images
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answer
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id
int64
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choices
null
ground_truth
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/100.jpg" } ]
<image>\triangle E F G is equilateral, and E H bisects \angle E. Find x.
B
64,548
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/101.jpg" } ]
<image>If b = 18, find c.
D
64,549
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/102.jpg" } ]
<image>Find x. Round the side measure to the nearest tenth.
C
64,550
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/104.jpg" } ]
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/105.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
A
64,553
null
A
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fREhsYOmmY0rYsCwpwuHDvDUCEjo/06yZUHJ4ABnT4xoUkBpCgvyVuSFLi/V2cbO9Aq7n+qmxVC05xVVtmc3Hc1emjoohtWcQAEuytGzIyHWuQXZAhKSFZGYVKMOoqT2DeGS04zqLZ2tKmLNqf6MCsmnOUIbFNVyJaoqpV/LWR1mN72gFbVISAShfs8sux3NXXnqov5IvmbzxJJrCK828Q92IkLQAbWkFs9fVNmueN6WvQ+LcGgG5cekes2ZCaXEh7P/dAEVALCUkyJ+0uBAAXrlQYRev5LqQQPyWxVM5a794JU0QEuTP2w/Vdqyb//ERJ1pjOyIkLWDR+qNKHmLbA62fF8nMKuDRN3Y3KCDHZw9m8fT4FnczTx3VU9n+4tNjTexpOb7xXQHxSppjQEwoCxKNwr/yVKlLhziuny52MAdyipSLOS0upFX7ijhiNbreke1JiwthSZaW2SfLmFpa0eLeIpWZJ6h4fw/6lefwSgjAp/cNNtvn7syeEMumI0XsLtMzeeNJzt4Y5pLzcWT41wrqlsCfnXuL3X90XaWenYcKWPHNGYetRmfajvHV/sH8YdpAq95fmXmC8iUZXN2sxSshgIC5Q4wjODIb2CJMh4TVsKBZS5DQxgrWfZtrNo/GniJiWkQ2+qNjZivuLUuKoGjesGudyK5y4v3p3BjVg5ioHtw0Zzva5m4FVTl88vhtxET1ICb6fl79sRC9ycu9I9vzSFQgAE8eKkZbWtGsvQbd/9Bt2Is2cQVlwz8FIDBjPCG7ZhAwaZCIiBWYhjhLsrQu2VlNhMRCNIVXlCnhyeEBdpuMpy2tYPX2HJIWZjZaA2LeyrANMclTuT/MG4Dy9WvZmlvZ+AcYCsh4aQ7PbNWAdzzTVr7CzCFh9WLa6b+o/Xs2fd54XclVbRm6DXspTlpJ+eQdeN8cTGDGeII3TZcJezbw+NgYZRRn9rpj6Cr1zbxDXYiQWMjrn9eWki9O6Wfz8UxrQB7eWluJmhwe0GgRWQ1ewQncN+1m44Pqb1m1KYv6s2gAQwlHVr/A/63cTzWRjPzrAv74i4gGE2PD4sIZ39EPgDf2X6p3Il/VllG2/BuKQ9+ifPIOfEZ0Juj4r2n/zgMiIHYgJMifuaNqC9W27NY42SLrkByJBZjmEGyNYe21Gp3h/CZm3D6b7VVAmxTezHiBUSHeJntUcn77S/z60VXk0Z5Bc1bx7u/iCfRq/JimjY8+uasrk0f3plqjRbfpAJWz9gPgtywev7v6Sgl8K6Cr1PPAa7uUsNbe6xC1JiIkFmDaOLmlP679V6MrZd/Sh5ny2gGgPYkLP+GfKTHXXMxqyg6u5JGJi9hbHUifR17l7T/fQWefJlSkxp4XM/j0UiUDMfCFdxk+S4yNjP2WxdMmJZHrQgKttFOwBlMxd6V2AxLaNENmVoFZGby1ItJUEdnx2YOtLiKrJYgBE+4j0RughF3v/ocDOgNgoOr0BtKmL2FvtTcho5/mlTTLRATg96N6ALAPL7ad/R/+H9xKcNFvCZx5h4iIAxgWF66Uz89Kz7co8a0GREiaYckXtUsLmJaUN0dNH5CmishsrQO5Lmokj6VcK80/+TmbfizkauG3LJ75AtuLqvFNeob3X55CL3/LRATgtv7hDA4whkgbbo6g7dShIiAOJi25t7Jt7TpEzsKtQhtD8T7WfpDOBQPgHcvdj4+h1/WWX0R1aYmb2VQR2YRbu9q57sRA1dF3uXfsAg4D3sMe5DeBO3hnmwbvfr/lrZWzGdHZz+qjmq7Noqaes55Ea67Z3Bq4j5AYtOxaMp2UFQevPfFLXv7hFZI7tbx417Q9XlM/Zk0fkNXfnXNYEZmCIY/Nv7uXp7YW1j4XmsyiT17k3h4BLTqkaeFdcngAm+YMtZOxgqW0xprNrYmbhDYGKo5u5OW3Dpo8l8Ppcy2PL7M1JWY9NhsSAtMisskbT5oVka2fGG1SRNaKdxOvroyafh+Kz+A9jKdWPc/kFooIGLt5zRxuLP3fXKBzyQIpV6d3ZHuXypW4h5DoT/P5a2+xt7o9g+4bj7HC4hKnL1xu8SFXbj+lbNfNjdTUgDRVRDZpuGMW1TaUZfHJe5+iXOrVBZzX/s/m494zJFLZNs0TCY5jWlI3ZXvHQXX3wnUDIdFT+N9V/H1bIUT9iieenMSAdgBaDpwupLoFR9SWVijx6YLEcEUQ6jYSMi0i2/ZAbJNFZK2CPo+tLzzJC9s00D6YDt4AOaz9x1fkXrXt0KaNjzYX6Nyqv6irMCwuXGkYvWj7GSdb0zQuLySG4u95a8FaLtGNX855kKGdgglt7w1UczG3gNIWHPPzH2urCu8d1pVsTUmTncg2zRnKXYMjHNt7U5/Pjhef5MmPT4F3IrPeW8urDxuz/dU/rGPzgZb85eaYemKmHprgOKYO7QIYq13VHGK6uJCUcmjNCj7MrcJ7yG+YMSoCL+8QImKNsWXVT7lcaIFLsjzDKBZ3hvixcvspbly6x0xAUnsGmXUicziGEo78ayFz3t1P9bX5M78fFEPihGSiATjAW29/w3kb0+imXsmSLK14JU5gbEJtiLl59zknWtI0LiwkBqpO/Yelr/5Atfct/OGZifTy9QKC6NwrzLiLRkPBFet8/MysAiVk+Vpb2WANyDu/T3DikKiO05/MY9q8L9ASycjn5vPkiAh88OL6/mN5dEQwAFXbN/PliXKbP23CrV2VbfFKHE+An4+ZmKs16eq6QmLI56vX/sHOKm86pjzGA/2Drr1wPcHh14Sk/CRnCqxLPKYfLqz3nD2LyGyjkvP/fY0n5m5GSyB9ZrzEi1P7186f8erGndMm0BGgeidvfvgjxTZ6JZFhbZV2jEuytC7fW9QVuWtgZ2XbNOxWEy4qJNUUp7/H/M154HsPf54xnGCl7syXDjeEY6zNPE/exQbnxTaIrlKvNHQe3La2D4jzBQSgmst73+bx1Lc4Wu1Nxykv8fb/3WrydwN4Ezzkbn4V7QtUc2nNx3ytsX0Ex7Qd46bvz9p8PME6eke2V5KuG/ZfdLI1DeOaQqI7wAd//SeXaE/CM79lXGdfkxe9Ce4USTsAijh5rhRLb8o7D9Ums16dEtv6NSAWU03ZkY9Ie+w1Dld7EzL6ed57bnTD82cC4kh+5HajkFZ/zVufHGq4xYAV1LRjBNeoaXBHJsUb21ZuLtCp0it0QSEp58Ta5bx5sgqiH2L25N741tnD+4ZIjP25Szh46gKW3pO/OmRU+4RAHxWVhRvQn/+axTNe4Kuiarz7pbL4+fvoG+jdyP5+RI2axFhfgCpOr/g3Owptb5Jj6pW4yvwPd+KOAbXhzTcHzjvRkoZxMSExoM/bwssLdhjrQ04uJ6V/jLGFoMm/XsPnkHHtHaUnzlNswZF1lXolsTp1kJpE5BsWpT7FmtwqCL2Xxf94stn5M15hw5k6Y4DxQdV2Vv/nBFU2WmLqXotX4ngiw9qqOrxxLSExXOC/b6zgK2uuir2nOWfBDXnfiSJlO75nsPW2tQpe+HS+k2f/c4ic3NPk7F1CcldLQq0gBs7eaHxP7gE+mtanntfWEtLGRSvbaq+0dEfUHN640HIU1RR/9wEvrj0F3gk89vpTjOzc2OWh49hHT/PcujwoPs3ZS3oGNjN5z3S0ZmCvlq0R4+4YKy2Nc4oWbT9jtii50PrcMaAzXOsbfOTMz6patsJ1zoKKI3zy2r/Jw5du02bx6LghdUYsTNHTJe9mo5BwlvyL/4NmhGTTEaNHkhYXIhdHE6SNi2bzqiylr6i9mmALzRMZ1paEQB92l+n56tDFVl1TyVpcJLTRcWrDG7yyqwRCJ5KWeksTIgLgTVDYDRjb8eRzvJmKTE3hFaUIbWR/WdSpKYbFhSvdzhdtP+Ny3c5dnZr83ZIsraq+e5cQEsP5b1j28ldU0Z6EWdOaCGlq8ML/hkiMTQN/5nh+cZOT93Ydrw1r+nbvYLO97o5pt3PTIXOh9THN3x0/q54pC+oXEsNF0le8ymdF1RA9nbT7Yy1KHF7X4Qa6eQNUce7MRZpKTf1wwjiukxDoo6q4U62MTYhUvJIV36h7Vqq70adbbWHkKRvaZNgblQtJNZf3rWXpmhwghpS/PEB8gIWtE4M70eNa1Xz5oVwKmphysyPXOFN2Ql9JslpCgJ+P4pVI4yPHEhLkrwwD19wA1YD7tFpsIZrCK3Rd9ANgXIZTkoeWIe0YncfCtVnKVA7Dy3c62RojKvdIWp8zBWXKdlyUWupH1E+An4+S+BOvxLHERtR29VdLPYnHC8nJ87VxZlfJj1iFaeOj99PznGeIh2F6wzO9EToTjxeSLI1RSJLDA6R+xEpMGx+tPFUqjY8chOkNz/RG6Ew8XkhqEq29w1redd2TkXaMjifAz0dJuNbcCJ2NRwuJrlKvFKLd0kvyIy1B2jE6h5obX82N0Nl4tJCcNUlUhXcQj6SlmHbw+iRTGh85gpobX82N0Nl4tJAU/lw7FT6sgxoaGLkmpo2PntlVIC0GHECgf21Zphq8QI8WkoKfa3uHyYiNbUjjI8cS1UldC7t7tJCU6WrdQhmxsQ1px+hY2picr1m5zq9w9WghMR36FWwnOaGLsi1eSeuitjlhHi0kNcjQr30wXWJyVnq+qqa5uzOmnrWz8GghyS60tb+6UBfTdoxbdqtzDRZ3QU21JB6dGNhcYBSSuMh2TrbEfTBtx/jHz0+TcVyLz3VexEW2444BnVXnkrsyvcMCoEAdN0OPFpIaAgPka7Anid3bsblAx+mqqyw9ci0RmKWFrWf4YEx3po6Kca6Bgt3x6NBGsD9f7snnmV2NL5fw8NYzbMjIdZxBHkBxueRIBDdCV6nn2c9ymt1v8saTkoi1IytPOb9MXoREsBvHz5ZYXLJtuo6Q0DK6hapntNFjhUQtDWHcCWt6iJpWFQsto0uIeqZ1eKyQlItrbXdM538InoXHCknHoKbXzxWsx5qlPBJvDGs9QwSH47FCEhKkHrfQXYgMa6vMt2mK1J5BUk9iB47lq6PNIniwkAitw9zJfZQ1bxoiIdCHeVP6OtAi9+Xn8ipnm6AgQiLYlZAgf9KfHqZ0TTNlWVIEW58aIt6InbHEC2xtpKRTsDsBfj7MHB/LzPGxStOdrmFtpVWDGyO/LOqKNd2N3pHtm99JcHk8OrRJ7Wlc01NNsaYgWIpaGj+DhwtJcBtxyATXRU0rIHi0kNSgJmUXBEtQ21wlj74l39IrGLK0qmnp715cpeLSSQ7u+pHde37iUPZh9mQc5WfvbsSPGEBs3GCGDh3G0EE9aO/j5WxjXQ61LaXi0UJiira0QorU7IIBffFRtr2/jJeXbyWvus7L1Xns/zqP/V9/ykeveROS9AdeWfQYwztLpXFLUcNSKh4tJD071XZGu1RaKUJiM5UU7v03C55azOe55YA3HQZN5MFf3kK/Xt0IDbgOfel5cg7vZOPK9ewvrkab/grTHijmzY/+xCgRE4sx7RyvhukeHi0kbfxr//zcC2UyVGkTegozXuM3D7/J0Wrw7jOFp5/9PfcP7YZ/ncglccTdTEn5Ff+a+wR/3aaB3NX8ZcVtDH7hFwRLlGMR57S1y32o4Qbo0clWU+G4UCzT2luOgYrsdfzlD29ztNqbkNHPs27N33h4WH0RMeKFT3A8U//+CrNuCgSqubTmY77W/M/BdrsueUXG87WmhMHZeLSQgLo6cbssFVl8+OxLfFVUjXe/GSxb9CA3BTffUsCrXTwpj4/BF6B6LzsPSbMjS6kZaezR0fmJVhAhUd2q7q5HFee3vssru0rAO5EZL0wnMdjbwvf60PGmRIYAUEjm8fPI+FnzaEsrlJHG2Ah1LN3p8UJiuqq7LDPZAnQHWbvsC6qANpNTeWhgMNakObyCwujaprWMc0/yLtYO/ZoOGDgTjxcS0x/C9AcSLMFA+cFvWHeyCujDg5MTCLE2WVpdRaXMULAK05aW3W5Qx0xqjxcS0x/i4GnnL8bsWpRx7LudFAC0SSCxj/WJP8PPhZytAmhPXGQolgZFnswPJ4znaUKgjypGbECEhJAgfyXhujNbhMQqDBc59sNp43ZCHDHtrD2drnL5zHEOA9CNAdEhVoVFnsqSLC0AE/qGOtmSWjxeSABGxhobw6hhfRCXorqEi9nGFgyB0V2sD2vQsu+rHZQDdL6NobHqSByqmZr+LgCDo50/Wa8GERIgvmftD3IgR4YgW8J1fj5WhyWG8xmsXZsH+BL94F0MaCP+SHOYVrRa02y7tREhAfp0qy1MkzxJyyg9kkehwYo3GAr5buU7bK8CfMcxY1Jfrm8t49wI0/yImlpWipBgnifZsL/xdWuFOniHEnnTNRHefYCjxXVn6DWGnsL0t/jLu0eA9iQ881vGdZY1cZpDV6lXZX4EREgUJsXfAMDmAp3Uk1iKVycGjR5sDGnK/8PKfx+krFmvpJLCvav5y1Pvk4c3IWOeYeGvYxEZaZ7jZ2vzI0n91LUukAjJNW7qUZsn2ZMteRLL8CPqFxMZF+oNlLD35RdYvPkwxfqG1MSAvuw0Ge/8ifun/LW2nP7FSfTwldyIJWQcKVS2TcNxNeBlMBisiWzdmsR56ewu05PaM4h3fp/gbHNchErOf/ECE2es4RJgbB0wmd9Mvo2+0Z0J8r2KriiPE/vSWf/vL66FP23oNv5Zli+cQt9AqRyxFDWfnyIkJiz/9Biz0vMBKJo3TDXFPqrHUM7Z9Hf5y1OvkVHUdJ7EO2oMv0ubxcOj+xAsndEs5kBOEfFvHgBg2wOx3DW4/rpBzsSj+5HUZXjfMLgmJHuyi1T3Y6kWrzZ0HTGTlV+P4ccdmezes499e7/ju6NFENyHoYn96NX/ZgYnDCHh5mg6+ktEbS2mYc3g3upKtIIIiRkDYkJJCPRhd5medT+eEyGxCi98OvRi2IReDJswzdnGuBW6Sj2r9xYAxv4javSU5dZQh6mDwgFjlaumUCbxCc5n34kipW3AtKRuTramYURI6jDh1q7K9qbvzzrREkEw8n56nrI9sJf6whoQIalHZFhbpTht9d4C1a0fIngWmsIryhywZUkRql0/WYSkAdLGRQPGZkf7TkhNieA8TL3iuwZ2dqIlTSNC0gADexmTrgBLvjjpZGsET0VXqVfKEVJ7Bql6lQMRkgYI8PNRkq6bC3QyI1hwClt2a5RttSZZaxAhaYSUEVHK9pqdeY3vKAitgK5Sz6LtZwDjTN9hceFOtqhpREgaISTIn2VJxjqSJVlas4YygtDabNmtUYZ8547q7mRrmkeEpAlMvZKV2085zxDBo6jrjYxNiHSyRc0jQtIEIUH+pMUZ2zCKVyI4irreiFqHfE0RIWmGuZP7KNvilQitjSt6IyBC0ix1cyWZWQVOtkhwZ1zRGwEREoswzZVIXYnQWmhLK5i80Xh+JYcHuIw3AiIkFhES5M/6icZq180FOjZk5DrXIMEt+ceWHGU7bVy0y3gjIEJiMWMTIpVq10Xbz0hfV8GuZGtKeGaXMWxOiwtRfd1IXURILCTAz4el98UCxjk4i9YfdbJFgrugq9QzZ81h5fET9/R2ojUtQ4TECobFhZsNB0vpvGAPtuzWsLlAB8AHY7qrar0aSxEhsRLTu8VjH2ZJmwHBJjSFV5QEa0KgD/fdHuVcg1qICImVRIa1VRKvu8v0LN10zMkWCa6KrlLP/I+PKI/ffijOpRKspoiQtIBJw6NI7RkEwDO7CqS2RGgR677NVZoWLUgMZ0CMOrufWYIISQuZN6Wvsj173TEZxRGs4kBOEQ9vNVawJocHMHtCrJMtsg0RkhYSGdaWbQ/UjuL86cNDTrZIcBV0lXoe+zBLebw4pZ/LhjQ1iJDYwF2DI1iQWNt1fvmnki8RmueJlfuVMvj1E6NV3fnMUkRIbGT2hFilWfSs9HzJlwhNsnp7jpIXSYsLYdLwKOcaZCdESGwkwM+H5dNvVh4PX5Ul6+EIDZKZVaDkRRICfZif0t/JFtkPERI7EBnWlozpccrjScv3SPJVMENTeIXhq2rzIhtmDnb5vIgpIiR2YlhcuNJuoCb5KsVqAhhFZNLyPcrjjOlxLlm92hQiJHZk5vhYpYR+5alSnli538kWCc5GV6ln5qqflOTqB2O6u9yEPEsQIbEz81P6K8VqMpLj2egq9Tyxcr8yj2ZZUgRTR8U42arWQYTEzgT4+fB6arzZSI6IiedRIyI1IzSpPYN4ZLR7igiIkLQKNSM5Nf1LREw8i4ZE5PXUeLdKrtZFhKSViAxry4aZg0VMPAxPFBEQIWlVREw8C08VEQAvg8FgcLYR7k7N8F9N5n5ZUgSPjI7xiBPMU/BkEQEREodRV0w87URzZzSFV5i56idldMYTf1sREgeiKbzC/I+PmN215k3p63bFSZ6E3CCMiJA4mLoucEKgD/98dIBbzAD1NDKzCszK3pclRTBzvGv3FWkpIiROQFdpbNFYs/wAwLYHYrlrcIQTrRKsYfmnx5iVnq88/mBMd7ctNrMEERInsnp7jjIbFCQJ6wpoSyv404eHFI8SjHNn3LHs3RpESJxMZlYBs9cdM4uxJW+iTg7kFPHYh1nKb5UQ6MOGmYPlt0KERBXUTcKChDpqQlepZ923uWbeY1pcCPNT+ov3eA0REpWgq9Tz7rYcs7g7LS6EuZP7EBLk70TLPJtsTQlz1hxWhnbB2B7RXTqb2QsREpVRN9RJCPThb7+MEe/EwTTkhSSHB7A4pZ+MsDWACIkK0ZZWsGj9UZZkaZXnJHfiOA7kFPH8huNmXogkwptGhETFfLknn2c/y1G8EzAOM953e5Sc0K1AQwIuXohliJCoHG1pBf/YkmNWc5IQ6MPcUd0lTrcTDYUxIKJtDSIkLkJDSb/k8ADSxkV7fA1DS9FV6tmyW8Oi7WfMvL60uBCeuKe3hJFWIELiYmzIyK134ougWEdjAiLfY8sRIXFBmroQZtzRndv6h4s73gDa0gp2HLxQ73uTkTHbESFxYWpqT1bvLah3YcwcHsE9QyKlBgVjwd+m78+a1ehAba5pbEKkCK+NiJC4AY15KGCM95MTunicu66r1LPvRBHvp+eZVQyDeG6tgQiJG6Gr1LPzUAErvjljlpQF49136qBwhvcNY0BMqJMsbH0yswpIP1xoNspVg6eKqiMQIXFTsjUlfJJ5tsELylRUbuza3qXvyjWeR/rhQjYdKarnkdX8rRNu7SqjMK2ICImbU+OlrPvxXD0Xv4a0uBBG9r+Bvt07uMTFlq0pISu3mC0/FTb6Ny1IDCepXxgDe4W6tFC6CiIkHoS2tII92UVNigoYheWWXsH07NSObje0dWrCVlN4hTMFZZw8f5kszWWzqtO6LEgMZ3B0sOQ+nIAIiYeiLa3gaF5JoyFBXdLiQugWGkCXEH96dmpHG38fOgb52UVkNIVXKK/UU/hzBQU/6ziWX8bpS7omxQ6MSdORsSHE9wwWz8PJiJAIgPFiPnLmZ/acLLZIWOqSHB5A77AAi/fPLtTVSwhb8hkjY0Po3aWdy4RhnoIIidAg2tIK8i5e4dSFyxZ7CPbE1AOKiwqma1hb8ThUjAiJYBXa0goulVZSXqHn1IXLAJzTVpBXVN+72JFbyu4yPak9gwhuU18E4iLbERhgfD4uKhhABMNFESERBMFmZO1fQRBsRoREEASbESERBMFmREgEQbAZERJBEGxGhEQQBJsRIREEwWb+H+8V3WJFaAUAAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/106.jpg" } ]
<image>Circle O has a radius of 10, A B = 10 and m \overrightarrow A B = 60. Find m \widehat O X.
B
64,554
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/107.jpg" } ]
<image>Find A B.
C
64,555
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C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/108.jpg" } ]
<image>Find the radius of \odot K. Round to the nearest hundredth.
B
64,556
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/109.jpg" } ]
<image>The degree measure of minor arc \widehat A C and major arc \widehat A D C are x and y respectively. If m \angle A B C = 70, find y.
C
64,557
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/110.jpg" } ]
<image>Find A C if A C = x - 3, B E = 20, A B = 16, and C D = x + 5.
A
64,558
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/111.jpg" } ]
<image>Find m \angle H.
D
64,559
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/112.jpg" } ]
<image>Find the perimeter of the triangle at the right. Assume that segments that appear to be tangent are tangent.
C
64,560
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/113.jpg" } ]
<image>In \odot O, E C and A B are diameters, and \angle B O D \cong \angle D O E \cong \angle E O F \cong \angle F O A. Find m \widehat C B F.
D
64,561
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/114.jpg" } ]
<image>If T R = 8, L R = 3, and R W = 6, find W S.
B
64,562
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/115.jpg" } ]
<image>P M is a diameter of \odot R. Find m \widehat M N Q.
D
64,563
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/116.jpg" } ]
<image>Find the area of the sector. Round to the nearest tenth.
B
64,564
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/117.jpg" } ]
<image>Find x. Round to the nearest tenth, if necessary.
D
64,565
null
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2kzkawUDDdM41NrP+mLJahcou3jWJudIDjS1xgR6yxiIYeIwd7CvdAAPfHcqRN5huIqt4y+paOGLsNzQqyEus7Qr6HU9HW/y8XQFYnZKvqFlntZw7X5ucL/XVBUYpaKLqzQ3JnMwvlZ4YMH1zy8VreWdYANz12XaQ07TgrGMxJS6E301URvO3UaHe/FRag7amkX05ZUwIV8a5KOuVd0OKMa/USkV8sHKKEO6cGAlWVtLJCtL/cv9rR+4YDIDGjpsUVBGWENoh1nVJ+TJG0j1kvfJuPFEEQKCPm6Kahfm7OTAlNoidyUYzM5WK300bKls8wwob4EwdD0yKptnRRpYYvvylw1pmwRXhONrJemp1ixAvJ8llo6mFLWlFvHFjgtwhdQnZjnByUTXamkYAYhU4UXXz6Ah2ZpyRfLbs7XjrpivwdraTJZby7TnUpRby4e1jsfJw6Pf9Hy2o5Mud6dCmx8PTWSq7UxAqID7Ag+TMYo7klNKkkCJ92YbNW48XmR4PC3CXK4we42Bnze1jjI6Wjc08veqQvAHJyJKv95kMFBZPGqJI26Kh/sZzUNfGjlMl8gbTRWQ7zL+2HyBrKyJ9XeUK47KYPjQAL08XAL7ccYIj+ZUyR9T//C8xj/3GL+LYcF9iFPhFDOdeQHaeVEZjbtnEeyBbmq3183RWbFaVygp+N8k4o6o38Puv98kbUD/T0trG4yuMv7PaijsmKGN2+UL4uzuYHDb2Gc9Nc0cW1dQ06ThTJtXuRij0qttOTIA7seFSls7BE0WsPKyshf7L4dWfUykpk/r/zIwLxcdFI3NEPUcFhHs5A7A3t1zeYLqILOJNKig3LS2EezvLEUKvcueEyA5H/hUHaG5VxoTH5VBU3chffzR2tHDUMD8hTN6AeoEwH+lCoqttpKyuWeZoOkcW8aae1ew4zMtFjhB6FW8XDbPipZO3tLyWVzemyhxR3/Pkt4egWQvAXeMi0dgo89bnbM7uhZVZVidjJF1DliN+8kyNce8qAt0d5Qih17l+VKjJE/iV9UkUVTfKG1Afsje7jO/2ZAAwyNeNyUMso6Ak2KNDvLlCvBcmy9gnVePsYDH5zBobKxaPj5SeNGt5/JuD8gbURxgMsOSrfdIDlXFpSO6geolBrg4mY7qCKvP3tZJFvOnl0oEJdu3/hIK+ZFKUn6k+dNW+U+zJLpM3oD7g072ZJBuLSUZG+jPYV/m3Pe1YW6vQGK1xiiobZI6mc2QRr75eGlL6uFqWV5UK+N3kIdIDg4ElX+1VVJVKZzRodTz9rXFEYWPNHe0jDQsiwDhjnltj/hNW3UqP/PeHH17y/YV33IGLSxe+iY0ntJezZYkXINLHhYQofxJPniYlq4T/7s3kvomD5Q6rV3hxXRLVxuHkvJHhuDvayhxR7+PlbE8WoG9skjuUTumWeF9++eVLvn/1nDldE68RD0d5coH7moXjI0nMKQFtG0v/d4AFo0Nwsuu7ggGPN67H7Y+zsHLruy/D7Ip63v45BQArZweuGRHcZ/uSEw/jpCNtBtlLPTujW8NmjUZz3r+zUau7V+fg7mB539wAbg62XDNSKomrq27ghXVJfbo/q0EuqKN9TZMtfcFjKw+AMWH/vgmRis2K6ww3BZ2T3foLZOfknPdv5syZAEybNo3AwO5Vk7g6WOaVF+DaESGoXaTJj3c3HSNLAUsPF2NbejEbDmUBEOLvwdgIH5kj6jtc7C1UvL9l9erVbNmyBQcHB/7+1lvd3t5ZI0/taX+gtlZxb3uur1bHoysPyBtQD9EbDCxZvl+ap7BScdekIXKH1Kc4KagOucfiLS8v54Xnnwfg6aefxt+/+y1KHGyVc6B6wphwb0IDpFrljYnZbDlRLHNE3ef9Helk5EtLXuOGBkiF6xaMQx/OTfQ2PRbvH5Yto6qqipiYGB586KEe7FmF2kISNC7FXZOipXtRAzy8fK+i+sHWNGl58vtE6YmdmtvGWMas+aXQ2CjH0aVH4k1KSmLTpk0APPenP6FS9UCE1pY54fFbgj0dGW90ljhVUME/e9DUytDSir6u5bLiaCvvfsbQs2uOoK+T1uRvHB2Bi71yrko9xUZt4eL9+5tvYjAYiIyMZOpVV/Vwz5Z/1W3ntjGDTbWiT646TFWTtsvbNn6fTNHYN6l5fn2P969LO0PByFeoWroGfWXXcq5PnKnl31ulAgtnNyeujg3q8f6VhFpB52W3xZuamsqOHTsAeODBB3u+ZyV6pfQQZ42am9vdFOuaeHb1kU630SYWUDz7fUqWfImuog4rz57fa+obWrDx96B6+W4Kr3id2n/uxNCJT9OSr/eCTrK2uWtilMXkoHeGkn7Lbiuo/arr7e3Nrbfe2hcxWSSzYgJxdpcE+PG2VNKKay74Of3pGiruX0HR3PdoTsrFec4IgnY/g+uLs3u8b9sxIQTsfRrvv9wI1ioqXllH0cS3aFp/4a7w65IL2ZEsWaBGBXszMkQ5trwDiW6Jt7CwkK3btgGwYMECbGwu4x7IoKymTpeLtbWKu9tNyHV66cp2FoYmLbWvbKZg3BvU/pCIZlgQAWsfweuLRViH9IIvlLUVTr+fSODBP+J+9xR0RVWcuedTzlz7b1pTO2bBW/UGHm23trG2YtEk5Vrb9ATlTCd2Mz1y1apVGPSS6OZdc83l7VmvpMPUO8QHezIkxIeTeaXsSilgbVIB8+MDaVh5hMrXfkJXWo3axxWv12/CcWECXGIisLy8nC8+/4LU1FRycnLw9fVlWMwwnnjiCVxdL24tZOVmj9vfrsPpgQlUPfcj9b+kUjTzbVxuGoPrn+fwVmIu+cVVAEyJDcLfzbIqvzpDp6Dzslvi3bBemjTx8fEhLi7u8vassHaKvcWiiZE8X1gObXo+eHcLY/LraUnNw0pji8ejs3B5ehqqTrJ8jhw5wj333EtpSYdFaUZGBr/++isb1m/gs88/IyYm5pI/Qx3hhfc3d+OyI5OK53+g5tv91G5IIjvUHQKcwVHDzaMjeuV3VhJaY5N3JdCtYXNamnSPdOWUKZe/Z70BXZtyvuV6i0FuDtwU5MOryaf58Kc0mtLycbkugaD9z+L6wuxOhdvWpuP+++83CTcyMpK58+Yy3PhlWlhYyLXXXkdubm6X4rGbOhj/XUvxfv0WaoE/pRWzeXcuf9XY42CnnGWT3qJFZ6HiNRgTDGbPmtUrO29QiDN9b2HdpCP80/288d893F5cxx43e26eGkHbOzdi5d81F81V36+m+LR0j3rfffexc9dOPvnkEzZt+pmnnnoKgOamJj7+6OOuB2alImNmFPETg/l7mAcBLTruWHmAkctW45xheYYCl6KhpVXuELpMj9ZrJk2e3Cs7r+vGeqei0RsYtPEEYx/4ipC1h9G6OrDytjHcNS6YJDtrln7b9W4LBw5IOdK2trY8+8dnznnv0ccexcFRukdNTe2eCd7vv94HVio+HOLN9y9dR+mYwbhlnGbUsm8Z+tZW7CrM31miN6hvUc4FpdvJxe4eHpecEOkONU1aArEMA7qL4ZZ8msGf/IpzXhk6jS3Zt48n/6YR+Kqt8f7+AGXltXz9azpPzhxGQhc6JZaUSsPl4OBgHBzOPXa2trZ4eXqR35BPVVVVl2NceTiHg8amb8Mj/AiMDyQtPpCiY8UM/uRX/Hal43Ugi4LrR1FwyyjaLHg4XduonAtKt8UbEtx7RdjVCjpQ3cW+qJbwT/fgczgLPSqKp8aQtXgsrcZGYCqkvOe31h4EvYGHvtrHoec6n8GfPXs2fr5+hISGnPeeXq+ntEwa5np7d63HbHOrjidWGCue1FbnWNtUDx/E4XduZdCWdMJW7Cfs2wP4bT1O7qLxnJkWJXOD2L6huvHy0lD7k26LNzy89/quVtSbv09Qd1E3thK6/CD+m1Kwbm2jamgAmQ9Mpj7C67zPDvV3JS7Cj5SsMxw+eZqvD2Zzx5hLH99FixaxaNGiC76XkpJCc5Nk3xI1pGvrs69sTKW0XHLznBUfhvdvux5YQfHsaEqnDCbkm0QC1x9l6Hub8V+fQtb9k6kZ5tul/SiFynbxWqvMfjmz29+dERG9sHxgXL8srzN/n6DuoGrVM3rJCoLWH6XF3ZnUZXNJ+tsNFxRuOwsnRIIxGf7Jb3rWbUGr1bJr1y7uXnw3IDmePP7Y451uV1jdwKvrk6QnjhrJe/oitGnUZC8ey8EP76RkYhSu2SWM+uP3+PxyqtvxmjPltdI5qXY0f3+1bl15Txf3Tj2q2tkeXW0jpbWWdeU12FhRPDMGg601BfPjMXShi4C3s4bZI0LZdDiLsvI6Xt6QwmvzR3Vpf62trcQMi6GpqYm2NmmJIywsjLfeeotB/oM63f6Jbzq6Hiwe37WuB83eThx/ZhZFx+MJ+i6RinGhXYpVKeQbxRvqak9mnXkb58ty1xJtLOjOqzHvg9MT8u4YTf4tI7sk3HauHxkKxm/6139KoaCqizO7BqivrzcJF6ChsZET6Sc63XRPdhmr9klXTX9fNyZFda/rQc0wX1L/PJc2B8spE2xrM6Crl8Trr4BOHrKIN8LY0Elb14hWNzAzrc7GzsaKuyd0v9uC2kbNk0ufZOHChSQkJKBSqSgtKeH5557nww8ubtMrdT3Y29H1YHK0oqpp+orTNY2m+9xgDyHeCxLlZ7SH1Rso6upVxsKZFOlLgJ8bAGv2Z/JrZuc9YlUqFcuWLeOtf7zFj+t/ZPWa1aiNxSLvvvsuTU0XnlP4795MUrKkJaeEKH8ifJTfqbE3yK/oMCwIU0D3SlnEGxvYUSWjhIZO/cXiSdHSZJ7BwJLl+7rdbWHs2LHcfvsCAOrq6jh06Pzkj/qWVpb+z7g0ZGvNQgvsetBTco2z7gCDfcy/jYss4h0Z6Gmacc4+64ANdMJ9nBk9RDLyS80u4ePd587k6vV61qxZw3fffkdGRsYFf8bZBSMFBQXnvf/CuiTqqqXRzjUjwxXlU9zX5JRKFxKNq6MiGgLIIl5njZoA431vZokQ79ncPi4SjK6aS787SF1zR65tdXUVDy95mMcff5wf1/14we19fTvWXZ2cznXfyCqr491NxwBQuzhw7YjzEz0GKgYgp1wySBgfdvGlPXNCthyZduPu0opaWlrFpFU7bg42XDdKStRorG7g+bO6Lbi7e2BtXBM+c+bMBbc/XXTa9Dg0NPSc9x49q+vBvROiBoR7Z1cprGwAY17z+AhlJJ7IJt7JUcYDpDeQUVItVxhmybz4YFO3hX9uSjF1aVepVPj6SMdt06ZNNDaeP9m3YsUKQGo9ExYWZnp9y4liNiZmAxAa4MGY8K6lTw4Ujhd15IJPjRLivSQzhwaYHqcVdT2JfiCgtlZxX7tlTmsbj6zo6LZw622Sb1h5eTnzr7+B3bt3U19fz8mTJ7l78d2kpEjNwG648QZT0ze9wcDDy/ee1fUgul9/HyVw4rTxHLSxZvJgZbRzkU28MYNccXaT1tLSCivlCsNsuSLMm/BAqcpoU2I2m45Lw+H7778fLy/pniw1NZVbb7mVqMgopk2dZvLSdnd3Z9myZaaf9c/t6ZwqqABg/LBAgj3Nfw2zPzEAx4qkc/CKwX5obJTRyUPWupCZw6Sr7+myGhoUVEfZX/xu0hCTv/XDy/ei0xtwd3dny9YtjEq4cArlmDFj2PbLNlPTt6omLU+uOiy9qbEdEF0Pukt2aZ0pTbT9nFQCsn7FzIsLYvXeDNAbSMqvYGKkMu41+osgD0cmDgtkT2oBWYWV/HP7CZZOH4avry/r16+nvLycpKQk8vLyiAgLJ25EHB4e59YEP7v6CBgLQG4eHY6zRhlXlf7kSG6HW8h18coxl5f1L3l9fBD3WltBm57EnDIh3gtw65jB7MksgWYtT61KZPH4wXgY12a9vLyYMWPGRbdNK67h423GrgfuTsyK6V4L1oFColG8zm6OjAlRxjIRyDxs9nS044ooqfoluaCMtgFoSNcZTho1t7R3W6hv4pnViV3e9uGv95m6Htw9gLoedIeyumbKjIlC148IuZTbrtkhuxfCje01pC06koyTKoJzmRUbiKux28Inv6SRerq6023WJhWwM0XqejAkxIf4LljsDET2Z3XkkN96RdglPml+yC7eO8eGmSZl9p66cOLBQMfKSsXi9qbWOr1kFncJzut6MFHkL1+Mfe3nnJM9V8coZ7IKzEC8gW6OjI6Uhs5JeaU0i2yrCxIX5EF0qLT+uPtYAauO5l/0s29uSqXwTDUAU4cHMWiAdT3oKsXVjZSUSSmRdySEYqOgDoFgBuIFWNRey6pt40B256VwA5VFE6NMfY0fX7Efbdv5BuGldc08/4OxC6G9HTcNwK4HXWVneoczjKmPlIIwC/HeNS4c7KSJ751GC1LB+fi52nNVnOTeWVRSzd82nd/l76nvDoHRRG3h2AgcbC3XpvVyMOhhy0lJvL7eLlw1pHtOIuaAWYjX1d6W+aOkyYK84kqKqy3PHqe3uDEhHOylcrUXfzhKyVk+YIn5FSzflQ6At5cLV0Ur6x6uPzmSXw4N0vr33ZOjFDXL3I5ZiBfg4WnDpAcG2Hq8UN5gzBh7W2vuHGvMkmpq4clvOyxzHvpqn8nG5a5J0QOpf3m3+SXNOMKztmLJFGXmepvNn3dGtB/BgySHjR3pxcLb6hJMHeaPj7dUD71y90kO5VXw9cFsDp+U8p/jIvwY2sXeRwORsrpm0gukxIwZccEEKcBs7kKYjXgBHpo2VHrQrGV3hlg2uhgq4K7JxqUjvYF7PtvNk9+0dz2wlrygBRdlc2qBaYTy6FXDZI6m55iVeJdMGQIaKfVvfXKeorqU9zfRfq6MGCwtsaVml1BWLtX8zh4Rirez5lKbDmiaW9v4xXhbFujnxrVxysll/i1mJV5Xe1seMN5/1FTVczhnYLWX7C63jx9sSnABwNFe8oAWXJTNqYUmx4yls4crcqKqHbMSL8Bzc+JM7T9WH86RORrzxstZw9UJHeu4d0+IxK4bZu8DjZZWPT8k5QGSydzvr1Te2u7ZmN1fOtjDkTuMC+alZTUczBZX30tx/cgQcLInwM9NVGV1ws/HCqBJWgN/bk6cYoruL4bZiRfglRtGgY109f3mQCZ6M+/WJie2aivumxjF4kmi68GlqG/RsS4pFwAHN0eemqHciap2zFK8oR5OPHBVDCDd+247LrKuLsX4CB/CRdeDS7LqULbJLePV+aOwt1X2VRfMVLyA1CnPQZo1/eZQtrDJEfSYoqpGdqVKhRwh/u48MnWozBH1DmYrXk9HO16/IUF60tTCygOZ8gYkUCyf7Uo3rev+644JqBVWPXQxzFa8AE/PjCHC6KC4L61QdFcQdJtfM86QUySZPMwcFcq1wy3HCsisxau2UvHJ4smm5lsfbj8urHIEXaa2qZXP9xh7Omls+WjRRHkD6mXMWrwgudf/zpg2WV1Zx/di7VfQRT7dlW5aGnrtxtGEeTp1soWyMHvxAvxrwTg8PKXZ1M1Hs8XwWdApe06VcCxLyo8fMdiPZ2bHyhxR76MI8bpobFh+3xRp+Kw38I+tqTS3nu8iIRCAVDX06a7j0hM7NSsemIqVkvMgL4IixAswJyaA+2cOB0Bb08B/d6bLHJHAHNHrDfxryzFT/vLbC8Yz1M8yyyMVI16Af902lsggafb5SMZptqef7mQLwUDjmwOZFBnN92aMDOXJ6crPpLoYihKvnY0Vax+daSobXL4rndzyepmjEpgLh3LK2GZMgfTwdOabB6bKGk9foyjxAgzzc+Wze66UKtJ1bby6MZn6ZpF9NdApqmrk39tSpZZ/amt+eGQGno52cofVpyhOvACLx0Vwn/H+V1/XyDubksX67wCmsaWNNzYmgVb6Ev/HHROYFKGMHruXgyLFC/DBwvFcYWzQnVtUyWe7T8ockUAO9HoD72xKprG6AYAFk6NZasH3uWejWPHaWKnY8MhMfL2l7u/70gpYn3TxLgICy+STXelkF0rpjyMiB/H54skyR9R/KFa8AN7Odmx5ao7Jx3jNvgz2ZYmOCwOFNYm5HDD6Ufl4ubDpiVkDyklE8b/pcH83Njw2U7LOMRj4ZNsx0oqq5A5L0MdsTz/N+gOnpCcOGrY9PQefAWa8p3jxAsyNCeA/9xozsHR63t6YRHZZndxhCfqIQzllLN9hzKCyVbP1idnE+rvJGpMcWIR4Ae6bGMnLt42Tnmh1vPrjEQoqG+QNStDrpBRU8u8tKVJ9rpWKlQ9NZ3q08voM9QYWI16AF+bG8dg1I6UnzVpe+iFRCNiCOFZQyXsbk0CnB5WK/7tnCgtGh8odlmxYlHgB3rt1DIunS/5XNLXw0g+J5IghtOJJzC3n3Y1HQdcGKnh94QSWXDlE7rBkxeLEC/Dp7yZx94wOAb/yw2FSC8UkllLZefIMH/ycZLziwusLJ/KsBZb4dReLFK9KJQn44bkjpBe0Ot7ZcITdp0pkjUvQfVYfzuXLX46Z7nHfWzxFCNeIRYq3nfcXjOUvt42X1Nym57MtKXx3MFv0QFIAujYDH2xLY8PBU1K+so01y5fM4LFpymzH2Rco37y2E16cF0eQuwP3/HcHtLbx8+EsCirqWTIjBo2N6BpvjlQ1aHn752ROl1RLLzjZs/WxWQN2VvliWPSVt527Jwxm+zPXonZxACAtp4Rnvz9IUVWjzJEJfsvxoiqe/na/SbhBg9w58ef5QrgXYECIFyQju1Mv30B0iDcAdVX1vPj9fn4VfYDNAgNSuuM/fkw0mcZNjQ8m+aX5RPu6yBucmTJgxAtSG5WjL17HgsnG+6bWNj7feowPtqUJTywZqW7U8tq6I1K6o3Fi6pn5o/ll6Rzc7W3lDs9ssfh73t+isVGz8v4pTI0exENf/gotOhJPnia5uJqlM4YzxE98y/cnB7PL+GjHcVMfIbWLA2sfuop5sQEyR2b+DKgr79k8ODmKY3+5yeSJpatt5M21B1mx7xQ6Udjf5zS06Hh/axof/ZxkEu6E2EDyXr1ZCLeLDFjxAsT6u3HspRt56Op4qcO83sC2o7k8+b99ojKpD9mbWcJjK/dxNMNoIGhjzSu3T2D3snn4u9rLG5yCGHDD5t9iZ2PFhwvHcePIYO78z05Ky2tprG7g7R8OM2LwIBZOjMLTUdx39QYFlQ188etJU+8ggKGhPqx8cBrxAW7yBaZQBrx425k51J+s12/mqe8P8/EWKaMnKbOYpLxSZsWFct3IEOxtxbpwT6hubOXbg5kcSC8ydevDTs2frx/N83PjLKZrX38jxHsWTnY2fHTHeO6fFMX9X+4h6VQxtLaxOTGLzccLmT8ihNnDg7BVD+i7jS5T36xj3dEctqUWwFmz+bMTwvngzvGEW1jvoP5GiPcCjA7x5OgL1/HFgSz+8L+DlJbXQlMLa/dlsDYpj/kjQpgZG4RmAFmudIfaplbWJ+ezLTXf5OgIEB3izXsLxzFrqL+M0VkOQryX4K6xEdw+Oox3th7nxfVH0dY0doj4aC6zY4OYExeMs0YcRoDS2mbWJ+exJ73onCutv68rr950BXeNjcACWwbJhjjrOsHW2opnZsfyyLRo3t56nFc2Jksibtay6XAWm5JyGTdkEPPiQ/B3c5A7XFk4VVrLT0fzSMkp6binRRLti9eN4t6JkeK+tg8Q4u0ijrZqXpgbx9MzhvF/O0/y5sYUysprQdfG/rRC9h8vJMzfk2nDAhgb7oPa2rJP1kZtG3syitl+4jQlZTXnvDc4yJM/zRvBonERQrR9iBBvN7G3VfP0zBiemD6M5Qez+ftPKRzPLQUD5BRVkFNUwad2akYF+zBmsA/xQZ4WM8HVqG0jMbeMA5mlnCgsk4rj21HBhJhAnp0Tz7XDA+ULcgAhxNtD1FYqFo+LYPG4CLZnlPDOllR+TMyRbFpadBw5dZojp06DjTVD/D2JD/ZkVIgX3i7KsictqGzgaF45yfnl5J6phjb9uR/Q2LJo3GCWzo5hRICHLDEOVIR4e4FpUb5Mi/KlrK6FL/dnsmJ/Fkcyz4DBAK1tnMwr5WReKd/+CraujsT7uxET4EFsgAfuZpYAUlzdRFpRJSeKqkgqroKG5vM/pLbiymGBLBo/mAWjQ3Gys+n/QAVCvL2Jt7MdT82M4amZMRRWN/BdYh4/HM1jZ/pp05KJtqaBQzUNHDpRBEiJ+LE+rgR5ORHi6Uyol3O/CNoAlNY2kVdeT15FPfnldRwvqYHGC4gVwN6OecMDmT8yhBtGBFt8Bz4lIMTbRwS6OfLk9GE8OX0YTVodW0+eYWNqIdvSTpNRUC5dlZEKIpJqG0nKPGtjWzXuTvb4Otvj7arB08keB1trNDZq7G2tsbexMf5vjb2tGgdbNXqDgabWNhpbdDS36mjU6mhubaO5tY0mrY6GFh1l9U2U1TRTUtdEXX2TNMS/GGorRoT6MH1YAHOHBzI50hcbMflkVgjx9gP2tmquHR5omsgpb2hhW/oZtqcXszvjDGkF5ecKSaujqrKOqso60vsrSDs1CSE+TB7ix1XRg5ga6YuzRgyHzRlZxJtSUEVZ7UWGZwOEcE9HwicO5t6Jg2nV68mvaCS7vI6csjryKqR/GRUN0j1nb1UoqkDt7MAQ4xA9xMuJcC9nwrycCHB3wPqsDIr0MzWX+EGWz6nSWrlD6BRZxHv9P36SY7fKpRdHq7q6RtLqGknLEd0UlY5lLEAKBAOQfrvyXh8fhPcAa8EosAzGhHrKHcIFURkMBuH5IhAoEDFsFggUihCvQKBQhHgFAoUixCsQKBQhXoFAoQjxCgQKRYhXIFAoQrwCgUIR4hUIFIoQr0CgUIR4BQKFIsQrECgUIV6BQKEI8QoECkWIVyBQKEK8AoFCEeIVCBSKEK9AoFCEeAUChfL/1fcMca7cgGYAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/118.jpg" } ]
<image>Find the area of the shaded region. Round to the nearest tenth.
D
64,566
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/119.jpg" } ]
<image>If m \angle 1 = 3 x + 40, m \angle 2 = 2(y - 10), and m \angle 3 = 2 x + 70, find y.
D
64,567
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/120.jpg" } ]
<image>Find the area of the shaded region.
C
64,568
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/121.jpg" } ]
<image>\triangle D F G and \triangle F G H are isosceles, m \angle F D H = 28 and D G \cong F G \cong F H. Find the measure of \angle D F G.
D
64,569
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/122.jpg" } ]
<image>In \odot R, S U = 20, Y W = 20, and m \widehat Y X = 45. Find U V.
A
64,570
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/123.jpg" } ]
<image>Find the perimeter of the parallelogram.
