온라인 무료 블랙 잭

모든 세션에서 잃을 수있는 금액에는 사실상 제한이 없습니다. 실패는 메인 플레이어가 토너먼트에 자주 참가하기 위해 플레이 한 수수료 금액입니다. 기본 블랙 잭 전략은 아는 것이 중요하지만 플레이어는 또한 언제부터 분기해야하는지 알아야합니다. 게이머는 노트 카드를 세는 방법을 배우면 우위를 점할 수 있습니다.
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pv/LoMfMzlAJD18RyFR2/2Gff/wAOk/urDDsef+p9l39q4n+z1S3qwOrPbQGnIBYZ+e3lohOZ/JpH6n4glIB3X3Gcj/8Azo2fmzyYlpWWmvHTODsXoqjpP/g0h6V4ducfIrv7VxH9o81zrMwyTjGvabpOavAAiAp7vbz9aWq/p4eva7+68O4nyKd/auIftHmoYKaN6dlv1iqWkQnMnEfEgXPzMaYP20sukFra0UtQooaimQFClHepKGhjPfH7wfvD6lTpntc1tprpLQ0K2ilcEgrbbLNWVJwd95srn6HUxgpbpJZqg1ouQERDxS3K2wyy47EQ0o2H114tJdtjz5/nqvRgQQme2fsmKthmtjWKKWQjCW2gnr52+Qkf4PPvrt0oKG2352anttPUyMD4UdomqKsht9+o+Ep9d8aWe7cQT0SzSx8QyU6k/HcKuCzwEepRB20pv4pGoKOpirz4Kr0stPfFpaQEdx1sC8nzIGmHSTbrs/NPr5p9+zoh0MddU0dRR1sN0iTp/cmtp6ZEL+QjgB6SfqdIo5bylGIbpTXeNInwEuFyht8LDPfwou4+WdKOG47NPdo5KO2wTSSL8UlNSz1Bx85pSoA+ajOlCUHu1fVwUFFUo6k/HRWpYx96ipY/oNNy5SbBOvxXL9VUniURqIQ0EkaBf/jDwUrEbHphCln/AM9LIbJQ19knomtlH4cTCWJv2fOICfoT1yt+mgV8tVUWFZVuHhS00mJSLrESM+TzlCB/hTRVlvFsjlkMrQS+NF0yzBZpxg/zzSFdv8I31E94ay50t+ck5rHPNm6pztD0yZo5x0vLCY/CZIYRnGxEI6ifl1nbz0ho7rTU8kGbrTkwOQ8Qmadhj0WILEp+ucaSU63yT4bLViKiV8qYadaaA+u+7v8Amc6OW3UkcjPUMa6Zj1HxF6Yg3r0Dv9z9tAz1jGkj88veys6fDXP7UmnJGW1bnc66We30dNIglLLO3U/T82kkJA+ijT3arbY7Q9TNXQrW1FQpyIF6VDHuer8TH56b6V6uVhHLKyxg7BRgD6AbDUgtVgqrxVxUVEks0sxCqijVW+rlneGRtJJ2b/IKybSxRN4D83qGVXCFkqJXfxbkoZshPfGwukMvLy1MCqT1xztvVPnWiLT7Ol7r6pIKutp4SR1MFk6yPy21Ytg9mTh+mZJK6Wqr2zkq+ET8hvq+pcLxaYAnsjnb7aoKXEKOM6m6xZQcsKCeTpEVZK/bHjuSfy1Kbf7O9ZdipoeFLjL1diXcD9db5s3Kex2mBY6G10lJj+JIwWx9TqQwcG0EarLM7kRg5+LbHz7av4sAlPallPhp7qskxyBvyAfX2WDLZ7H9fVK89xs9NSRRjLtPVnYepxqEXLlVwbSXCalgt6VccTlVmjlcK4H8Qz5a01zy5o0d2qJeD+EQsFvgcpVVEZGalx3UH+Ufr9NUq1Og3LN886zGJ1kTJOppHEhu11zqreiMkzOskba+wKDDlrwiGwljB+szY0avLXg0t4a2AFu2fGbGpmlNG+V69vIAaOSlQDPWQT3Hz1WitqAfnPmUaQ06EKFDlhweTj9hr8z4zbaEvKLg52y1ryG/+82pxFSAg4bb56VJTIF3O+pRVVG3rD5lROtssoTFyf4MUg/shWx5mVs6sflDZ15X39rvw5RSU8dWqpUBGYggHqVsE4yp/TOmue3eMv7ueSNh2IPbSGq445icFoZmpqfiChUbq4EVQg+TAYP3H31bYe/O8GaV2nP3VVXiUxlsTAQdqv2x83OJ25sxVl0q6YW24RmkePp6VSTOVbI7knbf11fS3tZQqmEN59SNtrBvDXHNPzNkljsYNPcunq91mX44Jl/C2PMZ8xt99Tuk9oDjThxKez8U8v5KipgIQvTV/hFz8gwOdb2lxNkLbPvbisJV4ZLL24xqNo3rXyzpKVLTeGB5A7nQWuVBA2Dhivm7ZwPpqmbbzfYWxLjc+W3FVKuMuwjWTpH2YZ20/wDB/Mzl3xxUy01jrnFZGcy0lQDDOvqQjbkfMZGryOqZKAQbd4I+qpnUkzb3bsVgT32JyQnUV8gGwP00RU11JUVMVDFcaGGWdcpHNKFdvXAJ303zQRRsRS0Mzjpz1K4wdVRzH5S8A8w6uOr4kqrnS1MI+Dw5egrg91ONjnzGiWtJO23fdR9U/h6qbcd8trJxNw5X2vi33WSCY+JEzRdfRIOx8/PVHxey9wlMPESlppl7gxUBx+Z063CxnlPRxf6t80eKVEmPDp62tWri6fPKSq2B9MaV0fPS2mkYXiGkqJEPQ9RTTPSkt9FJGqisw+Gd+aZt7cCbfb6FXNHX1NJHkhdYc7FNMfs68vKVhFXW6NflJFEmfzydOEfIrlFAvXJw/DORthYur+i6aqnmpJWVTvw/xMQU+JY6+GOrhwO46wqOD/xnTjT8+uIKJkjrDwzXKDh1WSSlYD5f2mf00jKGjj+WP88fspHYjXy/8p/O5O1Pyb5WQYZOWtM4xnqmjVR+ulQ4H4BoMrT8I8LUR8jJGjkfYDSWt5t8ufdvfuJKGahBGXliqA8Y+e5/y0wUvNv2cuIKqOOi5q0Nuq1b92lyJpgTnyaTpVvtoxnwsW3s+FkI+ark1LifFSKThDhdGYrTWfoP4kgtYIP5jTZVcv8AlfUIZK7gigqtsdZpo4u/00/Itouk4jtHGViuDTKCiQ10Zdx6gZGfto+osN4pwoktZVekAso6g3zzjUwZBKLNII77qMVNTGdpCr6blfyu8Vlg5fWwg9+o9WPTSGr5K8r6hfEfg0UwJIzEysAfoRqzaWwXyuOBbqkjHSAowNuxyRpZLwfXQRrNXmjokVRlqmrVBt5nUUtBSOHbaERFilaw3DyqUfkHy9kUvDHFAB5VFENvuuim9nvhqQB6SGzVIPbpRVz9jjVh8R8xuSvCCSJxNzf4ZpnC9L09JMKmf6dEZZv01XdT7V3s3Wfqp7KeKeIXB+FaK3+EGP1lKHVRPg2FkZrkdxKs4MaxMkBozeCLqPZ9t0a9Z4XpmUDHwQKw/TTNU8k+GVc+NYKNCPJoMadLb7TPHN8qjHy/5H09BTOcLWXe5O749TEigD/nOpPFxRzXvaLJxPxBbaOPuaW129VBHozy9bfljWdqabDYzaGVxPL/ANCvIqzEnC8zA0c9PRQKLlbwlBmP/Vq1v5bRDOvasJmiBBKD5kDXtBAAaAnzPuifiX71m2/TV8VatSauunpapQwNNe4aKiGe46gOpwMevlouwzW2KvlhWttQeoQxmO3e8VE7ZH8VQx6VHqQdevVtpzaKW5ye5mViYxW3axsZWHcCKBMqFHllc6Np6mrpY6eerud9qYThiriK1UrD/CPjZdu2NDBt2ad2/wDChwbO1TTQ+EKuop6NLQ0ysSFgo57nMTnG5kPQDqYIlZcLMUkpK+WugYMvXS0jTKmP4YW+GJe250yX64xUN1DSVLijqAHRKq8CnpyCP4YogJHH1xo6lqbVBbqqOT3QU1ShHhRUHh07N5EtITJIf0OmTShjQ8m2z/xPiifKcrBdKV92nanequCtOjBRHV3B618+gp6YBFPyJwNKeIaKlW8CuqKqjjARXkaoppJpskeSs/hofludFWenu1LRrHSvDbqVhkSvAIerP8kS4Y/VsaUUVH11GLZSzXOsLZWWVOsg/wB1Bsv5E/PVfLWgOyxDX18t3ifBWkOFm2aY+XvsXIJLq3U1BK8NIRtNWRoq/VI1A/QffRPgUaSiXBrZsZ8SoGVz6hOw++TqeWzk9zBvZFbeI0tkDj+1rpBHt8l7/pqZWrlVwTaAst0ulZeJPOOlj8OHOw3Y76ngwTEq518paOe338gAnyYth9AMma54DX1/lU3HDda+VUQNO7bKign9NO9RwrxBaoUqLnZ6mmjk3VpIioI++r+tbRW4tT8LcMUlr6FH7+ONJGzjIyzEk7EHb11KqDjstC1q47s8NVSkAGXw+uP7j8S/qNXbOhTRGc8va7tPc+ip3dLLyf44uz36+yzlwbwNxBxhdILVZKJ5XmbdyMIg9SfIDWweXvJPhrgm2BZY/fLlKgE9SdsH0T0GnLhKPhhIEl4Wamp4ZF2SIDDfQ6ks8sqRuJEIHTkkHAA9dWWGYJTYO0vPaf8AuI+g3fVVuIYzLiDssfZbw90bRWygoVMdNSRRK3kAMnS9I0jAyAB6aiF34gegofeIZ1d8dKINyflnUKtnEl5rrpJRVVdPUzGRXjCSdJAzup7DGNWLq5gF9yBjo5JdVbdbdI6MKOguS3SegZ6fmflqnecnHPEVfRnhXhSWSOsqoh4oi2wpzlervkjH6/LUgreL5ZK2azcPWo19xj2kb/cU7Ednk7Z+Q3+mkdk4errXUS1FeaeW5VJLzVUhyd/JVG+Py1JBTSYq0iTsxnwv3e6DlmFFI1ze04fmqyPd7bxRw7Xe4X7huroy+4kcjoYeoI21xFjkGSSdbNrbTbaiERXjorFjw3hzQqEBP1BP66rbjHlPwtxBR11VwrTigudLmVoV/BJnyA8u3lrO4l0JeA6SjdcD9J2+B3+i1OH9KWyZY6pmUneNn55rPywR7YJz8jpSlPEV6mJz6g6A5lhnelmXpaMlXBByCNiNcAGenrzv5DWByGM6rWl2YXSpIYvxK320clP8eWz8t9J4ekDBIx8tK45VTA6s6mjYCdVE9x3I9IVUfEc41yakiqEIZOpQN86EGifGcg+eRo9eggDBI0cGW1UJNlDqrgijgucN+sxe3XOBuqOphwO/dWHZlPmDsdVNzjuvGcfEi1PGM92noGRUhqKSqx4Yxg/CRv54Gc/M60a6QyMo6SN/TRfE/A68Z0P7PpbTLWPjARIi5+2NWdBLJEdBn5bfJBziNxu45Sd+zz5J89lX2hoKi2U/AvG/EK3RVUJa7pNu86Yx4E2Qf3g8id27Hcbq+fnLmxXa8x8ZcE1U1qutGokinpEZCXznGw76ytxjya4/5Z1pv1koq+ii6w5jkiZAxBz5juPUbjWqORXtJcvOP+Fqax8YObfxZSkU8tNJBJK1bgf2iKgOc+