python怎么解数独,求代码
怎么用python解数独 数独种类也多,解法也各不相同,有用公式的,有枚举的,等等等等,你这要求好比你问怎么看片子一样片子那么多,男女的,N男1女的,1男N女的,不男不女的……你都不说你想看什么片子,谁能告诉你怎么弄?
笨鸟学飞 发表于 2020-11-25 20:20
数独种类也多,解法也各不相同,有用公式的,有枚举的,等等等等,你这要求好比你问怎么看片子一样
片子那 ...
就那种没有特殊情况的数独,9*9,给定几个数然后依次推理剩下的数,例如
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sB+s9ykLl9K7RXAf2xrQgOuInMT9OgfkLSoB9UUYiCD81NxcwViJ3Yv+3x/Xzhbv+onIab5j9/Dhdjo67RB9vq19TU4subd1Fw6RYS//srrNlxFRteepJJCxE5jJLU9fWJytjYLKStm4yGyZPJCJ73W4RtVmNGwmkgfz3WpU7HX5aOkihaJ3cuCdGWROW5aGSm74Tap9HzU1QIeykeOatVCNpkHKfXIHp7JFRblPL6ZV9ciJNiM2RRPFbM9JQ0HGfjpvmkzJiI1BkTEktK4tJmX1hr+1EvV3j5PIaoZ/rhi+LbeH33NXxyvhI7V/lJejJERO0yHIcm4Yi5PXIt1sU1TlQsPDA2Zi1i9gRjWylwRnMcF43JyohuDtX5GZCTkYgCU9sfCe8kNk1U6nlCuTEJiR+MQew5Y77yVhK0y5QIk9Hsiv7KWfE8lPD3Y6Jia661NcZUpAaw9lhTXYfv79Tguv4ujv+tEt8/5Ir4uNE4eek2lm4slPp8iIjaduE0NOI2lRFh0zG2tT/P3YfhqUDL5xi42dYuCpGXKu5SmRqNsOfamivxh3qJUmxrUfSlvWPrmKLPNWLLH74ySqKchWtdrZiI1ApLPOZjR/qlFfdx5MItLFo4DEfzy5Gu+1rqcyIialUlvBG2cBYmjPNB0DNtLe3oUXpNbHoDvbojuJ5GfxO3RiihFPanjPZFO7s88Ehvuc5YFKGoQGzOHgNfWa1POQc3IfGwLPV05fhxYSVmzPDB6h1XuX+FiGTLY9x8xBkf7Sk5+HskXzC3R7w0nUtA9qBQIfGoyurhRVctu0IU8rqW1VCEs++Zm4pn/eBr0CNnTwKSNDpoTxVB2DQcMEeF8IgVCH/BF3JNueTMta7GBbXVjZd6OtevrQaqez0Mz76PcHaFiBxTtQFlfz+C1JeCMSMiA2XCx8atxaZF3FwrOUMOsnZZLmwOR8BwSaNp6ssiWCZWAv+RhmDf/ghaliQmKoIi5B1MwlLVIPgpY6ErlihOBybOrKDZTEnn+vryexjq1weZH5VxdoWIHMhpbOsdhM1NPuaNCUs3YdNrczGEly1LriA5HhvEXMV/fQgCZbTUUlFYgByxrX1nK6DwQ5hw+bVpFqUCRcd00OxJQY6+4fLrtLw0hPlIGbVjabRnxaV+L0pX+o/1eQQXLn8n9XkREVnvqxu4+MAHS1Hy91PI/WtpC59A3clwagOil4uXNyuikRAVIKvLlhuWp4yeW4Psi5eQtiUS6inCfhw1ItfvRfaVS9g7T2Eeo9dgxVotK9h2gGtts02zXT0a6oDyyvtSnxcRkfWqPTA2WYNDuiwcSk9CTMRkeBk/bCrFrwrEi4mneTWQRIRERRkQD3OqEoCE9xKh6idxUE0YYKj2hXJqAHwVYcg8mABlS/H19kPkLi3WjDZ39QcSkMaKt1ZzNe09abIHpWv9Oz/Uora2rv3vTEQkFwOnI2reLEyYNBkTZs5H3I4sfJyfBLW38GQpcteFYXOOQeooe5yKD+MbJSq+iMxIw5o2L2+WgjsCXslE9tGTuH6zncq6vQOwdKVa7BQg7VhBG4OpsaYzKzXNZko60RfqsBAROTqPp+fjnT3LTDMsQsKSnHrYvOGWukVR+kKMmbahfkYl+nA29s7xlTiqrlM8q4KlWkxBQRGXgqzkasslIMuRiMgZ9FL+Agu8xc57p3CxUtJweogK5KwNQmBYCkzX0iiUSPhYh50zHT9RMXF/pOHSZQNn66zlalrCabxZ1gZ9IiLn4IMBliq2xr+BK29LGUsPcLsQKQvGIOjNHPOMw5OR2HssC2smsDJJT+dan3CYlnQAW/SJiOSpEmd2RuPFWcGYOHg5sjlTIh8VedgwS4mFqebaJIopa5CdtxeRw+S2R6UlBlRUVKDCmmRWX1R/w0OM8IXCjlE5E9f6hKOmWQLShT4RkTx5oJfhf5CbcxxXSncj96/tTMMbPsdFsTIpvEdjyON2D7Bnum1MVF4IRPwx8w4Oxby9yDncylU1cnNuK8a4PII+ffqgzzItKtoZXnAss36fSvRo3vzXWjavs8KZFSKSsxGT/l3cNAvTptmSNsaWpG9HsuXzWHLfToqgWaJG/ClzL+ClLJz8YyT8eksbldWG+UNlmR5JTUHm1TbGFmuQ+LZ4BZBiDdRTubxlLXHPCprtQelan4hItsbNRdw0sf3eAizZfBotrQaVvL8cS146Yu54L0bcPJbct4eCd8IRfsAyo5KGtO0qONRWWnclQlYGiB0dFs7bgLyWple+yUF8aDg0plNVIGz7UigdYYVLJtyEBKOurg4uLubS+S5CCf0u9omI5MsHYe/sQ65yAbSlwJmEIEw8MR9REbMwwtsdVaXn8VH6bqQeLRbHj0dc+kYE/UTKmJ3UN1okWSrTGo3pfRPat7Za9ameEyMR+Zw8Zib8o5KQ+L4KscIy1ql4BPqlIWxeo3L7H2Ri6wENCsX1n4D1WqTM4W6Vjmh2byDbHYmIZGvgXOzKcYdHRBhS84GyE/vxhvHxgEGzsOm/9iFiJP8Etgf9h2lIadTXJcdCZ+XnqjXhxmTFHlF1grs/VhzOgeeyYPMGYX0hNG8tND6aD1RA+VoaMl+T1+0CHAHrrBBRzzTQmIgc/Qofa99GxOzJGGKpp+I9FBNmL8br6Z/g8lkNExU7KrqqlToE2xHK6e+7jluFWdgZpYZyeMPMie9zSkS+shfZXxQhe70S8pgPcixupj0mLualHGEFx3zsfF8ote/qyqUgInIAbh4YMm0xNhkf1P0CXjP+gfua1FHYlucwFaJ3GR9SB+JkxD0rteKeE1O+0aV+9f1q9PV4WLITIiIiIufiZq6L4iLuNXERd5x0vl91twojhz7WzadBREREzqrp1UA2OFZ+dwchvxog9XkRERGRkxD3rKDZHpTOHX8wGHD/XhVCVT+V+ryIiIjISdhsZkXIWMrLy7H55SFSnxMRERE5EZvUWRFapd+WYsbkfpxVISIiIpvq8syK4V4Vbn1/C7N+3g9J8bwpExEREdlWh/es1BqP1TXVpiTFcO8H48fuY8vyIZxRISIiIrtwu/b1jQ59glDwTaijIlyeHPK8D5MUIiIisiu38pPPSx0DERERUatcpQ6AiIiIqC1MVoiIiEjWmKwQERGRrDFZISIiIlljskJERESy5iZ1APZ08OB1qUOwCWc4D8c9h0H1rRO6UgnjsB1nOA/HPoeG15Tjvi+acobzcIZzcGacWSEiIiJZc+qZlTlzBrU/SMYsmb4jn4cznIPFJJW31CF0iWU2wpHPwxnOoTFHf184w/vbGc5B4OwzQ5xZISIiIllz6xv4UYc+oWm5fS+W2yciIiK7ckv/z583uosyjEe02a+trcUXN39AwaUKJP73V