B
64,571
null
B
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Q7YCN/LxccvMLGzY5UPv6Exjoj38j1xKcPHGC5CQTV69cQVEUVCoVk6dMIS4hHncP98Y9mBBCiPuSECuEaPvsReTm5pJXYGlY1OXmF0iAvz8ujViampOTQ0pyMnv37Gmogx00eDDxiQl06tRJ6mCFEKIZSYgVQrR5ijmPvNwc8ssaGsTi6x9IgL9voy3qqqmuZnVqGuvWrMVmq2viFRYeRmx8HMOGD5c6WCGEaGZy1hVCtHn2vDzycvL5frdZL/yDAvD3b5wGsYqisHnzZkymJMrLywFwdXVl3vwYZsyciVbb1JvaCiGE+DEJsUKINs5BaV4eeXkFmG/vNuvih3+gP36N1CD26JEjJCeZuHXzFoqioFarmTp9GnHxcbi6ujbKMYQQQjwaCbFCiDaulrz8XHLzSxsWdWl8AwgKDMCvESZIM9LTSU4ycejgwYY62OEjhpOQmEhoWJjUwQohRAuRECuEaNvs+eTl5JBX2LDZLB5+gQT4+fNzO8RWVlSQlpLKxg0bsNvrahUiO3cmNi6egYMGSYAVQogWJCFWCNGmKWV1O3UVVNfXEuCEb0Ag/v7eP+sEZ7fb2bhhI8nJyVRWVgLg7uHB/JgYpkybikaj+dljF0II8fhkNYIQotWwVxWTm5tDQXndLljo3PELCiTAx3jfk5UlP5+8nAIadptVexMQFEBAwM87vR08cBBTUhJZmZkAaDQaZs6cSWxcLEaj8We9thBCiJ9PQqwQopWwk398DR++u4xVp0tRAH3Xabzyxmu8MK3bfb+nMDeHnLwCbu82q3L3JyDQH7+f0SD2+rVrpCSbOHH8OIpSN8M7ZuxY4hMTCQwKeuzXFUII0XgkxAohWgelirycDDKy8qiqtgNqPD188fH1574buSqV5OXmkpdfye1iAp2PP4H+/vg85tmtrKyMtJRUtmza3FAHG9Ujitj4OPr07SN1sEII0UpITawQonWwF5CXl0dBYX2PAZUbfkGB+AcYuW9stOSSk5NN7vcNYvEKCCQgwJ/H6RBrs9lYv3YdKSkpVFdXA+Dt40NMbBwTJ02SOlghhGhFJMQKIVoFpaqEkuJSymrr51TV3vgF+OLzgClVe34W2ZnZ5NeX0KJyIyAklKAgj8c6ue3dswdT0krycnMB0Ol0zJ49m3nz5+Hs7PwYryiEEKKpSIgVQrQKjupqqqurv9+wwOiOh4c77vetJbBTmJ7OrfQsKhsaEwQQEhpMkP+j1xJcuniRFFMyZ8+cbaiDHTdhPHGJCfj6+T3y6wkhhGhaEmKFEK2DQ0FRHA21rSqtDr1Wh+5+tQTWHC6dP8/FqyUNmxw4hUTSpXMkYU6PduiioiJSTMls37atoQ42uk8f4uIT6Nmzp9TBCiFEKyQhVgjRKqhcDBgMBpzq86Kjsoj8wkKKapR7fLWNgpN72L3rABdLb0dYA+FRPYnq3umRNjmwWCysXbOG1atWYTabAfD39ycmLpZx48ehVstpUgghWiM5OwshWgW1WyCBwUH4u9anWEs6h9enYEo7QHq5teHrFGsZN/d9xwfvfsqqQ9kN5Qdq394MHDKI/p0fbZ+uXTt2krwyicLCQgCcnJyYM3cuc+bORa9/nOVhQgghmoO02BJCtA7aIHr2iqZnt92cP1aIHTuVN/fz3R9Ps/njYEKCfHHTWikvyCY7J5/iylpstvpZWLUnvUZPYPyYAQTct4b2bmfOnCHZlMTFixcb6mAnTppEXEICXl5eTfAmhRBCNBYJsUKIVkJH4KCJTJ9+gasZqzieb0Fx2LBWl5J/s5yCdBUqqKubdSgNtbOojYSPns8TT81jTGeXh368lJeXR4rJxO5du3E46sLwgIEDiE9MoGu3rlIHK4QQrZyEWCFEq6FyCWNE4mtoDUaWf5bGgWulWJX64Gq/++t1HhEMmvUsLz47l1HdfXFSP1zwNJvNrFm1mrVr1mKx1PXnCg4JJjYujpGjRkkdrBBCtAEq5fYzNCGEaA0UB3ZbLeU5Vzh1cC/7Dp/hWkYuxeVmrIoGZ1dPfIIj6NZnMCNGDKZ3lwDcnHRoHzLAAqxbu5al77zD1StXURQFFxcXnn9hIS8vWoSHh0cTvjkhhBCNRUKsEKJVUhQHDpsNm92O3eHg+zOVCrVajVqjRavVoHmE8Apw/Ngxlr6zhL179uBwOFCpVMydN483f/E2nTp1kjICIYRoI6ScQAjRKqlUajQ6PZpHWKj1U7Kyskg2JbN/376GOtghQ4cSn5hARESEBFghhGhDpPBLCNEhVFdXk5KczLo1a7DZbAA4OzszdNgw+vXvL3WwQgjRxshMrBCi3VMUhQ3r15NqSqaysrLh47W1tXzz9deo1Sqeee45vL29W3CUQgghHoVMPQgh2r1DBw+SYkomMzPzjo8rikJJcTEffbiM//jjH7l69WoLjVAIIcSjkoVdQoh27ebNm7y7ZCmr09Kw2+v6dIWFhwOQkZ7e8HU6nY6Bgwby6muvMXrMGCkvEEKIVk7O0kKIdquivIIUUzKbNmxoCLCdO3fmrV+8zbvvvcecuXPR6epWjlmtVo4eOcoffvc7vv36a2pqalpy6EIIIX6CzMQKIdolu91O0ooVvLtkKTk5OQC4ubvx8iuv8MJLL+Hs7ExBQQFff/kV3379NSUlJQCo1Crc3dxJXLCAhS+9SEBAQEu+DSGEEPchIVYI0S7t2bWbJe+8w4njx1EUBbVaTeITT/DmW28SGBQE1NXEVldXs2HdepYvW3ZHTayTkxPjJ05g8Wuv06dvn5Z6G0IIIe5DQqwQot25euUq7y5Zwvp16xrKCCZMnMibv3ibvn373tUP1mq1cuzIET54/3327d3H7dOiVqulZ8+eLFq8mKnTpqHRapr9vQghhLg3CbFCiHaltKSUD99/ny+/+AKz2QxAVI8evPnWm0ydPh2N5t5B1G63c/PGDT5Z/jGr0tIavletVuPn58fzCxfy1DNP4+rm1mzvRQghxP1JiBVCtBs2m41vvvqK9999j4KCAgA8vTx5dfFrPPv8czg7Oz/w+x0OByUlJSStWMGXn39BXl4eACqVChcXF+bOn8crr75KeH13AyGEEC1HQqwQot3YtmUrS955h3Nnz6IoClqtliefeZrX33gDPz+/h3oNRVEwm81s37aNZR98yLmzZxs+p9PpGDZ8GK+98QbDhg9vqrchhBDiIUiIFUK0CxfOn2fpkqVs3by5oQ522vTpvPX220T17HFXHexPsdlsnD59mmXvf8CO7dsbXlOj0RAREcHLixYxPzYGvV7f6O9FCCHET5MQK4Ro8woLC3n/3Xf59utvsFgsAPTp24c333qLCZMmPfbGBXa7neysbD7/7DOSk5KoqKgA6upk3d3deeqZp1n44ouyXa0QQrQACbFCiDbNUlvLF599zocffNDQ69XPz4/Fr7/Gk089hd7J6We9vqIolJeXk5aSymeffEJGRgZQVyerd3Ji6pQpvPr6a/To2fNnvxchhBAPT0KsEKJNW79uHUv+7x2uXrmCoijo9Xqeff45Xn3ttUabIVUUBYvFwr69e/ngvfc5fuxYw+d0Oh29e/fm1ddfY/KUKY9ctiCEEOLxSIgVQrRZp0+dYsk777Brx04cDgcAs2bP5q1fvE2Xrl0bPVDabDYuXbrE8g+XsXHDBqxWK1BXJ+vn58eLL7/Ek08/jcFgaNTjCiGEuJuEWCFEm5Sbm8t7S98lacWKhjA5cNAg3nz7LUaPGfPYdbA/xeFwkJeXx7dffc2333zz/Xa19W24YuPiePnVRYSEhDTJ8YUQQtSRECuEaHPMZjOffvwxH324jPLycgCCgoJ47c03SEhMRKfTNenxFUWhsrKS9evW8fFHy7l+7VrD5/R6PSNGjmTx668xZOjQJh2HEEJ0ZE0zVSGEEE1EURQ2bdhIiim5oVuAs7Mz82NimDV7dpMHWKibdXVzcyM2Npbf/eH3jBg5suFzt2tn//yn/2DL5i0NrbmEEEI0LpmJFUK0KUePHGHpO++wf9/+hjrY+bExvPn220RERDT7wiqbzcaN6zf4ePly1q5e3bBdrUajISwsjOdfeIHY+DiMRmOzjksIIdo7mYkVQrQZmZmZJJtMHDxwsCHADh8xgviEBMLDw1ukM4BWq6Vzl870H9AfTy+vho/b7XbS09N5569/5f/+8leysrKafWxCCNGeSYgVQrQJVVVVJCeZ2LBuPTabDYDwiAhi4mIZPGRIky3kehgnjp9g4/oN5Ofl4e7ujoeHB1C3CKy0tJRvvvqK/+9f/5WTJ0622BiFEKK9kRArhGj1HA4H69euIzU5mcrKSgBcXFyYP38+06ZPR6vVttjYMjMySEk2cfDAATw8PHh50Sssee9dJk6ehEajQVEUzGYzO7Zt519//3vWr1vX0E1BCCHE42u5M78QQjykgwcOkJqSQnZ2NlC3sGrWnDnEJcTjanRtsXFVVVWxKm0VG9dvQKVSMXPWLGLj4/Hz8yMkJITQ0FBSTHXB22azce7sWf78xz+RkZHBE088gYenZ4uNXQgh2jqZiRVCtGo3btwgxZTMsaNH76iDjYmNISg4GFpogyyHw8HmjRtJMZmoqKhgzNixxCcmEBAQULeoKzyct37xC97+5S8besba7Xays7P54L33+e//+m9u3rjRMoMXQoh2QEKsEKLVKi8vJzU5mS1bNt/RqurixQvs27uXoqKiFhvboYMHMSUlkZGRQY+ePYmNj6NX794Ni8vUajWenp489czT/PPv/oX+AwYAdS3CKsrLSU5K4g+/+z2HDh5EmsQIIcSjkxZbQohWyW63k7RiBe+/+17Dyv7bPWBtNhsGg4GJkyfxyquv0rt372Yd240bN3hv6VJWp63Cy9ubV15dxNPPPIOzs/M9v95ms3Hh/Hk+WraMLZs2N9TEarVaunTtwosvv8zsOXNwcnJqzrchhBBtmoRYIUSrtGvnTpa+s4STJ06gKAparZYFTz7BoMFDMK1cycEDB9BoNPSO7s3Lr77KpEmTmmWjg7KyMj5Z/jGfffIJVquVp55+msVvvI6vr+8Dv89ut5OXm8fXX33Fim+/pbS0FKibsfX19WXBk0/y9LPP/OTrCCGEqCMhVgjR6ly5fJmlS5awcf2GhjKCSZMn8+bbb9GjZ0/Sb6Xz2aefsjotDbPZTGBgIE89+wyJCxbg9YNerY3NbrOTbDKxdMkSsrOymDp9Gm//4hdE9ejxUD1qFUWhoqKCdWvW8Mnyj7lRXxOrUqlwcXFh6rRpvPLqIrpHRTXZexBCiPZCQqwQolUpLi5m2Qcf8vWXX1JTUwNAr969eeOtN5k8ZQoajaah/2paSgpffPY5WVlZGI1Gps2YzkuvvEL37t2bZGx7du1myTvvcPLECaL79OGNt95i/ITxaDSaR3odi8XCoYMH+eC99zl08GDDx3U6HQMHDWLRq68yZtzYFu19K4QQrZ202BJCtBpWq5W1a9awZtWqhgDr6+tLbFws48Z/HxbVajVeXl489cwzdIqMZNn7H3Ds2DFWr1pN+q10Fr36KmPHjUOjfbRw+SCXL18mOdnEqZMn8ff3JyY2hjFjxzxygAXQ6/WMGDkSf39/Pvn4Y9atWYvZbMZqtXL0yBHy8/N5PnMhMbGxsl2tEELch8zECiFaja1btrD0nXc4d/YciqKgd9LzzLPPsmjx4vvWitpsNq5eucInyz9u2EggNDSUZxc+T2xcHO7u7j97XCXFxXy0bBlffv4FCvDMs8/y6muLf3bpgsPhoLCgkBXffcfXX31JYUEhUN/ZwMuTuLh4nnthIUFBQT/7PQghRHsjIVYI0SqcO3uOd5csYdvWrQ11sNNnzODNX7xNVFTUA2tOHQ4HRUVFmFYm8dWXX1KQn4+rmxtz5szhhZdepFNk5GOPy2KxsOK773j/3fcoyM9n5qxZvPXLX9ClS5eHqoP9KYqiUF1dzZZNm/lo2TIuXbwI1NXJOjs7M27CeF5dvJg+ffv+7GMJIUR7IiFWCNHiCgoK+OC99/jum2+pra0FoF///rz59lt1ZQEP8cj+9vauu3buZNkHH3L61Cn0ej1Dhg3l1cWLGT5ixGPVmG7bupUl//cO586eZeCgQbz59luMGj260etVrVYrJ44d58MPPmDP7t0NGzvodDp6R0fzyquLmDR5cotusSuEEK2JhFghRIuqra3ly8+/4KMPP2zYvCAwKIjX3nidhMRE9Hr9I72e1Wrl4oWLLP+orierw+EgIiKC5194gbnz5+Hq+vDb1J47Vz87vGUrQfVjio2Pb7JWXna7nVu3bvHFp5+RmpJCVVUVABqNhuCQYJ559lkSFixolBIJIYRo6yTECiFa1IZ161m6ZAmXL11CURQMBgPPLXyelxcteuyaU7vdTkFBAd998y3fffMNxcXFeHh4MD82hucXLiQ0LOwnX6MgP58PP/iAb7/+Bq1Wy8IXX+Cll1/G3cPjscb0sBwOB6UlpaQmJ/PZZ5+Rk50N1JUXuLu7M3vuXF58+SUiIiKadBxCCNHaSYgVQrSYkydOsPSdd9i96/vH53PmzeXNt96mc5fOP6vm9Hat6dYtW1i+bBkXL1xEr9czctQoFi1ezOAhg+/7+rW1tXzz1Vd88P77lBSXMC8mhjfffovw8PBGqYN9mLGbzWZ279zFhx98wOlTpxo+5+TkxIiRI3j1tdcYMnRok49FCCFaKwmxQogWkZOdzXtL3yXZZMJisQAwZOgQ3nzrLUaMGtVoNadWq5Wzp8+w7MMP2bF9OwBdunblxZdeYubsWRgMhru+Z+P6DSx55x0uX7rE8BEjePPttxgydGiz9221Wq2cP3eOjz5cxtYtW7DZbEDddrXdu3fnxZdfZuasmehlu1ohRAckIVYI0exqqqv57NNP+fij5Q3br4aGhfHGm28yPzam0WtO7XY7OTk5fP3VVyStWEF5WTne3t7EJybyzHPPEhgY2PC1p06eZOk7S9i1cycRERG8/uabzJk3t8UWVNntdnKyc/j6yy9Z8d13lJeXA3VtuPz9/Vnw1JM8/cwzeHt7t8j4hBCipUiIFUI0K0VRWJ22ineXLOHGjRsoioLRaOTFl1/ihZdearJFS4qiUFlZycb16/l4+cdcu3oVZ2dnxo4fx6LFi+nXrx85OTl88N57rPxuBQaDgRdffpmFL77wSIvBmmrs5eXlrF29hk+WL+fWrVtAXZ2s0Whk2vTpvPzqIrp169ai4xRCiOYkIVYI0awOHz7M0nfe4eD+AzgcDlQqFbHxcbz+5pvNUnNqsVg4cfw4yz74kL179qBWq4nq0YOnnn6avNxcPv/sMyoqKohLiOeNt94iJCSkScfzsBRFwWKxcPDAAT54732OHD7c8DmdXs/gwYNYtHhxk7T/EkKI1khCrBCi2WSkp/PukqWsSkvDarUCMHLUKN586y0GDx3SbOHLbrORkZnJl59/ToopmerqapycnHA4HNTW1jJm7BjefPtt+g8Y0OoCoc1m48rly3yyfDnr1q3DUltXT6zVaukU2YnnFy5kfkwMBheXFh6pEEI0LQmxQohmUVlZySfLl/PZJ5821HVGdu7Mm2+/xazZs5u95tThcNQ/ol/NZ598ys2bNwHo1r07r7/5JjNnzXyoTRZagsPhID8/nxXffsc3X33V0F9XrVbj7e1NXEI8zz3/PAE/qPUVQoj2RkKsEKLJORwOkk0m3n/3XTLSM1AUBXd3d15ZtIjnFj6PsYVqThVFwWqxcOjQYT7+6CNu3rjB8y+8wIInn8Cllc9kKopCVVUVmzZuZPmyj7hy+TJQVydrMBgYP2ECixYvJrpPdAuPVAghmoaEWCFEk9u3dy9Llyzh2JGjOBwONBoNCQsW8PobrxMcHAzN0Hv1QWw2GzU1NdhsNgwGA87Ozi06nkdhsVg4fuwYyz74gD2793D7lK7T6ejTty+vLFrExEmT0Ghb56yyEEI8LgmxQogmdf3adZa+8w7r161r6HM6bvx43nz7Lfr179/qak7bIpvNxq2bN/ns009ZlZpGdXU1ULddbUhoKM8++yzxCxJxc3Nr0nGcP3+eG9evE92nj+woJoRocnL1EEI0mbKyMpKTTWzburUhwEZFRRGXEE/ffv0kwDYSrVZLZOfO/OJXv+LNt99q6Htrt9vJzMjg3aVL+ev//C8ZGRlNNoasrCxWfreCf/rNP/Kff/oTZ8+cabJjCSEESIgVQjQRu83O2jVrWJ22iqqqKgC8vb2JiYtjwsSJrXbRVFulVqvx8fHh2eee47f/75+J7tMHqKtHLisrY8V33/Fvv/8Dx44ea/RjV1RUsHrVKlanpWE2m/H08sI/IKDRjyOEED/UMlvQCCHavT27d5NqSiYvNxeoq9GcPWcOc+bNvedWr+LnU6lUGFxcmDJ1KkFBQXy0bBnbtmzFbrdjNpvZvWsXefl5vPjSS8yYORO9Xv+zj2m329m6ZQsrv/uOiooKxowbS+KCBfj6+jbCOxJCiPuTmVghRKO7dPEiySYTZ86cweFwADB+wgTiEuLx9/dv4dG1fzqdjr79+vGb3/6WhS+80LALms1m4+L5C/z3f/4nH324jJLikp99rAP79/PtV1+TlZlFz169SFywgOg+faRURAjR5OQsI4RoVMVFRSSbTOzcsQO73Q5AdJ9oYuPj6NGzZ5PvyCXqaDQaQkNDee3NN/jV3/wN4eHhQN3MaW5OLsuXLeO//vxnrl299tjHuHjxIkkrVnLq1Cn8/f2JjYuVUhEhRLORECuEaDRWq5XVq1ezdvUaampqAOrCTXw8Y8aOlXDTzNRqNR4eHiQuWMD/+/3vGDxkMFDXY7aiooK01FT+8LvfsXfPXh61UU1+fj6pySls3bIFJycnZs2Zw/yYGJycnJrirQghxF2kJlYI0Wh2bN9OiimZgoICAJycnJg7bx6zZs1uU71X2xOVSoWTsxNjxo7F39+fT5Z/zIb167FYLFgsFg4fOkRBQQELX3iBufPnPVS9ck1NDevWrCU1ORmbzcbU6dN48qkn8fD0bPo3JIQQ9WQmVgjRKM6cOUOKKZlLFy82zOpNmjKZ2Pg4vH28W3h0QqvV0qNnT/727/+eRYtfxdu77t/EZrNx7epV/vq//8t7S5eSn5//wNdxOBxs37aNb7/5hpKSEoYMHcqTTz5JeESElIoIIZqVhFghxM+Wn5dHisnEnt27G+pgBwwcSGxcPF26dpVw00poNBoCgwJ56ZVX+Lt/+Ae6du0K1AXTwsJCPv/sc/70//0758+dv+9rHD1yhBXffsfNGzfo0qUL8QkJDBw8WBZyCSGanZQTCCF+ltraWlalpbF+3Tpqa2sBCAoOJjY+jpGjRkodbCujUqlwc3NjXsx8QkJD+PD9D9i/bx+KolBdVcXGjRvIycnmlUWvMn7ihDv+/a5fv05ykonDhw7h5eXFvJgYpk2fhlYrlxIhRPOTW2chxM+yZfNmUpNTKC4qBsDg4sL8mBhmzGicPqSiaej1eoYOG8Y//8u/kPjEEw21sFaLlRPHT/CnP/6RL7/4gsrKSgBKiotZlZrKhvXr0Wg0zJg5k/iEeAwuLi35NoQQHZjcPgshHtvxY8dJMSVz7do1FEVBpVIxddo0YmJj8fD0aOnhiZ+g1Wrp0rULv/z1rwgLC+OLzz8nPy8Pu91O+q1bvLtkKZkZmTz1zNMc3L+fpJVJ1NTUMGXqVJ585ml8/fxa+i0IITowlfKofVWEEALIzsri3SVLSUlOxmq1AjB02DDefPstho8YITWSbYiiKFRXV7N92zaWf7iMc+fOAfWdDZycCAgIwGazkZ2dzYCBA3jjrbcYPWaMlIoIIVqUzMQKIR5ZdXU1qSkpbNy4oSHAhkeEExcfz5ChQyXAtjEqlQqj0cj06dMJDg7mo2XL2LFte8N2tenp6aBSERoaSmxcPCNHjZIAK4RocXKlEUI8EkVR2LRxI2mpqZSXlQPg6urK/JhYpkybik6na+ERisel0+vpP2AAv/ntb3n2+edwdXUF6v7NFYeDqqoq8nJzqaqqauGRCiGEhFghxCM6fOgQKSYTt27eQlEU1Go1M2bNZH5sDG5ubi09PPEzaTQawsPDeX7hQmbPmXNHe7SSkhI+/+wz/uvPf+b69estOEohhJAQK4R4BLdu3sK0Mokjh4/gcDgAGDlqFHHx8YSGhko/2HbC4XBw6NAhdu/efcd2tIqiUF5eTmpyCv/6u99zYP/+R96uVgghGovUxAohHkplRQUpySa2btmCzWYDoEuXLsTFx9F/wACpg21H9u/bx3fffEtuTg7R0dFMmTaNK1cus2nDRqxWKxaLhYMHDlBQkM/CF15gzrx5sq2wEKLZSYgVQvwku93OunXrWJ22qqFvqIeHBzHxcUycNEma3bcjF86fJ2nFSs6cPk1AQAAxcXEkLkikuKSEsLBwvv3mG0pLSrDZbFy5fIW//M//kpmRyTPPP4eftNwSQjQjmToRQvyk/fv2kZqcQlZWFoqioNFomD1nDvPmzcPFaGzp4YlGkpebS0pyMtu3bcPZYGD23LnMi5mPwcWF4OBgXnl1EX/3939P5y5dgLqyg4KCAj779FP+9O9/5OKFCy38DoQQHYmEWCHEA129epXkJBMnT5xoqIMdO24csfFxBAQGSh1sO1FdXc2aNWtIS0nFZrMxecpknnjqSTw86jatUKlUuLu7Mz82hn/5/e8YMXIkUFcnW1VVxcb16/nD737Pjm3bG35PhBCiKUmIFULcV2lpKSlJJnZs395QB9ujZw9i4+OIjo6WOth2wm63s23rVlZ++x2lpaUMGzaMJ558krCwsLtuUpycnBg+YgT//Lt/IXHBgoZaWIvFwonjx/nTv/87X33xpbThEkI0ObkCCSHuyWazsWb1atasXt0QSHx8fIiNj2f8hAlopA623Thy5Agrvv2Omzdv0rVbN+ITExkwcOB9b1K0Wi3dunXjl7/+Fa+/8UZDLazNZuPmzZssXbKE//vLX8jOzm7OtyGE6GAkxAoh7mn3rl2kJqeQl5cHgE6nY87cucyePRuDwdDCoxON5drVqySvXMnRI0fw9vFhfmwMU6ZN/cnFemq1Gj9/f55/4QX+8Z/+iZ69egJ1dbIlxcV8+/U3/Pu//iunTp5shnchhOiIZCpFCHGXixcukGwyce7s2Yb6xgmTJhIbH4efv38Lj040luKiYlJTUtm4cSNarZaZs2YRFxf30DcpKpUKo6uR6TNnEBQcxEcfLmPnjh04HA5qamrYvm07ubl5vPTyy0ydPk26WAghGpXMxAoh7lBUWIgpKYndO3dht9sB6NO3L3Fx8UT16CELudqJ2tpa1q9bR7LJhLnGzPgJE3jyqSfx8fV95NfS6/UMGDiQf/yn3/LMc89hrO9YYbVaOXvmDP/55z/z8fLllJWVNfbbEEJ0YHJbLIRoYLFYSEtLY93addTU1AAQEBBAXEI8o8eOQaPRtPAIRWNQFIVdO3fy3TffUFhQwMBBg1jw5JN07tLlsW9StFotEZ068cZbbxIWFspnn3xKVlYWdrud7Kwslr3/AVkZmbz0ystEdOrUuG+otVJqKcm+wbXL6ZRYfvgJFQbfMCK7dSfE/efMJSmYi7O5eeUSGaW2H31Oh3tQOF26d8bXWW48RfskIVYI0WD7tm2kpaRSWFAA1K1Enxczn5kzZ+Lk5NTCoxON5eSJE6z8bgVXrlwhIiKC+IQEho8Y/rNvUtRqNd7e3jzx1FOEhIay7IMPOHniJA6Hg/LycpJNJrKyMlm0eDFDhw1r/7P61mzObvucJX9dx2XrDz+hJmBwDM+/8Tc8OdiVx/4pWHI5u+1z3v2/FZwo+9H2v9oQhsa9yJt/04VHn1sXom2QECuEAOD0qVOkmJK5fOkSilJ3QZwydSoxsbF4eXu38OhEYykpKWHL5s3s27sXNzc35sXMZ8asmeh0ukZ5fZVKhcFgYMLEiQQGBvLxR8vZtHEjNpuN2tpa9u3dR35+AQtfeIHZc+bg5Nx+b47sJQXk3brJzdIKKu9onatCU1BIUXEpDlx5vFsHB6VXTnFw2xYOZ5VT+6MMq/bWY/Tywb/9/niFkBArhKjbqSk5ycS+vXsb6mAHDR5EbHzcz3rELFofDw8PZsycSU52Du4e7sQnJuLq6trox9HpdPSOjubvfvMPhIWF8e0331BWVobNZuPypUv85X/+h8yMDJ5+7ll8H6MOt/VTqCkqIjcrh7K79n5QqKmsoLysDDuhjxVilZp0zh7bxfYDGXcFWFDh5OVLQFAI3rLyRbRjEmKF6ODMZjOpqals2LCe2tpaAEJCQoiLj2f4iBFSB9vOqNVqevXuze//7V9RAa5ubk12LI1GQ0hwMK8sfpWQ0FA+Xr6cmzduYLfbycvL49NPPiEjI4NFi1+le1RUk42jZdgoKiwgKysf+70+W11JeWkpVQ7QP3LQtFF48QQHt+3iYnndq6s1alQqFXabHVDj4eNHYEgQjTO/LkTrJPdoQnRwmzdtIi0lhZLiEgBcXFyIiYtl2vTp6PX6Fh6daAoajQYPDw/cPTyafNc1lVqNu7s7sfFx/Mvvf8fw4cOBusVllZWVrF+3jj/87vcNrbnaDUcZRQVZZOfV3RiiNuLq5omXR93PW6muorKs9B6ztD9NqbzOmcM72X40D4sC6P0ICIqgU0D9v6XaDR+/IEJCjI9fbytEGyAzsUJ0YEePHCXFlMyN6zdQFAWVSsW0GdOZFxODu4dHSw9PtBMqlQonJydGjhqFv78/n33yKWtWr6a2thaLxcKxo0cpLCwkKzOTmLg4XFxcWnrIP5tiLqQoP4uckrqUqjIGExbphVvNCQ6XOVDMVVSUl1Fm4xGvxBZyzh1n7/Z9XK92AGq8ukQQGepN9eGbdV+i88Q7IJhgP3mKIto3mYkVooPKzMwkOSmJQwcPNtTBDhs+nLj4eCIiIqQOVjQ6rVZL9+7d+eXf/JrX3nyjoRbWZrNx4/p1lvzfO7zzl7+Sk53TwiP9+ezFRRRmZpNf3/lK6+lLWGRXIr1c6y68jmqqyssofcSpWEfJFU4d3MGuU8XYFFAZwunVI4re4VYKKuuKY9UePvgHBRMitQSinZMQK0QHVFVVRWpyCps3b8Zqrev9ExERQWx8HIMGD27yR8yi41JrNAQEBLDwhRf4zW9/S1R9LazD4aCoqIhvvv6aP/5//x+nT51u4ZH+HA4qCgvJycqlRgFQ4+btR2TXLvh51C+iU6qpqiyj7FFCrFJD+pkj7N52kEyzAmjxjerPoN498SzOptAOoMLo7UdASAiu8mcs2jn5FReig1EUhY3rN7AqNZXy+h2U3NzciI2PZ8rUqY3WakmI+1GpVLi6ujJz9iz+5Q+/Z/yE8ajVahRFobq6mq1bt/Jvf/g9GzdswGb7cRP/NkCxUFSYR2ZOUf2iLj2e3gF06hKGl6db3WIrxUJVRTmlpWbuai5wH7aCi5zcv4M9FyqwAyrXSKKHjaJPpJrcjBzq9lPQ4unjR3BwgNQLinZPfseF6GAOHjhASnIy6enpKIqCWq1m5qxZzJ0/r0laLQlxP3q9nkGDB+Pr60toWBgppmSqq6uxWiycPnWa//zTf5CRnsGCJ57A3cO9pYf78BwlFBVkk51bv8OB2h1v3wCCu3iQe9wTVzXUOhxUV1VQVlr2cL1ilQqunz7Ezu1HybcqgJ6gXgMZPa4fHoWryciqqgvDag98/IIJDpEGsaL9k5lYITqQmzduYEpK4tjRow0rwUePGUNsfBwhISFSByuanVarJbJzZ958+23e/tUvCQoKAsBut5OZmcmHH3zA//73f5N+61YLj/ThKZWFFOZmkVtfo6py8cYnMJCgQDeMXh64qeD7XrGl92zB9aNXxJJ1juO7t3Pgeg0OQO3Zlb7DxzOup0JJbjqZRXWvojJ44RMYTLCnXN5F+ye/5UJ0EHXbfiazbevWhke0Xbt1IzY+jn79+0sdrGgxarUaHx8fnnr6af7p//0/+vXrB9TVyZaVlmJKSuJff/8HDh863LCbXGtmLSqiIPN2jSpoPL3xDQwiwGjE1c0DN6e6m8Uf9op9IHsJl08dYOeu0xTXreYiLHoIoyeMIKiykIL0DG5P+mo8ffAPCSZIqoJEByDlBEJ0AHa7nXVr17Fm9WqqKqsA8PT0JC4+ngkTJ6LVyqlAtCyVSoWLiwuTJk8iMKhuu9otmzdjs9kwm83s27uXgoJ8Fr74IrNmz27FPYwdlBYWkJWdV1+jqsbVyxf/gECc1U4Y3TzxcFVBtVLfK7aMMgd43fceUqE6/SxHd+3gUGYtCqD1jaL/qPGMjXal8mw+GelZVN9eQObjR2BwCIbmebNCtCiZehGiA9i7Zw+pyclkZ2WhKAparZY5c+cye+4cjEZjSw9PiAY6vZ4+ffvyd7/5B1546SXc3etqYa1WKxcvXOR///t/+PD9DyguKm7hkd6HUk1RYS7ZOWXUTbDq8PTxIzDQB43aiNHVAw/3uplYxVxF5e1esfdjy+fi8X3s2H2RyrrVXHTqO5SxE4YQqDVTWJBLRmZx3bFUerx8AggO8ZGLu+gQ5PdciHbuyuXLpJiSOX3qVEMd7LgJ44mJjyMgIKBlByfEPWg0GkJDQ3n1tcX8zd//HRGdIoC6Jwq5OTl8snw5f/7Tn7hy5UoLj/Qe7MUUFmSRnV9fS1C/qCsgSAfocHFxx8PNULeTlqOayooySsvvV0+gUH71NId3bOdEvhUF0Af1ZMCoCYzq6oLaVkRhfjqZubeP5Vm3qEtqCUQHISFWiHaspLgEU5KJHdu3N9TB9urVi7i4eHr36iV1sKLVUqvVeHh4EBcfz//73e8YMnQoUNcirqKigjWrV/Ovv/s9u3ftblXb1TpKCynMzibPXL+oy+CFj38gQe5qQI3R1YiHp1tdiFWqqaooo6z03uNXajM5d2wPO/bfpG5zLk+69BvOuAn98dGqcJQWUpCRTnb9sdSuPvgGhxDsKgs0RccghXBCtFM2m43Vq1axbs0aqqurAfD19SUuIZ4x48aikTpY0cqpVCqcnZ0ZNXo0/v7+fPrJp6xbuxZL/Xa1Rw4fpqCggOeef56YuFgMhpauBFWoLSokPzub+t1mUXvUdSbw1wGoMBpd8fRwQ00ODsVCVWUZpWVmFFy5M3raKb50koM7dnK2xAaoMIRFM3jMREaEO6NCoaqwgOz0LG5nYJ1X3U5dstus6ChkGkaIdmrn9h2kpaSQn58P1PXknDt/HjNmzWoFF3shHp5OpyOqRw9+/bd/w+LXFuPj4wPU3ahdv3aNJe+8w5L/e4e8vLwWHqmD4qJCsrLyqXvuocbV25eAoEBc6r9C42LE1cMdY109AdWVt3vF3kmpusnZw7vYeSibWgXQ+tBtwAjGjeuNuwbASmFBHukZeQ3Hcvf2JSgkmNa65E2IxiYhVoh26Ny5cySbTJw/f77hUeukyZOJiY3Dz8+vhUcnxKPTaDQEBgbywksv8ff/+Bu6de8O1LXhKiwo4Osvv+Tf/+3fOHv2bMsN0lFev8lBdf0uXBo8vH0JDPBr2MxA7WrE1dPz+16xVRWUl/64V6yV/Asn2L9jD5frVnPh2qkvQ8dOZEiQrm7G1l5CYX4GGdm1dd+iMuLtF0RwiJtc2EWHIc8ThWhnCgoKMK1MYs+e3djtdZfGfv37ExsfR/eo7rKhgWizVCoVbm5uzJkzl5CQEJZ98CF79+zB4XBQVVXF1s1byM3J5eVXXmbi5MnN3zrOWkRRQRY5RT9Y1OUTSGDg93OjKoMRo6c7blrAAraqKsrLyqhygL4+fSrlVzl9aAc7jxdStzlXID0GjmL8mK643P6aqgIKstPJur0oTOuJj38wIQGyqEt0HHLDJkQ7YqmtZVVqKhvXr8dcYwYgMDCQuPg4RowciUYjxXKi7dM76Rk8ZAj/+M//xBNPPYXBpe5hvcVi4fSpU/znn/+TLz77nIqKimYdl72kbpODvPqNB1ROXnj7BxDwwyawaiNGoyfurnUfU2oqqSwrpex2PYFiJvPMUfZsO8DNGgegxqNLP4aNH09/X21D3aylsJD8WxkU1LfnUrl74xsUTJBzc7xTIVoHCbFCtCNbt24lLTWVwsJCAJydnZkfG8v0mTNxdparm2g/tFotXbp04a233+Ktt98mMDAQqKuTTb91iw/ee4+//Pf/kJGR0UwjUqgqLCQ3K5eK+kCq8qjbqSvwhxPCamPdhgdu9b1ia+o3PKgPo/aiy5zcv5NdZ+tKDFTOofQePJrxI8NxbniIYqe4IJ+MjBzq8rIKg5cvAcEhyG6zoiORX3ch2omTJ06SkpzMlctXGrbmnDptGvNj5uPl5dXCoxOi8anVanz9/Hj62Wf47T//M9F9+gB1dbIlJSWsXLmSf/vDHzh29GgzjMZKcWEBWdkF9fWtKoxevgQEBuLywwoelTNGFw883HR39IotK3eAUsXN04fZveMwuRYF0OAdNYARE8bT2+MHSdhRQWFBFulZFfULwtR4+vgTHBIki7pEhyI1sUK0Azk5OSSbkjiwb39DHezgIUOIjY8jsnNnqYMV7ZZKpcJoNDJ56hQCgwJZ/tFHbNu6FbvNjrmmhj27dlOQl8/Cl15kxsyZTbddraOUosIssvPqF1qhxcPHl4Agvx9daNUYXV3x9HRDhRmlvldsaZkDq/08J/ZuZ+/lqrpZWGMn+g4dw4ShQeh/8CesWAopyEkns6C+9lblhrd/IMEh0nVEdCwyEytEG1dTU0NaSgqbNmyktrbuAhoaFkZ8QjxDhw2TOljRIej1evr268c//OY3LHzhBdzc3IC67WrPnz/P//7Xf/PRhx9SUlLSJMdXaooozM0i93bTVrUb3r4BBAb+uIynLnR7uN/e8KC+V2xJHldOHWTnzhMU2hRAR0CvgYwYP4auxjsv1Y6iAgrSM8ipr73FyRufgBCCfeVvXXQsEmKFaMMURWHTxo2kpaY1XJyNRiOxsbFMmTq16WadhGiFtFotYeHhvPraa/z6b/+WsPBwoG672uzsbD5e/jH/+R//wbVr1xr92PaiIgqzsrm92yx6L7z9Awn0/vFlVoXeaMTd072+xtVBTVUF+Wf2cWT3Dg7eMqMAao+u9Bs+nvEDfdHe8SDFQVlhAVkZWVTXVQ2h9vDGLyiE4HbybLWmpoaLFy5w9MiRJrvpEO1DO/mVF6JjOnrkCKnJydy8cQNFUVCpVMyYOZN5MfNx9/Bo6eEJ0ezUajVeXl7EJyYQElrXhuvokSMoikJ5WRmr01aRnZXNosWvMnLUqEYqtXFQVlRIVlYuNT8MlgFBBN6j45XKWN9mSwVVikJ1eQZHd23B+do5yupWcxESPZhRE0YQbvhRCFbMFObnkJ5Z1FB76+rjS1BIEK5tcFrK4XBQXFzMxQsXOHP6NGdOn+HG9et0j4ri5UWv4CHnMfEAEmKFaKMyMjIwrUzi8KHDDXWwI0aOICYulrDwcKmDFR2WSqXCYDAwZuxY/P0D+OyTT1i/bh0Wi4Xa2loOHTxIYUEBzz7/PPNjY35+5w7FQnFBHtk5xfULrVS4ePngHxiI6z3+DNVGV1w9PetCpwOsWRc4nXsJldWCAmh8ujNg5DjGRXvefZG2F1GYn05Gbn07A3R4+gQQFBJAWygmqK2tJTMjgzNnznDm9BnOnjlDRkY6ZnMtNqsVg8HA1OnTeenllwgNC0OtboPJXDQbCbFCtEGVlZUkJ5nYumULVmtdYVxkZCRx8QkMHDRITvxCULddbc9ePfn13/4NoWGhfP3VV5QUl2Cz2bhy9Srv/N9fyczM4LmFC/H393/8AzmKKCzMIjvvdrDU4OntR0Cg/70vsloXXFw9cHdRQbmCYrNguf2tKiMRfYYxevwwgvR3J2BHaSH5mRlkf19LgI9fMMHBra90SFEUykpLuXTpEmdPn+H06dNcunSJosJCrDYbNqsVq9XacBMeFhbGM889R2x8HB4eHnIeEz9JQqwQbYzD4WD9unWsXrWK8vJyANzd3YmNj2fi5EnodLJjjxC3aTQagoKDefGllwkJDWX5so+4dvUqDrudgvwCvvziS7Iys3hl8av06tXrsY7hqCiiKCeLvKrbwdINL78AAu+384DaiNHNo65XbLlyx6d0gT0ZOGoco7sb77FoRaGmIJ/cW5mU3O5F6+KFb2Awwe5NG/gURcFqtVJVVUVVZSWVlZVUVFRQWf+/Kyvq/ruqspKKykrKy8rIzs4mIz2d6upqrFYrNpsNm83WsBX2bWq1mv4DBrD49dcYMXIkzs7O8iRJPBQJsQA4KDr0FUs++I5dJX1Y+KuXiR3brX5va9GmKNVcXv8RH36awnH1KJ5/7UXix3e95yO9+7GW3uD4zo2s37ibU1dzqLA54RXek8GT5jBn6nB6BBlb9LHdgf37SUtOITMjA0VR0Gg0zJozhznz5uLq6tqCIxOidVKpVLh7uDN33jyCg0P46MMP2bd3L4qiUFVZyaaNG8nJyeHlRa8wYeLER+7oYSsqoiArh8Lbi7p0nnj7BRDoc5/XUblgNHri4aYBfhDo1B506TucsRMG4qu710nLRlFhHukZedyeuNV6+uAXHHLP2tvHUVRUxM7t29m7Z299QK1oCKu15locDgeKouBQFJT6/33P/3Y4sDscOOz2hr7V9+Li4sLkKVNY9NpiunTpIjfh4pFIiAWUirNs27CVvUez8Zz9FN0iQh8p9IhWRGUgckB/emzfxYH1m9mwrSfdu4YyIsyZn/4ntVN6aSvffvQxpu3nyK2wYLXbURQVmZk3uXh8P7t3zWfhq88ya0gYxhZ40nX9+nWSk0wcP368YTZjzNixxMbFEhwcLLMXQjyAk5MTw4YPw8/Ply8+/5xVqWnU1NRgsVg4eeIEf/7Tf5CZkUF8YuIj3BDaKSkqICsrj9sdr9Tu3vjeZ1FXHQ1GoxueHq6oKWmIsc4hvRk0ZjwjIgz3bh3kKKEgP5OMbHP9B1S4+fgRFBJMY+3H5+XlRa/oaA4dOszhQ4cwm80NwfRBYfRxBAYGsuDJJ3nyqafw8vaSdoDikamUxv6tbHPMXF3zf/zX0m/ZWzGAl3/7S56b3hcfrYSBNstRzeXVS/nfd79iT9VAnv/bt3lh7kD8fuKWzZK5m6+Wvstnq4+TW6PBPaQLUb0646cpJ/3iea5mFGFWudJpwvO89cZzzOj34ybmTau8vJwPP/iAr7/8ksqKSgC6R3XnzbffZuq0aWi1ck8qxMNwOBwUFhSSmpLM559+Rn5+PlD3WNvTy4s5c+fy4ksvEhIa+nCvZzVTXVVFjbV+WZdah5OLEaNBd98+lre/x2x1cPsirNLocXYxYnTW3uem24HVXE1VVQ3W2+1odc4YXIy46Bvvrtput1NUVMTmjRv5/LPPuHH9RqO99m29e/fm1dcWM37iRAwGg9yAi8fS4a96jvwjbN9+iDM3rETOGcPAnl3xkgDbtqkNRA4bzuA9Bzm95hi7dh1hYHR3JnV3vf9srKOIUzu3smPvaXKtXvSa+zQvLZzPyC5e6FGoyTvNpi+W8cWqA9zct4ktfaLpFjmVHu7N87tit9tZs3o1a1etpqqyCgAvby/i4uMZN368BFghHoFarcbP34+nn32W4JAQPvpwGefPnavbrra4mJUrVpCdlcmixYsZMHDgT7+ezhlXT2cepZjncb4H1OicXfF0btqyIY1Gg5+fH/GJifSOjubLL75k44YNWGprf/qbf4KTkxNjx49j8Wuv0bNXL+llLX6Wjn3lUyo5v30b+09cptjYm1nD+9A9zEV2gGjzVOgCBjB0aH/2H7vIgf27ODByAL07DyXoPr/xjpJLnDt7keu5FrwGTic+IY7JfUMwaOpCqqvrCGKfK6OwsIgvN13l7OnzXL81nB59mqeH4e5du0lNTiEnJwdFUdBqtcydN49Zc+ZgNBqbZQxCtCcqlQpXV1emTZ9OUFAQy5d9xI7t27Hb7dRUV7Nzx07y8vJ54aUXmT5jRoer1VSpVDg7O9O3Xz9+89tQBg8ezOeffvqzNorw8fEhJi6O5xY+T0BAgJQPiJ+tQ4dYR95R9uw7ycVMMz6jhtG/e2f879HS5MeU2iKuHNnJtq27OHzmOlkF5VjVTrj7hdO173Amz5rGiN5heDrJjO7jcFRlc/7QbrZv38uJc9fILKrAotJj9A4msucgxk2bzvjB3fE3PuAEqHal+8ABREft4/jWMxw6cIJRA3sT2M14z9lYR2EBhUUllDrc6d29O50jAxsCLIBKrcUY0Yue3SMJ3nuJ9Lw8SovLgKYPsZcuXSIl2cTZM2ca6mAnTJpITGzsz2sLJIRAr9fTf8AA/uEff0NYeBhJK1ZSWVmJ1Wrl3Nmz/M9//TeZGZk8+fRTeHp6tvRwm93tWdnY+Dh69e7Fl198wcb1Gxq2uH5YXbt148WXX2LGzJm4urpK+YBoFB04xJq5cmAvRy9co5ggJgzqTWS450+sOleourkX0yfLWbnlFBklNVisNuwOBVChyrjFlTOH2LlhHWOfWMTLCybSK+BhFhSJOlYKz2zmu08+I23PJfIra3/w8wVVZgY3zp9g3+b1bJj9HC8/P5dhkR73+SVW4dypL9G9uhN+8CpXjhzk2Llh9OvSH597TbU7FBz1x9FoNKjV9/hX02jRaDVoVHU1dcqP2sQ0heLiYkwrk9i1Yyc2W9165N7R0cTGxdGjZ0/poyhEI9BqtUR06sTi118nNDSUTz/+hMzMzLrtarOyWP7RMjIzM3j5lVeI7Ny5pYfb7FQqFVqtFrVGg1qlRqfTPVKI7T9gAG+9/TbDR47AycmpCUcqOpoOG2KVinMcPnyWqxlVqIJG0i8qnBCPB0dY862dfLn0fb7deJKcKiuOO5bEKSh2Bxa7FUvOWTZ9sgSVk55XEycQ5SWPTH6ag7Iza/n83Y9YufMKJbW2H/18QbHbcNhtWC3XObhyGQ6NHt2L8xgScp8bBV0wvXpF0Tl8LxfPn+bEiYtcHRqNzz02GFd7e+Hl6Y4rt8i4cZPsnBLsQb533NTY8m9y81YmuVXg6e2Nq4d7Y/4A7mK1WlmVlsb6dWuprq4GwM/Pj7j4eEaPGSN1sEI0IrVajbe3NwkLFjTUyR4/dgyHw0F5WTlpKakN29UOHzGiw8wk1tbWcvbMWVauWMG+vXspLSl5pADbp28fFr/2GiNHj+pwJRmi6XXQq6CDkjPHOXXpFvm1Kvy69iQy+Cf2nTZfY7tpJeu2nySn0ori5E/0+DnExkxlaDdfNJXZXDiwjpTkrRy9Woi57ArbV22kb49IQsd2wdgxznePTak8z/Y169iy9zLFZjs4+dN77EzmzZ/K0O6BGGrzuXRgHcnJGzl0qQBzdTZHN25id58oOgf2x/ee9wk6Arp1JTIsGOPZi1w8eZJL10YwIDiCHy8lUPt0JyqqM+Hepzl1dCNpq8II8p3LkHB3tIC1+BLbTcls2HOBEnUgo3t1JyKiaUsJtm/bRlpKKgX5BQDonfTMi4lhxqyZGAyGJj22EB2RSqXCxcWF8ePHExAYyKcff8zG9RuwWq3U1tZy8MABCgoKeH7hQubOm4eTc/udVayurubYkaMkrVjB4SNHqCgvx2KxPFKbrR49e/LyK68wdvw4CbCiSXTMEOso5typc9zIKMSq9qJzj0iCAtweUErgIP/wFrbtPc7VEisOjQ+DEt/gjYVzGBLujpNWDY5wIrpH0zPYi/99/zu2Xyih6uoRDp+ZyrD+nenpISn2/hwUnznCkZPnuFVlR1F7ED37RV5/OYExXdxx0mpQEUZYl+5E+rnyzgffsu1iKbW5Jzl+8jJjhvbBN/je/3q64C507hRKoOECV6+e49zVG2QPi6DTj1OsNoCB4ycy6sR5bmy5xJGVfyHr5Gb69OmGv7aSzPOnOHvpJvkVDnwGT2TimCFNOsN+9swZUpNTuHjxQkMd7OQpU5gfG4Ovr2+THVcIATq9nt69e/M3f/u3hIWF8c1XX1NaWorVauXK5cv831/+QmZGBs8+/xy+fn4tPdxGVV5ezv59+zCtTOLkyZNUV1VhsVju+BofX1+8vLzIyc6mqqrqnq/TtWtXXnjxBSZPnSodCEST6ZAhVim/wqUrGeSW2FDpgwkP98Pb8wE/Cls6xw4e5+K1QqyKCs++05k7bRyDIz0x3K6d1GjRGzzpMnY0g3cd4syVEnItudy4mkFeQQ09PFykNvZ+lGpuXbtORlYhVgXUftEMHz6IAd28MDS0O6v7+XYbNYLBew9x6spx8u3lZNy6RW5+GY5g73t3ldAHExoahJ+3hitZN7ly6RYZORY6Rdw1F4uxy3gSXyijsuZjUvdeJ+PsAXIuHUGNgt1mxWbX4Rs9i2dffJLpg0MwNFE5an5+PqakJPbu2YPdVrcF0IABA4iLi6dbt24d5jGmEC1Jo9EQHBLCSy+/TGhoKMs/Ws71a9ew2+3k5eXx+eefk5GZwaJXX6VHz54tPdyfraioiB3bt5OanMKF8+epqanBarXe8TWBQUHMnDmTWXPmcOL4cf7jj3+852tFRETw7PPPMWvOHKmBFU2qA4ZYheprl7iWmUexDVRBIYT5euP1gCcdtowznLl8i6xKB6gD6TtqGNE9Qr4PsD+gdg0m0M8bd4OK3AobJUXFVFZWo9AGQqy9hCt7t7J13yVqI0YxdeIwegY1w7gdpRQXlVJeaQdUOAeEEBrge49+vSq0niEEBfnjZVCRX+mgvLSUqsoqFLzv8+IGgoOD8Pf1QJ1ZzM0rV8jILMAWEXLXL79K40LgwBje/EM3Bmxcw9qNezl9LZdyux6/TgMYNHEO82ZNYFA3f1wbsbH4D9XW1pKWnMLG9Rswm+t25QkKCiIuIZ7hI0dISxohmpFarcbdw4O58+cTFBzMRx9+yIH9B1AUhcqKCjau30BuTi4vL1rE+Anj2+RCy7zcXDas38Ca1au5du0a5pqahkWkUFdiER4ezryYGKbNmE5oaChqtZpjx47e8XW3hYSE8NSzzxATF4ezc2PtIybEvXXAEGsn+1Ym+UUl2FDhFhiMv6cHhvt3wSf/6jXScwqodoA6sAd9e0QQ6nWfHVW0QYx4+m8InfgCVVbQugcTGeHeJnrPWq7sIu2bT1mx+wYWjyvUGtzwnjeYwKbOTYoVq81G/aQjemcDer3TvX++GhdcDM446VWAA2utBYvVxv2rtNR4+fnh6+WBliKqMjPIzMunzBFyzy4Faq0zHmH9mfJcD8Yk/gKr3Y5DUaHWaNE7G3B20qPTNF2s37p5C6vS0igqKgLAYDAQExfH1OnTZUZDiBZwu1/q8BEj8PPz54vPPmNVWhq1tbVYLBaOHzvGn//0p7rtahPicWkDfZsVRSEjPZ1VaavYtHEjGenpmM1m7HZ7w9doNBq6du1KXEI8EydNwj8gAGdnZ9RqNWWlpVSUl9/1uv4BASQ++QQLnngCFxeX5nxLooPqeCHWUUp2Vh7FpWYUVLh7++BqNN6/HlapJis9i8LichyocA2OIMzPh/s3MnDCK6QbHkFKXbBSqdG0ibtzB1VFBeQXFlFeY8ZhzSG3sIwKq0JgE4Y2ANROODnp0etUgILNbsPhsN/7axUbdru9vh2WCr1ej153vy0a62h9vPD2dMNVDcXFWWTm5lFoVvBxufd3qdRa9AZX9M28durE8eMkJ5u4evVqw+KJaTOmMy9mPl5eXs07GCHEHXQ6Hd26d+PtX/2S0LBQvvj8CwoLCrDZbNy4fp33li4lMyODhS+9SHBwcEsP957sdjvXrl4jxWRi29at5OXlYTabG+ruoe599u7dm/gFiYwZOxYfHx/0ev0ds8w1NTWUl90ZYn18fIhPTODZZ5/F1bVpdxQT4raOF2Lt+eTnl1Je6QD0uHt5YTQaHrAdaTGFRWVUVDkANX7BoXh5eT2wn6xKrUHzk7nVQc7uL/joqzT2X6tE0XgxMHExz8VOoKf3j7/ZQempVD791MT2swVYtX4MSniFZ2PG0sO78f4J63qf1s9pKva6/374haiPT+2Jj48X7q4aKLFSU1xEUVk5ZoW7uzpYyygtq6CyRgE0ePv54+nh8cCZbrWnFx7ubhhVUGwrIj+vhJIyB7i0nkfz2dnZJK1cyaEDBxtmQ4YOG0ZsXBydOnWSOlghWgGNRkNAQADPPb+Q0NAwPlq2jAvnz+NwOCgqKuK7b78lKyuLRYtfpV///i093AZWq5UL58+TtGIlu3fvpqioCEtt7R3h1dnZmQEDBpDwxAKGDx+Bh6cHer3+nuee6uoayiu+D7Genp7ExMXywosv4ubetK0HhfihDhdiFXMppRVV1FgBlREPDxcMD1qhYy+huLSCqhoFVE54eHvi6nLno26HwwEqFSqV6hHqR9X4RgbiobZSdPM6pYqWyj0nGDW4H1HevneEMnvhMdYmpbBmy1Eya7QEj5vC4AG96PSgxWiPqTky692c6dS1C+Gh/hzOyMKac4Gzl29ya2QPenn88CehUH3jMlduZJJvAbRBdImKJDTE9cE/d40LLi7OOOmBmkpKi8uorLBCUOsIsTXV1aSYTGzZtLmh/2JYeDhxCfEMHjJE6mCFaEVUKhWubq5MnzmDoOAgPlq2jJ3bd+BwOKiurmbH9u3k5eXx4ksvMXX6tBbt52w2mzl54iRJK1Zw8MABSktL72qT5erqyrDhw0lITGTAoIG4ubmh0+keeONcU1PdMBPr5ubGnHlzeemVV/D09JQbbtGsOlyItZeWUV5Vg1kBVE44O+vR3bWA6HuO8lLKyqupsQMqV9zdnXE2QE3OWfZvXsO6bYc5f7OAakWP0TeUqH4jmDhzBqP6RuDj/OA/Zl3QAPpFd2Hn0YuUFFopPHeSczfTGdrHF//bucWWx6FVKazbfoLMajvOnScTGz+LMdH+OLeFKoWHosa990hGDt7PiQu5XCzN5OCqZDqFBOA5cwDBLnVv1Fp0ji2rN7Dn+C1qFDWe0aMYNbQvXT1/4gehNmBwMdTV0dY4qCirWwwGLb/oQFEUNm7YyOq0VZSWlgJ1F5W4+DgmT5kirWmEaKX0ej0DBg7kH/7xHwkLDcOUlERVfTuqs2fO8N//9Z9kZKTz5FNP497EG6P8WGVlJUcOHSZp5UqOHTtGRUUF1h+FVy8vL8aOG0dMXBzRfaIxGo0P3cu1urqG8vJyXFxcmDFrJosWL8bX11cCrGh2HS7EYq7BbLVSt6ZSi06vRfOAEEtNNWaLBVt96DW4qCk7l8rSb75gzYGrFFZZsNkdOAB1dga3Lhxnz5YNjIh7iVeemEzfYOP9Zwm1vvQd2IduO45woTAXW8l5Tp25QcawvvgHaQELmXtTSV23g9O5NeDWm2mJ8cwY3QOfJlod31JUhk6MS3iWotJKPlt1kFu39vL1n65xIK0nUZ0CcLEVk37pPBeuZFBU5cC1ywQWPJfI1MFhP93qSqVHr9PV36woWMxmbBbrT3xT8zh86BCpKSncunULRVFQqVTMmDWTOfPm4S6P5YRo1bRaLZGRkbz25huEhIXy2Sefkp2Vhc1mIzMjk4+WfURmZiYvv/IKEZ06Nfl4SktL2bNrNynJyZw5fZqq6mqsP+rx6u/vz5Rp05g7bx7du3fD4OLyyLPFNTXVWCy1TJs+ncWvv05gYKAEWNEiOl6ItVix2uzYFUCtQ6fT8KCntQ5LLbVWW13oVelRsrbz3dGLHNt3kaJaOwoqVCoFFHDYbVjsNizZ59n+2V+ptSm88ex0+gXdZ1tUNHhFD6Rv1HYOnc0lq7aMS6fOcD19OH2DQrDf3Ela8nr2nC2gVuXDoLkLmDd9GJHuD17I1CapNLiEDiH+16FEj97F1nVr2HzgPJcObufKUTUqxYHdpmAI7smExBji5kxgcM8QPJw1D/Gz0KLRfl+nbLVasNlaPsSm37qFaWUSR44caaiDHTlqFDGxcYSFhclFQYg2QK1W4+Pjw4InniCkfrvakydO4HA4KCstJTU5heysbF559VWGDR/WJH/XBfkFbNmyhdVpaVy+dInqmhpsP+rxGhIaypy5c5gxcxYRnSIwGAyPXapks9kYOnQYCQsWEBoaKucq0WI6XIh12G3Y7HbqytnVqDUq7tHu9Xs/DL1KKae376S2uhpVxCgS585j+ui+RHhpMRdc5fiO1SSv2c3ZjDIs5ensSzHRpWsYAbMHEqS/z0p4t54M6N+DyAOnyL5RQ8XFU5y5ls6w7lWcMaWyae9FiixagsfEkjh/MoPDjDxo4rhNU2uwVxWQefUcZy7eIr+0GqtNgR+0IrTlXuP0vu34BgYTFOiLe9DD/ArXdYhQ1YdYxaE80taJTaGyspLk+hXCt2dKOnfpQnxiAgMGDmiT/SaF6KhUKhVGo5EJEycSGBjIJ8s/ZtPGjdhsNsxmM/v37WvYrnb23MbbACArK4v1a9exft06bly/jtlsvqN3q1qtplNkJDGxMUyZOpWg4GCcnZ1/dp39sGHD6d+/P55eXnKuEi2qw4VYlUaLVq2pXzhlx2534HhQnlHqAo8C4CghP0+NZ99YXn3zBeaNjMTTSYdGrUIJDSGi5wD6RX3MO++vZOeFIiz5x9ix4xjDencnMMrt3jOGKgNdBw2gZ+d9nLx5hcqqK5w5dYpNubkc2XSAK6U2nDtPJW7BHMb1DcD5gYm7Lasl92gqn334JWsOXqe42o7epwsDo3vTLdQTbW0ht86d5tzVbAqvHiRt6TUuXHyWxa8kML6nDw+u5LLX3bjUd+3SaLWo1S23WMrhcLBuzRrWrFpNRUUFAB4eHsTFxzFhwgTZY1yINkqv1xPdpw9/8/d/R2hYKN998y1lZWVYrVYuXbzIX//yFzIyM3j2uefw8fF5rGM4HA5u3rjBqtQ0tmzZTFZm1l09XrVaLVFRUcQlJDBuwnj8/fxwqu/x2hhcjC64GF1kBla0uI4XYvU69DoNGhWg2LHbHNyvJSkADsf3IRYHir4ro2dOZcywbvi4fP8oW6XR4WT0pvvkWGaeu8StrB1cLjeTfvoEF2+NYWD3nnjcO8XiFD6AAb27sPfYNS6UVnN566fkKhaqy8pxuPVst3Ww31OouLCZbz75kpTdlyixGuky8QlefDGB8b38cdGqQXFgq8zi+OrPWP7Veo5m5HB2wxd86eWNx4vzGBJyn80RALBis9moO8er0Op0aFpwxfC+vXtJTUklMzMTRVHQaDTMnjuH2XPnYpT+ikK0aRqNhtDQUF5etIjQsDA+/mg5N2/cwG63k5uTwxeffkZWZiavLFpE96ioh35dm83G5UuXSTaZ2LVjB/n5+Xf1eHVycqJP374kJCYyctQovLy9cHJyavSwKeFVtBYdL8S6uGBw0tfP3NViNluwWusa59/7G+5snaUL60Wf7hGEut6rFlOFxiWCAQN60WnPca6cL8Wac5Mb2fkU1fbA437dCnRB9B8YTdedR7lcWkhtcQGFAGpvBsxZwPzpw+nsoWt/dbC31V5n/8ZN7Nx/mZJaBa9Bs3ny2SeZOTQco1b9/ft2dWXMky9RXV5G+VdbuFiWx7Gt2zgwoBfdg6K5b5MCxYrVasNqr/t3djYYcHJumd2vrl29RnKSiZMnTzZcfMaOG0dMbCxBQUFycRCiHVCr1XW9U2NiCA4O4aMPP+TggbrtasvLy1m/dh052Tm8sugVxowb98AZUovFwpkzZzCtWMm+vXspLi6mtrb2jpIoFxcXBg0ZTMKCBQwZMgR3d/f79ngVoj3pcCFW4+WNl5sRFzWUOWqorrRgsTygnkCtRt0QYtV4BIXg5+WJ033PDTr8w0IJ9PHEiVLMtnxyc0spq3CA8/0eYWvx6TeIPlE7OXKhkFyrgoKOoBExJM6fzKDHrYN1lHN9/yY2bN7H+ZxKLPYH14FaS9K5er28vnQil6Ompfz+wHcYH/jkXYXW4E2XkTOZPXk4UQH3W8R2PwrVl45x9OQ5rpfZULThDBg1nIH9wnDV/ujErlKjc+vMiFFD2Hf4FFeO5FKbfZYzF65xa2QvPO/aJOL2IcyYzbXUlZ5qcHX3xNACWyKWlpZiSkpi544dDYsuevToQVx8PNF9+khtmRDtiEpVd8M8ctRI/Pz9+OLTz1i9ejWW2lpqa2s5euQIhYWFpGdkEBcff9c2rTU1NRw7epSklSs5fOgw5WVld/V4dXd3Z+SoUcQlxNOvf39cXV2lLZ/oUDpciEXvg7eXG0ZnFVSZqaisxlxrh/vtwaXX13UwqOvOhMHVFWcn5wfuEKXx8MTd6IKTCsxKDdVVFiy1Dx6WWueKq4szTloVWBXQhtB3+CB6RwVgeMxtX2039rDqmy/4dvtlKn4iwAIoigOH3V4XYpUaCm6co+iW+qdDqUrNvpMFKEZ3vOcM/L7H7cONkszr10nPyqNWAbVvJ7pGhhLsfp8XUWnx7NyZiJAAPI7lUmwtICsjh8JCC3jfu++rYi6nrKKSaqsCaiPunq4YXZu3JtZus7Nm1WrWrVlDVVUVAN4+PsQlJjB2/LgWbYguhGg6Op2OqKgofvHrXxEaFsaXX3xBUWEhNpuN69eu8d7Sd8nKyGThiy8QGBRERXkFB/bvJylpJadOnKSyshKr1XpHePXx8WHCpInMj4mhZ69euLi4SC296JA63pVTG0hwkC8e7hqoslNWVEhlZRUK+nuGNZXBgEF/u/xAhUatQfMTi6tUOi1ajbqu64FDwWF38IOypbspZZzfuIot+06TZa4/UdlyuH4lg9w8Mz3cH9Br9kFsFsw1NVSbLTx6QykFh92Ow/6gguEfHKqqmlqLjQe9zXsfppqSklLKKy0ogMbDGx8Pd9wfcJeg8fLG06N+G1nsVJRXUF1dw/02L3CUlVFRXkW1A9D64h/gg5dn84bYXTt3kpaaSm5uLoqioNPpmDd/PjNnzrprBkYI0b5oNBoCAwN5buHzhISGsHzZMi5dvITD4aCwoIBvv/mGy5cv07NnD06fPs25c+epqa7G+qM2WYGBgcyYOZPZc+fQuUsXDAaD3ACLDq0D/vY7ExYegp+PG6qcEkoLC6morMKO1z1/GGpXN1wMzujrZ2IdigPHT7VnstmwOeo2QEClx8mgQ3ffJzwOio6tJSltC4dvVNRtqgBALTdPHufi9dEM6toT98dIsdrIMcxdUILitofzOZVYHcoDt5W1V+SRmZ1HUaUVVM54h4YS6OfBAzceU6nQOHvTdcRsZo3oid+jZkPFTI25Fou1bmQanQ6t5id6v6q16G73fbUDDgc84N/EVlpCaXk51QqoPQMI8vfGpxlLYi9euEBysolzZ8821MFOnDSJ+TEx+Pn7Nd9AhBAtRqVS4e7uzsxZswgKCmb5smXs3rULh8NBVVUVB/bv58jhw1it1jvaZKlUKsLCw5g7bz7TZ0wnLCwM55/R41WI9qQDhlgN3p0jCfX3xagqoTovm+ziUiocoXjdY/ZPZfDB18sNV2cV+dUK5upqamvrZg3vF7QcFZVUVZuxKIDKiKubM073KaK15uxn1cpVbD+WQbXiRY9oP2pKC8jMLMaadYrj564zekgUfe5X7/kgeh96THySTiPjsNodDwywoFBy4Av++sFXbDxdhEMdyKDY13npiXF0+Yntc1UqNVq9M87O+vsVZTxokOi1WrT132i3WrHdLmm4H7sFi9WGtX7aV+fkhPa+j9LsFObmUVBUig0VxpBwwgIC8Gim8tOioiJMK5PYs2t3w4WpT98+xMbHEdUjSupghehgnJycGDR4EHb7i1gstRw8cBCHw4HVar1j5lWj0dCla1di4mKZNHkygYGBODdimywh2oMOGGJBF9KDqMhg/A9d5XpxJul5RRTXKngZ7hHWNAEE+HniblRBtYOyogIqqiqx432fulgHZXl5FJaVU6uAyiWAoCAvvNzu8dXmdHabkli78zS5NSp8hs7hqReiKdm6gm/zism15nPm2GmujR9ML++AxwiIKjR6A0a94SG+1oHDzYDu9rZWqNEbXHH39Lr3z6WxqJ1xMbrg5KSuG0N5KSUVFVQ6uOdNBYC9uJji0nKqHIDKCQ9PT4yu9y4lQKkmNyeHgqIKHCoDYV26Ehrq/xN9ZRuH1WolLSWV9evXU11dDYB/QADxCQmMGj1aHgMK0cHY7XauX7tGakoKWzZvITsr644WWQAarYaevXqxYMECxowdi4+vL05OThJehbiHjnkVdYqgV49IQvyPcONmFjev51FUZKNL6D2ijdpIeERoXflBQRm16de4mpNPoS2ce24WpZRz7eoNcvLKcAD64Ag6+fnh/eMEqlRxZetKUjbs5UJhLeqAEcyOm8G4cVHkFhxj38HT5GZZKD53gtNXbzG0TwDB7bJuX09AgD8+Xm6oM0pwFN3iRmYuedUKXq73Cs8OSm/cIiM7nwoF0PjgH+iDl9d9In5tFhnpueQVOVA5h9OtewRhgc1TS7Bty1ZWpaVRWFAA1M3AzI+JYdr0GTg73yd0CyHaHavVysULFzAl1T2VKSgsoNZce1eABRg6bBhv/eIX9O3bt0l6vArRnnTQWzsnOg3sT1SnYFyp5saly2TnFv5wd9Mf0BLQuxddwwJxV4FSdp6D+89wNb3yno+8rZlHOHjsAtcLrKAy0KXfALp1CuHOyUwHZWfXY0rZyIHLJVg1QQybG8uMsf0IcvGgR/++dO8UiLMKHOUXOHniMjeza3+iHKCt0uDbKYKwIH9cVIAlk5MHTnDuUsG9F6PVZnD86EkuXCvEDmgCutCtcyghrvf+VbZmXuNGeiZ5tWDs0oc+UV0IbYb8ePr0aVKSk7l86VLDhWrKtKnMj5mPj+/j7dQjhGhbas1mDh86xG9/8xtef3UxyUkmMjIyqKmuaTgv6PX6O25qXQwu+Hh74+zsLAFWiJ/QQUMsOIUPYkB0F0I8VFRcPc+lrByK7rMQXxcyiKEDoujkp62bQd3yLd+kbud0bs0dq/FtJedY/00Smw5dodQGGt/+jBweTbfQO3un2guPsmZFGlsO3aTCpiNk1HxiZowhOsAZNSpcuvUnOqoTQQYVOKq4cuIEl25kUtM+Uyy68P70i+5OJ081YCX/6Gq++y6NPZeLuaOFr6WQM+u+I3n9Pq6U2kHlRFjfAfTuHsm9mw1Yybp6lRvpOdSoPInq35eobsEP6PHbOPLy8jCtXMn+ffsa6mAHDhpEbFwcXbp2lQuTEO1cVVUVO7Zv59e/+hVvv/km69euIzc3F7PZ3NAqy9PTkzlz5/LLX/+aQYMHf//NKkDOEUI8lI5ZTgCgC2TQ8IFE7T3JtVMXOHHqBpOH9CHgXs/stX4Mmj6Nkacuk77tIiXl19n16b9z/eB6Bg+KprOfM7bSdM4ePsyJ8zcpqLTg0PgweMZsJgzrib/+Byckazb7U5NYs/0EmdUO9BETmBc7jVG9/XCqv6VQOXemf98oIvcc5+aVSszXT3Liwg1GDupMlFs7PLnpghk6ZRKjTl8ifdtlys35nFnzHr87s5N+g/rTs5MfBnspGWeOcPj4OW7mV2BRQBc0hIkTRzKwm8e978Ys6Vw4f4nrGZVogscxZFA0UQFN2wi8traW1JQUNm3ciNlsBiA4OJj4hASGDR8uK4qFaMfKSkvZs2cPySYTZ0+foaqqCkvdLisN/Pz9mDxlCnPnzSeqRxRXr1zlyOHDLTRiIdq2jhti0eLdfzTD++3l1OV9XDx+giu3hhIdFHaPmTo1LhETeOK5XApLPmX90UyqKgu4cWIHWWf3otWoUBw2rBYLVpsDRe1O1IzneX7BFPqHGH4QsMzc3Gkiec0uzubWoDh3ZnxMDFNH9cLH6QcxTOVERP9+9Oi8h6NXL1JuyeDU8XPcGDOI7tFe7XD7WTWu3SaR8Ew+RaWfs/5YFtXmMnIvH6Ho5in2aNWoFAc2qwWr1YZdAY1nL6Y99TQxk/rdeZPwA+brZzl74SrpVS50nTyCgX2649XEv/GbNm5kVWoaxUXFABhcXIiNj2fKtKk4ObXMVrdCiKZVWFDAtq11NfAXL16kprrmrh6vwSEhzJo9m5mzZtIpMrKhx6tO14Evw0L8TB36r0ft0o1RYwaz5+h5tlw8xKGzkxgUHUq3e812agwEDX2CX/xTAGFffkHy1lNklNZitv3wLluFk08PRscv5PnEyQyM8Ma5YWMEhapLmzGZNrDvQhG1ipGuk2KZO3UEUd66u2YSdaH96dOzM6GHL3O+xEruqWOcvTaOwT298G2Hk3kqjZHwEU/ylkcIkd9+iWnLSW4Vm7GYbdwxj6E24N97HDHPPUfc5IFEeOnvPQvrKOP88eOcvZiONXAoo0YNpE8nQ5PeABw7epTU5BSuX7uGoiioVCpmzJzJ3Hnz8PT0bMIjCyFaQnZWFuvXr2f92nXcuH6dmpqaO3q8qtVqOnXqxLyYGKZMnUpIaAjOzs7yREaIRtKhQywqHYHDJjN28FEu3DzEwd1HmDikN5H9/e+98YHOhYDoKSz8l6HMfPYCp0+c4uL1LAorbWiNXgR17cugwX3pHhGAh4sTujt29lLh0nkKr/7HSJ6z2FAUNVqDK65GA7p7JSttEGNf+SODnvoXrA4F1Hpc3Nwwtttznwq13pWg6Mk8+89DmfH8Vc6fOsXFa5nkl9bg0Bpw9w+ne5/+9OvVhWAfdwxOWu63eZot9yRHj53hYp6BnjETGDmkFz7apouwWZmZJK1M4tDBg9jrdzkbNnw4MbGxRHSKkDpYIdoJh8PBrZs3WZW2ii2bN5OZmYm5pqbh7x7qerxG9YgiNj6e8RMm4O/vLz1ehWgCHTvEAmpjN8ZOGc3B01fYeGIXe0+MILqrH5H3bO8EKo0eF3c/IqI9CY4azCSrHbuioFKp0ej06HU6NBrVvbew1Rlw8zLg9nAjw8nogZPR42e8u0dz53oCVYusLVBr9bi4+RLWw5PAzv0Ya7NhdyigUqFSa9Hpdei09w+vQN3iu0MHOHrqCubw0YwfO4y+Ic5NtoqxurqaZJOJrVs2N9S/RXSKIC4hnsGDB8msixDtgN1u5/LlyySbTOzcvoP8vDzMZvMdbbL0ej3RffqQkJjIqNGj8PL2lh6vQjShDh9iUenwHTSdqaNPcOnWLnZv3sPwvl0JHhj0wFXsKo0OvUaHvt20+1Tj4uWFh6sRHQVYjJ54urtivOc0cdNTqbXonbU8zjIse/5JDhw4ztkcLwY/O4UxQ7vh0USzsIqisGHdOtasXk1ZaRkArq6uxMXHM2nyZHT6pl1IJoRoWhaLhXNnz2JauZK9e/dRXFREbe2dPV5dXFwYOHgQCYmJDBk6FA8PD/R6vTyBEaKJSYgF1M6hjJqTQIHizbFMNTVVZZRbA/G7z4Kh9sqp21jmPlGOPugStZFjmTWyN4Ft7jfEQWlBJRqfTox6aiZTZ46kl4+uyWphDx44QGpKCum30lEUBbVazew5c5g9dy5ubg835y6EaH1qamo4fvw4phUrOHToMOVlZdTW1ja0yAJwd3dnxMiRxCXE069/f9zc3NDpdBJehWgmbS6iNA01xs6jiV08hDk20DkbcGqhGciWpHLyp/ekp+k6xoqiccLZSf8YW922NDVeUeNI6DSCGHQ4Ozuhb6IneTdv3MS0MoljR4811MONHjOamLhYQkND5UImRBtUUVHBwf37MSWZOHniBBUVFVit1jvCq4+PD+MnTmB+TAy9evXCxWhEp2uXWyoK0apJiL1No8dg1GNo6XG0KDVaJwNap7b9U1DrnHHRNW2dR0VFBaaklWzftq2hlU6Xrl2Ji0+gb79+UgMnRBtTXFzMrh07SU1J4fy5c1RVVd3VJiswMJBpM6Yze84cunbtisHFBa1WLqNCtBT56xPiEdntdtasXs26NWuprKwEwMPTk/iEBMZNGC8zMkK0IXl5eWzeuJE1q9dw9coVqqur72iTpVKpCAsPY87ceUybPp3wiHAMBoMs2BSiFZAQK8Qj2rtnL6tS08jKykJRFDQaDXPnzmXW7FkYjcaWHp4Q4icoikJGRgbr1qxl44YNpN+6dc8er126dmV+bCyTJk8iKChIerwK0cpIiBXiEVy5coVkUxKnT51qWJ08fsIE5sfGEhgUJHWwQrRiDoeDa9eusSo1lW1bt5GdlYXZbL6jx6tOp6Nnr17ExcczZuxYfP18pcerEK2UhFghHlJpSQmmlSvZtXNXQ61cz149iY2Po3d0b7nICdFK2Ww2Lpy/QIrJxO5duygoKLirx6uTszP9+/cnPjGB4cOHN/R4lRtTIVovCbFCPASbzcaqtFWsX7uO6qoqAHx8fYlPTGTM2LGyuEOIVqi2tpZTJ09hWrmSgwcOUFxSQq3ZfEenAVdXV4YOHUpcQgIDBw3C3cNderwK0UbIlVc8tpr6rRadnZ3bfYjbuWMHq9JSycvLQ1EUdDod82PmM2PGDFxcXFp6eEKIH6iqquLo4cOYkpI4evQY5WVlWCyWO8Krp5cnY8aMISYujug+fXB1dUUvm5MI0aa07+QhmtTmTZvYtWMnc+bNZdz48e32cfr58+dJMSVz/tz5hsePk6dMYV5MDL5+fi08OiHEbWVlZezds5cUk4kzp09TWVnZsBX0bX5+fkyaPJl58+fTvUcULi4u0lFEiDZKQqx4bMNHjOD4sWN8/eVXGI1Ghg4b1tJDanSFhYWYVqxkz+7dDSuX+/brR2xcHN27d2+3wV2ItqSwsJBtW7exKjWVSxcvUl1dfVeP1+CQEGbOmsXMWTOJjOyMwcXQ7p8gCdHeyV+weGx+fn48v3Ah7y5ZyldffInBxYU+ffq09LAajcViISU5mQ0bNlBTUwNAQGAgCYkJjBg1Ui6AQrSw7OxsNqxbz/p167h+/To19+jx2ikyknnz5zNl6hRCQkOlx6sQ7YhchcVjU6vVRHTqxMIXX+D9d9/jm6++5uVXXqZL164tPbRGsXXzFlanraKosBAAJycnYmNjmTptGs7OTbsjmBDi3hRF4ebNm6xOW8WWzZvJzMhoqM+/TaPR0D0qiti4OMZPGE9AYKC0yRKiHZIQK34WjUZDz169eOa5Z/lo2TJWfPsdC198geCQkJYe2s9y6uRJUpKTuXLlSkMd7LTp05k7fx7ePj4tPDohOh673c6VS5dJSU5m544d5OblYa6puaNNll6vJ7pPH+ITEhg5ehQ+Pj44OTlJeBWinZIQK342rVbLkKFDqSiv4MsvviDZZOKpZ57Bp42GvdzcXJJW1LXksdc/mhw8ZDCx8XF07tJFWu8I0YysFgtnz57FlGRi3969FBUWUltbe0d4NRgMDBw0iPjERIYOHYKHp6f0eBWiA5AQKxqFTqdj/MQJlJeXkZqSgo+PDzFxcRgMhpYe2iMxm80km0xs3rwZs9kMQGhoKPEJCQwZOlRq6YRoJjU1NRw/dhxTUhJHDh2itLSU2traO9pkubm5MWLkSOLi4+k3oD9ubm7S41WIDkRCrGg0Tk5OzJozh7y8PDZt3ERgUBATJk5sUxeUjevXsyZtFSXFxQC4uLgQFx/P5ClTcHJyauHRCdH+VVRUcPDAAZKTTJw8cYKKioq7erx6e3szbsIEYmJi6NW7F0ajEZ30eBWiw5EQKxqVi4sLcQkJZGVls2bVKgICAugdHd3Sw3ooRw4fJjUllRs3bqAoCiqVipmzZjF77hw8PD1benhCtGslxSXs2rWLtJRkzp09R1VV1V09XgMDA5k6bRqz586hS9eu0uNViA5OQqxodAEBASQuSOS9d99l3dq1+Pn54R8Q0NLDeqDMjExMK5M4cuRIwyrnESNHEhMXS3hERJuaTRaiLcnLy2PLps2sXbOGK5cv37PHa3h4OLPnzmHa9OmER0RgMEiPVyGEhFjRBNRqNX369mXmrFkkJ5nYtnUbMXGxrbYtVVVVFSZTEtu2bsVSWwtAp06diIuPZ8DAgVIHK0QTyMjIYP2atWzcuJGbN25QU1NzR49XtVpNly5dmB8by8RJEwkODsZZerwKIX5AQqxoElqtlqnTppF+K51NGzcSHBLM2HHjWt2MpsPhYP3adaxdvZqysjIA3NzdiF+QyIRJE2UvdSEakcPh4Pq1a6xKTWPbtm1kZ2Xd1eNVq9XSs1cv4uLjGDN2LH7+/tLjVQhxTxJiRZMxGo3EJyaQnZPN6vr62B49e7b0sO5wYP9+UlNSyEjPQFEU1Go1c+bMZdbs2bi5ubX08IRoF2w2GxcuXCDVlMzu3bvJz8vDbDbf0SbLydmZfv36EZ+QwPARI/Dy9sLZ2bnV3fgKIVoPCbGiSQUFBZGQkMAH77/PujVr8fH1xc/Pr6WHBcCN69cxrUzixPHjDTNBY8aNZX5sDCEhIXLxFOJnqq2t5fSpU5hWJnHgwAFKiovv6vFqNBoZMmwo8QkJDBw0CA93D/RO0iZLCPHTJMSKJqVWq+nXvz/TZ8xgddoq9u7Zw5y5c1t8UUZ5eTlJK5PYuWNHwyKSbt27ExcfT5++feXRpRA/Q1VVFUePHMGUZOLY0aOUlZVh+VGPVw9PT0aPGU1sXBzRffo09HgVQoiHJSFWNDmdTsfUadO4fOky27dtI7JzZ/r3799i47Hb7axOW8W6tWuprKwEwMvLi4TEBMaOGycte4R4TGVlZezbu4+UZBNnTp2moqICq9V6R3j18/Nj4uTJzJs/j6ioKFyMRvmbE0I8Fgmxolm4ubkxZ+4clr6zhB3bthMeHo63t3eLjGX3rl2sSkslJzsbRVHQarXMnT+fGbNmYTQaW2RMQrRlhYWF7Ni2nVWpqVy4eJHqqqq72mQFBwczY9ZMZs6aRWTnzri4uLT4ExkhRNsmZxDRLFQqFT179WLc+PFs2rSRHgd7MG369GZ/bH/50iWSk0ycPXO2oS5vwsSJzI+ZT0BAgNThCfEIsrOz2bh+A+vXreP6tWtUV1ff0SZLpVLRqVMn5s6fx5SpUwkNDcPgIm2yhBCNQ0KsaDZarZZpM6Zz8eJFtm3ZQqfISHo2Y7eCkuISklasZM/u3Q2zRL179yY2Po6evXpJHawQD0FRFG7dvMma1avZvGkzGRkZ1FRX39EmS6PR0L17d2Li4hg/YQIBgQEYDAb5GxNCNCoJsaJZeXt7M2vObD764EN279xFaEgobu5N38rKZrORlprKhvXrqaqqAsDXz5eEBYmMHj1aHmsK8RPsdjtXLl8mLSWVnTt2kJOTg9lsviO86vQ6+vTpQ1x8AiNHj8LXxxcnZycJr0KIJiFXbtGsVCoVAwcOZMSokezft4/uUVFMmDihyY+7fes2VqWlkZ+fD4BerycmLo6p06djcHFp8uML0VZZrVbOnT1LssnEvr17KSwovKvHq8FgYOCgQcQlxDNk6FC8vLxwcnKS8hwhRJOSECuanU6nY+bMmVw4f4G9e/YQFRVFcEhwkx3v7NmzpCQnc/HChYYL75SpU5k3bz6+vr5Ndlwh2jJzTQ0n/v/2/is4rjxN8zR/7hAuobVWJAhFEFSg1lpAU0RWZpboqu6qnp7pmrEdW1vbnau9X7Mx2+3pEqkqszqDCpKgFiBBCRIkBElQQBBaa7jD4YC7n70gAxEIiiAZIAEHv8csLgJ0HD8Q7ufF/3znPQ8fcurkKe7du8fQ0CDWiZk1WR4eHqxdv568Q3ksS0vD09MTd3fpeBVCfBkSYsWcCAoOZuOmjZwuLuHhwwcEhwR/llOOfb19nDx+glu3bk5fcJK2fDm5eXksWrxITnMK8SMmk4m7d+6Qf+oU1VVVjI6MMjk5OSO8+vr6smXrVrJyckhKTsJoNErHqxDii5MQK+aEWq1my9atPHjwgDu3bpOUlExsXOysPofVaqUwP5+L589jGbcAEBwSzKEjh1mzbq3MwQrxA0NDQ9y4fp3CgkKePH6MyWRicnJyxmOCgoLYtWc3BzMyWBwfj16vl45XIcSckaO4mDPe3t5s2bKFb//Hn3nwoJLIqMhZDZaXLl6kuLiYgYEBALRaLXmHDrFr9260Wu2sPY8Qzqy3p4dLly5RWlLCixf1b+14jYiM5EDGQfbu3UtkVJR0vAoh5gV5FxJzRqVSsW79eu7fu0fFnbskJyeTlJw8K9t++OAhBafyaWxomJ6D3bt/HxlZWXN2kwUh5pO2tjbOnTnD+XPnaX758o2OV7VaTdyiOLKys9m+YwehYWHodNLxKoSYPyTEijml1+vZum07v/3Xf+X+vfvExsX97FXSzs5OTp44QcXdu9MH5fQ1a8jJzSMmJkYuOhFfLYfDQVNTEyVFRVy5fIWO9nYsFsuMmixXV1cSkxLJPXSITZs2ERgYiFY6XoUQ85CEWDGnVCoVK1auoOLuUiorK1maupQVK1d+8vYsFgsFp05x5dIlrFYrABERERw6fJhVq1fJKpL4KtlsNp49fUphfgHl5eX09vRgsVhm1GRpNBqWpS0j79Ah1q5bh6+fHxqNdLwKIeYvCbFizmk0GrZt38azp3VUV1WRlJz8SauxiqJw7uxZTheXMDQ0BIDBYCDv8CG279yBRqOZ7V0XYl6bnJyktqaGUydOcvfOHQYGBrBarTPCq95gYHX6ag4dOsyKVSvx8vKSjlchhFOQECvmhaTkZJYkJFL3pI6G+gZSlqZ89DbuVVRQmF9Ac3MziqKgUqk4kHGQjMxMvLy8PsNeCzE/jY+PU3n/PqdOnuRB5QNGhoexWmd2vHp5ebFh00Zy8vJIXZqKh4cRN+l4FUI4EQmxYl5wc3MjfU06//bkCXVPnpCYlPhRp/5bW1o4eeIEDyorp+f7NmzcSHZuLuEREXJgFl+F0ZERbt26RWF+PrU1tYyNjb3R8eof4M/2HTvIzMoiISEBg9EoNVlCCKckIVbMG2nLl3Ml4jK1tTWsXpNOTEzMB32eyWTi1MmTlF25Ot1rGRsXx6Ejh1m+fLnMwYoFb2BggLKrVykuLOTZ02eYzGamftTxGhoWyt59+9h/4ACxsbHoDQapyRJCODV5BxPzhl6vZ+Xq1RQXFfHs6dMPCrEOh4PSktOUni5ldHQUAE9PTw4dPsyWLVtlhUksaF2dnZw/f56zpWdoamzEbDbPqMlSqVRER0eTkZXJrt27CY+IQK/Xyx92QogFQUKsmDdUKhXpa9K5fq2M6qoqVqxcSVBQ0Hs/59bNmxQXFtLR3o6iKLi4uJCZnc3+gwcwehi/0J4L8eUoikJLSwulJSVcunCR1tZWxsfHZ9Rkubi4sHhJPDm5uWzdupXgkBC0Wq2EVyHEgiIhVswrfn5+pKUt59bNmzx/9uy9IbaxsZFTJ09SXV09fQDfvGULWdnZhIaGyhysWFDsdjsN9fUUFRZy7WoZXV1db3S8urm5kbw0hby8PDZs3Ih/QABarVZqsoQQC5KEWDGvqNVq1qxdy+3bt6itqWX5ihV4eHi88biRkRFOnjhB+bXr07fIXLJkCXmHD5GyNEUO2mLBmJqa4snjxxTk53Pr5i36enuZmJiYUZOl1WlZsXIleYcOsTo9HR8fH7RarfwhJ4RY0CTEinknOiaa5OQUGhrqaWxoIG358hn/brPZKCkq4lzpGUwmEwC+vr4cPnqETZs3yxysWBAmJiaoeviQ/FOnuFdxj6HBQSYmJmY0DXh4eLB23Vpy8/JYtnw5Xl5euEtNlhDiKyEhVsw7Li4uLE1dSm1NDc3NzW+E2OvXrlNUWERXVxeKouDq6kpWTjZ79+1Dr9fP0V4LMTtMJhMVd+6Sf+oU1VVVjIyOMvmjjldfX182b9lMVk4OScnJeHh44O7uPod7LYQQX56EWDEvJSYlYfQw0lBfz9DQED4+PgA8e/aMglOnqHvyZPp06o6dO8nKySEwKEhWoITTGh4aory8nKKCQp48fjzd8fpDQcFB7Ny1i4MZGSyOj8dgMMiZByHEV0tCrJiXfHx8iIuLo7GxkdbWVnx8fBgYGODk8ePcvHFjeg42ZelScg/lkZCQIHOwwin19vZy+dIlTheXUP/iBWazefr3+zsRERHsP3iQPXv3Eh0TjV6vl45XIcRXT94FxbykVqtJSEyktqaW1pYWkpKSKCoo4Py585jNZgACAwM5fOQI69avlwO6cDptbW2cO3OG8+fO09z8knHz+IyOV7VaTWxcHFnZ2WzfsYOwsFB00vEqhBDT5Mgv5q3EpCR0ej2NDQ0U5OdTXFRMX28vABqNhtxDeezeu0fmYIXTUBSFpqYmSoqKuHL5Ch3t7W90vLq6upKQmEhuXh4bN28iKCgInU4nZxqEEOJHJMSKeSsgIICY2Bgq793n0sVLNDY0TM/B7t6zh4ysLPz8/OZ4L4X4aXa7nadPn1KUX8CN8nK6u7uxWCwzarLc3d1ZlpZG3uFDrF27Fj8/fzRajYRXIYR4BwmxYt5Sq9VERERw/uw5Ghsapk+1rli5kpy8XOLi4uQAL+a1yclJaqtryM8/xd07dxjoH3ij41Wv17M6PZ28w4dYsXIl3t7eaDQauUhRCCF+goRYMW9ZJ6w0NTTS0d4+HWBDQ0M5dOQw6WvWyBysmLcsFguV9+6Tf/IklQ8eMDw0hPVHNVmeXp5s2LiR3Nw8lqam4uHpIR2vQgjxESQFiHlJURTOnz/HpYsXp29ooNPryTtymJ27dqHVaud4D4V40+joKLdv3qKwIJ/amlpGR0eZnJycEV79/f3Ztn07mdlZJCQmYjAYpONVCCE+gYRYMS89fPCAwoICGpuapgPAvv37ycjInO6MFWK+GBgY4NrVMoqLCnla9xSz2fxGx2toaCh79u1j3/79xC2Kw6A34Oomb8FCCPGp5B1UzDsdHR2cPH6C+/fuY389RqDT6UhdlkpUdJScbhXzRldXFxcvXOBs6RkaGxre2vEaHR1NRmYmO3fvJiIyQjpehRBilsg7qZhXxsfHyT9xkiuXL2OdmABe9cHa7fY3woEQc6WluYUzp09z8eJFWltaGB+f2fHq4uLC4vh4snNy2LJ1CyGhoeh0Oul4FUKIWSQhVswbiqJwtvQMpadPMzw8DIDRaOTw0SO8bHpJb08PI8PD+EqtlpgDDoeD+hf1FBcVcq2sjM6OTiwWy4yOVzc3N1JSUsg9dIj1GzYQEOCPVjpehRDis5AQK+aNirt3KSospKWlBUVRUKvVHMjIICcvj8L8Agb6+xkYGJQQK74om83Gk8ePKTiVz+1bt+jt7X2j41Wr1bJ8xQoOHT7E6vR0fHx90Wq1MvoihBCfkYRYMS+0NDdz8vgJHj54ML2ytWHjRrJzc4iIiCA0NITOjg4GBweAxXO7s+KrYLVaqXr4kPyTp7h37x6DAwNYrdYZ4dVoNLJ27VpyDx0ibXkanl5e0vEqhBBfiIRYMefGxsY4eeIk18rKpq/ojlu0iENHDpOWloaLiwvBwSFMTk4yODAwx3srFjqzyURFRQX5p/KpfviQkZGRNzpefXx82LRlC9k52SQnp7zqeHVzB8muQgjxxUiIFXPKbrdzuqSEs6WljI6OAuDl5cXhI4fZvGULbm5uAASHhGCz2xkYGMThcMiMoZh1w8PD3Cgvp6igkCePHzM6NsbUjzpeA4OC2LlrFwczMoiPj8dgNEz/jgohhPiyJMSKOXXr5k2KC4vo6OhAURRcXF3Iyslm34EDGI3G6ceFhITg4WGkp6eb0dFRvL29526nxYLS19vHlcuXKSkupv7FC0wm0xtNGBEREew7eIA9e/cSHR2NwWCQmiwhhJhj8i4s5kxDfQOnTpyktqZmeg5269ZtZGVnExISMmOu0MPTAy9vb8bGTIyNjUmIFT9be3s7586c5cK5c7x8+RKz2TyjJkulUhEXF0dmdjbbd+wgLDwMvV4vNVlCCDFPSIgVc2J4eJgTx49TXl4+veqVmJhI3uFDJCUnvzEuoFKp0Ot0jJvHmbRa52KXxQKgKApNjU2cLinmyuUrtLe1MT4+PqMmy8XFhYTERHLzctm0eTNBwcHopCZLCCHmHQmx4ouz2WwUFRRy/uxZzCYTAH5+fhw+epQNGze+c8ZQq9XicDjeuJ2nED/FbrPz7NlTCgsKuVF+ne7uHiZ+1PHq7u5O6rJl5B46xNp1a/H390er1Up4FUKIeUpCrPjirl0to6SoiO7ubhRFwc3NjezcXPbs3YPBYHjn50mIFR9rcnKS2tpaCk6d4u6dO/T39TMxMTGjJkuv17N69WpyDx1ixaqV+Pj4SE2WEEI4AQmx4ot6WldH/qlTPH36dDpI7Ny1i6zsLAICA9/7uVqtFkVCrPgAFouFyvv3yT+Vz4PKSoaGhrBOTMxoGvD09GTDxo3k5OWydGkqnl6euLu7S3gVQggnISFWfDED/f2cOH6cW7duTc/Bpi5LJScvl/glS37ytK1GVmLFTxgdHeXO7dsU5hdQW1vDyPAIkz+qyfLz92fbtm1kZGeRkJCAh4cH7u7uc7jXQgghPoWEWPFFTE5OUpBfwMXzFxg3mwEICgri0JEjrFu//oPqimScQLzLwMAA18uuUVJcxNO6p4yNjb3xexISEsLuvXvZf2A/cYsWYTBIx6sQQjgzCbHii7h86RIlxcX09fUBoNFoyD10iN27d6PT6T5oG1qtFofiYGpy6qcfLL4K3V1dXLxwkbNnztBQX4/ZbH6j4zU6OpoDGRns2r2LyMgo9Aa9dLwKIcQCIO/k4rOrqamhID+f+hcvpudg9+7bR0ZWJr5+fh+3MQWUn36UWOBaWlo4W1rKpYsXaW5uYfxHHa9qtZrF8fFk52SzZetWQkND0UnHqxBCLCgSYsVn1dPdzcljx6m4c3c6ZKxctYqcvFxiY2M/qr7IbrOjUqtwcZHKo6+Rw+Ggob6e4qIirpVdo7Oj442OV1dXV1KWppCbl8f6DRsICAyUjlchhFigJMSKz2ZiYoL8U6e4fOkSFosFgLDwcI4cPcqq1as/+pSuzW5DhQoXCSRfFZvNxpPHjyksKOTWzZv09vRgsVhm1GRptVpWrFxBTl4eq9PT8fPzQ6vVStOAEEIsYBJixWehKArnz53jdMlpBgYHgFd9nIcOH2b7jh1otdqP3qbNZgeVCrWcEv4qWK1Wqh4+pODUKe7du8/gwMAbHa8Go5G169aSm5dHWloaXt7e0vEqhBBfCQmx4rOovF9JYX4BL5uaUBwKKpWK/QcPcjDjIN4+3p+0TbvdhkqFzDUucGazmYq7dynIz6f6YRXDw8NYrdYZNVnePj5s3rKZrOwcklOS8fTwwE06XoUQ4qsiIVbMuvb2dk4eP07l/fvTc7Br160jJzeHyKioTw4aZrMZtVqNRqOZzd0V88Tw8DA3b9ygqKCQx48fMzY6+kbHa2BgIDt27uRgZgbx8UswehilJksIIb5SEmLFrBo3mzl5/DhXr17BarUCEB0TzeGjR1i+YsXPWkUdGx3D1cUVvV4/W7sr5oG+3l6uXLlCaclpXjx/zpjJxNSPOl7DIyLYt38fe/buJSY2FoPBIDVZQgjxlZOjgJg1DoeD0tJSzpaeYWR4BAAPDw8OHznK1q1bf/ZdkUZHR3BxdcFgMMzG7oo51tHezvlz5zh/7hxNTS8xm03Ypr6vyVKpVMTGxZGZlcn2HTsIDw9HbzDIOIkQQghAQqyYRXdu36aooJDW1lYURUGtVpORlcn+A/vx8PT8WduemprCZDKh1WjRS4h1Woqi0NTURGlJCVcuX6G9rQ3zuBm77fuaLBcXFxISE8nJy2XTpk0EBQej0+kkvAohhJhBQqyYFc0vX3LqxAmqq6qmezs3bd5Mdk4OoWFhP/uCm7GxMcxmM36RfrIS64TsdjvPnz2jqLCQ8uvldHd1YbFYZnS8urm7k7oslby8Q6xdtxb/gAC0Wq10vAohhHgrCbHiZxsbHeXE8eNcv3Z9+n71ixYvJu/wIZamps7KCtpA/wDj4xa8vL0/+Da1Yu5NTU1R+/qObRV37tLX1/dGx6tOp2P16tXk5OWyYtUqfH19peNVCCHET5IQK34Wu91OcXEx586cZWxsDHhVf3Tkm6Ns2rx51q4c7+rqwtXFBT8/P1mZcwIWi4UHlZUU5OfzoLKSwYFBJiYmZjQNeHp6sn7DerJzc1mamoqXl5d0vAohhPhgEmLFz3KjvJySomI6OztRFAVXV1eyc7LZu28fRqNx1p6nq6sTd3d3/Pz8Zm2bYvaNjY1x5/ZtCvMLqK2pYWRk5I2OVz8/P7Zu20ZGdhaJiYl4eHj87Iv+hBBCfH0kxIpP9uLFC06dPMmj2trp2cZt27eTlZ1NcHDwrK6odXV24a5xx8/ff9a2KWbP4OAg169do6SomKd1dYy+7nj9oZCQEHbv2cO+A/uJW7QIo1E6XoUQQnw6CbHikwwNDXHi2DFult9gamoKgKTkJPIOHyIhMXFWT/mbTCb6envx8vaWldh5pruri0uXLnG2tJSG+gZMJtP078N3oqKjOZhxkJ27dhEZFSUdr2LBMJlM1L94QXtb2ydvo7W1jZ6enun/7+nupuzKFeoeP/7kbYaFh5OckiI3hhELnhxJxEez2WwU5hdw4dx5zGYzAP7+/hw5+g3r1q+f9dW1jo4OhoeHWZKQgJeX16xuW3ya1pYWzp45w8ULF2lpbsZsNk/fnQ1ArVazOD6erOxstmzdSmhYKHq9XmqyxIIy0N9PUWERZ8+c+eRt2G02LBbL9P8/f/acttY21D/jtbJ3315iYmIkxIoFT0Ks+GhXr1yhpLiYnp4eFEXB3d2d3EN57N6z+7PUXzU2NODi6kpoWJiEoDnkcDhoaGigpKiYa2VldLS3Mz4+PqMmy9XVleSUZHLy8li/YQNBQUHodDq5GE8sSHaHA7PZzNDg4Kxtc2pqipGRkZ+1DbPJjOMHc+hCLFQSYsVHefL4CfknT/H82bPpmqRde3aTmZWFf0DAZ3nO+vp69Ho94eHhn2X74v1sNht1T55QWFDA7Zu36OnpYXx8fEZNlkajYfmKFeQeymN1ejp+fn7S8SoWvLDQMP7rP/4jv/r1rz55Gw0NDZw8foIHlZUArE5fza/+8i8JCwv75G36+PjKWSvxVZAQKz5Yf18fJ44d487t29Nzj8vS0sjJzWPR4sWfJbD0dHfT0txMdHQ04eGf/qYuPp7VaqW6qoqC/HzuV9yjv7+fiYmJGeHVYDCwdt1acvLySEtLw9vHR2qyxFdDo9UQHhFO2M95b1KpZtzR0NPTk/j4eGLj4n7GJlXyB6T4KkiIFR/EarVy6tQpLl28yPj4OADBwcEcOXqUNWvXfLYLdRoaGpi0Tr66IGgWK7vEu5nNZu5VVFCYX0BVVRVDg4Nv1GR5e3uzefNmMnOySU5JwdPTE3d3dwmv4qvzc8Oii1rNjFeNSoXaxUVGp4T4ABJixQe5dOEipcUl9Pf3A6DVajl0+DA7d+38rHfQevHiBRqNhvDwCAlIn9nI8DA3b9ygqLCIx48fMzoywuTk5IzwGhgYyPadOziYkUH8kiUYjUbpeBVCCDEnJMSKn1RdVUVhQT4NDQ3Tp5L37d/PwcwMfH19P9vz9vf18bSujqDgYGJiYj7b83zt+vv6Xl+sV8KL588xmUxvdLyGh4ezd98+9uzbR0xsDEaDAVfpeBVCCDGHJMSK9+ru6uLEseNU3K2YrlBKX5NOTl4uMTExqD7j3FVNTQ2mMRMbN27Cx9fnsz3P16qjo4ML585x/tw5mhqbMJvNMzpeVSoVsXFxZGRmsn3HDsIjwtHr9dLxKoQQYl6Qo5F4J4vFwsmTJ7ly5TITExMAhEeEc+jIEVasXInLZwwzNpuNqqoqjB5G4pfEy0UKs0RRFF6+fMmZ06e5cvkKba2tb3S8uri4kJCQQFZuDps2bSIkJASddLwKIYSYZyTEirdSFIVzZ89ypuQ0gwOvOhANBgOHjxxh2/btaLXaz/r89fX1NDU2sWLFCqJllOBns9vtPH/+nOKiIm5cL6ers/ONjlc3NzdSly0jNy+PNWvXEhAYIB2vQggh5i0JseKt7lXco6igkObmZhRFQaVScSDjIAcOHsTb2/uzP3/1wypcXNQsSVgid535GaampqitqaWwoICKO3fo7e3FYrHMqMnS6XSsWr2anLxcVq5cie/rjle5kE4IIcR8JiFWvKGttY2TJ16Vb393mnn9hg3k5OQSERn52cNNT3c3Dx88IDQ0jCVLlkiY+gQTExM8qKyk4FQ+DyorGRgYYGJiYkbTgIeHB+s3bCA7N5fU1KV4eXtLx6sQQginISFWzGA2mzlx4jjXysqwWq0AxMTGcvjIEZYtT/sic5G3bt1idHSUHbt2fra7gC1UJpOJO7dvU5hfQG1NDcPDw290vPr6+bF161YysrJITErE0+NVxyuSXYUQQjgRCbFimsPh4HRJCWdLzzAyPAy8unvMkaNH2Lx1yxfpA+3p6eHu7TtERkayLC1N5jE/0ODgIOXXr1NSVERd3VPGRkff6HgNDglh1+7d7D9wgEWLF2E0GnGTmiwhhBBOSkKsmHb71i2KC4tob2tDURRcXFzIzM5i7/79eHh4fJl9uHmTkZERtu/cQWBg4Bd5TmfW093DpUuXOFtaSn19PaaxsRk1WQBRUVHsP3iQXbt3ERUVjcFokJosIYQQTk+OZAKApsZGTh4/QU119fQV65u3bCErO5vQ0NAvMifZ09PDnR+swkql07u1trRy9swZLl28SEtzMyaTaUZNlkqlIj4+nszsbLZs3UpYWCh6g0G+p0IIIRYMCbGC0ZFRThw7zo3y8uk7NS1JWMKhI4dJWbr0iwWfG+XlDA0NsX2HrMK+jaIoNNTXU1JcwrWyMjra2zGbzTNqslxdXUlOSSEnN4f1GzYQGBSEXq+XsQwhhBALjoTYr5zdbqe4qJDz584xNjYGgI+vD0eOHmXDxo1fbGbyxYsXXC+7Rnx8PCtXrZQVwx+w2+w8efKEosICbt+8RXd3NxaLZUZ41Wg0LF+xgpy8XFanp+Pv749Wq5XwKoQQYsGSEPuVu37tGsVFRXR1daEoCq6uruTk5rF7714MBsMX2YfJyUkunDuHzWZj4+ZN+Pn7f5Hnne8mrVaqq6opKCjgXkUF/X19TExMzOh4NRgMpK9ZQ05eLmnLl+Pr44NGOl6FEEJ8BSTEfsWeP3vGqRMnefL4yfSq3o6dO8nMyiQoKOiLBaE7t+9QXVXNli1bSEtb/tWvHo6Pj3OvooLC/AKqqh4yNDj0Rserl7c3mzZtIisnm+TkFLy8vXB3d5fwKoQQ4qshIfYrNTg4yIljx7l969b01ewpKSnkHspjSULCFwuSfb19XDx/nqCgIDZs2ohOr/sizzsfjY6OcvPGDYoLi3j86BHDIyNM/qjjNSAggO07dnAwI4P4JfF4eHp+keozIYQQYr6REPsVmpqaovBUPhcvXMBsNgMQEBjAkW++Yd269V9sDlZRFC5dukh3dzeHjhwmKjr6izzvfNPf10/Z1auUni7h+bPnjL7ueP2hsPBw9u7by569e4mJjZWOVyGEEF89CbFfoSuXL1NSUkJPTw+KouCu0ZB36BA7d+9Cb9B/sf24V1HB1ctXWJaWxpq1a7+67tKOjg4unr/A+XPnaGpsxGQyvdHxGhsXR0ZmJtt2bCciIgKDQTpehRBCCJAQ+9V59OgR+adO8eL58+kLhPbs2UNGZib+X/CCqo72dgpO5ePr58fuPbvx9vb+Ys891142vaS09DRXL1+htaUFs9k8o+NVrVaTkJhIdnY2GzdvIiQ0FL1eL40NQgghxA9IiP2K9Pb2cvzbY1TcuTu94vddLVPcokVfbA52YmKCgvwCBgb6+Ytf/YpFixcv+Iu5HA4Hz589p6SoiPLycjo7OhgfH59Rk+Xm5kZqaio5ebmsWbuOwKBAdDrdgv/eCCGEEJ9CQuxXwmq1kn/iJFcuXWJ8fByAkJAQjhw9yur09C96ivri+Qvcq6hg7/59rF23bkGfHp+amuLxo0cUFhRw9/Ydenp7sYyPz6jJ0up0rFq1ipy8PFauXImfny9anU6aBoQQQoj3WLjpQcxw4fx5Tp8+zcDAAAA6nY5DR46wfecOdLov1whQ9bCKM6WlpKamsmPnTvT6LzeD+yVNTEzwoLKSwvwCHlRWMjAw8EbHq4eHB+s2rCc7J4fU1FS8fXzQaDQSXoUQQogPICH2K/DwwQMK8wtoamzE4XCgUqnYf+AABzMO4uvr+8X2o6O9nRPHj2EwGNi7f9+CvLWsyWTizu3bFBUUUltTw9DQENYf1WT5+vqyZdtWMrKySExMxPN1TZaEVyGEEOLDSYhd4Do7Ozlx/Dj3792bvngofc0asnNziYqO/mLBaWhwiD/98U/09PTy67/8SxISExfUrOfQ0BDl169TXFTE07qnjI6MMDk5OSO8BgcHs2vPbvYfOEDcokV4eHhITZYQQgjxiSTELmAWi4WTx09w9cpVJiYmAIiMjOTw0aOsWLnii82iWsbHOfbnP/Pk0SMOHz3KuvXrFkx46+np4cqlS5wpLaX+RT1jJhNTP+p4jYyKYv+B/ezavZuo6GiMRuOCngMWQgghvgQ5ki5QiqJwprSUM6WlDA0OAmA0Gjn8zVG2btuKRqP5Ivths9koKCigvLycAxkH2b5jO1qt9os89+fU2trK+bNnuXjhIs0vX2IymWbUZKlUKhbHx5OZlcmWrVsJCw/HYDBITZYQQggxSyTELlAVd+9SVFBIS3MziqKgVqvJyMpk/4EDeHl5fZF9UBSF8+fOcba0lC1bt7B//34MRuMXee7PQVEUGhoaOF1czLWya7S3tWEeN2O3fV+T5eLiQnJKCjk5OazbuIHg4GD0Oh1qCa9CCCHErJIQuwC1trRw4thxqh4+nO4h3bBpI1nZ2YSHh3+xOdjy6+WcPHGCZWnLyczKxsfX1ykvXrLb7dQ9eUJxYSG3bt6iq7sLy7hlRseru8ad5StWkJuby6r0dAL8A9DqtAtq7lcIIYSYTyTELjAmk4njx45Tfv06VqsVgLi4OA4fPkLqsmVf7HT2jfJy/vC73xIdHU3eoTyCQ4KdLsBOTk5SXVVFYUEB9+/do6+3D4vFMqMmS6/Xs2btqwvl0pYvx9fXF61W63RfqxBCCOFsJMQuIA6Hg5KiYs6dPcvIyAgAXl5eHDl6lI2bN+Hu7v5F9qP8+nV+95vfEBUVzS9//WuiY2KcakVyfHyc+xUVFBQUUl1VxeDrjtcfNg14eXmxcfMmsrKzSU5OwcvbSzpehRBCiC9IQuwCcvPGDYqLiuhob0dRFFxcXMjKyWbP/n14eHh8kX24fu06v/vtb4iJjuGXv/4VsXFxTnMx0+joKLdu3qSosJDHjx4zMjz8RsdrQEAA27Zv52BmBvFLlkx3vAohhBDiy5IQu0A0NjRw8sQJHtXWTs9qbt22jazsbEJCQr7ICuG1sjJ+/9vfERsXyy9/9StiYmOdIsAO9PdTVlbG6eISnj9/xujIKJM/qskKCwtj99697N23l9jYWIzS8SqEEELMKQmxC8DIyAjHjx/n5o0b0+ErISGBvMOHSEpO/iJBsuzqVf7wu98TtyiOv/jVr4iJiZn3Abazs5OL589z/tx5mhobGRsbY2pqasZjYuNiOXAwg+07thMZGYlBOl6FEEKIeUGOxk7OZrNRVFDAhbPnMI2ZgFe3NT3yi29Yv2HDZ18ttNvtXDh/nn//4x9JSEril7/8JdHzPMC+fPmSs6WlXLl8mdaW1jc6XtVqNQmJiWRlZ7Fx0yZCQ0PRS8erEEIIMa9IiHVy18rKKC4qpqurC0VRcHNzI/fQIXbv3oPBYPisz22xWCjIz6eooJD0NekcPnqUiIiIeRn2HA4HL54/p6S4mPLr5XR2dGA2m2fUZLm5ubE0NZXs3BzWrl1HUFAgOr3eqS5KE0IIIb4WEmKd2LOnT8k/eYqndXXTtU87d+0iMyuTwKDAWZmD7enuRqPR4O3jM+Pjw0ND/Puf/p3rZWXs2ruHzKwsAgMC5l2pv81m49GjRxQVFHD3zh16unsYHx+fUZOl1WpZuWoVOXm5rFy5Ej9/f7Ra6XgVQggh5jMJsU5qYGCA498e4/atW9NznKnLUsk9lMfi+PhZCWDNL5u5fu0aKUtTWLlq1fTHOzo6+P1vfsvjR484dPQIe/buxcvLa17VS1mtVh5UVlJUUEhlZSX9fX1MTEzMCK9GDw/Wr19HVk4Oqamp+Pj6Sk2WEEII4SQkxDqhqakp8k+d4uLFi4yPjwMQGBjIkaNHWbN27azMwdpsNi6cP0/59etEREZMf/zZ06f867/8CwP9A/zN3/4tGzdvQq/Xz5vgZzKZuHvnDkUFhdTW1DA0NPRGx6uvry+bt24hMyuLhMREvLy8cHd3nzdfgxBCCCF+moRYJ3Tp4kVOF5fQ19uLoihoNBoOHTnMjl270Ov1s/IcDyofUH79Oi+bmjCbzSiKwp3bt/ntv/4GnV7H3//nf2D5ihVotdpZeb6fa3h4mPLr1ykuKuJpXR0jwyNMTk7OCK/BwcHs2LWT/QcOsGjxYjw8PKTjVQghhHBSEmKdTG1NDQWn8qmvfzF9anzvvn0czMzEz89vVp5jdHSUC+fOUVtTg81mo6+3l2N//jMF+QUkJiZy5JtviF8SPy8CYG9vL1cuXeJMaSn1L+oZGxt7o+M1MiqSffv3s2v3bqKjozF6eEhNlhBCCOHk5EjuRHp6ejj+7THuVVRgm3pVCfXdBUmxsbGzdiHStbIy7ty+jcViAeDffv8H/Pz82L13LwczMwgODp7zENjW1sb5s2e5eOEizS9fMmYyYftBx6tKpWJx/GIyMjPZsnUr4eHhGIzGedmcIIQQQoiPJyHWSVgnrJw6foIrV65Mz8GGhoVx5OhRVq5aNWuhsqWlhSuXL/Py5cvpjw0PD7Nq9WrWb1g/pwFWURQaGxooPX2aa2VltLW2YTabZ3S8uri4kJScTHZONus3bCA4JAS9Xi/hVQghhFhgJMQ6ifPnznGmtJTBgQEAdHo9h48eYduO7eh0ull5DrvdzsXzF7hXcW9GMLRYLFy9coUnjx+zZt1aDmZmkpKSMmvP+yH79bSujuKiIm7dvEVXZyfj4+MzOl7d3d1JW76cnNwcVqenExAYiE6nk5osIYQQYoGSEOsEKu/fpyA/n6amJhwOByqVioMZBzlw4CA+P+pv/TmqHj6k/Po1Bvr7Z3zc4XAwNjaG2WxmeHiY/r5+Dh89wpo1a9DN0oVkbzM1NUV1VRWFBYXcr6igt7cXi8UyoyZLr9eTviad7Nxc0pYvx8/PD61WK00DQgghxAInIXae62hv58Sx4zyorJxeHV27bi3ZOTlERUXOWlgbGxvj/Lnz1FTXzAiJbm5uREdHk7Z8OStWriAhMRH/gAA8PT3RfKZmAovFwr2KCooKCqmuqqJ/YIAJi2VG04CXlxcbN20kMzub5JQUvL2950fHqzLMo5I/8Mc/X6QzJoe/+asjbE/0QtaDnY8y0czNE3/kT8fvYE3N4Vd//RfsXGLkw3/DbIx11FFx5TyXblTT2DXClKsXIYuXsWH3PravTSbMQ8ZchBDiU0mIncfGx8c5cfw418rKmJiYACAqOpojR78hbflyXGZxNvX6tWvcuXULq9VKRGQEy5YtY/mKlaQsTSEoOBi9Xo9Op0Oj0Xy2U/Rjo6PcunmLosJCHj9+zPDQEFardUZ49ff3Z9uO7RzMyCB+yZLpjtf5QcFcf5urFy9y7ZmDdRsjiAg3SoB1UipNCIviogk2nKfo0nlCYuJZHLmFaN0HxFjHGM13TvPn3/0Pzj9sZcg8waTNgaJSU//8EQ9u3+DG3l/w17/OYm20/I4IIcSnkBA7TymKQmnJac6eOcvQ0BAARqORI0ePsmnLZjQazaw91+jIKJPWSXLycklKTiYsPByjwYBWp0Or1X72i6IGBga4drWM0yUlPH/2jJHRUSat1hmPCQ0LY/eePezdt5fYuDg8PDxm5aYOs8raxv2rV7lR0YzbksOsXZlKjFFW2pyWSkPgsnWs33ifqudXuH39OsuWJRK+Jugn3jin6Km6yInf/Y78m82MOvQERi1lSWwQGksXjc8bae18xq3834OrO9q/zWFFoLwVCyHEx5J3znnqzu07FBcV0drSgqIoqNVqsrKz2bd/P15eXrP6XEajkd1796AoClqtFldX1y9yWr6rq4tLFy5y7uxZGhsbGBsdm76F7ndiYmM5cPAg23fsIDIqEqPROOf1Xm/nYPDRLcpv3uO5OYSNa1exLCkQdxnNdWouhiiWr0pnxa1KTtbe5ubtlaQlHSDR490/WGX4GfevXeTy3WbM+li25vyavzy0jSUBGlSOCfqeXSP/D3+i+EYT965cYklSAnGZS/GS3xUhhPgo8zENfPWam5s5cfwY1VVV01fgb9q8mazsbMLCw2Y9YKpd1BiNxlnd5vs0NzdzprSUq5cv09LSgmnMNKMNQa1WsyQhgczsbDZt2kRoWCgGg2Fe12Qp441U3LjJvUfduC/KYnXaUmK95OXl9FTuBKSsYOXqVO4+usbD27e4t3o5izaG8fbzAA5Gmp/z5FEdbRYPEnZkkPeLbNbEGnF3UQEKvj5ZfGMZZbj/N5x+/ozHtU9p2pLCcm9JsUII8THkKDvPjI2NcfzbY9y4Xo719Sn1RYsXcejIYVJSl87rIPc+iqLw/PlzThcXU369nI72dsxm84yaLFdXV1KXLSM7J4c169YSFBSEXq93gposBwOPKrh7r5qXJi9Sl6eRlBiG9qcyiX2Mjrr73Lhcxt3aelp7R5nCHQ//UKITV7J+21bWpsbgr5vvX79zUSzN3DjxR/504jrN42pC13/DX/71r9mx+O2z1WqPOFKWLiM5+g5nnj7k/v1q1qSFkmB82w9YYah/gN6+AeyGWGKXJJAQ5YH79MtWhYu7B1GJiSQuiaDsSSP9vb30DTrA2zlf20IIMVckxM4jdrud4sJCzp87x+joKADe3t4c/eYbNm7aNI8uYPpwdpudR48eUVRQwN07d+ju7mbcYsHxg/Cq0WhYtXo1Obm5rFi5Ev8Af7RarROE19esLVTfu0/N015sAWtYmhJPXIDbe69itw0+p7zgT/x7wTUetw8xbplk0m5HQYWLyzMePbjD1bMlpO35hr/8i/2kx3jJi3VWTNFTc4uyCxe4/bQTq8MFR9wQJqvj3Z+i0hCelEhycizlz59SU3mf6g3pLE4P4G2x02F34LAroHLF1dUV1zcepMLFzQ03NzfU2LHb7djtylu2JIQQ4n3kuDiP3Cgvp6S4mM6ODhRFwcXVhezcXPbs3ftFT/fPhkmrlQcPHlBYUMiDykr6+vqY+FHHq9FoZN369WTn5LB0WSq+Pj5onK7jVcHcUMXD6sc0jToIWJpEfFwsvu95ZdmHnnLp3/+F3x67TF2PmckZAUbB5rBim7JiMY9x49j/xej4BP/wH/LYGOcpV7H/TPahOu5eL+NmTQ/vy60zqXAPjmdxQgIxXo949PQRNY+esnFFAOFv/JxVeHp54u3tAQ1ddLS30T5gJzzwh0nWzlBHB22tnZjwYJG3N15e8pMVQoiPJSF2nqh/Uc+pEyd5/Ojx9Cn27dt3kJmdRXBIiNMEO7PZzN07dygqKKS2pobBwUEmJiZm1GT5+PiweesWMjOzSExKxMvbG3d3d6f5GmdQRql/9Ji6+g4s+LF0cSyREV5vXaEDwDHIoytFFBZf5Um3iSmVJxErN7Pn4G42pIRjsA/xsqqMC6WXqXjWjXmsk+qz+RSFhRP0y50skat/Pp1iouneDa5dr6Rt3P7Tj/8htwBiYmKJjfCg+lEDdY8e87x1DeGxP24JUeMTE8vi+Fj8Kyt5fP0cpTHRBOWtJ8bLFbAx2nyHc8WnuVrTB/4rWBS/iFhfCbFCCPGxJMTOA0NDQxw/9i23bt5kcnISgKSkJPIOHyIxMdEpTqsPDw9z43o5JcVF1D2pY3h4mMnJyRnhNSgoiB27dnHgwAEWLV6Mh6eHU45I/JAy/IK6J89p6raCZwSxMRGE+bzrZaUw/uI2ZVfKud8yxpTiwaKdf8Hf/d0v2JkciEHrhlqxk5icxoqli/i3f/4DRbeaMQ2/4Pa1G6xankTMujCc+zs2VxSsbQ+4VXaNioZRbB999t6dwOgoYqJD0dc+p/n5U569aGNj7CJ+HGNd/VNYs2kLD6rqOVNXRek//b95cXMZS+OD0Vq7eVFby5PnbQxMeJK4fTObN6QSIO/EQgjx0eStc47ZbDYK8wu4eP4CJpMJAD9/f4784hvWrVs3/7pQf6S3t5erl69wprSU+hcvGB0dnQ7i34mIjGTvvn3s2r2bmJhojPOx4/WTKJheNtDY3Eb/JLjHhBMeHIjfu740ZYTn1Q+offISk01BE7OGXfv2sj0tHG/37/5QcUHn4UvU6gNktrXQ0naMm80WBp9WU/OknvUrwoievYrgr4etj0e3yrl2s45hoz+BrmAf6mNg6qc/9TvuQaGEhIfi7/qU1rYmGhqa6JhcROyP/6pwMRK1LoNfDA1j+s1JyutfUnuzk+f3XVE7bFitVqZUXizamscvf5XNhhjju1fuhRBCvJOE2DlWduUqp0tK6O7uRlEU3NzcyDuUx65du9AbDHO9e+/U3tbG+XPnuXThAi9fvmRs7M2O18WLF3MwM5Mt27YSER6BwWiYpx2vn0ix0Nr0kpb2PiZRExIcSqC//ztXSpWxJp4/a+BltxUFHdEpK0hNXoyP+5sr7WqNH4mrV7Lsxh2qW54xZm6hob6Zth4b0ZEL6Hv4RTgYeXaX8rJyqnvciNuxlkVuYzy7eI2Bj9iKShdEUHAIQd5qWgbaaW56SUu3jdg3fh4qXI2hpB74j/zfo5JZefYMl27W0PT6trPhqals2H2Afbs2kBzhi8FVRkSEEOJTyNFwDtU9ecKpUyd59vTp9AVPu/fsISMzk4DAwHk5I9pQ38CZ06e5VlZGW1sbJtPMjlcXFxeSk5PJzM5m/Yb1hISGotfrnbYa7L0cvXR0dNHbbwWVAf+gQPx8330L0amudjo6exiYBFwCiIgJIzRE+44WAxXa8DhioyMI1D5nzGKmp7OT/r4RiPT7bF/SQqSMN3H/Rhnl91uwh21gw+ZNRHZf58XHbkjtjZ9fIP4+btBnpqezg87OIRyRAW/5matxN/gRs2IXfxG/joz/aHl121nUuGm06I0eGA1a3NTz7zUuhBDOQkLsHOnv7+f4t8e4e/vO9ArmsrQ0cg/lsWjx4nk1B+twOHhaV0dxURG3bt6kq7PrjY5XNzc30pYvJyc3l9Xp6QQGBaLT6ebV1zHblJFuunv6GBhXQGXE28cLD493hXUHo/39DAwOYwVUOh98fb3xfE8HrMo9kIBAf3w9VDRa7Az39zE6NAxIiP1wk3RW3eJ62R1ejPuxbP9WtmxMYqS4/BO25YqXtw8+3h6o6Weou5POzm4sSgCGt2ZRFWo3HUYfHUafn/llCCGEeIOE2DkwOTlJ/slTXL50CbPZDEBQcDBHvjnK6vT0eTMvOjU1RU11NUUFhdy7V0FvTy/j4+MzarJ0Oh3pa9aQnZND2vLl+Pn7odPp5uUq8myzD/TTPzDEqANw9cDT24jR8K5Q6mDcbGZ8wooCqDQ6tBrN+29LqzbiYTSi16sBB1Mjg9jGRt+y6T4eFv+Z4wXXqB9VUHsksvuXvyBvTyp+P94dZYwXl09y/OR5qnsmcfFJZvc335C9cyn+C/DdwN7/mLvXrnHr8QD6JQfZsnUTaUEOPiXCgvpVfZaXByr6sQ3109/fz7ADDAvwRIMQQsx3C/CwNf9dvHCB0pIS+vr6gFdl/4cOH2bHjh3o9fo53juwWCzcv3efooICqqqqGOjvZ2JiYkZ49fT0ZMPGjWRlZ5O8NAUfHx80Gs1XEV5fUbCOjjBqMjOpgErngafRgP49r6jJySkmfzA3rHr937upXpflv0qiisWCYp1482FqL4K8tCimduoeDaK4dqOPT2P5imT8gmb2kw4/uUpp/glKrjcwqgpgZW4WSxJjFubNopRRXtwtp+z6Q7rUMWzdvI1NqyPRuTR/8iZddTr0eh0aYNw8yvDwCCOTEKabtb0Wc2xsbIz+/n7sto+sYftEba1tjL9ezBBCfBwJsV9YdVUVBafyaWhomA6F+w7s52DGQXz95vY08djYGLdu3qS4sIjHjx8zNDiI1WqdUZPl5+/Ptu3bOZhxkCVLluDl5YW7u+an0tgC5GB0dAyTeRwHoNJo0Grc37uy6urqguvr2WBlcoKJyUkm3/1wwIHNNoXt9cFUsU6gvL4V8UzuBCYnkxQfzc3afnon+3n++An1TZtZHhQy/SK399dy9XQJ5283MjzpRtiGvWRk7mZVuIGFd22RgqW5klvXrnG/eZKgNRvZsmUti71cUf2MbKLS6dDqdWhUMO4wMTY6xqjJAXJr4AWh6mEVv/vtb3lUUzPjfe9zmpyaYmz0LWdYhBA/SULsF9Td3c3xY8e4f+/e9Bzs6vTV5OblERMbO2fzowMDA1wvu8bpkhKeP3vGyMgI1h+FpZDQUHbv2c3effuIi4vDw9Nz3ow9zA0F68QEk9bXK6uubri5urwnDKrRGwzodVpUmHBYRhgeHmVsQuEdA5XgGGFkeAST+dXBVLHbwGF760Pd/JNIXppE3M0aejumGK6v42l9Iz2rQwhzBaZ6eHjpNKfPV9A6Zkcft40DuVnsXB6MzmXBJViY6qb21nWu3XrGqFcy27dsZkOK//vHNz6Ays0Nd3c33FSAMol1YgKrVW4Zu1C0trbwoLKS3p6eud4VIcQHkBD7hUxMTHDy+HHKrlzFYrEAEB4ezpGj37Bi5co5qZ7q7uri0sVLnDt7lsaGBkZHR9+oyYqOieHAwQNs37GDqKgojB4eC6sm62eYstmYen1xm8rVDTdX1/e8oNR4BwTg7+uNO/1M2Htpa+mgq8dKQuzbGwqU0VZaWzvpHnk9xuFwvPrvbVy8WbI0hcTFoTzsaME60kDdk3oaO9MJi1TouHee08UXqWwfR/FKYltmNhnbkvDTLMQ5AjuDdXcoL7tBbZ+GRXu3sGXzSkJnY7XUxQW1i8vrNgIbU1NTTE1JiF0obLZXP1MXFxfWrV/Pzt27PvtzdnZ0cK3sGi+eP//szyXEQiNp5AtQFIWzZ85wpvQMg4ODAOj1eg4fPcrWbdvQarVfdH+am5s5d+YsVy5fpqW5mbGxsRk1WSqVioSEBDKyMtm0eTNhYWEYjMaFWZP1yRTsdht2ux0FQK1GrVa/d6rCLTya6KgwAjUNtFrHeVldxeO6jayMTsLrjXw1SWfNQ6ofv6D3u78rFAXemZfUeCxaytLkeCLutdIwPkZTXR31jR0sc7Rwvvg0V6q7sKgDWLEnm5yMTSzydn9nHZgzU0wN3L9eRnllO0RsYuPWzaTP0g0FVGr19yFWUVAcCg7JsAuLohAaFsau3bvIzs397E/35MkTnj19JiFWiE8gIfYLuH/vPoX5BTS/fInD4UClUnEwM5P9Bw7g7eP9RfbB4XBQ/+IFp0tKKL9+nY72Dkwm04yaLBcXF1JTU8nOzWHNunUEBwWhNxgWdE3Wp1OhVrtOf28UhwOHXXl3xgRUhkUkpySyOOI+bQ3jTLTe4WxhNOEh3uxbEYpuOgFP0v/kAqdOnKa8boDptXG16tV/79q+PpqUpSksia6gsW4U08s6nlRdwFb1nAtXH9NndSdswz6yc/aRHmlcgHOwgGKl7cFNrl2voHHCn+UbtrB5fSLebrP0xdrtOOx27AAqNWpXF+Rvu4XHzc0VvcGA4QvccEan1coCgRCfSELsZ9be1saJY8eoevhwerVz/YYNZOdkExkV+dmv5rfZbDx+9JjiwkLu3rlDd3c34+PjM8KrRqNh5apVZOfmsHLlSgICAtAu8I7X2eDu5oqbq+ur1Ve7Hbvjdbh5F5WeuPVb2VhZzbP2u3RMjNJ86xj/Z/cTbq5ZzbL4YAyY6Wmo5cG9BzxqGMIjJJLwKTPd7X3YVGp43++LSktYSgpJCTHceVbDoLmJWyf/SIXDwtDgFLrY7RzIzWZn2gKdgwVsfbXcuXaN20+GMCRksHnrJpYFaWZtxVmx2bFN2V7/nF1xc3PFdUH+NSCEEPOfhNjPaNxs5vixY1y/do2JiVfVSDGxMRw+epRlaWmf9a9vq9XKwwcPKSos4EFlJX29fVgslhk1WQaDgXXr15OVk0PqslR8fX3RarVfUU3Wz6FGq9Wi1bi/CrGTViYmp5hUeE9Tgwp3/2XsPXyYrp5BTpa9YGhimK5nFVxsqaHc3Q01DmyTE0xYptDEbGPn5gD6n97gTDuo3NzB9f0X07kHpbA0JZHYW48Z7JlgqKcHRVFQeyWxOyuHjG1J+GsX6KqPY5hnd65z7UY1Pa4xbN+8lU2rI9DN4per2KawTU1hA1C5o9Vq0Wnl9SKEEHNBQuxn4nA4OF1Swvmz5xgeHgbAw8ODI998w6bNm9BoNJ/lecfNZu7euUtRUSG1NbXTHa8/rIvx9vFh85bNZGRmkpiUhI+3D+4adwmvH0WNp7c3nh4G1Axin7AwPjHBT16ortbil7Sbv/xHA77+f+TE+UqahyaZME0y3QCr1hG0dD9H//Yv2W2s4c9Py17dIMHNDdVPhFjc/EhcupTERTep6WlnyuEAtwBSd2eRdXDjJ8/BOkytVJdf5srNx3SOTmL/HHOgKhe03pEs27qbbRtSCNV9zO+jwnjTfW6WlVPZYiNk7Ua2bF7LIk/X2W1/s1qxWq2v/lhxMWDwMGIwyhkLIYSYCxJiP5M7t29TVFhEa2vrq5UwtZqsnGz27t2Lp6fnrD/fyMgIN8rLKSkqoq6ujuGh4Tc6XgODgtixcwf7Dxxg0eLFrzte3Wd9X74W7j7eeHl6oFWByWpmfNzChA1+6goitZuRoIQtHP3fk9mY/YjqBzXUNXYyNO7AzTOYRWmrSV+1jPhwH8z3H2K1vm6T1epB81MXAarReHjgYdDhroIpBVwCE1mxagXLIj34tNFQO+33L5H/b7/l7KNhphwOPkuFpkqF2sWde63juBj9Obw25MMvxnIM8vTBXSoqXzCCB4EM87LyNH9+9JaAqQzwrKqZYTuAwlh7LTdO/4mh+z5ELF1OWlocfm99Z1SwmsYYGzO9usGF3gNPT0885V1UCCHmhLz9fgYvm5o4cew4NTXV07OnW7ZuISs7m9CwsFld8ezr6+PqlSucOV1K/YsXjIyMMDk5s0I/IiKCPfv2sWvPbmJiYvDw8PjKO15nh4t/EEEBvni7gsk+ytDgKGMmB2h+emVO5arFwy+MeK8AIpPWsds6hV0BldoNjU6HTuuOq9pO35gJs9mCArgZPXE1GN+7XcXUyK0rV7nxsBXL66DpGOiko6uHngnwff+nv2ur2CbGMY2OYBq3vPfitZ/PyujoGOMTH3lHAsWCaXSUsbFJHLYhXlZeouvxtXeEYDuTExO8egoHw433udT5iOvukWz8Kx2hKe8KsQ5MY2OMjppxAC7efgT4++O7QKczhBBivpMQO8vGRkc59u233Lhxg8nXK2iL4+M5dPgIySkpszYH297ezsXz57l4/gJNL5sYGx2b0fGqUqmIi4vjYGYGW7ZtIyIiAqPRKB2vs0ilCyM0NJhALzXt/a9C7MioA/w+9PSyCrWrBr2HBr3HW/5ZGWdoaJiRMSsKKvRe3miNb3vga45h6spKKD59neeDVr6bflasrdTV1vGicT1Llnl/wjiBC+GrtpN5ZARV2WM6x6yfYZxAhUqlRuMVSdrug2xMDfro/VQU5dUKsWJn0mJi0vJhn+eYmsA8NYHZxQuTZfI9F+fZGRkZYWjEhAM1Xv6Bry6C/Mj9FEIIMTsk0cwiu91OYUEhF85fmL6NoLePD0d/8Q3rN2742afuFUWhqbGRM6WlXCsro7WlFZPJNKPj1cXFhaSkJDKzs1m/YT0hoaEYDAapcPkcXLyJiAwnOMiIqt9Ef083AwPDOGL8Z+dqeHsfvb19DA47AFd8/QPw8vF6x4Nt9Fdf4nThGW43DGPziGFxAEwOt9HSP0lXXS11zxvZsHQl/h+9cyrc/eLZcOi/sGz/BFM/USX26VSoXdzQGowY9W4fN8uqMhC8JJ3t2S4stvzE3iljdD6vo66ulWG7Co+wRJKSE4nwCSBxaRQ+73qp2Ifo7+ulb2ASVDqCwsIJDfOblf5ZIYQQH09C7Cy6fu06JcXFdHV2oigKrq6u5OblsWfPHozGTzqPC7y6SOzp06eUFBVx68ZNOjs7MZvNM2qy3NzcSFueRnZODqvT0wkMCkKv10tN1mflRsiiOGIjQzDUPWe4q52evj4mFH/0b70F1whN929T8eAFvVbQhS1j/bpVJIcb3xrY7N0ttLV10DOhgNqX4LBgAgPfvu432XmfC0VFXKhoZUzxJnl7Lr9Md+VR6f+gs7+dqb6nPHr8jIZNy/AP+YSXvdoNrYcP2vcsBM8ptRex6fsJWboD208lbNtLyv7wr/Q8b2XYrsY7bi37/+pv2Zugx12nQ/eOb48y0UtfTzd9Iw7QhBAZE0VUqIzlCCHEXJEQO0tePH/OqRMnqHvyZDpc7ti5k8ysTIKCgz9pDnZqaoramhqKCgu5V3GPntcdrz+sydLpdKxOTyc7N4e05cvx9/dHq9VKeP0iVLiHL2FRXDQh+hc0dLfT2tVD31QiUW9bdFem6H12l4snSqgZUNCnZOMZuojE8LfdTWqKzufPedHYxpgD1H5RxMZGEOb95s9VGW/mzpkiSi5W0Tmu4LtsOwcO7mP38lFUjXe5WdlOq3WIF48e8bx+EytCIll4l/OpcdcZcdd9wB+LtiGMene+q8pVu+swevni5/f+wYCp7i462zvptYE2Ioa4uFgipF5LCCHmjITYWTA0OMixb7/l9u3b0xdVJackk3sojyUJCR8dKCcmJrh/7x5FhYVUP6yir6+PiYmJGeHVw9OTDRs3kJmVTcrSFHx9fdFoNFKT9YWpNBEkJyewKOoODc9aaWpoo73XRlT4W15aaiOeHnrc1BOMjk5gbmzkZWcPQ47wN07x2wcecefWXaoaRrDjQlB8MomL4vD/8WaVMRrKSykuucrjXgsq/5VsP3iQXWui8DRYSUpOZFH4PdoaLYw2PObR03o2pUcQK+HrI9nobm3hZUs7E+iJW5JIwpKYt6+4CyGE+CIkxP5MNpuN/FP5XLpwEbPJBIB/QABHv/kFa9et+6gWAJPJxK2bNykuKuLxo8cMDQ6+0fHq5+fH1u3bOJiRwZIlS/Dy9sbdXTpe54xKQ3hqKslLYqh49pjm+npa23pZEx76lheXhoiYGKLCAtE0tmLtf8SNqzdYmhDF7hR/3F//CJXxNu6dKaL0ShWdFgcq/SLS1qwgNcHvR9u0M/T4KiWFpZQ/H8TqEsTq3Qc5sHs1EQZXVCoXopOSSFgUTkVTPWbTS57U1vGieS0xCYbZ7U9d6Gw9tLxs5GWrCcUjkcSUZJKidfI9FEKIOSQh9me6fOkSpadL6Hl9ZyR3d3cOHznMzl07P/i+20ODg1wrK+P06dM8f/qM4eFhJicnZ4TXkJAQdu3Zzd59+4iLi8PTy0tqsuYFFW5BqaxIS+ZGRR2V9Y95Ut/ExpWhRLxxzl6FMX4lq1Ys5W5tO0+HR2m6/if+z65H3EhPIyHCFzdrP02197hX+ZiXPSZs6Iheu5Mdm9OJ85w5dGDrreZycRHnbzcyMuVKyNrdHNi/kxVh+tenylXoopJITown8nYDT8cstD55RN2Ll6xbkoKXJLAPNtXVQP2z5zSNqAlcmcby5amEa+QbKIQQc0lC7M/w5NFjCk7l8/zZ8+lT/Xv27eVgRgb+AQE/+fnd3d1cvnSJc2fO0tjQwOjo6Bsdr9Ex0ew/cIAdO3cSGRWFh4eH1GTNN66+JKevZvnN+zy52sDjmmc0blxFeKz2jZU6lS6KdQcyaWhqo/98LX3jQ7Q+vklPwwOuuLugctiYnLAwYZ3CrrgTuGI/h3+Rzdbk71dqAbB2cP9cEcXn79FqsuEetpHdGQfYsSIEvcv3D1RpIkhMTmJx9C2ePxrG2vmEx0+e07QhieUfXAX2tbPS/vwpdXVNjGmiWLlqNStSAj7xxhFCCCFmi6ShT9TX18exb7+l4u7d6X7W5StWkJuXR9yiRe+dg21paeHcmbNcuXyJ5uYWxsZGsU19X5OlUqlYkpBARmYmmzZvIiw8HKPRKDVZ85YafVw6a1bf5l5NMU+rHlD7dD3Lo5Pw+vGvgcoVj5hNHP2f3DD6/pFjpRU09luwmCb5Ya2pqzGU1K05/MUvc9ieFoXPD2+goIzTfOsMxSWXqO4ax66NYsO+DPbvWEaQ7ke/Iyp3QpKTSIyP5uaTagYne3lW+5gXDRtJ9QuSeqgPoIw18qS2mkdNFnyTVrF27SoWech3Tggh5pqE2E9gtVo5efwEVy5fxmw2AxAcEsLRb75h1erVb10pVRSFFy9eUFpSQvn1ctrb2jCZzdh/2PHq6sLSpUvJzsllzbq1BAcHY9DrUUt4nfdU7kGkbdrA6soa6q8/5N79WtatWMzqkDdHPlSuOvwWrSfvv8az9sBTHlXX8rypkwGzDZXGk6DIxaSkLSMhPopgHyM6d5eZK7oqLaHph/jfFu/iP006QO2OwdsHHy/tW/tp3YLWcOT/8d/Y/T9ZsANqrSc+Pj6z02XrjFwi2fSr/4OUA/8rk4oKV4M3vj6adzzYTv+zGqoe1NLuGsu2DRtZvzwYmSQQQoi5JyH2E1w4f54zpaX09/cDoNVqOXzkCFu3b0On0814rN1u5/GjRxQXFXP3zh26uroY/1HHq7tGw8qVK8nOzWHlypUEBAai0+mkJsupuGCMW8fmDfeoflLIk7t3eLBhBYnB8RjfEnhUrhqMvqEs9vQnMmE1OyansDsUULng6q5Bq9OicXN5x4VDatyNvgQZfT9w13R4Bejw+ukJl6+Dyh2DTxAGn6CffKhiaaa28h4PnowSuGwvmzalE2OUPyqFELNvcnISk8mEm5sbHh7ztZR7fpEQ+5GqHj6kML+AxsbG6TnY/QcOcODgQXx9vw8Vk5OTPHzwgOLCIiorK+nt7cXyo45Xg8HA2nVrycrOZumyZdMdr9I04JxU7v6kbt3OpuonNF24S/mNdNISo1gTrnlHGH1121mdhwbdW/9dzC07Q08fcr/iAS26JA5s387GlB/NJgshxCxxOBzcunGT/FOnWLd+Pdt37iAuLk4WtN5DQuxH6Orq4ti331J5/z6213Owa9auIScvl+iYaNRqNePj41TcvUtRYSG1NTUM9A9gsVhmNA14e3uzafNmMrIySUxKwsfHRzpeFwQ1uvA17MzqxaK9RavbJGODQ0yGyelnp+QwMWCyoQlcTubKzezbtpxgrRxMhBCfh0ajITYuFqPRyL/+8z9TkJ/P0tSl7N23j/T0dDy93nXb8a+XhNgPZLFYOHHsONeulmGxvLoEJyIigsNHj7J8xQrGzeOUl1/ndHExdU/qGBoawmq1zgivAYEBbN+xg/0HDhIfv3i641UsIC4Gotdm8DdLdzCpuGMwGmXlzlmpjUStOsBfJe4Edz0Go14uhBNCfDYqlYpFixeza89uHj54QFNjI50dHdy+dZvIyAg2b93Kjp07Wbx4sazOviYh9gMoisKZ0lLOnillaGgIeDUKcOSboyQnJ1NSVMyZ0lLqX7yY7nj9ofCIcPbs3cvuPXuIjonB09NTOl4XLBWuWiPe2g+4/amY51xw13viq5/r/RBCfC00Gg2r09PZd+AA//b732OxWLBYLAwODFD/op6igkJSUlLYu38fa9asxcv7616dlRD7ASruVlBUUEhLcwsOhwOVSsW69evp7+/n//h//r9ofvmS0dHR6aqt78QtiuNgRgZbtm0jMiICo3S8CiGEEOI9goKC2L5jB1UPHlBbWwu8ujvoyMgIo6OjdHZ0cPfOHSIiIti0dQs7d+5kcXz8V1nDKYnqJ7S2tnLi+DGqq6qwva7D8vDwoKammnsVFYyPj09/HECtVpOUnERmVhbrN2wkNCwUg8HwVf5yCSGEEOLjuLi4kLoslYOZmbx48YKJiYnpf1MUhYmJCSYmJhgYHKShoYHiwiKSU5LZs3cva9etw8fHZw73/suSEPseZrOZ498eo/x6+YxfIrPZjMlkmtE04ObmxrK0NLJysklPTycoOBi9Xi9zK0IIIYT4KEajkfUb1lP1cDvnzp5962PsP1id7erspOJuBaGhoaSlpZGckkxCYiLRMTHo9Qt3JkpC7Ds4HA6KCgs5d/YsI8PDM/7thx2vWq2W9DXpZOfkkrY8Df+AALRarYRXIYQQQnwSlUpFbFwce/fvo7q6mq7Oznc+9oers4MDAzQ01HOmtBSNVouXlxcxMdEkJCaRmJRI/JIlBAUFLZizwyrlh5fPi2nXr13jv/1//3/UVFfPCK3fUavV6A0GvLy88PHxwdvbW2qyhBDCiXV2dlL/4gUuLi6ER0QQEhr62Z/TNDZGS3Mzg4ODAAQEBLBo8WIMBsNnf24x/42ZTDQ1NtLX2/tJn69Wq3F3d0ej1aDVatHpdAQEBLIkIYHNW7awfcf2Wd7jL0tWYt/CarVSdrWMuidP3hpg4dVK7bjZjHVi4pN/uYQQQswfDocDm83G1NQUL5uaaGlu/uzPqSjKjOPMwMAAw8PDsiAipr0rh3wIh8MxvUo7wggAbW3t1D15wtTUpITYhWhycpLR0VGsVut7H+dwOGbMxQohhFgY7Hb7zwoPn0qOK+Jzs9tsmG02zObxud6Vn01C7FsYDAb2H9jP4OAAtTU1WMYtuLi6LJgZEiGEEG+hgEOZuxCpVqvlegoxg6Io2KZsb/TP/xxarZbwiAiSkhJnbZtzRWZi38FisTAyPIzFYpnuhkVO7wghxML1+nA4VwdFFchxRnxPUaiuruaf/vt/p6mh8ZM2oVar8fXzJSEhgYTERBISE4mNjcXH1xcPDw+8vb1nd5+/MFmJfQedTodOp5vr3RBCCCHEV6ivt4+W5mY62to/+HN0Oh1RUVEkpaSQmJjI4vh4QkND0Ov1aLVaNFotGo1mwaz4S4gVQgghhJhH7HY7NTXVlBSX/OT1OWq1mpCQELbv2MHW7duIjYtDp9O9Cq0azYK+zb2EWCGEEEKIeaT55UvOnT1LZ0fHOx9jMBhIXZbKnn37WL16NQGBgRiNRtzd3b/gns4tCbFCCCGEEPOE2Wym4m4FVy9feaMhQ61WExoWyo6dO9m6bRuLFi3C08sLnU63YEYEPoaEWCGEEEKIeeJp3VOKCgsZGxub/pjRaGRZWhp79u1l1apV+AcE4OHhsaBHBT6EhFghhBBCiHmgp6eHsrKrPH70CLVaTXh4ODt27WLrtq3ExsXh6emJXqdHpZYWC5AQK4QQQggx52w2GzVV1Vy/WsbadWvZs3cvK1auxD8gAKPR+NWvur7NgumJtQ23Ud/YRu/o5KuOP5WewLhFRIX6YpB7FAghhJgXFCZHemh/2Ujb0BQKoNJ4ERIZS1y4Fx98uJoao6+9mcaWASZ+cBR3MfgRHhVHTJD+M+y7+JwsFgstzc2MjIwQFR2Np6cnOp1ObkH8HgtkJdZOT2UJv/9dEXeaTK9CrH4pef+3/8IvQn0xzPXuCSGEEADY6Kkr59h//784+8IKqNBGbyD3r/8zseFeH7QFxdrP8+sF/NvvTnCr2cx39xdz9YplTeav+Q/xSZ9t78Xno9FoiFu0CEBWXT/Qwgixipn2l428bGqmq9sGgEv0Kjy0Ojy+vov1hBBCzFeOEfq6mnj+rJ3uXjvgQlCkC3pvXz7kcKVM9PDkygl+80//g7JnvZinFECFu288GzdlcThrAzGecvrRGclthz/ewgixtk7a2vsYGvmuikKNT0QkIf4+aGUVXgghxDyhWAYY6G6na+j18UplxC8ghLAw40+GWGW8k5qL3/Iv/3yMG/UDWGyvAqw2MIVtR/6O//jLHSQGGXCTHCS+EgsixDr62mjvGWTY+nowSKUhJDICP5+PmC8SQgghPjP7YD99HR302l5/QONLQHAYYQHvPxw7TG08OPfv/Mu/nOLOyyEmbAqgRh+axq6/+Hv+7puNLPbT4yoLN+IrsgBCrMJ4exud/UOYvhsMUgcSHhmAj4/MlAghhJgvHIz099HR3o3l9ZqLi7c/gWFhhL7nJkv20Wbulf6Rf/5NIZUtI0zYFcAFj8hV7Pv1P/C3h9YQ5a2TACu+OgsgxNrpamunb3CE6WEC73AiQ/zw1ckrWgghxDyhWBns76Wjc/D18UqF0S+QkLBwjO8YAbANN3Kn6A/80+9PU90+gtUO4Ib3onVk/PXf89cZKwn30shZR/FVcv4Q6xigrb2HweGJV60EqHAPiSTC3xcv5//qhBBCLBSOQQb62+nsmXr9AXd8/IMJDQ98y8FYYXLgOTcLfsc//+E8j7rGmHQAKg1+CZvJ/du/51d7lhLi4f5BF4QJsRA5fcxTLO2vLuoam54lIDAikgBfH2SYQAghxHyhjA7Q19FO1/j0LAH+gSGEhf74aKVg7avj2onf8M//fpmnPSamHIBKS9DSnRz5T/+JX2xLwN/gJgFWfNWcPsTau1rp6Btk5LshebUXYVEh+PnqkGECIYQQ84OCdaCP3o5OBl4fr1RGPwJCwwmb0QWpYOmq4fKxf+Ffv71Ofd84UwqgNhC2Yi+/+Pv/yOGNcfjqXOUYJ756Th5iHQy1t9M9MDx9xxKVewgREQH4yCyBEEKIecPB0EA/HR3dTA8T+PgTFBbG98UEDswdD7nw7//Mb07comnQgk0BXDyJWnOAX//D35KdHo2X1kUCrBA4fYi10tnWQf/Q2PcXdQVEEBnogxQTCCGEmDcUEwN9nXR0mV9fv6HGyz+Q0PAwNAA4GGu5x9k//RO/y6+geXgCuwK4+bBoQxZ//Q9/w/7lYXhq5BIuIb7j3CHW1k1rWx+Dw9/9XavGMzySED9f9DIoJIQQYr6YHGCgp4POvulZAvwCQwkL80CNjZGmO5z+wz/x+5IHtA9bsQMqTQCJW/P4m7//NTtTgvFwlwObED/k1CHWMdJGe9cAw98V7uFGcEQk/j7ezv2FCSGEWFAcQ69uctAz+foD7r74B4URFqgw+OImRb/77/zxbA2do5M4AJUumNRd3/B3f/8LtsQHoHeTAQIhfsyps95kRxsdfYOMfT9LQER0IL6+MksghBBivlAwDfTT1dHJ6OsiHbWXP4Eh/rg3XeXkb/+Jf79YR4/pVYAFULl5ERQRR3ycBFgh3sWJz03Y6W1tp29oZHpIXuUZRmSoLz4GJ/6yhBBCLDBTDPb30dHRz6thAhVGPy/UQ885+0//jT9eeEL3DwIsgMPcTkNdDdUvxlDevlEhvnrOuxLrGKOtrZP+IfP0C98tOIIIf1+8nferEkIIsdA4hhnoa6eje+L1B1Q4+uqouPASc3crg+M2FEClerXiqigK2Mdpe1zJ7ZsPWJO4jXA5wSjEG5x3yXKqg/aOfoZGp2cJ8I+IItDXh/fcgloIIYT4opTxAfq72+ka+W7JxcH4UC8dLS2vA6wKd78EtmQe5vC+FLxUAApTA/XUVNzkdt2IrMYK8RZOG2Ltfa209Qwy8t2QvMpIWFQovj5G5/2ihBBCLDi2wX762jvpm/r+Yw67HbvdjoIaXcgydv/6f+Yf//f/Qu6uzayIeL0U4xin43Eld29U0j759m0L8TVz0rynYGpro2tgCPP0LEEIEZEB+PrILIEQQoj5wsFIfx+dHd1MvPFvLnhErSHzP/xX/udfbycxPJyk5elsXJ/0/WrsUAM1FTe482RYVmOF+BEnDbE2uto66B8c+f4mB/4RRAb54iOzBEIIIeYLZYKB/h7aO4emj1cAqNzxXbKVw//5f+UfjqwjxleHq0qNLiyZ5es3sjLyu9VYC51PHnL7RiWt1rn4AoSYv5wzxNp7aWvrZnB48vVfpioMoZGE+flidM6vSAghxEJkH2Sgt53OHtv3H1PpCF62h1/+L//I3x5MI8xLi8vrFi2Vmw+Llq1m4/okvNUAClPDDdTcu8Gdx0OyGivEDzhl5FPGO2jrHGDI9N0sgSvBkXKTAyGEEPOLY+TVTQ66v7spj9pIRHoGf/Vf/xd+tSORQKP7jw7EanShKSxfv4mVkZrXG5mg68lDbt+8T7OsxgoxzSlDrK2zjfbeIUamZwn8CI8KwtdXM6f7JYQQQnxPwTrQR29HJ4Ovj1cqz0iS12xl19pYfHWuvO02Bio3bxalpbNxQzI+r1djbSON1Fbc4E7toKzGCvGaE4ZYB4NtbfQODmN9/UpW6cOICPPDR2YJhBBCzBsOhgb6ae/oeX1THhUa32DCo6IJ0bu8NcC+okYbksyKdZtYFfX9amx33UPu3LzHyzevEBPiq+R8qU+x0N7aQf/Q2PRNDlyCI4gM9MVbyqCFEELMF8oo/X2ddHaPv149VePtH0BwWAg/dbhSuXoRu2w1Gzcsxfe71djRJmrv3eB27cCMu3sJ8bVyvhBr76Kto4/Bke+G5NX4RUQR7OODdk53TAghhPieYh2kv6eDzv7XxyuVEb/AEMLCPqTP/NVq7PJ1m1gd8/ro5pig52kVd2/cpckiQwVCOF2IdQy20d49wMjE9CwBoZHh+Pl6ON8XI4QQYsFyDPXT39FO93c3KnD3wS8olNCAD7sEWeXqSeyyVWxYvxS/1wc42+hLau/d4nbNwMzKLiG+Qk6X+6ztbXT0DTH23avXJYiISH98vKWXQAghxHyhYOrvo6u9C/N3xQRe/gSGhBH6wX3majTBSa9XY3WvPuSYoPfZq9XYxnFZjRVfNydLfja629rpGxxh+u59jh7uffv/oePKb9C+e0r+vdRB6Rz6VQ7bl0eg+8RtCCGEEN+bZHCgl47Ofl4NE6gw+AcQEhaKx0csH6lcPYlZtooNG5dS+fIe/Y5Xq7GP7t/kVvVq4tYH4fKZvgIh5jvnCrGOYdrauhgYtnxfMeIw0/vyKf3Nn5o+VXisWEKm3QU3CbBCCCFmg2OI/r4OOqZnCdzw8QsiJCzoIw+8arRBiSxfu4nVtx5xrsECipXeZ1VU3LjLumWZJBjk4CW+Ts41TjDZQXtHH0OjP5wEUnDY7dhstk/8T8EnOBQfb2/5a1YIIcSsUEwD9He10zX6ukdA7YlfYAihoZ/QZ+7qSfSyVWzYmErA6wOVfayFR5W3uFXdI7Ox4qvlVCHW1t366iYHUz/92A+m9iEsIghfH817OvuEEEKIDzc12E9feyfTxQR6PwKCwwj1/JTDrhptYCJpazexOk7/6kOKlf5n1dy7cZcXZpmNFV8nlaIoTvPbr0yO0tc7wIh5chY78lwx+gXi5+OBVpZihRBCzAJl0sTwQD99o1YUQKXWYPTxJ8DP+ImjawqT5mEG+/oZsb4+Aqrc0Hv54h/gjc6plqSEmB1OFWKFEEIIIYQAJxsnEEIIIYQQAiTECiGEEEIIJyQhVgghhBBCOB0JsUIIIYQQwulIiBVCCCGEEE5HQqwQQgghhHA6EmKFEEIIIYTTkRArhBBCCCGcjoRYIYQQQgjhdCTECiGEEEIIpyMhVgghhBBCOB0JsUIIIYQQwulIiBVCCCGEEE5HQqwQQgghhHA6EmKFEEIIIYTTkRArhBBCCCGcjoRYIYQQQgjhdCTECiGEEEIIpyMhVgghhBBCOB0JsUIIIYQQwulIiBVCCCGEEE5HQqwQQgghhHA6EmKFEEIIIYTTkRArhBBCCCGcjoRYIYQQQgjhdCTECiGEEEIIpyMhVgghhBBCOB0JsUIIIYQQwulIiBVCCCGEEE5HQqwQQgghhHA6EmKFEEIIIYTTkRArhBBCCCGcjoRYIYQQQgjhdCTECiGEEEIIpyMhVgghhBBCOB0JsUIIIYQQwulIiBVCCCGEEE5HQqwQQgghhHA6EmKFEEIIIYTTkRArhBBCCCGcjoRYIYQQQgjhdCTECiGEEEIIpyMhVgghhBBCOB0JsUIIIYQQwulIiBVCCCGEEE5HQqwQQgghhHA6EmKFEEIIIYTTkRArhBBCCCGcjoRYIYQQQgjhdCTECiGEEEIIpyMhVgghhBBCOJ3/P9VZ8nRFZltEAAAAAElFTkSuQmCC", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/125.jpg" } ]
<image>What is the measure of \angle K L M.
A
64,573
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/126.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/127.jpg" } ]
<image>Find Q S.
A
64,575
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/128.jpg" } ]
<image>If A B C D E \sim P Q R S T, find the perimeter of P Q R S T.
A
64,576
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/129.jpg" } ]
<image>find \cos R.
C
64,577
null
C
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/130.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/131.jpg" } ]
<image>Find m \angle A B C if m \widehat A B = 102.
B
64,579
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/132.jpg" } ]
<image>Find the perimeter of \triangle P Q R, if \triangle P Q M \sim \triangle P R Q.
C
64,580
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/133.jpg" } ]
<image>In \odot S, m \angle T S R = 42. Find m \widehat K T.
D
64,581
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/134.jpg" } ]
<image>In \odot O, E C and A B are diameters, and \angle B O D \cong \angle D O E \cong \angle E O F \cong \angle F O A. Find m \widehat A D C.
D
64,582
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/135.jpg" } ]
<image>Find x.
A
64,583
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/136.jpg" } ]
<image>Solve for x in the figure below.
D
64,584
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/137.jpg" } ]
<image>Find y.
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64,585
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/138.jpg" } ]
<image>Find the area of the shaded region. Round to the nearest tenth.
B
64,586
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/139.jpg" } ]
<image>Express the ratio of \sin A as a decimal to the nearest hundredth.
C
64,587
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/140.jpg" } ]
<image>Find the area of the triangle. Round to the nearest tenth if necessary.
C
64,588
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/141.jpg" } ]
<image>If x = 7 \sqrt { 3 }, find b.
D
64,589
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/142.jpg" } ]
<image>Find x.
A
64,590
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/143.jpg" } ]
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
C
64,591
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/144.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/145.jpg" } ]
<image>If P R \parallel W X, W X = 10, X Y = 6, W Y = 8, R Y = 5, and P S = 3, find S Y.
B
64,593
null
B
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7f9Sw/18XKKrMeOvrqZbfzRusWq9dmOWTwTCxUr3WM59kJp7lwmSM17b5eG1rGTVSrwkhhLhP5FL+A6ksZTRsKaPhfj+RdWCpXnuu3VNavRbi9+dnuTi1VK/l+GpMWb12aizKr3dV8HiTG6vUa0IIIe4xGYzEPWPSaWgrs1CxXK/N8/crfq5FlHptIpLhnZ4gV2eTPN0a4Z93Sb0mhBDi3pLBSNxTKhW4zDoebnCwyWNi/yYnf7wwy6eDIWLpPKlsnp65JDOxLOcnYry+rYxXt5ZR4zTc76cuhBDiASCDkbgvbqnXNjv5/YVZLk0lluu1U2NRRkLp5XrtSJNL6jUhhBB3lQxG4r4y6zS0l1motOnZVWPnza55/qNUr+UKRSYiad7pyXF1NsHTrR7+eVc526ReE0IIcZfIYCTuu6V6bX+Dg01uE/sblHrt+GCIWCZPMpune6lem4zz+jYfr24to9oh9ZoQQoiflgxGYs3QqlXUOA08b/awpdzCx6XNIS9NK/VaMJXjq7EII0Hl7LVf7yzniKxeE0II8ROSwUisOWa9hvZyCxV25ey1N6/6eWOpXssXuRZJE+zO0T1TWr22u4KtVVY0KqnXhBBC/DgyGIk1SaUCt1nHgU1ONntM7K938KeLc3w6GCJeqteuziWYjmU4PxXn9a0+XpF6TQghxI8kg5FY05R6zcgLHTq2VFg5uNnJH0qr1/JFpV77cjTCcKBUr+2q4EijC4vUa0IIIX4AGYzEumDWa+got1Bp17OrRjl77Y0uPxM31WtXZ5I80+bm17ukXhNCCPH9yWAk1o2leu2RUr12oMHBny7M8ulQ+NZ6bTLOa9vKeKXTJ/WaEEKIOyaDkVh3tGoVtU4jng4dHRUWHusP8cfS6rWleu2L0QjDwdLZazvLOSz1mhBCiDsgg5FYt8x6DVvKrVTZDcrZa1fnebPLz0QkQy5fZDycJpD0c3UmwTOt1+s1tdRrQgghbkMGI7GuLdVrj25y0ug1sb/eyZ8uzvLZinqta/bWeq1K6jUhhBCrkMFIbAhajVKvvbRFR2eFhY8GQvzh/CyXS/VaIJnj89EIQ0v12q5yDjW6sOilXhNCCHGdDEZiQzHrNWypsFLpMCibQ3Yp9dpk9KZ6bTbBM60efrWrnK2VUq8JIYRQyGAkNhyVCjxL9ZrHxIHS2WufDYdJlOq1KzMJpqIZzk/GeG1bGS93+qiyS70mhBAPOhmMxIal06iocxnxWHRsqbDwUX+QP16Yu6FeOzkSYTCwwKlRpV47KPWaEEI80GQwEhueRa+hs6K0eq3Gzhtd87x1U70WLNVrT7d5+NVOqdeEEOJBJYOReCCoVOCxKPXaZo+JA6Wz15bqtcSKeu3CZJzXtvp4udNHpdRrQgjxQJHBSDxQdBoV9S4jXouPLRVWpV67OMeVUr3mT+Y4MRxmMJAqrV6r4OBmJ2ap14QQ4oEgg5F4IFn0GrZWWql2KPXam13zvHX1er02FkoTSPjpmk3wbJuHX+4sp7NC6jUhhNjoZDASD6yleu2xzaXNIRuUeu3EynptOsFUJMO5iTivbyvjpS1eqdeEEGIDk8FIPPBW1mudFRY+7A/xp5vqtZPDYYYCKU6NRfjVTqnXhBBio5LBSIgSpV6zUeUwsqvGxptX/LzV7WcqmiGbLzIaSuNP+umaSfJsm5tf7qxgS4VF6jUhhNhAZDASYgWVCrwWHQc3u2jymkv12iwnhyMksnkSmTyXp+NMRtOcm4zz+lalXquQek0IITYEGYyEWMVyvbbVR2dlqV67MEvXTIJ8EfyJHCeGwgz6U3wl9ZoQQmwYMhgJ8S0seg3bKm1UO4zsrrHxxpV53u4O3KZeU1avSb0mhBDrlwxGQnyHlfVao8fM/gbncr2WXFGvKWevxXl9m48Xt3ipsEm9JoQQ640MRkLcIZ1GRYPbiM+6tHotyJ8uznG1VK/NJ7J8NqRsDvnVWJRf7yzn0U1SrwkhxHoig5EQ35NFr2F7lY0ap5HdpbPX/nE1wFQsQzZfYCS4gD+R5epMgmfaPPxyh1KvqaReE0KINU8GIyF+gKV67VCjiyaviQOlzSGX6rV4Js/FqTgTkQznJ5R67YUtPips+vv91IUQQnwLGYyE+BGUes2E16pnS4WVD/uC/PnSHF0zCQqleu34UJiBlfXaZicmndRrQgixFslgJMRPwKrXsKPKRo3DcL1e6w4wfVO91jWjnL32C6nXhBBiTZLBSIifiEoFPquew00umn3X67XPR1ap10qr117o8FEu9ZoQQqwZMhgJ8RNbrtcsejorrXzQF+TPF+e4Onu9Xvt0MEy/P8VXo1F+JfWaEEKsGTIYCXGXWA3X67Vd1TbevOrnnVXqtauzCZ5t8/JPO8roKJd6TQgh7icZjIS4i5bqtSPNblp8Zg7UO/jTpVm+GIku12vnJ+NcC2c4NxHjNanXhBDivpLBSIh7QK9Rscljwme9Xq/95dL1em0ukeWTUr12akyp1x7ZJPWaEELcazIYCXEPWQ0adlTbqHUa2F1r480uP//oDjBTqteGgwvML69e8/KLHeW0l1uQdk0IIe4NGYyEuMfUS/Vak4tmr5mH6x38+eIsX4xGSa2s1yIZzk/GeH1bGc+3eymTek0IIe46GYyEuE/0GjWbPSbKrHq2Vlj4oD/EXy7N0b1Ur8WzfDJw4+q1A5scUq8JIcRdJIOREPeZ1aBhZ42dWpeR3TU23uia592eADOxLJl8gaHAAnPxLF2zyuaQ/7Rd6jUhhLhbZDASYg1Qq6DMqufxZpeyeq3BqdRrI1FSOaVeOzcRYzyc5lzp7DWp14QQ4qcng5EQa8hSveaz6umssCyvXuuZS16v1wZDDPiTnBqL8sud5TzS4MAo9ZoQQvwkZDASYg2yGTTsqrFR5zQun732bk+A2XiWzGKBwaV6bSbBs+1KvdZWJvWaEEL8WDIYCbFGqVUqymx6nmhx0VJm5kCDgz9fnOPLUaVei2XynL2hXivjuXYPZVap14QQ4oeSwUiINU6vUdO4tHptxeaQS/XabDzLxwMh+ueTnBqN8Mud5RxocGLUqe/3UxdCiHVHBiMh1onlem1p9doVP+/23lSvJbJcmbl+9prUa0II8f3IYCTEOqJWqSiz6nmi2U2Lz8L+TUq99tVohFSuQCyd5+xEnPFwenlzyOfaPfikXhNCiDsig5EQ65Beq6bRa6LMpmNrhZVjfUH+enmpXisyG8/y0UCIvvkUp8Yi/HJnBfsbHBi1Uq8JIcS3kcHoe1skMTdC74XzXOweYmIuRHwhj1pvxu6ppLa5k90PbaelzotZVlCLu8xm0LK79nq99mbXPO/1BlfUa6lSvZbkuTYPP99eRqvUa0IIcVsyGH0PxUyAga8/5J23P+Z09wgz/gix5ALZxSJotBhMVuwuHx81beexF17j+SM7aXDqkGuQuJvUKhXlNj1HW9y0lZnZ3+DkL5fm+HI0wkKuQCy9yDfXYoyFFjg3GeO1rVKvCSHE7chgdKcWQ/SdeIPf/Y8/88mVCcKpRYor/3shTyqXIRULMj89ycSUn9jCf+VXLzzMJrvUF+LuU+o1M2U2PVsrLRzrC/K3y/M31Gsf9iv12tdjUX6xs1zqNSGEuIkMRnekQKT/az76x9t8cnGcUKaAzllHx55HeezhTuo8BvKxWUa6TvPlqUsMTseZH/ia9//upaKqDO+hJmwSG4l7xGbQsqfWTr3LxJ7S5pDv9QSZSyj12oA/xWxcWb32XLuHn20vo9Un9ZoQQoAMRncmN0vPma84fW6YcKaA2tnMI6/+ml+//gTb6n04TBoKmSSRgwfY0fQXfv+X9zgzGme+92u+OrWXnR0N7CyT32px76ys11qX6rWLc3w1dr1eO3Mtxlh4YfnstWfaPfgsUq8JIR5scrW+A4uzA3R39zIcyFBUGandfoinn3uWAx3lGJdaCK2T8k3bOPhSgumxEcamvmFmYZb+nl6Gxg+yvcyHFBbiXtNr1TR5zZRb9WyrtHCsN8jfrlyv12ZiWT7oD9I7n+SrsSi/3KHUawap14QQDygZjL5TgejUNSamZojlAX0FLdu20t7quz4ULVNjKu+go6OZuhPnmZnNEZqaZGp2nlTRh1WqCnGf2IxKvVbnMrG71s4bV+Z5v/fGem3p7LXn2pR6rUXqNSHEA0gGo+9UIBaJEInGyQNqewVVleWUWW7zE7XGhtfrxe00oJpNsRiPEI3FSRWRwUjcV2qVioob6jUHf7k0x6mxKAu5AtH0ImfGY4yGFjg3WarX2jx4pV4TQjxAZDC6A+l0mkwmSxFQW204bFast92jSI3BYMCg1wFQzGZIZzNki7f79ULcWwatmubles26vHqtdy5Jfqle6wvSO5fkq9Eov9xZzsP1Uq8JIR4MMhh9pyKFfIFCQZlsVDo9ep0O3bf8+ny+QD5fUP6vSo1GpZa9jMSaYzdqeajOTr3bxO7S6rX3e4PMJ7KkFwv0r1y9JvWaEOIBIYPRd9JQvuUQr/4fHOyKFlC7m9nb4uW2gVExRyIRJ5nKKAmT2YLFYsYsFxOxBi3Va0+1ljaHrHfw10tzfDUWJb14vV4bC6U5Pxnn9W1lPN3mwWu5/Y8GQgixnslg9J3UuDbv4FBVO7kCoNZhMhlvu8KsmJ1jamqa2WAOUGH2lOFzu7ndLUlCrAUGrZpmn5lym55tVVZl9drlOfrmU+SLRaZjGY71KavXTo1F+KcdUq8JITYmGYzugEZvwqI33cGvLBAZvMTlK71MJIqgslLTuJm6urJvqd6EWDvsRi176+w0lM5ee6NrnmN9oeV6rW8+xUwsy+VpZXPI17dJvSaE2FhkMPrJFMnMd/H5Bx9y8sIEiQJofS1s37GVthqz3GMk1g21SkWF3cDTbR7ayi0cKJ29dmpFvXZ6PMZoKK2sXtsq9ZoQYuOQwegnUSQX7OfLt//EX989zUgoQ1HrpnX/EQ7u76TSJGORWH8MWjUtPjMVNj1bK5V67e9XbqrXeoP0zSX5ejzKP+0oY1+d1GtCiPVNBqMfrUgm0Mvnb/yef//zx1y+FiGLmepdT/LSK0+zd5NTajSxrtmNWvbV22lwG9ldq9RrH6yo13rnU8zEs1yejvN8u5fXtpXR4jPf76cthBA/iAxGP0qRzHw3n73xO/79Lx9zZTxMumikfNvjvPrPv+TZhzbhMkhaJNY/tUpFpd3AM20e2srMHKh38JfL83xdqtciC4t8PVaq1yZivLatjKdbPXikXhNCrDMyGP1gRRZmr3D87//O7/52nK6JCBnMVO16ktf/5V94/fAWKm3y2ys2FoNWTWuZhQq7gW1VVt7vDfIfV+aX67WpaIb3eoP0zKU4NRbln3aUs6/OLvWaEGLdkCv3D1IkNX2JT/76P/ndf5ykeypKVm2nfu8z/NNv/5kXH2mj0q6XG67FhuUwatlX76DBbWJPrX159Zp/uV5LMhPLcHk6wfOl1WvNUq8JIdYBGYy+twLJyQt89Nd/4/f/8Tm90zFyOg8tj7zAL/7llzz7UBM+q1aGIrHh3VyvPVzaHPL0eEyp19KLfD0eZTS0wPnJOK9t8/F0qwe3Weo1IcTaJYPR91IgMXGWD//8b/z+zS/pm4mzaKyg88ir/Pq3P+OJHfW4TbfdE1uIDWllvba90sr7fUq91j+fIl9Q6rV3ewP0zCWVem27Uq/ppV4TQqxBMhjdsSIL0xf55G//zu/f/IK+mQQFay17nvo5//zPr/DYlmocBvmgFw8uh1HLww0ONnlM7CmdvfZBXxB/Mkc6V6BnLsn0inrtta1Srwkh1h4ZjO5QITrI1+/9jb+8+SV9MwlwNHHghV/ym18/z77mcqw6Kc+EWKrXnm330F5uZn+Dg79emuf0+PXVa6fGoowEFzg3Eee1rT6eavPgkXpNCLFGyGB0J4ppJi59zscfnuDqVIy8bTP7X/gV//rbF9nb6MMsv4tC3GC5XrMZ2FZZWr3WNc/AKvXa1+NKvbZX6jUhxBogl/Q7UFyYoOfCRa4M+FkoWmnae5SXXnuOvU0+zHJLkRC35TBpebjewSa3id21Nt68Ms+H/aHb1GteXtvqo0nqNSHEfSSD0R3IzQwzNDTKVLyAyrmZHfv2sae9TIYiIe6ARq2iymHguXYvHWUWpV67PM/p8RiZUr321XK9pmwO+VSrW1avCSHuCxmMvlOB0OQkUzNzpIqg99ZSX1tNuUkifyG+D6NWTVu5hUq7gW1VNt7vDfLGlXkG/Eq9NhnN8E5vgO65JKfGIvzTjlK9ppH3mhDi3pHB6LsUMwQDAYKhBAVgcf4KH/yP/zd971vvbK8ilZlN+5/lmacfpdUlH/BCOExa9tc72Ow2sbvGxptdSr0WWFGvzcQyXJlR6rVXt/po8kq9JoS4NzbgYKQq/fMTKSaJxWIkkosA5KMTdJ+ZoPuOn46DXZY2dh98hFbXT/e0hFjPluq15zu8dJRb2F/v4G+X5zl9TanXwguLfDkaZThwvV472iL1mhDi7lv3g1Gx9M/d+wZpFhbSpLN39bsI8UAyatW0l1uoshvYXmXj/d4Ab3T5b6zXepR67euxKD/fXsZDUq8JIe6idT8Y3XVqNx1P/ob/56YjRHM/ZDjS46pvpUVqNCFuy2HSsr/BwWaPid219hvqtYVcge7ZJNPRDJem47zQ7uUVqdeEEHeJDEbfRWWmomUXFS277vczEWJDu7lee7hUr525FiWzWFyu10aCC5ybjPH61jKebHHjknpNCPETksFICLGmLNVrlTfVa4Olem0ikuEf3QG6Z5OcGlfqtT21DvQa2X1eCPHjyWAkhFiTnCYtB5bqtdLZax8NhAiW6rWrs0mmohkuTyV4vsPLK51eGqVeE0L8SDIYCSHWLI1aRbXDwAsrVq/9/cqN9drnoxGGggucnYjx+jYfTzZLvSaE+OFkMBJCrHlGnZqOCgtVDgPbq2283xPgzS4/g4Glei3NP7qzdM8mODUa5ec7pF4TQvwwG24weqvLT78/xbZKKy9t8dJebkGrlg9HITYCp0nLI8ur12y80eXn4/4QwdRN9dpMghfavby81Uejx3S/n7YQYh1RFYvFdb1Bzx8uzPK/fTxK33zqhn9fbtOzpdxCuU2P26zjSJOLI00u2SBOiA0inSswHExxfDDM3y7P8c21GJm88nGmVauotBt4ZJOD17eW8USLG5dpw/0cKIS4CzbsYLSSSaemyWumyWPCrNfQUW7hpS1e2iRNEmLdiywscmU6znu9weV6bcnSe//JZndp9ZodndRrQohv8UAMRjcrt+nprLBQZtXjMes40uzicKOkSUKsV/lCkZl4lq9HI0q9NqDUa6AcEOQy69hRZS2tXvOxWeo1IcRtbLjB6IlmN06Tli9HIswlst/5eJNOTbPXTJP3epr08hYfrWVmNJImCbGuLNVrnwwo9drZiRjZFfVald3Ao5scvLatbPmzQgghVtpwg9H/cqSen20vYzqaIZbJM+RP8UbXPN2zyTs6U63CpqezwkqZTY/XouPxJheHGl3yASrEOhJO5bg8neD93gBvXQ3cUq81e80cbXHzs21l7JZ6TQixwoa72hu0atrLLDxUa6cIBBJZDjY6mY1liaYX+XIkwqdDYeZvkybNxrPMxkMAmPUaTg6HafSYMevVdFZYeGmLj5YyMxqVfJAKsVa5zDoe2+ykyWtiT619uV4LlVavdc0kmIxmuDQV54UOLy9JvSaEKNlwg9FKKsBn1fNEsxuA9GKBw00ufrGznFh6kQF/ijev+umeTa76+FQ2z+XpBJenEwBU2vR8OhjGZ9Xjs+h4otnFwc0uHJImCbHmaNQqapxGXtyiZ0uFsjnk367McfaaUq+FUjlOjkQYDCibQ0q9JoSADT4Y3cyoVdNRbqGj3EKxCP5ElkONLmbiWWLpRb4YDnN8KIw/mVv18TPxLDOlNMmi1/D5SIRGzywmnZrOSisvb/HS7DOjljRJiDXDpFOzpcJKld3AtiprqV7zMxRYYLFQ5FokzVtXs3TPJfl6PKrUazVSrwnxoHqgBqOVVCoos+l50lZKk3IFDjc6+cXOCuKZRfrnU7x11U/P3OppUjKb5+JUnItTcQAq7QY+HQzhs+gps+p4otnNo5udOIwP7G+xEGuKy6zj4A312jyfDIQIpRZJ5QpcmU4wEclweSrO8x1eXu70sckt9ZoQDxq5apcYSz9VbqmwUizCfCLL4SYXs/Es0YVFPh8J89lQmMDt0qRYhplYBgCrXsPJ4QibPSZMOjVbK628vMVHk88kaZIQ95FGraLWaeSlLcoGsPvrHfz98vzy6rVQKseJYaVeOzcR57WtPh6Xek2IB4q821ehUil7HR0tpUkLuQKHm5z8amcFsfQi/fNJ3roaoHd+9TQpkc1zYSrOhVKaVFVKk7xWPeVWPU82u3hkkxO7pElC3BdL9Xe1w8D2Ktst9dp4OI0/Mc/V2QRfj0d5Xeo1IR4YcmW+Ayadms4KK52lNGkukeVwk5vZeIZIKU06MRRZ3lDuZtOxDNNLaZJBWemmpEkatlVaebnTy2aPpElC3Gsr67XdNXbe7Jrnk8Eb67XJSIZL03FeaFdWr0m9JsTGJoPR96RSKXsdVbQupUl5Dje5+NXOFPFMnr75JG9f9d92J+5EJs/5yTjnJ5U0qdpRSpMsOsptep5scXOgwYHNIH80QtwLS/Xay53K6rWH6x38/co850r1WjCV48RQhEF/qV7b5uPxJresRhVig5J39o+0lPpsq1TSpNl4hiNNLubiWcKpRU4Mh/l8JEwotbjq46eiGaaiSppkM2g4MRxhs8eIUathe5Wy0m2zx4RK0iQh7qql+wFrHAa2V1l5rzfI21f9DAdXqdfGrtdrWqnXhNhQZDD6CalUyuq0SrsBUPZBOtzkZCigrHTrnUvydneA/tukSfFMnnMTMc5NxAAlTfpkQEmTKuwGjja72N/gxGrQ3LPXJMSDxmXWcajRRbPPzJ5aG29e8fPp0PV67XJp9dql6YSyOeQWLw1SrwmxYchgdBeZ9Rq2V9nYXmWjUCwyF8/yeLObuXhWWf0yFObzkQjhhe9Ok+wGDSeGwmzymDBq1eyoUla6bfIYJU0S4ie2VK+90llGZ4WV/Q231mufDYUZ8Kc4OxHj9a1lHGmSzV6F2AjkXXyPqFWqG9KkZDbP4UYXg4EFJU2aTfKPngAD/tXTpFgmz9mJGGdLadJxh4FPBkN4LXoqbXqOtrjZV++QNEmIn9BSvVbtUDaHfK8nwD+6AzfWa13K7vnK6jUfu6qlXhNiPZPB6D6x6DXsqLaxo1pJk2ZjWZ5ocTOXyBJK5jg+FObLkQiR9Opp0mQ0w+RSmmTUcmI4zCa3CaNOzY4q23K8L2GSED+e26zjcKOLZq+Zh0pnr306GCK8sEgqm+fSVJxr4fTy2WsvbvHR4Dbe76cthPgBZDBaA9QqFVUOA1WO62nSoUYXw8EU8XSe7rkk7/QEGLxdmpRe5My1GGeuxVABnzpDfDwQwmPRUWXXc7TVzb46Bxa9pElC/FAatYo6lxGftYwtFVZlc8gr85ybjJEr1WvHV9Rrr20r1WuyX5kQ64q8Y9cgi17Drhobu2qUNGkmluXJFjfziSyBZI7jgyG+Go0SXSVNKgITkQwTESVNcpTSpAa3CZNWzc4aGy92eKl3SZokxA9h0qnZVmWlxmlge7VSr73dHWCkVK+NhdPMd/m5OpvkdGn12s5qm9RrQqwTMhitcWqVimqHgepSmpTI5Dm82clQcIF4Jk/3TIJ3ewMMBRZWfXw0vcjp8Rinx2OoVHB8KMzH/SHcFh3VdgNPtbp5qNaOWdIkIb4X99LqNa9Z2Rzy6jzHB8M31muRdGn1mocXOqReE2I9kMFonbEaNOyutbO71k6+UGQ6luFoq5v5RI5AMsvxwTBfjUaIZfK3PLZYhPFwmvFwGgCnqZQmuYyYdEpK9UKHlzqXfHgLcSe0pXrt1W0+Oisty/Xa+cm4Uq8lc3w6GKLfn1TqtdLqNTkOSIi1S96d69jSkuJapzLIJDLKSrfhwALxbJ6umQTv9SgraFYTWVjk1FiUU2NR1Cr4dNDIB/1B3GYdNQ4DT7W42SNpkhDfyaxTtuaodRrZXmXj3Z4A73QHGAmV6rVQmvmEn6szSU6PR3ltq9RrQqxVMhhtIFaDhj21dvasSJOeanXjT+TwJ7J8MhDi6/Eo8VXSpEIRxsJpxlamSUNh6t1GzDoNu2tsPN/hXR7ChBC3cpt1HG5SNod8qFY5e+3ToTCRUr12sVSvXVyxeq1eEloh1hQZjDaom9OkeGbx+kq3jJImvd8bZORb0qSvxqJ8NRZFo1JxfDDMB/0hXCYttU4jT7W62V1jx6RT38uXJcSap1WrqHcZ8W3zsaXCwr56B290Xa/XlAUUyuq1c5NxXtvq43Cj1GtCrBXyTnxA2Axa9tbZ2VunpElT0QxPt3rwJ3PMx7N8MhDk9HiMRPbWNClfLDISWmAkpAxRLpOWz4bC1LuMWPRKmvRcu5cap+Fevywh1iyzTsP2aht1LiM7qq281xPkH91+RkNpcoUio6E084l5rs4kON0S5bVtZeyotqFVS70mxP0kg9EDaGk/lqWbrGPpRQ43OhkOLpDI5LlSSpNGQ6unSeGFRb4cjfDlqPK1Ph00cqwvuJwmPd3mYVe1DaOkSWJDKpAOTzJ46SznrgwxGYiTU5twVW6ifecednY2Um5R7stTodRrR5rctPgsytlrXX6Ol+q1ZDbPhck44+E0F6cTvNjh5fkOr9RrQtxHMhgJ7EYt++od7Kt3kC8UmYxmeKZNSZPm4hk+7g9x+lqUVLZwy2PzhSLDwYXlG7zdZh2fDV9Pk/bU2Hm23bO83YAQ61ohTWD4HMfffIP3v7zM0MQ84USavEqPxeGlcvMX7H3iRV56/jDbq80sZT/X6zXl7LWH6x28cWWe81PX67VPB0L0zyubQ77a6eOwrF4T4r6Qd524gab0AV6/Ik06tNnFSFBZ6XZlOs6xviBjofSqjw+lcnwxEuELlIvBp4Mh3u8L4DLpqHMaeLrNw85qGwatpElivckTu3aJT//83/ifb59hJFLE4qmkaasH42KU2ckpBs9+xsxMgEQO9L96ig73jR+xS/WasnpN2RzynZ7AinptgflElq6ZBGeuxXh1q0/qNSHuMRmMxLeyG7Xsb3Cwv8HBYqHIRCTNs6U0aTaW5eOBIGeuxVjI3ZomLRaKDAUWljef9JTSpDqnEatBw0O1dp5u81BllzRJrH3F1DR9X3/IO8fOMLpgp+XgUV587hBbax3oCglmBr7h+Lvvc+JiFyePvU/N5ibqnmnBetNMowI8Fh2PNy/Va3be7PLz2VCYSPqmem0qvlyvyf5iQtwbMhiJO6ZVq9jkNrHJbQKUXbUPNzkZCaZJZBa5NJ3gg77g8gaSNwumcpwcjgCgU6v4ZDDMuz0BnCYddS4jz7S62SFpkliTiizMDtN9/huuzqmo3P0YL//rf+Fn++pxGtVAgWxnK9UWNZno7/h0pJuL31xi5JFmttlXT3u0ahUNbiNl1jI6K0v1Wtc8F1bUa5+sqNde21rGwUan1GtC3GXyDlsP8in8Yz1cOnuBntEZQqk8OouXqsZOdj+0ndY6D8b7MEs4jFoONDg50ACL+SLXImmea/cQSOaYiWX5qD/IN9dipBdvTZNyhSKD/tTywbges44TQ2FqnQZsRi376uwcbXFTKWmSWBOKRP3zTF6bIqX3sXPLHvbtasBpXBp61OhtlbTv3sve7Sc5NTTG3NQ4E4EC2+zfvkGqWa9hR7WNOufS6rUb67WR0AJzpXrtqVaP1GtC3GUyGK1xhdQM3V9+wDv/+JjTXcNM+6MkswXUBiuushpObn+EZ155mSf3teIz3b8PSq1GxWaPic0eJU2KLCgr3UZDaeKZRS5NxfmgP8S1b0mTTgyHAdBrlHuT3r4awGnSUu8y8mybh+1VVvSSJon7okgumyOdzoLGhNliw2a++f2mwmCxYHfa0ZMjm02TThfv6KvfUK+VXa/Xjg+FiZbqtfMr67UtXp5vl3pNiLtBBqO1bDHEwFfv8qf//kc+ujhBQuOgrLqVzQ4tmeAUEzM9nJ6dZi6YpqD+DS880ohjjZze4TRpeWSTk0c2QS5f5Fo4zbPtXoLJHNOxDB/1Bzk7ESezSpqUzRfpn0/RP6+kSV6LjhOle5NsRg37ah082eqmwqa/1y9LPLBUmMwmbDYLZKOEAnPMRfI0eFa+4QokwyHmZ/2kMFJusmG9+Qaj76BVq2hwGSkrrV7bV2/njS4/F0v1mj+Z45PBEP3+FOcm4ry61cehRic2g3yUC/FTkXfTmlUkMXaBk8fe47NLk+TLtvPUMy/w5P42Kq1qctEJrn75Ie999DX95z7k3doGGuoqOdBwfYnwWqHTqGj0mmj0rkyTXIyGFohn8lycjPPRQJCJSGbVxweSOT4bWkqT1HwyEObtbj8Ok5YGl5Fn2jxsq7Ki10iaJO4WNfaKKhqaGnCducLIpS85fnwbNc/uoNqqAfIsBIY4e/I4Jy9MkbPWUr2pkc2+H/Z30qzXsKNmaXNIG+92B3i3J8BYOE0uX2QkuMBcfKlec/PaVh/bq2xopF4T4keTwWitKia4dvUiFy8PEtI1cPCpn/Gbf32eHVV29GqgsJ2OpnL0iwv87q3T9F44z6W+/eyob8Gyxj8bnSYtj2128thmJ7l8kfHwAi90eAmmckxFM3zQF+T8ZIxs/tYaIpsv0DefpG8+CShp0mdDYWpdRuwGLQ/X23my2U2ZpEkbzCLzvaf47NgHXJp30HzgCE89v5ea70xIC6RC00yMjhNI3VmthUqPrayauk3VOHXX/7XB18S2vY/y0NeDfDJ6nmP/8/9DeHAv2xrLMOUjTPRe4PSps3TPqancvYv9j+yi1vjD34xL9doTzW5afWb21Nl5q7R6baleOzcRYyy0wKXS2WtynqEQP54MRmtVIcT01BQzc2mM1W3s2LObzmo7+uV7PY0463eyb+8Ozpy5yKfTk0zNzBIutGBZI3XandBpVDR5zTR5zQCEUzkONToZC6VJZPNcmIzx0UCIyW9Jk46X0iSDVs2ngyHeuurHbtSyyW3i2TY3Wyut6CRNWt8KcWYGvuHjv/+VE3NVPGqsZ88zdzAYFdPM9X3F2//+V76ZvbW2XZXaRevhl/nFv1bhdKwYbPRuNu19mtd+PkPk98c413uKYxM9nHFb0RUWiIXCRNMavG2P8vzPX+WJ7ZX8iLlombJ6zUSZVc/WUr325hU/F6biLBaUeu2jgRB98ynOTihnrx2Uek2IH0zeOWtVMUMmmyGbA53FhtViwXDzh6zahM1ux2bRQTZNOp0he4c/FK9VLrOOQ40uDjVCLl9gLOTm+Q4vodQik5E0H/QFuTAZJ1e49YVmFgv0zCXpmVPSJJ9Vz4mhMDVOAw6TlofrHDzR7MJnlTRpvSnEZ5geH2Y8dIfDzZJiktDMMFfPX+KS/04HIx/qTfuJLxbhhmJajcnbyEMv/if0zho+/vRzznYNMzU7RU5lwlnRyqO7D3Do6FEO7d1CtfWnHcbNeg07l+q1Khvv9gR4b0W9Nlyq166W6rVXpV4T4geRwWitUlmwWqyYTbAQ9OMPhkgUqnGs/KwtxAjMzxMIp8FswWoxY95AwYhOo6bZZ6bZp6RJoVSOw40uxsLKSrcLk3E+HggxFV09TfInsnwyGALAqFXzyUCIN7v82I0aNntMPNvmobPCilYjF441rZBipu8S505fYTpThO/zd7yQYiEZI54ogMqA3VdOVbUH07c9Ru2iuaEMm3aVvxcqHbaKFvY956O+cx9PTMwTjqfJq3SYnT6q6htoqCnHbrg7b0QVSn38ZIub1jIzD9XaebNrnhPDEaLpRRLZPGcnYoyGFkqr13w81+6Rek2I70EGo7VK7aa2oYG6ajtXh69y+sQJOlvKOdhWhlkD5JPMXv2Cz05+Q99cHkf7JhrqanBu4Gu826zjcJMLUO41GguleXGLkiZNRNIc6w1ysVQv3Cy9WKB7Nkn3rJImlVn1fDYUpsahpEn76x083uzGa9Hd8lhx/+QXQly7/Blv/elNPu2aI/M9E9FiOkkyGiWeBZWhjJYDr/DLnx+g8tsqOJUOm7eS6luW4y9Ro7N4qG33UNv+/Z7PT2Vps9Vyq56tlRb29Yd4s2uei1OJVeq1GK91+nhM6jUh7oi8S9YqlZGqrQ+xd+8Zrox/Td8Xb/DfFubo2dNBnVtLNjDK1bOn+PrCACFDPQf3P8yu9opb67YNSq9R0+Iz01JKk4LJHIc2uxgPL5DI5Dk3GeeTgRDTsdXTpPlElo8HSmmSTs2ng2He6PJjMyhp0nPtHraUS5p0b+VJ+icYGRhgMpQgFvIzMz5M/9XLXO0bYzae/95fsZhKkojFiBdBZfFQ07aLA/v3UbZBklWlXrMv12vv9QR4tzfA+E31Wte01GtC3KkHdjAqLgSZHJ9gKpDk+3/cAmiwlddRW1uJ63vdYVkkO3uFkx8f51TPPFmVl44njvL4oW1U3vCnocJY3sHBF19jdj7GGyeucuXEW4xd+QKnWUMuESYUiZE1VLP96Gu89twBWnyGNbdU/15RNsdzAS6yiwWOltKkcCrHtXCaY31BLk4lKBRXSZNyBbpmEnTNJAAot+o5MRymxmHEadJyoMHB4UYXHkmT7q7iIv7Bbzj277/n81GlAotEoiRSWVZZoHhH8qkUyWiMZAF0NjtOtxv7BhmKlij1mp6jLW7ayszsrrXx1lU/J2+u18ILXJpO8GKHl2elXhPith7YwagQHuT0u3/lH6fGuMPNaW+kMtP4+C/5xc+exVVxp8vAFmExzMDpj3njd3/gs4EIi5pNPFXeyq5Hbx6MALWVqi2H+dn/yUJZw8ecOHWe3tFZpkN5tBYPVVsfYs9jj3P06EF2NpdvqPuLfgy9Vk1bmZm2MiVNCiRzHGp0MR5Ol9KkGJ8Ohpm5TZo0l8jyUb+SJpl0aj4dCPH3inlsBg2NHjPPtXvoKLfIT90/uQLpqJ+JwR76Rn7Yjys3KpJJJolF4+RQYbc5cHs8bNTxVqtRscljosymZ1uVlQ/7g7zZ5efSUr2WyPFhf5C++SRnJ2K8utXHwc0urIZ1tIxViHvggR2MipkIM2N9XLnYS/IHDUZWFhuf4DbX1lUV4qMkhk7yxYkvuDgWZfFOvo3BSe3Wg7xY0ci2R8duORKkYXM9lR6rsreRWNXSzaqgrFwbCbp5eYuP8EKO8XCa93uDXJ6Os8qtSSzkClyeSXB5KU2yKfcmVTsMuMxaHmlwcqjRidu8US+395BKh7f5IZ79l/8bTeEbV5AVIuN0nT3FVz3+75HwFkkmk0RjcYposTqcuN3O73Xv9npk0WvYVWOn3mVk59Lqtd7gcr02FFhgNp7lykyCZ1pjvLLVx7ZKqwz6QpQ8sIORyuCksqGNbTuNLNzxYFQgHZ5lZnaeaM6I2WzEeKc1WnGBqctfcuaNv/DFN1MEv8+6erUBe/lmtpZvZuudP0qswqBV015uob3cQhEIJrM3pElnJ6IcHwwzG8+u+vi5eJYP+4MAmEtpUnu5BatBQ1MpTWqXNOkH0uCq387hshYO3LSyPj/+JX8L93H6ew1GeVKpBLFYkoLKhNXhxu15MOrm6/Wah9YVZ6+dHIkQSy+W/q7HGAuVzl7r8PJsu5capxzaLMQDOxip3S3sf+k/0fDInd9jlI8M8Pnb/8E7M0Hsm3eya2cHm+5oGViRnL+H0yc+50/HRxmN51nn2w1tCCvvzQAlTXoq4OblTh/h1CLj4QXe7wkup0U3S+UKXJpOcGla+e8VNuXepGqHAZdJxyObHBzc7MQladIdUqHRGTDrDJhv+i+LYQtG3fesfIppUskYsfgiaDzYnW7c9izRmQmG+keY9MfIFrWYHF4q6zezuaEKl3Fj5UlLhzuX2/RsrbTyYV+QN6/6uTyt1GvziSwf9AfpnU9ydjLGq50+HpN6TTzgHtjBSGV0U9PipuZOH5AL0fPRWWYn50iaN3PgqWc5ur8F350sA8tHGPrmc05+eZneSBGj04mjkCcRi//AG7/F3WDQqumosNBRYaFYhEApTbpWSpO+uRbjs6Ewc4nV06TZeJZjfUtpkoZPBktpkl5Ds9fEc+1eWsvMkibdK8UkyUSUWLyIymjDok4x+cUf+fizU3QNzxCMLbCIGr3JjqusmsZtD3PwiSM83FmNbYPNBRa9ht01dhpcRnZWX6/XrkVuqtemEzzTFuOVTh9bpV4TD6gHdjD6Xoo5/D1f8sE7H3B6OEv1waM88/QjtJSZ7iCWL5Icv8QXn33BhbEsi5YWtu0soxgd49wFGYzWKpVK2Tn76VYPoOyD9FRrile2+ogsLDIWWuC93uDySrabpXJ5Lk7FuTgVB5Q06Xjp3iS3Wcejmxw8ttmF0yRvwbtmMUUqGSWWKoAuxvil4/z94jQ9AzPEsjd1db1dXLl8he6BCfy/+jnPP9qEY4MNRyoVeK16jrZ6aCsv1WtX/Xw+EiaWzivD/0SM0VK99kKHl+favVQ7pF4TDxb5VL4Di6F+Tn98jE+/GSFdcYCDTz7Owy2+OzoHqZiepuurz/jizAAxZwe1u17k4O4YM2dmOH/3n7r4iRi1arZUWNlSYaVYBP9SmhS5MU2av4M0yaIvpUll81j0Gpp9Jp4vpUlqlfyE/lMpplMkYzHii1DMB7jWH2Jaa8K1aSc7NlXhNKrIRGa4NjLM2FSIhfAE3Z+/yaJKj9X5rzy33bshPyB1K+o1ZfWacv/RynrtWF+QnrkkZyfipXrNKfWaeGBsxPf9TysfYfib43xy4hxjKQ87nj/MwYdb8d3RTdeLBPtOc/LEKbr9BhqfOcTRXz3DftWXfHj2rj9zcZeoVMrO2c+0ldKkXIGnWlK80ukjspBjNJTm/d4AV0u7bN8smc1zYTLOhUklTaq06zkxFKHKYcBj1vLoJiePbnLikDTpRymmkiQjMRIFoJhH49vMnidf5IUn99BU6cKig1wqwtzIZb748D0+PHmF2VSAwTPH+bi5nbbNz9Ji27iD6lK9Vl/aHPKdngDHbqnXZumaifNMq4eXt5bqNRnexQYnn7zfqkhi9DwnPj7O2aEo1pYXOXToAJ2Vljta8luIDnPu5AlOXZqkWPsYjx1+lFd2enGP6R6IlTEPCqNOTWellc5KJU2aT2Q53KTcmxTPLHJmPMaJ4TCBZG7Vx8/EsrwXCwBg1Wv4ZDBMW5kZi15Di8/M8+0emn2SJn1fi8kUiViMhSKoTBV0PPoSv/nPv+CRJg8r77FubWuhocxEMRXl71+MkYqM0X3xLBeHDtC807mh36tLlfFTpXpt6ey1z0cixDNKvXbmWoyRYHr57LVn2jxSr4kNTQajb1HMKDXY52cGCKprOPjII+zbXoftTn7XiimuXfyCk5+fY2TBx44XDvPY3maqDSryG/mT9gGnUil7HT1bSpMWSmnSa9vKiC7kGAkt8H5vcPnMtpslsnnOTcQ4NxEDoMpu4LOhMJV2A16zjkc3O3l0kwO7Ud6630XjbmTfy/9n/l/bohSNHhrat7PzpqEIQG1wUrv9UQ4d6uLSlXGuRBaYHx+ir3eM+I4d2B+A96tOo6LRY6LCpmdbpZUP+oK8ddXPlZnr9dr7fUF65pSz117p9PHoJqnXxMYkn663lScy+A1ffXWG3tkczs49PLx3J00e/R3dcJ2dvcrXJ05ypj+CtfUFDh3aT3uFeUP/9CluZdKp2VZlZVuVkibNJbIcaXRzLZImnl7k9HiMkyO3T5OmYxmme5RdRK0G5d6ktjIz5lKa9EKHhyavpEmr0Thr6XismrZHAJUKlVrN7RZZaSwVNDS101proSuSIBOcZ2ZyAv/iDuwP0G4LFr2GPbV2GtxGdtYoq9fe7w0yUarXBgMpZuIZrkzHebrVwyudPjqrpF4TG4sMRrdRTF3j0pdfcvrSBHF9NQcf3seuzuo7O3YjH2LgzEk+/6qLOW0Djx88xCM7arHLD1cPNJVKWZ32bPv1NOloa4rX55SVbiPBBY71Bumeu02aVNqU7+yKNOnEUppk0fHYZicHGiRNWqZSoVJp0NzJe1ZlwO0po6rShborQT4dJxYKEloo0qh7sC76K1dktpdWr73VpaxeW6rXTl+LMRxMc3EqwYtbvDzb5qFK6jWxQcgn6KoKhAfPc+bMRYYCWayt29m9a9sdpkUF4iMX+OLEl1ycWKTi4cc4eHAPm1wP0I+d4o6YdGq2V1nZXmWlUCwyF1fuTZqIZIilFzk9FuXkSIRQ6rvTJJtBw6eDIVrLLJh1alrLzDzf7qXJa0IlP83fARVGsxm73YoGyBczZNIpUgtFHogubRW31mt2pV6bTpAvLq1eC9A7n+TchHK0yKMNTixSr4l1TgajVRSzM/ScPcfFnimSKjfbt29na3sN1jv4ybO4MMmVLz7j82+GSLg6OXr4IPtay+5oab94cKlVKirtBp63Kz91p3J5jra4eX0uSXRhkeFgimN9QXrnUqs+Pl66SfbMNSVNqnasuDfJouPQZhcPN9ixGeQtfztqrRadTodGBVCkUChSKHzXozY+i17DQ7V2NrmN7Ky28m5PgGN9ISYiabL5IgP+FDOxDJenEzzT5uHlTh+dlRap18S6JZ+StyiSHL3MuQuXGQrk0Ppa2L5tCy0Vxu9Oi4o55nu+5sTJ0/QFTTQ9e4iDBzqpupOJSogVzDoNO6tt7Ky2USgWmY1nOdLkZjKaIbqwyKmxCF+MRAgvrH4U8VQ0w1RUSZPsBi2fDoZp9Zkx6dS0lZl5vsNLo8eMXLuuKxYKFPIFikVApUGj1aKVT0jger32TJuXjlK99vZV//LqtXgmz+lrUUaCC1ycivPSFi9Pt0q9JtYnedvfrBBm+PIFrnRfI5bXUd26lS1tTXj0330FyUcGOXfiJKeuTEPdQR47/Cg7Gxzymyx+FLVKRZXdQFVHKU3KKmlSz1ySWHqRocACx/qC9M2vfm9SLLPI6fEop8ejQClNGo5QYdPjs5bSpHrHxlphVIhyressX33exVwOjOWt7Nr/GA9ttt3mB5wi2fQCiUSSRQC1AaPZgsUsk+NKOo2KRq+ZcpuB7VVWPugL3VCvzSWyvN8bUDaHvBbj5a3K6jWLfgP93RIbnlyzb5IPDHG1q4fB2QWK+mqa2ltpbHB+929UMcH4xS84+eV5xtM+dj1ymMcear6jgUqI78Os17CrxsauGiVNmollOdLkKqVJOb4ai/LlaITIt6ZJfgDsRi3HB8O0+MyYdRray8081+5lk9u0vtOkYpKZ/tMc++Pf6EqArf0pVJXb2b3ZxuqX6DzRSJh5f5g8oDLZcLjcuO/kLMQHkNWg4aFaBw1uEzuqrbzbHeBYf5DJSObGem0mwbNtHl7aotRrsnpSrAcyGN1gEf/gVXr6hglkiuhrm2hp2Uzddx6aVCQ93cWpz07yzUAUW9tLHDr0MO0Vd3KWmhA/nFqlotphWN5wL5nN82SLm965JNFSmvRBX5B+/+r3JsXSi5wai3JqLIoKqHEaOD4Uptyqp8yq51Cji3319vX3E79Kh1atophLEI8XyfkDBEMRcsXq0j1EN1kMMzs9xshEgiJgdPkor6rBu85e9r20tAP8syvqtbeu+vlydEW9Nh5lOLjAhak4L3V4ebrNQ6Vd6jWxtslgtFJuloHuXgZGQ+TQUd3YStOmuu8+TLIYY/TCKb4+08Nsxkyj20DW38+Zz0ZWHYwK01cZ9ScpABQXCIxc5ZvjRmYcPhobN1NfbvvpX5t4ICztQ7On1k6hWGQ6luWJZuXepMhCji9HI3w1GiWavjVNKgITkQwTESVNchi1fDoYoqVsKU2y8Fybh4b1kCaprDicZZR59KgCabLBaa6NDDOR6qDZcvOTL5CcHqD7/Dn6g4uAAU91PZub65Am7bvpNCqavGYqluq1/iBvX/VzZTqp1GvxLO/1BOiZTfJNaXPIR6ReE2uYDEYrLM6PMDAwwrXwIqjLqNvcQG2N47uP/ygkmJuaZmY+xmLRxHzPl7wzd4nbLtDPxPDPh5R7GYphhk8f409DX2GueZjf/OZXMhiJn4RapaLGYaCmlCYlMnmebHbTO6/cmzTgX+DD/iADt0mToulFvhqL8tVYFJUKap1Gjg+GKLPqKbfpOdzoYm+dHfNavMCpjJTX1tPcUot5YJBkYpKe05/xyY4W3Ida8SxXZAXSgSHOfvQuH3zeRzAHals1TZ3b2dFsv6Ojf4TCatCwt87BJo+JnaWz1z7oCzIZVeq1fn+K6dLqtWdLq9e2VEi9JtYeGYyW5QmNDjE6PkE0DypHNXV11VR+Z1ykPDZfyCtLe/MpwjNjhGfu8NsWM0TnrhGdA02qikAk/SNegxC3ZzVoeKjOzkN1dvKFItOxDE80u5iKZQincnw5GuXUaJRYZpU0qQjXwmmuhZW/n0qapNybZNFr6Cg382ybh3q36V6/rNtQYa1pY/vefXScvca52RRzfV/y5v8vR6B/H51NVbiMkInOMHLlDF9+cZorU0kKajNVbXt45OBeGu0yFn1fy/Vau/eGzSG/HIuQWFGvLa1ee7G0ek3qNbGWyGC0pBBmbGSU8YkIi6iwVNZRV1WJ5072ZVQZcdW0sn3fIzhSxe/85cWFABPXJpgKpCiozHhq66it8WCraqfaZ/nxr0WI76BRq6h1Gql1GgElTTrakqBnLlVKk1J81B9kMLCw6uOj6UW+HI3w5WgEtUpFndPAJ4Nhyqx6Kkpp0kO1Nkz3MU1SmStpf+QZXhweJ/jm14xEA4xe+IT5kUt8UebGqodcMkxg3k8oliGv0uPcvJvHX3qJJ7ZXY5Ig4wfTaVQ0+8xU2g1sL5299na3n64ZpV6bjWd5tydA92ySs9fivNLp5YDUa2KNkMGopBifZHzsGlOhHKDFXV1DZcUdbsyoctC491l+VbePVP67B6P8xCn+489/4+1AioLaSdOB5/jZKwdosDmpqvL96NcixPe1VIPsrXOQLxSZimZ4ssXNdCxDKJnji5EIX49HiWfytzy2UCwyFk4zVkqTnCbl3qRmr5Imbamw8EybhzqX8d6+KJUOZ90Onvzlf0Vt8fDOh1/RNeYnEZwiEZy64ZdqjC7qOvbz1Gs/45WndlEr5/f8JKwGDfvqHWz2mNhZc71em7qlXovzbLuyek3qNXG/yWAEQJHs3CST07MEc4DKiq+iHI/3Dg99VRlwVDTgqGi4o++2aJvhK6exdP+CAUflJtp27qZd0mSxBmjUKupcxuVBJp5ZLK10SxHPLNI/n+KjgSBDt0mTIguLfD4S4fORCBqV8rU+HgjhK6VJR5pc7Km1YdLd+fCh9rTw8Ov/F/7XHWEKKiuVrZ1U38mnl9ZCWcvDPPebShq3HeBqTx+DY1PMBWMsZBZBZ8bhq6K+uYOtO3eyraOJapdB7i36CalUUGbT81y7snrtoVpbqV6LLtdrX5dWr12civNih4+nWt1Sr4n7RgYjAAqEpqeZmfOTLgJ6N2XlHjxO+alRCJtBy8P1Dh6uV9KkyRVpUjCZ44uRMKfHYySyt6ZJ+WKR0dACoyFliHKZtBwfUtIkq0HDlgorT7e6lyu921Hbq2k7UE3bgR/wAtQG7JUt7CnbxJZ9IfzzASLxFJnFAmgMWOxufOU+3HYTWgkq7pqV9dq2SivH+oL8ozvA1RX12jvdQbpnlbPXXu70caDBsTZv7hcbmgxGAMUEMzMzzPkTFACVzYfP68Ylm7sJcQONWkW9y0h9KU2KpZU0qW8uSTyTp8+f5OP+EMPB1dOk8MIiJ4cjnByOoC19rY/7gzekSbtr7Bh1P31mo9LoMDvLqXeWU/+Tf3Vxp6wGDQ/XO9nsMbOr2s67PQE+6F+q1wr0zaeYima4NB1f3hyyQ+o1cQ/JYASQD+H3+wlFlNU4GrsLt8OOTfJ0Ib6V3ajlQIODAw1KmjQRyXC0xc1MLEswmePkcJjT12KkVkmTFgtFhoMLy0OUy6ysdGv2mbDqtWyttHC0xU3Nd6RJYv1RqaDcpuf5Di9bKizsqbXx1lU/X41GSWSVeu3UWJShwAIXphK8tMXLUy1uKqReE/eADEZAMRUkFIoQTRcBFUa7HZvVipzmIcSd06hVNLiNNLivp0lPNLvom1fuTeqbT/HxQIiR26VJqUVODIc5MRxGq1axyW3kg/4QPouOSruBx5tc7KqxYdDKTywbxQ31WpWND/oCpXotQb5IqV4L0D2b4Oy1GK9s9bG/wYH5e9yfJsT3JYMRUAiHCIcixPMAKiw2B1aLVW7AFOJHsBu1PLLJySObnCwWikxE0jzV4mYmniWQzHJiKMyZazEWcoVbHrtYKDIYWFjeLsBt1nF8MESj14xVr2FblZWjLe7lo1DE+mY1aNhf76DRY2JntY13uwN82B9iKnZjvXZ5OsGz7R5e7PBKvSbuGhmMAJWjmQOv/h9x7omSL6qw1nSyo8F61845U5d1cuSX/1fKDkTJq+zUbeukQv4kxAamJEAmNpU2gIymF3m8yU3ffJJEJk/vfJJPBkKMhlbf4DSUynF8KMzxoTA6jfK1PuwP4jWX0qRmFzurJU1az26s16zsrrXzdrefUyvqta/GIgwFUlycVDaHPNrqpsImw7H4aamKxeJ3b7yzhv3hwiz/28ej9M0rxxr8r0c38b8cqcdqkKhViPVgsVDkWjjNhak4s/Es/oSSJn1zLUZ68dY06WZus46d1VaaSivdtldaebJFlnuvd/FMnq6ZOMd6ldVr3bNKvQag16hp9Bh5ssXNK51KvfZ9tn8Q4ttITiGEuK+0ahWbPSY2e5Q0KbKwyONNLvr9KRKZPD1zSpo0Hr59mvTpYJhPB8PoNcrXOtYXxGPWUeUw8ESzix1VNvSSJq0rNoOG/fVOGj1mdtZcr9emS/Va73yKqRVnr724RTmGROo18WPJYCSEWFOcJi2HGl0canSRyxe5FknzdKuHuUQWfzzL8aEwZydiyj5EN8nmi/TNp5YTZI9Fx/HBMI1eEzaDhh3VNp5odlNh09/rlyV+gKV67YUOL50VVvbU2nn7qp+vxqIks3li6TxfjkYY9Ke4UDp77WiL1Gvix5HBSAixZuk0Kho9JhpXpElHmlz0+VMkM4t0zyb5dDDMtdscvhxM5vhkMMQng0r90uQ1caw3iNuso8qh58lmN9uqrOg1kiatZXqNmhafmUq7nu1VyuaQ76yo12biWWU122yScxNxXt7iY3+DXeo18YPIYCSEWDecJi2Hm1wcblLSpLHwAs+0KWnSfClNOjcRI7vKmYXZfIGeuSQ9c0kAvBYdnw2G2ew1YTdo2VFt5fEmN+WSJq1ZNoOWAw1OmrxmdlbbeKc7wEcDQWZiWTKLBXrnksrqtan48uq19nILKqnXxPcgg5EQYl3SaVQ0e800e80AhFM5jjS5GfAnSWTzXJ1JcnwozMRt0qRAMsdHAyEYAINWTZPHxPs9QVxmHdUOA0dbXGyttKHTyEV1LVmq117cotRrDy2tXluu1xb5YjTCYCDFhck4L23x8WSLDLzizslgJITYEFxmHY83u3i8WUmTRkMLPNvuYT6RZS6e5dPBMOcnYuQKt6ZJmcUC3XNJulemSUMhNnvM2I0adlbbONLkoswqF9e1Qq9R01pmpsqhZ3u1lQ96g/yjR6nXCkWYjmV5u1SvfVM6e21/vdRr4rvJYCSE2HB0GhUtPjMtPiVNCqVyHG50MeBPkczmuTqb4PhgmMloZtXHB5I5PuwPASGMWjXNPjPv9QZwmXTUOAw82eJma4UVraRJ993Kem1HtY13egJ8vKJe65lLMhnNcHk6znNtXl7o8NJebpZ6TdyWDEZCiA3PbdbxZIubJ1vcZPMFRoNpnmnz4k9kmY1l+HQozPnJOPlV0qT0YoGumQRdMwkAfFY9nw2F2eQx4TBq2VVt41CjE5+kSfeNWgUVNj0vbfHSWWnhoVobb18NcGo8SmqpXhuJMOhf4MJUnJe2eHmy2U2Z1GtiFTIYCSEeKEsVTGuZkiYFkzmONLuX06SumQSfDYWZuk2a5E9kOdYXBMCoVVZLvdNjw2nSUuMwcLTFTWelFa1aEol7Ta9V01ZmodphYHuVjWN9Ad7pDtAzlyzVaxneuuqnaybB2YkYL2/xsU/qNXETGYyEEA80j0XH0RY3R0tp0khwgefaPPiTOWZiGT4ZCHFhKs4qYRLpxQJXZhJcKaVJZVY9J0ppkt2oZU+NjUONLjwW3T1+VQ82m0E5p6/Za2JXtf229dqlqTjPtXt5vsNLe5nUa0Ihg5EQQpToNUri0FZmAZQ06XCji4FAilRWGYJODIWZjq2eJs0nsrxfSpNMOjWtPjPv9ARwGLXUOg0cbfWwpdyCRtKku06tggq7QanXKizsqbXx9lU/X4/Hluu1z0ciDPgXSqvXvDzR4pYb7IUMRkIIcTsei46n2zw8jYfMYilNavcQSOSYLqVJF6firHbg5EKuwKXpBJemV6RJwxEa3EYcpTTpYKMLt1nSpLtJr1XTVm6h2mlgR5WN93sDvNtzY7325op67SWp1x54MhgJIcQdMGjVtJdbaC+3UKSUJjW5GPSnSGXzy2nSTDy76uPnE1ne7QkASprUVmZhe/dSmmTkqVY3HZIm3TVL9VqT18Su5dVrIWbj2eXtGiaiGS5NJXi23cMLHV7ayixIu/bgkcFICCG+JxXKXkfPtnl4tk1Jk4YCCzzX7iWQzDIdy/DxQJhLU/FVH7+QK3BxKs7F0n8vt+o5MRymwW3EadSyp9bOwc1OXJIm/aTUKqi0G3i500dnpXL22j+6/Xw9FiOVU+q1kyNh+v0pLk7FeXGLjyeaZf+qB40MRkII8SMZtGq2VFjYUmGhWIRAMlvaN2mBhVyey1NxToxEmLtNmjS3Ik0y69W0l1nYXmXDbtRQV0qT2sokTfqp6EvpX7XDwI4qK+/3Bnm3N0DvinrtjS6lXjs3EeOlLV721dkxSr32QJDBSAghfkIqlbLX0XPtXp5rV1auDflTPDcVJ5jKMRVV7k26XLr36GapbIHzk3HOT5bSJJuSJtW7TDhNWh6qtfHoZicuk6RJP5bdqOXRzS6afWZ21Shnr30yeL1euzqbZCKytHrNw/MdXlp9Uq9tdDIYCSHEXWTUqumstNJZaaVYBH8yy5FGF4OBBVK5PJem4pwcjjCfuE2aVDo5HsCi19BebmZb5fU06ek2D21lZtRytf5Bluq1Vzp9bK20sqfOzj+u+jk9rtRr0fQiJ4aVeu3C5PV6TTb03LhkMBJCiHtEpVJWpz3f4QWUNGnAn+L5jjihZI7JUpq0tC/SzZLZPOcm4pybUNKkCpuek8MR6t1GnCYte2vtPLLJidMkH+3f12r12ns9AXrnlXptKprhP7r8XFneHNLL3joHRp36fj918ROTd48QQtwnRq2abZVWtpXSpPlEliNNLoYCCySzS2lSGH8yt+rjZ+NZ3u72A0qa1FFuYVuVFZtBQ73LyDOtHlokTfpe7EYtj2120lKq196Veu2BI4OREEKsASqVcj/RC6U0aSFXYMCf5PkOL6FUjslImo8Hw1z9ljTp7ESMsxMxQEmTPh+OUOdS0qR9dQ4ObHLgMMrH/ndRq1Q31Gu7a238ozvA6fEoC7nCDfXaxakEL3Z4eVzqtQ1D3iFCCLEGmXRqtlfZ2F5lo1hUVq4daXIzFEyRzOS5MBXni5EIgW9Jk968qqRJVoOGLaU0yarXKmlSm5tmn6RJ38agVdNRbqHGoWwOeawvwHs9wRvqtb9fmefKdJxzEzFelHptQ5DBSAgh1jhV6fT4F7dcT5P655NcnIoTXlhkIpLmk4EQV2eTqz4+kclz5lqMM9eUNKnSrufkSJg6pxGXWce+OjsHGhzYJU1ald2o5WCjk9Yys3L2WrefT4bCzJXqta7ZJNciGS4un73moUXqtXVL3gVCCLHOmHRqdlTb2FFto1gsMhdX7k0aDi6QyOS5MKmkScHU6mnSTCzLm13X06TOCgtbK5U0qcFt5Jk2D81ekxyqusJyvbZ15eq1AKevrazXIsrqtSnl7LUjTW58VtlWYb2RwUgIIdYxlUpVOizVB0Aql6dvLlVKk3JMRDJ8OhCie+72adLp8Rinx5U0qcpu4PORCLVOA26Tjn31dvY3OLAZ5HIBpXqtwkKN08D20tlr7/UG6ZtPki8WmYxm+I8r88ubQ764xcdDdXaMWqnX1gv5my6EEBuIWadhV42NXTU2CqU06fEVadL5yRhfjEQILyyu+vjpmHJhB7AZNGyttLK10opFr2FTKU1q9Jgf+JrIbtRyqNFJ64rNIY+X6rX0YoErMwmuhdNcnErwfIdydIzUa+uDDEZCCLFBLdU/L3eW0qRsnt65JBenE0QWFrkWXuDTwTA9t0mT4pk8p8ainBqLogKqHAY+H45Q4zTiMmvZX+/g4XoHVsODeVSGWqWiymHgta1lbKu08lCtnX90BzhTqtci6UU+GwrTN5/k/OT1es1rkXptLZPBSAghHhBmvYbdtXZ219opFIvMxrI83uxmJLhAPJPn3ESML0cjRFZJk4ooq7D+tiJN2lZlZWuFkiZt9ph4us3DZrfpgUtFlLPyrNQ6jeyotvF+T4D3+m6s1/5+eZ4r0wnOXovxUqleM0i9tibJYCSEEA+gpbTjFYeSJiWzeXrmklyaipfSpDSfDobonU+t+vh4Js9Xo1G+Go2iUkGNw8DJkTA1DiNus44DDQ721tmx6B+cNGllvbZzRb02n1hRr0XSXJpO8Hy7h2fbvTR7pZZca2QwEkIIgUWv4aFaOw+V0qSZWJbHm12MhNLE04ucnYjx1WiUaHqVNKkIE5EME5eUNMlu1LK9ykpnhRWrQUOjx8hTLR42eUz3+mXdc0sD5+vbythWZeWh0tlr30zElHptYZHjg2F6l+s1H4ebXFKvrSEyGAkhhLiBWqWi2mHg1a1lgJImdc+W0qT0IuOhNMeHQvTdJk2KpRf5YiTCFyMR1CqocRr5bChCtcOAZ0WaZN7AaZJBq6ZzqV6rsvFeb4BjvQH6/CmlXotk+Nvl+eWz117c4uWhWqnX1gIZjIQQYk1ZJBWaYaz3Kn3Dk8yGYixk8qj0Zuyecmoa22hvb6LWbeJeXUIteg176+zsrVPSpOlohieaXYyG08TSi3wzHuPUWIRYJn/LYwtFuBZOcy2cBsBh1LKjysqW0kq3Jo+Jp1rdNLg3ZprkMGo53KRsDrl7lXrt8nSC8XCai1NxqdfWCBmMhBBijSjmokz3fcOn73/El+e6GZmcIxhJks7lUemMWBweKmqbaN/9CI8ffYID2+qw3+MGRq1SUeM0UuM0Aso+SFdnE1yaihNN5xkLLXB8KMyAf/U0KZpe5ORIhJMjEdQqFXVOAyeGw1SV0qRHGhzsqbNj1m2cNGkpgXt9m7J6bXetsnv22Zvqtb75JBem4rzY4eNIkwuP1Gv3hQxGQgixFuTjTF89yX/8j3/jzZNXmYxmKa7874sJsgsJwrMTDPf3MTg2T/S3v+D5/Q1Y72P7YjVoeLi0bD9fKDIdy/BEs5uxUpp0ZjzKqfEoiVXTpCJj4TRjK9KkndU2OissWAwamr1mnmxxU+8y3uuXdVcYtGo6K63UuozsrLbyfm+Q93sD9M8r9dpEJMNfL81zeTqxfPbaHqnX7jkZjIQQ4r4rkJzu46t3/sabxy8zkQCzp57m7bvZ1lKDx6JlMeFncuAql6/0MhacoueLt/m72YGv/DccabKyFpoXjVpFrdNI7Yo06cpMgsvTcWLpPKOhBY4PhhgMLKz6+KVT608Mh9GoVdQ5jRwfClNl1+Mx63h0k5PdtXZM6/yQVodRy5EmF21lFnZV23in28/x4TD+RO7Weq3Dy7NtHpqkXrtnZDASQoj7LR9loucMX5y8yFSigLGsjYdf+BW/evlRtjSU4zBpyKfCzI1e4fN3/s7f3vqMvtAc/d98zokdu9m2+SG8a3BWsBo0HGhwcKBBSZOmSvcmjYczRBdypaNIoiSyt6ZJ+UKR0dACoyFliHKatHw8EKKjwoJVr6HFp6RJS0PYerNUr/1su7J6bU+dnXe6A3xzLUZ6UanXPi2tXrswqRwtcrhR6rV7QQYjIYS4zwqxKUZ7L9M1kaSgcVKz9SDP/fxFHmt3Xv+Q1lewaYcLqypFYLSf0c+ukZofZeDqFYbDu/F61uBktIJGraLOZaSuVIvFM3muTMe5PJ0glllkNKjcmzR0mzQpsrDI8aEwx4fCaNUq6l1GPh0MU2nX47HoeKyUJq23M8kMWjVbK63UuYzsrLLxXm+QY3031mt/uXy9XnuhQ+q1u00GIyGEuK+KZILzzIxfw58Fla2M+tYtbNvsuPUDWmXAU7eZ1s5GXCevMZuLEJyfZmo+D2t8MLqZzaDhkU1OHtnkJF8oMhFJ83izm2uRNJHUIqfHo5wej5LKFW557GKhyHBwgeGgMkS5TFo+rQnRUWFdTpOeaHYt3yC+HjiMWo40u2gts7Crxso73QE+GwrjT+ZI5wpcumH1mpdnpF67a2QwEkKI+6pIKh4nFIyQA9Q2J56yCsr0q1/x1FYrdq8bpxZmsznSqQTxeJYiujVxn9EPoVGraHCblpfsx9KLXJ5W7k2KZ/KMlNKkkeDqaVJ4YZFPBsN8MqikSZvcRj4dDFFhM+C1KmnSrhrbmk9ZlBV/Bn6+vZztVTb21Cr12tkJpV5bep29c0kuTMZ5cYuXQ00uPGap135K63swWixQmE9RjGaX/1X+8jyZ6SQ69b15A6jrbGi2+1A/ADu6CiHuhiKLhSJFtR6r3Y7e7cbltGG43ZSjVqPWaNCUHlssKv9sJHajlsc2O3lss5PFUpr0RLObiaiSJp0ai3DmmrLU/WaLhSKDgYXlG7xdJi2f1NppL7dgNWho85l5vNlNtcNwr1/WHVuu15xGdlbbeK8nwLG+IAP+FPlCkWuRDH++PMel6QTnJmO80OFjT40N/Rof/NaLdT0YFXMFCpNxioEFsCkTc+7LKdLDUTSL9+aDQvdEHcZyM8hgJIT4QdTYarfy+K//79QczaGxV9HcWcHtdvEp5rJkFxZI5wF0GIxmzJb1mxZ9FyUBMrFpRZp0ccrNlZkEiUyeoUCKz4Yiyzdp3yy8sMjHAyE+Hgih0yhf65PBMOVWPV6rjoObneysXptpksOk5fHm0uq1Ghvv9txcr8UZDy9wcTLB8x2e5XpN/DjrejCiUKSYzlPM5YFSlJgrUEwtwuKtP0n8VIq5AsV4FjJ5Cls8FNO3rqgQQog7o8Jc1sjupxrZfQe/OhcOE5yaJVQAtHZc3koqyx+cKkU5qNXFoUYXi4Ui18JpnmyJMhHJEF6RJmVWuQbk8kUG/KnlzSfdZh2fDoToKLdgNWpoK7NwpMlFlX3tpEnL9dqOcrZX25Tds3sCnJuIL9drHw+G6FlZrzW6cEu99oOt78FoFbojtZh/0YbpLlZpxWSO7H8MsHhi4q59DyGEuMVilKmBq1y4OEKsqMLgraOxo5Nm19pLO+4FrVrFZo+JzaXEPppe5MKkmyvTCRJZJU06MRRe3kDyZqFUjo8GQnw0EEKvUb7WJwMhyqx6fFYdBze72FFtRa+5/7+/Rq2abUv1Wo2N93qCHOsLMrhcr6X586VSvTYR54UOL7ulXvtBNtxgpNlehv5IPQbD3dtOvpjMke8PyWAkhLjLihQLebILCaKBaUaunuH4u+/w5UAYLBW07jvC4491UrbhPsl/mKWNE480uVjMFxkPpzna4mYymiGcyvHlaIRvrsXI5m+91SKbL9I3n1o+GNdt1vHJQJj2cjM2g5b2cjNHmlxU2O5vmuQ0aXm82U17qV57pzvAieEwgWSOhVyBi1NxxkILy2evPS312vcmbychhFiDigsz9J/9guNfDRBcSBEPzTM5OsjQ2DxZezMPH3yeV19/gYebHPfsMNn1RKtR0eg10ei9niadn4hxZSZBMltg0J/ixHCY8W9Jkz7sD/JhfxC9Rk2T18TH/SF8pTTpcKOLbVX3J03SlM6r+6cd5eyosrKnVrn/6OxEnEypXvtoIET3XJLzk3Fe2uLloNRrd0wGIyGEWIOKC36Gz37AH//3z5hdvo1Rhc5WQfPWRzn63NMc2l2PQz7F74jDqCQtjze7yeWLjIcXeLLFzVQ0Q6iUJp2diJFbNU0q0DOXpGcuCYDHrOP4YHh5pVtHuYXDjS7Kbfp7+pqMWjXbqmzUuUzsrFaGow/7gwz6F5R6LazUa5enEzw7qdRru6qlXvsu8pYSQog1qbQM/6brdDGfJjrdw+lPP8CgznNobxtlpo26Ju3u0GlUNHnNyxVTZCHHuQllpVsqm2ewdG/StUhm1ccHUzmO9Sn3+Bi019Mkr1WHz6rncKOTbZU2dJp78+fiNGl5otlNe7mF3TV23unxc3I4slyvXZiKMxpa4OKkcvba062e5SRN3EoGIyGEWINUpgpaH3mF/6ztJJRKEg/5mRkfYnBojOme08yODjA4Nk8891tePdyKSz7NfzCnSceTLW6ebFHSpLGQkiZNR7MEU1m+GIlybiLGYuHWNCmzWKB7Nkn37Mo0yU5bmQWbQcOWCguHGl2UWe9umrR0gO8vdpazo9rKnpog7/YEODd5vV77cEW99mKHl0ONTlxSr91C3kpCCLEGqUxlNO59jvqdObLpBRLRIPNTI3R/8xkfvvcJZwaDjJ77iH+4yqipr+Zos3XD7mV0L+k0Kpp9Zpp9SpoUXsjxZHOMrpkkqVyegXnl3qTJ6O3TpPd7g7zfq6RJLT4zH/aH8Fp0lFn1HGl0sbXKilZ9d/60jFo126ts1LtM7KopbQ7ZH2KotHptPJzmTxdnuTQV59ykR+q1VchgJIQQa5IKtUaHXqNDbzRjdXqoqG+kubkWh3qB0P94n55wkJErZ/n63CH2NW3HIZPRT85l0vFUq4enWj1k8wVGg2mebHEzE88QTOb4fCTC+Yk4+VV2H88sFuiaSdA1kwDAa9Hx2VCYtjIzVoOWzgoLBzc78d2FNGllvbazxsa73QFOjqxSr03FeaHdy1NSry2TwUgIIdYNDSZvEzsffoS9X31N35kAC/OTjA30M5XZhsMok9HdpNeoaS0z01qmpEmhVI4nmmN0zSRYyBXo9yc5ORxh6jZpUiCZ492eAO/2KMlOa5mZvXUOPGYt5TY9h5tcdFb8dGnSUr32y50V7KyysacvyDs9Ac6vrNf6Q3TPluq1LV4ObpZ6TQYjIYRYT1QGPOXVbNpUifGbAKlMjGhwnvlYkQ4ZjO4pt1nHM23KURzZfIGR4AJPtcSYiWcIJHKcHIlwfjLGakfZpRcLpYNyb0yTWnzKvklbK608ttmJ1/LjhxSjVs32ahv1buXstXd7A3zYF2IocL1e++PFWS5Nx3m2TanXdtbY1sTGlveDDEZCCHEfFTNBxnsucu7yBEmMeDd1sP2hbdSYbz/kaC0WbC4nFhWkiotksxky6QLIjkb3jV6jpq3MQluZhSIQTuV4YjxG12wpTZpX0qTp2O3TpH90BwAw6tS0+ZQ0yV1Kkx5vcrOlwoLmR6RJSzeZd1RYlKNFugOcHI4QTCn12vnJFfVah5ejrR4aH8BzQGUwEkKI+ynrZ+TsMf7wv59kuuim46lf4dqy9VsHI7RatHp96QNcjVqtQX2PloaL76ZCSZOebffwbLuH7GKBoeACR1uizMaz+BNZ5d6kyfiqj1cOiE1wqZQm+aw6Tg5HSmmSZjlN+iEbNi7Xazsq2FFlY3dNkPd6r9drodQiH/SvWL22xctjm524TA9OvSaDkRBC3E9qKOQzJIJBgoU8wUiMZGaV7mWlxUUWc1kWAVR6jCYLFoukRWuVXqumo9xCR7mFYrF0b9J4lK6ZBOnFAn3zST4fjjATz676eH8ix1tX/QCYdGrayyzsrbPjMutKaZKLjvLvlyYZdWp2VNtocBuXV6990B9kOKBsDjkWSvOHC7PLR4s83+FjZ/W925vpfpLBSAgh7iOV3oLZ5sBuVEFqgXg0RDCQplhtuc3y+yLpaJTgnJ9EEVQmG3aXB++3JUxizVCpwGPR8XyHl+c7vGQWCwwFUpxpiTGXyDKfyPL5cIQLU6unSUsrypb+u8+q58TyvUkatldZeXTTnd9A7TTpONripqO8dPZaT4DPV6nXLkwleKHdy9FW9/KhvRuVDEZCCHE/aR24fVVU+nRcHssSmhimv3uQcOcO3Kudhb0YY2q0n6vdU6SLKvTuMirrGyh/cJqODcWgVbOlwsqWCivFIgRT2eWVbunFAr1zST4fiTB32zQpu5wmmXVKMvVQnR2nSUeFTc8TzS7ayy2oVbcfnDVqFXUuI7/aWcGOahvv1wR4ryfIhakYmcWiUq/1Bbk6m+D8VIwXO5R6zblB6zUZjIQQ4n5SWSivbqCluYLPxq6Rmu3nm0/e5dMmN0/vrMWuu35BKy4mmOs7xSfHPuabsQRFlYmy+iY6Ojdhk8Bo3VOpwGvR80KHlxdKadKgP8XpazHmE1nm41lODoeX7z26WSpX4NxknHOle5fKrHpODodp8pqxG7Vsr7LyyCbHbe8XMurU7Ky20eAysqvaznu9ytlrw4EFFkv12u/PK/Xac20bt16TwUgIIe4rDfbaNrbtfYjm89NcDQUZOXeM3/9/E0we3E1bfQVOs5ZiJk5gcoDLpz7n86+7mE2DoayR7Q8/yt5mp6xH24AMWjWdlVY6K5U0KZDM8nizi6uzSdK5Aj1zCb4YiTCfyK36+PlElje6SmmSXsOWpTTJqKXCrueJZjdtZeZb0iSXWcdTrcoquF2l1Wufj0QIleq1cxNxRoILXJxK8HyHl6da3Wxyb5x6TQYjIYS4zzT2Gjofe4bn+kYJHrvETGyani/e4lr311RWenGYdBSzCUJzM8zOh0ktgt5Ry7YjL/Li03tpsG6sn9jFrVQq5X6il7b4eGmLj/RigYH5FKevRfEncswnlDTp8u3SpGyesxMxzk7EACVN+nw4QpPXhM2oZUeVjQMNDpwmZSxYqtd+Xdoc8r3eAO/1BrgwGSebV+q1Y6V67UJp9dqjm5zLj1/P1v8rEEKI9U5lwLP5IZ795zQFw995/+RFBqdjxP3XiPuv3fhLtWY8m9rZ+/jzvPjS0zzc5GS1W5HExmbUqtlWZWVblZIm+ZNZHm9y0T2npEnds0qa5E/ePk36+5V5ACx6DZ0VFvbU2nGU0qSjLW5afGalXqu5cfXah/0hhoNKvTYaSvP78zPLq9eea/eyY53XazIYCSHEGqDSO6jZdoSfOato3PYNF7v6GZuaIxRLkc2r0RnN2JxeKuqbaO3czq6dW2mqdmKQDu2Bp1IpCdDLnT5e7vSRLh1Pcno8RiCZYy6e4eRwhCszq6dJyWyeM9dinLmmpEnlVj1fjERo9JiwG7XsrLaxv8HB060etlRY2VVj551uP1+MRgmlcsq9TRMxRoILnC9tDvlUi5uGdVqvyWAkhBBrhEprwbt5F0/UtvHQoVmmZ/1E4gvkCmq0BhNWhxtfZSU+pxnd+v2BXNxlRp2a7VU2tlfZKBaVdOhIU5SeuSQLuTxXZ5N8NaocKLuauUSWv12+niZtrbTyUK0Nu1FLpd3Aow0OtldZOdarbA55cUqp14KpHMd6g1ydSSr1WodSrznWWb22vp6tEEI8ANQ6M87KzTgrN9/vpyLWOZUKym16Xt3q49WtPhZyyoaSZ8ajBJI5ZuNZPh8O0zWbXPXxyWye0+NRTo9HAeVrHW50sdltJF+EfXUOmrxmTo9HV9RrC/zuXGn1WruX59o97KhaP/WaDEZCCCHEA8JUWpK/s/p6mnSq2UXPXIqFXJ6umQRfjkYIpRZXffxcPMtfLs0BYNVr2FJhocJmIF+4cbf2VC7P2WsxhgMLXJiMKWevtXhocBvv+mv8sWQwEkIIIR5A19OkMl7dquyq3TuX4PS1GKFkjplYlpMjYbpvkyYlSvcm3U4RCKZyvL+iXnuhw8ujm504jGt3/Fi7z0wIIYQQ94xJp2ZXjZ1dNXYKRZiPZ3h8zEXvfIpUNk/XdIKvxiKEF1ZPk25nsVBkJLTAv5fqtec7vDzX5mHbGq3XZDASQgghxA3UKqiwG3h9WxmgVGPds8q9SaHUIjOxDJ+PROiZWz1NWk0ql+ebazGGggucuRblmVYPL27xUe9aW/XahhuMpqMZLk3FsRru3s4ehYVFMqoiWZ8JrV6NIbyA9jYH/gkhhBAbgU6t4tFNTgrFIrPxLG6zjvZyC8lsngF/ipHgwnd+jSIQTOZ4ryfIxckEZyfiHNrs5OVOHx7L2jh7bcMNRidHwkzFMujvYjxXzBfJq6GwvwK1y4Dmyjyqa9G79v2EEEKItWqxUKRQLH73L7zJdCzDv5+bYSiQYke1TQaju2UosMBQ4Lun1h9NBWx2KP97Kq78I4QQQojvxaTTrJmhCFjn5w6qQKVXg3Z9vwwhhBDiQWU3aqhzrp37jNZ3YqTXUL/Vx1M6NVvu93MRQgghxB1LZPIks3ke3eREtYYWp6mKxR9QDK4h4YUcc/Es6Vzhfj8VIYQQQtyhRDZPKpuno9xCzRpKjNb9YCSEEEII8VORm3OEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJCCCGEKJHBSAghhBCiRAYjIYQQQogSGYyEEEIIIUpkMBJ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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/146.jpg" } ]
<image>Find m \angle 1.
C
64,594
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/147.jpg" } ]
<image>Find the area of the figure. Round to the nearest tenth if necessary.
B
64,595
null
B
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/148.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/149.jpg" } ]
<image>H is the incenter of \triangle A B C. Find m \angle D H G.
C
64,597
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/150.jpg" } ]
<image>For the pair of similar figures, use the given areas to find the scale factor from the blue to the green figure.