e2xB8taanqQW5TcA7iLEd4OzkqyzqaUSsAOhF73BTdwz7Yc/BtiktfNDhS6SXalIjjqIYFCVKdupgSOlh542OfLtpqqfbS5R3KoMlztHEVPJ1dQLU6uM/RXJx9tWRxrwrys4yjejrOH7w8/ThZorJOpRvXLLj021SV89myWO5F7LwzdaynJGJlpY0IDdshj8xrQwyVAaDGHHw/hZ+ppaCRxL3tbfdfTwVccw/aE/164knqaPh2sejjcxUh6yh6AdmIHbPf7401/wCttwraAxU3Bc2SvZ58KT5Htn9dah4Q9l+1CAPerHUwNGoHTNKFDb+fTt6/lqcUnK/lfwrAZayKyUjoB0+8TBifXbJOnyzTtbmeQ0cyAh2jDL5Q4uPIErF1PUczLzQy0Vo4QhiVwC/g9XUfnn7aBYeRfOfimvSUUE8HV8fW7sAMDzz/AJ62tJxry1sw8KiqzKV7LQ0QA/5mwNIW5u24N02/hysnA2DVNQFH/KuqqXGaWLSSYE8rn6A/VHxUgf8A6ad577D62WMONvZv9oD3r3EtJdFKBkhilJKjt27bap+/coOYFjqngu9iq1lU7qynqGvpTJzL4omIa2UdBbulcBkj62A+rZ/pqEcT0d04sqhWX2termUEKzKq4H2A1W1nSGJovSXJ5iw+t0dQYa8vIqmhrd1jcj0sV865uGb7bysk1vqoMfEGMbLjWy/YE5T82+Yt1fiiq5ncR2vgy2VElHUUlLdZA8tQIw6gROGjC/EpJx8tSGv4HjlhaIxKwYYIKg7flrT/ALG/DkHDvBVzpKenjjEt0kmboULk+HGM7fTXYbjTsQqGwSR2267dmq7GMOhpaYyxOvqBYqcX/lNw/wDsR4rlxDxPVl2WNCLzLSsxYhQOqDo2ydUdefZ19na+XSrpLlwdd7nLTyFJJqm/1khY/wCJ5ST6a0rxtcaWkZHnbMdup5a+VAe5ClU/q5H+HVL2ET1FEZXkIqri7zyMFycHJY/Ldk1q7WCybbqtf/dP9ltHB/8AZxWqSMgLepjkgnI3bywfy092nkV7O9pwtn4Iqown8UdarbeRydyDjGpzLR2+1QLNSMpmjbqd2PX1E98kjbPrj/1TQVDNCAKhx1YwJUAP8IyOkdP3AA+XbUU0Ec4tK0O7wPZExVU8OrHkeKS0/CvKmmhVIbXcokKggJVRE98YwPPSluF+V4ZUaO8IWOF/eKc/Pt2+elEkNtM8tQBH1+HhQy4UFQSSFxsc9HnjbyyMIZ5aQuoq1hkCHLK0IJcADJGenuSSDkDf5bwigpmjRg8kvxtQTcvKM/1N5Wuyr496QkE4K9v/AA69oqaxivjaaiqvdHk+MpD8YxtsM+XbOPPHlr2l+Apv2DyXfFz/ALysJ0/gSUE1tR3pJfxiNL4KmvmI/nfHTGMeo0jjp6i0AEWuz00zuGWStme51P1BbCZ9AAdPNmslffZ1pLLZobXE5yiQUgaolOe6Rr3+rHVq2DkNxQ7LV/s+OyhgA9bc266pvXpVclfoANebxirqiW07CfD+bDxJ7luuopaUB1S8Dlf8JVWvbrhd0jrruIqbpGRVVVMpqZB5dMYx0j0BwB6amPLfgIcc8QGyWKop4KjoLmsrm6pCNshB2B+S6tm0cgLFRSeNeI7neZCfiM7ikg9PM9Z1L7ba6CyRvBaKyx2NF2C26EzSkYP4mAz/AOIdtWtB0XqXPD60gN3tBN+4kW9NOVkJVdJIIoyyjGu42sPXb5KJV/JLhfgWk/aPEUFzv00TgTBT0RRr/OQMsy/MacqGvlWWntvCVtt9vpZo+o1FLEq4GcAdX4i3/TVwcMXCk4ttVIoY3CMdYNY6eGWRcgnG+QSOn57nUB484Aq+Grg1z4Lt3TTAFpbcp3l8zJCfJt91+X57CloKaiGWGMN7gslPX1NUf8zyfzgovWpOkuawvOoyfGmfqz54Jz577fMaWUsdNVwRwJH0gLhANh+Z+f8AXQaQ3XiOljW2LFNDOSskb0r+KuQQRgHbfGcj10+RcL1dLOKy/XSktZkxI1Oq5lbvnCL1NjJB2x5aNIyhDg2THHTmknZYKuJT1EP0sCScdiT9/LyOnGVLze4o6C2UsivG4EkqxE7ZGQvmfIE7d9SS0cPUFOr1SWCRaXOZq67SCnjbv2T8RG5I6iO+oXzb598v+C7ZLw5HdGrJ5EIne2ztSrCPIKYyrZ9ct+ehKuthpG3lOu7n4bfRH0GHVOJSiKlYSfQDiVJ6W0w2W5wO19htNbI4DUcLiWWc+ngLn88Z1OKnjupsoNNOixwBPinqXV+g+nQp2ON8Mwx6aw7Ve1fDRXGitXA9rioVUssDpGFVWI7knLMx33O5JO+kFLT8f80729Ldb3cJo6lvEMMAIT4juW1WdbW14DYAG3/Of2V4MFgozmq3XttstScYc8uEamsgprQzXW4eJ4SUlD0zSEnuSEPSn1Yj5aeeEuD7/eYJZrjWNZfeFDJDT5knkVt95gAF2G4UZGO+olye5RPyeomr0oYrhLWqWneVR4iqPLB2Gw8tWRDx7RN0pSPBQqufxkgD1H/pq8pOj7Iu1Oesd6Dw91T12LtH+KlGVvHeU/22a02nh73aEmkkozuhAUSDOCfUnzydJqW7f7W3hKpjm2b+IHsR31FbpcblxKzm128z+J8IeFMIx8yT27a5a6+exzC2SWusqquNlAjwMEepxnOr34ewv6KhfK3ipPxBcqSjeCe4SMSWPQnVgHA8/Ub/AK6h9PxHLBxF+0oWQROVDAH4WT0A+n667dLjPc+I1qOKbT0eGvStIilML5fXQqGzTXe5xVDWKaC3lsYiHQVHbcnRcETYm5n8PBBSSuecrP5Ua5v8uKa5luOuE42kppAGq4UX4lbzbA/XVOFFDYUkfLWqJOMOXnB7yUTcUW1NumanWYzufkVHb8tUBzIl4Frr177wTNMYp8tNGYiiK/8Aczvv6a8m6W4bRtmNTSyC5Orbi9+PuvRejuI1T4xT1DDYDR1tO4/ZRpcPgMQAO4GjVVAQqqSPXz0/cLcruOOK+lrNYKmSE/75x4cY/wCI4GrasHssTwJFV8a8V0tBExA8KEgknv09TYGfoDqhpMDrqztNZYcToPzuurOrxmio9JHi/AanyCpGP48L0sTtjfOpjwnyw4x4pkX9l2icQkjM0o6Ix9z3+2tJcPcq+X3CvW9p4ZW6VNM4TxKo5ZjtllLDpwMk7Dy1JJq2rylLJdLfalKSIyQfGw/kZW8iB3GDrS0nRmKLWqkvyGnqdfRZiq6XOfdtLH4n2Huqn4e9nmzUTpNxje1kkBB8CI9Ck5Axnue/lqfUFRbbJRmh4M4cQzx/Aq+H07ggEP8AxZK9RBP8pHfSqd+GaetrK9mrrlPO6SyRw/CpdFUAjqIAwVBB7g5xpfw9xlb6ziSG1z8LVVIa2TCVcZRkDYOfE7YO3lnOdaOnipqRuSIBvcNfE7Vmampra675ybenlsRXFXBLczOFJ+HL3bRFJMvUruQfAlH4WU+f+YOsH8Z8g4+G+LqhJZKyy323S5irKKRoZEYfhdGXHcefmNfSO4UF5pb1SXS0tNW074p5qYzJHDEud5vwlmYdsZxjUN588pk4+sYvNmjAvdvQ9AG3jx9zGfn5j7jz0BjWHOrWdZBpI3YeI4FWuBYsKR3US6xu47uayFauZHPmCBKS48b2yoSJQgla0xmaUDbqc5x1Y7nGlNVx/wA0KmLwp+NqkL2xT08MH6omf102yRtTyPHUKUeNirqRggjYgjXutcfxYJ79tYeWsrXdh0jvMhbSPDqJpzCJvkmyeovtY5NbfbjUuTu09XJJ/wD6JxoMVtkPdySexPlpx92BYnqJB3G3fR0WBgYyRqvdC55zON1YNe2MWY0AckVSWlzsSdvMacUoXjIURlt9zoVPJjvgaVowJx4gz8zqSMObooXyFyGsL9GyFftr3ursOpmYD5DQzMyAbgj10W87t/MB/dJ1OA5QnRAngIXPW2w7FRnWkvZxsc9q4Llqajq6qupaUZGMAgY/QDWfrFQzcQ3qjs8BfqqpRGfPA7k/kDrYBih4Q4MkWmix7nSnoQDu5GFH3Yga03R2mzyOmO5Z3HaizWwjfqqz5oXhHs9c1Nhpr1XLQq3pBESNvkWWX/n1HaKeit1RSUjMkbtGEBkwEdjliAe4+EJv66dON7PdKq4WqmtlI89vtMDIDHu0kpXDMfUfAp+rH103Xi0GtianktNyaCnfESvSOepiMK5wM/CP/XOtiQSs8CNiDcyAPApKvwcKuXMmF6T+HOTsT2A7k5xsNII5GMoqJaiJjJjrcH0BZtxn+FQdh5HA20cI7zboDS09ZVrCJipSeklx8QOwYAfDuMnHl5gkaIkrlgWIxSW5agNiPKMiJLnHZhncZHUPMjXLtycahpkppXkqId1AJMZySELKVGO3T0k42wRnY6aHWbqmNHDFUKGLOCjSHZs/CrAEn5L1EDHbXo6xUaZDcaCrir5XWVRUsxeQJ0jZh+I/DkjGADjOwHq6omqZYWS3QVbPISHFapUzYyy4bzDBDt3xk4xrt64JzpolljSpeQRqACzxAsBsQAAMZJ6u3oCfLXtNFZHeK+V46aoS2xsxWIw4YDJ6mGBsPi2IBx2IHp7XJFW/DtbbOFKl6rhDg+jt1W6tElVI7yvKOkEgO5GQTtlQQek6dLhxNxpWSeNLcfBpZkDAxKfiYnpP4elsglSfQE58jpntSZpxVTyzOo/C0ca4A6tiSB5Et6nYfLQilRc6wQVNGnRL14aqYOoVGGSMHIOHXByN8EemkjgjjGVjQAFLJK+V2Z5ueacIaaa9OJXuNYqplg/iqwz8bEHIJJGFIAOPywSrBYrjdK08Ki5yToz+NV1Spho6UnCxDYDxHPwjzOSfLR09wpY6KCPh+A1r1rCGlWPGKh27Kp8h2JbcYz5b6sC21XCHJLgifjTj2+x0VMkimorHRmNRUv8ADlEUF2A/AiqM4DHBznTi9sTS9+gCjF3HK0apRxxdoODLBBwtaI/Crq6PpIgjyscartGD2UbADPzOBnSXhviriy6WxrXJw978kfSIqueQoMY/F1DbY+jE6om7e1BX8b36el5LcoK283irk6ae6cRuY4UI7SJSoS3SB2yyHHfHbUytFBzprrJUU/NLi7NyqWVoorVTx0tPRrvsoKuzHJHxE/Ieuq018cgc6PtHvt4KxiwyYuHXDKDxH2Vl1U8UCGW/cTRUUW5entuETONw0xxk5+eqy489oHlty8ZobZf7TTTuCc0cYuNczepwSsf/AB6rfiT2ZK/iiplnvHHV6uEpLf27tN0sDthpGG3yAGo3D7Gt5EQ6eIWJbJUrSDpYEHB6i+Rvjy7ar5KiskBsA0cvdauiwfCISHTSlx4ZfdQDmT7T3HHGVTNSWKWspaMkgVNXN4lQ49Qo+CPz2HV9dVctr4gu372WplqjKxZ2kY5J9cnWiqn2Nb1bYkqa/jK2UkQTraSZegL8iSfr+mlFi5PcrrTNniPm/ZKoRPjwqWrVsj6IxP21WljgSSRfmQtdHPh7GZIQ4jgBYfRUVwnyquvEFdFFbKSWSqRwRJn4Qc986+gHJngu1WSxUtcaVTdI0CVoMhyHx8QBHl5j5arKz8Zez7y8pmgPFlNPKckCKhnc9OMADC9+53PfRsPtWcuuH6sT8OWHi65kQ+Eyx25FSTfIOSy4xv5atcNxSGheeskBB26bFmukVIcRjDKWEsynbfb3hXZx/DVV7UlFQFwu8rBZSRnsFIwD23/LTLRcEzMxqqgsM7OXPSp+7baqV/av4kvJansfKS40YfJapq6+Onb7BEYg/PJ1CKjjLnRea/3iS7261xh+pXCvWVCf8cxI/JQNWkvTehom9XEM3j9gsZF0OrKkl87w0cB/K0xU8W8Mcuoxb7jxpT05nHiCmpWaqnA7Z6IwxA779tMjc8eFLfI09rt19uMz7lpGWnDfUklh+WqRhku1STPfbvU3SrbHVUTkBseQAAAAHoANSXgjg+o404hg4epqkU7zKzdbjIAUZOw+msxN00xGtl6qla1uY22anxKt29FMPo2GWpe5wbz0HgFI71z14nuUxmoLfQW1v4HMXvEqj/G+x/5dR33rjvj+sWjNXd7xLMceCGYp/wAi4QD7DVxWzlzy24RlQXenku9Qr9HXO+Iy+QNlXIxkgb6lts4llgWn/wBXbL4FDIzKopIFQLgnHV54IViDj+X+YalbhtfXWdWzEjgDp5mw9EK7FKKk0ooRfifbUquOEvZhu9Syy8WV8VsgwCKenw8h+RP4R+urXsPLrlRwO0bUtsjrakH+0nxUPn6fhX9NI3h42vMdPWzOtBU+I3irUN4vSmekYxkHIJYbDsAR30dHwZNJMtTdLi9SyzPLhVAQfGGUANn8IGARg4J9dXFPQU1EP8TQDxPaP53Knqa+rrdJZDbgOyPzvTvdOZtKJ4LVRRxU6SswTpHUQE/FsmekDzydtNQ4trbnRCuoo6udpZJEKD92UZT05OM9z0jv238tKaLhOx0T9NPRJ19XV1MxZicYO7Zxnz++nqKjp1XaNQc5yx0UZGO+a7u/RAiMNHZAHr9Uz0E11LgVlCfjKFFdviI/jzk+vb6aUfsy6yfFPOiL4hbphGPhI2Xt5EDfzBOnqHIySg88bY0oaJzGw7HsNJ1gGrQAltYWLiowtmgQJR3K4hvFTpbqYBpPiBxuflpwSFrM1HUK6s8U0XQzdzg439dF+416q1H4UUrS7y1JAbr8jlCNjjsN1H6aHdENNS0lHHTsI1lReonJABH/AHjSyvJsOYTYwL6K77MrPZ6KeTBaeBJHOABkjJ7fXSlUQbeWu26ALZaOHfMNPGM+uFA16VC0TKuzEEDGiGuvoUFKMjtNhWZ/aR5PQiaXjzheNfj+K5UsXcEf70Af+L8/XWchGd+rsDr6KpbY5YnilhWQSAqwdchgdiCNZg5gezdfabi5k4YjiFnrSZUd2wtOc/Eh8zjuPlrMY3hDpXdfTC5O0ff381r8Extscfw9U61hoT9PZUaQ57DGvLBIpBZu/bGrb4k9nfiGxWf9q0FdHcmi3lhiUqwHqu+/9dVg0fgM0cmVdTghu4Os1VUU9FYSttdaOmrYaxpMDropY326R9xvpWkUxGSzaLTIwQB8tKEqH7Bsnt2xoMFEIKOwI6gfnto0sAoIDE68VaRRlVGR650UVkDYBGB9RpQ7ilsrO5IWhJa+58R1ceFoIfDiYbYkfz/5Qfz1C+OPam5ocC8YVtni4is89AW66UXGn6Sq/wAvWgHVg+Z31OL1xH/7LOTNLUQ0nvFdcgah0U7jrUlS3y6QNYX5jX7iLjK9SXOajaMEnpX8WBntrZ0zXUtGxrR2jqfFZh7W1lU9z/l2DwWlpPbf5ixYyOCJwO/xOM/rpHL7d/MCM4fh3geYemZN/uGGsgvR3aMfFEe/posQ1w3MJJ33Gk+IqNtz5n3Uv9Pptq2Gn+kE4pg2qeV/C9X6+DcZIc/mjaWQ/wCkOoz0rduSEIB2ZqS/hvyBgH9dYwxXrv0OT9tBPvfYxN8gcHThVVDf1Hz90ow+lIvb6rckHt9cman/APWuVXEsB8zC8EwH5yr/AE0si9tb2YakqZ+F+JaYqeoF7bA3S3qMSN+esH/vlH9mw32+HRLR5yWTJ8h06lbXzja76eyYcNpuY8Vv5faw9kepws81ypwCWAeyE4Pn/Zqde18+zRKRkow3/lOvan+Pm4qP+mQ7iVt+nF4u1JTUNPb/AHyoiL08zr4sgQdB6S3hhurpHhgAspOBluoZL7T8s+IrtH7vU2YvRMsYMcnRTwLsOt8AsxZulVYMTkfmc+VvtGe0Zd1xHxbYbBG2xS0WSPKj5NUGT89QW+pxbxfO03GXMri+9hjloqm7SiAf4YkIjX7KNCTdLaGLRlyU+HoxXSfNZvefZbQqrjyx5cXf/WLmXzL4ct1SkfhRQS3GNZYYzkv4UYPiM7bLkDIBON++eOeHOCm59cVUr8PTzpwTw8ALZFIhi99qCuGqGQjIAGUQHcDqOB1YFT27l/wnQyeLT2eFpCc9bjrYn1JO+pTTU8aBUCKoUbBew1l8Y6VOr4upiFh+d60OF9HG0MonldmcNnDvS+xcYca8FyS1XA1wgpKuZOh5HiRx0g9viU/LT7Fzw9oSqKtX8V2bpVgT0WuPxGUb9OSMDPr07ajyrH07bE9t9Gxwhh3xqggxSpp2hjHaK7kpo5XFzm3KsV/aB43vETQ1vD0VAuTg0d5IYj1P+z/0bTRWcYTXN+qspKuqyDkVl4rJF/5VlVf01HI4V3OADjvoccOWO+Rttp8mL1cuubXuCRkEcegFkc8dBKzSRWG1RsxyT7lE7D6NIGb/AMWgywFohGCQh7oqhR+QGjI4lIwo0ekBx2wAfTUDpJpzZ7ye8lTCXqtbJtitdOsnWKdQc7nG506RUsEagCPH20YkTAHIzjbYaMjjOcO2F3xjc6a2IsG1dJP1i7FFF1AgNvpSIVYkdTDQFWPIAlIP00oXwyux39caSyHLrrwjjA/tSPtqxORreHx/C6zn4aSpI27nwzgfftqvlRSuTJtnz1eHJnldX0ktJxZdI5kadS1JAqbmPG8jegORgeff01dYHTSzVbXxjRpueQVTjE8UNI9sh+YEDmrQXh2mdIveIkZ0B3KgkE4zudOgWKIeEIsAbbjS5KScE5icD0KHQJVk6ugQuSDgnp7a9IsbWK82LgTdFSAIqnAHrvoiZpGUhQPXPpowrJ4Y+HYfInz0F0YKX8Mjbt06QrgSk8cbMwHR1Nk5bS2JZB0hTkkdtJld4iZPBk6m3IKHH0HppTRyTMwxA4AHmNKEjiUqSIqeogkj10Y/X0AYO/n/AJ6KL1LMAfw7nto5BMwBMbkYBAwd9PTCiHE4UnxMY37aYL7USNLRxlmbqqF33IG/5DUlnPu8T1EqsqjH4h/6ahvEdbVpUUsngBIklRiWO5Gc6jc4NcL8R9VJG0m9loK332kipYYFSVwsSjIAwdv114XppAwp7fOzI2GZ8Kq/PJ77Y7ai1gutDXWykaKthZ2XoCdYDZHlj/vvo2+pUosNTFJKFB6Ska9TMT2I8h2O/wBNWRZbVvrsQBbm0KWLX3m6EyePLGIyepKcCOP6eI438u2l1wp6XiW3S2WqmWNnjJnanny0J8sN67ajlMLiQJDCEhwQzVc3UuNv4Rt5aH/rhw3w9Kau7cQU8mSxkip0yDn5LnO+NK5rpAOrF+4X/PFJlaD2kKoak4aEH/wyepoSSJJVLTGM/wAICDLNk+nbUQ5pcj7VxvE13saR2+7AFiQnTHMfRwOx+erYWe1V1JHcbbUJJFKocFRsQd/89cViey50NNBHUsMbxccETTVEtI8SRGxWDr1wzduGrnNabxSvT1MDYZWGx+YPmPnpJ0vjIUHbbWyOYXB/C/GVI1DdoGNXGD4M8SjriJ8s+Y7bHWXeLOELtwfdGt1ygAU5MUo/DIvkR8/lrB4rg8lATIzVnHeO/wB1vcNxdleAx2j+HHuUZRTnBjI9MZ0YV2yc/fOjgiodyctuNeDeeflqkurcGyjnG8V9vVkNFT3+sp1jXpUN0yqFA2UBwQBqiq/hziyGRgnEEEoz2looh+qga0jWxM8DBWx1DHbOoNW8PySyswGSSScLoarxOthI6lx08fqiqSmpJARNGCqYe08YKQp/ZEuPWF1P6Noo0vFCkA2u2Of7ssq/1zq4ZeHGXGArMPPo0lk4eYS5MYJ+YOo2dIcSaNbKd2F4a/8ARbxVSSwcRRLmXhSnkB81rSP6qdEubgoxUcHVPzMVSjn7bDOrglsLMMCHH00ll4dffKsO+2NTjpLWAXIB8D7qE4PQnZceKqNqqj/33Dl5TbORAjAfk2iJLhw/2lp7lF5/HSH/ACzq2ZbPKmQFGQf4l0gmtjMMlIztjBXf89EM6VT/AKox5qI4DTO0a8hVa9y4PwQ1xkj/AMVM/wD5de1Ys1oMvVmnhHbYoN9e0QOlTd8fr/CYejrN0pTGjq4ww3+35aUQ9CbFGBz5gYGk0cJ7n1APxZ++j44nbBBb6HWfsLq9JFrpb1Ro2UUgHffRquvbY/MaTpDgdQPb+E6NTqBA2HqRqJ4aFzdRolayKTvGCAe+c50oWRABhDvvntpOgfAXKj/PSuJPIAH1HppA0WXONkYgU42JPqANK4kwpGR+WDoqKPbYZYnS2OOTbKZJ9NTtYNyhLrIUUeAMLknudWByv5Q8S8zLj4dvhNNboGHvdfKP3cI9B/M2PIfoN9PHAvK/hugpl4r5w8TUfDloSBqyOgnmVK6uiUE5ji/H0nBAwCzHZRvnWkbBY4uP+DLVW8JVNRauHp5o5aKmML0LwU6tu4VWYTMwBwZcruGKk62GDdGzP/mqhp+3fyvw7tqymLdIBT3iptXcdw7uJXeX/J7kx+y6i3W6wQXpqJhBU3CqiZ/GkKhj0MfhIAI/BsMjc6Nvfsvcprvl6a1VFrkPY0k5x/yv1D+mrQt1BS2uihoKKHw4IV6UXJJ75ySdySckkkkkknc6VqNbh2H0rmhjo22HILGfH1TXFwkNzzKzRdvYzpj1PYeMWH8q1VP/AFZT/lqEXj2UeZ9vYtR0tBc0HnT1IBP2fp1tAbjvjHpoa4741WzdHMPm1y2PIn/xHQ9IK6H9V+8LF/L72aOM73xVDQ8W2SptNrg/e1MzkfvFB/BGRkFj+g3+upLbf6GC727g7hKnpXpqcOlQ3UT4UMQ6SFA7kN0KSTjLbdRDYl4IJ2xriQxLIZFjVXIwSF3I+uiaHC4sOZkg3m5O88lFVYq+tfnnbewsANgPHnx2oxGznI2G3bvoQRTkkba6qnAydtDZoolLMVVRkkny1ZahU+1B8MD+AY8ttc6F80H2GvRyrPGJo8hXGR1DfHkfvofxFdgM64EldZE+EhO6jHyGvMqYPwj8tCddhv8AfQMgkDJPnpSU4LzIMD4V/LXsKAfh++uqTgA6BNNDTxyVNRKsUUal2ZyAqqBkkk9hpHGwXKDc3uOqLg+wQ29HLXK+y+50cSx9ZAxmWXHoiZOf5ig7karS/OKpaSNixDSIu3nvqF1vEtRzg43uXMCJ6z9jQIbbYI8eCDSqSTUb7hpH3yQD09IIwDqQ3Wu/fwR0ytIySKw6TuzZ2AJ28jqultI5tuKIZdl+5WNYZPc6cRRmUr4gYLGyKF2OSSwOBsB8snUvMddcaGcpUmJ5oyIimD4TY8j2OCdVwLq9nthuDxQ1M3hljFIMgrkAn8j+mpHyx4sqeKLdUmspEjkgmGAuQvQRkfqDqzayQszkdkIJxbmDd5UBg4I5nXypkhudRUCnZjiWoqCBkHZlUeR+mn+38mYqeMR3q9zTLJuscS9IX1AY+WflqzGeHxTD1IQMMAu2Mk6HMhixI4U7bZ9NEwOc1l4za6Y9l3WeNiJ4etFLw7a0tdB1JAhJUvIXOTue/wD3vp5p+xRm6iu/V66aeoOoLD4c9wdCqWaSIRZZV2BIJGfy1H1LgS4nUqUmNzcrUG5S22mqG66tVeUdXhBetie2QBvqOXuw8P8AFtDJa7xB4kbAuviAK6bfiXfI0Zd6SridZ0SMCPZXj6sHPkwXc/c6TSQ1M8SzVMwpoS2X6QsG3zzuQdvy1C5jZGkFvgla90TgQbLOnHHAVdwdVGUH3m3SNiCpQfow8j/2NRbwovxfFuN8a1Sl14Srnfh64TUVXLUIcwr8aPnuMn/8/lqnOZPJ2p4cL33h+OWa2A5eI/E8A+eO6/Py8/XWGxXAXQDr4Rzy+3JbHDMaFQepm2jfuP8AKrvwkK4IfA/LTfPDHGxEqkDIGQpOlmG3KybDtsca8XJYEsu+x376ypaC7UXWizOA0KRJb4JyHikQgnbuDoDWYN1hD9w2lgRAWChQQcjGNA/EWHUfs+NI6Nt9NiUSOTfNa5fD6hCGAGSc6TC1CTPwuvYjB8vy07BJe6uT3HcHXjhCVPXhdttd1AAtZO65wTE9lAJLKCfQnSeSyQu4Bpc75xnT9IeuQ/j6cY+LRRCuSVCnA0z4Vu9qeKh9lFqzh1GAEcYAHmuvalKRoYyJB8u+vaaaKI7k4Vsg0WdwABkhtuw7f10fFII85QjHkTpAjAAAkjG3z0fC7Bsrgr/e0I5mquWtIGqXxVBLH4ioxvkeWlMYjJzkE/LSBHbv0rjJPyH00pVxj8PbYYOozGU1xtonSKJAodQAfl3zpZDAcgkHfbbzGmqB3IG5GBsCdWByz5a8WczLsLXw5R9SR4aoqZQVhgU+bMP0A3PloqlpJal4iiFydyFqJ2wRmSQ2A2ptsdluF8uMFptFBNWVtS4jiiiUszE+QGteclfZnt3Chg4l46jir7thXio/xQ0rd/i8ncH/AIR8++p1yt5PcLcrLeEtsfvd1kXFRcZlHiv6qo/gT5D7k6n5bp8tekYP0ejoQJZu1J6Du5815/ivSCSrvFB2Wep9lFeLOU3L7juser4s4apLjI8SQlpIwrdKt1D41w/fyzjGdtzqTWm02uxW2nstkoIaKhpEEUEEKBUjUeQA0cHAGd9zo1M5G2tM0WFlnENerPTjQ0G++uDbsM513t3P20oSaoa4PqM6MRQdhoAbqOMHQwQhxjJ+uuBukIshKuTnGjM48tAB2wc5OvNKkatLK6qiLksxwAPrpBokQ/GRI2ldwqKCWYnYAaSoGuLiaYFaQHqjjPeU+TMPIeg+59NER+Jc2WonQpSAhoomGDJ6O49PRT9TvsHCGeGpj64JFkUMULK2RkHBG3mCCD9NNuSV1iNQjlAODjQmyBsRoAIAwfPQgMjAGc9tKDcJu1BZeoZz20AAAgMMAnz0cMFu520U65bvpbhKgtsOnWX/AG1+dknCNhtvKbhmqY3/AItZRWeCC0lLberDscdvEIKDv8KydtjrRHFvE9o4L4cuHE98m8Git0LTSN3LY/CijzZjhQPMkDWSOGeFeIuLeNLhzW4+kT9o3RxJDToUIpqcAeHEATt0j4fn05O503MA8XFwpY2A3JSbgOG7U9roLZSipEHWgkVqc4CkjO+O2B3zqwr9T0VFb1q54wYEmDOqH4iM/pqSU0VO6NKksgZQOpTlf09N9RjiihjuNRS2qGSUCpkPjFScqiqT8Ods9XT+uopnslkYxrcouNnenRwOjjeQ65tv7lJeFqmiuFAtQkYwYlVA4BwAcbj7allJejBCEgXoVf4V2A/LUKs3DdbaqeKntTkxkdBFQ/kfnqYW+rhtcUdPdHi94OR1RxEht9sYye39Dot7S17rfLuTKezAA4Xcni31h98BmhYrKCAe4J7/APXSHiPiKnqpIrNBVq3vWFLxPnpy3wopGxYkYxnzA8xpUtZbLgrxyVCTKfhZQdx8iD21A7lJW8H3h4qiWKotVbIoeWSaNHEGQSgIClnGMAsxABBx56Rjy3sBLUszdsJwFxalWSomhuEcR6lVp5WiOUbHxhelVJJAGRlvLPfRVXxfWx0ENwauniap6mVC5HThulQQfNjGwPpkfXTLR3aWiilFqp1pfGUB/wB4ZGZskDBbO3SQuMHOcg7jEevk9XJS0tLV3r3SGiqZV8ZYfimilVSqdK4A6WikPcAdXz0oAKEDrKUtzGuliaaet8WrpIgPFK7PjIBI33IByR6Z3GN3KssXC3M5YLpbbxURyIR4jQTnO3kUb8J+356qbiC922spoqGkmLrgeJJL0AFAx6sADLFgCO/n56ZrDebpaT7xQVk9NOsjdLITsmdgR57Y76hkkMDg5pU3xLGtyyi4WhaHl1wxSVClqA1EsfxLJNL1n64GB+mpW8SSRGKoI6GXBU9iO2NU9YObqQyRx323yNt8VVDsSfUqT/T8tWLSV1PxHSR3Ky3hDEB1AIQ2T/K2Rkf107rBUm7jcp7J6eIWhVS8xOTM6XF63guNGgm+JqTr6TG3n052x8tV9e+CeMOHIhUXiy1EEROPEyGj/NcjWgLzxFdrFGtTcHjgVjI5VgrBEDDByBvkA/QbnOmh+O7mcQzUy1sLx5kUoFyCcbjJA7H8WAcdwDkUdZ0dpp3F7LtceGzyV5SY/K0BjrEDjtWdszeM2wwQPL66CTKSQ3SFY4xjV3x2Hl1zFpjUW6IUNZ/Esf7px69Sdj9R+eohxZyVv9jEldamW5UyjqPh5EqD5r5/bWYqcCqYblnaA4bfLatDDicEoFzYlV5h1YYdckkZx20F5FA/hb5jy0CSGoiZgwIKthgTjGkwkCE9Qb1PpqpykGxOqsBqEoM0qjrK9/mcaCGkUAhu/kBsNcaphVGxIRoEU8Ujgq+Sw8/LSapxGiMhdyD1YOTvtsde0ZGsLFyWXv5jXtIHX2JhIG1Zsji+MlgfUemNKulDsufpjRFPMVQgZHoR5/XOjoywbqLZOPIaq8t1pHgo0xAqD4nUc5wNGwwSFhkMc9h66FTQSVUqQ06O0kjAKqrksT5DvvrWvIb2UjGtPxVzQpcAESU1obIJ22acjBH+D5fF5qbPDsKnxSTJE2zd53D+eSrcQxKDDYs8zrncN5/OKrvkZ7OfEnMqeK+XtZbXw2rAtOVxLVAHdYQfy6yMDyyRjW4uFOFbBwZZ4bFw1bYqGjh7JGN3bzZj3Zj6nfS6GGKCKOCCJI441CIiDCqoGAABsABo/qx5a9Mw3C4MMjyRDU7TvP8AHJeZ4lis2JPu/Ru4IQ75z20apL/CRotMNtqm/ab4y5u8LcKUdJyi4YuFfW3OV4qmuoaRqqShRekjpjUH4nyQHIIUKfMgg6R+QXsq1rcxsrkra2itlHUXK4VUVNS0kTzTzSMAkcaqWZmJ2AABJPy1nK9e3Zy+pL21r4a4YvF8gEvhLVIVgWXfGY0bLMD5BgpPprI/GtVzks9P18e8RX5HvJmppqarubu8gj6GkSSPqPT0+JHlGAIyNhqzvYttVwruZsclNwJbLrRUoaepu9UkhktxCMYzES3h9TPgY6C3cggAkQNkfJJlGiI6trGE3uvoFRVDVNJBUtDJC00ayeFKOl0yAelh5EdiPUaUf56KQ+WN/LRgDEDfRW1QIafX9dGEgAHOToobfDka5PNFTRPUTOEjjUs7E7ADudIdiahSVEFPE09RKsccYLM7HAA9SdQzjLmPwvwrTC4cVVhijwJKO2oOqoqSCcOyeQzgqGwBjJ3wFd6/9q1dvqrrBQeNLTQyS2+glYp40yrlDJ2xlgAFPbOTvjpysOVPODjviKprLzYa9KqpkzPV3BfBQHtkdXdR5BQcAYGqTFq+ppg2OmjLnO5Egd62HRTAKDFnyTYnOIoo7X1Ac7uvu01O3gnbj32j+LeKfEoOHgbHbXHQfDfNTIPMmQfhHyUAj1OrY9l7iU3TgKWyzH97aKt0U+sUhMgP16jJ+Ws2w8uOOqi6vY6XhG6yVcUhjYe6OFG+OosRgL8yca1dyR5az8t+GZIrpIr3K4us9SiEFYsDCxgj8WMkk+rEDYZNJgb66orjPPcixBv9At904hwDDcBFFQ5Q4uaWhpBJt+px22sSLneRZWR1KRkd9eDHB27emgg/MfTQlGF+HW0sdq8PsunqQY2/PQS2N9vlrxPX2bUC5zcyouWfBz3GmMct7uUq2+zUrjImrHB6Se3wIoaRiSB0ofMjSalK0ZjYKqud/GTcc8aLwHZrjGtn4Yb3m7SdPVHLcCMRxFuof2XUrFSMM8kYyChIbUr1SFoqamkwWZPjYOZe46gVbqOA6DPYYbGM5EOsdjqaS3Rw1vEdP0ZaoqpxPmorKhyWknl7AEszADGwydixGl1yv0awRw2qcNO7AeIJ2J6AAA6qxBY4wATsdyCck6PigGjRqiCQByCmnC1eauouKr1FVMRYMSSZT1Fjv226BjfdSfPGhzVQ/bSzRuiGnQdJdSy5c4GSCME74/psdNPLamFNYKiSmXw0lnEaKy4ISOJEH6q2gSVVVFeJqaCZY2WMHqDBGJbKnpY7ds5G/cdtDGIGsyDd7J2cuhvxVgWfiWiqXp6eSIJJOemJiRiR/DMhAH4hhATggYxoPG07x0EVymlZYoW8N8P0ggkEH08sb+vcd9VpUXsftqmqPepZktdQtTLOxBRN+gorDYkRyPnHqPPOLG4ikmrbdPT0wX4o+qPJbBZdwCVIOCQM4IODtqwlgIYL70GHBxIG0KD0XGIsl9oyZYpEnkkFTFESTFGx2YnzJbtgf7thk5B1bFzscfEloemaSII46opQoJDY2YHz+3lrNNN4kkkk1SXMzAJ1L8PX8RILE+Z7bbemrt5VXV623f6uXGsAqaQZhUN3hz5/MH9Mems+J7ylt9EVSzxuJY/ZuUUt4uFvq5LfVrMJaKaOKUIhfpiZwMtjO2M/XPqN0/MA2iCgkta14mqZI1Z6aAIzRyqV6Q53CgDrBAYuSV7BTmZ82+Gan9mJe7PWzNJSsBU06N8JTP8AaD0Iyc48idU6zoYQ5iEQQlmKL38sjRElQW6AKlrZjC8xs80mgpAD0rErEjDBfhZR6/07aXQsYZVDR9agYC42ORsProozxiPZSGVgf+/n20Z4T1kix0lLVVBYfH0AKv39NBBu8qvZHLIeyLqYWS28tb/F4U9bX2upVclHqECHbcqxX+u/176C904M4Wq1PDnFV0aqHwkUwSSMj+9kAP8AbP20w23g6smAFX4dKmQ6gnrcJ5gDt3xgn0GprBYuAbW0ckHDTh8ySsZpvGZyxBAwQFCrvjYnfck6JY8Hs2HerGOildq5tk52LmHauI4nt12t9RIQvT4wp+qJ29G3+A/npDc+HLeWL22rllQqXVHTLFv5A8ucff176TVE9+qaerpbXZWo6TZoZoURR0BdwTJgKM77DYeZ0Xw3T11yigrBJcKuIZE8dMvXASD3SaRlGfXpLDRzKWre0yBwI8/W2iIbPTQWab3VdJFcLLdI4pEkoqhk6pACSyvnOQ3lnI/LPntYvDHMStz7nxI7zQxjHjx/iX/EPP6jUmpLTwpxhbKqiSN2kpHankLsDLBJ8mBIP2JG2q8vfAt64fqmSKmesp2b928eW29SANvpvoWpgmidncLHenMxBzDmjKnF64E4K49oWrIZ0SdlwlRSnDZ8uoef0O+qO405c8QcGymSen94oicJVIvw/Rh/Cf8AvfUptdxvHD1b7zQGaCUt8SKpKt/dI7H+urLsfMC1cSU7Wq/U0UE0oKNFJvHMD5b/ANDqsqcOp64dsZXcfdW9H0ifA4X1G8eyyxkhgFjDHO4IB++lNOQEJCpj0xq3OOeScqPJcuEQ0kLEs1IxHUo7/AT3HyO/11VX7NnpnaGeF45EY9QI3U+hB1ja+gmonZZRpx3H84Lb0lfBXR54neG8IMGVLKMk5zsSP8te1zwpQxOM/LB17VbeyJsFnSND0qqqQR9NSThDhO+8Z3eCw8N2yorK2oIVUiXYeXUx7Ko8ycAae+UHJji/mzdfd7RT+726FwKy4zKfBhGM4/vMR2UffAydb25X8rOFOVdnFs4doszyKvvVbKAZqhh5s3kueyjYfM7m0wbo7JXHrpuzH6nu5c07GsdhoAYmdp/07/ZRHkd7OHD3LCOG+XzwrrxIRnxiuYaUnyiBH4v7539Med2Ic+uDolD56MBJGNeiwQR00YjiFgNy83qamWreZJTclHgntjRik4GiUJwNs+Qxo1c+epENojAM9tRrmLwXduOuHZeHrVxtdeGDUYE1RblTxHTzTqI6lyPNGU/PGQZMpI2AJ0aF3GdNcL6FO2bFEqvlHy1uVitfDd24LtNwoLKoShjqqZZDD2yQxGcsVBY/xHdsnUms9mstgoktthtFFbaRPw09HTpDGPoqgDSkH00Meuu33C5DT6dtGgk4wdFKWxkDtoM9RDSwvUVEoREGWJ/y9TpTbeutdGT1ENJE09TIkcabs7nAA0igglukq1twjKU8ZD09M4Gc+Ukg/m9F8u53xgqCKa4VC19xjaOOM9VNTn+Eg7SP/e7ED+H69nUEsN/PffTTrqUpFkPqxvjQgT5nQQNu+ddBA3PbvrjcJmg2IwfPcDtoY2Axv9NFq4A20JWLDPVj5aS665RnbyxrobqGAdFjI8tCVlXfffbXXKTavSSKgLSsqhRkk7ADWKuYvM1+Z/Hs1+tVS0tgtiy2+zs0IaN1DgS1SZG/iMnwnzRI8AZOb09onii4vZYeWvDFW8V24kBjqpkwDS2/DeKeo/haTpMa+eDIRuuqWouXosdvjNVVUtHBSL0q0bNJgDsApUY2HloykEYOeY9w+64l7f8AWE1LWTTxnojDxRqERpnVeo53wD8iB9sj0CMUdRNKkUVR4oYjxAAADlsHcbnz3PYDR1ZFSrKksFweSGcFVmngBA+obt2z665b6LqU1AkRpypAaEqFLMAqrjuDlie3pq4aA0XaEI5zpNHH88FaXCIFLwpQ08CDMkRkGdzhyW3P0Oolfb7PHV3OFHiRYX6C8aBpR+7y2DkY2JHqSB05OBqwvcoKSgjihB6YI1jQnb4QMD9Bqnqi33NJqy6VlsnhirKqSQOyIzFC3wqoOPLH/XVXhsbZ6t8jzu+pR08hiia1oQI4v2h1Yp4ZKioIAdj0AHGB2PxH1OO+Tj0u3hG4e98M2+eQkzmEJJ5jqXKt+o1T4FehjjjLTSSIVRZI3D9JI3UZ6fIdvTz1YnLOd6qO4Uxb+zmWqRM/gWUZ6f8AmD/nq6rmB0YI3IOldleS7UlRPii3C23iojVCY2kZ1IAHwMQQPtkb/I+ukVmvEljvFLeqaQddO4Zkz1BlxhlPyP6b76uSsuNotsgh4oWi/Z9SpKNVIpVJV8stt8Q7f4fnqHXm88p9xRWWSrkmYdL0S+GpJJwc5HmMbZ8tYuenyyEgoeZro5CGFWzbq623y2RV0Ko9PVxZ6e+VI3U/qDqnOKOW09tvFQI61I7bJJ4lOAh6hGe67bbHb/LS3gfjSK3E8P2O3TJFVMXohWS9XxHYhdhtn+h30+zXCq4piZqy40tOKSJZnjZgrDLhWCKRknf18vLOpQWyjKPmUwBlIfILhMFj4Ts1NPGKQ25p+lt66rRcnGezbZODg4+41JKQsaaVLPaKad8CLxHiygBz8SHIx27/APXSKvtn7Kgprzw5Zae8iZuiSqcGZ4/IHwxglQfxYPUv8rdtKjw1xNxGAL5PLRoQjPEso/2epRRiamZCSUJ7pKPLy8yGUZsHSJXVYGjBYJBXQpLJBQV9akkk8T1EUVIoZjGhAdus7AAkef22Ok0FX4ctT+xbNJURqxipaimpzVvPsPiE28UZVsgpJjGMk4Oz5eoeXHBND7zxtcLeorJVfor5WlE1TjBeGGRmPW2+enJPnnUTuXPVgf2Xy94GqZ44VEaVFcnuVMoAwAkePEYD06V289ThsUWp0QclQXfMVMbZw7fnmSvuNZ01DfuamFyZ6aogPfpjJ/cMe2FJG2/V30z8SXnkvwYGXifiO3UXhDage4ySkf3UpVYk/wCFU+2qhv7cwuNpHl4o5iXenopP7S32dhRUyoRgozoPFcZ/mbz/ACbrTwRwdwqTNZrHSU7/AO8mK5k+7nLb/XUZxAx6RX+igL82xt1ZMPtB2ioiak4B5eXOpp1GYpq1VtdK/wA1BDSHt/8AT0j/APafzFr0dqqW3W4kgrHRUpYxjzBeUt1fUIv00yRR1JeICk8RWAwnZmA9R/n/AE1JqWyXStxTtRvB1r8M4GOk5/vY8u+2h+ulmfa+vqp4oJXi40ThZeZ9zgiaK9Ugq9sRyKqq5PzOwI7b7ffRNz4wudyRjDw5b1hBI/exq7HH947A99PFFykp6akW5XevaqppXBxTMACf7xI9fLGpJU8L8JSU8VRb6WJamKMo0c+Zgq/VshT9Maa1xIBvpxGpHhtR0dFIfnKi3CXFfEVVJ7lWUMz0+QiTRQ+IUztnbYqNC4q5Y0HE1JPcpbtCl0UYjPhiMP8AJwO+2ne68R/s2uS0+6PSuKQtBMz9McjeaY8x27HTBauOJo5hU1lNT1cMDMlVBTowkgzkK4OT4i7H0xo2fCY6pvVOddpsb3uNfpyN+RsiKep+BOdt8wv6fXuVI3C2VtnrZaG4RvDIjYKnYfX5j569q67zw5TcYvEtwp5aOLLNHUeGHdF7gbkZB9PL89e1g63ozPFMWwWc3cb/AMFauHpNSFgM1w7uJ+ysyxWSz8N2ynslit0FFQ0yhIoIVwqj/M+pO589OabH1/z0httfRXSliuNtrIaqlnUPFNE4dHX1DDY6XJk921uQABZZglxJLtqO7jGjUHUABopMHbOdGoxGBnvrikR6/CNGLnHbRKnJ20chO+dNSIyMkdhvo1c46sb6JQ75xsNGByd2O2kKUI3QgdtjqhecXtVWfk/xzQ8GXDhO4ViTpDPUVxk8KKON2wTGOkmXpAJOMb7d84nHJ7mjTczuD5uLUlzCLjUUyFaKSBelWHQq9TMZcBlXrAXqYH4FPw6axwcLtT8hAuVPqmqipYWnnlCIgySf6AeZ9AO+ksFPNWzpX16FFjOYKc4IT++3q/p6fmdcp4pqmYVlamOk5hhz/ZbYycbFtz8gNh5krx+HHlrrXOZJs2IwkMc520PAGigo7jy0MNhRg5J120JqNC4Xv+mupgkb7aAvV05z+eh9R0pXIYzuEHnjXR8LZbvoOcYwdM3GvEf+qnCl14k6Y3a30rzRpIxVZHA+FMj1OAPmRpsjhGwvJsBqnQRPnlbFGLlxAHedFAub3Puj4Aq5eHLJRLXXpY1eQynENMGXqHVjdmKkHpGNiCT5Fu5HczLnceCuKOKuN6ueaOgrGrHqujZlaJcxRqNvh6BhR5uB3OnaWvs3Er00UXCHC98vt9gxchT1IYQ0oUYaWYRk46gqgbHOMZwSItzVvdtpZ6PltwvbTS262Ms9TFSQEQvNnIiPSNwASxOD8TDO66q6WCqqa7rTJdgv2QLWvx4my11fUYbQ4N8AymtO4gmQuBJsdbAahpOgGwjW6gEnFtdceLLhxVdH8equLSyxxs2EhiXCIo9AiRsAAPiZiTuSSyXC51lZWA1aVMsxbpiaPG/fZVxsvxEbHOBvnS4cPXyeqlaK1VPwQBIx4YAZtsj4iBjc75Gldm4Iv5u1PVV1NT0cEUyySl5VaWXBzg9OR5nWvvBF2iReyw/+