1iz4yo2vPQkkxYiIiKyC7e0T8rEpjETEW6rXK/lvpC8PNrrIXj5/BhRz/wzvij+Hq/vvoZPzldi5yq/7oqbiIiIegjXulqgtqYOdbUu4rHtfm0N8N2dahSVVuF//1aB224PIT5uNE5euo2lGwulPh8iIiJyMq611WJC0smjvvwejl6swKLIYTiaX4503ddSnxMRERE5EdeuJCqWY839OuR+/h1mBPtg9Y6rUp8TERERORHXpks9nT/WGBOXGveH4dnXnbMrZD/6PGjeWoqQgEGmTd/Co/+IIIQsSYLuaoXU0VmvuhJXju7HG1HBmDGyNxS9hcdgTFSFYdW2DJxx5AKtJBNF0Mw1v0c2nJI6FqKucbVFomI53iyvwlC/vsj8qKz970zUQUXpCzGofyDCVyZBe6qo/uP6z3KgTV6K4CF+CFquQ1EbX0MOqv6egVXTHsdEdTSSDxzHmfpaTqW4cuIwUuMXYMbg4Yj8w3lUSRkoObAK5KwOR/hBqeMgso0u71lpfnysjzsuXP5O6vMiJ1Px/lIEhqWIiYgCykWJSNNlIzsnC2lbIqFUCB/XI+edYIS/mQeDpNG24UYGXn5hAVLzzV2vSfMRk6zBIV0WDqUnISZiMrxMzxQjK/ZfEZLIhIU66HYhUhaMQdCmPKkjIbIZNyHB6Eidlfb6VQ+7oLzyvtTnRc7EkIPExUnGVEQQgISPdVgzwbPh+SkqhEWEIX5mkGm6O29tNJJmnsWK0RLF26pKZG1eAK1piccbQZu12LV0FDzqn5+MCTPn4+WX9hsTmmjTuDPr1iNTnYkwx64ETt2k4kwSIkOXQsutg+RkXC2XJdc0u0y5s/3bP9SgtrZO6vMiZ/JZHlLMmQr8tyQ1TVQs+ikRv3ENTBMsKEDiBwXdGKCVrv8JmgNie/YmvNMkUWnQ66n52LRtvtg7gs0Zp7spQHJUFZ/rsHXuIPR5lokKOaf6PStoVlels32hDguRLemvnBVnVQDfJ/q3Os59yNMItHxOQWH958hF2fnjyBbbURGzxOWelnlMnYsoy+f97Qa4C4xa9aUGkX7BiD3YsFvLN2IvsnapJQyKyLZca6vRsOekRjh2vU9kS4p/aaiMXHH7busDG7/2fBRoYf5FUqWlpZignIyxgyZjiI9724Pd3VucdSFqi2LKCuzNu4nr+yIxRm5vAKIuqN+zIm4+EfeedK1PZFPDAxGtAJL0QM4+DfJC1yCgd/NBBuQd2Amt2IsMGIN20oFuN+I3WTj0GysHf3UDFy1td7mdCcmLO/qEJiBtWSTCnlNIHQyRXdiszkqTJSEiW/JUYcXbYeb9KKfioZ4VC825ivorfgzfFEK7NhjqtearHxTz0rBmtmP/WVmS8y6yxPaEwJFtLhlRD/eEGns1a5iokFNzM+8xMc+I1NZZbl7Y1T6RbfmGpqHwX8YgMiIW2mNbEe6/taVRUG/Zi6SXlXDoH9vfHkHyuiNiZxbCpvlIGQ0RkeQaZlYse05s0CeyC09fjJkYYExJWqaYooRy7NNQuHVrVDZWDG3cEqSKFWzHbn4V6seljYiISGquEBONWtMSjvEjNugT2ZYBBe8Ew29ECOJT81AkzKC8srNRUbhoqJ4E9MdSsFTZH4MWaFDkkBu9jYnKoiAsSTdnKl6h+0x1WIiIejo380yIC+qEpRzx2PU+ke1UvB8L1XKd+VLk59Yg+/0EKPs1GiAUhXs5Hrq1agRvMiYzqeEI7KdA0Ral7DbZturOZWhiVFhuSVQmrcW+bXMxQOKwiIjkwLXWspRT01Anpat9ItspQMpaS/VaNdLSmyUqFm4KqDamIW2Ouat/Kx4pn3VflF1SeRrb5jRKVFQbkXZwJcY+KnFcREQyYUpW6vee1JiXcrraJ7KZq2ehOye2X4mG2qetwb5QL1ohtvOgzZP7LQ2Fmxrux/KJQdh8wpyoDJi3D3/RLMMIJipERPVsetdl88xKHVxdeUUQ2cg3euSITfUI33aXddz9xsBStzNHL7catk1V5qxH+AvR0JjuuuyNCXFZ+DB5LgY49AZhIiLbM+1ZMV98bJvjvfvV6OvxsFTnQ+QQSg5G48WI/Sgx9XwQlpyJTfOGopfEcRERyZFr0yWcrh/v3a3CyKGPSX1e5Cz6KaAUm9pjBahoZ7ih8Gx9FVv/3vLcXltycAFm1Ccq4xFz+BO8zUSFiKhVrrZMVIRj5Xd3EPI8622SjTw5BqrRYjs1BZlt3lG2CNo9lmJx/gif4m/f2DqhKn8LlkRkmG9M6D0dr5/MQpySdwEiImqLac9KTf2eE/NNCTvbv33bgPv37iFU9VOpz4uchj8i10eLFWl1WDgvHroWt6JUIO/NcIQfNPcUxnHho1saJ6Fvj2Bd6HqcMXXGIy49DVEj5Tn7Q0QkJ26WirPN66R0tC+U2i+vKMfmmCclOA1yZp4zE5D2ylkEvZUHnNqA4P4aqKKiET7THwp3A/Sf5SBrdxo0n4lZzJORSFqvll3J/YsH1tdXpsXIgTCc3I3kk9Z85lAEx0xnzRUi6rHc6hpdaty8oJu1feHf0m/LMGNSP86qkB14QrlFh2z3EIS/mQM9iqBLjjU+HhypmLIGaRmt1GKR1Glk7zjf0L2QgW3Gh9q3xTYAACAASURBVHXW4lkmK0TUgzWqs9Lw6Ej/zg8G3Cy7ieCJfZAU7yf1+ZDTMiYs67NR9MVJU3l99XON7hD0ZACUEQlIy7uJohw5JipGX93AxdL2hxER0YPcTHtP6sx3TYZw12Tx7smt9euMx+rq+zDcqzI+fjA+fx+/Wz6EMyrULdyfCEDYK8JD6kg66PG5SLk9V+ooqAdRhGaiLlTqKIhsw+3aV8Ud+gSh4JtQR0W4PDnkeR8mKURERGRXbuUnn5c6BiIiIqJWuUodABEREVFbmKwQERGRrDFZISIiIlljskJERESyxmSFiIiIZI3JChEREckakxUiIiKSNSYrREREJGtMVoiIiEjW3PoGftShT2habt+L5faJiIjIrtw0//nz+o6L8VHX6MmW+tU1tfjy5l0UXLqFxP/+Cmt2XMWGl55k0kJERER24ab5pAzmlMTF+G+d8V+XNvuuLi54tJcrvHweQ9Qz/fBF8W28vvsaPjlfiZ2r/KQ8FyIiInJCrrU1daitAYRjnXhsq19TXYfv7tTguv4u/vdvlfj+IVfEx43GyUu3sXRjodTnQ0RERE7G5YXNF+uM4OLiYplAQUf7QmPCUA+8884FvLHYt0NLQn379kF5+S2bnEzfvruN/75qk69FRETkaITfp8LvwvLyxTb9un369LHp1+so08xKXS1QWy0eO9EXZl4+vlSJGTN8sHrHVUlPiIiIiJyLm7C0Y5kgqTXtUel8v7r3w/Ds+wjSdV9LvuE2I+O6pN+fnMPcuYNMR76eyFb4miJ7sby2nJGbMDNi3jxrVofO9/Xl9zDUzxOZH5VJnqwIJqm8pQ6hS07oSk1HRz4PZzgHizlzHPsHwcGD5l+OjnweznAOjTn6+8IZ3t/OcA4Cy3k4K9e6WpeGpR3TsWv9x/r8CBcufyf1eREREZGTEGdWzJtmTZtn0bW+wXgor7wvwakQERGRMxL3rJjrqdjieOeHWtTW1rX/nYmIiIis0DCzAtsca8BEhYiIiGzHTdhrYqmbYqsjERERka0027Pi0mwPSuf7RERERLbQpM6KeWak630iIiIiW7FpnZWGPhEREZFt2LzOitAnIitUFEGXGouFyqfR38XFtN+r/4gghCxJgu5qhdTRWaECRR8kYencQAwS43cZEmiMfyu05xwhfmdhQG58byh6W/mYl4EyqUO2+CoDkdbG3fyx+bTU0VM3ssm9gZr3iahtFR/GI8hvEIIXbEXKsULoxY/rP8uBNnkpgof4IfidAuOvIZkq1iJW6YdBqqVIOpiHIsvHr+YZ449FiH8fDFqQgsLbUgbZU+hRckHqGIjsq2mdFctVPV3sE1Hrig4uRNDcFPEXvC9UUdEIn+kPhbswU5GGDW9pjc/poVuuQqTiJNJCfSWOuJliDcIDwqGxZFhPqhC9OByqsQq4C7NF6Ruw9WARilIX4ulCPU5+uAYBvSWN2LlVXsbFHHPTS7UMUYGKtsf/ZCB62T8q6/QeiKCEjRhrzVjDZWQn7EeuqTMeccpRdg2N5MXmdVa4Z4WoDV9qEb9MTFQUKiS+n4YVYz0bnp+iRviCFEROWWhMBvTQhG1AyNS9UPeTKuDmjDGtbEhUFPP2ImdXJPwaJSPK2ZGIPhCOwF9roD8VD/X6ABRtUcJdmoCd343LOCM2g//fq4hSeUgaTod4jEdYzHgrBhpwZnMw3hB7wXtSEDOOr6iexLXJUo6NjkTUEoPxF3u0+IveH2sOZjZNVETuwyKRsFEl9lKQ9qH+gTGSOZeGxINi+7kEaJslKha+81Kgfc3f1Na/tRVpV7svxJ6m7No5XDS1JmPEMAdKVDqgKmc9FiSY96h4he7D66E+0gZE3a7ZnhUXdLVfYzy6unIpiOgBhpPQbRITj4h4xE5o/S9D36nhUEMBvylKVHxzs5sCbF/BsTQUiO3IldFtLO+4I+DX0VCa2jokvV/Q2kDqopLLGWJrFAZIf7N72/v2CNYt2m7eFOw9F5vWzcUAqWOibmfes2Ku59ZQN6UL/erqavT1eFjq8yKSHcPHOmwV2ytCVXhwTqWRJ8KQWRfWDVF1hB5FBZakQw2lf5tnADz5tClZEbZTFHxciKKX/SGz3TdOoLhhc+2s0RjgdCsjBuS+swSppeZe8OZNCH5c2ohIGq62XgKqumvAyKGPSX1eRLJT+Jm4CxJhCBzhmL9VDPWXJ42Br097o33hO0dsvlcEGS1mOQ/DDVw8bG56jRmKAYZS5P5hOSKVw8VLfIdjxrzlSD1ajEppI+2cC7uxeZuYqUxLwutzvKWNhyRj8zorld/9gJDnvaQ+LyKZqcDNK5ZZiafRX7xgQ39Kgw0LgvB0/8Z1SpKQ86VsL1oW3cStdkupFKHIsr8FZ1H0pX0j6pG+Lhb3qwDPfvMuwn82GC/G7kZWfrH40WKceW83VqmHY6JqNbJvSBRnp5RC+9ZqcfPwKMTF/ZLLPz1Yoz0raFY3peP9O3cMuH/vHkJVzrhwStQVBlR8IzZn+0JRXQTNgkHoHxCO+NQcFFqmHUx1SpYi6F+eRsgOudVZUcDP33JZ7EkUFrcz/MsiY4pC9lT5+XnxUl4ga+d2ZGMo1DFJSNFl4ZBOg7fj5mOCOBlRdmI7wpULoHWQhKXqxH9g3XtiZ96riODVPz2aq7Bnpb6gm3DsZL/WeCwvL8emmCelPiciGbqJoo8t7UvGRCUQ4alF5holW9KQlZONbF0aEqNU4r6OImiXqRC8Q14bU/2ei4Q5XSlA4m4d2ppcKTi4E9ruCavHKrneqIrruJU4lP9X7EqYj+BJkzFh0iyExSfh0IW/4u1QMWMpzcC6hMPyqWDbqlJk7dkixjkKr0fNgnNe50TWssmelVrj8eY/SjFjcj/OqhC1yID6TRvvbUD8Ab2pRsmlgizsfCUMqilKKF8Iw4pdWbhUuBdhpoxAj5xl0dh6TsKwm3GfEoLY58xtfXIkwt8paDFhESr0Ri/P69bYeh4DqqoHYoJyPAZ4z0XKgbWY8JMWhj06FGHbNIgZae6Wpf8OmXKveHvhXSRbZlWmLUbwSEmjIRnocp2VH+4a8HXZTQRP7IOkeD+pz4fIMYxe02qNEqHOSsofV4gzGHlIzMiR0XKQP6J3JCDA1Baq7I6B34hwxKZqkXMsBznvpSB27iD0mbYBeYowJLymljheZ+aOsTEaHDqcjfxr+9q+SubR8Vjw8iyxcx7aE+e7I8BOO6P7ff1enLCIf+NeFYJrkyUdYbNsO32hjsq9e9Wo/P42ysr/ge/ufIstywczUSFqkzvcRzf0VMsi2yxB7z7VmACI4/WpeSi0b3Ad4j52DXIKEqGybBL+TIOtC0IQpAxCkHqhqdS+YsoKZOWlQfXISWmDpXpez0zHBLF98fwN+S4FGY7joz3iFUDeK6GeygUgAtyufd2x3VZCwTehjopweXLI8z5c9iGySn/0H2I8iEs6gX7tVRzxhV+AOF5/FoVfAv5P2DfCjnAfbUxGCtXQHdiKFI0O2lPCDQSEInbBCH8pGtEz/eHpBuTdtax9jYGvjOLvkXo90rDvwyCfubrmqvKPQyPmKl6LjAkW99WSkVv5yeeljoGoB/CEwqdj4/v0t1MotuLpC9VLO42P1gYU4dIpsSlcAdVNYZFju3hyvzjr440FSmvuG0Q9gavUARD1DO7wHaKs7936vr2/bPW4ecXSNv6il82NDDvgyzzoPjQ3Fc/6sXqtXRhQWVmJyjtWDC0txqeW9s8GQp7VsM7j08PitAp+ibHcWEsiJitE3cT3WRX8xXbasZNtb5o1XMJZ8Rc9php/0ctlKvxMEoKmmYvYxX7YdsJV9GGaeOmyApHPcU+bzV3Yjqm9+2Ho449jaOzhdivUXjzx5/p9KhEjh9k7us4R7iBtuVJp4WQ4aKFnsgMmK0TdZbQS4ZZNs5uSoC1ufaj+vSRsELd7qEKV8pmVUPSB54fmInZpH7aRcN3OQdJqnbk9OhYhU/hbx+aeGoUgS/X5A/uRdb2NsTcykLxDvALIeyWClfLctFp17RyyxPaEUUNZW4XqMVkh6jb+iFwfLe7d0CI8NB66Fm6YU5G7AeHLxXJqCmGzqmxSFeAJFcIjzE39W/HYmttClZWKQqQsCcdW07kpEL0+sn5GiWzIfTKCX7bs6TiC5Qu34ExL0yvfHsfmiAXQmlZXvKFO/HfZblr9+6Xj9e2xw3ykC4Rkx03qAIh6Es+ZidCuP4vAtXnAqQ0I7q+B+pU1CH/BF54GPQreS0HinhyxfpwvovclQCWr/SqeUC9LREBqLPKM/4uf6IecRbGInO0PhXsFio7poNmTghwxCQtYr0XizHbuzkydNmLh23hdp8YbJ4yZSP56zBjzLtShyxA8zQceqETJ0T8hOT0DV8RtIGPjNXhntlxvBmhApd5S/2UWnuKFptQIkxWibuWOgNd0OOsZiZBlWuFWf9C+tdD4aDZMocSK3XuR+IIMf9GPXgHdxwaEzIk3JiV65OyJNT6aD/KFensmUl7yh0z/iHcO7qMQdVAHj9gQLD9QDJRehnZbtPHRfKA3JsTtQ0rcePSSIEzrVKKsvpKGD7zkmlORJLgMRNTtPOH/Uiau3zyJtPWRUD7XsMzj+5wa0duzcL0wG4lyWv5pxnPCGmQXXkfW9miom8SvROT6NJy8eR2ZxkRFhqmW8xHK6Sd/hstnM7Fp4SxMeLrht/yAcZMRFpOEQ5f/hkPxk2W+B0SPkvoagp5