5mm9RXLR5IpIJMEGyp9IrPZd4jjam1RsLTDNfyy1n4NSUhUQi4mh2bRLsqbPEmjEaSgcIoKdCePZPZBL2XeHQVB2ij5GxHfbKxE6eJaaGSgR8hgnmPx2A8pHCIMkF0VM\/EtRPB9MtRK1GNBfHnfyj6pU8hSqWibjLMASvjaRKLbQblUGXjM\/AF0ik5C9qjTsjO2lQ\/Wh+FqKcwtNE7ktBJmGtLwL6zvKgi3gXKEg6Qgcgf1qos2h1L4FCjRJ3jeEKpZRynIiFl8IQJLxF\/OlT+IC5TViMYhpsW2lnnnyiaf5O1MTAPP\/7PMLevSvF1PlFUUfUG4iL1XSWScJSD238+Rq7pZk\/4GF4SW2ekGRf9GXD3oHMDJXmEujl59b1IHqbf9z09jaPkKJogEvQmYAr4WL5cuNx0UxEO3q\/uVth2JYlCvIrE7QeovrVGt1V5owxW7LC+b28L4D4pY7nEOBgvIYNdLwkXprel6F6rbMG6h6UR+ISkbx2SVbNF4jZ+xgjrzyzSBYG0IZVPzbR+h4g21fsWGJIx0UPaT\/KtnVhPjU99YuzEOw89Wo+5UIutGesucMkoPlFElvtVfwN651QfLezXon0vGGW2VmgM8LrUgPGlUrrbhyJ36j2od9PIlD9Pu22wQbiD6m9wbp9euyHeorpUdTbh6EyBD28d\/Ma5H8xHjoo3otOx1lrYW8Nw59eGkWKuLauW4tztDDKDvZTnCsEWUXIwAuez0MYi5SzCXRXqM6L4OvGS9bhR\/cRS7aC8FtkcvZljQxStIoQdK1do7GzGrMFoypujIMzDr175owh7kGcNhIpKLiUfLSlYXHPkLPhthUtviNI6dzelWnCrYxYlXVRgXLjd2D4oj3\/XtaTM9dmwEv\/LTxtMFkk9qgN3YHXJHe8gNq72NADYe\/0ECxy5coaizQvOLG0OSl1ODkYrNqUQfVFSbGCIjbHHC2voeyHYTXrnE5kHWSJ0dscp8apQ7vtjNBz8pEXuOuKFlg8g35lGXvvyN97IG2gdxDUhk6OynWPRz0rTynoQc1vyKWNuafFIRnobCsqIZHaxaZGHlaKkYx4sFq9JW\/WXDU2tj7r5fCg12RLdaCQbV2SV9MT41vNV8i9I2ta4F67Zv44UpmUNGelR\/FbirFAzCoOl5q5Wit3GwgxR79cyVAuBleU6QFpufLrdxuQn3W3mcevC4zJVXnbZI1RN4tE85\/86LH56VztbpJ+l99Wxc8yi6cwQVnGdOpn9S5+EoLtQe6ewHsQfy+xJJG3BYh65M0aWwEpCn9EPVslhMo5OZHI+DJiwDHguMoA96LQ7yUKL2ikt4nx1jWowgsAyxNYttSwwzb\/ucQEDK59hmBzZUAcHCUXZcs8CtTJ+Lc58HsSDCVuskaKGWEOik5PbT+LUUbGFJ6l0W9eBL4BF7a4EoulHEiCvqMPOJz0noq0OuA6hxngYDgsMsHrqeKH2F\/ofCFAv28nqwhAgiPvusvHBXeTE0PTz6GdZvi7kjkOcdx4MwPUrJr2Rc7OXvXw2Cm7dQJzmXjPQX2Tjdv+VPF0RkowpeOE1CM3koDNPZtWDLRSgNm0sZBF6yJT2g+KP3rLP4i2pPvwF10iVLd4U1AEh9ZMPrZvdsemgtr6Tsg70ylcpEeTZL42L44HdTUKBtTooOTk1ZR52acZHp\/yxf3KOvynLwIJhBim+SDZY2kONWShbsZDSVE36qSM8eoqzOECyRaAoau2qMJWpEVsYmjYxd1oulOTM0BigeCuKNtyLsbWG\/augGmIo49SsyKqeB0EmIaJ72dOgksfpvziUjREYjrUH+gjhVpDlkmEiwUnUd\/cW3qurPl7olPj8nTRhbbKo1cvWaO2ThUNNdt3mWqPbtrzds8gkA6aVh5JCebFJLg0XAUmUoUrq07LnFUE6+xrXW11s4axqsi3VwQHfFVzL3qXCjIk7wf7fFor4QOs5qEtkokuf1B8ITgFjTZlaudycHPxJhI1g3C1QFRVMLZYgwXiZxPtFqbKi+5bZjRiDNoQroK7Gt\/7qdEDJIlD1Q6K+Lg8H5J3nrowbiQAPKg9kD\/4mJ2vXR\/c+aJdICykfKkbBqha8wT7\/rKassVb0uym2HGvi2BauWh+ncAiWWgSDMfu4CtMWC3ZxHR1HOmPsnNhstcYEQOxhA5YcGhXEJJoFkgmy2XBqqd04hsTa4XAUVqZRt3L0tr+sQTE3Hl62zEmmrh8FKj9fbH1lvh+g+MbnWc6dLDLnHgOXyP9n33XACRwwij+36v24hM+uRYbWOr1s+qwx5\/nCCJIKJBJleEO9KcN5yQrH9GRhPCwBRyX15sqIIJDH3JD+k12\/2RpmKCDZMG+cEvk7gx73H19CnwFjSVEh9ERCwGgxBYH39+YuupP6s7iPrjojcoz\/TZmCZERDPgKJvkfKm+sYuUsScltWmprpTP4OqbLQKkLiMAxX6kCD9XRdWcJ6Kfn1bvrCd4T8MMbFmc1dX3ofRSZK4VE81HHbpJifA4ZkS0TH+yIn8kDzNg2gDqJvZgMqtJUqRz7eCtBaxpbJqT\/YXdF4uSkEJ7v2cDvRX4UCxmt7ADdaE61lINu+XG84lWVRU+H2tLTl07jt5HiO\/hFHsZMq2gTYM9vuxNtZM00rZK2VOpY7YI6