B
64,598
null
B
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kga5lQKcWRdEBF33krKswupO1k9PfWxjj9iPyzHu4WRMH49VHo936+EJAbx0c61oGlDcnnELSQ/ClOH3p9Ai2DWvPNtFKuBUUlBzLPVbDrnBnTRwsmN4QcQ4+FKf7+3njvYUxFivhtLhjiYKSQ/nyRnbIMzfcF8/NoVpJT8SH4vTgQF98urDzeLaMbZV0/R0zFJQcUTe3Yc3+GvbjnEWxNInu4bguTk+OC2DDukBjwNt5lW55XCGgVyZHXtndOYl/OD2CyjIIAO6L0zOmDWXnK7PlGk4vnsYnFJQc2J+vYuclM5OkmDkhmOMWET7hujjdfL5y7eHrdFVHUFC6XZVKj/kH6wAw9ZJvzo+x8RPEE3F5cnpwoC+yZoWxj7tun9LGT4gfBaWbmT/pPl0YRfOSpFdcnZw+c0IwuxK/VdHq8UNwepW60ZFCtUUpUHJcAMctIkIwc0IwCp6MdfvJ6cvvH2oxBOfqpHY+oKB0E3VzG9Yevg6AGXJTKRDpi+S4ALcXp3cdgn/wleeeX0lB6Sabv61lV7mzZoXRkJv0mak4PTNJCsA9xekzJwSzj5ct16CovMVlj8Vn9Gp1gxKlFmvPNgGgVW7SP/5+3nhv0XC3Fqf/4YHOOdJ1B655ZCE6BaUbvJzXuYBj/qQjxFGm4nSTVacb8Mquqy4JsehQPzaYD9S14ZuznrewQ0HpYvnyRhyoYybBc9KCqLCcOE1q0hAo1sSzCy7Zco3LitPT7wljH+f9E/Ue16ukoHQhnd7IblNMkfrQJR2I0/VUnO7suUR/P2+sn8c8fws0BuQeq7HxE+JCQelC35xVsws4L08NoQUc4hL+ft74ZLHMojg95bMKpxenpyYNwdxw5qzMVacbPKpciF65LqLTG/H+iXoATG/ygYm0gENcx9/P22px+sZD1U4dJr8xdxh7+4vvrjvtfvmOgtJFzHuTVA5E3KVrcfqq0w1OLU5Pjgtgy4U8qVdJr14XMO9Nzg33pXIg4jzaQnw4JQ3Jb/2Aph6+pafidGct8jwxNYy97Sm9SgpKFzDvTWbeH85xa4iYdKirUXzd9lDaWnG6bH2ZU4rTE6IGeVyvkoLSBcznJun6N8R5NCj+9ih+MNj33a4sTl+Q2nmfntCrpKB0snx5o8VKNyH91qFHY3UZ8r/IwUvZP8HOnGS5ojg9OS7AYgVc7HWVFJROlv1t51mTtNJN+stY+iUeTZyKO6dmYOmb/8TlvqbkTa4oTjefVhL7bh0KSicqUWrZXTi/Hx9IK92k37wCRmDOyqVYsXIpVqxcgiceHAkfB+/L2cXpqUlD2ODd+dNvDrZKGAZw3QAx2XOm8111wb1hvXwncRVDnQbtJf2/H69BvvCJ4n5+2SviDixddcfNj4xoOtWEv31d6vD9mYrTk4/VYNXpBrY4PW9OuEOXSn55agjmH6zDgbo25MsbRTsnT0HpJOrmNosTgoIDfTlukWdq/Vs5Wg5c6/f9DFgTiYB37ut/g3jIVJyeECHBrD3MVsT5B+uQ03ADS6dH9GkkNGXcEODmpU0OFDZQUJLenS1pZm/PnRDEXUM83MAHohDw53H9ug/d+kIntYbfZk4IRkHQQDyzW4kCjQGrTjegqKoV7y2MsfuNPjjQF1kTB2Pt2SZkyzV4qblNlJ0ECkon2XSKSoL4wDvYDwMS+j6ENOd1y0AntYb/TMXp6/YpsVXRiq2KVvySU449y2V2n3Q1a3wQO5o6eb7RoSE839FqgxNUqfTsIs7Ku4O4bQwhfdTf4nTzUiGxLupQUDrBiV8a2NtTbwvirB2EOKq/xenzbmOu2Higrk2U1wGnoHSCDT80AGD2ddPBvETIrBWnv7ylzGZBuXkHwbzjIBYUlP1UVN7C7sR5djLtxCHCxxanS5h4+Eihx8LsS732FKND/djh9/5fejquQ7goKPvpvELD3p6YEMhhSwhxniipN/5ZU4UMHROOBzUdeOSTsl6L08U8/Kag7CfTu+fccF9RlkUQz6TJ+h6+W+vw8SPB+GQSE4CFBiDlswrsO1lr9WfEPPymoOwH89Vu07spIUKn3VSA9vXVkHwxHkPuHY6VD0cjb07nvu7f/ase/7u3otu8pfnw+7tSDcTEA+ooDVB982dMXv1NH09dmYx3jv0Jj0b3/Ce6WNH5ZLhrNA27ifDd+KECN56/jIF/GQXJf49hPz8vNRQFERIs31GJszc68NzZFvynugzvL5FZjKRmjJLiQF0Dtipa8Z7dxedqnHzrKTy9+xow7jl8/eXvMNJmF86Rn3GcB/Qom3G5UN7no6mQMA63Duv9feSYnNmNkyL1QULUIMeaRwhPtJeooJ16Gj5LQ+G/5PZuX0+OC8DeP8ThoVuYgzByr7Vh1kelFvORqYmdI6viSq19D2xQobSAOdNSOmEEIu1JJUMt5KeYKYDAuxIQ4+IkE3+P0liP0kLmn+D/4HP4NGMM7Crg8R8KmY1jWrLlTI/y4URp/9pIiF28MXhyJoouZTr9ng3KRmiW/BteEwciYP1UePlb7wlGh/rhb6sS8NYuBT4qa8XZGx2QrS/DqUVRSE0agtFmHYYihcauXWod16/gbHk7gCDcNS4K/na0t+NaGX5WGgEEI21spH2v6X4Qf1A2KiEv1gEYhFvvnIRJ44fDywl3W6LsfLdMGUG9SSJcHbo2aP/0IwAg4MuZPYakib+fN95/Ig6xX1Vh9Y/MYubkXUpsnaLF7/9rGDKTpMiWa7DjXDNWzLb56NCVF+OMAQCGY2JCsB2vzw7oKspQBACIwTiZ67cMiz4o9aW/4mgbAAxH2thwp4QkAPx6tTMox8RSj5IIlybrexhyVRh0Iq1PR8utfDga4xMaMXmXEgCw7ORvuFClw4SEQECuQYHGALXNecobqC4rgwYABsVjZJQ9++z1qCguZn4mIBFjYl2/yUPkc5Q3cK2sDM0A4DsSCVHO+4P+WM4Mu1OkPrQbhwiW+Qr3wLtj+/zzpuL0iQOZLshHZa3Y93Pnfm/b85TNUMgrmJu3xmN4gD2R1Igrv1YyN5PjEevvrO5Pz0QelC24WqxgbibGQzbEeb8uzU8SoetphbuvokP9cPiFkVg6jOk57q1vZ79WpLBRJqSvxLmjdQC8EZmWiBh7Mk9bgcKTagADMPKeURjm+pwU+dDbRStj5qt8a882Ye1ZuXPumPTbgp80wE/9/X/crBl8zQP+r2uSgUq47Hf9vlyHFb18veOaAkVNABCKSQlhdl3mwlh9BYUtABCGiSNDHb40Rl+IOig7V8YGIX5gA+Tnzvf+A14BiB07AiE2/ioVda1OayMhYvb3aj0+7/GrRjSUFeM/AIBbEKitwLlztk6n74DmXCEuAQBkSIoNcFZTeyXioDSiubwYzFnVWhRt+CMWbLDxIwkr8dVXI2DraIuyms6g/PyBMAwc4Ia+P+nV/JuXI3huCHCnEzZJeQUOxIC4oP7fEc90tBnQ+pUCHfV6SB6Lg3eQxKn3f/FKC964YDkvWaLU9lBnrEdVSSmYvW2XsCPzD9jRlwcbNgajI91zyLKIg/IGqkvLoOvDT0hTRyHWjn78hWomKOeG++KxyXQRMV64GZT33OvYRbI8hXZTAW5sLGOuCTQ72qn3XVXVgnf/WQN4Wc5xKWpbrQdlRx0unL7q8OP53j0KMjcdRi/eoOxQ4/LZm/+EtNdw7LM5iHZSx+/fV5mgvCPGntJYQvjDf8ntMFa2oH19NbQxBfBfcrvNukl76PRGvLH5Cgq9mJ5G3pxwtpdf09Bm/YdaqiG/oAXgj7Gvb0FeRrzt1eXmH/DG5Bfwd60/RidFwV0XXRHvqrdOifNnGuDslTGd3sieP5k4zLnDFkJczcvfFwHv3IeBfxmFG89fRsuaE+jQ9RBkfZD9l4vYYWBCMmviYMxLDWUPyDCNwLoyKMtxVgsAYZgQH2JXGBmuXsJ3WgAYirsSw90WYKINSletjFWpOv/pQ4PoWDUiTIOeTcGgE2kw5KrQNOMrGJT2XR/HmtzcErzdxPRElskkeG5OJABgVCgzLr6sumHlp9pxveQSrgCAzyiMi7NnUaYd1y4XoxoAfBIx1o074kQalEY0Xi1zycrY9cbOd9+wIRSURLgG3h2LgPP3AwBafncEN36o6PN9nP7uGp4qYV4TKYO88d7CGPa64LdGMiMu01GEllpQfv4yc1hN3GiMCrNnFrAJZb+UMDeTEpEQ7I7CIIZIg1KDknPnmdW0qHG4NcZ5M761ZvMt0aE09CbCNiAhFAFfzoT3bYOhnXoarf+4aPfPVpY24PmD9ezHO5fGWmxXDJB0Blm3E8/ND6tJiUOkPZnnyClDTiLOoOxQo7yImUj2nRSHaCe+8Vxr6BxGmN45CREyn6ghCFg/FQPWRKJ1wTloNxXYnLfUNuqx8rNKnPNhXgOH0yO6rWyPHd75sU7f5aBD9VUUynUAAjDhthjYdZrrb1U4X94OIADJicPsOmXIWcT5Sm+4iqIiLYBBuP324Qhy4l1XqJknkOkayISIQV8Xef6QfRmHvJkeSE5aEGZOCO71/hW1lgs6+ivFOG0AgBjcMSrErhODtJfP45QBAOJxT1Ko0w64sYcog9KgLMePbQAQjuR4e45tsp9a2+cjgAkRDHsWeT7+8AK7wr1MJsGK2ZFW78u8h9nSan7ZCEcOq3HklCHnEWFQunZlbKuCeWeMDaaFHCJOvS3ynNxbjszfmK5HitQHnyyWOfAITSj9TxlzMzkRI4PsiSFHThlyHq/21uoOtz6iwA24eXhA3hzaAcIn9H9xPoOyEdo//QhDrgqSL8ZDMTwEY/NUAJgV7j3PjLB5xOBdf76EAo0BmUlSvLdouDua7RIi7FG6TterzhEiZuaLPNdelyNjd+dlatc/Msyuc1jvGy6OyhDxbmF0AfNi8wAJvccQ8fPy94XPm5Pxp4FynLvBPOdzZ4TYdS0cMaFXu4NkQ8XxTkmILbnHarD9ZkhmJkmRMW1on+9D6IugFJSEkB7tz1dh1ekGAMwK95vzYxy6H9MiqFBRUBJCrCoqb2FPAEqR+uCNR6L6vMnCtI1R6CgoCSHdVKn0eGa3kv3404VRDl1Ez3wbo5BRUBJCLOj0RqzaVcEeJ3g4PQLJdp3uI14UlIQQC2/nVbIn/tizPdETUFASQlg7j9eyl2JeJpNg6fQIjlvEDxSUhBAAQL68EUuPMsempUh9LM6W9HT0VyCEoEqlx+RdnYs3e5bLLM6W9HQUlIR4OJ3eiPTNCvbjU4scW+G2xvz8ViGjoCTEg+n0RqzermBXuHPSgpy6PdF0fmuKVNhlQhSUDtLQARlEBHKP1bC7ZjKTpD2eLdlfQj8cg4KyD/z9Ot8Vr9QIe0sWIUcK1ez2xLnhvg5vT/QEFJR94Kx5G0K4VqLUYtaeGgDMsDhnUaxLVriFfhiGCQUlIR6mSqVHxrZK9uP18yJc1gkQyxUBKCj7yDQp/WO5huOWENJ3Or0R6/Yp2cWbvDnhbjlbcliQe69x42wUlH0k9Elp4tk+PljN9vKyJg526WUz1M29X/JWSCgoHXRZJY76MOI5dh6vxdqzTQCY7YnPzXHNCrdJfVNnUI6IEHYHg4Kyj0zn65kODSBECLpuT3TkbMm+ut7Y+RqRCnwrpLBbzwHz8/XENLQg4lWl0mPN/hr2451LYtxSwVHb0Pn6iA6lHqVHGTu88zrh5kMLQvjI2tmSCVHOvdZ9T8y3Lwr9cA1ht54D5kXniloqOif8tnq7grOzJU3bFzOTpG57TFehoOwj8yFLTQP1KAl/bTzUucK9TCZx2fbEnpjOtRziL+x93gAFpUPmhjPFsxeqqUdJ+Clf3shuT0yR+uCTxTK3Pr75/H3iMGHPTwIUlA65I8YfQOc7JiF8Yu1sSXfPEVZc17O3hV4aBFBQOsT8HZJWvgmfqJvbXHa2ZF+YHxoTGyb8MxIoKB1gvvJt/s5JCJd0eiNe2V3JrnDnzghxy/ZEa0xbfFOkPqI4KZ2C0gHmNWHnFTT8JvzQ9WzJjGlDOWvLv68y7RDLll8KSgf4+3nTgg7hlf35KnbxZplMwunZkurmNrZXOylO+KVBAAWlw2aMYp4AtKBDuFZU3oL5B+sAuG97Ym+KK7XsbfNpKiGjoHRQsqzznbJEqe3lOwlxnSqVHs/s7lzh/nQhN4s35orMpqOEvnXRhILSQYkxne+UZy41c9gS4qmsnS2ZHBfAcauAo5eZoFwmkwh+66KJOH4LDgQH+rLzlN+V0vCbuN/beZXs4k1OWpBLz5a0l7q5jd0yee9IccxPAhSU/WKap9yqaIWOrspI3Gjn8Vp2fnyZTIKl0yM4bhHjbEnn6Oqu0YEctsS5KCj7wXye8lwZDb+Je3Q9W/K9hTG8GeIWXOmcr3fXKUXuwI+/rkCNj+98xzx5kYKSuJ617Yl8KejW6Y3sCepZEwdz3BrnoqDsB38/b/YIqa+KaZ6SuJZOb+TF9sSemI+qpowRz7AboKDst+lJzBOiQGNAUXkLx60hYrZ6u4Jd4c5JC+Jse2JPzEdV5qMtMaCg7KeJCZ1PiPziJg5bQsSM67Mlbek67ObLnKmziOu34UBwoC+WyZii2h3nmmn1mzjdkUI1uz1xbriv28+WtIeYh90ABaVTzE8JAsAMv2n1mzhTiVKLWXuYC4OlSH2QsyiWl701MQ+7AQpKp0i7NYi9TavfxFmqVHpkbKtkP14/L4JXizcm6uY2UQ+7AQpKp/D382bLIdaebaLDfEm/WdueyLfFGxPzInMxDrsBCkqnmTU+iL198nwjdw0hovDxwc7Fm6yJg3mxPbEnm051Fr/zNcz7i4LSSZLjAti93zt/+o3j1hAh25+vYoeyy2QSPDeHXyvc5kqUWnZv98q7g7htjAtRUDpRxp23AAAO1LUhX069StJ3+fJGXp0tacueM2r29oN3uO+a4e7G3/+AAE0Z1znsOFDYwF1DiCBVqfRYs7+G/XjnkhheLt6YmC/iZCZJebOV0hUoKJ0oONAXOWlBAJiTz+lAX2Ivnd6IVbsq2MWbw+kRvD9U4ovvrrO3n5gaxmFLXI+C0snm3hnC3jYflhDSm9XbFexcX05aEGZO4PcwVqc3Ysc5ZrV7brgv70O9vygonSw61I89KINKhYg9+L490ZpvzqrZ3m/m/eEct8b1KChdwHwYYj48IaSrfHkjuz0xRerDy+2JXen0Rrx/gikJmhvuK9qSIHMUlC6QEDWI7VWuOt1AvUpilbWzJfm8wm3iab1JgILSZahXSXqjbm7j9dmSPfHE3iRAQekyXXuVtAJOTHR6I17ZXcn2ynJnhAgmcDyxNwlQULqUea/yryeoV0kYucdq2MWbzCQpMqYN5bhF9lE3t7HF8J7UmwQoKF3KvFdJdZUEYLYnmhZvlskkeHN+DLcN6gPzKSRP6k0CFJQu99LDnaUeL+cpe/lOInZF5S2C2p5orkSpZQM+M0nqUb1JgILS5YIDfZE7gylCP1DXhv35Ko5b5MmM0ChO469vvYiHJqVhdNKj+J+XN2H3qQpoOlz7yFUqPZ7Z3flG+elCYSzemHz4defWSrHvwrGGgtIN0u8JQ4rUBwDw/ol6KhfihBEt5/+Gp2a/hA92F0I74k5MnTQIpf/Yibeeeg4vfl6MFheFpbWzJZPjAlzzYC5wpFDNzqnmpAWJfheONRSUbuDv542sWcy7cIHGgM3f1nLcIg904zL+/vY2nMWtWLzlc/zri/X4NHc7Th19G4+E1uHYO1uwr0znkod+O6/SImj4fLZkV+rmNqw9zMxNpkh9sHR6BMct4gYFpZvMnBBssbWRLm3rXjcu/4g957XwnZaOpZMjMAAA4A1JzD34n4wkwCDHyV9UcHancufxWmTLmWu+L5NJBBc0m7+tZXvCWbPCBDOn6mye+Vtz5A8PdL5IntmtpCs2uo0BjVUVqMQAxIyNQYiX+dckGJ40Cv5owtlfquDMKx7lyxux9Gjn6d/vLYwRVNAUlbdYHCDM94M6XEk4/zURiA71Q94cpqyiQGPAxwerOW6Rp2hH4/XraIMvBkn9bvYmXcva2ZJCOq9RpzdaLD698UgUh63hHgWlm81LDWWvA05DcHfxw8iMHFy6dAx7M+K7POk7oNfq0A5/xMeHwxlLLDq9EembFeyQ9dSiKMEtgHx8sNpi8UlIK/SuQEHJAfN352d2K2kVnEsdv0F+Ro42ROKuxDCnvCBWb+8MyZy0IMHVHB4pVFsMuYW0+OQqFJQc6DoE/+ArGoK7nxGtDZUo3L8N67+sRMijS7Fo/OB+36sQz5Y0V6XSW6xye/qQ24SCkiPzUkMttjdSIbr7GEu/xKOj03D7pMew8NXj8Ml4B3vXTcOwfk5eHilUs7tX5ob7CuJsSXNd6z2zZoV5/JDbhIKSQy89HMkWos8/WEfzlW7iJQnFuGn34L7xw+CDBlzY9gFe+CQfNe2O32eJUotZe5jFmxSpD3IWxQpqhRuwPKwja+Jgj17l7kpY/0mRCQ70xacLab7S3byip+GtTR9i8xd5KMzfhr8sHoaiLW9gxaYiNDtQSKlubkPGtkr24/XzIgTXEzM/aX1uuC+vryXOBQpKjiXHBVjMV76yu5LqK93GG5KQUZi1NB1TfbW48MUpnG/p299eyGdLmpiftC7U3rCr0V+DB+alhiJrIrOQsFXRSvWVTncD9aVynDsnR2n9jW5f9Ro6EpMS/QFVKUpr+9aj//hgtcVwVShnS5p0PWldiL1hd6Cg5Inn5kRa1FfuPE77wZ2nFWX/eBcLFqzFjgu9zAP7hiFsiP0rOvvzVRZlNEIbroqhN+wuFJQ84e/njTceiWIXd5YerUe+vJHjVomFPyLjouEDDZQqTbf93B2NtSi7pgdiYxE9xMeue8yXNwr2bEkT88M6hNgbdidh/WdFLjrUD3uWy9iPJ+9SUlg6hS+G3jYB432a8MOOfThc2gDTAndHaxWOfZqLPJUEY9MnYfRA2/dmbXui0IarGw9VWxzWIbTesLu5Y9sr6YPoUD+cWhTFTq6v2V+DPeESwb0Q+cY3/gG8/loRlmb9Hc8/eADR429HQlALSk79iiqDN26Z8Tz+9LtRsJWTOr0Rq3ZVsMPVw+kRgtueuPFQdbdriQutN+xu9NfhodSkITi1iCkbKtAYkL5ZgSqVnuNWCZxXIMY8/iq++P8v4sn/Hg38cgYnTtUj9P5H8PxHm/CPj+ZhTIDtl8PbeZU4UMcs+OSkBQmu1nDn8VqLkBTKtcS55tXeWu3iQ/CJo7q+8+9ZLqOeZQ8GvCYHwBzg4Kq9yeb/j2UyieB6YvnyRosyIHo+2U84/2UPtGJ2JHLSggBQz5Jr5gXZQhyumockAArJPhLOf9pDUVhyz7wgG4DghqtHCtUW7T+1SFgXNuMD4fy3PRiFJXe6FmQLLWQ2Hqpm96ADTPupVrLvKCgFwlpYUumQawm9ILvrHHfBk7GCaj+fUFAKSNewpDpL1zI/TSczSSqYgmyd3oh391Z1WwgU0iVy+YaCUmBWzI7E4fTOi5RN3qWk7Y4u0PVsyTfnx3DbIDvp9Eas3q5gt1bS6rZzUFAK0MwJwWydJcBsd9x4qJpOHXKSovIWQZ4tWaXS4/FNZRYnrFNIOgf///vEqtSkIbi4UsbuDV91ugGrtyvoPMt+qlLpLa4++OlCYSze5Msbkb5ZwRbDm+o8hdB2IaCgFLCEqEHYs1zGnjq0VdGK2TnlKFFqOW6ZMHW9FELenHBBzOvtPF6LybuUFhc02/J0nCB6wUJBf0mBiw71wyeLZez1dwo0BozZoKBr8DjA/DSdnLQg3l99UKc34pVdV7H0aD37ucPpEYK7oJkQUFCKgL+fN95bNBy5M0LYz80/WIdXdl2leUs77Txea3GaztLpETZ+glslSi2mZpewbU6R+uDiSpng9p4LBQWliGRMG4qCJ2PZectsuQZTs0voomU25Msb2V5ZitQH7y2M4e2wVac3YufxWozZ0Hnt8GUyCQ6tihPcKUZCws9nA3FYclwADq2KY+ctCzQGpHxWQaviPbB2tmRwoC+HLepZlUqP1dsVFkPtvDnh2PJ0HG/bLBYUlCIUHOiLLU/HsRctA5hV8cc3lVHv0oxOb0T65s6e2alFUbztle3PV0G2vrP0Z264Ly6ulPF+HlUsKChFbF5qKBRr4jE3nOltHKhrQ8pnFXh3bxX1LgGs3q6wWCnm4/a+EqUWj3xcwl52AmAu2/D5s/G8DXUxoqAUuehQP3z+bLzFQs/as02Yml2CI4VqDlvGrY2Hqi0Ks/m2UqzTG7HxUDXGbOisjTTt13710WjezqGKFf21PYC/nzcypg2FYk28xdzlrD01eHqL59Vddt2e+MliGaft6Wp/vgpTs0vYNgLMgRwnMhMEUdcpRhSUHiQ61A9bno7D4fQIdmV8q6IVYzYo8Mquqx6xq6dEqeXt9sR8eSM7zDZf0b64UoaMaUN5005PRBcX80AzJwQj7dYg5B6rYXst2XINsuUlyEkLwoJ7w0S5iqpubkPGtkr24/XzInixxa9EqcWHX3eeVAQwIZ41K4zqInmCgtJD+ft5Y8XsSMy8PQh/PXGdLVxedboBq043iC4w+Xi2ZIlSa/G3N8mdEYL0e8KoB8kjdHExAoB50b6cp2QXDkyEEpi2Li727t4q9uixrImD8eqj0W5tn7l8eSO2na636EECwvlbeyIKSmIhX96I7G/rugVmZpIUC1JDeLuY0FtQ7s9XseU1XF09Uac34vSFBmw6VS/YNyNPRkFJrMqXN+JAYUO3YeHccF88OzkEabcG8Wpo2FNQFpW3IOWzCgDcHGJbpdLjwE/12HGumR32m1BACgcFJelViVKLPWfU7LDVXE5aEFITB/Oil2ktKKtUeoudNwVPxrqlrabeY15BQ7fhdYrUBy9PDcGUcUMoIAWEgpLYRd3chq9/VmPDDw3dekYpUh/8fnwg5t4Zwtkqcteg1OmNeHxTGTvMPZwe4dIVZJ3eiHNlzTh5sdnqm8oymQRL0kIwPj6QVz1xYh8KStJnPQ3Lgc7QdHdPs2tQvrLrKtu+nLQgl+y8UTe3obhS22M48uENhDgHBSVxmLq5DWdLmq0OMU0yk6SYnhSIMbFSl4aFeVBea7jB1oc6c/FGpzfiklKL8woNvivV9Pg7Z00cjCljAqn3KCIUlMQpqlR6/Hy5GYd/beoxQFKkPrhvuAST4qQYO3wQokMlTgsSU1Auk0nYx0+R+uBEZoLDj2HqMZbVtPYajACFo9hRUBKnMx+SflWs6TanaW5uuC/uiPFH4jAJRkRIIPXzduhUHFNQmlOsiberF6vTG1GlaoWithU1DW24UN2Kf19ttdnuGaOkvFnMIq5FQUlcrkSpxa9XtfixXGMzgMyZrgM0KU7Kfm7s8O4hGh0qQeDbxRaf+3xWKCaYBZhGb8SVGqZHeK3hBirUbVBrDb32Es2ZgjFZJkVizCBasfYwFJTE7apUelTUtaKsptWu3pu7mfdynT1FQISJgpLwgvnwt6XViOJrrWjUGVwWostkEgQP8kFssC+GBQ3s17CfiB8FJRGMrudmXm9sQ21Dz0fDdR2mhwz2pSEzcQgFJSGE2EATL4QQYgMFJSGE2EBBSQghNlBQEkKIDRSURITUOPnWoxg9OhWj079EKV3CnPQTBSURH4MKpQXXAQDSCSMQSc9y0k/0FCKi03HtMr4vaQcQjMkTYkEl5KS/KCiJyHRAV1GGIgBADMbJuL3SIhEHCkoiMnpUFBdDAwABiRgTSwfmkv6joCQi04grv1YyN5PjEevvxW1ziChQUBJx0Vfj1+/UALwReUc8hlFOEiegoCSiYqwswZkmABiKe5OGwofrBhFRoKAkImJE49UyXAIAyJAUSyePE+egoCQiooXiwmW0AcCwMRgdOZDrBhGRoKAk4tFRj0s/MQs5vnePgoxykjgJBSURj5ZqyC9oAfhjdFIUqIKSOAsFJRENw9VL+E4LAENxV2I4PbmJ0wzgugGE2KX+B3z4+j6U4Rbct/p5LEj07/IN7bh2uRjVAOCTiLEjaOMicR560yUC0AHtpZ+w+/j3OHGyHUNCrU0+NqHslxLmZlIiEoKpMIg4DwUlEYA21FVUMNsSA4chIqh7CHb8VozjR2oBDEDcjLGIpWc2cSJ6OhEBMKJVe/MKjJoqVF5vt/xyRwPO7dqJPJUR8J2KZx8eBVrwJs5Ec5REAAYiKnEMQvAf1LcdwzuvR6DjiVTE+nuhrbkavxz+O9bvuwQDIjBj3RLMGkZPa+JcdLlaIgxtV7D3+Rfw2pEa61/3kWH2G28g67FEBND+buJkFJREMDpaq/Hz4W/x9bfHcfh4KRoRhFFpd2PyfffgvqmTkBItBWUkcQUKSkIIsYEWcwghxAYKSkIIsYGCkhBCbKCgJIQQGygoCSHEBgpKQgixgYKSEEJsoKAkhBAbKCgJIcQGCkpCCLHh/wAdTNXkv0Bx1QAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/151.jpg" } ]
<image>m \angle 2 = 2 x, m \angle 3 = x. Find m \angle 1.
A
64,599
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/152.jpg" } ]
<image>Find m \angle 3.
A
64,600
null
A
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", 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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/154.jpg" } ]
<image>Find m \angle 1 in the figure.
B
64,602
null
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/155.jpg" } ]
<image>Find x. (Hint: Draw an auxiliary line).
A
64,603
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/156.jpg" } ]
<image>Find x. Round to the nearest tenth if necessary.
A
64,604
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/157.jpg" } ]
<image>Find the value of the variable y in the figure.
A
64,605
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/158.jpg" } ]
<image>Find x.
A
64,606
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/159.jpg" } ]
<image>Find x.
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/160.jpg" } ]
<image>Find y. Round to the nearest tenth, if necessary.
A
64,608
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/161.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/162.jpg" } ]
<image>Use parallelogram P Q R S to find Q R.
A
64,610
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/163.jpg" } ]
<image>Find the measure of \angle 3.
B
64,611
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/164.jpg" } ]
<image>Find the area of the figure in feet. Round to the nearest tenth, if necessary.
C
64,612
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/165.jpg" } ]
<image>Find m \widehat G J F.
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64,613
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/166.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/167.jpg" } ]
<image>In \odot Z, P Z = Z Q, X Y = 4 a - 5, and S T = - 5 a + 13. Find S Q.
A
64,615
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/168.jpg" } ]
<image>Find x. Round the angle measure to the nearest degree.
B
64,616
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/169.jpg" } ]
<image>In the figure, m \angle 12 = 64. Find the measure of \angle 8.
D
64,617
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/170.jpg" } ]
<image>Find x.
A
64,618
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/171.jpg" } ]
<image>Find x. Assume that any segment that appears to be tangent is tangent.
D
64,619
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/172.jpg" } ]
<image>Find the perimeter of trapezoid P Q R S.
D
64,620
null
D
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/173.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/174.jpg" } ]
<image>Find y in \triangle P Q R.
A
64,622
null
A
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Vh9Wsm0OxEqHrZBODKVtKir2aVRV2LLIHJM5BihUxN8EmTrakTObFQGX9ahwyaVmIZSPU3ka3J5CctKxYK6mpsM+tGVxslJMNHbh8KaMcatdRn21D+gOKc5H7ipiTSEcDjcMpzcO0xaxak4tJ9oCEWCaiDHb14kyZ+6XJL6PCPre5X6r7KIdPjuDxjX83HZXr1pNvs8rpQXFOUqyIOVAZa2ic3AzOUUN9pQ2T7AEJsUzEcI25CEWiyZUQTVY22Ub9HLZ6VVwH3+FInxPveNMefRWbtpWT4ZBmcOLcpFgRcxCk+WQz7uDEcq6+qp5VGTJpWYjlRFHix86TxYRGi1Zh9sVFtIfXnttD57AnmVfR1+zg0tocMiSvImZAbi1i9iIdnGwcTmkepqV4VT150gxOiGVES3ZOFgb9xEmdWG8HHZ4ggVn14VFx7v8DT+7pYMiXWFZRLKy9/Apq8zKlv4qYESlWxKypY400dvlSmsHZqamvwmqU5Vwhlg8N2avqKLJZkts+0Z7XefLVFgZd4dPmP51JdOgdfvOzxzjQMZoceKotvJx3XVdPYaZcM8TMSLEiZi3U3ECLKzARrtVXsmq1HZNJ3k5CLCeGusu4dFUOjvHlj8gQb/3sG/zgkd10uCaCt2fi73qDn3/t3/nt680MBxLZFyWDTe9+L5fU5GOT0dtihqQTj5ilCJ0NjQxNaga3mvp8C8Z53gM6NeLHF4rO+AlOLI6YClFVJRaNT1vWaBR0ioJGate0l2vVk2M1oDvDcEnFVMvN77uWl4738077GGE1RnDwCE988yscf+Vyrrn2Si7dsZn6ylxsem18lSTqo7/pIHtee5bHn3iFA43djPrHRzhoyb3kQ3ziPVuoyJI2B2LmpFgRs6O6aDzZhS8w0QzOXrOaKqsRwzw+JHmCET5x/wmahnzz903FglCT/5diLiFMccHdtjaXr15XRXGG8QxfoSf30o/y+Y90M/bD5zgx4COqRvCN9dDw+qN0HHie+00mzBYbdpsZgzZGwOPC7fHi9XrweAKEo7HktcJSewuf+uwdbK/OwaiVd4iYOSlWxOyEmjnZ7CIQmuiVUFG/GrvJNK9PSYd6PLQM++kcC87jdxVCpHq5eYwvXhY5S7ECGmMem+/+S/4+I49vfe9hdreNEoipREN+3CE/bgBFQaPRoABqLEZMnVq9Gsnfdief+5P7uHlbBZlGjRSzYlakWBGzEu1soHnIT3C8V4K2iFX1BVjmuRnc3k4X3lD03F8ohJiz5mEf/e4QdXmWM24FgYLeVsC6W77AP6+9jBceeZDfP/k6x3tchKKJokRViUWn+7zqcFRs4er33sv7b7uENeW5WA1aKVTErCmqeloJLMSZhVwMDDoJRGKoKqDosOflk2HWM5+ruh/81VEeOTKILxxfwbl+VTbFDgMaRS5z04mpKs5AlCFvmCFviGFvmFF/hEhs/j7eGgXMOg0GnQaNAhpFQaNR0ABK4q8BVFUlpoKqxl9XTFWJAeGoij8cJXKuVOYsKECGSUuOVU+u1UCOVU+2RYdeAjNn9IfjQwx7w8m//s/b6/jY9mIyZjJMMBbC53bjHuun7cgBDhw5QXNrOz3DTtzeAOGYgt5kIzOngJLqVazbvIOt6yspzM0mw2o8S0EkxNlJsSLSjicU4bJv7+NwrwdVheocM7/50Hqqc8yL/dLShqqqNA36eblllFdbRznW58UVjBKJqkRVlUhMJRZTZxRO1ikK2VYd+TYD+TYDBXbDxK9tevLtBgpsBjItenQahfF6UUn5fyD5+6ipEZaJ16AmChhXIMKgN0S/O8SAJ8SAO0S/J8SAJ5z89aA3TCgSm9Hr1yoKWg1oNQpajYJZp6E218wllRlcV5fNhmI7Jp0UL+NebhnlL/7QRPtoAIAPby3kn2+ppTTzzFtBp1FjREIBAoEQoXCISDSWfL8pigaNVodeb8BoNmEy6OQhQ5w32QYSaedwt4cxf4TxMnpbqZ2yTCO5Vv3ivrBFFompHO5x80LTKC80jtA05McZjOALRQlGYpxrEcWgVajOMbOh0Mb6IhtrC6wUZxjIsegx6jRoNQq6xP+m+7V2np6KY4liKhqL/zvFf61O+nU4EmMsEKHfHaJx0MvRPi+Hez00DPjwBiefEIuqKtEokNiS8AajuIJRTgz4uP/gAOWZJq6ozuS6VdlcXJGBfb6PrS0x19ZmkW3W0TEaLyr3dbpxByPALIoVRYPOaMFmtCzUyxRiEilWRNrZMyWvsr3cgdWwMm8wvlCUPR0unm8a5eWWETrHgriCEbzBWMopi9PpFIWKbBPrC61sKLKxochGfb6FDLMek06DSa/BqNWg08aLkAv53KtRFAxahXO1Ox4vYK6oySQYUQmEY3hDEVqG/Rzt9XKkz8ORHg+NQz784Ym9JRUIRmIEIzHG/PGC51i/l1/s66PApueSigyuW5XNFdWZZFsNrLSdiQyznlX5FhoG4//dmod99J0ztyLE4pJiRaSdPZ0ufIliRQG2lTqwrKBiZcQX5o22MZ5vHOH1Nif9nhCeYBRvKDptBkUByjJNrC+yJlZNrKwtsJJt0WPWazHqNJh0Ggw6ZUktx49v6xh1GuyJh34VI1XZZi6ryiQYiRGIxHAHojQN+Tja6+FIoohpHvITisYLmEhMxRWI4ApE6HcHaR7y87ujg2SZdGwtc3BtXRbX1GVTmmGct9WjdKZRYEuJnRebR/GHY4SiKod7PWwptZNhkluCSE/yzhRpxRuKcLTPiz+RwqzKNlOSsfyDeYFwjBebR3j48ADvtLsY9oXxhKL4QzGi08TKdBqFi4ptXFObxbV12dTkWrAZtRh1CiadBqNOs6QKk5lSAEMi5DtOVaEm18xVtVnxAiYco9sZ4LVWJ881jvBOhxNPYusopoInFMUTijLgDtE+FuCZk8PYjVo2Ftm5fX0u71qXR45FzzL8z5e0tcyB3ahj0BMP2u7rdHHnhnwpVkTaknemSCuHeybnVbaW2bEt44xBryvI748M8uDBAZqGfYz6IwTC0WnzJxa9hh3lGVxXl8VVtVmUZZqwG7VYjVr02pXbt0JRwJgo0MYVZxhZV2jjw9sKGfSEePOUk+ebRni1dYxhb7ybqgr4wzH84RhD3jA9rhBvnBrjW691ctvaXO7dXMiqPAv6Zdi8bEuJnQxj/AixCuzrmkNuRYgLSIoVkVam5lV2lC2/LSBVVdnb5eaBg/083TBMryuEKxghHD29Qsmx6NlVFT/VsqsqgwK7EZtRi9WgXfarTedDp1FwmHQ4TDoK7AZqci28d0M+Y/4w+zoTIeXmEbqdweTW2njOZcQX4dRIgF/t6+Py6kzev7mAK2uyllVu6rTcypCPAU+IVXmWFbEVJpYeKVZEWtnd4caX6I6rANvKlk+41huK8EzDCL/e38f+bg9D3hDe0OmrKKWZRq6qyeL6umy2ldnJthqwGbSYDRq0y3lvYoFoFAWrIV7g5dsMlGeZuaE+B3cgwtE+Dy81j/Js4whNgz5CUTXRsyaCMxBh4PAAzzWOUJ9v5c6NedyxIZ/CZdDvR6PA5im5lUM9HjaVSG5FpCd5V4q04Q1FOdrnwR+Jr6wsl7xK+4ifhw4P8LsjA7QNBxj1RwhO6SGiVRQurczg/ZsLuLo2i1yrHqtRi1mnXdbZiQtNUcCs12DWa8i16inOMLKrKpM/vaKc3R1O7j84wLONw7gC8fegLxzDFw4x7AtzpNfDD97s5qb6bD6wpYj1hdZJ2ZmlZlvplNxKl4s7NkpuRaQneVeKtLHc8iq7O5z8794+Xmwepc8dwhU4vaNspknHLWtzuHdzARuK7ORY9FgM2hV3nHaxjGddsi168m0GLq/OomXIx++PDvLgoQG6xoJEVZVwVGXYF2bUH6ZzLMCDhwa5uNzBh7YWcu2q7CW5+re51I4jNbfS6cYdiMBZ5gQJsVikWBFpY0+nc3J/lSWaV2no9/LdN7p45uQIve4gvmm2elbnWbjronxuX5dHeZaJTLMOg27lhmTTgUmvwaSPt+yvL7DyyZ3FPN84wq/397O/y00g0XjPlWg6N+AN8VrbGLsqM/jCZWXsrMjApF86Ky2ZZj2r8iycTORWmiS3ItKYFCsibeyZklfZvsTyKl1jAX78dg8PHR6gfSxwWpGi1yhcWZPJvVsK2VWVSYHNgN2olRtDmtFpFLIterLMekocJm5fn8/+ThcPHurnyRPDjPojqMSPm/eFQzxxYpi3O1zcuDqbL+wqY32RFb02/YsWjQJbSu281CK5FZH+5B0p0oI3FOVISl6lMttM8RLJq4z6wvxibx//u6+XlmE/rkCUWEpvlFyrntvX53HPRfnUF1jJSTRrkyxKelMUsBm12Ixa8qw57KzM4I8vD/CHY0Pcf7CfthE/kZhKIBKj2xnk/oMDvNQ8yh0b8vnMJSVU55jTvhDdKrkVsUTIO1KkhdPyKqW2tJ/hEghHefDQAD96p5sT/fEeKdGUpZRMk44PbyvkI1sLqcg2k2HWreh+KEuZUach3xafo1SXZ+Gj2wv53ZFB/vutbk6NBIiqKt5QlFMjUX70djdPNQzxgS2FfHx7cVqfHtpcIrkVsTRIsSLSwtS8yo7yjLTNq0RiKk+fGOL7b3ZzoMfNkCdMOKVIMek03LUxn0/tLGZNou19uj9hi5nRahQyzToyzDo+e0kJt67J4Vf7+/n57h76PKH4VOlglIYBH994uYNHjgxy345i7tlUQJZVn3aFalai+JLcikh3UqyItDA1r5Ku/VVebxvju6938uYpF32eEOGUI8haReGm+mw+d2kpW0rt5FoNy7L7qYi/Rx0mHWsKrHzp6gresz6Pn+3u4f5D/Yz6IsRUGPVHONDj4f8+08oDhwb47CUl3LI2N61WDMfnBL3cMoY/HJLcikhb8m4Ui268v0ogJa+Sbv1VBtwhvvFKB48cHaRzLEAgPLlPyqWVGfzRpaXsqs6k0G6Qkz0rhEZRyDLr2FJqpzqnhvddlM8P3urmqYZhPMEo0ZjKkDfMG6fGODHg5ZFjg/zlNRWsK7Slzfs7nlvRMuiJ//V+ya2INCTvRrHojvR4GPVHkidntpTa0qq/yjMnh/m3l9rZ3+XGFYhMOuGzrsDK53eVcv3qbEozTJh0GgnOrkA6jUKuVc9l1VmsLbTx1qkxvvt6F2+2O/GHY4SjKv3uEI8eHeRIj4c/uaKMuzcVpEVBsCXRb2WczAkS6WjxPylixZs6DyhdjiwPe0N885UOHjg0QPtogFDK7J6yTBOf3lnMHRvyKc8yYTXI6R4BBq1Cod3AzWty2V7m4LnGEb73RheHez2Eoir+cIwTA17+5skWXmsd4yvXVFCfb13UfMjU3ErjoI9Bd4hVuZJbEelDihWx6PZ0uqb0V8nAol/cYuXFphH+9cV29nS6cKasphh1Ch/fXswnLi6mNteCw6RN25MeYvGYdBpKM03cvamAq2qzuP9AP99+vZNeV4iYCoPeMA8fGeRgj4c/v7Kc927Iw7FIqywTuZWUfiu9Hi6S3IpII+nfuUgsa95QlCO9E3mViiwTpZnGRQumjvnD/N0zrXzu4ZO83DI2aXtqTb6Vn9y9hv97QxWbS+xkmnVSqIizshq0VGab+dyuUn71wfVctyobU2KekC8U5Xifly8/3syfPtpIw4B30tH3C2lrqR27caIw2dfpwhOMnuVPCHFhSdksFtXUvMpizgN6rWWMr73Yxu4Od+I1xV+UQavw4W1FfP7SEurzrdLQTcyKAmSYdOyqyuQnd6/h53t6+f6bXfS5Q0RVlQFPiAcODnCwy81fXFXBu9bnXfATQ1tKHZJbEWlNihWxqOJbQIubV3EFInzn9S5+ua+P1hE/wUgs+fdW5Vr4y2sruGF1DoV2g+zhiznTaxVKs0x88fL4HKF/fqGNt9pdBCMxvKEoh/u8/H+PNfFq2xh/cWU51bnmC7ZyN11uZcAdok5yKyJNyDaQWFR7O114FzGvsq/TxYd/fYxvvtrByUFfslDRaRQ+srWQX35wHXdvKqDYYZSLtjhvCpBp1nFlTSY/e/9avnxVOfk2PQDRWPzE0K/293HvL4/y6NHBSYX8QhrPrYyvaoaiKod7PZOC70IsJilWxKLxTcmrlF/gvMrvDg/wmYcaePbkCMPecHLbpzrbxPfuXM0/3lLD5lK7nPQR886g01CRZebPrizn5+9fy2VVGRgTWRZPMMrBHg9//PtGfvhWN6P+8AV5TaflVrrcuCW3ItKEbAOJRXOk18NIal6l9MLkVcJRlW+/1skP3+6mdTg+jA7iHWjv3pTPn1xexrpCmxQpYkEpSnz75Zq6bFbnW/jvt3v4yTs9DHnDRGIq3c4g//TCKdpGAnzl6nKKM0wL+n7cPDW30im5FZE+ZGVFLJrT8irlC59XGfWF+dJjTfzHKx00D00UKkV2A//13lV87dZatpY5sBmlUBEXhlGnoSrbwpevruCn96xla6kdvUZBBYa9YX6+p5cv/L6R4/2eBT0tlJ3IrZj08dtC46CXAXdo0U4oCZFKihWxaPZ0uPCGU/IqpY4Fzau0DPn4zEMN/GJvLz3uYHLb56JiGz++Zw0f3FpIeaYpbdqgi5VDUeLFwvWrs/nJPWu4qT4Hc6JocAcjPH1ymE/ef4JXW8cmBcDnk0aJT2G2Jx4YgpJbEWlEtoEE0bZH+Nd/e5jDvW7CaMm75k/46kcupiTTeNp8m9jga/zwX37G622jBGJ6Sq7/An/xoYspyzj9a88mmVcJT+RVyrJM6BYor/J66xj/5+kWdne68Yeiybk+t63J5avXV3JRiT3Z/0KIxWLSaVhfaOPbd6zm3148xa/29+MMRAiEY+zrcvOZB0/wtzdUcfv6/AXZMt1aasdu0jHojedk9nW5ee+G/HloWBel4/H/4JsP7aFzLISqyePyz/0lH7qsmlzzaVcZht/8Cd/8+cs0DniJ6Uu48tN/xgcuqybHLJ/RlUqKFYGmsJa8cBetDZ2MhcDgeZbDt60nN8OIKfU6EunlxR/9kN+9uI9OVxhjzXu5+5Jasq2GWQ/tO9I7pb9KIq8y36WKqqr8+kAf//5SByf6vcmW+VpF4XOXlvD5XaXU5VoWrEgSYra0GoXyTBN/d2M1ldlm/uOVDvrcIcIxlZZhP196vJlTowE+e0kpOVb9vP6zN5dMnhO0f976rWjIr84l1tdBY9MgAQy4nzvEjRuKyDFbmHyZeZlf/ORhnn+zhdGQgcp3vYftdXk4jFKorGTy0xcoplquvnwtGRYdaixKoP11Xj08gjeQulcdpuPJH/Kzpw7TNRYgalnLHZ/9CFfWF2DVzf5Gv3fqPKAFyKsEwjH++YVT/O3TbRztmyhU7EYtX7u1hi9fU8GqPClURPpRFMizGfj0JSX853tWsSrPgkaBmAq9rhD/8Uonf/VEM+0jftR5jJTkWPXU5pmTuZWTgz4GPfORW1Ew1lzJJWtzsBtVYtEAnW+9zpFBJ77UXa1wJ8//7Bc8tb+NEX8Uc/3t3Peha1lXakcvd6sVTX78AhQTFddczaZ8OyYNEO7hrVcOMOz1J7dLAs2P8t8/f45jvR7CSjY7PvJH3HtFHXnmua2G7OmcnFfZNs95lUFPiD97tJHvvN5F20ggebGtyDLx/TvruW9HMSUZJumdItJahknHu9bl8qP31XNpZQaGRGE94gvzm4P9fO7hkxzscSWD4udLoyhsKXFM5FYiMQ73euclt6IYy7j8yk0UZFrRAOG+d3jj0ADOZLUSpPWJn/LLZw/S6QxB1jbu+cy9XLm2GJts0a548g4QAOiLr+CabUXYzVogTP9br7B/wIs/BniP87vv/4KXG/rxRrQUXf0pPnvHxVRmG5nLooQ/FOVwSl6lLNNEWeb85VW6nUG+8LuT/PZgP/2eUDJIu6PMwY/eV8/t6/PItuiROkUsBRa9lksqM/jh+9bw7nV5yRVITzDKi82jfPahk+zpcBGOzk/BsrUknlsZt6/TNU/9VvQUXnolW0uzsGmBcD97Xt9P/5iXGOBreISf/uoFjnW5CGsKufxjn+K9l879gUgsL1KsiDhtLjuv20mpw4IWiAy+w6t7+/F4xzjwm+/xm9eaGfRHMdbcxmc/eyubyh0Y5ni3P9LnYdQ3Oa9iN83PBanbGeTPHmnkqYZhnP5Icon8ro35fO/O1VxRkyXHksWSo9dqqM+38M3b6/jsJSVkW+JZlWAkxv4uN3/yyEn2djjnpWDZXGo/w5yg86fN2cGVO8rJsuuBKMN73mB/7xiusUP87kf38+rxXjwRA5U3fZL73rWd6jk+EInlR4oVkaAhc+sN7KrOwKoHoiPsfeVtGl74Id9/4G3ahgLErOu58/P3ce3aYmznsYG8p2OavMo8bAGNFypPnxzGE4yf+NFrFP7iynL+6ZYaLiqxJ7uECrHUaBSFkkwTf3VtJX9/YxUljvgJvEhM5UC3hz95tHFeCpaFy60Amgw2XXMpNTkODApERw/wxu4TvPijH/LQGyfp90WxrHkPn/zYDWw8jwcisfzIlVskKbZ1XHfFKrKsBhRijO3+Ff/yn/fz9qlRgmSx/SN/xAeuqCPPcn6rIFPzKtvLHFjOM1x7pkLlb66v5I+vKKM21yz9U8SSpxAvJj66rYh/vrWGssz5L1g0isLm4oXJrYCCdc3VXLo6lwyjArEx9j/wdb7zm9doGvSjZm7h/Z/5AFdJTkVMIe8GMUExUXvtVazLsWFUIObppKVjDH9IQ+FVn+Czd15MVc75LcsuRF6lxxnkzx6dplC5rpJPXlxCSYbxgk2vFeJCsJt03Lkxn3+8OV6wwETB8qePNrK38/wyLFPnBO2ft9wKKKZqrrxiHXkZZhRieLta6Rr1ElTyuewjn+Y9u1ZJTkWcRooVkULBWHE1V2/Ow27SgBolGlMxVN3Cpz9zG5vLM857WfboPOdVepxB/vTRRp5umKZQ2VlCkcMghYpYlqwGLXckCpbylIJlf7eHP33k5HkVLJtL7ThMKbmV7vnLraAYKb38SjYVZ2HVgBqNElMNlN/wCT7+7u3UnOcDkViepFgRk2mt5ObY0SWXYPVUX3Ubl9YWYp2HRgd7Ot3JLSCAbeVzP7LcLYWKWOEWqmDJteqpyTUnuzqfHPAxNF+5FUBrzSHbpkc3/tHXV3HZzZeyquT8H4jE8iTFikihMrL7V/zqpTZGvONLvhG6TjQwFAgwHxNJ9nRMHl64o2xuzeCSGRUpVMQKtxAFS7zfih174lRQYD5zK+oI+x74LS839uMeX6yJdNF4chCvb2IUhhCppFgRSdHeF/np937P3lOjhJJPUCqewy/yaosTT/j8LiPjeRV/YmVlrnmVM4ZppVARK9RCFCxbSx2Tciv7uuYjtxKl/9Vf8JPfvU3zUIDkS1K9HH/ldVqGnYSkWhHTkGJFxIVO8dQPf8QTBztxhRTytu1kdaYVowKqv4GXXzzBmDt0Xk89R/s8jPjDySZtW0tt2Gc5D2jAHTpzmFYKFbGCnatgOdg9u063p+VW5qHfSqjjWX7+k8fZ1zpCkDw2bV9NjsOMBhV/06u8dnwIZ0CqFXE6KVYE4OPk777Pz589Rq87jKb4Gu774he5+8qSRNA2QNvLL3J4xEPwPK4jezrdeEMTm0nby2d3ZDkQjvJ/n27hucaRSYXKX19XySekUBECq0HLezfm8w9TCpYD3R7+z9OttA3PfJbQvOdWfE08/qNf8OzBDpwhDQVXfoTPfvFerq7KwqIBNdDO668eYmDMNy9bzmJ5kWJlxVNxHfgtP/jfVzjZ7yWiK+P6T97HjZu3cOP12yiwm9AAoa7XeWnfIG7/3C8jp+dVMmacV1FVla+/3MGjx4ZwBiKTCpVP7iyhWAoVIQCwJVZYUguWcEzllZYx/vWldnpcwRl9H42isLkkPg0dzjO3oro4/PCP+M2LR+l2h9GWXs1HPnojW7ffxNVbi8m0aYEQPW++yoHeMbzzc0paLCNSrKxwsaE3+Z/v3c+bLUMEonoqbvkkH71hHUV2E/mXXM22YgcWLRDp560X3qbP5WMu15FAOMqRvrnnVX61v5+f7+llwBNOPhn+yRVl3LejWAoVIaYYL1i+fHUlRQ4DEC82HjjYz8929zDsDc/o+2wtmdJvpduFZ9a5lRgju3/NTx94lZN9XiL6cq776Ee4/qJyMsx57Lh8K6VZNnRAZOAdXt3dxahnno5Ji2VDipWVLNLDiz/6AY/uOcVoMIqx9l18+qPXsqbQhk4BTdY2rrq4FLtFB0QY2f08b3S68M3hOnK0z8uwbyKvsmUWeZVXW0b5+svtnBoNJP/8+y7K51M7SyjJlIZvQkzHZtDy4W2FfGhrIVmWeMHhDkb5r9c6eeL40IyKjs2ljslzgjrdsw7ZRvpe4Rc/foS3m4bwR41U3XQfH7x+A6UOAxo0ZG65gq3lWdj0QHSU/S+/RceIm5mVU2KlkGJlxQrR9vgP+cmTh+h2hVDNq3n3Zz7MFasLsOgSN39NBpuuuYRyhwUdEHMe4sVXW3HO8Kks1Z5O1+S8ygxb7DcP+fjbZ9o40e9N7pXvrMjgL6+poDrHjFYKFSHOyGHS8edXlnPjqpzkluugN8z/e66Vt06NEYycfVs3zzY5t9IwMMs5QaFTPPuTn/Hk3jZGgjFMq27lYx+8mnUlDsbbNimOjVxxcRXZ9viYD9eRV3mjZQSXHAsSKaRYWaG8Jx7iBz97juO9HsKqlbV3foYPXl5HvkWXstqhYNtwLbtqM7AaFFC9nHjhFRrHPLM+XjiXvMqoL8xfP9nC7k4XocQZx4osE//vpirWFdpk1o8QM5BvN/L3N1Wzo9yBIbHt2jYS4G+eauV4n/eshcd4v5XU3MqRPs8Mcys+Gh/9Mb989hCdzhCqpZ533XcvV64rxqZP+ewqVtZeeQm1ieGGqq+B115rYHgsKD1XRJIUKyuQ6tzPb7/zK15tHMAXAftF9/Dpe3dRnWc+rc21Yl7NVbtWk2nRo6ASaHmJl46M4pnFsaBAeEp/lQwj5Vlnz6uEojH+/pk2nm8cwZ+4MGaYtPzTzTVcUpEp05OFmCEFqM018483VVOfb0GjQEyFgz1u/v7ZVtpHzn5CaOqcoH1dM8mtqLgOPsiPfv0Sx7rdhFU76+74BHdfXk+hVTdl+1fBVHc5F6/OwWFUQA3Q+uorHB0cwy/VikhQVHWmB9nEshH1MdTTx5g/PqNHa8mhqDALs14zbYYkPNZL97CHUEQFRYe9sJQ8m4GZ1gt7O1287xdHODUSAOD2dbl87856ijOMZ/wz33i5nW++2kmvKxh/jYrC126t5r4dJWRb9MjujxCzE4rG+MPRIb70WBOnRuOfRbNewycvLuavrq2kyDH957HfHeLGHx7gUK8HgM3Fdn7z4fWszrec9Z8X9Q3T1z+GLxxFRYM5u4iCLEtydWeyMM6+HobdQSIxQGcjvyQPh0kvT9QCAN25v0QsO1oLuWXV5M7wy/WZRVRmzv0ft3dqXuUc/VV+d3iAH73dQ58rlBx4+LlLS3j/5kKypFARYk4MWg23rMnh1Kifr7/UQb8nhD8c4xd7+6jIMnPfjiKyLPrT/tx4buXkoI9AJMaJAS+D3hC1MTPas2zFai05lFTlzPDV6ckorCCjcI7/cmLZk6JVLLipeZV4uHb6t96eDhdfe/EULcN+oolFv1vX5vD5XaUUO4xITEWIubMYtHzy4hLetymfDFP8WdUZiPD1l9t5tnFk0ud03HT9Vo72eqf9WiEWihQrYkEFwjEOpeRVShN5Fb329Lee0x/hH59v42ivN9kWfFOxja9eV0VtruWsT3FCiJnJNOv4y2squaY2vvUL8a2ef36+jYYB37SB2+lyK+c/J0iImZNiRSyoY32eKf1V4he96cqOb7/eyZunnMnjlMUZBv7plho2ldjRz3LYoRDizIodRv7fTdVsKbGj1yiowPF+H999o5M+d+i0r98ytd9K1+z7rQhxPqRYEQtquv4q0x1ZfrlllF8f6GfEF2+lr1UUvnpdFbuqMpM9HoQQ80NRYE2Bla9eX0VZlgmIzxB68NAAzzQMn1aInNZvpd/LkPc85gQJMUtyFxALavfU/irlp+dVRnxh/u3FdlqH/ckVmPdvKuCWNbk4jJIBF2IhaDUKV9Vk8YHNBeQkgrXuYJSvv9xOQ//k/itTcyv+SIwjklsRF5AUK2LBBMIxDvWcO6/yrVc72d3hSm7/1OaY+cJlpZRkGOXkjxALyKTX8PldpWwrsyd7FzUN+fn26/G2Aam2TMmt7JfciriApFgRC+Z4v4cR/9nzKs83DnP/oX5G/fGBQ3qNwleuqWB9kXSoFeJCKLQb+dLVFZRnGlGIbwc9cnSQJ08M4wpMDALbUuLALrkVsUikWBELZk+Ha1Jb7ql5lUFPiH9/qYO24YkBhR/YUsCN9TnnbMUvhJgfigK7qjL50NZCcqwT20HfeKWD4/0TJ/PybHpqciZyKycG4rmVmPQVFReAFCtiwezudOE7bXhh/C2nqir/+WoHe7tchKLxr1mdZ+GPdpVR5JDtHyEuJJNOw2cuKeXickdyO6hl2M9/vTaxHaTVTMmthGMc7fNOCtALsVCkWBELYmpepcRhpCJ7Iq/yTMMIDx0eZCyx/WPQKvzlNZWsLbTK9o8QiyDfZuBLV1dQmWVCAaIxlceODfGHY4M4E9tB0/dbiZzhOwoxf6RYEQvieP+Z+6v0u0N8/ZV2To34k+30P7qtiOtWZWPRy/aPEItBUWBnRQYf3V5Ers0AgCcU5ZuvdHK010MkprKldEpupdONOyC5FbHwpFgRC+K0vEp5PK+iqirfeLmdfV1uQtF4pbKuwMpnLy2hyGGQ7R8hFpFRFx9seGmFA1Oiu+2pkQD/+Won3c6g5FbEopFiRSyIM+VVXm0d4w/HhpKnDEw6DX95bSX1+VZppy9EGsi1Gfjy1RVUjW8HqSpPNQzzYtMI/nCMTSU2ya2IC06KFTHvgpEYh6fkVSqz410yv/9mNx1jgeT2z8e3FyVmlMj2jxDpQAG2lTm47+Ji8hPbQd5QlB++1U23M8DWUsc0/VYktyIWlhQrYt4d7/MwlJJX2ZzIqzx1Ypi3250EEs3fKrNMfHxHMQV22f4RIp0YdBo+uq2IjUVWDIm5XAe6PTx5YpjqbLPkVsQFJ8WKmHd7Ot2TloV3lDkA+O+3uulzhxjf3v7UzhLq8mSashDpKNdqSD5MAISiMX78TjeBSJSqbFPyiPNxya2IC0CKFTHv4nmVyeHaJ08McbDHQyixqrKxyMbt63NxmGT7R4h0pChw29pctpc5MCfCto2Dfh45Okh5pim5uuIPxzgmuRWxwKRYEfMqGIlxqNudzKsUOwzYjFp+ubePQU8Ilfie+OcuLaEiy4xG9n+ESFt2k45P7Sym0G4E4q34f76nj2yrHoshtfW+5FbEwpJiRcyr433eSXmVLaV2Hj0yyIkBL+FEqvayqkyuqcuedLETQqSnK2qyuLImE1vi89rlDNIy7EuukgLslzlBYoFJsSLm1Z5O16Tl4OpsM384PshIolOtTqPwuUtLKMs0IlEVIdKfRa/l0zuLKcmIr67EVJWnTwxj0GowJDpSH+/3MuyR3IpYOFKsiHm1Z0pe5Vifl15XiGhiVeXm+hwuqczEpJNVFSGWii2lDm6uzyHTFD+yPOyLoCgkHzh84RhH+yW3IhaOFCti3gQjMQ71uAkk8io5Fj17uiZOBln0Gj5ziXSqFWKpMeo0fGpnMeVZJhQFVKDXFSQYTdkK6pTcilg4UqyIeXOi38uQN0w0ZSnYF4oml4bvuiifzSV2DDp52wmx1KzKt3LHhjxyLHoAQlGV1F2ffV1uPJJbEQtE7hpi3kzNq4wFIsntn2yLnvt2FJNnMyCLKkIsPTqNwse2F1GTY0Y7zdLoiQGf9FsRC0aKFTFvdk8ZXhiNqYxftj68tYA1BVb0WilVhFiqyrJM3Lu5gDyb/rS/5wtFpd+KWDBSrIh5MTWvkqrQbuDezYXJ5WMhxNKkURTu3VJIXa4F3ZTjfCrxI8yedMitREP4XaMMDQwwNOIiEI4h6z1Lm+7cXyLSX4TBxoO0DPgIRVM+krpc6jbXkW8xsNBnb6bLq4x797o8qnLM0lZfiGUgz2rgljU5NAz6GPSEJv29fZ3xfitFF/g1qb4Bmg7tYffu/RxrbKWjZwiXL0QkpoKiQWe0kVVYRnX9BrZccgWXbq4g26yXp/UlRIqVZSA2+Bq/+Ldv8VzjMP7UYsWwiU985/9yx5p8bAv8qdw7Ja8yzqRTuOuiPDLN8lYTYjlQFLhzYz6/PtDPUKIr9bjxOUG1uRemO7XqOcXuZx7jD0+8zMGWXoadHnyBAMHQRF4u/qI16E4e5/Du13jukd9SsvYybn3/vbxrZxVZZp3k6JYAuYMseT6O/uF+nj/QQOtwkEnlgtbAyXYvoVoVjAv7cZw6D2jclTVZrM6zJptHCSGWvqocM5dXZ9I+GsAVmNj2Gc+tbCiyT5rMPP/CDOx/jF/+7Lc8v7+Z7kEXvnCUM2Z71RiRkB9PyI/HOcLQQB/tJw5y8O7P8fl7L6M6x7zgq8/i/EixssRFOp7jgccO0T0W4rR1jWg/XZ1uQqGFLVZC0RgHU+YBpbp3cyE5VsmqCLGc6DQKd27I45mG4UnFynhu5ba1uQtXrKguTjzxI77/08d5+0QXY4EIqYsoaE1kFRZTmJOJ1QAhv5PBnh4GnYH4thAq0aCb4c4jPP/Tf8ET+DJf+tgV8dWghXnFYh5IsbKUqSO889BDvNU2sf2j0+uIRqKoqgoE6e7owR9ejYpxwZY6T/RNn1dZV2Dl4goHFr08swix3FxSmcH6QhvdziCBlDlB+7oWMLeiujj+u//iP378GLubh/Ang7NabKWbuOz6G7j+qq3UFWVhMerQKhCLRYgEnPQ07OGVJ//AU280MugNE1Mj+EdO8eZvvsPPS/P54m0bKLLJLTFdyU9mCQs0PM4DzzbQ7w7HP7DGOm643sbbr55g1BVAJcpARwfeUHhBi5Wp/VXG3bUxnwK7dKsVYjky67Xcvj6XvV0uup3B5O8f7/cy7A0Rm/fcSpjuF3/Cd372OLubhvCNF0iGfDbf/jE+fvc1XFRVRHaGDZNeM+V6F6O8ooa1Oy7n8qd/xnd//DRHet2E1RjBkQae+fUf2LWphGtW52OW61VaklWvpSraw0u/fZQDXWMEYwAa8na9j7uv3USlbeL0T7C7gx5/iPACntubOg8I4q32b12bg8Mo9bAQy9Wta3MpzzRNahLnC0U51u/DN8/9VgJNj/Pjnz7GO42D+BOFimKp4YY/+j/85R/dw9Wb6yjOdWA+rVAB0KA3O8gpXs0ld/0xf/6xK6nNs8RvgGoEV8PTPPJSM4PO8Ly+ZjF/pFhZklRce3/HQ6+1MuSLoAKKZT23vu8qVm9eTYlJjy7xaY32d9LhDS9YsRKKxjgwTV7l1jU5lGXJcWUhlrNcq4EbVmeTaZl4KFFZgDlBwRae/sUDvHKkC1cosfWjL+aKT/4Zn77rKjaWZ2HWTVekTKXB4Chh850f5V1bSsk2xf+EGhpg3yu76Rh1I+VKepJiZSkKNfPU/U9zvNdNvEbQUnz1+7htUzFZBWUUZxnQj/9kA910dvsILVC10jBNfxW9RuGezQVky3FlIZY1jRLf7s2fEqLfk8itzI8Y/a89zCNvNNA7vuWtmKi6+ZPcd/su1hZZ0c/qoUjBkL2eG6/dRFFWYnWFGO7juznQ48STBj3txOmkWFlyYvS/8gCP7u5gNBCNr6o4tnD7XZdSmWNGZyyjtNCEXp9cWqGz00d4gYqV6fIquyozWFtgRS8DC4VY9lbnW7i0MgNbyumfY32eeG5lPuYE+Y7x9KOv0djrSq4Q68qu4YPvv4oN5Q4Mc1m9VUwU79hCbZadxOIKqqeFpjY3voD0uk1HcjdZYlTPQf7wwMs0D3qJxNdCqbrxHm5aW4RdrwFNLiUlGSmTjf10d3TjD4UXpN307g73aXmVezYXkGuVgYVCrAR6rYY7NuaTZzUkf88fjs1TbkVldN9zvHysm9FA4nspWWy7/Q52rS7Gpp/7LUyfX0lZtoVkjRUbo6drhEA6jAsQp5F1+iUlTPsz9/Pk4R6ciYuAknMJ733vDkqzTcRnBBooLcnHqNehEEUlSn9HJ97w/J8Imq6/SlW2icurM7EY5LiyECvFFdWZlGUa6RgLJDvHvn1qjJvrcyatuMxabJC9L73DqaHUVZXLuPWq1RRlGs7vadu0hvf8xT+waciTPKRgK19DgU2uXelIipUlJDb0Jg89/DbtI36iKqCYqb/1bq5ZlYdtfNsHLfmlxdgMOhSCqECgq4O+QJg6FQzzWK009HsZ9IYm5VWurskiz2ZAcrVCrBw2o47LqjI42udhxBdfmXi9zYkzEKEkwzjn7xsb2s/bh3oY846v3uqp2nUtG0tysJzvBHfFTun67RTGVOKtbxUUrQ6ddNtOS/JTWTJ8HP/D/bx4cgBP4hFDW3gFd92+mZJM46QfpKm0hIIpJ4I6PfN/fHm6vMo1ddnn9yQlhFiSbliVQ3bKZPW2ET9Of+Q8cisq7mMHOD7oxjdeq+iq2H5pHXmZpnm4eSlodHoMBgMGoxGD0YBep5G+UGlKipUlItr5Ag88dpBuZ2L+j2Lnotvfx2XVuVh0kz9d2qIyCi2GZLGi+rvp6A0QisxvtfJ2uwtvSl4l36rnomIbZp0UK0KsNFvLHGSb9cmbfSiqcrjXPekaMTtBmo82MOzxMf4dtKUb2VyVjX0+l4jFkiDFylKgjrH74Qd5s20YX6Lg0JVfy123rqPIcfqYc8VcQmm+EcP4Mmm0j455PhEUniavcnl1FjlWvTyZCLEC2YxaVudbJo3XeLphhGHvHDuXRPtoaR3C6x8PvGrIqltLZYYVo9y5Vhz5kS8BgZNP8MAzJ+hL9hjIYsedd7KzPAfzdPu2uhJKi8zox1dkVT89HT0EQpF5OxHUMOBl2BeetMR77aos7NKxVogV68bV2WSnNIjb3eHEFZjjykqwk84eL4HQ+DVGR0l1NRnm+dgCEkuN/MzTXayXV+7/Pfs6xwgmhhUaV93E+65fTb5dP/3pHsVKcUkuBv34RSNCf0cnvnk8vhzfAppYVTHrNewoc2AxyFtKiJXqhvrJuZV+TxhnYG65ldjYAIPeEMnFW00GhSWZGE2yzbwSyZ0lram49v6eB19pSbbVR5vPrve9hy2lWWdZCtVTWlqESa9LFDMqvu5O+oIh5iu28lLz6KR22ltL7YlTQLIHJMRKlWsxUGQ3ok+s+EZjKs83jiRPCM1GdHSUsWB44pqlZJKTa0Kvk2vMSiTFSjoLtfDM/U+mtNVXsK5/F3ddWUuuVXeWnikK9tIScoz65EDDSG8Hnb75mREUjsY40e8lmDIW/ub6XDJMsgUkxEqmKLC1zD5pO/jZk8OM+GafW1H9fgLRGMmrjGLBZtOjlWJlRZK7S9qKMfDagzzyTgcjibb6AOrgHn75tb/kEaP2rA3eVHc7bSP+5Add9XXR0RcgXH3+zVaO93sZC0RI9H5Co8AVNZlY5ciyECveHRvyeejQQLJAOdbvnduJoHCYSCw2sXWtaNDqFAnwr1BSrKQr72Eee+BFmpJt9QFUAgMN7B0+ee5OtGqUcDg68VQS6aOjw0do+/kXK880DE8KzVVmmSm0G9BJJzghVrx1hVayLDoUJd5rzROK0jjgoz7fink27fE1WjSKMnGti4UIBCLEYsB5PRf5aXz2AV440s1YYg6QNm8r737PZdTm2+SmmKbk55KWwrQ/+1ueODTRVn9cLBIiNJfRFaqXno5+gqEaVOtMRqmf2WttY5OelK5flS1bQEIIAIw6DdXZZg73ePCFY6gqPH58kEurMijLNM34+yg2KxadNt4NWwVw4xwNEQmroJ/7FUx1H+aFhx/mgT3tOCMAGgpurOPmiCK5iDQmd5g0pA6/xcMPvc2p4URbfbRkltdTlmNCP4snitBAK009zkS2JEJvRwe+8DZAf64/ekbhaIz2kSChlLzK7evzyDDLW0kIEXdlTSYvt4zhCwcBeP2UE6c/QlnmzL+HNjeXbJMePRACiA7R3eUiEIyCZa7XmxiD77zAGw0d9I664qvWmgJ2rq0m0y5HotOZ3GHSjo/jj93P8w39ybb6imMzd3/5y9y2Jg/rjIsVlZHn/oU//96rdI4GUFHxdnfQHwhTfR4PJkd6PbiCE/1a7EYtldkm9DJPQwiRcP2qHP7r9S56XPFipccZnNRAciY0mRWU5Vow6iDeVy5A6/EGRr3rKc+yz62w8B/n2cffpm3Ak9xeN1RdxtWbi8m2SOYunUmxkmai3S/ywKMHJtrqo6Psmru4Zfs6VudbmM3srvy11eSY3qKbAFEg0tNBpz/E+aytPHtyBHdwYguoJteM2XD2sK8QYmUpyzKRadahUSCmxlvvtwz7WF9kxTzT5WFDNWtX52Lbf4oRZxSIMbL/TQ70XEtNkR3HrGsLPycf+w2P721jeDxzp2Sy6aab2FSWg9Qq6U0eh9OJ6mTvww/xRtsw/kTZr2Rs4V137KAsyzSrQgXAUFpCvnFioKHq6aZzIDC3zEvCOx3OSXmVSyoysM4mNCeEWPZ0GoXyTBMm3cS14ZWWMUb9s7j4KHY2XLyJ4syJ0Gt0eDePPXWInpSTjjMTZXjv/fz0/ldo6B8/tKBgqr2O269dQ1GmQR640pzcZdJIsOlJ7n/6OH3ucHJVpfyau7ihvgDbHAoCTW4JxXbDxJZPpIeOzsCcZwSFozHaRgKEoinzgKoyZcqyEOI028vs2E1TW+/P5klJQ+aW67isLg+HMXERi7k5+fj/8NtXGhn0zvR7RRjc/wDf/daveOlYH97x7XVzHTd/5C4uqcvHOtsnQXHBSbGSLmJ9vHr/79nXMZpsq69kbuPdd+ygNMs861UVAMVYQnG+Ed3E0grd7QME5ri0cnLQhysQYbxztlaB+nwrRp28jYQQk924Oods88SGc8uwf/a5Fcc6bnnv5dTk2ROrKyqhoSM89t2v84Pf76HdFTzrCkvM283eh7/JP/zjD3lszynGxntWaTJY996Pcc9VaymynmFsiUgrkllJCyruA4/w0CvNDI631UdP5XV3cf3qfGxzTcNqCykptMTbU4dU4ieCOvGHtqAy+w/om21OPClHqfPtBuwmrbTYF0KcpjbPgt0Uz7OpgDsYxR2IEI2paGfak0kxU3LFB/jQvpP0PbSHLlcYVQ3hbN/Do9/+PzS8dTlXXHE5OzevoqI4nwwzBN0jDHQ0cezgXt549U0Onmims99FIJJoMKfYqLvts3zxI9exrsiG7GIvDVKspIPwKZ777ZMc7XElh3YpWTu4/b3bKc0yzb3/kWKmpDQPk6EZfDFAxd3VzmAwRBWWWYdsX2sdw5sSrt1UbJt5WE4IsaIYtBoKbHoMWg3BaIyYGr+GrC+yTRp2eC5aexVX3fcFBsf+lR8/c4x+bwQ1FsTV38qBFwdo2fs8D9stmIxG9BqVaDRMKODH53HjHHPhD0eT3bbR57LhXZ/gjz75HnbW5mCW1v1LhhQriy7G0OsP8Lt32hnxj7fVN1B9/V1cuypv7qsqAOgoKi3EpNejEJ+4HOnpoCsQZvMsjy+HoyrHB7wEUvqr7CjPwGKQYkUIMb01BVZeb3MS9MevG6+0jvL+LYWzKlZAi7VkK+/907/BlvM9fvy7t2kbCRBVVSJ+NyN+NyP95/oeCqaCi7jpI5/k3lsuYW1Z5qTwr0h/UqwsNt9RHr//BRr7Pckhg0r2Dm5/z1ZKMs+3SZGCtaSYbKMOLRABVFc3Hf1BwpXM6vxy46CXUd/kUe8XFdtm1z5bCLGiXFmTxUOHB5OngI72eSetzs6YYiCjbBM3ffrvqN3yLH/4/aM8+1YTA+7QOU4FaTEX1nPJDe/m9psv56L6SgozTDIaZAmSYmWxGau56UvfYvvnw4x/hBVdBiVVRee5qhJnWHMv//jj6/CExldtTORV5WOb5U9+T6cLX8qRZaNWoTrHjFGawQkhzuCSigwcponV10FPGE8oPgR11vWCoseWV8GGq++mZMM1vLf9BIcPHOLYyXZ6h0Zxulz4ggoGqx1HRib5ZatYe9EmNtRXUFxYQF62HaPu/EaNiMUjxcpi09oorFlD4QJ9e8WcT1V9/nl/n7dOTe6vUpVjxmHUyQRUIcQZZZr1ZJp0aDUK0ZhKJKZytNfDhiIbduPcbj9aUwZ5pRnkFpZQtW4n1/kCBMNhopEo0RgoWi06nR6D0YzVbsdq0s880CvSlhQr4pzCUZWDPZ5Jxw43l9gxS15FCHEWigJV2Wb2dLqTDzsvt4xx05rcORcrye+tM2HLNGHLnIcXKtKerOGLc2oc9DLkDRNNyatsLJK8ihDi3LaXOyZtBe3pdOGeVXM4IaRYETOwt9M1aQsI4s3gJE0vhDiXbaUOHCmrKJ1jAVyBlOPEQsyA3G3EOe3pcE8K1wKUZBjRS4tqIcQ5lGYaJ3W5DkZUGga8+MJzOBUkViwpVsRZhaMq+7vd+FLyKla9VjrXCiFmJMeixzDlwWZ/t1u2gsSsSLEizqpp0Eu/J0Q0Zc0216ZHL0eWhRAzoNdpyDDpJvU22dfpxj2XfitixZI7jjir6fIq+Ta9NFUSQsyIAuTZDZO2jY/1eRj1hSW3ImZMihVxVrs7T8+r5FkNUqwIIWYs32rAkLIa6w5FOdHvxS+5FTFD0mdFnFEkqnKga3JeBeLTlqVYEUtNzNnOscYeXIEIqgpoHJStX01xhmlWc7LE7OVa9ZNWVlQ1nlu5qT4Hq/RrEjMgxYo4o6ah0/MqAPk2g5wEEkuMytjuB/jOD1+kedCPCmgyL+OP/u2L5GaYZj2BXMxOXmL6cqp9XW5cweiCde8Wy4sUK+KM9nS68YROX6bNt8nKilhqQrQeP0RzSzPto/FTKHrHDWTpdBgW+ZWtBFNXVgCO9noY9YdRVWRshzgnyayIM9rT4TotrwISsBVLUKSH5pYh/IHx97OWvJo68q1mdPJWXnB506zGukNRTvRJvxUxM1KsiGlFoir7p8mrQPzCo5NtILGEqJ4Wmjs9+EOJLU3FREVNJXaTUabwXgB51tO3gcZzK+6AFCvi3KRYEdM6U15FQVZWxNITaW+kdcxH8r6oKaGmLhOzWS6BF0KudfqcWzy3Is3hxLlJZkVMa+8Z8io2oxarQSfdawUA0ZjKnk4Xr7eOMeANoapgN+rYVZnBzooMrMZ0OOkRZaCxhUFfgPHboianmrpiKyY5BnRBZFt0mHQaFCD18UdyK2KmpFgR09rTOX1eJe8MT0hiZQlFYjx+fIiHDg1wuM/DkDdMKBLfMtRqFP53Xy9r8q28e10ud27MJ8uymOdtfLQ0t+P2h5I3SkNZLdUOMyZZWLkgdFoNWWYdOq1CODpRrrhDURr6vawvtMkRZnFWUqyI04znVfzT5FUyzTq0sgW0ooUiMf71xXZ+e7CfthE/gUgs3rckxZA3TOdYkP3dbo71e/nK1RUUOoyL84IjnTS1jOELjL+ftRTW1pFtMSG3xwvHYYpvH6cWK+O5lRvrc6VYEWclzxXiNE1DPvrcISLT9MI26BQJJK5g44XKj3f3cHLAhz98eqEyLhiJ0e0M8j97evnaC+30uYIX9sUmxAabaOn1EoiMh2vtVNaWYZNw7QVl0Coo0+z17OuUoYbi3KRYEafZ1+maNq8CoFUU5Aq/cj14eIBf7u+jeyxI9ExVyhSj/gj/u6+Xhw8P4FqEm1KwrYl2l5/Q+MKKroza2kxMEq69oLSaiQed1EvI0b6J3IoQZyKfVnGa3WfIq8DkC45YWUKRGL/Z30/7aGDGhcq4UX+EX+/vZ8gTWqBXdyYRuhpbGPEHSHZYya+htsCMWTbBL6gzXTtcwficIOm3Is5GihUxydS8SrZl8jFlnUZBypWV6fW2MU4MeJNB2tna3+3mQLdn2izUgok5aW7uxhMIJ8K1CqaKWipsZozyNr6gdJqJEz+ppW6y30pQihVxZlKsiEmahyfnVdYVWjHpJt4mOo1sA61UzzWOMOILM9fV+kAkxovNoxd2KyjUSlObC38yXKuhpLaWLLNJLn4XmFajnPF4suRWxLnI51VMsndKXuWiYhtm/cTbRLaBVq6usSChyPkFC7qdAULRC7eyEulponUotRlcDlV1RVjMenkfX2DaKauyqfOCJLcizkWKFTHJ1HlAm0rsmPUTRwrl1PLKFYmpqHNeV4kLx9QLeENS8bQ00eUJMN5lH2MZtdUOzNJg5YKb+l98Q6EVW+K4sisYpWFAcivizOQTK5KiMZV9KXmVXIueVblmDCmT3uYYVxDLgM2ojZ8GO5/vYdBewD49YU41tTHmC5DssFJYS22OBbO09LjgourkrMqWUgd2YzzlrKqwv8sjuRVxRlKsiKTmKf1VNhbbyLboJ7XWj8bO99laLFU7yh3YzrN9/o5yR/JpesFFB2huHsCXzEIo2CtrKLWZMMgK4QUXiamoKctq28ocOEwT74V9XZJbEWcmxYpImppX2VHuwGHSTdrbj6qxSRccsXLcXJ9Dod0w563AkgwjV1RnnnfBM2O+Fpo73ASSe0A6SutqyZRw7aJIfdDRKAoVWSZKM4zJ3MqRXrfkVsQZyWdWJO2eklfZXubAYdROOv0TicqVZKUqzjByw+psHKa5NSi5dU0uZVnmC7YNFGlvpHXUx0SX/XyqawswmxdzTtHKFUnJK+k08W7YF5XYk8VrPLfik9yKmJYUKwI4Pa+SY9GzKt+CRa+dtLISuaABSZFONIrCp3eWsKsyY9Jx9pm4uNzBx7cXknPBBhrGGGxups8bINll31xJbaUNszRYWRTRlPEdWiV+MmhrqR3HpNyK9FsR05NiRQDT51UyTXp0Ws2k44bRGJJZWcEqc8x87dZarq7NnHHBcnG5g3+8uZpNJY45TuyO4O47RUtjAw0NDTQ0nKSt332OY9QB2hKTlpMdVkpqqM2yyKTlRRKNMbGyoo33a9pa4sBulNyKODdpOC2A+Dwgb2pepcyBxaBBUcCoizdzUlXwhKLEZGllxdIqCmsLrfzrbXX89J0eHjo8QK8rNG37/WyLjpvqc/jsJSVsL8vApJ9jlRBp5/kffI0H9nbhDKmAmYs+/k/86W1rKLCfofiJdNHcPIx/osEK2dV1FFpN6GVhZVF4Q5Hk+8So06BRoCyRWzk56CMcVSflVs7z4JlYZqRYEQDs7nRPLlbKHVgSpzbGW+6HoypD3vC005jFyjFesHz5mgru3VLAS82jvNY6Rr8nBCrYTTourczgmtosanLMFGUYMWjnvpyhOps5fOAEJ4734IkB2lq2ZhjQnKXqiI010dTtxR9ONlihvLaaDAnXLgpVVRn1RwhHx8d46NBrNOi18dzKO50uRn0RXMEoJwd8rCu0Yb1Qp8bEkiDFikjkVVyn5VWMiRtMvs2QLFZGfWFCkRgq0nV/JdMqCkUOIwV2A7W5Fu7cmE8oEj/todMoZFl0p82VmqtIexNtTj/BxH6OJquGVaVWzGc5fxxsPkmb05f8M2gLqanLwWySG+Bi8ASjiVXZ+F/nWg3JLcEtJXbsRh2jvkhyTtD1q3OkWBGTSLEizpBX0SWXYceLFYh3IB3xRYjG1Hm5EYmlTaMoZFv0ZC9YcDbGWFc3I4EQ40kGbUkVVQ4TxjMukURoP36SIe/EpGVNVh315XYJ1y6SIV94UsYoz6rHkChWtpYmTh0m7Ot04w5GKLQbLvjrFOlLVkRFvL9KcPKRZUvKU02+XR8PxCUMeEKyFSQukBijI2MEIymN3QqLyDQYOONzd6SLI0c6cfkmJi2ba9ayKtuCWa54i2LIE0puAQHk2gzoEyu35dP1W/FJvxUxmXx0BXumy6ukzAPKsxnQaSbeKgOekPRbEReISjQcSWlEqGCyWBOn1KYXan2DN08O4R7fA1LMrNq6iUKbVZaSF8mgN0w4OnllZbw40WsVNhbbk52NnYncivRbEamkWFnhpuZVsi16VudZMKYcS823GtBrZGVFLAYNVpsFnXa8eFZx9/UwFgwz7a0s1MnLDz/F4W5nshmcYl3LJReXk2GTUmWxDHnCk6Zt51oNk0LXW0vt2E0p/Va6pd+KmEyKlRWuZdhPryslr1JkJcOsm3RsMN8+OSg56A4RjslEQ3EhaMitqSbPbEysiqh4j/yB//3dazT0+5iIQagEh47zzH//B//9+GF63KHEFpCWwl23cHlNLnY5s7xoTltZsekn9dw5U25FiHHyqLHCTTcPaGoKP99mmJJZCcs2kLhAFMz1u7i49g8c73UyGlKJeU7x2i//nfbXH6aqvIhsm5aId4S+jlOcamunZ9RHYqEQbf5O3nvXLmryrOikVlk0g94QoZQHnNSALcRzKyWT+q14krkV6bciQIqVFW/qPKAd5RmT8ioQ3wZKXVkZ8Mo2kLhwFPt63vWBW9l/6pe81TZKMBbBN9TByZEe2o4Z0esU1EiYYDA0eVieo55bP/kpbt9aQYZBFpEXUzxgG//J6DRK4lj7xM9Er1W4qNjO7g4Xo/4IzmCExkEf6wttk8L+YuWST/AKNjWvkmU+Pa8CYDNpsRq0yWm7A25pDCcuIMVEySUf5E/+/OPcuLEIW6ITrhqLEPR78bg9eP3B+NwqAMVIzprr+eRff5XPvXcHFZlG5tTlX8yb1G2gTLMOo15z2orJlqm5FZkTJFLIysoKNpO8CsR7aeRa9Wg1CrGoKqeBxAWnsRSw5qoP8P/VXMyNe97inQPHaW7rZdjlIRABrcGMPTOXovJa1mzeztaNq6mpKiHbapBCZZGpqsqwN5w8upxr1U/b0Xhrif30OUHBCAXSb0UgxcqKtm+avMqZllzzbfETQeGoylggQiASlf1kcUHpLDmUrsokr7iWzVe78fqChCKJWVUaLTq9AZPZis2RgcNiQCtNC9OCMxDFF44lu9fmWfWTTheOK8+O91tpTM2t+CNynRGAFCsr2u7O0/MqVv2Zi5X4HnOMaGxiRtDcpugKMUeKFqM9m3x79mK/EjFDQ97QpGPLeTYDhmkmdhu0Gjam5FbGAhFODnhZV2CV3IqQzMpKFY2p7Ot0T86r5J+eVxlXktJhEqB5yD/pAiSEENNpHfYTCE9cK4ocxkkngVKd1m9FcisiQYqVFap12E+PKzgpr5I5TV5lXH2+BZN+4u1yvM+bLHSEEOJMGgZ8kzpkr8qznHGlZGpuZX+X9FsRcVKsrFB7u2aeVwFYX2TFlLLqcrTPSyAixYoQ4uyO93uTxYpGgfo8y2ntEcaN51bGV3EPp+RWxMomxcoKNbW/yvayM+dVAIodJvJtE6HFY30eAjK7QwhxFpGYSuOgD19iFbbIYSTfPrnJZCqDVsOGIltyTtBYIELjgA+/XGtWPClWVqDT8yo66gvOnFeBeNOm+nxLcnVlwBum2xmUfitCiDPqHAsw5A0TTVwnVudbsBt1ZxxCCYncijF1TpBLcitCipWV6PS8iu2seZVx6wttyWIlGlM50e+dFJwTQohUJ/q9eFMKjbX5Vizn6Ca8tdSB3SRzgsRkUqysQPu6XJMCb9vPkVcZt77IOilkK7kVIcTZnOj34k3ZwllbYD1t9thUFdmmSacPj/R6GJPcyoonxcoKdNo8oHPkVcatL7RhTi1Wej2ylyyEOKPjfRMrK1pFYXX+mU8CjTNoNWyckls5KbmVFU+KlRUmPg/InQy8ZZrOnVcZl283UOQwJocaHu/34g/JyooQ4nShSIymIV8yG1eaaSR3ylDUM0nNrcQktyKQYmXFaZsmr5I1g7wKxKelrkkJ2Y74InQ6A8kBZUIIMe7UaIARX4RoYv+mPt+CzTizTrRTcyv7uzySW1nhpFhZYfZ2ufCkPKFsr5hZXmXc+iJbMrcSVVWO90tuRQhxuhMp/VUA1swgrzJuam7lcI9bcisrnMwGuoBUXxcHX3udt/YeorlrgFFXEFVvxpFbSvW6LVx27RVsLHGcsRX1fDg9r+I4Y4Om6awvnBKy7Y33W7HP8IlJCLEyHJ8mXDvTByODVsOGQhu7O1yMJeYENQ76ZvU9xPIixcoFEcN57An+56cP8MKBVvqGnXj9QcKRGKqiRW8089ZrL/DMY49zxfs/zcdu3UiBVT/vy17T5VXWFFhnlFcZt67Qhlk3cbE4Km33hRDTiK+sxK8Neo0Sb7Ovn/m1ZmupnQcP6RjzR+K5lS4319ZlS7GyQkmxcgEEmh7ne9/4AY+/08ygL8zkPmoxgr4wQZ+L0cEBBvoHGA1+lf/vjnjBMp9rLG0jc8+rjMux6CnLNHJq1E84qnK018OIL0xpphGNzHEXQgAjvjCNg75kl+vyLBM5Fn2yA/ZMnNZvJTEnqMBumPfXK9KfFCsLLXyKZ3/xS57Z08SgN4JqLmX7jbdy3a6NVBXY0PiG6Tj2Fk//4RkOdrlwdh/h2R//iPo1f8/dmwqwzeNPaN955lUAtBqF7WUO9nW5cUYjuINRdne4qM2deXhOCLG87e5wMeCZeDDbVubAYZrdxawykVtpHPQRjqqTcivyXLTySMB2gQWOP8fjbzYz4I0Q0xVyxae/wl988ePcdeu1XLFrF5ddcxPv/dif8H+/+mEuLnFgUKJ4Ot/g908eYtgdZD7zZHs6JraAIJ5XMc8irzLu6rqsZGGiAi82j04qgoQQK9srLaOM+cPJv76iOpNM8+yKFYMunluxps4JGpR+KyuVFCsLKkLz22/QPOwhHAPT6ht53y07WV+VT4bFiE6rRWcwY88pYfXl7+c9l5biMGsg5qH1rd20uPyE56laiakqezsnwrUZibyKaRZ5lXEXlzvIt+kZX9F9tWWUUX94XgsrIcTS5AtFebt9oi9KjkXP5hL7nFZet5bacaT2W+lyS7+VFUqKlYUUG6K5sQdvMIKKlpKLdrIqz45hmn1bxVTI1ouqsJsMKECos5UOf4jw6d91TtqG/XRPyqtYZzQPaDoZJj0Xl2ckt5D6PWEO9rhlCrMQggPd7knZuO1ldgrshjll2raWOiadNNzfJXOCViopVhZSdIj+AT+RiAoYyC8rwaI/U2hWR3ZeLiadFgVQg06c3gjReTpoc1peZYbzgKajKHB17cRWUExVealpVJ54hBC80jLKqG/iMevKmqxZbwGNq8w2UZzSb+WQ9FtZsaRYWUhqBMWYQWZWDjm5hRTmWpIfujP8AWKQ2E7RoJnHfiu7T8urZMyqv8pUV1RnkWWaKLxeah7FHZAnHiFWskhM5Y02J87EtcCq13Bx+ezDteMMOg0biiS3IuQ00MLS1/Lur/wbl/pCRFUdGWUlZJjOVIDEcI+5CEfjH0LFnkOuWcccIiWnf+dp8iprC2fXX2WqfLuezaU22kf9+MIx2scCnOj3UZppOq/vK4RYuo71eTk1OjGCY3OpnZJM04zmAZ3J1H4rB7rdXCf9VlYcKVYWkmKjsG4thTP5WtXNiROn8AbDqChYatZQazdimIfFlVPDgUl5lQ2JvMp5XD/QKApX12TxfOMovnCIcFTlldZRLqnKkGJFiBXqtdZRRnwTYfsrqrPImuMW0LjpciuuYJR8+3l9W7HEyF0lLah4jj/BY2934fJHQZvLjht2UeqwMB/PDlPzKjvOI6+S6urabBwpF5EXmuQIsxArlaqqvNoyltwC0msULqvKJOM8i5Xxfit6zXhuxYPTH5bcygojxcpiiUUIecfoazvMa7/7Lv/8zz/ltZZRAjETFdd9lA9fV0eORTcvHWx3d7gm5VW2n2deZVx5lok1KdtJJ/q9tA77ZQqzECtQ67CfxiFfcrDp2gIrFVkm9Nrzu80Yx3MriQejUX9YcisrkGwDXXBRup/6Jt946AC9zgDBgA/P2BADA6OEbFVc9r57+dC9t7CtzM4sxmicUUxV2ds1v3mVcXqtwpXVWbzZ5iQYiRGIxHijbYzNJfY5p/+FEEvTG6ecDHsnVjwur84ke54euE6bE9Qtc4JWGllZWQT+3pMc2r+XvXv3c/hoA61dQ3iiNsrWbeXiyy5lc1UuFp1mXj7kp4YDdDmDRBN5lfWFVrLOM6+S6tq6rEn7yc81jkgfBCFWoJebRxnzxz/7igJX1mSSadbPy/c+U25FrBxSrCyS0/ZbYz76jr3Cg9/6B/7lZy/TPBpgPj6K43mV8X/cjnLHvGwBjasvsFKdY04eyd7X5eZEv4/QfDWIEUKkvYZ+Lwd7PPgSWzPV2Wbq8uZnBRdS+q2k5lYC0jV7JZG1+gtOQ/ENf8zXat+P0+VkdKiX9pNH2PP6mxzr6ad9dIjBwWE8qpG/+vDFlDoM57XCsrtzcl5lR0rn2flg0mm4aXUOB3vi05e9oSiPHB1gc4mNPJtMRxViJfjDsSG6ncHk4MIbVmeTb9PP28BBY2JO0N5OF2P+SDK3srbAOqf5ZmLpkZWVC07BUrKObZdeydXX38xtd3yAj3/xL/nHr/8dH7m0DIchhm+widd+8wuePjmC9zx2VGKqyr4uVzKINp95lVR3bMwj3zrRIO7Ro+MXLnnuEWK5G/aGebphKNm11qrXcNvaXHIs87MFNG5rqS25FRRT4YDMCVpRpFhZDIoGrU6H3mjG6sgir7iS1dtu4mOfvYNN+TYMSgx/zzs8+0ojTu/cpwOdGgnQNRYkEl2YvMq4imwzV9VmJdP6fe4gz5wclguJECvA840jtAwHCCeWVa6oyWJ1vhXDPD8UxXMrE5sB+7vcuANyjVkppFhJF1oLBVtu4vI1mVgMCsQ8NB04zpBv7tmV/V3xyafj6xvb5zmvMk6nUXj/5gKyEmG6mAr3H+hn5DwKLSFE+gtHY/zuyACD3hAQD9beuTGfggXYAq7KMU/KrRzs8TAmuZUVQ4qVNKKYy6ivycNs0AAq/r4eBoMR5tq2ZGp/lR1lDiyGhfmRby9zsKnYltxiOj7g4612ZzJwJ4RYfnZ3uDjS60n2VtlQaGNb2fw0nZxqPLeS2m+lSfqtrBhSrCyYGENv/S/f+H9f5a+/8hW++h9/oGHYx9kjKAaycxzotfHJy4SCBGMx5nKuZry/yvgH2WHSsq7QhlG3MGE0i0HLHRvyyUwMLAtGYjx4qD95lFEIsfz87sggve5Q8nTje9bnUZJhnPet5nFTcyuyFbRySLGyYFQCnQd46dkneeKxx3niteMM+UPnWLJUMBj0KOMReoMBo0Yzpx/S6XkVG1mW+c+rpLp1bQ7lWUa0iX/IS81jNA34pKOtEMtQ67Cf11rHksVCgd3A9auyF7Qh5LS5FenrtCJIsbJgNJiNWsKBAD6fD9/IKK5wLHm0b3oxvG4f0VgMFdBmZpNl0KKdQ4ExNa8y3/1VppNrNXBLfW7yyccZiPDoscHkrBAhxPLx+PEhOscCRBPLKjeuzqEy+/wmLJ9LVY6ZYocx+c842ONhzB+R3MoKIMXKglGwFBaQpdehBWKDp2gZCnDWAzLRARpb+vGHIoCWnIpKMo36Of2Q9kztr7KAeZVxigJ3b8on1zJxjPl3RwbpcwXPUaQJIZYSVyDCE8eHGEkcVzbqNLxnfR65C9xbyajTsL7Iii0lt9I86CMguZVlT4qVBWSsXkNtlgmDBlR/A6+8eIIR75m2glS8Dc/z0pFhPEEVNNms31SL3TT7pnCqqrKncyKvYjcubF4lVV2elcurM5MBu66xIC80jeCRpVohlo2XmkdpGvIRSmzxXlqZwboF6OE0na2l9sn9Vnqk38pKIMXKAtJkb+GSjflYTRpQ3TT8/r/56RMH6fGEp4RmY3haX+Dn33uAvV0uQjHQFe/k6q0F2EyzLzAWI68yTq9VuHtTQXLfOqqq/PZgf7JhlBBiaYvGVB4+PMCAZ+IzfdfGfArt59dte6am5lb2dblxSch22ZN2+wtJm8+ld97Mhre7eL3dSaD/IE987+859dZ2tm6spSTXjj7qYfDUcfbv3svBY20MByKo2nwuvecuLi7LZA61yqLkVVJdVpXJugIrg54woWiMgz0eXmge5Z5NBqwyJVWIJe2VllH2dLqTbQlW51nYWZGR3JpZaNU5ZoocBhoHfURianxOkD+MivmCFEticUixsqC0ZG64k099rJWB7z5Fw5AfZ9cJdg910bDbitmgR6NGCHpdjLm8hKMqqjaL9Xd+nk+9exNFNsOclr5Onwe08HmVVDajlvddlM/BHg8DnhCBcIwfvtXNFdWZ1ORa5IIixBIVCMf42e5eOscCyePKd2zMoyzTiGa+BgGdg1GnYUORjX1dbsb8EUZ8YZqGfKwtlDlBy5lsAy0wxVTARbd/gb/68n3cuLEIm14hEnAx0t9Ld2cHnV09DIx6CEU12Mp38J4vfpW//Oy72FxqZy71xWLmVVK9Z0MeG4qsGLQTU1IfOzaEW04GCbFkPdUwxNspzR7rci28a20eWfM8B+hcTsutdEtuZbmTlZUFp2DIqmTLzR+hcN3l3HbkEEdOtNLZFw/S6iw27FkFVNVvYP2aGioqyynKsiRbSs9W++jpeZXsC5RXSZVrNfDJi4s51uelzx0iGInx47e7uX51NmsLrBfsKUwIMT+cgQj/s6eXLmcwuary0e2FrM63LOhx5elsSeZWgsBEbiXfdkFfhriApFi5IBT0tnwq1uZSVLGazVd68fmDRGKgaHXoDSasjgwcVgPa87yJ7+9y47kA84Bm4uY1udx/cICnTw4TCMdoHPLz4MEB/vSKsgv+JCaEOD+/PzzA/m43wURr/S2ldm6uzyXDdOFvIzU5ZorsU3IrAcmtLGeyDXRBaTBYM8ktLKG8qprqmmqqKsspLc4ny2Y870IFLuw8oHPJMOn4zCXF5CYKk0hM5X/29NI85CcqjVeEWDL6XEF+tb+Pfne89YJWUbhvRxG1ueZkx+oLKd5vxZYM7I/4wjQP+gmE5zKcRCwFUqwsI+N5Fd+kvMqF6X1wJpdXZ3FtXXbyotLpDPC/+3oZlZlBQiwZvznQz9E+b7KvyhXVmVxdk33BTgBNZ2upHbtpar8Vua4sV1KsLCPtowE6J+VVrGRb9IuaD7EatHz2kpJkD4aYCvcf7OdIr0dmBgmxBLQM+Xn48ABD3nhfFZNOw307iqjINi3qtWVrqQNHar+VTum3spxJsbKMxPMqkUl5lXToa7K51M5ta3OxJ/a2BzxhfvJOD8PSKE6ItPeLvT00DMSzIQA3rc5hZ2XGomXhxlXnxnMr4+HeQz3uRG5FLEdSrCwjp+dVMhYtr5LKqNPwqYuLKUsZHf/EiSF2tzsJRGSPWYh0dbDbzRMnhhlLtBxwmHR8dHsRpRkmFvtAnymRW7ElHsiGJbeyrC3+nUzMC1VV2ZuSV7GlQV4l1ep8K3ddlJ88OTDmj/DDt7sZ8oQW+ZUJIaYTi6n8bEog/j3rc9lSaseoT4/riuRWVo70eMeJ89YxGpyUV1lXsPh5lVQ6rcLHthdRk2NJnh54tWWMZ04O45FmTkKknZeaR3mhcSTZbK3AZuCDWwopdFyYGUAzsWXKnKD9XW7ckltZlqRYWSb2d7twhyKT5wGlQV4lVXmWiQ9tLSArMeTQE4ryn6920jjolaPMQqSRAXeI777RReuIn1iiA9z7NxewsciGQZs+t42a3PicIMmtLH/p864T52V3hwtfKHUeUHrkVVJpFIV7NhewtcSe3J46MeDjW691Jk8aCCEWV0xV+eFb3bxxyok/kf9Yk2/l7k355NoMi/zqJjPpNKwvnOi3MuSN0DQkuZXlKL3uZmJOpvZXsRm1rC+0YkqTvEqqAruRP7+qgmKHEYX4uPk/HBvi0aODsh0kRBp4rnGEBw8PJE/rmfUavnhZKesLbRe8rf5MbCm140jmVlQOdktuZTlKv7uZmLV0z6ukUoDLqjP56PZCMs0TYdv/fLWT4/3e5PFIIcSF1+sK8r3Xu2ga9CW3Zu/ZVMBN9TnYjOk5nWVryeTcyj7JrSxLUqwsA/u7XbiD6Z1XSWXWa/jUxSVcUpmR3A5qHPTxn692MCing4RYFLGYyvff6OLNlJYC6wut3LejmNJM0wUfhjpTkltZGaRYWQb2LIG8ylTFGUb+4qpySjOMKApEVZUnTgzz+yODsoQrxCJ4qmGY3x0dZNQX//xZ9Rq+eFkZm0ps6LVpWqkAJv3k3MqwN0Kz5FaWnfS+o4lzOi2vYtCkbV5lqksqM7lvRxFZ5vigQ1cgwn+91snRXm9yS0sIsfA6xwJ8/80uWob8RBOnf+7dUsgNq3OwGdJz+ydVam4lqqockNzKspP+dzRxVp1jQTpS8iprC2xpm1eZyqTT8PEdxVxWmZEsrpqGfPzHqx30y3aQEBdEJLH983a7K7n9s6nYxse2F1GSWPlMd1NzK9JvZfmRYmWJW2p5lamKHEb+4upyyrPie+IxFZ5pGOahQ/24AvJkJMRCe+L4EI8cHUpOQrcZtHzx8jIuKran9fZPqppcM4WT5gR5JLeyzEixssTtbp+aV3FgSZNW2DO1ozyDT15cTJYlvh3kDkb5zutdHJbJzEIsqFMjfr7/5uTmbx/eWsh1ddlpMQR1pqbmVoa8YcmtLDNL664mJpk2r1JkxbTEihWjTsNHtxdxZXUm5sRrbx3x87XnT9Ex6kdOMwsx/zzBCN98tYN3OlwEE9s/W0vtfGR7EUWOpbH9k2pLypygqKpyUOYELStL664mJpkur5JjMSyJvMpU+TYDf3FVORUp20Evt4zy7y91MOiW/IoQ8ykaU/neG138/shgcrvVYdLxx5eXsb4wvU//nMnWUjuO1H4rnZJbWU6kWFnCxhPvSzWvMtXWMgdfvKyUHGt8O8gXjvHAoQF+uruHMb88IQkxX+4/2M//7O2jxxUipoJGgU/sKOLaJbb9k6o21yK5lWVMipUlbOo8oO1LMK+SyqDVcM+mQj68tYgMU/wJadQf5rtvdvH48SG8IXlKEuJ8vdIyynde76J5aKJL7Xs35POxHcUU2A1LbvtnnORWlrele2db4VRVjTeDS+RVrAYNGwqXXl5lqhyrnj+5vIwbV2dj0ccvOt3OIF974RRvtzsJReTCI8RcnRzw8u8vdXCwx00osX18SWUGf3x5GfX5lrSc/TMbW0ptp+VWPJJbWRaW9p1tBetyBukYC0zOq1iXZl5lqvIsE39zXRXbSu0YEnvnDQNe/v6ZVhoGvMmnQSHEzA16QvzLi+282jqanKZck2Pmy1dVsL3MjkG79G8HW0sdk3Ir+7vcuGRA6rKw9N+dK1T8Q7h88ipTrS+08rc3VlOba0GrKMRUeKfDxT8810aXM4Aq9YoQMxYIx/iPVzp44sRQcrp5tlnHl6+u4OraLMz65XHtqM21UJCSWznY48ElebdlQYqVJer0eUBLO68ylUajsKsqg7+5rpIihwEFCEVVnm4Y4T9f7UyOrxdCnJ2qqvz329389mA/w974A45Bp/CnV5bx7vV5OEzp305/puK5FetEbsUTpnnYJ7mVZWD53N1WkPH+Kv5llleZyqjT8K61uXzhslKyEw3jPKEov9zXx//u7cUpHW6FOKffHxnkJ+/00DUWJKaqKMB924v5wOZC8mz6JRuoPZMtpXbsxpTciswJWhaW191theh2BmkfDSS7uy6nvMpUdpOOj28v5u5N+ckL0JA3zLde7eS5k8PJgLEQ4nTvtDv51mudNAz4iCSyXreuyeVTO0uoyDajXYbXjK0ljkmrRfskt7IsSLGyBO3vjn/4xmMb25dZXmWqfLuBP7+ygqtrspKrR+1jAf7huTZebRlLDl8TQkw42uvhn184xd5OF6Fo/DOypcTOn11ZzrpC65I/+XMmtXmSW1mOpFhZguLzgCaeFHaULa+8ynSqc838nxuquKhoorvm0T4vf/NkCy83j0rBIkSKo70e/vaZVl5sGsWXyGuUZ5r4yjUVXFzhwKhbvtcL89TcildyK8vB8n3HLlNT8yoWg4YNS3Ae0GwpwKYSO397QxU1OWY0iRNCB3vcUrAIkWK8UHn25AiexENNplnHl64u5/pVS7dD7WxMyq3EJLeyHCzvO9wydFpeJd+6bPMqU+k0ClfVZvOPN9dQmysFixBTnalQ+etrK7nrogIyzPpFfoUXxpYpuRXpt7L0SbGyxMTnAUUn9VdZCU9K48x6DTfX5/DPt0jBIkSqsxUqH9paSL5NzzKNqZymLs9CgU1yK8uJFCtLzO6UFvsAO8ozln1eZSqLQcvN9Tn80zQFy1efbOEVKVjECnO018PfPdPKs43TFyoF9pWx+jrOrNewrtCaPHgw6A3TMixzgpaylXWXW+LG8yrj4VqLfnn2V5kJi0HLLdOssBxIrLBIwSJWivFC5ZnGkWR32pVcqIzbUmrHkZpb6ZHcylK28u5yS1i3K8ipSf1VrOTYVuaFCCZWWKRgESuVFCpntrXUgT2130pnfAtdLE1SrCwhB7o8uAOT+6uspLzKdKRgESuVFCpnV5dnoXBSbsUtXa+XMClWlpDdHc7JeZWylZdXmc65CpanTgxJp1uxrOzpcPF/n5ZC5Wymza0MSW5lqZI73RIxbV5lBfRXmalzFSw/ebtHnqrEkqeqKo8cHeSvnmyWQmUGJLeyfCyfcZvLXM9p84Cs5K7gvMp0xgsWgL9+soXmIT8xVeXEgI9vvNJBtzPIH19RRpHduOyGt4nlLxCO8dPd3fx0dy9H+7wEE9ubUqic2ZYSezy34gwC8X4r7mCUPNsivzAxa1KsLBEHut24UvMqZZJXmY7FoOWm+hx0GoV/eK6Nw70ewlGV9tEAP93dQ48ryF9fW0ldngXtSmk6IZa8IU+Ib73Wyf0H+2kbCSSHEpZmGPnzK8u5Z3OBFCrTWJVvocCmp3FQSa6syArr0iR7CEvEO9JfZcasBi03rM7hm7ev4vq6bMyJ/06D3jC/PzrInz7ayJunxpJPpkKks8ZBH3/9VAs/eaeHluGJQmVTsZ1/ubWWD20rosBulEJlGma9lnWFtuSD3YAnTKv0W1mS5G63BEheZfbMeg2XVGbwL7fV8qGthcl9a08wykvNo/z5H5p55Ogg3pAEb0X6eq11jK883swDBwfo84SIqSoKcHN9Dl+7tYbb1+eRY105nWnn4rTciswJWpJkG2gJ6HEFOTUykVepz5e8ykzoNArri2z81TWVlGea+M7rXQx4QoSiKvu6XPzt0610jga47+Jisi0rY2aKWBpiMZUHDw/w/Te62N3pwp9YCTBoFT6yrYhPXlzMphL7sp6ePF+2Tsmt7JPcypIkxcoScCAxhCt1HpBFL3mVmVCAqhwzn9pZQrHDyL+8eIrW4QBRVeXkoI9vvdZJlzPIn19ZTkmmSZ5QxaLzhaL88K1u/mdvLyf6vYQSDylZZh1f2FXGB7YWUJNjQa+VN+tMSG5leZCyfAnY3emekldxYDHIj242CuwG7roon2/evood5Q4MiQt9lzPI/+7r40uPNXGgy5VcvRJiMXSOBfi7Z1r59utdHOubKFSqsk38w83VfObSEupypVCZDcmtLA9yx1sC9nQ48afkVTYW2ZKhUTFzDpOO61Zl8x/vruPWNbnJ1akRX5jHTgzzhd+d5Ge7e3DKdFZxgUVjKk8cH+KPf9/Iz/b00j7qTwZpLy538K+31fKBzYUUO4xyim0Opu23EpLP+VIi20BprscZpG1U8irzxajTsL3cwT/eXE1ppon/3dvLWCCCLxRld6eLfk+YvV0uvrCrjDUFVnmCFQuuxxXkx2938+jRIY73e5PjIRQF3rMujz+6rJSdFRnSquA8TNtvJRAlz7rIL0zMmBQraW5qfxXJq5w/rUZhbaGNP7+qnPJMI99+vYsuZ4CYCm0jfu4/GOZEv5f7dhRz58Z8HCb5mIj5F1NVnmsc4cdv9/B62xiD3jDRxGqKzaDlY9uL+NiOIjYU2jBIkPa8rMq3kG/V06hRkieCXJJbWVLkKpzmdne48KfkVbaXSV5lvlRkmfjYjmJW51v47htdvNo6hj8cwxWI8OYpJ72uEHs6XfzRrlJW51uTA9GEOF/97hA/eaeH3x8d4FifN3naB+L9Uz5zSTE31udQlmmS9908sCRyKwd6PLgCEfoTuZX6AismKQSXBClW0tzujon+Kma9ho3FNszy4Zo3uVY9N67OoTLbzEOHBvjxOz30uYPEVGgZ9vPr/f0c7/PyyZ3F3L4+H7tRVrXE3KmqykvNo/zo7R5eaR1jwBNKrqZY9Bru3VzAB7YWsa3Ujt2ok7EQ82hLqZ1Hjw3iCkSSuZUrajIx6QyL/dLEDEixksZ6nUHaRv0peRULeTYDGnnSmlcGnYYNRTbybAY2ldj47htdvNHmJBCJ4QxEeL3NSbcryO6O+CpLba606hezN+gJ8bM9Pfzu8CBHej34UlZT1hda+ewlJdyQKJwlKzX/tpbacZh0dKf0W3EFouRKbmVJkGIljU2fV5FVlYVSaDdwy5pcqnPMPHCwn5/t6aXPHSKqqjQP+fnlvj6O9Xn51M5ibl2bi90oHx9xbqqq8lrrGP/9djcvt4zF31OJ1RSzXsP7Lirgw1sL2V7mwGGS1ZSFIrmVpU2utmnsnc7JeZUdZRlY5ETAgjLqNFxUbCffZmBziZ3vvNHF2+0ugpEYo/4Ir7aO0eUM8nzjCB/eVsTFFRmy5y3O6Fifh9/s7+e5phGO9nnxhyYePtbkW/jMJSXcVB8vkGU1ZWFJbmVpk2Ilje3pcOELxZeKx/Mq8qG6MIocRm5bm0d1jpnfHhjgf/b2MugJEYmpNA766HEF2dft5urabD68tZB1hbZkozkhOkYD3H+wn6cahjnS62HEFyGmxssUo1bDHRvz+Oi2InZUOMgwyWyfC2VzqY1Hj2mTuZVDPR6uqMmS6+oSIMVKmup1BWkb8ROOxYuV8byKZCUuHJNew5ZSBwV2I1tKbHz7jS72dbkJRmJ4glEOdntoHw3yZtsYN9fn8IEthVTlmOX0xgo25A3xu8ODPHp0kIM9HgYSBe64ulwLn76kmFvW5FKba8aglZvkhbS1xIHDqKOb1NxKhFyrzAZLd1KspKlkXiVxndteJnmVxVKSYeTd6/OozbPw2LEhfrW/j1OjAaIxlVFfmHc6wpwaCfByyyjvXpfHPZsKKHRI476VxBOM8sTxIR481M/+bjddzuCk0Q05Fj3v3ZDHXRvz2V7uINOsk/fHIliVbyHfpqdxSHIrS40UK2lqd4dryjwgyassJotBy9YyB6WZJq6qzeLRo4M8cKiffneImAr9nhCD3hDNw36ebxzhrovyuX19HlkWPXJLWr5CkRgvNI3y24N97O5w0TYSIBiZOOVjNWi5dU0Od12Uz9ZSB2WZRvSymrJorAYtawus8YfBYJR+T4i2EcmtLAVSrKSpqXmViySvsugU4ieG8m16anPNXL8qm4cOD/Do0UHG/BFiKnSNBelzhWgY9PFUwzDv31TA9auy462+xbIRi6m82e7kN/v7eOOUk6Yh/6TwrEGrcE1dNu/fVMCOcgdVOWb5/KaJLaV2/nB8CFcwSiSmcrDbw+XVkltJd3IFTUO9riCtkldJWxpFoSzTRKHdSH2BlZvrc/jtwX6eOzmCJxS/ALYO++l2BjnS6+H3Rwa5qT6HG1Znk2M1SJhyCfOForzeNsaTJ4Z4q91Fw4APdzCS3K7VKLCzIoN7NxdwWVUmdXkWLAatrK6lka2lkltZiqRYSUMHp8uryBZQ2tFrFWpyzJRkGNlQZOPWNbn8an8fb7U7CYRjBCMxGgZ8tI8GeKfDxa/393FVbRa3rc2lNtciR1WXkG5nkOcaR3j25DDH+720jwZwBeKraePWF1q5d3MhV9dlsbbAikM60KYlya0sTVKspKFp8yoSrk1bJp2GNQVWyjJNbC2z83LzKL/c18eRXg+hqIo/HKNpyEfriJ9DvR4eOTrIjnIHt9TncmllBlZp4Z+WxluyP3VimNfbnDQP+eh2BglGYqTUKFRmmbhnUwE31uewochGtkXCs+lMcitLkxQraWh3Sl7FpJO8ylJhM2rZVGynIsvEpZUZPHNyhEeODHK0z0soGiMaU+l2Bul2Bjne7+XFplHWFli5YXU2N67OkRNEacIViDf/e+rEEAe6PbSO+BlKmYg8rirbzC1rcrhtbS4XFdvIl63aJWPzlNzKoR7JraQ7KVbSTDyvEpC8yhKWZdazozyDymwzN67OYV+Xi6dODPNK6yjuxPiEMX+EMb+Hk4M+dne6+M2Bfq6ozuS2tbmsLbRK/41F0Dbs59nGEZ5vHKFhIL7V4wlNbMcC6DUK28oc3LImh50VGazKs1DkMMqW3hKztdSRGJcxkVtxS24lrUmxkmYO9sT3Tyf3V5FtgqUo32Yg32agPt/CFdVZnBzw8nzjCE82DNPlDBKNqQQjMVqH/Zwa8XOk18Pjx4fYVGJnZ0UGl1RkSBv2BdbtDLKv08Wbp5zs7XLRMuynxxkiFI1N+rpsi56razK5qT6XjcU2qrPNZFl08hCxRK1O5FaaUnIrTsmtpDUpVtLM9P1V5Cl7KXOYdKwr1FGXZ2ZrqYO7N+XzepuTJ08Mc6DbTSASI6ZCnztEnzvE8f54UVNoN1Cba2Z7mYOdFRmsK7RiksL1vMRUlZYhP3s6XLzd4eTEgI8eZ5A+dwinP0I0ZRlFAVblWbhxdQ7X1GWxKs9CeZYJi14rwdklLjW34g5G6XOHaBsJsKbAilG2gtKSFCtpZk+HKzk63qTTsKlE8irLhUGroSLbRHmWiXWFNm6uz+Fgj4enG4Z5sXmEUX98Rc0djOIO+mkZ9rO/281LLWMU2gxUZMUDvDsrMthSYsdm0smR2BkIRWMc7/PyTruT3R0umof99LpC9HtCeIKTT/RAfJjlJRXxAPT2cgc1uWYK7bLVs9xsKbXz2PEh3MncipvLqzOlWElTUqykkT5XkNbhAOGo5FWWM0WBPJuBPJuB1QVWdlVl8OGBQl5sHuW5xhGahnzJVu3+cIyO0QAdowEO9rh545ST+w8OUJphZFOxjYsrMthR7iDHqpdwbgpPMMqhHjdvt7vY1+ni1GiAXneQAXcIfyQ2KYcyrjTDyJU1mdywKod1RVaqss3SFn8Z2zIlt7K/y407KLmVdCXFSho52OPBKXmVFcVm0FKfb6U218LmUjt3byqgecjHng4Xb7U7OdbvJZBYaQtFVXpcQXpcQQ73eHi73cnvjw5S5DCyOs9CXZ6FulwLdXlmyjNNGFbIE2JMVel1BWkZ8tM05Kdp0EfDgJeuxPbOoCdMODr5uDHEm/vV5JjZUe5gZ4WD+nwrFVkmSjONmPTSyG25q5+SWznQ7cbll9xKupJiJY3s7nBKXmWF0mniXXHLMk1sLrFzVU0Wfe4Q7aN+9nW5ebvdyYFuD+5ABBWIqiqD3jCD3jDHElscGWY9mWYdGSYduVY9ldmmePGSa6Y2z0JpxtKfS6OqKgOeMC1DPpqGfDQN+WkZ8jPgCcVPWAUijPkjOAOR044aQ7wN/toCKxdXZHBxuYOaHAtFDgMFdgM2o1ZWUVaQM+VW6iW3kpakWDmXSBCfz4c/FENrtGCxmNBrlQV56trd4cKfkle5SPIqK5JZr6E8K55t2Vxi57KqTO7ZVED3WJCDPfHCZU+niyFvmJgKKuAKRnEFo3SOxb+HVlGwGbVkmnXJAibPqqcqx5xcganOMZFnM2DWpWdgNBSNMeIL0z4SoHk4vmLSPOSj3x1m1B/GmShOnIEIkah62srJOLtRy8YiOzsrHGwrs1OZbabQHi9QTGn67y4ujM3T5FYuk9xKWpJiZYqYr5+mQwc4eOQEzW2d9A2N4Q2ECEdVNFodOr0RS1Y+JaXlVNRtYNuOi6jKtXC+7+1+dzyvMn5kMn60TvIqK51eq1DkMFLkMLKxyMbFFQ7esyGPXmeQo31e3ulwsr/LTftogFB04nYdVVWciRt5+2j893QaBXuigMkw68kwaTHrtdgMWrIterItOnIs+sSv9WRb9Ym/1pFt1mPQaeblxh6JqYz5I4z4woz4wgx7w4lfRxj2hZO/7wpE8YejuIPReFGSWDEJRU7f0kmlKPGBkxcV27m43MHmEjulmSYK7QbyrPoVsz0mzm1riR17SgfpfeedW1HxdDfS1u8iED7bu3QKrQ6DyYTVkUdBQRZWow55l04mxcq40CDHXnqCx555lYONnfQPjTDm8uALTOlcqWjQGcxYbTbsGTn8vqyWiy67lTtuv5y6PDO6OV7MD3ZPzqu4AhGeOzlMns1w/v9uYtlRVZUsi44tJXZKM0yM+uNbQkPeMEOeEIPe+M0+lpIkjcRURv0RRv0RIJD8fZ1GwajTYEr8z6if/tdmvQaLXotBp6BVFBRFQaPEh/eN/xriKz2xWDxLEv+1SgwIR2P4QzF8kVhydlIgEiUQjhGIqASTv47/vfBZVktSWQ1acq168qx6cq16cq0Gsi06cm0GCm0GIlGVzrEAXWOBc38zsaJ4gtFJRf5551ZUD0cf/xE/faGRfm/s3F8/TqNBq9WhM5iw2nMorFzFus0Xs+vSDZRlzf2+spxIsQLERo/yxM9+ygPP7eZ4Wz+ulCmqp1FjRIJenEEvzuF+uk610HzyBEcPH+EDn/4I167JxTKHd9bU/irdzhD/9lKHHJcUMxJT4w3m/OEY/kQxMLNbfbyIiYSieEPRs36dVgGdRoNGQzLboUBytUVJ/EJNfHhUSH6OVFUlpsb/WdHYTF/ZzIxvF/nDUQa8Ycy6gKxIihnrdQWTvz7v3EqkkxMHjnDkUBODwTm+yzV6zLa3efPlZ3nm6Z3ceM/7uXVbJVnmlX3YYsUXK6rnJE/84Fv8+JG3ODnoI5K6iqI14cjKJjsrE5tZQzToxTU0yOCol9D418WCuPqa2PfcCKPuCLq/+hRX12ZjmuX7KjWvAvELcNOQbx7+DYWYH1EVotEYnL2mueDCUZVwNL5dBOHFfjliCYvEVA71zj23Ehtuoa3fy//f3p0Hx12feR5///o+1brvwzoty7fxgS0bMGBzmCuBBMwQSGaSTCazbFVqZ2tma//Zv7Zqq7JJ7WRrZ5hMIBfEMeEYIAGDwTbmMPjExpeO1n1LLXWru399/n77h+SWDLaR5cQ06udV5aKKsrvsVve3P/39Pt/nUa/mCOhzDxJHDYzSFxhloK+X7p4+fD94kp03N1DgyNzAktlhRQ9y5pWn+c1rH3J+JERiOiuYsmtZd8ut3Ny8hrqSbJx2Kxajgp6ME42EGO9t4ZNDB9i7/xjdExGSOmiRMdo//AO/eK6R2v+8nbo8+5zPHIcmo7SPqZ9r8S2EEOL6OtYz/7qVSEc73f4wkemlXLGWsGzDUso8jssf5WgJYqpKOBxgfKiX7r5RgtGpGWJaZIK+U/v5/b8XUF76d9yxrBhnhuaVjA4rWv97vPjS+7QMhaeDioKjeiuPff8x7li/hEVl+bitJi7eUdZJqKtZvX4zzRte5umndvNRl5+oBnp0lNN/+gN771hHyTo77jm+1nUd/np9CRMym0J8Rej61NGTduG/03UpMHU0ZFQUDAYFRZk6PlLkyo34iihxW3FZ5pMIEvS3eRkLqanNR0Ppeh544q+4sTqPy1Uf6rqOlkyQiMeIhP0MtR7mrRde5J1P+wlENdBUhk69zotvbWZleQ41edaM7AGUwWElQe+hN/mow0c4MbVlpziXcM/3v8fDd6+hIsvCpY+9FUx2D0XVHvIKsnEkfYz95E+cG5t6gcZHT/D2e23cuzQfl8cypxdVrsPME+tKSP45D/KF+EuaLp69UJcyVZsy9f+m6liUVD2LAsj9YPFVYVQgxzGP20DaBF5vP8FwbLomy4CnZhlL6xdTV5nF3OKPTqKpkYbqXIz/6yn2fDpAMAHERjn1/hE67ltNea4Vawa+nTI3rGjjnD5yjrFwdPoboYJn1V3ct7mJ0ssGlYuZXCWsuOthbt/zET2H+gjEdNBDtB07yXBoNSUey5yeYIvJILd+hBDiqyzeTXvXBOELZ0BYqKirJdthn2NQAVAwOfOpXnsPD2w9wPHuMUK+GDo64Y4WOgIh1un5GRlWMvcqd3KQzu5JoqmiViOlS1dTnmXHPOcXgoIpp4nmNZW4bBdiiY7a5aVHjZGQnRIhhMgIycE2vCMhUjefDUXUNhTgdMxjT8CcS9PSGnJdttTuvB7yMTYZI55mBe7XS+aGFS1AIJhAS9W0Kpgt8xgGpzhYVF2CzTwzAVfz+/DFEhJWhBAiI+hMetvpC6hcuLGseKqpK3fjmNc2iILd48FhntUcTp9pC5CJMvcYSLFiNSuzjtIT9J35lOHwUoqyTFe1bZe15hs8+U834FfjU2eVhhLWFLkzcqtOCCEyT4Le9k7Gw2qq0NxSUUddroP5tkdJqhGiswZwKhYXboeZr/h4r3nL3LBiqqCmOgvr6SEmExqgM370RX63ZykFD66hxGWe87aTsXQ1t+9YxkyLFiMWu1W6DgohRCbQRmj3DhEKJ1LFtYW19RQ6HcyvcX+Mbm8X/nAkFX4MJVVUZdmxZ2hYydB/NmDI44bmlRQ6raknIek/z95f/Jgf/+vLfNw5cVEb5itRjBbsDidO54VfNsyGv8ywQyGEEGlG7cTbFSAcvdBgxU1VfSUuh21enwPa+Cfs/6id0cCFm0VmKlatojLbjSVDP1gyd2cFE8WbH2LHDUfp29+BP6oBCfzdx9m7axTvsQPccONmmm/ZzPolJbjMRgkfQgghPifR20bHWIjIheJXUzl1dbk459FxVg93c/D3z7LneA8T0+FHyWrilluWUZIz92ajC00GhxUw5q3g/u9/l37fz3j5xAChuA4kUUc7Oe3rp7v1JIfeeY3apWtY37yFLRuXU5FtQ8b1iEyjhwZobR8kEIlfea6PYsRksWKz2bC7ciko8OCwSNAXC5nGeHs7g0GV2PSbw1BQQ12Rk6u6CJQI0n/mEG+/9jKvvPH+1PgXHVBcNG5/iO2rKsixZWpUyfCwgmKlaOVd/M1/teB55hc8v7+FUXX6zFGLMTnSw+RILx2tZzn50X7eqG5k1YbN3HTrFlZWZmOTohSRIdTTf+Tn/7KX9tEQ2pXSiqJgMJowGo2YLDZcOcWUVVZRu3Qdzc0rqcyxSS2XWGBidLV3MTG7vsQcouP9vbze5rriZQ1dT5KIqvjHhujv8tLR0Ym3o5thf2RqTp1ipXTTw3x751aaip1X0VZj4VH0TL4LdUEyxFD7aY68+ydee+UtPjw7SCiufe4bpGKy4ykoobyqnhWbbuPOe7ZxQ5UHq2y1iAUtQcszf8+T//cA3rHoVU1MVkw2HC43nrwiqpas46Y7dnDXLcsocVuv4sZdBtJVBs8c4ciRE5xu72d0PEBEN2Fz5VJcVc/yDc2sbyrDYzPJrtWXLdnB7//hSf75jTMMqdPd0O05FOe55zAMcarVflQNEZoMEo4lUl8GFFsBS25+kMeeeIhta6rIzvCfdWbvrFxgdFLUsJbbC8uoX3sbdx/7gIP79vPesXZGw/HUi0dPqEwMeJkY7Kaj/RyfHP6I2x76Fo9sa6LAYc7oF5JYwDQfLa39BL/oCOgS9ESE0ESE0MQIg73ddJz9hE/O/BXffXw7S4tdGf1N8XK0yVb2P7+Ll986zLnuAcYmgqjROAldwWSx4XTn8NYbb7BsywM8+sg2lpW6sWTu6cCXTg948fZNosZm3h26Os5A7/g8H9FCwfJbufeBHWzddAPLagtxyVGqhJUZBqzZZTSsKmFRTQPLb7yde1pOcvjD9/ngg6Oc6/cTTaZSC6GRLk77Rhjq72PA9yR//9BaSt2WjC1+EgtY1Eur108kddPBTvmqDTSWuLFetD2ioyeTxKMhJidGGertpX80SHR6mrgWDTDYfoL9uwOomoV/+N6tNOQ7ZIdltkgX+371L/z8D/s41TNrzZkWU4PE1CDjw3309vYyMKbyo/90LytLsyT4fUniPe10jodnimuvWRI1GMNWUkddVSHueQ1VXHgkrHyOAUtWEYuaiqisbaBxzSZuf6CLc0cOsn/vO3x4ZtYRUTLMaPthXn/6Z7jy/gc/3FZHznw7AAmRphK952kbnbUYGytp3vkdHlpZhuczK8jUBNk4sahKeHKcgdYTfPjOHvYd6cAXTqChERlr59CL/8avqsr40X3LKXLJMjQlQd/B59n1yoGpoKJZKF55E1tvWs/S6iJchggT/a0c3/8WB0724B/r4Oiffsmva+v4x2+socwzv44e4lpojLR5GQmpzHTZ38BDD22hvtB92Q9YXdfQk3Gi6iS+wW7OH/+YE23DTEaTQJJQ31Fe/fUfqFv0fW5rLMQp34IlrFyJweqmsHIxhRW11C9uYs2W2zj57h95fvceTvZPEtMAkgR7j/Hqb/+DTav+luYKT8begxcLkcZESwt9wQjx1E2HBlYubWBxfTGOKy6iGrEVK1i1YSMbXv8Nv3juXVrHwiR0nejIWfb+7mU2rqlge0N+xja6uki0lQN/PMCZHj/RpIGCDY/ywx88wOZliyjwODArSaLBcZo3rqD4//yE3Ye6GPd7ee8/9nDXzbXkZeVjk7Xn+tLDdLb3EJg1ENdVt5E7d3yNVZWey94c1XUddI1kIkYkFGC8/wxvPvP/+N2BFkbCSfSYn55jb7D3yA5uqMjH6ZY3iISVuVBMOHLLqc8tobxiEbV15Tz1019x0Ds+9W1TjzF2ai8HTn+TVUVZWKTPvlgwonSc78CvzizGjuoGarLsWL9w/TRgcRdQuSSX/LxszGqAH+8+Qq8/hk4C/7k3eeP9e1lblk2ZW5aiRMdhDp0bwh9JgrWBmx66l1vWN1HivFBYacKUU0y151a+ef8hDp0fITAQJNB6iKNtO1lXmYdN1p7rK9lLW4ePkJpqsEJp3WKK8/PIclnn9BCenHyKSkvJibZx8vwQH3T4pq5Ax4ZpaxtgMtyE7rZKzcqX/Re4brQRDr/wIoc6J5h6XRnIW30/D95UQ7Z9rk+DEXveIlbc+ih/5+ui+6dv0DamkgT0SA+nzwyhbionx5o5T6tY4JL9tLSNEo6mzoAorW8gx267ivosI47CRm7ZuZMjxzt56UQ/wQTo8WGOHDhM3/YGitxZGbQYXYrGeHsLPYGpXh2G4mVsaCoh236JGyAGB2VrV1CdvZeWwSBqtJeOniCRqI4MJLu+NF873sEgamrbMY+a+mKcjqs8kjPYKFy5liUlr3Ci20csAaARCkwSTySAuQWfhSxz9paSg5x442Ve+P0udu/axe5du3nnjA81fvUPZbAVsHT7Xawvc2O7UKKixxkb9RFLJq/6xoQQ6UqbaKWlN0gkNrMY1zaU4rRf7e03A86qZrZvqiHXdeHPavhPH+esL0RE+4I/vuAlGRscIRybunFlKaqg3Gm97O6VMa+AfId5qqhWj+CfCBNPZPyTeN1FO9vpmQiTqj13VFG7KAvHPJq3KY4iCnNsWFKNiHSSyWRGT1qeLXPCih5hcsKPf3yCiYnpX4GpxjvzeSkYc6uoyLNi/sxtCCEWkpj3PB0T6sxibF9EQ20W9i8+A/o8YzZNa5dR7LKnbgBp/g7a+0JE4pn+3tGJY8aV5SE7J5fC4nycFtNlF2hFUS5ebhSZRXb9JRho9TI6u7i2pI66POf8Ji0rZixmA4bUD1LBbDZjMGTOx/SVZM7Oq8GJy2nEYACSAEmGvK2MRdZSivnqr09qQUJqEi31ZcZAdl4uFqPchxcLRZKBljZGwhFSh0Cl9dTnOWZ2FK+Kgqu2llKnjVNKYKqVeHKQ7p5Johl/hGGiatvf8t+aHkaNgzmvhspc+2XXEi0YIBhLktQBxUlOrgPTFzYgE39WWgCvt49JNZqatJxbU0uJyzG/SxZ6jFhcu6hDtNVmxyhhBciksGIsoaoiC/MRA8Q1QCdw6h0Ott5JbZ4T91U2KVDPfswnA7MGVxkKqKnNxyp34sVCoflpa+khGImlFuOc2sWUumzz7ulhyJk6vjApTO0M6BHGR/0kEkkyaaP38wxkVS5nbeVcfq9OqLWVnkmVqD6121VfnYU9g+fGfCni3bR3ThC+cIapWKmoq8HjuJp6rlm0MGE1QTLVW0fBZrdjNMpnCmTS6qBksWztEvLs1tQ/Whs/ycu/epHDPYHUNvdcaIHTvPrcHs6OhFLXOY3Fa1i/2IM9o78digUl3klL+wRqdGYxrmyoxXNVxbUXU0wOHDYjxtQD6KjhEFryz9ZRa8HTw+3se/1jOn0hkhjIWXUzGxbl4JY2K9dVcridjuHQTN2joZjaugKcVzW9cBY9RCgcJzlrt97mcGAyGmS3nkzaWcFI0ca72VzzAb3+CKGEDnqYng928bP/HcX3xCNsX1WO23KlF0aCyY5DvPrbX/Ls2+cZuzD0UHHRuO0uVhe7kS83YqFIDpyndSRMZOZAnvrF+TjmdwY0TUExXPwOS8TjUkR4RRrJWJSQf5R+72k+fvsVXnr7DCOhBJayzTy4cxtNxdLB9vrSCXnbU7tbAAZPNXXlLhzzbLSlR0OEosmZsKJYsDssGA3yg4WMCitgKlzHg4/exrHulzg1HCKhgxYe5PQ7u/nX3jN8tP5G1t2wjNqKEoqLCsnPtqIF/fjGRhnu7+D8ySN8fOgox0+10O+PTJ0Xo+BesoNHH1hDWZY1g7aqxMKmE2htoWdy1tj7nFoayl3Yr6XroR4hEk1edC5vMltQFHnnXIo2eIBnnnqNEz1jhCIqQf8Yg729jIQslN5wP/c9spP7t9SRa5dauesrSV97B+MhNTVp2VxRR022Y37FtYAeCqLGk8xs8lux2gxIycqUjAorGNzU3PptftA7xk9+uY8231Tg0NQxOk++x2DnOY4eyCfb7cTpdOKwmdBiESKqSjjoxzc8yLAvSCx54QaRgqP6Vr71g8fYujgfu0mWC7FQxOlu8TKRagYHlsoG6rJtc2gGd3naxCi+UJyZW7YKbk82RpOcy1+KHurh5AcH2NcyQiQV8Ay4q5azatNWtjY3UZZtvWynVPEXoo3S7h0ipMZT9VyFNbUUOO3z/lDVwipqMsnMgaiGlpQ7phdkVlgBTJ4amh9+EoO7kGefe41DXh+RhA56koh/iG7/EN1zeSBjFtUb7uYbjz3Mji2Lyb9U8yYhvqqSg7S0DhGeOQOiqH4xBY75L8YA8e4u+kLR1G4NBg9FJVmYzfL18dJ0Pn9CphP1dXJ8z28Ijg3x8Le+zsbaXPmydD1FOvF2+WcV17qpqq/E5bDN/3Pgsz9nPcxQ3wiRSBw9SzrYZlxYAQVbYSPNX/suxfWrePfNN9l38GNOd4+jzqGpksGWQ0XjGjZtu5NtzWtZ3liOx3b5fghCfBXpwVZauidnmsEpHmobKnDarrYZ3GxJBlrbGVVnrkJjKqOq0oX1WrZrFjBD0WYe/8d8bvNNEJjwMdzXwbnjH3PsXD8950bo7+tjeCKJ+b88wvqq7Gva9RJzl+hvo2MsxEyX/TJq63JxXsMgW2N2Ljm2qUZ/U7toMTrf3sWe5jryN1eTm+GDnzIwrAAoWDzlLNmYT3HVUjbe3Y333FlaWr10dvcxPB4gGFKJJsBksWJzZpFXVEZZRTWLlzVRV1VB5aIqirNtmKT4SSxA8c4W2n3qzNV8SyX19dnYr6W4Vhvm00+7CIRjqS+RhuJ6Fhc5mPPEiwyjOKtYfXMFK5OJ6UnWfnzDHRx95Rmefukw3RMDnN63i98tX8GiR9ZR7rmWMCnmylDQzOP/vZwdweljUkMONWvK8Fjm/5hK9loe+af/yZaJcOqWKYqD0sZ8HLJrlqlhZZrBRk55PTnltTQuXc2mCT/+wCThSIxYPEFSA4PRiNFsxe504XZ7yMnLxmk2oshrRyxYGsMtbQyHI7PG3tfTUOTAdg0rhjZ0nMNnR5hM9dY3ULhsNTUeZ2b3g7sSxYDRZMBoMmG22nBm5VBQVk5ZvpHRrj5+834H46EePnrzfVq3NVKUlStT368Dg6ea1c3Vf94HNRXQsL6Ahj/voy4YmR1WUgxYXLkUunIp/LL/KkJ82fQgbS2dTKqxVCG5u6aBSpf9Gj4IE/QcepdTA4FZjRQLWXljEwXu+fdtyUwmXOVr2b6lkddP9jMRjRBoOcG5kUnWVOUifSnFQiRrhBDiYvEuWtp8syYtm6lomJq0PN/PQX3yJHv3nKBvQk3Vq5gqb+TmlSV4ruGcP2MpdiobaylwTf1M9PAg/SMqsYyfsSQWKtlZEUJcRBtppW1wdjO4QuoWF+GY9xmQivftl3nrVB/+VDdcF023bmdVWfY85wwtLNr4cV7d/S4to5PEyWfN1x9kc30Brss+5QqWvDyyLGaMCiT0KJGINmtWmRALi4QVIcQsOqG283QFIsRSuaKa+kUubPMqLNFRW99k1/MHaRkJTw0vBCxlzdy7fRklHmmkCEC4iyNvvsrbrcOohjqUDdtYW5OP6wqFlYrFgtmgTD1/ihmLZfbEXiEWFgkrQohZkvS0tOFTI6lmcKbyeupz7fPaAUmMHOGFp5/lrZN9BC+kH1MRG77+EJsbCnFKj3gAFJsJomFCk5OEDGOMB2bPiLk0TQ0RSWhTx2qGLDweC0a5NSIWKPlSI4SYoY3Q0jpIKJJIdeYsqFtMyTyawcWGj/Pyz5/iubc+ZTAYnwo/ipWyLd9k592rqfBYZAGapjgKKfBYMRsBbYyerjHUyJWGO2r42junbmzpYMgtpyLHhlWO1MQCJWuFECJFD7fR0hEgkqotcbBocQ1u21Uc1+gRBk/8kad/8lOefulDvD51+vjHQFbj3Tz+7ftZV52NVXrEz7Auor4mG4fNAHqYlvfeo2U0kBqS91m62s7Bdz9lyK+iYSC7cTm12U4ZpCoWLDkGEkKkJLtb8I6FSbVCMZZR35CL3f5Fn4IakfE+Os6d5MihDzl06AgnznQwGoxND/w04G64g2//8Al2rK3EY5XBexcx5LJi/VIK325jKBgkcOZVfvtsJdl/s4NVZVlYZj39WqiHQ88/wwsfevGpSTCVsOam1ZRmO2VBFwuWvLaFENM0xlpbGQhFUoWwGCJ49+3i1+eysH62elPXSCYSxNUgAb+PsZFRRoaHGOjvZ3giTDx5oVW/jZK19/PYd3Zy701LKHSYZUv3c0wUbbyHW5d9RJfPy7jaz9FX/50f951g3Zpl1JTl4TLrqL5eWqenv58dCBLTjOStu5f7NtaS75TlXCxc8uoWQkyL4G3pwB+JzYypTwxy4vUXOWu6VLzQ0TWNZCJGLBIhGkuS/MzUPXNOAzfe/TW+ft82Nq2oIscuc7Qux5S3kvsefwTv0M956/QwoTEvx/cP4j35AdkuO2aDTiIyyfioj0AkjqYb8Cy+g8e+8wDrq+UKuFjYJKwIIaYkejjf+pnCTi3K5HiUyat6ICOOojpWbryJrVu3sG71MupLPdguGXhEimKnbO39fO9HNgp27+a1g+cYCoaZGAozMXTxbzU6S1nRfCf3PfgA2zfVkmuTqe9iYZOwIoQAQPO10NofQp1zF1QDRrMFi82Kw5VDflExJeWLqG9aztLGGqoWLaKqrACX1Si7KXOk2PJp2HQv3ypdwoZtJzl5+jxdfcOMT8bQTFYcLg8FFXUsbmpkccNi6qoKccvUd5EBFF3XpT+zEAI93MPJo60Mh2Joc1wVFKMRo9GE2WLD7nThyvKQm19AbpYNs3QouyZadJJx3zj+yTCRWALdYMJsseLIyiE3Jwu72SC7KSJjSFgRQgghRFqT3UMhhBBCpDUJK0IIIYRIaxJWhBBCCJHWJKwIIYQQIq1JWBFCCCFEWpOwIoQQQoi0JmFFCCGEEGlNwooQQggh0pqEFSGEEEKkNQkrQgghhEhrElaEEEIIkdYkrAghhBAirUlYEUIIIURak7AihBBCiLQmYUUIIYQQaU3CihBCCCHSmoQVIYQQQqQ1CStCCCGESGsSVoQQQgiR1iSsCCGEECKtSVgRQgghRFqTsCKEEEKItCZhRQghhBBpTcKKEEIIIdKahBUhhBBCpDUJK0IIIYRIaxJWhBBCCJHWJKwIIYQQIq1JWBFCCCFEWpOwIoQQQoi0JmFFCCGEEGlNwooQQggh0pqEFSGEEEKkNQkrQgghhEhrElaEEEIIkdYkrAghhBAirUlYEUIIIURak7AihBBCiLQmYUUIIYQQaU3CihBCCCHSmoQVIYQQQqS1/w+pWxFsBT86kAAAAABJRU5ErkJggg==", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/175.jpg" } ]
<image>Quadrilateral R S T U is circumscribed about \odot J. If the preimeter is 18 units, find x.
B
64,623
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/176.jpg" } ]
<image>Find the measure of \angle 5 if m \angle 4 = m \angle 5.
A
64,624
null
A
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"path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/177.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/178.jpg" } ]
<image>Triangle R S T is circumscribed about the circle below. What is the perimeter of the triangle?
B
64,626
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/179.jpg" } ]
<image>Find y.
A
64,627
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/180.jpg" } ]
<image>The diameters of \odot A, \odot B, and \odot C are 10, 30 and 10 units, respectively. Find B X if A Z \cong C W and C W = 2.
A
64,628
null
A
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Ys2cP9uzZg5/+5CeYP3++MFBVKpX67EBVq8WCx776VZw8eRLAYPj4xlNPOXXspUuX0D10NmvGjBnIz8/H3HnzAAxe0rv7rrtw4cIFVFdXo6KiAmlpaTf9zL2VlQAGB95eu/5Oo9XidGMjJP7+DuNCACA0LAzh4eEjXpszZ46wvXiU4auzZs0CgFGH7hIRjSeGLZo0RCIR1qxZgzVr1uC73/veyIGqu3ej6/JlAMDnn3+O999/H++//77wuBqFQgGNVuszA1X7+vrwyMMPo3To8ll0TAw+/PBDp4NnUFAQvv3CC+i3WqFUqYSgBQAxMTF45dVX8c2nnwYAfPjBB06FrauL4hcvXuzw3ooVK7Bly5brHhtwk1EVISEhN/1+IiJPYdiiSSsyMhKPPvooHn300esOVO3t6UFpaSlKS0vxgx/8ANExMZB5+UDVnp4ePPTlL6OiogIAMHfePPz1r3/F1Fu4mzMgIADPPPPMdd/XarXwl0jQb7Wi8cwZpz7z6rqvUK6vIyIfw7BFXsGZgaoA0FBfjwYvHqh6+fJlPPjgg6jevx8AcMcdd+Djv/51xCW3sRAcHIzpERFoaWnB+fPnnTqmr68PwM3PUhEReRuGLfJKVweqPvHEE+jr60NJSQny8/NRXFyMs0NnYq4OVDWZTHjp5ZexLC5OeIzQmjVrIBZPrvtHuru7cf999+HA0N18q5OS8MEHH4yYWzWW/IYWyvs5+e8UFByMnp4eWCwWt/RDRDRRMWyR1wsMDIRSqYRSqQQA1J04gTy9HoVmM6qqqkYdqDpt2jRkbNgwqQaqPv3UU0LQkkql+OO2bS7fHPDZp5/iL3/5CwDglVdfHfW5iB0XLwIAIp08IzglLAwX29vR2dnp8F5TUxN+8IMfAABeeP55hzsLiYgmM4Yt8jlLYmOxKTYWmzZtQnd3N8wmE/JNJpSUlAgDVTs6OibVQNV9+/bBYDAAAJJTUvDue+/d1nq0s2fPoqioCADQ0NDgELb279+PnqFLs3OdvEQ5fcYMNDY2CndHDnf8+HFhOvyLL77oct9ERBPR5LpOQjTGQkJC8IW77sKbb76J6upq5BuNePbZZ7E6KUm4TDYwMICamhr88he/gEajQWJCAjZ985v45JNP0DVBZjjp8vIADN6xuXXr1lsKWpcvX8alS5eENVUAMHtYgLr62cO9/bvfCdt3fuELTn3P1fV0zc3NqK6uHvFe+a5dAAZncEVFRTndOxHRZMAzW0TDxMfHIz4+Hs89/zw6OzpgNBphNBpRWlqGixfbAQwO3ty+fTu2b98Of4kEyUlJkOXkQKvVYunSpR7pe1d5OYDBsJI/dIbrelRq9YgF8ytXrkS/1YqlS5eiqLh4sEalQtiUKei6fBl/+9vfEBUVhYc2bkRfXx/e2boVn3zyCYDBO0KvPu/yZrRaLd56800AwHPPPYdt27ZhwYIFOHbsGN577z0Ag4HMG+8QJSLfxrBFdB1Tp03Dffffj/vuvx92ux1VVVXCQNWjR49OqIGqVy9/9vf33/Qy3IDNhq9+9asOrw8/sxUSEoJnvvUt/PCHP8TAwADeeOMNvDHsUTnA4HiIn77+utM3EqxevRpf/vKX8cEHH+DI4cNIS0vDnNmzcf78edjtdvj5+eGpodldRETehGGLyAkikQipqalITU3Fd777XbS0tMBgMKDAZMKu8vLRB6oGBSE1NXVcBqqO9uxCZ0n8/dFvtTq8/tTTTyMgMBBbfvlLXLhwYcR7kbNn42dvvAG5QnFL3/XGz34Gi9WKzz77DL09PcLDroOCgvDLLVuwYcOGUY/z8/O7pe8BBsMgAJ4pIyKP44OoXcAHUdNwAwMD2LVrl8NA1WtFx8RAmp0NlVqN9PT0SRMCBgYGUFpaitOnTyMgIADp6em3HRytViuqq6tx6NAhLIuLQ0pqqhCOiIi8DcOWCxi26EbOnj0LnU6HApMJlZWVwl17w4WGhmLd+vVQyOVQazRjPnSUiIgmDoYtFzBskbMsFguKi4sdBqoOJxKLEbd0KaQyGTQqFVLXrp10A1WJiOj6GLZcwLBFrhptoOq1pk2bhvSMDCiVSqhUKkRERHigUyIiGisMWy5g2KKxcL2BqsP5+flh5cqVgwNVNRokJCRAJBJ5oFsiInIVw5YLGLbIHQ4dOgS9TgdzYSEOHjyIgf5+h5pZs2YhMzMTCqUScrkcU6ZM8UCnRER0Kxi2XMCwRe52vYGqw/lLJEhavVoYqBoXF+eBTomI6GYYtlzAsEXj6XoDVa81b948SKVSKFUqZGdnIygoyAPdEhHRtRi2XMCwRZ7U2toKvV7vMFB1uOEDVdUaDRYtWuSBTomICGDYcgnDFk0UAwMDKC8vFwaq1tXVedVAVSIib8DH9RBNYn5+ftiwYYPwmJuzZ88KZ7327NkjDFRtqK9HQ309/vjHP3KgKhHROOOZLRfwzBZNBhaLBSUlJYMDVYuKcIYDVYmIPIJhywUMWzQZ1dXVQa/Xw1xQgKqqKlgsFocaDlQlIhp7DFsuYNiiya67uxuFZjPyjUaUFBejmQNViYjchmHLBQxb5G0OHz4sDFQ9cODAqANVZ86ciaysLA5UJSK6RQxbQ3bs2IGXXnzRqVqbzYbOzk4AQFBwMIJvYZ7Rz37+c2g0Gpd6JBoPnR0dMJpMMBmN2FlaiovtHKhKRHQ7GLaGGI1G/Oi115yqHRgYwMmTJwEAM2bMwMyZM53+nh+88gqys7Nd6pFovNntduzbtw96nQ6FRUWoPXoUtusMVM3OzoZSpYJUKuVAVSKiYRi2XMDLiOSrhg9ULS8vx+XrDFRNSUmBQqGARqvlQFUi8nkMWy5g2CK6hYGq0dHIHhqompGRwYGqRORzONSUiFzi9EDVhgY0NDRg27ZtCA0NRdq6dVDI5dBotRyoSkQ+gWe2XMAzW0Q35uxA1aWxsZDKZFCrVFiblsaBqkTklRi2XMCwRXRrnBmoOnXqVGRkZEChVEKtVnOgKhF5DYYtFzBsEbnO2YGqK1auhEwmg0ajQWJiIgeqEtGkxbDlAoYtorHj7EDVzMxMKFUqDlQlokmHYcsFDFtE7tHZ2Qmj0ciBqkTkVRi2XMCwReR+VweqGvR6FBYW4igHqhLRJMWw5QKGLaLx19raCoPBgAKTCbt27brpQFW1RoPFixePf6NERNdg2HIBwxaRZw0MDGD37t0wGAwoKix0bqBqejokAQEe6JaIfB2HmhLRpOPn54eMjAxkZGQAAJqamqDT6YSBqt3d3QBGDlQNCQ3FuqGBqmqNBnPnzvXkj0BEPoRntlzAM1tEE5fFYsHOkhLkG40oLipCY2OjQ41IJMLSpUs5UJWIxgXDlgsYtogmj/r6euh1OhSYzajau/emA1VVKhWmT5/ugU6JyFsxbLmAYYtocurp6RkxUPX8+fMONRyoSkRjjWHLBQxbRN7hyJEjwlmvmw1UVSiVUCgUHKhKRLeMYcsFDFtE3sfZgaqrExORk5MDjVaLZcuWeaBTIppsfC5sWS0WfLJjB/75z3+i8fRpnG9uRveVKwgLC0NSUhKkUim0ublYuHDhdT+DYYvIuzk7UHXuvHnIzsqCUqWCTCbjQFUiGpVPha0PPvgA/+/VV9HR0XHDuoCAAHzv+9/H448/Pur7DFtEvqWtrQ16vf6GA1UDAwORkpoKhVwOjVbLgapEJPCJsGW1WPCNb3wDeXl5t3TcffffjzfffNPhdYYtIt/l7EDVxYsXI1sqhVqpRMaGDRyoSuTDvD5s2e12fO3xx6HT6YTXAgMD8aUvfQkPbdyIuLg4+Pv748SJE9j+t7/hvffeG3Fr+Dt/+AO0Wu2Iz2TYIqKrrjdQdbiQ0FCkpaVBoVBAw4GqRD7H68PW5s2b8Yuf/1zYX7hwIf7y/vtYsmTJqPXHjh3DnXfeie4rVwAA8+fPR9muXQgY9lcpwxYRjcbZgaqxsbHCQNW0des4UJXIy3l12Lp8+TJSUlLQNbS+Yv78+TCaTJg2bdoNj/vggw/wP88+K+x/9PHHyMzMFPYZtojIGc4OVE1PT4dCqYRareZAVSIv5NV/Tv3+7beFoOXn74/fvf32TYMWADzwwAMIDg4W9vdUVLirRSLyYjExMXjq6aexfft2HK2txdatW/HAgw9izpw5Qk1nZyd0Oh3+59lnkbBqFdRqNX7yk5+gurp61LVgRDT5eO2DqPv6+vDOH/4g7MukUiQnJzt1rJ+fH1atWoU9e/YAGBx8SER0O4KDg5F7553IvfNOAP8eqGouLMSBmhr09/fDZrPh4IEDOHjgAN7csgUzZsxAVlYWFEol5HI5wsPDPfxTEJErvDZsbfvjH0cMJfzKV75yS8d/9PHH6OvrAzC4oJ6IaCytWLECK1aswLP/8z/o7OyEyWQaHKi6cyfah353XbhwAf/4xz/wj3/8A/7+/li9ejUHqhJNQl67ZuvBBx7Azp07AQALoqKEs1RjgWu2iMhd7HY79u/fLwxUPXLkCAeqEk1yXntm68yZM8L2l+6+24OdEBE5TyQSITk5GcnJyXjp5ZfR1tYGg8EgDFS9dOkSAOBcUxM+/PBDfPjhhxyoSjTBeWXYstvtaGpqEvaXLl3qwW6IiFw3c+ZMbNy4ERs3bsTAwAAqKiqEgaonT56E3W5HX18fdpWVYVdZGV599VUOVCWaYLwybJ09e3bELdaL+FceEXkBPz8/pKenIz09HXjlFZxraoJu6DFCFRUVwkDVU6dO4dS2bXh32zYOVCWaALxyzVZRUREe+vKXhf2aAwcwa9asMft8rtkioonGarFg586dwkDV06dPO9RwoCqRZ3jlma1rHzQ9fGaWM/R6Pa4MTZBfvHgxUlJSxqo1IiK3kAQEIEcuR45cDmBwoKpBr0eB2Yy9lZWwWCyw2+04fvw4jh8/jrd/9zuEh4cjIyODA1WJ3Mwrw9bChQtH7J8+fRorV6506tijR4/i8cceE4YJfu9732PYIqJJJyYmBt946il846mn0NPTg0KzGflGI3aWlODcuXMAgEuXLkGn00Gn0+F5sRgrV66EVCaDRqPB6tWrIRKJPPxTEHkHrwxbS2JiRuzX1tY6HbZ++9vfCkErKCgID23cOOb9ERGNJ6cHqh48iIMHD+KtN9/EjBkzkJmZCYVSCYVCwYGqRLfBK9dsAcCyuDjhFumUlBT869NPb3rMrl278H8efBD9/f0AgHvuuQe/+vWvHeq4ZouIvMWlS5dgNBodBqoO5+/vj8TERGGg6vLlyz3QKdHk5bVh64UXXsCf3ntP2H//gw8glUqvW3+uqQlKpVL4RRMQEIA8nQ4rVqxwqGXYIiJv5PRA1blzkTVsoOqtrosl8jVeG7bOnTuHdWlpsFqtAAYfubN582bcd//9DrV//vOf8doPf4jOzk7htZ++/joeeeSRUT+bYYuIfMH1BqoOd3WgqnzorFd0dLQHOiWa2Lw2bAHAaz/8IX71q18J+yKRCEuWLEFCQgLmL1iAuro6HD50yOEW6Y0PP4zNmzdf93MZtojI11xvoOq1Fi1ahGypFCqlEpmZmRyoSgQvD1sAsHnzZvzyF78Y9ZfCtQIDA/HU00/j2WefhZ+f33XrGLaIyNddb6DqcCGhoUhbuxZyhQJajQZz583zQKdEnuf1YQsAPvnkE2z9/e+xb/9+2EdZfyAWi5GRkYGfvv66U88UY9giIvo3Zweq3nHHHZDl5ECtUmFtWtoN/6gl8iY+EbauampqwmeffYbz586ht7cXd8TGIj4+HvHx8be0wJNhi4jo+hoaGqDX6VBgNqNq71709fU51AwfqKpUKjFz5kwPdEo0PnwqbI0Vhi0iIuf09PSgsLAQxvx8lAwbqDqcmANVycsxbLmAYYuIyDVHjx4dHKhqNqNmaKDqtThQlbwNw5YLGLaIiG7fpUuXYDKZhIGqFy5ccKjhQFXyBgxbLmDYIiIaW3a7HdXV1dDr9SgqLMThw4c5UJW8xriGrba2NqR6wUOd7XY7rBYLIBJBJBJBPIZrC0RiMcRi8Zh9HhHRZGS322G322Gz2YTt0YjEYviJxRAN/T4mGgsSiQQnTp4cs88b9wdRWyyW8f5K9xj6j9put2NgDPOq3WYDf10QETnHbrOhf5QzYES3Y6zPQ41r2AoMDMR//Md/jOdXukVvby8+++wzAMDChQsRGxt72595pbsbu8vLERMdjeTk5Nv+PCKiyaq7uxtNTU04d/48LrS1YWBgYNS6uXPnYsGCBZg7dy4kEsk4d0nezM9/bOMR12y5YPiarf/6r//CD1555bY/89ixY5BJpfjyQw/hZz/72W1/HhHRZDEwMIDdu3cLD8Cur693OLMwfCiqRq3G2rQ0LrmgSWPcLyMSERFdvHgRer0eJqMRZWVloz7kOjg4GGvXroVCqYRWq8U8Pu6HJimGLSIiGhcHDhyAXq+HuaAAhw8fHvXy4Pz585GdnQ2VWo3s7GwEBgZ6oFOiscWwRUREbtHT0wNzQQEMQ9PjW5qbHWquztGSy+XQ5uYiLi7OA50SuRfDFhERjZlTp05Br9PBVFCAvZWVo96BHhExHZmZG4TnIk6dOtUDnRKNH4YtIiJymdVqRXl5OQx6PYqKitDQ0OBQIxKLEbd0KWQyGTRaLVJTUzkTi3wKwxYREd2StrY2YXH7rvJydF2+7FATEhKCtHXroFAooNVqMWfOHA90SjQxMGwREdEN2e121NTUQKfTodBsxpEjR0Z9lM6CqChIpVKoVSpkZWVBEhDggW6BP/3pT7jQ1ibsb8jMRGpqqkd6IQIYtoiIaBRdXV0wm80wDi1ub21tdajxl0iQnJSEHLkcWq12TAY8367d5eV44dvfHvFaY2MjwxZ5FMMWEREBAOrr66HT6VBgMqGqqgpWq9WhZvr06cKDoBUKBaZMmeKBTq/vlVGGTJ84ccIDnRD9G8MWEZGPslosKCsthcFoRFFhIU6fPu1QIxKLsXz5cuQMLW5PSkqasIvbP92xAzU1NQ6v14+yaJ9oPDFsERH5kJaWFuh1OhhNJuwuL8eVK1ccakJDQ7Fu/XooFQpotFpERkZ6oNNbMzAwgB/9+MfC/qpVq3Dw4EEAwMX2dnR0dGDatGke6o58HcMWEZEXs9vt2LdvH/Q6HQqLinD06FHYR1ncvmjRIkhlMqjVamRkZEy6Bztv27YNp06dAjD4EOG3/vd/oVIqhTlfhw8fRkZGhgc7JF/GsEVE5GUuX74Mk8kkLG5vb293qJFIJEhNTRUWt8fExHig07HR3d2NX/7iF8L+Pffcg6VLlyIqKgp1dXUAgKNHjzJskccwbBEReYETJ04gLy8PhWYz9u3fj/5RFrfPmjVLWNyek5ODsLAwD3Q69rZs2YILFy4AAAICAvDSiy8CAKKjo4WwdezYMY/1R8SwRUQ0CVksFuwsKYEhPx9FRUU4e+aMQ41YLMbKlSshlcmg1WqRmJg4YRe3u6q1tRXvbN0q7G/cuBFz580DACy54w6YTCYAwEnekUgexLBFRDRJnDt3TpjcXlFRge7uboeasClTkL5+PRRKJTQaDWbOnOmBTsfPT3/yE+HfITQ0FM89/7zw3tKlS4Xt+vr6ce+N6CqGrdvUPzCAnlF+4d2qvr6+MeiGiLyJzWZDVVXV4OL2wkIcO3581MXt0TExkEmlUKnVWL9+/aRb3O6quro6fPzxx8L+Y48/joiICGF/eNhqbW3FpUuXEB4ePq49EgEMW7ftD++8gz+8846n2yAiL9HZ2Qmj0Qhjfj5KS8tw8aLj4vbAwECkpKZCIZdDm5uLRYsWeaBTz3v1lVfQ398PAIiIiMCmTZtGvB8XFweRSAS73Q4AqD1yBGvXrRv3PokYtlxkByCy25GdnQ2FUjlmn7t8xYox+ywimviOHz+OvLw8mAsKUF1dLYSH4SIjI5GZlQW1UokchQIhISEe6HRiufPOO7F/3z4AQFhYGP7xz3+ira0NbcOeiQgAMTExwiL5f3zyCcMWeQTDlotEACASISExEY9/7WueboeIJgmLxYKSkhIYDAYUFxXh7NmzDjVisRgr4+ORk5MDjUaDxMRED3Q6ceXl5QlBCxh8jqM0O/umx/GxPeQpDFtERG527tw56HQ6YWF7T0+PQ82UKVOQnp4OhVIJrVaL6dOne6DTic9ms+G1115z6dj6oTNcROONYYuIaIzZbDbs3bMH+vx8FJrNOH78uLBuaLiYmBjIZDKoNRqsX78efn5+Huh2cnnv3XfRMOzOwhy5HEGBgdet7+jsxK6yMgBAc3Mzuru7eRmWxh3DFhHRGOjs7IQxPx/5RiPKSktx8eJFh5qrC9uVCgW0ublYuHChBzqdvHp6evDzn/9c2E9KTsaf//znGx7T3NyMpNWrAQw+uujIkSNITU11Z5tEDhi2iIhcdPToUeh1OhSYzaipqcHAKIvbZ8+ejWypFCqVCjKZDMHBwR7o1Du89dZbIxbAv/DCCzc9Zvbs2QgJDUX30AO3GbbIExi2iIic1NfXh6KiIuQbDCgqLsa5piaHGj8/P8THxwvPHIyPj/dAp96nra0Nv3/7bWE/NTUVWVlZTh27MCoKtbW1AIDjfGwPeQDDFhHRDZw9exY6nQ4FJhP2VFaid5TF7VOnTkVGRgaUKhVUKtWIwZo0Nn7605/iytDZKQB48aWXnD42Ojr632Hr+PEx743oZhi2iIiGsdlsqNi9G3qDAYVmM+rq6hwWt4tEIixZsgRSmQwajQbr1q2DWCz2UMfer6GhAR999JGwv27dOqSnpzt9fExMjLDNx/aQJzBsEZHP6+jogMFggDE/H2VlZejs7HSoCQoOxprUVGE0w4IFCzzQqW/asmUL+q1WYf+FF1+8pePviI0VtltaW2Gz2RiOaVyJ7KPdj0w31NLSgtVDQwY3bdqEl15+2cMdEdGtOnz4MHR5eTCbzTh48CAGBgYcaubOmwdpdjaUQ4vbA28wYoCI6Hp4ZouIfEJvby/MZjPy8/NRUlyM8+fPO9T4+fsjISEB8pwcaHNzsXz5cg90SkTehmGLiLxWY2Mj9DodjEYj9u7di76+PoeaiIgIZGzYAJVSCaVSianTpo1/o0Tk1Ri2iMhrDAwMoLy8HAa9HoWFhWhoaBh1cXtsbCxkOTnQqtVIXbuW63eIyK0YtohoUmtvbx+xuP3y5csONcHBwUhLSxtc3K7RYO68eR7olIh8FcMWEU06B2pqoNPrYTabcfjQIdhsNoea+fPnQyqVQqVWIzs7GwEBAR7olIiIYYuIJoHu7m6YTSbkm0woKS5GS0uLQ42/vz9Wr16NHLkcubm5WLp0qQc6JSJyxLBFRBPSqVOnoMvLg6mgAFV798JisTjUREyfjswNG6BUqaBUKhEeHu6BTomIboxhi4gmBKvVil27dsGg16O4uBgNDQ0ONSKxGMvi4iCTyaDRapGSkgKRSOSBbomInMewRUQe09raCr1eD5PRiPLycnR1dTnUhISGYt26dVDI5dBotZgzZ44HOiUich3DFhGNG7vdjurqauh1OhQWFuLIkSOjLm6PioqCVCaDWqVCZmYmJFzcTkSTGMMWEblVV1cXCgoKYMzPR0lJCdra2hxq/CUSpCQnQ5aTgzu1WiwZ9iw7IqLJjmGLiMZcXV0d8vLyYC4owL59+2Ad9hDhq2bMmIGsrCwoVSrI5XJMmTLFA50SEbkfwxYR3TarxYKy0lLo8/NRVFiIxsZGhxqxWIzly5cjJycHao0GSUlJXNxORD6BYYuIXNLc3Dz43EGTCbt370b3lSsONWFhYYOL25VKaDQaREZGeqBTIiLPYtgiIqfY7XZUVVXBoNfDXFiI2tpa2EdZ3L548WJIpVKoNRqkp6dDIpF4oFsioomDYYuIruvSpUswmUyDi9t37sTF9naHmoCAAKSkpEAul0Obm4vo6GgPdEpENHExbBHRCMePH0deXh4KzWbsr65G/yiL22fNmoWs7GyolUrkKBQICQnxQKdERJMDwxaRj7NYLCgpKYHBYEBxURHOnj3rUCMWi7EyPh4ymQxarRaJiYke6JSIaHJi2CLyQefOnYNOp0OByYSKigp0d3c71IRNmYKM9HQolEqo1WrMnDnTA50SEU1+DFtEPsBms6GyshIGgwGFZjOOHz8Ou93uUBcTEzNicbufn58HuiUi8i4MW0ReqrOzE8b8fOQbjSgrLcXFixcdagIDA5GSmgqlQgGNVotFixZ5oFMiIu/GsDWktbUVR48edaq2o6ND2D579ixKSkqc/p4VK1bwcgy5TW1tLXR5eSgwm1FTU4OB/n6HmtmzZyNbKoVKqYQsJwfBwcEe6JSIyHeI7KNdS/BBf/34Y3zrW99y+/f85re/xd133+327yHf0NfXh6KiIuQbDCgqLsa5piaHGj8/P8THxyNHLodWq0V8fLwHOiUi8l08szUkftUqfOuZZ5yq7e7uxu/ffhsAsHbtWqxPT3f6e1asWOFKe0SCpqYm5OXlwWQ0Yk9lJXp7ehxqwsPDsWHDBihVKqhUKkRERHigUyIiAnhmyyUtLS1YPXTr+6ZNm/DSyy97uCPyZjabDRW7d0M/tLi9rq7OYXG7SCTCkiVLIJXJoNFokJaWxsXtREQTBM9sEU1AHR0dyDcYhMXtnZ2dDjVBQUFYs2YNFEoltFotFixY4IFOiYjoZhi2iCaIw4cPQ5eXB7PZjIMHD2JgYMChZu68ecjOyoJKrYZMJkNgYKAHOiUiolvBsEXkIb29vTCbzTDm56O4uBjnz593qPHz90dCQgLkOTnQ5uZi+fLlHuiUiIhuB8MW0ThqbGyEXqeD0WhEVVUVent7HWoiIiKQnpEBlVIJlUqFqdOmjX+jREQ0Zhi2iNxoYGAA5eXlMOj1KCoqQn19/aiL22NjYyHLyYFWrUbq2rUQi8Ue6piIiMYawxbRGGtvb4fBYIAxPx9lZWW4fPmyQ01wcDDS0tIgVyiQq9Vi7rx5HuiUiIjGA8MW0Rg4UFMDnV4Ps9mMI4cPj7q4ff78+ZBKpVCp1cjOzkZAQIAHOiUiovHGsEXkgu7ubhSazTDk56OkuBgtLS0ONf7+/li9erUwuT0uLs4DnRIRkacxbBE56dSpU9Dl5cFUUICqvXthsVgcaiKmT0fm0OR2pVKJ8PBwD3RKREQTCcMW0XVYrdYRi9sbGhocakRiMZbFxUEmk0Gt0SA1NRUikcgD3RIR0UTFsEU0TGtrK/R6PUxGI8rLy9HV1eVQExIairS0NCgVCmi0WsyZM8cDnRIR0WTBsEU+zW63o7q6Gnq9HoVmM44cOQKbzeZQFxUVBalMBrVKhczMTEi4uJ2IiJzEsEU+p6urCwUFBTDm56OkpARtbW0ONf4SCZKTkpAjl+NOrRZLYmM90CkREXkDhi3yCXV1dcjLy0Oh2YyqqipYrVaHmhkzZiArKwtKlQpyuRxTpkzxQKdERORtGLbIK1ktFpSVlkKfn4+iwkI0NjY61IjEYqxYvhwymQwarRZJSUlc3E5ERGOOYYu8RnNzM/Q6HUwFBSgvL0f3lSsONaGhoVi/fj0USiU0Gg0iIyM90CkREfkShi2atOx2O/bt2we9TgdzYSFqa2thH2Vx++LFi4XJ7RkZGZBIJB7oloiIfBXDFk0qly5dgslkgjE/Hzt37kR7e7tDTUBAAFJSUiCXy6HNzUV0dLQHOiUiIhrEsEUT3okTJ5CXlwdzQQH2V1ejf5TF7bNmzUJWdjaUSiUUCgVCQkI80CkREZEjhi2acCwWC0pKSmAwGFBcVISzZ8861IjFYqxcuRKynBxotVokJiZ6oFMiIqKbY9iiCeHcuXPC5PaKigp0d3c71IRNmYKM9HQolEqo1WrMnDnTA50SERHdGoYt8gibzYbKykoYDAYUms04fvw47Ha7Q110TAxkUinUGg3S09Ph5+fngW6JiIhcx7BF46azsxPG/HwYjUaUlpbi4sWLDjWBgYFISU0Vnju4aNEiD3RKREQ0dhi2yK1qa2uhy8tDgdmMAzU16O/vd6iZPXs2srKzoVapIMvJQXBwsAc6JSIicg+GLRpTfX19KCoqgjE/H0VFRWhqanKo8fPzQ3x8PHLkcmi1WsTHx3ugUyIiovHBsEW3rampCXl5eTAZjdhTWYnenh6HmvDwcGRkZECpUkGtViMiIsIDnRIREY0/hi26ZTabDRW7d0NvMKCosBAnT550WNwuEomwZMkSSGUyaDQapKWlcXE7ERH5JIYtckpHRwfyDQbkG40oKy1FZ2enQ01QUBDWrFkDuUKB3NxcLFiwwAOdEhERTSwMW3Rdhw8fhi4vD2azGQcPHcLAKIvb586di+zsbKjUakilUgQFBXmgUyIioomLYYsEvb29KCwsRL7BgOLiYpw/f96hxs/fHwkJCZDn5ECj1WLFihUe6JSIiGjyYNjycY2NjdDrdDAajaiqqkJvb69DzbRp05CxYQNUSiVUKhWmTps2/o0SERFNUgxbPmZgYADl5eXINxhQWFiI+vr6URe3x8bGDj53UK1G6tq1EIvFHuqYiIhocmPY8gHt7e0wGAww5uejrKwMly9fdqgJDg7G2rVroVAqkavVYu68eR7olIiIyPswbHmpAzU10BsMMBcU4PDhwxgYGHComT9/PqRSKVRqNbKzsxEQEOCBTomIiLwbw5aX6OnpgbmgAIb8fJSUlKCludmhxt/fH4mJiZDL5dDm5iIuLs4DnRIREfkWhq1J7NSpU8JzB/dWVsJisTjURERMR2bmBihVKiiVSoSHh3ugUyIiIt/FsDWJWK1WlJeXw6DXo6ioCA0NDQ41IrEYy+LiIJVKodFqkZqaCpFI5IFuiYiICGDYmvBaW1uh1+thMhpRXl6Orq4uh5qQ0FCkpaVBqVBAo9Vizpw5HuiUiIiIRsOwNcHY7XbU1NRAp9Oh0GzGkSNHYLPZHOqioqIglcmgUiqRlZUFCRe3ExERTUgMWxNAV1cXCgoKYBxa3N7W1uZQ4y+RIDkpCTlyOe7UarEkNtYDnRIREdGtYtjykLq6Ouj1ehSYTKiqqoLVanWomTFjBrKysqBUqSCXyzFlyhQPdEpERES3g2FrnFgtFpSVlkKfn4+iwkI0NjY61IjEYixfvhw5Mhk0Wi2SkpK4uJ2IiGiSY9hyo+bmZhj0ehhNJuwuL8eVK1ccakJDQ7F+/XoolEpoNBpERkZ6oFMiIiJyF4atMWS327Fv3z7odTqYCwtRW1sL+yiL2xctWgSpTAa1Wo2MjAxIJBIPdEtERETjgWHrNl25cgV///vfYTIaUVJSgvb2docaiUSC1NRUyOVyaLRaxMTEeKBTIiIi8gSR3W63e7qJyaalpQWrExNvWDNr1ixhcbtCoUBISMg4dUdEREQTCc9sjRGxWIyVK1dClpMDrVaLhIQELm4nIiIihq3bETZlCjLS0yFXKKDRaDBz5kxPt0REREQTDC8juqC3txeVlZVIT0+Hn5+fp9shIiKiCYxhi4iIiMiNxJ5ugIiIiMibMWwRERERuRHDFhEREZEb+cTdiDU1NSg0m29YExISgnlz52J+VBSio6Mxbdq08WmOiIiIvJpPhK0/vfce3n//fafr/f39cfeXvoTnnnsOixYtcmNnRERE5O184m5EpUKBw4cP3/Jx06dPR1lZGabyLBcRERG5yOvDltViwR133AGr1QoAkOXkYFlc3Iiavr4+dF66hNOnTmH//v0YGBgQ3nvooYfwxs9+Nq49ExERkffw+suIBw4eFIIWAHz7299G4g2ea3j69Gl88QtfQFtbGwCgqqrK7T0SERGR9/L6uxEr9+wRtoOCghAfH3/D+kWLFuHLDz0k7H/++edu642IiIi8n9eHrX379wvbcXFxTj1eZ2p4uLDt7+/1J/+IiIjIjbw+bB08cEDYTly92qljiouLhe077rhjrFsiIiIiH+LVYauzsxONZ84I+ynJyTc95r1338XOnTuFfYVS6ZbeiIiIyDd49TWyqr17YbfZhP2ExET09fWNqOnt7cWJEydQW1uLT//1L5SUlAjvLV++HE8//fS49UtERETex6vDVuXevSP2ZVKp08eqVCr89PXXnVrjRURERHQ9Xn0ZsXrY4vhbMXv2bPzoxz/G7Nmzx7gjIiIi8jVePdR0VXw8Lly4AGBwpENkZKRDjd1uR0dHB86cOTPiEmNsbCx0ej1CQkLGrV8iIiLyPl4btpqampCakiLs/+lPf4Jcobhu/aVLl7Dll7/Eb37zG+G1xx57DD987TW39klERETezWsvI1ZUVAjbIrEYqWvW3LA+PDwc3/v+95Gbmyu8VlZW5rb+iIiIyDd4bdiqGrY4fmFUFKZOnerUcZmZmcL2yZMnYbFYxrw3IiIi8h1eG7aqa2qE7VUJCU4f19HZKWwHh4RAIpGMaV9ERETkW7wybNlsNtQePSrsJyclOXWc3W6H0WgU9lfFx0MkEo15f0REROQ7vDJs1dbWoru7W9i/2XotYDBovfrqq9hXVfXv41JT3dIfERER+Q6vHGpauWePsC2RSJB4ncuInZ2dOH36NKqrq/G73/0ODfX1wnvRMTH45qZNbu+ViIiIvJtXhq19w4aZWq1WLF+xwqHGNjCA3t7eUY8PDw/Hn//8Z0yZMsVtPRIREZFv8MqwVVNdPWK/+8oVp47z8/fH3Xfdheeefx6LFy8e+8aIiIjI53hd2LLb7Th9+rRTteHh4Zg/fz4WLFiAmCVL8JWvfAWLFi1yc4dERETkS7x2gjwRERHRROCVdyMSERERTRQMW0RERERuxLBFRERE5EYMW0RERERuxLBFRERE5EYMW0RERERuxLBFRERE5EYMW0RERERuxLBFRERE5EYMW0RERERuxLBFRERE5EYMW0RERERuxLBFRERE5EYMW0RERERuxLBFRERE5EYMW0RERERuxLBFRERE5EYMW0RERERu9P8BgAO2E1xvDBwAAAAASUVORK5CYII=", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/181.jpg" } ]
<image>According to the Perpendicular Bisector Theorem, what is the length of segment A B below?
A
64,629
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/182.jpg" } ]
<image>Find x. Assume that any segment that appears to be tangent is tangent.
A
64,630
null
A
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<image>Find the area of the regular polygon. Round to the nearest tenth.
C
64,631
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/184.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/185.jpg" } ]
<image>If D E = 60 and F C = 16, find A B.
D
64,633
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/186.jpg" } ]
<image>Find the area of the shaded region. Assume the inscribed polygon is regular.
A
64,634
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/187.jpg" } ]
<image>Express the ratio of \sin Q as a decimal to the nearest hundredth.
A
64,635
null
A
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/188.jpg" } ]
<image>In \odot F, m \angle D F A = 50 and C F \perp F B. Find m \widehat C B E.
D
64,636
null
D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/189.jpg" } ]
<image>Find x. Round to the nearest degree.
C
64,637
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/190.jpg" } ]
<image>Find x. Assume that segments that appear to be tangent are tangent.
C
64,638
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/191.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/192.jpg" } ]
<image>What is the area of the triangle? Round your answer to the nearest tenth if necessary.
B
64,640
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/193.jpg" } ]
<image>Find A B.
D
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D
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/194.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/195.jpg" } ]
<image>Find m \angle A C B.
C
64,643
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/196.jpg" } ]
<image>In the figure, F J \cong F H and G F \cong G H. If m \angle G H J = 152 and m \angle G = 32, find m \angle J F H.
B
64,644
null
B
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/197.jpg" } ]
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/198.jpg" } ]
<image>Given a \parallel b, find m \angle 1.
C
64,646
null
C
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", "path": "/blob/v-xiyaowang/v-xiyaowang/llava_prm/llava_prm/Geometry3K/unsolved_images/199.jpg" } ]
<image>Find the measure of \angle R to the nearest tenth.
B
64,647
null
B