wZ5ZLjXBmhUgqigCEvSY8pA6kk9qts0LdyeOp6YjYZnxIHUinjULMtduIkToMkiXOrBAREZGsufUN/KhDn9C03L4Xy+0TERGRXbml/+fPUVcHuLjAqmNtbS2+uHkXBZduIfG/v8KaHVex4aUnmbQQERGRXbilfSJc02bMRFBn1dHFpQ6P9nKDl8+PEfXMP+OL4u/x+u5r+OR8JXauYpVKIiIisi3XuloX1NbUoa4W4rHtfm2NC767U42iUgP+928VuO32EOLjRuPkpdtYulFON7InIiIiZ+BaW21MRGqMiUg1zAlJB/v68ns4eqECiyKH4Wh+OdJ1X0t9TkREROREXBtmUMREpBP9GuMx9/PvMCPYB6t3XJX6nIiIiMiJuDZd8un8UUhYatwfhmdfd86uEBERkc00zKzUNEtAOtG/WV6FoX59kflRWfvfmYiIiMgKbsJSjqBOuNrHdHly1/qP9XHH/+ZxZoWIiIhsw02YGWmoo1JnPLp0qV/1sCvKK+9LfV5ERETkJNyEJRxhSqQOtjne/qEGtbV1Up0PERERORk3oY6KZSlHWMwxz5R0rU9ERERkK432rDQs5diiT0RERGQL4p4V84xIbV3DTElX+kRERES24lZTUyfe+cc8I1KLrvfl4oSuVOoQbMIZzsNxz2FQfevgwesSxmE7znAejn0ODa8px31fNOUM5+EM5+DM3CDUSalruFmhZYakK30iIiIiW2lSZ8WlWd2UrvTlYJLKW+oQusSS6TvyeTjDOVjMmTOo/UEyZpmNcOTzcIZzaMzR3xfO8P52hnMQOPvMkFttLcTdsWKiYco4utgnIiIishFTnRUXsU6KrY5EREREtuKGWsueE8tSTtf7RERERLbCOitEREQka+KeFfNek4Y9KJ3vC6mKqytnV4iIiMg2xD0r4hKODY737lejr8fDUp0PEREROZn6Crb1NyOsv9dP5/r3DFUYOfQxSU+KiIiInIersGelrgYQZliExKWr/crKOwh53kvq8yJnVXoa2s3ReHHcYCh69zY+BmOiKhpvHDiOMoPUwZFDuZqCIOMfWy5WPjackjrgHupGBpYM7m16v0cedO5aItQ6V1PC0Tjx6EL/9vd3cf/ePYSqfir1eZHTqcTFP4Rh3OAgLEnYj9xLlh9apbhyYj+So4Ix8mfB2JxTKWmU5DgMRYXIkToIakcxtAmroGWO0uPZrM6KcPlyecUtbI55UupzIqdjwJnNasxIOC32vTFkzi8RpZ6OAR4GlJ09DM0OYwJTehzbZo1BSWo2ds3xkTJgcgCFn1lSlQBEvhYCvx+3Pd6vn91DomZK0ldjSTozFRL2rNS4NLsZYcf7NcZj2bdlmDGpH2dVyOaq8rdjVX2iMh4xh7WIU3o0DJg0HeqIX2Pb7CBszi+FNmIFJjyTiTDnqMhOdlGBm1cKzM3RIYhevwL+0gZEzV3fj1WLDksdBcmEq2kJx7LnpBPHOz/chb7sJoIn9kFSvJ/U50NOpxIfpa7HRVPbG+rUlKaJioWHMYlJ3YdgU+cINv/xOKq6M0xyMEUoeE9sTvUHf3LJzXkkL4xGtrE1YuQoqYMhGTDtWakz7TlxQY2496StvlCX5d69+/ju9h2Ulpfh+x++xe+WD2aiQvZReQq5B8T2yN8iqq3lnYGzEBFjbpYl/hm53L5CrfmyEGf15qZyiC/cpY2GmhCWfZfjjXxjc+RKbFr3C6kDIhlwu/ZVcYc+QSj4JtRRES5PDnneh8s+ZF/XziPL0laNx4g2B7vjqVGzjEdh6ng3Pr30NoIC7BwfOabiS9CKzQA/X0lDoaaEZd91pmXf8YjbthJjsV3qkEgG3MpPPi91DEStqwbKxGbwUJ92h3sNHA1zsgJc+VLYmOfYt30n+ygqzBNbYRjzJFBxTouk7UlI+yAHhXpAMVyJ4LmRiFwUhgCFpKH2LHdO452Y9ThjbI6N34ioce5AvtRBkRy4Sh0AkbVKSvXtjim7ca6+nXWt2I7RkOMyoOiKeCXQsEdwcmMg+viHID7VnKgI9J/lIGVtOAL7D0LIjgKwhE93MCB3Uxi2XTA2x63Fppjx6CV1SCQbTFZI3gYOg1psXvzbDbS3DaXk2ul2RhAVouBDsfl5CrbuyIPvC9FI1GQhOycbWZqdWDHHsjRUBO2yMVC+mceExc4qdauxZJswGzoecYnLMIIbiagRJiskb94jMWGa2D7we2gutDH22yPI3MOaDNSOipsoqp+AUyBs9yVc0hkTlFAVlFOUUIUaE5eM67h1dA0sW57y1q7A1jNMV+zmq8NY9dJu05Lv2M1vI2YMMxVqiskKyZwPghcuhvkGDqfxRsxyZN1oYdidy9DELUEqcxVqT0UFDFOVUA5XIGCjDimL/Fq8GshzagLS/miZ18tD/C4dKrozzh6jGNp1L5ur1E5Lwq6lvFSZHsRkhWTPQ/UqNoWKG2XzdyPyZ8MRHrMd2qPHkXviCLTbovHiyGewPL0UY+PXIkLacEnufMKw92g2si/exMlV/m1etuw7LxYJlg22qTk4yWzF5koOrsc6U5Xa6Xg7cT4GSB0QyRKTFXIA3gjek42034wX+8XI3rsaS9TBeFEVgiXxQql9HwQnfoLMiGHt7mshsp4/AuZZ2pkouCplLE7oRgbeiMgwLf8E79nKqtPUKiYr5CB8EJSYjQs5+xA3bzKGWK5IHjQewQvfxqHLZ5Dym1HoZTDUV64NHuwjUazkPNzxSP09g/SmS+nJVoqheXmBqY6SV+g+vB7qI3VAJGNuUgdA1BFe4+YiRni08nzVtXP1ReSGPMEaK0SylZ+B5UfNzbL0BRhnfLQnK2IwFJZ13vhs6OPGtzmenAdnVsipXMx/V2zNxQhOKVNrblegQtho2+5APW5esbTV8H3CrlERUSs4s0IyV4rsuAVIzr+B3N6vIP9wGxvwDMfxkeXS5WmTMYITK/SACuiW9EFwstD2R2LBWawY3cbwb05CZ7k31ehA+DFZsZ3Bv8AhnRUzI3/PwIsx+03NCXEaxEwSb2SqGGbH4EhumKyQzHnDw/Nz5OYLSchh5F6f3+omvJL07dgm5iphEf/GqwqoBZ7we1YFJOuM7QIkanIQPVrZyhVBBuQlJyJF7KmWqY3pDdnMT4ZiwqSh7Y9zbyj06DF0vPFz+FdIT8RlIJK9sarfijcwPILNmzJQ0sImx7Kj67HkpSPmzriNiJjp0Y0RkiPxnRmNaPFyZP1b4Yg8UNTCKAMK90RCvVa8h9BzCUgI5Q0PiaTi1rdvH6ljIGrbyPmIW/h7hO8tNW/EO/0nRL3yfxE00ANVpZeRe3g7kt8rNo/1notdqcvauTsz9Wj9VIjfFQmdOgVF0EPz60HISzcmMPNU8Fe4w6AvgO5AEpI+EJMYRRjS0tfAn0VViSTjVl5+S+oYiNrhYbpseVfVDCw5UAxcP4zkKOOj2SivScuwKXkjggdKESM5EsXsvTh7VIGQX29Ajh4o+iAJscbHA56MxN73dyLMp9tDJKJGuAxEjsHNB+rkzx6ss+I9FBNmL8Ym7Wf4WMdEhawnlNPPLrqJk5oERE4NQP0ij8IPyjnRSNSexa3CvYgcxikVIqlxgy05lPbqrBB1iLsCAaFrTA+SqXErob+9UuooSGKcWSEiIiJZY7JCREREssZkhYiIiGSNyQoRERHJGpMVIiIikjUmK0RERCRrTFaIiIhI1pisEBERkawxWSEiIiJZY7JCREREssZkhYiIiGTNrW/fPnb/JryzMxEREXWWm70Tie5IhoiIiMh5cRmIiIiIZI3JChEREcmam9QB2NMJXanUIdiEM5yH457DoPrWwYPXJYzDdpzhPBz7HBpeU477vmjKGc7DGc7BmXFmhYiIiGTNqWdWJqm8pQ6hSyyZviOfhzOcg8WcOYPaHyRjltkIRz4PZziHxhz9feEM729nOAeBs88McWaFiIiIZI3JChEREckakxUiIiKSNSYrREREJGtufQM/avEJV1cX9PV4GCOHPoaQ570QqvppN4dGREREZExW0v/z56irq4OLi4vxCOMRpn5tbR2+uHkXBZduIfG/v8KaHVex4aUnmbQQERFRt3JL+6RMbBozFbjUP+HiUodHe7nBy+cxRD3zz/ii+Hu8vvsaPjlfiZ2r/CQJloiIiHoe17paoLamDnW1LuLR3K+tccF3d6pRVGrA//6tArfdHkJ83GicvHQbSzcWSh13NzIgN743FL2tfMzLQFn7X7R7fJWBSGvjbv7YfFrq6MkhGZD3ZqBpptbFZQPypA6nJyk9De3maLw4brD4Ph6MiapovHHgOMoMUgdH1DWutdVigtLOUV9+D0cvVmBR5DAczS9Huu5rqWPvJnqUXJA6BiLHYDi1FSvWMkXpXpW4+IcwjBschCUJ+5F7yVIcrBRXTuxHclQwRv4sGJtzKiWNkqgr3IREpGHPSttHYcYl9/PvMCPYB6t3XO0Z+1cqL+NijrnppVqGqEBF2+N/MhC97B+VdXoPRFDCRoy1ZqzhMrKFH3SmznjEKUfZNTRyQrfzkBAVz9mUbmXAmc1qzEiwzIR6Y8icXyJKPR0DPAwoO3sYmh3G93XpcWybNQYlqdnYNcdHyoCJOsVNSEAEdbDuWFNbh5pH/wmefd1NsytOn7DcuIwzYjP4/72KKJWHpOF0iMd4hMWMt2Kg8AMvGG+IveA9KYgZ527PyMjpGJCzXo0N56SOo2epyt+OVfWJynjEHNYa/9Bo9DNq0nSoI36NbbODsDm/FNqIFZjwTCbCnONuBdSDNNqzYv3xZnkVhvr1ReZHstmdYTdl187hoqk1GSOGOVCi0gFVOeuxQPyB5xW6D6+H+kgbEDmcivdjEf6W3tjyh/9oqaPpKSrxUep68eeTN9SpKU0TFQvjHy0xqfsQbOocweY/HkdVd4ZJZANW71lpfnysjzsuXP5O6vjtruRyhtgahQHOOIn07RGsW7TdvCnYey42rZuLAVLHRI6lWIPoxUkQUhX1H5MQO0TqgHqIylPIPSC2R/4WUW0t7wychYgYc7Ms8c/I5fYVcjCuTRMRwNp+VZ0LyivvSx2/nRU3bK6dNRoDnG5lxIDcd5YgVdyPF7x5E4IflzYicjRF0KxdAY0xU1HMS0PiPF+pA+o5rp1HlqWtGo8RbQ52x1OjZont3fj0kj0DI7I9V8tlyzVNlnra73//Q42pcJxTM9zAxcPmpteYoRhgKEXuH5YjUjlcvDRwOGbMW47Uo8VwyD9ULuzG5m1ipjItCa/PcexbpFP3KzoQi/ADQqYShq3rw8BUpRsZ/3i0LMQHD/Vpd7jXwIb1uStflrYxkkh+6vesoFmdlfb6dTUu7X91R/d1sbgeDDz7zbsI/9lgvBi7G1n5xeJHi3Hmvd1YpR6OiarVyL4hUZydUgrtW6vFzcOjEBf3Sy7/UMdcTcHSX2uNDQXCtm9FmI/UAfVcJaX6dseU3WjY/Zx1rdiO0RDZnmuTpZ6aZks/7fSdXeXn58VLeY1v7p3bkY2hUMckIUWXhUM6Dd6Om48J4mRE2YntCFcugNZBEpaqE/+Bde+JnXmvIoJX/1CHFGDrvIXQQVj+ScLWOe1c0k+2N3AY1GLz4t9utDu7W3KNhR7JcdXvWaltfNWPlX1nV3K90Zt73Eocyv8rdiXMR/CkyZgwaRbC4pNw6MJf8XaomLGUZmBdwmH5VLBtVSmy9mwR4xyF16NmwTmvcyL7MKBgUzRiTxmbimikvK0GUxUJeI/EhGli+8DvoWmreOW3R5C5h0s/5LhcO3rZcpOlIadmQFX1QExQjscA77lIObAWE37SwrBHhyJsmwYxI83dsvTfIVPuFW8vvItky6zKtMUIHilpNORghCq10auF0m8KrPhjIlT9pI6op/JB8MLF8DK1T+ONmOXIamlm985laOIaNtITOSJjsmLZk2K5J5D1fefmjrExGhw6nI38a/vavkrm0fFY8LJlp/15aE+c744AO+2M7vf1e3HCIv6Ne1XIerfzsPVlc5VaxStpSJjK5UMpeahexSbLzG7+bkT+bDjCY7ZDe/Q4ck8cgXZbNF4c+QyWp5dibPxaREgbLlGnmSrYuriYS+4LhEq1HemTmdcz0zEBh017XC6ev4EyjBL/4pEZw3F8ZJkO9l4J9VQuAJG1DMjbEo14Yfln9Bpo1yrBVEVq3gjek400j0iE/0FYti5G9t7VxkfjMT4ITkzDrtk3YVF/SwAAIABJREFU8HKCRGESdZErmuxJATrSp0Z6PdKw78Mg31ucVuUfh0bMVbwWGRMs/rYhKxk+jIf6zQJjKwAJyfEI6C11RGTmg6DEbFzI2Ye4eZMxxFKBYNB4BC98G4cun0HKb0ahl/HnkqVybfBgH4liJeoc8d5ALuYZE/FobZ8cz8WT+8WNtd5YoLTmvkFEAj20e7bCfIFsHuIDHkF8u58Tj0AXyyg10r7IRNgTdgyxh/MaNxcxwqOV56uunasvIjfkCdZUIsfiZpoteSABsa7v/AyorDT+LeLmAY9H2xlaWoxPLe2fDZTnEhDO49PDll12v8RYbqwl6jEu5r8rtuZiBG9kSA7GlKwIaYd55qQhDbGm79QubMfUwNXmjajzNLic3PblvRdP/Ln+kuWIkcPsH19nCHeQtlyptHAyRnAJiKzmCeXKbGRHtTeuAjmbQrDhQ6EdiZ05YfAzfbwPnuZVQzZWiuy4BUjOv4Hc3q8g//D81jfLN96rNs343ufECjkYN+EyZNNmWReXDh2FVMXV1YlnV54ahSDjG/qi8P4+sB9Zr8xq/bbqNzKQvEO8Ash7JYJbuvOpDDSeBp4waihrq1AHuEMxVmlFPRU99MmWti/GTFEiwK5x9WTe8PD8HLn5wg+pw8i9Pr/Vn1El6dthubMGrwAkR9TpOiv3qqrR1+NhqeO3H/fJCH7ZsqfjCJYv3IIzLZWI/PY4NkcsgNb0g8Ab6sR/l+2m1b9fOl7fHjvMR7pAiMgmxqp+K97A8Ag2b8pASfWDY8qOrseSl46YO+M2ImIm/0whx+MmlNBvumnWuuO9u1UYOfQxKWO3uxEL38brOjXeOGHMRPLXY8aYd6EOXYbgaT7wQCVKjv4JyekZuCL+xTI2XoN3Zst1ftWASr2l/sssPPVTSYMhIlsYOR9xC3+P8L2lKEtfgHGn/4SoV/4vggZ6oKr0MnIPb0fye8Xmsd5zsSt1WTt3ZyaSJ3OdFTTek2LdsfK7Owj5lZNPJrqPQtRBHTxiQ7D8QDFgfPMLRZa025oP9MaEuH1IiRuPXhKEaZ1KlNVXt/SBl1xzKiLqAA/TZcu7qmZgifAz6vphJEcZH81GeU1ahk3JGxE8UIoYibrOdG+gmvolHvNNCtvrf3/7Lu7fu4dQVQ/481wop5/8GS6fzcSmhbMw4emG3/IDxk1GWEwSDl3+Gw7FT5b5HhA9Sk5a2p5wl+lSFRF1kJsP1MafUQ/UWfEeigmzF2OT9jN8rGOiQo7NzXKPn6Z1VFrv19bV4VbFLWyOeVKyoKXg8dR0RGyb7sDlqkch5trtVmswENmGAmEZdQiTOoweqL06K0SOzLRnxaL55cjN+7XGfum3ZZgxqV/PmFUhIiIiyTWqs9Kgpf4PVQZU3r6FmT/vh6R4v24NkoiIiHouU50VYWnHxXx3QlMdlVrxWF19H4Z7VcbHD8b+ffxu+RDOqBAREVG3crv2VXGLTwgF34Q6KsLlySHP+zBJISIiIkm4lZ98XuoYiIiIiFrlKnUARERERG1hskJERESyxmSFiIiIZI3JChEREckakxUiIiKSNSYrREREJGtMVoiIiEjWmKwQERGRrDFZISIiIllz6xv4UYtPNC2378Vy+0RERCQJF82psvobLDe+23JNTS2+vHkXBZdu4dP8f+DWP+5iw0tPdjhp6du3D8rLb9kw5La+127jv692y/ciIiKSG+H3rfC7sLx8sU2/bp8+fWz69TrKTfNJGcwpiovx3zrjv+aURbgL8496ucLL5zFEPdMPXxTfxuu7r+GT85XYucpP0qCJiIio53CrrbHMpdSJ/zb0v6+uwfd37uK6/i68HnsY8XGjsS3pEpZuLMTO1fJOWDIyrksdAjmBuXMHmY58PZGt8DVF9mJ5bTkjt7paY1pSZ55JESdYWuyXVtzH0YoKLFo4DO+8cwHpuq9lv49lzhzH/j/u4EHzDzNHPg9nOAeLSSpvqUPokhO6UtPRkc/DGc6hMUd/XzjD+9sZzkFgOQ9n5SrMrAgJS221eGyjX1sDfFxYiRkzfLB6x1WpYyciIqIewLWuBqYkREhIaoTEpJ1+bTVQ3ethePZ9xDS7QkRERGRP5pkVS0JSI86ktNPXl9/DUL8+yPyoTOr4iYiIyMm51tW6NCz1mI7W9R/r8wguXP5O6viJiIjIydVfDSRsojVtpoV1fYMxeSmvvC9N1ERERNRjuAlLO5b6Kh053rlbi9rauva/AxEREVEXNMysoGPHGjBRISIiIvtrUmelo0ciIiIie2tWZ8UFHemTEyjWILy/iyn5DEnXSx1Nj1aVtx5Te/eGYl4GHOM6u0qUHN2PN6KCMXGwMW4h9t7DMWNWNLYdPI2yaqnj61kMX+ZB89ZShCifRn8X83vaZUggghbEIuWDIlRIHSBRF4h7VsSbGJpmTKzvk6MrgmbtCmiYo0iu6u/78fKvtuCi1IFYq/I0toWGYfOJ0mZPFONMjvDYj81vzsKm/9qHiJHukoTYc1Qgb1M41Kt1eOCtfDUPOcIjdSvip6xAyr5EqHwkCJGoi1xr7t9vqKdS26y+Sjt9cmxFB2IRfoCZitQqc9Yj/IVoaJv/3pet80ieHdSQqAyahahkDQ7psnAoPQlRs33MH79+GKtmL4H2hmSB9gAG5L2pQmB9ouIL9Ss7kabLRnZOFtK2r4D6SfNI/bGtCA4Ih/ZLCcMl6iTXmntVHaqv0rhPDuxqCpb+Wit1FD1bdTGy4oIxcdYW5DpMogKUHFiPN/LNba/Qfcg/q8Hr82ZhwqTJmDBzPl4/cAYf75gLL2FAaQaWbD6MSikDdmbnkhC9Ns/cfi4amUXXkbklGmEvKKGcokLYS4nIvHIL2asCzGP0GkRvzzGmOESOxdXF5Uft3hOotT45qgJsnbcQOmPLf7S/1MH0PIZSnDmwGi8OHY7InccdZH+KRSkunjgitudj0+a5GODWfIw7hkSsRdw0sXvgTw6VjDkOA3IyEo3vZoE/Et5JhNqnpXGeUG5MQuJoc0//VhJnV8jhuNbVuZgTkJpmCYkVfXJEwrRxNGJPGZuj1yBpY4jUAfU4Z7YNxoyo7Q2/wL0nI+awBjGSRmWtYlxJt7QHwvsnrY3zwVPjLO0MXOFSkB0UIi9VXMadGo2w59raG+QP9RKl2NaiiMkKORjXJks7TfamtN8nx2M4tRUrTNPGAUhIjkdAH6kj6sl8EJyQifyzWYhTesMxtqF6Y8AsS7sChrbWE+qvBpoMr352Dapn0t/ErRHCco8fFKN90b+d4Y/09uyWsIjsgXVWepLbeUiIiocpVVlvTFqEv8ROSR1UD+Q+HRGJixEVOh0DPKQOpqN8MGLSeODwaWP7XWjeX4wJc3weHHYjA/tSxfbI6RgxqBtD7CkUKiQeVVk9vOjqScsnGn/y2yckIntxra+fUl3XtJ5KO/2a+3VwdWXC4jgMyFmvxoZzxuZzCUh6JcBB/pJ3PmNjMrHpN46YqJgNmbcRcaYlnlJoI2YgcttxlNwRn6w2oCR/N5bPXCBe3TQecdsWY4Rk0f7/9u4HKMrzzgP4V45M6NSL6Fld2jQBqklxohFqGpfxT1mS3AiJU5fTGXZLM7qYGQRzKpiqrMRDUGtAM8qGXsLqJXaXOzk2M3XYTJKyXBrrmpyVJOZC0lKXNEldaUrWhMTVqNz77j/UsOyiLO+7L99P5vV9XnjX/F7Zffm9z/s8v5d8vA60PROc+aeH+h5JoyEasUDPyhV/jwmC9VQib1+6dBlTJt0iZew0Ap4jFdA/JZ6s1KjZX45MZip0o759P9Yd+QPu2L4B2xpeQ5sxX1i+udu0RY9jW90voJ3FN5vUOhuNqA3kKpnVBcjmj4TiTIKvbkpwWvLlQB2VKLYvnPdizt23SR0/ReNjG0ofM/nqMKj3mFA5j2cqukm3JmNa6t2YPWt6mB1Scd+i+Zj9vTjtPlIQ7/FalG4ITG9WlaKmhL2qFH9ueMzKuc+/QsHP7pA6forIBeuWUn+V2iVNsKznVGW6SR++jM0rC3AwWGtl0aPQFf4zFtwpJCbnetBu24fWlg/QVqND23OLsenXVqxTM2mRgpioaNT+cWq+XtUX65DHwc4UhxJ9z/iZ4E9Yol1/5fXi64sXUJj3XanjpwhczUaU+6rU5qFpnwFpUgdEce5tNIYSlenQ7rdj78q7cWvo+/7CcOs2Po/Nj4hVeV/DrgdXYdo7rdBxkO2Y8rxqRN5DtYFEJQ2GwxZUDju9mUi+Eq4p9BbFWrwN1NfXh53rZkodO0XSY0WFzuq7/aN9oQGGGVIHRPHu3JFnQ9VrZ2+yXpeoDJo061Hs/fUTgYG1L2PXMy+ziu0YcjUXIyuUqKhR+pt2NC3npQrFr2vrrERYXxHWZ/52Fg8vnspeFdlzwbxGD7GgvqrIgroinqjoZnlx6o3nA+3FWKm7f8hEJehW9c+xMlCHrPdXr+EUa7yPAQ8cVbnI1pmFM4BApUHN63Y0PMLPP8W3hGgTla/Oe/HX3jPIXzgZJmOG1HFTJMetKH7J33Qf0iM9+Mj46xf14DQOmy5l8OvbnRIFTvJ1Dr2hSrT3466It3VScVd2sN2D3r/HKi7y6e+CeVUWcrc7/A81nGFAU0cbKhewGBzFv7BjVq4I60uXL8F78YKwfCV87Wvs3jCTPSpERHLjcaJWq4Wxwz8/WZVTCcvhGmg4mJYUIvHPfx36oR1iwTexjoo4PbnggVQmKfFmhhbtDnXk/d63IneN2dfUbG1FZU7gKiyFvWd0vUmYdmew/TL+950qzJsz3P49+GOwaCpUmDQxlrGNY/1CorIkG8ZANWpVURMczxiQwX9vUpDEvmMPSB0DxcLUDN8zQyL61uDtnuSMbOE1qhgGRfEtCbOzHwOefha+WUGHX8OqOYvDjlu54HwBBx2BjaKfYB5nL8eAC9Y12lCiol7bBsu+PM76I8VJkDoAIoofk/IexZOBpyn3Pr0K6w9+MPQsnw8PY/3PduOUb+N+bFr9EJirjL7OvXroDwVu/RRZmKiQYvFxVkQ0Avei5FcmHF1SivazZ2Fb+yMcbVyBgrU/RW6gKNzR9t/A1vQy/uLbfzoWbNuBkizW9xh1n9pg2jDYM5o18QxsT9VH9dLkhQYY5nPgLcUPJitENDJ3PYoDLwGb/6UU1tNA73uH0VgiLN/YMRW6xlbsLBq6FgvdHPerFpiv2rY3VsAe5Wu1Vr2QrMQiKqLY4G0gIhqxW4WEZc/JT/C6zYSSosWYGXpE0HTMXLQUK+ta8fqH72IPE5WYcXXbpA6BaMywZ2W8m1+JgYFKqaMg3I91/f1YJ3UYI5E4CTMfehRPiovUsYxD6q0DGNgqdRREY4M9K0RERCRrTFaIiIhI1pisEBERkawxWSEiIiJZS5yS/dshv3Ftuf1pLLdPREREkkhs/o+f+B5eKD5p1/cMw8DDDK9cGcBHZ86j873PUPefn6Byfzdq185g0kJERERjKtHy+95AU8hUxMctB0yYMIBv35qIaam3oeRH38FHPV/gyWf/jN+/fQ4Nm/mQOyIiIhobCQNXgCuXBzBwZUJg7d++cnkCPv/yElxnvfif//OgP/EfYNw0F8fe60fZji6p4yYiIqJxIuHKpUCCEmHt7ruIV055sNrwQ7zyZh+a7X+VOnYiIiIaBxKiSVSC68tfD+Do+5/j4fxUbNnfLXXsRERENA4kXH3rJ5r1ZSFxuZx0C5KnJLF3hYiIiGIuYSSJSnB9pu8C7s6Ygtbf9kb+PxARERHdhKjHrFy/vm1yEt754HOp4yciIiKFSxQTj6HqrETavnBLAvrOfS11/ERERKRwieKtHbG+yhUICYnw3wCi2/7iq8u+wnFEREREsXRNz8oV3zr6bblraTktdQijQgnHEb/HkB5q/c5+VsI4Ro8SjiO+j2HwPRW/n4trKeE4lHAMSpZ45RJ8hWvFBETk+3ME20RERESxFOpZCXSZBMamRLktc8uXp0feScaCmX48H4cSjiFoUd50qUO4KcHeiHg+DiUcw9Xi/XOhhM+3Eo5BpPSeocCYFfjGokwIrKPdJiIiIoo1IVkRV4NjUhBISaLZJiIiIoo1X8/KhGvGpIxsm4iIiCiWEiEWeguNSfGvot4mIiIiirFQnZWB6+qoRLNNREREFGuhMSvXJiDRbRMRERHFmi9ZCc7y8a+j3yYiIiKKtRt66rK4FpeEBPauxBW3E9anylCgTvfN5hKXlNm5KFhjgr3bI3V0BC9O7MqFauJEYdmNE1KHo1Andk0M/BuPdNHB9onU0VP8ccG6wn++rT0udSzxK+FGEhVxffHCJUyZdIvU8VOUXM3FSE/Jhv4JE2zHXaGvu991wNZYhvyZGcjdYIdrmL+DYuvCm/uwreYNqcMgolHjgWOLHvoWqeOIf4kDl3HdoNno1hfPX8Ccu2+TMnaKkudIGbJ1Zrh9WypoVlfAsCwTqiQv3CdsMO8xw+F2w7E3H/rJx+DYqkaSxDGPO1++gb3rqtmbMgamzdmBJ2ui27f3D8+j8cUP/K8r/CnmfS+GgZGy9HfB/Hg+ig/yEnA0+Ous4NoKtdGsz33+JQp+doeEoVNUvA7UPWYKJCpq1LxuR+WC5MHv5+RBt1IH4yO5vi5KZ1UpTI+cRPlcieIdl7w4ulOHp9+ROo7x4Y68x1GSF8WOHx7Gmv3+RAVznsCBp1eAZzyKhueECYbCMti6pY5EOXxjVi6HbvEA0Wx/0X8eX1+8iMK870odP0XyrhNmf6aCzN2maxOVoKkaGHdUQuXb6ETdS51jGCCds2/BmqfFZ97ci9lzpI6G/HpgXb8KNt+jiO7HpqefwLxvSx0TyZ3nfTvqV6Rj8n1MVEbbiMesXL40gM88n2HnuhlSx05RcP/pZKBXBUi7PSXsfkkzZyE7+JrOrtBrKMaEq/fNa59Fr9DMf24PSn4gdUAkOtVgwIZX/O1524Sfy495Y5Qi+NgKQ0Y+KloGb/ukrWxC2zNaCYNSjgTfmJXA4ktIhtkWe1jcf+vFw4umslclTqi+nxFqe/rPh9/x0lXtVBWG6H+hUdcDW81m39X7tMIDeLIwVeqASHT6eezaFBjoPKcK28ruxa3SRkRxRpVTjibnGZw+YEAWT6ajIuFKKDEZXIba/vIrL870nkH+wskwGTMi/80kD/dko9R/fweOA1Y4+4fayQvnoQbYAlsGdRYH2I6BvzRvwZpmIVOZvgLbjBwPIQ/n0L6vGu2+9nSU1DyOefwwUFSSMLmwBhYhSTnjqINhvkrqgBTlmjErA8FbPWIdFXF68sWv8Xl/P8729eKLr/6OX274AROVeJOch/I9Ov94lONGaJdWwPqWR0hP/LyfdsFWlQ9tldO3rSqyoHIZLwViTrh637z6NxB/IWrrdkJ7p9QBkejCm/+OXU1n/RvLdqJEw0yFonS7Fk3WSuiYpMRE4p8/6RnyG2LBN7GOijg9ueCBVN72iWNphRZ0fT8LhpUVsHXUQ59ZP9Re0O5ugmm9BvyoxdrbaCwu9V29Tyvci23LpksdEPn0oHVXNU752vfiyY0rME3iiIjIL7Hv2ANSx0BjITkNWQvV6Ox2Dln4TZWjgWbeLKgSxzyyccaLU3Ub8G9vCs3pj2HvrqX8hSgTF948jIOBQbUo+gV0nJlFJBsJUgdAseZF5958ZMwugPGgmKikQbuxARZ7O9odbbDsLkXeDMDdYUaZJgXpq6xwXYr8t9KNEavUbt4mDt6cjpLndiD3n6SOiPzO4bcHg70q07Gu8CFMkjgiIhrE62iF8xypQN4Gu38q8vxKtB+pgWbqVTuIReHWG2Gv0iJ/p5DMHNQje6oKrt0aDrIdbV++gcZN/iq109YdwCaOh5CPT16G7VCgPedfkb+IPxsiOWHPiqJ1wlwVrF6rhaX5ukQlKFGFvB0WWJb7N91PGWF+d+yiHB+8OLF3A3aJt3/EaqibF3M6rIz8xfFfaAu0c0uWYrak0RDR9ZisKFn3SdjfCrQ3lkKbOtzOadCuLg+0nbA5+TyL0XTBUY1Vu94Gq6HKUQ+OvvhyoL0UBZpUKYMhoiHwNpCSfeqGI9DUzk6LeFsnKSMLYq1Fsd6K+GBDMYGh0XAWbQf3+arUAm9gl2YqdkV8TTUenlgdaC/FMx9YoeVD9GLjkzfRHhxYu+ynWMB/ZyLZYc8KEY1r594+HroFtEDzY87OIpIh9qwo2VQVNMJK7F2xdXTCU5Q2bBl9b9fJUBXbzIkcYDh6JmHB+jb89+pI+53D0TodnvZ1hz2KnfYVmOn7ejLu4qyhmPnTyWcDrXuR+6NUKUMhojCYrCjZjCzkzRWSFXHcykEzWrdoYQj7/EkXbM8Fi8VlQp+TOTYxjgtJmJa1OIor9rPofS7YvhOzFy3GvJjGReJ4lT++GWwvxuy7pIyFiMLhbSBFy4ShujRQkdaO4iIj7EM+TtkD53Y99C3+LZWwn37umAVJJJ1zH+BUcGDX0rm4gx2KRLLEnhWFS36kBpaNJ5H