dY36zI5mT6Fu43Mv1IJZ\/XpErXUJKwcrTuplKnsSiAWig1MDp1ObHqJSFCU1lCI0cpFpjEZdWElhpdzHwjZKZdLUqAq57WhWMAV4rvIJm5xy4r5P6RJXr3nIE1gQkpTq9Ai5pCujeN7yuLetjuz1Pd4KF5fQmkbddREx07fsnN3l0Tpu4FQGGNCWnJfifoqccDL4pW3nLRFteqTI1yFMg0MmeqRzntNWZtx112iXWMK+CZQkjrYURmFg9p41q4ZaMjGdyS6TQYgmTe\/x4JH3J7PvMQ1K+hgj2KGnMWbVItf6g5pPcug+G0hgvHdj4ziW4tVRAnXKKxVxQBNyaEUDfK5kovvL9Lj9+oqTKSMNztdSSyaI5WYdcTVSlmuxjKsaf7wiIid5l+GodVss17FzJGQIdA+qLrOkKSwA2hyD2WcGZqy0hsyAoOo5p+2NCBSKOrTkJKWvRvW+QCquE42tnT2qbF2iaVflj70xrXk5iD1RGTG8zYlaFg2oFV0nXi5w4s6WbLV6QxSTVm3ZKFWvz2wS+wQQI69svEOCEO8GllmvdPhbcGMGIvsPUM4d0FsqhgC0WvzhWn0Jd8CGTNkSwkNdnBLte2SnulztGa3g5NQHMteT200e6uNW089LWYHuvKQm6W1WpYWuOQphcbHxk14blEqqFAu+ZiBtz5lIPbrJ9AVnTzMcGUGqVSqiZxuDZhGvD1URpgj72KC6\/1o63NqAflWvAtyKSuTAf\/MPv+SRTnsS4wWkggL+qVTMMaQQ8VbJEYrhiKTRMN\/Z\/an9630MhF5XGYQlw3VcITK2hccYht866w8z6nPyh2lRaa0oPAqmKO9o4Bwg4jswKjaZfE5nnRsjq9yLD0OFPjZlYQPHMbOeWAIHaIgEtHuAOJpTneFgZYksGYSQMefiSbDxn9TA8+Ja8hny8Bv9uBzEK1sqwYfPbzdCrTEUloPJLwtYg1spzXVcxhoy8\/rAi357BhfvdsCSo56t6F8QpHPHy9lXuqNGz+2bP+9boI2i1fontWh0PwEwe0nx\/2hbsqi1FUgZykmaG1wiV0uP2k31wIKxU2BcYcwELAV9WrLcrsxcckR0Py6SOX\/QvBwnuYvH9d8YSYsyvWtBVFjWjKMdnW0vKu1XxIBRO5zpAvsHoiNl45oZMHFXP+5ZYckoldV67\/iJq9KvM7v+yK2TZ7ExHO+GGB6NVGmHv2LXOKFXRWMoZSaVy514SlcTVRUv4td8qhReOP\/fGvmYxY2s35jyoUUQSqXm0edY+X6AES2\/OHU\/K9e4sn0oL3tdIQ8SKcD4XZvgnshLSb\/vzqwld6NiYdwuyBjZ85l06m3J41kuKKQqqnFVBBCL6C9HHSTu41HDixDdD17fiX0xu29nFDOs6elflMfcRq3sTWl5UBLWkg4Ve0HfXs2evn+laVkHXhw2md9AITN37Pr3qMzxkO2w0t40yd6ijqjg7cfU0NiKgSlxwrFFvApj23PYlpy\/kP3pFWb8s1lttwL2SecXLXXMh0Y+o0VF7Qh90mhU520OgHnHNBVe\/GVlP70tdTlx4gNVMdqGx7RZh+oDnHCdzyLkvSjRmPUyGJX5QGJJCb5LN5aUwyd8dB5z9lXkap33wEOHxXb21LXe5s0oHT2JtZCjdFCFEsYAxM1CMlG2g\/izFNbvJc6uSIfnRMv5t\/CiMlpEtLV8mkxfPY7Dl9ybkMSo5SXqxxPXa1HmcPzxmksqmdYbcMuvPLOZHd8JXQGheqhvi76DNgFsvTEitro7aWA8cusIvjBK15gs\/vNNxLmTzbAFLToYY374TptbTgHCkb34oXQlqty6EaVXS+9TCSCjwm5qHXCc1Gsh8CZ5k2mErKwohk\/URziwhjDvIJb9W5e5V64IYSnbqpnDPG+TY0caxV2TdKIxAgC1uInWZwB6OVMHUFgREZUBNUg6y171KnXsg0XCuXtqHItW8h2kSoKmoPoWu9\/8LNpPqf8jS7lb8lA\/7KJTOKkANrvYPnrPxDMFNAMzEcG+8YZSjALU5wU5HsSJw0SkKko2\/Vrnh\/Hdkr69NMlja7Mj9PzTTtQs+JGyVgRUHh3V9XPgwwC9STt8\/RJMsL8pS9XZ5c+5i\/0jynikOLoEU7tQo5K4xOc6g2byuvjhT\/LRw4SANwQjaLIuXjZvlGH26adZRBnSbNo6wk9nfZca1eblQdy7xPlECe68R5UYSREyxSgULP0PRWlp6TMcqFr8hpv8Crk9XCpwbda77nOHdra4dtrFsYrvXm8Q\/u9SKh1nFNvfujAF+HbbMIRsh2WD+h8D1gUifqNqIVbwom1KWoJTGKmQhDKJ1lX5HXj1ORNFOn5tPoYKh6HJXETkxwQS43bgYHPZsNnchID5P5sDbJuogzIkOBAA13bCLHaA7cZzs5fhl5seENrDzl3QRMreDKVlnWyfqzsY+h0BfSgn4ZjBJvXNMvWYy2wYLQO244hA1RWaTQMIdIZrRCcbfBizJuXgOQfb\/4EH9AUuRbc1IOxGSqIU4+ynqRwJco8C0i410zT9ZPaL3Tgt6jNCrAr2Bnp2QEHjT+OYi04AgbhzzMLT8iUM\/vvnM4\/vRZH44jFCE0qyWdQDLuNZwy9VMBd15wz25YUSiKwvIglRWcsiiK7HzKCZe+hJWOumjNMRF6zZlZ7xpx9F4scYWfGUGShiWclo6SMddL2lMI+3cjQgS6yXyoAE8XGCwMJ29OAT2+7QNZmCKjyRaD1v7wyOM3VWJQSGswQMo+CTxKZ35EwosTGaQt4v5\/0f+31GDrdtEB5\/fgEzndYHaXYJRIxCjea4YVWWERYFL6O6N5l18TJc\/Xt1RLvKejiHKpIKhRlQqHa78WEQjt\/R6yoC6QmdOE0tU1BLJqUJXxBHjuzPXU6JfPlDuhV++U8KVlKhuUq555qt\/5TZ52RGUSAm8TUzkmaHsOSnpc\/CftebdfNW9\/kgRE4WWDweYsLCl7qEPMV+GSYlkvKH3xqjLjNFQbh9lIR625dWTV43ewF01TEuRjU30SDdQewPCV3S4Tu7bf2EUkWE8ehfRVgTbBJyAHKC0fE\/TuaGgj0Gjt4gSdfN06hTtw7tlAg\/+GzG4tWQypNQfhVuzr7uvk18Fott9h9\/8AoLWBhC2RK0J00e9bfI9ukNYpmxi51WMpN+RyloVNmtgMMpZ0LUdFzQZH0FT8dPuqDPPHeaXAFC4Rsd7nLutza2GLgicU4FIcIJEmp4E5VhVvgyn+Eoiq4DHM9I\/1FXPNS7iwGMD7FjPqPH0pwFWXkMMkwGGoHl3dJRod2UiEac3h6+jZj6uCuABP2n1FryzXnBQV2qhna1BuE7osN0EpaBQpPyRi1wGYnt8QiNICpZldFIK\/T+vBkJXrg6gAVWFqgJboAegb3TMAiABwxn3GSyjBc1gEDROJ0OqkwAGBHoyvDnyIhSFigy4qDPAAAA==\" alt=\"stake\" border=\"0\" \/><\/p>\n<h2>Stake et les trois principaux paris int\u00e9rieurs<\/h2>\n<p>La roulette europ\u00e9enne utilise 37 cases, de 0 \u00e0 36. Un pari int\u00e9rieur couvre plusieurs num\u00e9ros voisins sur le tapis, mais pas toute la roue. La mise minimale, la devise et les r\u00e8gles affich\u00e9es d\u00e9pendent de la table choisie. Avant toute action, v\u00e9rifiez aussi le montant indiqu\u00e9 dans l\u2019interface : les limites sont propres \u00e0 chaque jeu.<\/p>\n<h3>Le straight : une seule case, un paiement maximal<\/h3>\n<p>Le straight, ou plein, consiste \u00e0 placer une mise directement sur un seul num\u00e9ro. Avec une roulette europ\u00e9enne, le paiement standard est de 35 contre 1, auquel s\u2019ajoute normalement la restitution de la mise. Une mise de 1 unit\u00e9 sur le 17 rapporte donc 35 unit\u00e9s de gain, plus l\u2019unit\u00e9 initiale, si le num\u00e9ro sort.<\/p>\n<p>Cette option offre le plus grand paiement parmi les trois paris \u00e9tudi\u00e9s, mais elle couvre seulement 1 case sur 37. La probabilit\u00e9 de toucher est donc d\u2019environ 2,70 %. Le rapport entre gain potentiel et fr\u00e9quence de r\u00e9ussite est d\u00e9favorable \u00e0 court terme : plusieurs tours perdants peuvent pr\u00e9c\u00e9der un succ\u00e8s, sans que le r\u00e9sultat pr\u00e9c\u00e9dent influence le suivant.<\/p>\n<p>Le straight convient surtout \u00e0 une s\u00e9lection pr\u00e9cise, pas \u00e0 une m\u00e9thode de contr\u00f4le du risque. Augmenter la mise apr\u00e8s une perte ne modifie ni la probabilit\u00e9 ni l\u2019avantage math\u00e9matique de la maison. Une approche plus prudente consiste \u00e0 fixer une mise constante et une limite de pertes avant de lancer la session.