Table ec_nfportraits
Plots for elliptic curves over number fields of degree at least 3
{'id': 24, 'label': '4.4.9248.1-128.1-k2', 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAA9hAAAPYQGoP6dpAACSNElEQVR4nOzdd3iUVdrH8e%2BZSe8JSUhIgzx0kGKwCzZ0RXFtuxYsoKzoCuqqY8GKZbGNbV3X3tEVG7qvKKJYQFFBVJQOT0gChIQQSK%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%2BoIwYpZQKdC1CCCGEBEAh/CMaKPf9KYQQQgSUBEAhhBBCiC5GAqAQQgghRBcjAVAIIYQQoouRACiEEEII0cVIABRCCCFEu6EUQb%2B5%2BJoK8n3QiVKSXVrBb7/IQgghRBtasmSJA0gE4pCBCNHCRx/FJ/Xrl/LIscfWv/vAA7lvAmQW3T0yMqT3TWXPX3ZV7MCB13piY5esW7Lk6T08jBcoA7bm5OR4/VF3R6S01oGuQYhOTykVg2kDE6u1rgh0PUIEypIlS9KUUnc6HI6jlFIyCCF2aGhwhG7f7kzyepXT4dDe5OTGTUHeymintyoOgHrlpVI7UEo3Jidv0g5H0%2B4eS2vt8Xq9X2itb8vJydnkr9fQkUgAFMIPJAAKAUuWLAlxOBxfhoeHZ3bv3r0iJCSkQXqjC62htFTFl5SQqrVSISG6PiPNszHMuzFZeaqjAXSN0qpMK%2B0MatTp6flERNTv/vE0DQ0NIcXFxTG1tbUFXq/3yJycnAb/vaKOQX77EkII4S9ZDocjKT09vTQqKqo20MWIwGtqwrF%2BPVllZSQAxMayPTuzushZsz4bGkIJAUqAKq2IiqrAsnIJDt7tyF%2BzyMjIuuDg4EbbtpO8Xm8msK6NX0qHIwFQiDaklJoMTEbWOQkB4ASUw%2BGQqSdBbS2hto1VV0c4QI8ebExNKGlU1QX90NqBV2k2a0UDkJy8mYyMQvZhxNj390whWWeX5IsiRBvSWj8OPN5iClgIIbq8bduIzcujl9eL0%2BnE06uXNzcuKD%2BO6tJ0AOqUplgrcDTRK2s93brJ/5%2BtTAKgEEIIIfxCa9iwgR5btpAKEB5Ode/shvzQhnWZ1NdEAWb/7natCA2tpXdvm/Dw3a73E3%2BcTEsJIYQQHcTUqVNTBg8ePCAyMnJ4QkLC0NGjR1tLly4N3dPnfPjhh1HHHnts7%2BTk5CFKqZxXXnklbud77rvvvqS%2BffsOjIqKGh4VFTV82LBh/d94442Ylvdcc801PZRSOS3fEhMTh7a8p7GxkSuvvLJHWlraAWFhYQemp6cf4HK5UpuammhsxLl6NX2aw1%2B3bpQM6F2%2BKbRuRV88NVFopSkGtgNxcdsYOHCVhL%2B2IyOAQgghRAfx5ZdfRk%2BaNGnL4YcfXt3Y2KhuuummtDFjxvRdtWrV8piYmF32vKusrHQMHjy4Zvz48VsnTJhg7eqejIyMhrvuumvTgAED6gCeeeaZxPPOO693dnb2ihEjRtQ139e7d%2B%2B6efPmrW5%2BPyjo1zHilltuSXnllVeSnnjiibzhw4fXLly4MHLKlCk9IyMTnGeccVN8YyMhSuHNyND5yVGFwVRt7guAR2mKtMKjNGk9NpKSsmVf1vuJfScBUAghhOggFixYsLbl%2B6%2B%2B%2BmpeWlra0K%2B%2B%2BipizJgxVbv6nLPOOqvirLPOqgCYMGHCLh933Lhxv1pj99hjj216%2BeWXkxYsWBDVMgA6nU6dmZnp2V19ixYtijr%2B%2BOPLzjnnnHKAvn37Nbz22tspixev7H7KKRASQn12dtP6KK/dndqKeACqlaZEK5xBjfTJtomJqd6rL8ZOtNaUVJckx4XHbQtxhuy2RmHIFLAQQgjRChYvXhy2u4%2BVlpY62%2BI5t23b5gRITExstcDj8Xh4%2Bumn42trax2jRo36VajMz88PTU5OHpKWlnbA2LFjs1esWBHS8uOHHXZY1VdffRXz008/hTY14fjf/5ZY33%2B/OOKII04iOpqygX1r1kd5lvek0Rf%2BSoEtWhERWcnAgSv%2BaPjzaq8qKCvoWVxVnJG/Pb%2B3V3tl%2BPB3yAigEEKIwKmsdLB06W6DU5sZOrSO6Oi9Piasvr5eXXfddanp6emN9fX1as6cObHvvPNObvfu3Xf0pJs6dWraJ598Yu/q8xctWhReVFQUfNFFF21vjfIBvF4vV155ZcaBBx5YddBBB9X9/mfs2aJFi8KPPvro/g0NDY7w8PCmV155xc7JydnxuIceemjVkCFDagYOHFhfWFgYNH369B6jRo0asGzZsmUpKSlNAHfffXdReXm5c9iwYYMdDidebxN///s/GT/%2B3E1piSUNqqag744WL0VaUQ8kJRWRkbEJxx8bk2psagzKK8uz6hrrogDiwuNKHUpaDf0eCYBCCCECZ%2BnSMEaOHOD3512wYCVHHlmzt7ePGzcua8SIEdXXX399yU8//RT68MMPpyYlJf1uQ%2BJmY8aMqbr%2B%2ButTb7311u533HFHseN3ws4TTzyRcO2112Y1v//OO%2B%2BsPfHEE381Gjd%2B/PjM1atXh8%2BfP3/V3taxJ0OGDKlbtGjRim3btjlnzpwZf9lll/Xs3bv36uYQ2DyN3OzYY49dm52dfcCTTz6ZOG3atGKAZ599Nv7tt2cl3n33q97s7MGOtWt/aHrwwavUsAHEXHLu8dHAzi1e8ujWreyP1lzTWBOWX5bfx9PkCXEoR1N6bHpubFisnLa0FyQACiGECJyhQ%2BtYsGBlQJ53Ly1cuDD8o48%2Bip8xY0Y%2BwJIlSyIOP/zwyp1D3IIFC2J33hXbUnV1taOurs6xadOmkOeff37Dnp7znHPOKRs5cuSO6dCePXv%2B6iiz8ePHZ3z88cdxn3/%2B%2BSrLshr39rXsSVhYmB48eHA9wKhRo2p%2B%2BOGHyAcffLD7a6%2B9lr%2Br%2B2NiYrx9%2B/atWbt2bSiA1wu33XZHzwsvvNlxwgnnEhFB9emn9i3w1nxrPfjoU9GXnHv8Ly1ewsJqsaz9avFSXlces7F8o%2BXVXkewM7g%2BKy5rXXhw%2BH6PhHYVEgCFEEIETnS0d19G4gJh7ty5MTk5OZXh4eEaYN68edHHHHNMxdatW52JiYk7RgFHjhxZvrspYACXy5WamJjoufHGG0t%2B7znj4%2BO98fHxvwlHXq%2BXCRMmZM6ZMydu3rx5q/v3799mZ9xqramvr9/tWrra2lpl23b44YcfXlVfT3BuLtl1dXUOh8NBYiJbMlO3Vziq8/qEBBHk9WooBmqAuLhSevUqwOnc6yn4nesqqS5JLq4qzgAIDw6vyorLsoOdwbLxYx/IJhAhhBBiD%2BLi4jxJSUkegJKSEue8efNiR48eXfncc88l7O1jzJw5M3bEiBE1exP%2B9uTCCy/MnDVrVsILL7yQGxsb21RQUBBUUFAQVFVVtSOoTZ8%2BPemwww7r2/x%2BeXm5Y%2BHCheELFy4MB8jNzQ1ZuHBh%2BNq1a3ds4JgyZUranDlzolavXh2yaNGi8CuuuCJt0aJF0eeff/625nsmTZqUPnv27KhVq1aFfPrpp5Enn3yyVV1d7TzvvMtqV65kQHU1USNHjtUvvHBn0w9fPx1UsGJB71nvfxL00H9e4/RRR0Ot0qSn5y/etq3omuuuS2n5uu69996k9957L7plzRdccEFmRUXFr3KKV3vVxvKNmc3hLyYspjQ7IXuNhL99JyOAQgghxB5MnDhx%2B5dffhn91FNPJTQ0NKjTTjtt25tvvhl36KGH/mrk8tFHH924u8c46aSTKqP3YdPJ7rz66qtJAGPHju2303PnXXnllaUAW7duDS4oKNjRHHrBggWRp5xyyo5AOG3atIxp06ZxxhlnlL799tt5AFu2bAmaOHFir5KSkuCoqKim/v3717711ltrTz/99B3r6QoLC0Muuuii7O3btwfFx8d7hg8fXj1r1lclTU29LYDQUOqefurBgn9Ou6rnP66/PWHL1u30SE7k0tPO4NbLLmugb1%2Bb6OiaZR9%2BGP/RRx/FAoXNj/3JJ5/E1NfXq1NPPbUSoLi4OGju3LlxxcXFRTExMQ0AHq/Hmb8936pprIkGSI5M3pgclVyspF/gH6K0lo0yQrS1FmcBx2qtZYGy6