R7bWKklPy+4YpF6Kitmk+LqbxnQAnbz6c+XrocFq4HpLvHR09FS+L4YlSXq61LdWy5z+LIz+WnSawWSSslrKigEk9QVZy5J/CAo2Jx2UaUJSUdMx93pIYk/hCKBj8tVzqhx1JJ9FN1T82gAHidE38RzzQW2pqTIyxwRM7EHYAAnc6ri0Q3LiSphhhq4Z6mdTGOqo6A4xnBQ/0Bxqf8UzBrDW0VOUMjx9AQ5Iy2wzsSe/odRTh+0X5bjb6qmstUDDVRs80sIUCPqHV0jpGMjPz0VhAyCSTeurCSWtsbJ8pOWXEShf9qip0QnpUMHVVznHT2On/hfhK92C/e+1FfSeEaZoWpooypKlgVbftggj7nT/AFdurZal3XiCpghkI6YYok+HYZ+IgnRP+r0MtYtfNeLnLPGvhrIZQD05z07Dtny0c6ZzxZx28kKGljtG+oQ+LOHxxPZntz1MtN0yJKJYl6nUKwJwPMlcj7jUUreEuEuFrRZnqaxqiseoRY6N18RkYoOtG6Fw69JTqycDt36tWMs8KoVaMtnbOo1dJeFrzT3I0dBVVtTZQXk8DxFlSVI9okc4OSCNgcHb0GqialjfIDKLg6aHyTql2WzmjVR9Lzb6W81dJYeF5BVxxM8EcDinzD0FSwCK25JUkYAOWGB3048NW+bilBxFW2+ljWphAhL5Jjddupl2DE4IOf5idMNgqbdCxuf+sFPaZKiIdVPRU0lVW479DyOGOfUBQM6lfB1TxBPcq2SsNwNmMa+6/tFUFS0nm2FAwuPXftp82HxRMOUWtbjrxHA+CCbVyOOm9K7xeIeXtl8ejsj1jTynCwBIkMpHdyTsDjuAx+XbQOF75JxtRN+0b1+zplGZ6GibpYL8pj8TL/eUIfUDS/iavsaW9qC91tLTpU/AvjOFLN5dIO5OfTVVS8NcQG7or1nuqoeqJl2HQdjkDv8AQkaCdUOYQCdE6OF73XASjmNU2OG8wWy0USxxUgKtPuzyynBJLHdsDAyT3zqPUMs/vqRxUTS9e4KAsUP0H/Y1L7fY7HRVRp64yVRnlBAmXp3PmAPLOpu9psHD1IZ6mAlHVVh6cBQ2DkEbHvjy8j66GdeZ9hYE7LohtC1vbk9FDKXgS81bJJU1UMEMgDqJZVUMh7jbcafaDgDg2Kuid6mWskjwjJukUrfES2QQR/Dtk9/PTlW3KyXSmigtdI61cW3VGh6QP73npGtFepqdBVGmpIYz1PJJgH8wdSwNc0lrwD3j7hEPjp4rEEp5ho+GKK4ComoYqQKp6hTEAKQPM99xtjRUNbRrcZP2VLlChYRy42BHf0x8tM1y/ZPC3gyXRqqplqnJjWMhVPSM7sxCDb1bfy0iruM5JKSOq4boqWL31UNFVVSkxzOCQ0D4IMcm3w5JU+uimQCN3XR9k+ia6sNsgGnqpJbq+4yhqOekUUjgh2yfsVB2GD6aSy19Bb5Z7bdLhBIanBSOZgsnT2BOMeY2+eo283E3EM9NTS0sq0hnM4brZY+oKQ9POF6XABJKtggED8XcqoOEb7NU1E9RXR0jrEIKaWORncx+cch+EsoJyrdQcHO++NSxPdA4uadv5sUMr3Sizyh1PE1pNClK9qnqqBakU0sk4XopnJIw4b41xjuVxuN8HOmGshltl7rKesui8P2w4emajp1AqFP80mNiPTUkt/C1NZ0aqud5kqW8BoqhpiFSSI9g4OeoLuASSQDgk6iF3538k+F4BaKnmBZnWlXwxDHUe9OoG2MJ1EnUkVSIL6aHu89lr+CjdC+cdkEnx+yXWbi2KTiGOw2+4VV3pXjdnqJYiDCyjIBbABB/rjfXtQGu9qjlVTuY7S1bVgH8UFL4an/nK/017QlRiNI5+ht4+ulh6ImLC60N+T0//SzrwXzA4+5fVaz8G3+qoAG8R6fPiQSnzDxsCpzjvsfQjWoOXHtiWa5gUPMe0m1TDpArqJWlp29etN3j+3WPmNYzW6JVMJRIY2UdmJAP18tOEE0roR4uV2w/l+Y15TQ4/X4dZl8zRud9jtC9jrsEo8RBc8AO4jb/ACvqNZb5ZuIbfFdLDdKW4UkwDRz00qyI49QVJGnFN8HXzI4P404o4NuX7V4U4hq7VVJ+N4JP3cw/+5GcpIPkwOPLGtFcv/bUWnjgoeatiP4ug3a0oXQjyaSn3dfmULevSO2tth3SSjruw45HcDv7js87LE4h0Yq6S74u23lt8QtaR4xt30Yp231HuEuN+EeObaLtwhxFQXWlOxkppg/QfRgN1PyIB1IAfLV/tWccwt0KGrFRgDOohceY5o+LKix0lqiqrTaaXx75dvfVRLY7KWSNkI+Nig6iA2VDISMMCU/Mrjir4agorFw5RVNfxHfXeCggp4fFMKgfHUSDsETI/EQpZlBZQSyw6bhHlryetNfzb5o1lFb4revjTSPK8iM+ciWfYGtrGfJDlM9RAjRcZLHEAXOxOYy6brbwHyFpZ757SXGlxuNRSVqTzzS8WoYqejjOVKpFMikjB6EB6hjAXffU04K50chuIYaePhfmlwTOkSBKWgpLrSqKdfICMMCGwcHbA7DzJ+bHtCc9OPva14nWBYqyy8BW+bNrtHVh5yBj3ifGzOe4HZAcDJyxjfL32Xf9deN7Nw+tfKlLU1KtXdOC0VOvxSkHyPSCASPxFdVbMZo/iRTDaTYW+6v29H6n4Y1MugAvzsvsnSXKgrVElJWwTo24McqsD+R0pDgjA1lXjzhXgO3zW22W/hSgpYKCmWONoKM9aquFRAVGdgv17aj8HMe2cJP7tTVvF9P0f2cVP+0QMeoU4UjVg6VuYgAqjbDmFwtmbY76Eu5GdY3qPauuNrl8EniGEAbNXyUEAJ9SamRWx9dPHC/tR8X8StPLYrhZa5aPo8eFYf2nKpbPSD+z2ZUz0tjqI7HTmgv2BI6FwFyQtbZ3wO3noWRkb6zcPag49pp1pKjkxV1p2zLFcEpOr6RzDPb1I05U3tatFveuR3H9Ko7vTQU1WuPXKS5/TRfUSWvZD52Xygi60CWI+eq75qXO4VFy4d4QtNlNynr6s1s0bZEHRB8Uaytg9KGUxsxwT0xsACSBqN0Ptccm6ghLrWX2ySdmS5WOqi6T82CFf106ze01yNSkNXT8f0NW2MJBTJJJO58lWML1En6aFqad8rMmzw3cPFH0E/wU4nc3Na9hzsQD4HVPU0do5WcN1NSssT3S5zFpagxrH49QwO/SNlRFz0qOwAG5JJr6G6Qzs3htPMxYl2VGdmJOSSQNyTvpj4s4rfi+v/1nv/F9VwjQGIRUVulmp45liByZH61Zld+5CnYBB3BOq4v/ABdy4h644b7x7xPJGOpxR1tSIhjzLFkTH0yNTR0eVoGzkoZ6syPMkzruO0/nDdwCtK5cQSUMi00dkvUzM2Mpbpun/mKhf1021XFV2gB8HhSpRjv4lbW01NGPqTIWA/4TqmLlxlf7jQSHg3lJmOEIzT3+61FYOlmCq3gdSjHURv1Eaa7py8573kVUN24ltfD1PSVlLS1MVogjpGRZgMOJY18QgdWMF/LU3wGu0/lkIcRjarK4q5p8fWONauWm4JtNEy9QqrrezEmP7gdY3bP+EeWOrVScTe1Tdog8VPzB4cBXuLTaqqZvs8o8M/Xtp7T2OrT71PU1d4uN6FVQSrFUQoCy1uR0lpHJPSQe59NWHQ+yFy4oFq56m20whqrfEjGaVpBHUKDl+k4XpGx8s430op4bDMbd9uW7aonYk69mtuqI4S9purt/E1NcOIabii/yEOYIGijhVmAySFTIUAZ3xq76X2iOZt+jip+FeS00ctZaJbvQyXGtaNKhE6fhAKKerDA4x5jTjxXzE9lTl97nU8S8Y8KU1XaJDIIbf0zSmToKsDDAHYg5Pw49PTVS3z/SM8kuFolo+X/Lq8Xf3PrWmebw6OIK34uhm63RTgbdI7DbTWPETbNACk/+VUHstKtOg4n9qHiqJoaS0cMWJ6u0muoKnwZamGSXKlV6yekdSMCAwUgq2cjB0+xcBc8bvVTpWc2bpbqeSGOaCRLdRI0UyuC0JVQ3WjLnLZBB7axTxf8A6Sfnde5Hj4Xs3D3DlKdoxHA1VOo8sySHpP2jGqa4u9p72gOOOpeIOa/EHhODmno6o0cRHoUg6AfuDpHVRH6vJEtw6qcbuNvG6+qxtacMQ1B455zyhp3heBaithpjB0MWdFKhPEDjAIYEgDv56T1nNTl3wvcqmtsdrv1yrbhFE0yW63zOs6qMI6tJ0xtsfxdW4xudfHKl4gvdFeKe+xXGc19JMlRDUO5dlkU5DfFnO4Hfvr6qcjvaP/8AeR4IprvcLnBT360xR0d4ohCqmNgMrJF6RPuR3wQy/wAOoHTBx7RP89yjqcNeyzi643qRvzQ5o3qtUWDlxbrBRyAsK2/VvVK30ghGCe2xk16qsvM+/r13vmRNTq5+CktUK0ca/Vh1Snt5udSLwJKyAU1NTzVci9j5Bh5/LfT/AG+xTK9JV13RBJDIs3gyN1BunfBUHcfLOow6U6BCllPGL3VaW7lXYKSUXK8+81NakgPvVRO0jMwORgsST31OI55ZJ0htcE1QyoB1dH9dtPdy4z4VligkqIRcUnYRS1EUQbwihLFnz8Qzljt5D0GiouLKygvtXbY7RHUUcQSSMUaEyLCy5EvowJyMDByNs6K/p0zhd489N9kOK1rPkFvVHWij40likiv99p0p+gpFD4CFwvkS2Mg49DoCVFmgp4YYme6GqDNTNI+InkX/AHYY/hb0B0ObhD9o3qO6ROz0VUyzTxyMVljcbqUYjqUeRXI/y0dfrTwpaYqm6Xy4R22h60nqfFqhDAXUgh2yQAdhuMZ886Ka2FjQxxuO7Z+d6gzSEkgWv6oubiGJ6OCWx+CjmQxVNA4WOoJxgqm+zjv5g6Zjab7fIp4hNUgx9EIaoHhLWwncq6kHpcbjrA38tVtzC9uL2duAZpUob0eJLl/FHZqcSjPYdUzYT8mJ+Ws2cw/9JTx3d5GpeXHB9vscBBHvNc5q5z8wo6UT7h9d8QyDYAO9GRYbU1Gtj46Lfq2KkorTNa7tVipoCcxCc/FCv8vWTk4PY7EarPjTn37P3LRnjv3HNm96PT4kFPIKupcr2LpH1EHbu2Prr5gce89ObfM6ZpeNePLvXxsdqYTmKmH0hTCZ+eM6hABO5Y4Oq6WvZ3+gVzBgdrdY7yX0B46/0knCdukek5d8DV13IyvvVxmFLHn1VFDsw+vTqkOLvb258cTK0FnuFu4chP8A+wpFeTHoXm68fUAazjHF5nf6aV01FJL/AGasxPkNV8uIkDTT85q3hwuFmxt+9STiTmbzB40cnivjS8XQE7pU1bumfkpPSPsNN1LUz5GGPfPfTxZ+X98uirIlIyx7fGRtqf8AD/K2gplSa4kS4Pbcf5aoKzHIIr9Y654K5p8LlNrCyi9gqbjPJ0JDM4xuVBH6jXtXdauGqanhWGio4Y0AxkBc/wDXXtZ92OF5uyPTx+yP/p7W6OKraCrTtGQ6kAk5G2lVNOUbxkOAOxXbfVAUPEV7tkivS3CdQP4WbIP56k1BzRuMTKLnSJMij8URCMfmfI6sJcElYbx2KZDi8btHaK54rwwkLM/iHOdxufy8tOtFeIJyI5QYmzgAL5aqu18xOGqt18aomp2J7SgFfz1M6O9WythBpK2GZv8A7cgz+WqipojHpIwqyiqs2sblKrfXV1iu37e4WvVdZboBha2gl8CVhnYNj4XX+6wI1enL723uPOF1goOaPC68SUKYRrraVWKsVf5pICehz6lCnyXWbYKupWcFkJU7FmGnBa+cNHHCgwcZOxGj6DFarDgGxuzN4O1HuPAoatoqev1lYL8RoVt+6+3d7N1rspuqcX1VbVFCUtlLbpzWO4/g6GUBTnbLMB89Ys5qcyuYftRcWw37jKma18M22Tqs/DqydUcOxHiynbxJiCQWxgA4AAzlHKtH4oepiiMhwAQmW/PfSynmCuGiVwDnIIwP0/rp2JdIKisjMcYDAeBv9hZD4bglHRP613aduuNAnO08PW+3whaelBI2DYx/XRtfBcJaWQW6snoJ2PQJImKOB8iCMD76FSXCJ4w0niqenBCHI/66WwVdDIpSOUk5zksdu3rrIxvlgdnbtG9aB9phY6hU9xDy64+vLytW8bXaZZCcJJUyuoHpjq1EpvZ6uy5d6mMuxyxMZwfqdaRXpcmMSR9Y/h6QdvnoSxqvwO4U53KDGf6jVozpHiTRbrNO4IQ4ZRk/6xfvKzE3Ii7xqfDqottsBSP8tbs9hTl9VcC8prpLUJGai6XmSZpP7iRoijf0PX+eqzlt9K0ZM6KwAznvjVccw4uMTSTW6yV90jocfDTw1brB8R3PRnpyfPbfV/gXSiVk5+NdcWtuG8KqxTBYaiHJTts6/MraHGXOXkfy5uk8nGHHlkpbjnMlNFJ7zUj/ABRx9TL9wNMXAPtg8qeZnMO3csuCaG81tVcFmYV09MsFKojjZz+JvEJIXA+Ad9fOhuWvEkp6pKNULbnqcDPz1cfslcIV3CnP7ha53B4liJq4sq2fiallAH562LOkdNUSthY4XOg1usxUdHZqanfLkOgJ2WX0culPQyVNNZ5MLLXRyujJCrABOnqz1ZGfjGNvXVe3Tha0ST1jU1o8W4UtyWgVzUyRK6tH1gkQGPBJPT6aknG/EnAFo92uXGvFdDZo6RZOh57iKXKtjqGeoE56RsNUlxf7ePIThJpqfhOmuXEVQGHU9FSeDE7gdIzJN0ltgB1BW29dXDZ4mAOcLnnoNvssgIaqp7LASOSs6wcBwPT3Spo+BrdTNWxp+z1lp0EkGZGQu7N8RcIFkOc9wBqf2Xhs2603Gz3SWlWkkMqwSA/EsTg5Vi3fpyQDnca+enHH+kO5wX0yw8G2W0cM0xyI36BWVCj16pAEJ/8A69Z+4n5m8zOOZpZ+LuOr7dxMxZo6mtkaLJ8hHnoUfIAD01BNicRuBYA8B90dBgE8hBkdb1X1D4p54+zdy6oW4f4n5kWGrqUp0pqmOmmNZOwQbKyxdZTcZCnGDqnOLf8ASO8quHhNR8veAbxfZXYF6mtdaWKQgABsnrkbYDHUo189xSOuPhOjUoXc4KEny+WhZMUzXvv4lWkHR6BvzXK0pxx/pE+efEsb03DNLZOF4CMeJS0vvFQM+rzFk+4QaorjHm7zW5hI1PxpzBv12p5GyaaorX8A+n7oHo/TTVDYaybZKWQ+mFOnej4FvNXgLQyAH+Zcf11XSYuxgOZ4HormnwcD/VH6e6hy052HkBtjQhSP1Y3OrIo+Ud7mIDlIx8znT1T8oRG+KqrGQN+kaqpekdIz9d1aRYHUO/TZU+KIjbpG/noS0LsMgH7DV703Km0RgNIkjn+Y7DTmvAlsoQTFb0fBAzjJ0A7pXATljBJRjMAfftuAWdWopB+JGHluMalnKrmPxHyf4zoeNOHGDvTMFqKWQnwayHILRSY7g4G/kQCO2rVv/B9JLb2jihjBIyT4XSR99U3c7S9DUvTTjBVtvnqyoMabV3BFjwQNdhJhFtoK+xXKTmbwnzt5bQcUcCXAUYqY/CmjUATUNSAC0TjHcE+mCCCNiDp5ehvt+hpYrhb0o7jQuWS4LKMK426kUblW2yDjY6+SXJDnvx7yB4imvXCM0c9PWJ4VZb6nqNPUAfhYgEEMvkw37jscasPi32/faI4jWSG23i22GKQFcW6iXrAP9+XrIPzGtXTYixrdSAVhqnAJutIjPZ5r6UXm08FcNiTiDiS5UNvhiZah5aioWCGJwPiYFiMK2d1Jx+Z1S/Gvt0+zpy9pmpeHa6XiSrgXwo4bPCDHgE4HjPhOnPoT8hr5kcScZ8ZcaVRq+K+JrreZierrrqp5jn5dROPtpm8Mn7eXbSS4m1w0ue/Z5D+FNB0fYzWQ37lrzmJ/pI+anEkElFwFYrdwpCxwKlv9rqQPkXAjH/IdZo405l8fcxKv3zjbi+7XqQEsoq6lnRD/AHUz0r9hqOiFm+Lvj0HbSiKjdx+Hf5aBkr3uGht3aK7gw6KIDIxJlgdtwMk740IU0m2F+2nugsFdWFVjifDdtvPUytvK6ucRTVTqA46hhg232+mqmfFIoblxCtocOlkIs3RVxHRSyYURE/QaeqDhi5VrARUzkHz1cNk5f0FG3XPQNUKo9CP11LqSywx0+KO3NErDp6o84HyzrPVXSUAf423VtFgjW6ylVBaOWbFketY/F/CME/ceWp/buD7Fb4E6KFusHfqYYP2xqWQ2R48dUbKWG5wc+u+nOltEOOsKQ4G5xsR8tU02JzVWtzZWDaeCnGgTPQUcTKnucIjbO4XG/lvqQ0tFEir1ZJzjOdtKIrdHHujKCT6Y0ZUCWJVRSCx7Eb6DZA17w5ya+QnRqPiZYx0gKcAd9e0mjqpGPRLGNticd9e0VlI0a1D35rBm/USpIB8iNtd6lyFIxttvoQI6c4GDtt9dFjIyo3xr0rasVsQiMNgjz20fDUTUzCSCVkYdiDjGiAMdwdzoYBbA7Z331xAtYrmktNwpLbOYPE9swsFzkdcA9LfEMffUptXOOWPBu9rjlBP4ovhOq2VcHpKYHfPpowKmw6RkD076Dkw+mm+Zo+n0Rba+oj2OuOavO2cxeDLr0ioq3pG7gSZwPuNSSjnS5HxrNcaWoGNgkg6sfTWadtvgI2xjR9JUVdKxNPPLEfLpcg/pqtfgLP8AjefEXRseMO/5G+S09Ek9O37+KYN3IzsNK0qqVYuuV5FYHJyO+s823mLxnaSohvM8iDfolPWMffUrtvPCrVlS826KZTsWjHSdV0+B1TRcAO7kdFicD9pt3q3Ke7rEHqffXWJcsxJ2A+mnOlvDOQUhPS4yCyYzqvbXzK4MujgySmiwOrEi+f11JqG52+4p1W+8wuMZChwD+WqmaiLf9jCO8I1lRf5DdTGn4ikh6i1L3XoJIBGD5jI7/PXJvcqoZkYnqGelsY1HENwwAs2QN8jQzLJnFUqSf4kxoN1KwjKDop2TlpuE8/s62OnWhj6AM5GCB9dNPFFsSGiFdahJFUU7CSKaByrIwwQwYbg6CtTSxR58NYxn8KHP/roSXCSJ/FgUFDuSPi+xHfTY4XQvD2HYb8FK+UStLTvVDcVWe93e7VNXMlZVzyuS0spZ3b6s3fSGDlvxJKcG29GMZ6sba0FIhndpZoAQxySFG+lFNS2t1/tpYHO2FGw/PVrJjtdE2zWa8dvshG4dRuN3O8Nioml5TXKXBmnhTPpknTxQ8pIFk/2qtyRtgJjV2xWykYL4c8cx9SBnR0lsh2xETg77arH47XvuC63gjWUFEzUNuqqp+VdiTAkp2kPmWbOnuk5dWaJepKKDpGNmXU6eggAL9ByN8AnP0xoyBEZxiNlPY91P9MaDfV1knac8270SBCz5GjyUWp+GKKJTElMqr/cAGNHrw8kaEI+MDsVzn+upEYUEhPQyn0K/5jR0fUWATBA7ggH+uoHOkJu4lOEuUWCjcFikT4UlAG/ZsaUrZxHgMGckYyQdvvp6cOqgeGpJ7AAjXBJhAsq7nzxtpwFzcFMMzim2K1RsAPhG42YennnRxtW2OksM7FWBx+enKKUBMHAB7eejP3Ug3RCMYONtSsZlNyFC+VxOiY5bX4Zw0CBDkAlNVHzM4TZGasji36i2enAI+R1fUkELRgkybDfGmK/2WO6Ujx46tiMOuNtWFLUfDvD/ADULndYMrtiydNSkFsDzxpG9KQ3R0/FjsBqz77wBdIK1hFSfA7HfHnr1v5Y1tU4WaPGd99sa1MeLQMbmLgqp+HPeSGD2VZR0jsQEQnHoNPNt4drboyxxW8dWdyM7/bVz2jlhaadAZATIMEjoJzqVUPDdLRN0w0UaY2z050NL0hY/SIJ8eFZfnKqCy8qJ5yPex0dOCRsCNTO3cqrVSw+MVaXbt06nyUDg5enDA98DGlkdOGCkq0ZXyA1TT188xs9xHcrKKKKDVjUw2ew2K2ULwPbkMjHKyKo6gMdu+hpSIGcquMkYz5j56k0VAy56GBDeTDRwo4EQrNCC22GH/p31C2RkgPHepTPl5qP01tqFfrUbDAGCdO9LTvHEURQzMMZJO+lccSQ7K2MEkLgDRwLk+Ism/YhlBB1F1LSdFHJO54skghMbM7Bowo2A30FMlgXyw7ZGwGlMgZkJKKDv2JzpMetOl2IOfP8A/Gp7CwuorpQXSPHQMHRvixO25DnPkMDSB5Or4wuxz2B0Z1uUByAwG47Z0jWMvquN0KR1jkKoTk7lc7a9olT1t1MQcbZ17U3Vg8E2y+eAqpo3JR2B750tgu9UXCmMSZOB5HTYSScHYY9ddNQ8Lgx7Njz16U2MOKwbnlguFIHuNNE3hTv0OdwDpVE0cy9ULBh6qdQ9meV2kkcsxO+TnSmjMsZBidh6kal+HadiibUG3aUvTPYknbz20MxqVBGcdsE51H4r1WU/wSDxDncOMfbbTtQ1y1qn/Z5FYYyUOVGoXxOaFK2VrzYJX0Pk9AyP10FWlU/gZTjbHroTO6YyVZe+5wdcEpcrhSDjvnOmjYpBrsXS6FcyDpPzGM6D0B8rg4PbHc6GZX6CrEEfMb6CfCLA4A3yN+nXWtquF0D96hw2CCPuNH01dVUziSnqpInXcFWI0Hq6cIQSO++ukRnfYeeM6XsnRwTgSDopHauZHF1ox4F0ZwNwknxA6l9s59XOFQtytUc4zkmNsH9dVevScjB28vLGveCNt8EehxoSXDKSfV7B9PpZEx11RHsd91fFDzc4HvRVKtZqKQb5kXbP1GpHTXSyViI9uu9NKScjpffWYWjeM5UgrjsRjRkMs0eJIpGRs/iRiCD66r39H4zrC4jkdUXHizh87fLRasimqTCHBL57f9dGCeRlK+Gwz32/66zRbOPuLLM4NJeZWjU4CSHqGfvqV0HPK+021db4Jx3LK2CdVcuAVUZLmWPp9UdHikD9pIV1I4VQ8ZU74OcrpbT1jRt+7mZT6dXf7arK087+HJ+n3+melbIJDLlT+WpPS8ZcL3uQzUl0p+pjkAMB3+Wqqow6Zn+5h8rqxjqWPN2OBUx/a9TG+C4Zcbhl/wCmhxcQU8h8KVcZ3HSfL76jKpHJIJFrOsdx0v5aVQic56ZSQB/EoI0I6iitzUwmcpSldRNKvROVBGcMCM/lto5GhmyCYpR8sHUU/wBsGA6qwO+V0FXqKZ1kE+Fx5nGNQ/AtPyuSmdw3KV+6QuMBygxgdJOPyOuy0aZVCS/zxg6YqW5MSfCq2JHfJyPy05Q3QbGRwudjvjOhX08jHW2qVsocErWnABy24+Wc66obGfCBPbJ20m/akIb4kODtle49TpZS11JMvQtTkY3Ei4P56XqntbexSF7SdqFG7xSEFT5ZI7aBU1SRRmed0CDAOxOM6UxGCUEg9vUf564YJVR0TpKsMkdwfz1JEWh3bGiieOzdp1TZLSU846xEGU7hsd/z14UEAyBT9uxIzpzEVRGCZVUbfCNt9GR5hUSmIkg5IA018YL7gWCVriGgEprW2xF18MyRY3899K0pAo3kBxjHWDpZHXzfhePEZ33HfRySQyYzCMA911PExl7FNc55SempYWUlBGMH4seej5aOJVwIckjbfOfqNDc056juMDOGXOdGKtOcSrJGrAdif8jouNsR0sFE5zgkYp1hYFwyEDOe36a9UYZFAkXK9ttzvpfIhnyxUNkbYI6dJjJ0YWWmwuf4Rp5hDBYagpjZC43ISaRTKAJHHV/Dtoh4unHxjqHfO2nGEUzhxIhJxt1Aj9Rol4IVV2RN1OB1NvpXQh7btStksbFFI8rIGHQM7eu+gVZjWMRyQkED8Q2Oc65IjgdIdcEZ+H10COAzq6lgG6c5Z8D/ANdI2F5u0J+cDUpOQJMGMsBv1fXQA0YwWHxZ0F4JYmyxO+N1OdCdVyA3VgAEE6Z1Dr5U/MNxXiRszMwDHYDXtFygYHSTnOOnHlr2iBHIBoEwvAXzwKlWGCcd/XRb9bk7ee3lo1h8JGe+ueEvSzN8RA89eks01Xn0ztyLCEHceeDpwpVWSeMRgsqjcDbGm+M4OQSMnyPbSqOWalZeiTv8vvqV1wori+qfa6OOGmEhiVie3qDjQLBVToywqoMZ3LEH00XBXtVoizRg4+ffGk0dbLbjN7uAMtn6aEaLgsKmOhuNie79OqU7FHBkO2M9tMsVXVU0SSQ1WSdug7jH312RpXkFTM/WSmcYx3//ADpDKx+Ik56ckZ1NCwMGVRmQPN2p8h4gZlCyxK3SMHG2lQulBOBv4Zz641F1/ibXElZn3/izpxhadimbKW7VMYmRsMkoI7+mdDZevO+PTUNiq6iNyI5WU+oOpBaKqonULNJ1YBbJGo3RZRdSskJOxOPQ6YKj8Q0dHITsVzt56LTEkfVjGTj11wMyk5YkDb+uowAQpb3R42H/AGdc8NAMDzPkdeX8PVk69n4ckA40oBG9Ig+Awychgd8aCyDPYjvo/BClur5Y1xXLHsN9tKHZlySkfBt2z2PnpOSY2+FsbnscHThJGjDrC4IJ0hkjGSR6b6W905pS+g4mvttcSUNynjIGw8QkfkdSuzc6OJ7ZKgrBHVxqwJU7Fh9RqB4wgb0xtoHQG7bZG+hpqOCcXkYD4IqOpli+VyvK08/bbK4S7UEiZ/iTfGpZb+aHB9yIRLmoLdkcYI1l/wCIdmOghsksMgjfY6AkwOnd8mn5zRTMSk0zC/otewXS0VM5EFWnUACFwMH8u+nanEE0avHMpGd/r9DrHNPervTeHLBcZ0bAIIc/LUqsvNzi61uqPUpVIMDplH/TVRU9H3/8b/P8KPjxSMnK8EFafqqV2hDQOpcEkDGk8KV6N4hRVG23/wCNQPg7mhXX5OmotqRspIykp3+xGrEgU1KLJ1spJ9flqrNPJTvMMtrox0zTYoynuEi/DICHHbB8vppSb1WRLiHGBtkjRFLG0cvxSFxsMEaXzQIACADk43GdQGENeTZOEocEXFxJURkCeJH8wO2nFeIKWdMzQyQ+oAB02+40sw6nhXqHmBjRa2pJXcmokC/yjUYbASTsXEuab7U/wVdFIOtJtvn6/fR+CxCxSRknfHrqOzO9ujUI3WM/xD016O8T5XpRVzknHy0rY3HQahOLwCpKkTthSnTkZ+p14hSfAVmUEfixtpoiu8uwCYJOM50u9/kCEdCkLvg+uuuASCu1OoRqGWOTw0JYJnGfP89clkrIyrurY6tgBrtPVh0ZmhBwfXSyGbLKFUgPgHfPfRDcrtdyiedTZcaobw1AiLMvfIGdAEsVX+7MPR/MCvbSmpoYl6myc4OkHuiyOQsjoQAQQe2i2NY82aNVELWuivdKVqj3csQW7dO2ProNXTiiGBIp2wBjfXZI2RetJMPndsbnSd6gyuBMvWfXOlhaGvIvonEE67kncOhIAHURsQdAl62QBySR5sM6MnbwgHXchsb+ehy1rzw+GUC4/l89SGPK8C6XYARsSRELHLK8mF2C7Eb/AK69oJmOAcfh22ONe09/Ug2eNVw6wi7di//Z » width= »307px » alt= »blackjack »/
h2블랙 잭 딜러/h2
온라인 카지노에서 플레이 할 수있는 더 많은 게임을 찾을 수 있습니다. 경기를 사용하여 게임을 시작하면 곧 선택할 항목이 많다는 것을 알게되고 a href= »https://choegocasino.com »카지노사이트/a 곧 카지노 방문이 즐거워진다는 사실을 깨닫게됩니다. 주사위 세트가 사용되는이 블랙 잭 매치의 버전입니다. 이 게임의 목표는 현금의 일부를 잃지 않고 테이블의 상단 중앙 또는 하단에 착륙하는 것입니다. 게임은 동전 1 개, 손 1 개, 구멍 1 개로 시작됩니다.
h3Pontoon 카드 게임 규칙 및 게임 방법 옵션/h3

조기 지불 옵션이 선택되면 플레이어는 원래 베팅의 일부를받습니다. 일 실시 예에서, 조기 지불 옵션은 딜러의 핸드가 자연스럽지 않은 경우에만 제공됩니다. 다른 실시 예에서, 조기 지불 옵션은 딜러의 앞면 카드가 10과 같은 미리 결정된 값인 경우에만 제공됩니다.

플레이어가 베팅을 한 후 딜러는 각 플레이어에게 두 장의 a href= »https://choegocasino.com »카지노사이트/a 카드로 구성된 핸드와 자신에게 두 장의 카드로 구성된 핸드를 나눕니다. 딜된 플레이어의 핸드가 미리 결정된 포인트 값을 가질 때 플레이어는 조기 지불 옵션을 제공받습니다.
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슬롯 수리, 온라인 카지노 kostenlos 보너스. 딜러가 카드를 열면 딜러의 합계가 17 이상이어야합니다. 그렇지 않으면 딜러는 계속해서 카드를 뽑아야합니다.

유형 비디오 게임은 의심 할 여지없이 chemin de fer, 정확히 진실이 어떤 종류의 능력도 전혀 없다고 말하는 활동입니다. 가설에 따르면 바카라 안에 명함을 추가하여 다음과 같은 사실을 깨닫는 이점을 높일 수 있습니다. 좋은 신용 카드를 줄이면서 신발 안에서 빠져 나왔습니다.
딜러에게 블랙 잭이없는 경우 딜러는 플레이어에게 Hit 또는 Stand를 묻습니다. 플레이어의 핸드가 Hit, Double Down 또는 Split에서 다른 카드를 받아 21을 초과하면 핸드가 오버되고 베팅이 취소됩니다. 딜러 나 플레이어가 뽑은 처음 두 장의 카드가 에이스와 10 점짜리 카드라면 핸드의 합계는 21이며 ‘블랙 잭’이라고합니다. 플레이어가 블랙 잭을 가지고있을 때 플레이어는 three 대 2 (1.5 배)를받습니다. 플레이어와 딜러 모두 블랙 잭을 가지고있을 때 패는 동점이됩니다. 그러나 딜러 만 블랙 잭을 가지고 있다면 딜러가 이길 것입니다.
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이것은 플레이하지 않은 카드를 얻을 수있는 기회를 제공합니다. 이 기회를 가장 먼저 정복 한 플레이어가 게임에서 승리합니다. 기본적으로이 투자 전략을 사용하면 필드의 나머지 부분과 다른 과정을 진행할 수 있습니다.
div style=’border: grey dotted 1px;padding: 15px;’h3Blackjack Advice You Should Ignore a href= »https://choegocasino.com »카지노사이트/a – Worst Casino Gambling Tips – BestUSCasinos.org/h3pBlackjack Advice You Should Ignore – Worst Casino Gambling Tips./ppPosted: Sat, 24 Oct 2020 07:00:00 GMT [a href='https://www.bestuscasinos.org/blog/common-pieces-of-blackjack-advice-to-ignore/' rel="nofollow"source/a]/p/div

정확히 동일한 카지노에서 블랙 잭과 룰렛으로 플레이 할 수 있으며 원하는 경우 동일한 카지노에서 플레이 할 수도 있습니다. 얼굴 카드 일명 Jack, Queen 및 King은 각각 10 점으로 평가됩니다. 에이스는 게임에 따라 1 또는 eleven의 가치가 있으며 나머지 카드는 얼굴에 표시된 숫자로 표시되거나 평가됩니다. 대부분의 온라인 카지노는 웹 사이트의 데모 버전과 동일한 게임을 제공합니다. 대부분의 사람들은 Checking Cards를 통해 Chemin de fer 내에서 성공할 수 있습니다. 어떤 사람들은 신용 카드 열거 기술을 문제에서 벗어나 무가치하다고 생각하지 않고 일부는 그들에게 많은 전력을 제공하고 게임을 분리하려고 시도합니다 블랙 잭에서.

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