<\/p>\n<h3>Le split et le street : \u00e9largir la couverture<\/h3>\n<p>Le split couvre deux num\u00e9ros adjacents, gr\u00e2ce \u00e0 une mise plac\u00e9e sur la ligne qui les s\u00e9pare. Son paiement standard est de 17 contre 1. Il couvre 2 cases sur 37, soit environ 5,41 %. Le gain est moins \u00e9lev\u00e9 qu\u2019avec un straight, mais le num\u00e9ro choisi n\u2019est plus seul \u00e0 devoir sortir.<\/p>\n<p>Le street couvre une rang\u00e9e de trois num\u00e9ros, par exemple 1-2-3 ou 31-32-33. Son paiement standard est de 11 contre 1, tandis que la probabilit\u00e9 de toucher atteint environ 8,11 %. Les trois choix suivent la m\u00eame logique : plus la couverture augmente, plus le paiement par unit\u00e9 diminue.<\/p>\n<p>Dans une roulette europ\u00e9enne classique, l\u2019avantage th\u00e9orique de la maison reste proche de 2,70 % pour ces paris simples. Le street n\u2019est donc pas \u00ab meilleur \u00bb que le straight sur le long terme ; il r\u00e9partit simplement diff\u00e9remment la fr\u00e9quence des gains et leur montant.<\/p>\n<ul>\n<li><strong>Straight :<\/strong> 1 num\u00e9ro couvert, paiement standard de 35 contre 1.<\/li>\n<li><strong>Split :<\/strong> 2 num\u00e9ros adjacents, paiement standard de 17 contre 1.<\/li>\n<li><strong>Street :<\/strong> 3 num\u00e9ros d\u2019une m\u00eame rang\u00e9e, paiement standard de 11 contre 1.<\/li>\n<\/ul>\n<h2>Comparer les couvertures et g\u00e9rer une session<\/h2>\n<p>La meilleure comparaison ne porte pas seulement sur le paiement annonc\u00e9. Il faut regarder le nombre de cases couvertes, la fr\u00e9quence attendue des touches et l\u2019exposition totale. Une mise de 1 unit\u00e9 sur un straight n\u2019a pas le m\u00eame profil qu\u2019une mise totale de 3 unit\u00e9s r\u00e9partie sur un street : le montant engag\u00e9 et le r\u00e9sultat possible doivent \u00eatre calcul\u00e9s s\u00e9par\u00e9ment.<\/p>\n<h3>Quelle option choisir selon l\u2019objectif de jeu ?<\/h3>\n<p>Le tableau ci-dessous r\u00e9sume les diff\u00e9rences essentielles pour une roulette europ\u00e9enne \u00e0 un seul z\u00e9ro. Les chiffres concernent les paris eux-m\u00eames, sans tenir compte d\u2019une \u00e9ventuelle promotion, d\u2019un bonus ou d\u2019une r\u00e8gle sp\u00e9ciale de table.<\/p>\n<table>\n<thead>\n<tr>\n<th>Pari<\/th>\n<th>Cases couvertes<\/th>\n<th>Chance par tour<\/th>\n<th>Paiement standard<\/th>\n<th>Profil<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>Straight<\/td>\n<td>1 sur 37<\/td>\n<td>2,70 %<\/td>\n<td>35 contre 1<\/td>\n<td>Tr\u00e8s cibl\u00e9, forte variation<\/td>\n<\/tr>\n<tr>\n<td>Split<\/td>\n<td>2 sur 37<\/td>\n<td>5,41 %<\/td>\n<td>17 contre 1<\/td>\n<td>Compromis entre ciblage et couverture<\/td>\n<\/tr>\n<tr>\n<td>Street<\/td>\n<td>3 sur 37<\/td>\n<td>8,11 %<\/td>\n<td>11 contre 1<\/td>\n<td>Touches plus fr\u00e9quentes, gain unitaire r\u00e9duit<\/td>\n<\/tr>\n<tr>\n<td>Z\u00e9ro inclus<\/td>\n<td>1 case sur 37<\/td>\n<td>2,70 %<\/td>\n<td>35 contre 1<\/td>\n<td>Choix possible sur le tapis, m\u00eame variance<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Le straight r\u00e9pond \u00e0 une pr\u00e9f\u00e9rence pour un r\u00e9sultat rare et \u00e9lev\u00e9. Le split r\u00e9duit l\u00e9g\u00e8rement la concentration sur un seul num\u00e9ro. Le street augmente encore la couverture, sans devenir un pari \u00e0 faible risque. Dans les trois cas, le z\u00e9ro explique l\u2019\u00e9cart entre la probabilit\u00e9 th\u00e9orique et les paiements propos\u00e9s.<\/p>\n<ol>\n<li>Contr\u00f4lez le type de roulette et confirmez qu\u2019elle comporte un seul z\u00e9ro.<\/li>\n<li>Fixez la mise totale de la session, puis divisez-la entre les paris pr\u00e9vus.<\/li>\n<li>Choisissez une couverture coh\u00e9rente : num\u00e9ro unique, paire adjacente ou rang\u00e9e.<\/li>\n<li>Arr\u00eatez-vous \u00e0 la limite pr\u00e9vue, m\u00eame apr\u00e8s une s\u00e9rie de pertes ou de gains.<\/li>\n<\/ol>\n<p>Les promotions ne changent pas les probabilit\u00e9s de la roulette. Une offre de <em>stake remboursement<\/em>, un <em>stake promocode<\/em> ou un avantage li\u00e9 \u00e0 <em>stake paris esports<\/em> peut concerner une autre cat\u00e9gorie et avoir ses propres conditions. Il faut lire le r\u00e8glement de chaque campagne plut\u00f4t que supposer qu\u2019un pari de casino sera automatiquement \u00e9ligible.<\/p>\n<p>Pour les <em>stake joueurs fran\u00e7ais<\/em>, le point d\u00e9cisif reste la restriction g\u00e9ographique : la version internationale document\u00e9e interdit l\u2019acc\u00e8s aux personnes en France. Les informations sur les paris int\u00e9rieurs servent donc \u00e0 comprendre la m\u00e9canique g\u00e9n\u00e9rale, et non \u00e0 contourner cette r\u00e8gle. Les r\u00e9sultats restent al\u00e9atoires, m\u00eame lorsque la pr\u00e9sentation de la table donne une impression de contr\u00f4le.<\/p>\n<h2>Conclusion : choisir la couverture, pas poursuivre les pertes<\/h2>\n<p>Le straight maximise le paiement potentiel, le split ajoute une seconde case et le street privil\u00e9gie une couverture de trois num\u00e9ros. Aucun ne supprime l\u2019avantage de la maison ni ne garantit un r\u00e9sultat. Comparez la mise totale, la probabilit\u00e9 de toucher et le paiement avant de jouer. Pour les r\u00e9sidents fran\u00e7ais, respectez surtout la restriction d\u2019acc\u00e8s de Stake et les r\u00e8gles locales applicables.