7lBM4Xov8FCvySkqhfyQTqiQv3O860PasBdZ3A1nMDANM1VqW3Kfx4e9u/CnYnnUnHyZJJFNMVhQvGZrddrQnFUC/3QE3XLA3VgjLN/dU5VTCcjhMLRYiJfr0LI4Gmgu+x2c0EckVbwONC0LCUt0O10fHfOX1tfOvmpI8Qw3NSv9jzV0OJio0vvR+8n6oPWnitySMhIiGw56VcSTpdjV0G8VF6khoaNOhPdTvq3VDY2PasgNw9x+QOgxSMFVhKwYKpY4i/iVOmTJZ6hiIiIiIwkrs6/tM6hiIiIiIwuKYFSIiIpI1JitEREQka0xWiIiISNaYrBAREZGsMVkhIiIiWWOyQkRERLLGZIWIiIhkjckKERERyRqTFSIiIpI1JitEREQka0xWiIiISNaYrBAREZGsMVkhIiIiWUuUOoBYamk5LXUIo0IJxxG/x5Aeav3OflbCOEaPEo4jvo9h8D0Vv5+LaynhOJRwDErGnhUiIiKSNUX3rCxfnh55JxkLZvrxfBxKOIagRXnTpQ7hpgR7I+L5OJRwDFeL98+FEj7fSjgGkdJ7htizQkRERLLGZIWIiIhkjckKERERyRqTFSIiIpI1JitEREQka0xWiIiISNaYrBAREZGsMVkZAfdxK+rXFCB75gRMmCAu6ch+qBi1zU64L0kd3Y1wwbrCfyy1x6WOhYjGPbcT1u3FyFWnB86xKZilKUDZfju6PpU6uJvQY4U+xX+uLWh2Sx1NXGKyEo3+LphXpSNFrUdFow3O7uA3XHC+aoZRl42UhWWw90gY44h54Niih75F6jiIiISz6ZEyZKdkQ19lhuO4K/BVN7o6bDA9no9Z38lG2YuuYf8OeRIuCqvKYWWOclOYrETS70TtUg2KD/o/JKp7dCg/0Ip2RzvarHUw5Kj8+x03Ib+wFs5+CWONli/5ykLuTqfUkRARwSMmKktN8J+R0qDd2IRW4RzbbregYaNW+IrICZNWSGaa4ythcR2qgP4QM5WbxWRlWF507i+HscP/RlOvbcWxTgvqVmqhydEgr7AcTY4utG9W+3c/bkRpY6eE8UbmOWFCQeasUPJFRCSpfgdqHjPBd5ZV6dDU9R5adxugFc6xmiU6lO5uxWmXBTrfdaEb1g31sMfLLaFuM8p+bpM6CkVgsjKcbguMWwK9D8stsOwTMvxvPE0pGZqqGlQGOlg699ghx/4Kz/t21K9Ix+T7ymDrjrw/EdFYcLXUoz7Q8aDdUw/DD5O+uVOqDjU78vxttwl2p2fsArxhnagvKoZdaGXOzZQ6mLjHZGUYrg6r740mvNVQt0UX6IocQpIG+WuEbGWGGprZn+EzufX4fWyFISMfFS2DvSlpK5vQ9oxWwqCIiNxwvmQPtEthWKIKu2daRnaofabfG+O4bpYXzu2lqBAnLsythGlHgdQBxT1FP3X55rjgaHH4mw+WQjt3+L3VW89gYGvso7pZqpxy4QqlAob5Krib7ZFfQEQUM+eRfF85DJ5OHEvORkZy+D09ZwYvtpJk/pvLe7we5VViH7saNY1G4c96qUOKezL/kUvI04XOV/1NVU5W+F6VuJCEyYU1sDxugG5++CsXIqKxlYa8jXXCEmG3fidMu82BDQMKcmR8HhNirSkx+oYDqKuFpGV+EsDSEDeNt4HC6enCsUAzOzXF3/C4YN9fhoJragAUo/bFTnjkXGfldi2arJVMVIgorniFc66zuRYFmdkw+n7hq6ATzmXaqVJHFo4Xjmotat8SmvNrYNqoxhAjcOgGsGclHK8XwXk9Gd9XwXNU+MAsN8JxzXgUsQaAGUZhacgph/mAcIWQOvahEhEpibu5ACm662bRzNCi7qAZ5QuGuVckMc+RCuifEn9JqFGzvxyZzFRGDXtWwnB/9F6o7emoRd5CMVFRIUOcrmxr99VZaT1QDt09/t4Kd0c98h8si58pdUREMuXqHmK6b38XTnY40CXXiUAf21AamIKt3mNC5TxmKqOJyUo4lwZHm5uqxPuPalS+0oX3xEJwyzS+OivalXWwnLqqzkq3CYYqO+T6WSIikj8vklIbYLGLF4VtsOwrh3aG8GV3F6xVBZh1XzFsPVLHeD0XrFtK/VVqlzTBsp5TlUcbk5UoaV+woObBobofk6HZYUHTEv+Wu9GEVtYxISK6QUnILCqFbol4UZgH3do6tHadQVvootCMgjVmyKmspavZiHJfldo8NO0zxPmEDHlishJG0sSUwQ1VJUqXD/f2S0PBakOgbYejU26FVoiI4liiCnlXXRTiJSOscplh02NFhc7qu/2jfaEBhhlSB6RMTFbCSP7OVcnKwlmYFeH2Y3JaBoIdf9b35ZTzExEpQRryi4KFLN1odcrh0SYumNfoIY6wURVZUFfEPpVYYbISzlQVNCPaP4Vdf0REMaRKywq1O+VQxfa4FcUv+ZvuQ3qk+0paDLGojaGX2HQpg189qus1AAADVElEQVTfLseHs8gTk5Vwbk8L9ZTAcx7nI+3vdoXqsmhUrGdCRBRRtw1lK3KRq05H1l459JSQXLHOSjhJWdCUAPWNQvtVGxzdhmHvRbpOHUNwpEpmakr4HYmIyG8i8FmLA74Hm/zjSbjWZw7bQ+065Qi1dT+UQV/2DC3aHerI+71vRe4afwVezdZWVOYEJmukZMQwOGVhshJWMrIfNACN4hvMDtMLTuirw1Qj9Dph3Rd4zo6qEnkLOb+eiCgiVTbylwPWFqH9qgnmo3rULAhz/ux3wFQVTFZkUnJ/agY0OVEkHN8avN2TnJEtvEYGsccZ3gYaRvKyUtTN97c7t2theK7rmzVULrlgXaOH8S3/pvqJAmiYqxARRUEF7epy+H91d6J2uQHWniF283SiXqdHfaD7Wr2nVMYl9ykWmKwMKxPlzRbofJ8kN6yPzUKGphj1zXY4OhywHaxAQUY69Af9s39UOQ0wsRgQEVHUkh6sga06cCvFbYU+LR0FT5hhE86xjg4bzE/oMSsjCxVH/JmKOOuGRdfGH94GiiRVB4szCSmrSlHf4Ya7w4yKDvM3dktb3oDWA6XgR4iIaCSSoN5qx8mJeuRtsAuXhS7YnioWluv3U0Gz3oymPXmceTkOsWclGqla1Dm6cNregNLlGmQEbzeqMqBZWSMkM2dw+rCQqEyUNEoiojiVjMz1bXB9dAyWagM08wfTkbT5Ghg2NqH9IxfamaiMW+xZiVoy0paUokFYlEJV2IqBQqmjICLyS7pdDd1WcZE6klE2vxIDA5VSRxHX2LNCREREssZkhYiIiGSNyQoRERHJGpMVIiIikjUmK0RERCRrTFaIiIhI1pisEBERkawxWSEiIiJZY7JCREREssZkhYiIiGSNyQoRERHJGpMVIiIikjUmK0RERCRrTFaIiIhI1pisEBERkawxWSEiIiJZS5Q6gFhqaTktdQijQgnHEb/HkB5q/c5+VsI4Ro8SjiO+j2HwPRW/n4trKeE4lHAMSqbYZGXFivTIOxFFie8nGm18TxFFj7eBiIiISNYU2LPyS6kDICIiksSUKVJHEBsT+vr6BqQOgoiIiORr8uTJkv7/eRuIiIiIZI3JChEREckakxUiIiKSNSYrREREJGv/D6a40lWl0VILAAAAAElFTkSuQmCC
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