JKWLFnSPygoaE6fPn2qIiIiZK1WB9bYiDM3l16VlcQCxMVR2iu9otRZm9sLrycYDWwFqoDo6DKys/MIDt7rTTM7q22sDc0vy%2B/T2NQYqpTypsek58aFx%2B3xfOCampqwtWvXRnk8nhNzcnJaZaNMZyIjgEIIIYTYa5WVROTmYvlO9dBpabqge8xmp6ou/PWpHo1AaupGevQo3p9TPSrqKqI3lG%2BwvNrrDHIENWTFZa2LCImobaWX02VJABRCCCHE79IaiopIKiwkQ2tUSAj12b08eVE6tzu1FXHATqd69MolNnaXp5PsrZLqkqSiyqJMgLCgsOqe8T3XyXq/1iEBUIg2pJSaDExGNlwJITowjwfH%2BvX0LC8nHiAmhrLszKrioFq7F95Gs5mkFKjQisjISiwrl5A/fhyb1pqNFRszy2rLkgCiQ6O3ZcZl5kmD59YjAVCINqS1fhx4vMUaQCGE6FCqqgjPzcVqaCBUKXRqqt6UGl/sVTWb%2BqK1osnX2LkeSE7eTEZG4f5M%2Bfo2e2TXNNbEACRFJm3qHtW9SDZ7tC4JgEIIIYT4Da1hyxYSN24kU2tUUBCN2b2a1sc4chOpKTctcGqVZotWKKcHq%2Bd64uP3a5Pbzps90mLS1seHx5e1xusRvyYBUAghhBC/4vHgyMsjs6yMbgBRUZRbWdVFwXV2TzwNpsXMNqBcKyIiqrCsXEJD9%2BtEkvK68mjfyR6y2cMPJAAKIYQQYofqasJyc7Hq6wkDSEnRm9K6FXtU7S6mfJOSisjI2MTvnG28J76TPZKKq4pls4cfSQAUQgghBADFxXTzTfk6goJo7NWzKS/Wub4bNWU7T/k2kZ21noSE/Vrb7NVetal8U0ZZndnsERMaU5oRl5Evmz3angRAIYQQootrasKxfv2vpnwrsrOqi0Lq7UwaGsKAllO%2B1WRn5xIWtl/nEDc2NTrzy/Kt2sbaaJDNHv4mAVAIIYTowvYw5dtnx5TvFq2oAxITi8nM3IRj/0boahprwgrKCnrvy8keonVJbzIhhBCiA7n33nuT0tLSDggNDT1w0KBBA%2BbMmRP1e5%2Bzfv364FNPPbVXXFzcsPDw8OH9%2B/cfOH/%2BgojiYhJXrWJAfT1hpaUbG%2B%2B884zKIQfE94js1jNr2FHnqu%2B%2BXaXZqBWNzqZbX3%2B9dPDYsdGR0dHDEhISho4ePdpaunRpaMvn%2BfDDD6OOPfbY3snJyUOUUjmvvPJK3M61XHXNVb0iQyIHDUgeEDokdQgHpBzg6J3Ru2frfYXE3pAAKIQQQnQQzzzzTPytt96ace21127%2B%2BuuvVxxyyCFVZ5xxRp%2B1a9eG7O5zSkpKnEceeWT/4OBgPWvWrDU//vjj8nvuuX9TQ0P31A0byNIah8ezreLiiw9R8ZGeiDlvPKpWfPUGD7r%2BQXxDlCIsopoBA1Z8/u23wZMmTdryxRdfrJw9e/aapqYmNWbMmL4VFRU7skRlZaVj8ODBNQ888EDBznVorSmqLOre4GhIsPpZfLXsq2p7vb08Pz9/6U8//bS8rb5mYteU1rLOUoi21qIRdKzWer/6ZAnRUS1ZsqR/UFDQnD59%2BlRFRETUBbqejmjIkCH9DzjggJpXX311R8DKzs4eNGbMmLLHH398064%2B5/LLL0/79ttvo5YsWbIaft3YGcyU7wP3Tor%2Bfsl3MQvef4Zd7PIt3NWUb2FhYVBaWtrQDz74YPWYMWN%2Bc%2BSbUirn5Zdfti%2B44IIyr/aqDWUbelbUVyT8x/0fPvvgM8%2BK5St%2BasvNHjU1NWFr166N8ng8J%2Bbk5Kxqq%2BfpqGQEUAghhGgFixcvDtvdx0pLS537%2B/h1dXVqxYoVkX/6059%2B9UvkUUcdVbFo0aLdTgN/9NFHccOGDasZM2ZMdkJC4vCcnOEDZ858JjQoiMa%2BvT1r02PWRn788byYEUMH8NcLbyS5//Fq%2BF/O49GPPy4mK2u36/22bdvmBEhMTNxju5aGpoZgu9TuV1FfkQAQ5A0qz1%2Bf70jpnnJAWlraAWPHjs1esWLFbkcwRduQTSBCCCECp7HSwfaluw1ObSZ%2BaB3B0d69vb2%2Bvl5dd911qenp6Y319fVqzpw5se%2B8805u9%2B7dm5rvmTp1atonn3xi7%2BrzFy1aFF5UVBR80UUXbf%2BjJRcVFQU1NTWRmpr6q4bL3bt3b/zss8%2BCd/d5GzduDJ0xY0bSBRdcVf/YY9Mdy5cv4sEHr6RHSnXpsKxjsmhsDMnN38QTL7zNNePGcePTl9V8tm7dthumTUtzRkfXTpkypXTnx/R6vVx55ZUZBx54YNVBBx2029HcRt0Yuq50XWaTtynYoRxNGbEZ9shDR6qcITlbBw4cWF9YWBg0ffr0HqNGjRqwbNmyZSkpKU27eyzRuiQACiGECJztS8P4ZOQAvz/v6AUrST6yZm9vHzduXNaIESOqr7/%2B%2BpKffvop9OGHH05NSkra67AyZsyYquuvvz711ltv7X7HHXcUO36ncfITTzyRcO2112Y1v//OO%2B%2Bs7d%2B/fz3Azm1StNYopXY7ler1ajVwYI6%2B7LL7w5RCH3PMsI1bixfEz3j5%2BZTJ446EJqW9TV41YsAApt9552bS0wtzlGLZqlUhzz77bNKuAuD48eMzV69eHT5//vw9Tq1WeivTmrxNKsQZUpcVn7UuLCis/qyzzvrVPccee%2Bza7OzsA5588snEadOmFe/xCyNajQRAIYQQgRM/tI7RC1YG5Hn30sKFC8M/%2Buij%2BBkzZuQDLFmyJOLwww%2Bv3DnELViwIDYxMXHo7h6nurraUVdX59i0aVPI888/v2FPz3nOOeeUjRw5srr5/Z49ezYEBQXhdDopLCz81Wjfli1bgnc1Das1bNpESmJiKr16DVIhIdT36tlYEI3dfXj/9KjZH8yFamCrVqmJifTs16%2BcjIzC5s8fMGBA3QcffBC/8%2BOOHz8%2B4%2BOPP477/PPPV1mW9Zvj37TWFFYWppl3UJEhkeWZcZm5QY6gXY64xsTEePv27Vuzdu3a0F19XLQNCYBCtCGl1GRgMrLeVohdC4727stIXCDMnTs3JicnpzI8PFwDzJs3L/qYY46p2Lp1qzMxMXHHKODIkSPLdzcFDOByuVITExM9N954Y8nvPWd8fLw3Pj6%2BfufrAwcOrJ47d27MhRdeWNZ8bf78%2BTEnnnhiWcv7GhoIys2lV1UVMUOHHkF%2B/grPwD5lG4Pq8nrh9QStsQvISkmBLUBUVPnQESP06tzcX2WCNWvWhKWlpe1o9uz1epkwYULmnDlz4ubNm7e6f//%2Bv2kE7fF6nAVlBb2qG6pjAUIdodt7xffK3VNz59raWmXbdvjhhx/%2Bm40kou3IDyUh2pDW%2BnGt9UDg4EDXIoT4Y%2BLi4jxJSUkeMC1V5s2bFzt69OjK5557LmFvH2PmzJmxI0aMqNmb8LcnV1xxRfHMmTMTH3nkkW7ff/992MSJEzM2b94cctVVV%2B143DvuuD/zyCOPHVJVRYxSeCdffvnmZcsWBd3/z5utdevWB706c45%2B%2BqVZXH7mWZrU1I3067fuWpdr89KlSyNvvPHGlGXLloU%2B%2BeSTCa%2B99lripEmTtjQ/7oUXXpg5a9ashBdeeCE3Nja2qaCgIKigoCCoqqpKAdQ21oYuzV/af8n3S2JXL1/tBSjOK676%2Buuvw1u2qZk0aVL67Nmzo1atWhXy6aefRp588slWdXW1c9KkSaVgNtNcc801PVq%2B7nvvvTfpvffei25%2Bv7y83HHBBRdktmxBI/aNtIERwg%2BkDYwQHbcNTGVlpeOiiy7KPP744ysaGhrUihUrwrp16%2BY59NBDa8aOHVvZfN/y5ctDBw0a9JtRu%2BbHiI7e%2B00ne3LvvfcmPfbYYyklJSXBffr0qXW73RvGjBlT5fWiNmygxz//OS3l/fdf5KOP8mqtnvUbI7zrerw/e27k1LsfZ629gV49evCP88/3XHr99WuJjt4x%2Bvrf//439vbbb0/Lz88PS0tLq588eXLxtddeu7X540qpnF3V8%2Bijj%2BaNnzS%2BcWP5xuxvv/rWOfHMib%2B554wzzih9%2B%2B238wDGjh2bvWjRoqjt27cHxcfHe4YPH149ffr0TTk5OXUAL7zwQrzb7U5Zvnz5jqUBo0ePtkaOHFl5%2B%2B23bwFYs2ZNyMiRI/t/%2BeWXq/r06bPLI%2BmkDcyeSQAUwg8kAArRcQNgR1BbS2huLtm1tUQAJCRQkpW6tcpZW5CJ9jrRSlOiFdVAbOw2evXKJ2jXa/L2hdaaLVVbum%2Bp3pIOEBYUVt0zvue6YGfwHlvD%2BIMEwD2TNYBCCCFEB1ZSQsKGDWR5vTicTpoyM7z53ULXx1CzvRcA9b6zfJuUl4z0ApKTS9nDmry95fV61YZy09wZIDYsdmt6bHpBWzZ3Fq1HAqAQQgjRAXk8OPLyyCwroxtARARV2VnVm8Ma7QwaGkxvxTJgu1aEhdXSN9smImKXU9T7qsHTEJxXlte73lMfAdA9qvuGpMikLXva7CHaFwmAQgghRAdTWUnE%2BvVkNx/n1r273pzebXOTqtvcG60VXt9xbnVAYuIWMjM37u5Ej31%2B7vrKyA3lG3o3eZuCHMrhyYjNyI0Ji6n8/c8U7YkEQCGEEKKD0BoKC%2BleVESa1qjgYBp6ZnkKYh3rkqitigWgBijRCuX0kJ2VR0JCeWs9f0l1SWJRZVEmoEKcIbW%2B5s673IQh2jcJgEIIIUQHUF9PcG4uvaqriQaIiWF7r/SybcH1eT1p9Jif56VABRAVVUF29npCQlplM4ZXe9Wmik0ZZbVlSQBRoVHbM2Mz85wOZ6vsbBb%2BJwFQCCGEaOdKS4ktKKBnUxNBSuFNS/Nu7B5VEKpqt1oANPo2ejQqTWrKJnr0KG6NjR4AjU2NQfll%2BVZtY20UQGJkYmFKVMpmWe/XsUkAFEIIIdqppiYc%2Bfmkb9tGEkBYGLXZWbWbIprsNOrrwgEz4rdNK4JD6unbK7dlb7/9Vd1QHV5QVtDb4/WEOJTDmxaTlhsXHtdqU8oicCQACiGEEO1QVRXh69eTXV9PGEBioi7OTC5ucNRtykZrB15fb78aID5%2BKz17bsDZelOy22q2JRRWFmZprR3BzuD6rLisdeHB4dK/sZOQI1REl6KUmqqU0kqpR1pcU0qpaUqpQqVUrVLqc6XUoJ0%2BL1Qp9ZhSaqtSqlop9T%2BlVLrfX4AQotNr3uixejUD6usJCwqi0cr25PZMWBPqqN2YgdYOaoGNWlHvbKJnz1wsK7%2B1wp/Wmk3lm9I3VWzqpbV2RIZElvfu1nulhL/ORUYARZehlDoImAT8tNOHrgeuASYAa4BbgI%2BVUv201s2tDR4BTgHOwSyzfhB4XymVo7VuQgghWkF9PcHr19OzqooYgOhoyrLTy7YFN%2BRl0OgJBn7Z6BEZWUl29npCQxtb6/k9TR5nfll%2Bdk1jTQxAQkRCUY/oHptkvV/nIyOAoktQSkUBrwKXANtbXFfAP4B/aq3f0VovA8YDEcA43z2xwETgWq31J1rrH4DzgQOA0f58HUKIzqu0lLgVKxhYVUWMUnjT07wFH7x7m7PvwEHZYamHBOcccwEL/u8HqFSalJRN9O%2B/Zlfhb/369cGnnnpqr7i4uGHh4eHD%2B/fvP3DBggURv3fPvC/mxa3btm5ATWNNzLP/elafe8K59X1T%2ByZ369Zt6OjRo62lS5eGtnyMDz/8MOrYY4/tnZycPEQplfPKK6/E7VzLNddc00MpldPyLTExcWirf/HEPpMAKLqKx4HZWutPdrreC0gB5jZf0FrXA18Ah/su5QDBO91TCCxrcc%2Bv%2BKaMY5rfwLRtEEKInXk8OGybrPXrsZqaCAoLo2ZA35rcz2Y/kHLDrfdE33z1RfzwfzMYOXgYYy6/CjsoaB3p6UW72uVbUlLiPPLII/sHBwfrWbNmrfnxxx%2BX33fffRsSEhKa9nTPHffcsb0%2BtL5XY1NjaJAjqOH7L7%2BvnvS3SZu/%2BOKLlbNnz17T1NSkxowZ07eiomJHbqisrHQMHjy45oEHHijY0%2Bvr3bt3XX5%2B/tLmt59%2B%2Bml5q34BxR8iU8Ci01NKnQMcCBy0iw%2Bn%2BP4s3ul6MZDV4p4GrfX2XdyTwq5NBW7f92qFEF1JRQUReXm/nOiRlKSLMhI3exz1m61HnnhFTRx3Kn87/jSohUfu/mfJ/775Nvqhp5%2BOfvzxxyt29Xi33357SkpKSsNbb72V13ytX79%2BDbu7R2vN5srNaQNjB6YARARHVGbGZdoL5i/41dKWV199NS8tLW3oV199FTFmzJgqgLPOOqvirLPOqgCYMGHCbl%2Bj0%2BnUmZmZrdKPULQeGQEUnZpSKgN4FDhfa72nBcw7H5GkdnHtNw%2B/h3vuAWJbvMmGESE6ucWLF4ft7mOlpaXOlu97vbBhA6lr1jCgoYHQ4GAa%2BliNuVlxqyIddYXpDfUNasnSVZxwwCHQ4PTQq9c6srMLjjrqqIpFixZF7e55Pvroo7hhw4bVjBkzJjshIWHogAEDBj744IOJu7rnxDEnWt2Suh143BHHpbw14y3iw%2BOLsxOy1wQ7g3%2Bzrnnbtm1OgMTExH0Ocvn5%2BaHJyclD0tLSDhg7dmz2ihUrQvb1MUTrkxFA0dnlAMnAkhaLmJ3AKKXUFKCf71oKsLnF5yXzy6hgERCilIrfaRQwGVi4qyf1TSPvOHRdFlALsWvVDdWOlVtW7jY4tZUByQPqIkMi93rXbH19vbruuutS09PTG%2Bvr69WcOXNi33nnndzu3bvvCEtTp05N%2B%2BSTT%2Bxdff6iRYvCi4qKgi%2B66KLttbWE5ubSq7aWSIDYWLb17FFaEVxfkIWnyYmGrWvLaGpqIjGlRxWDBtnNJ3p079698bPPPgveXZ0bN24MnTFjRtIll1xSfMstt2xeuHBh5M0335wZGhqqp0yZUtryngsvvdB78TUXq2U/LtP33XIfSWFJtVOmTPnNY3q9Xq688sqMAw88sOqggw7ap53Ahx56aNWQIUNqBg4cWF9YWBg0ffr0HqNGjRqwbNmyZSkpKbKBLoAkAIrObh5ms0ZLLwCrgPuAXEzAOx74AUApFQIcBdzgu38J0Oi75w3fPanAYMwOYiHEH7Ryy8qws18/e4C/n3fmOTNXjkgfsdcNk8eNG5c1YsSI6uuvv77kp59%2BCn344YdTk5KS9jrAjBkzpuq6665Pvf76O7PPPvuWWK0dDoeDpoz0po1J4eujqSvrCUADsAV0jfICjvrk5I0tj3PTWqOU2u3shNfrZfDgwTX//ve/NwEcccQRtcuXLw9/9tlnk5oDoNfrVYOGDeLKm650BjmCGk4%2B6uR1BcsLElve09L48eMzV69eHT5//vxVe/t6mzVPETc79thj12ZnZx/w5JNPJk6bNm3npTfCjyQAik7N18ZlWctrSqlqoNS34xdfT8CblFJrgbXATZjj1F/zPUa5Uuo54EGlVCmwDXADPwM7byoRQuyDAckD6maeM3NlIJ53b%2B9duHBh%2BEcffRQ/Y8aMfIAlS5ZEHH744ZUOx69XUS1YsCB2Tztcq6pqgurra9mwYRu33fZIVa%2BMii1hjevTaWg0U6JlmB4FYWE13Q45JM/pdA4s3Lz5V6N9W7ZsCd7TNGxSUlJj3759a3/1WgcMqPvggw/im9f7JXVPIrtvNuHB4ZVZcVm5wc5gT/M9Oz/e%2BPHjMz7%2B%2BOO4zz//fJVlWfvdbiYmJsbbt2/fmrVr14b%2B/t2iLUkAFALuB8KB/wDxwLfACS16AAJcDXgwI4DhmJHFCdIDUIj9ExkS6d2XkbhAmDt3bkxOTk5leHi4Bpg3b170McccU7F161ZnYmLijv8DRo4cWb6rKeDmc3yffPJO4uO76Suu%2BHthj9j8IFVfkg2Ax3eObz2QnLyZ9PTNYQ6HHjhwYPXcuXNjLrzwwrLmx5o/f37MiSeeWLbzczTLycmpWrdu3a%2Bm1NesWROWlpbWsH77%2Bt7VDdWxww4eRv7a/EYrwVrTvDyl%2BZ7mz/F6vUyYMCFzzpw5cfPmzVvdv3//BlpBbW2tsm07/PDDD69qjccTf5xsAhFdjtb6aK31P1q8r7XW07TWqVrrMK31Uc2jgy3uqdNaX6G17qa1jtBan6K13uD34oUQfhcXF%2BdJSkrygGmhMm/evNjRo0dXPvfccwl7%2BrwW7V16z5//QdDgwcPrb5l68fq0yOUJqr6kOwCVmBM9dEg9ffuuIjOzEIdDA1xxxRXFM2fOTHzkkUe6ff/992ETJ07M2Lx5c8hVV11V0vwc06dPTzrssMP6Nr/vcrmKly5dGnnjjTemLFu2LPTJJ59MeO2115LOveTckOqG6lillHfK5CmFS79fGjR16tSW9yROmjRpS/PjXHjhhZmzZs1KeOGFF3JjY2ObCgoKggoKCoKqqqp2LGguLy