<\/p>\n<h2>Questions fr\u00e9quemment pos\u00e9es<\/h2>\n<p>Ces r\u00e9ponses pr\u00e9cisent les points qui pr\u00eatent le plus souvent \u00e0 confusion lorsque l\u2019on compare les paris int\u00e9rieurs.<\/p>\n<h3>Le street est-il moins risqu\u00e9 que le straight ?<\/h3>\n<p>Il touche plus souvent, car il couvre trois cases au lieu d\u2019une. Toutefois, son paiement est plus faible et chaque tour reste ind\u00e9pendant. Le street r\u00e9duit la concentration du pari, mais il ne transforme pas la roulette en jeu sans risque.<\/p>\n<h3>Le split est-il plac\u00e9 sur deux num\u00e9ros quelconques ?<\/h3>\n<p>Non. Les deux num\u00e9ros doivent \u00eatre adjacents sur le tapis de roulette. La mise se place sur la ligne qui les s\u00e9pare. Deux num\u00e9ros \u00e9loign\u00e9s n\u00e9cessitent g\u00e9n\u00e9ralement deux paris distincts, et non un seul split.<\/p>\n<h3>Les paris int\u00e9rieurs sont-ils disponibles en France sur Stake ?<\/h3>\n<p>La documentation fournie indique que Stake interdit l\u2019utilisation de sa plateforme aux personnes situ\u00e9es ou r\u00e9sidant en France. Ne tentez pas de contourner cette restriction. V\u00e9rifiez toujours la l\u00e9galit\u00e9 locale et les conditions officielles avant toute inscription ou mise.<\/p>\n<div id=\"themify_builder_content-8753\" data-postid=\"8753\" class=\"themify_builder_content themify_builder_content-8753 themify_builder themify_builder_front\">\n\n\t<\/div>\n<!-- \/themify_builder_content -->","protected":false},"excerpt":{"rendered":"<p>Les paris int\u00e9rieurs \u00e0 la roulette se jouent sur les num\u00e9ros plac\u00e9s au centre du tapis, avec des paiements potentiellement \u00e9lev\u00e9s mais une couverture limit\u00e9e. Sur stake casino, il faut surtout distinguer le straight, le split et le street avant de miser. Cette comparaison explique leur fonctionnement, leurs diff\u00e9rences de risque et les points \u00e0 [&hellip;]<\/p>\n","protected":false},"author":22,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/8753"}],"collection":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/users\/22"}],"replies":[{"embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/comments?post=8753"}],"version-history":[{"count":1,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/8753\/revisions"}],"predecessor-version":[{"id":8754,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/posts\/8753\/revisions\/8754"}],"wp:attachment":[{"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/media?parent=8753"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/categories?post=8753"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/imah.org.hk\/id\/wp-json\/wp\/v2\/tags?post=8753"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}