93LFy4MHzhwoXhALm5uSELFy4MX7t27Y5NHpMmTUqfPXt21KpVq0I%2B/fTTyJNPPtmqrq52Tpo0qRTMxplrrrmmR8uv27333pv03nvvRbd8ngsuuCCzZQsasf%2BU1r%2B30VEIsb98vQDLgVit9S7bNwjR2S1ZsqR/UFDQnD59%2BlRFRER0mGPFKisrHRdddFHm8ccfX9HQ0KBWrFgR1q1bN8%2Bhhx5aM3bs2B0zBcuXLw8dNGhQPUB5OVF5efRqbCQEICKiqrh/ZrnH0VDUA63Vb87xzcraQFDQbzal3HvvvUmPPfZYSklJSXCfPn1q3W73huY2LGAaLc%2BcObPbpk2bfm6%2B9t///jf29ttvT8vPzw9LS0/zXPj3C4POPP9MFeQIasiMy1wXGRJZ%2B6t70tLqJ0%2BeXHzttddubX4MpVTOrr4Wjz76aN6VV15ZCvD%2B%2B%2B9Hn3LKKX13vueMM84offvtt/MAxo4dm71o0aKo7du3B8XHx3uGDx9ePX369E05OTl1AC%2B88EK82%2B1OWb58%2BY5lAKNHj7ZGjhxZefvtt28BWLNmTcjIkSP7f/nll6v69Omz1yORNTU1YWvXro3yeDwn5uTk7PP6xc5OAqAQfiABUIiOGwD3hdeL2rCBHiUlpkdocDANPTPqN8U67SQ8NaZ9Sw2wFcDpITMzj27dylu7Dq01hZWFadtqtrXs75cb7AzuMv34JADumawBFEIIIVpBVRXheXn0qqsjHCAuTpf2TCmpCWrYmIXH60Bjgl8VEBNTRs%2Be%2BS13%2BLaWxqZGZ0FZwS/n%2BYYnFPeI6bFR2lGJliQACiGEEPtBa9i0iZTiYnpojXI68WSmN27sFpobT31lBgB1QAngdTSRkbaB5OTSXR3ltr%2BqG6rDC8oKenu8nhCllLdHdI%2B8hIiEnU8xEkICoBBCCPFH1dQQmpdHr5oa09Q5OpqyXmml5SENBRk0NpnTP7ZhFoBERlbSq1ceYWGtsqN2Z6U1pQmbKzf31FqrYGdwfWZcph0RHFH7%2B58puiIJgEIIIcQ%2B0hqKikgqLCRdaxwOB970tKaNSeG50aq%2B3Jwj7mvqjEdpeqRuJDV1S1uM%2Bnm1VxVWFKZvr92eDBAZElmeGZe5PsgRJG2qxG5JABRCCCH2QV0dIevXk1VdTQxAZCSVvdLLSsM8eek0eszP1TJMU%2Bfw8Gr69MqjjTa9NDQ1BBWUFVi1jbVRAN0ium1OjU4tlPV%2B4vdIABRCCCH2gtawZQvdNm0i0%2BvFoRTeHqnewpTo9eGqYXtPwBwaWQI0KE1K90J69CjC0Tbt66rqqyILygusJm9TsEM5mtJi0tbHhce1%2Bo5i0TlJABRCCCF%2BR309wXl5ZFVWEgsQEUF1r/SKkvCm3DQaPOa4tnLMqF9IaC39eq0nKqpN1t9prdlaszWpqLIoA1AhzpC6zLjMdeHB4fVt8Xyic5IAKEQbUkpNBiYjp%2B4I0SFpDSUlJGzaRGZTE06l0CndvZt7xOaFqIZtPQFzSGQJZqdvcnIR6ek7TvNobV6vV22o2JBVUVfRDSAqNGp7ZmxmntPh/E0TaSH2RAKgEG1Ia/048HiLRtBCiA6ioYGgvDyyKiqIAwgLoyY7o3JLhDe3Bw2N5rizCswu35DQOvpmrScmps3ONa731Ifkl%2BVb9Z76CICkyKSN3aO6F8t6P/FHSAAUQgghWtAatm4lfuNGMpuaCFIKnZzsLUqLKwhyNGztCUATZodvHZCYWExGxiaczjY7Wqu8rjx6Y/nGbK/2BjmUw5Mem54bGxZb%2BfufKcSuybSUEEII4dPQQNDatWTn55Pd1ERQWBi1/a2q/Iyon7s5GrYmAVAJbAC8IfX07buKnj03tkX4mzp1asrgwYMHREZFHtgrvVffK8ZfEbQxd2Nt7269V%2B4u/H344YdRxx57bO/k5OQhSqmcV155JW7ne%2B67776kvn37DoyKihoeFRU1fNiwYf3feOONmJb3XHPNNT2UUjkt3xITE4e2vKexsZErr7yyR1pa2gFhYWEHpqenH%2BByuVKbmqT7TEcgI4BCCCG6vF2O%2BiV5i9PiC5y/GvUrAWqBxMQtvlG/Nlt79%2BWXX0aff8n59BvWTzV5mnhs%2BmONE/8y0blq1SpPaEzoLj%2BnsrLSMXjw4Jrx48dvnTBhgrWrezIyMhruuuuuTQMGDKgDeOaZZxLPO%2B%2B83tnZ2StGjBixo11N79696%2BbNm7e6%2Bf2goF9HhltuuSXllVdeSXriiSfyhg8fXrtw4cLIKVOm9IyNjW269dZbt7TG10C0HQmAQgghurRdrPWr7ZleuSVK56buWOtXiVnrFxRST5%2BsPGJjq9qyptrG2rBn33k2pKGpIQzQKdEpGw57%2BbDt6enpQ7/66quIMWPG7PL5zzrrrIqzzjqrAmDChAm7fOxx48b9aj3yY489tunll19OWrBgQVTLAOh0OnVmZuZuzypetGhR1PHHH192zjnnlAP069ev4fXXX09YsmRJ5D6/YOF3MgUshBCiS2re4bt8OYMrKohTCt092Vs0MGt9VVTT6iy8jSE0AUXAViAhcQuDBq3YXfhbvHhx2O6eq7S01Lm3dW2v3R5nb7MHNDQ1hAU5ghp7xfdanRSZVLJ9%2B3YnQGJi4m5D2b7yeDw8/fTT8bW1tY5Ro0b96nXl5%2BeHJicnD0lLSztg7Nix2StWrAhp%2BfHDDjus6quvvor56aefQgG%2B/vrr8O%2B%2B%2By5qzJgxsuGtA5ARQCGEEAFTWYlj6VJ2G5zayoABeLZuJaOy8lejfiVROjdlV6N%2BDVmp61133RWbnp7erb6%2BXs2ZMyf2nXfeye3evfuOBW9Tp05N%2B%2BSTT%2BxdPd%2BiRYvCi4qKgi%2B66KLtu6tJa01hRWH6ttpt3QHCg8Mrs%2BKycoOdwR6v18uVV16ZceCBB1YddNBB%2B32qyKJFi8KPPvro/g0NDY7w8PCmV155xc7JydnxuIceemjVkCFDagYOHFhfWFgYNH369B6jRo0asGzZsmUpKSlNAHfffXdReXm5c9iwYYMdDof2er3qhhtu2HTppZdu29/6RNuTACiEECJgli4lbORIBvj7eWfMoKlfP9PXr3uyt6hHXF6wo2FbJmD6%2Bm2lea1fMRkZm84966ysESNGVF9//fUlP/30U%2BjDDz%2BcmpSUtNe7HcaMGVN1/fXXp956663d77jjjmLHTqeDNDY1BuWX5WfXNtZGAySEJxT3iOmxsbnFy/jx4zNXr14dPn/%2B/FWt8fqHDBlSt2jRohXbtm1zzpw5M/6yyy7r2bt379XNIbB5GrnZscceuzY7O/uAJ598MnHatGnFAM8%2B%2B2z822%2B/3e3JJ5/MHTZsWN3ixYvDb7755swePXo0XnHFFaWtUadoOxIAhRBCBMzQodQtWMBKfzxXYyNBW7eSWl9PVFYWzvBwanqmlW%2BN1OtTd5zm8eu%2BfnnExFQvXLgw/KOPPoqfMWNGPsCSJUsiDj/88MqdQ9yCBQtid94p21J1dbWjrq7OsWnTppDnn39%2BQ/P1qvqqyA3lGyyP1xOslPL2iO6RlxCRsGOkcPz48Rkff/xx3Oeff77KsqzG1vhahIWF6cGDB9cDjBo1quaHH36IfPDBB7u/9tpr%2Bbu6PyYmxtu3b9%2BatWvX7th9ctttt2VcddVVmydNmrQd4OCDD67Nz88Pfeihh1IkALZ/EgCFEEIETHQ03iOPpM2aJ4NZ61dURNLmzaRHR%2BMwp3k0FfWIWR%2BqGst%2BGfXbzWkec%2BfOjcnJyakMDw/XAPPmzYs%2B5phjKrZu3epMTEzcMQo4cuTI8t1NAQO4XK7UxMREz4033lhi6vr1kW7BzuC6rLgsOzw4vA7A6/UyYcKEzDlz5sTNmzdvdf/%2B/Rva6EuE1pr6%2BvrddpSura1Vtm2HH3744TvWCdbV1Tl2DsFOp1NrraUzdQcgm0CEEEJ0WjU1hK5cSb9Nm8j0enFEROiqgb23b0yL%2BClJNZYlAOaMno0AYbX067eSzMxNLY9yi4uL8yQlJXkASkpKnPPmzYsdPXp05XPPPZewt3XMnDkzdsSIETXN4c/r9aqC8oKeRZVFmYCKCo3a3rtb75XN4Q/gwgsvzJw1a1bCCy%2B8kBsbG9tUUFAQVFBQEFRVVbUjYE2fPj3psMMO69v8fnl5uWPhwoXhCxcuDAfIzc0NWbhwYfjatWt3bOCYMmVK2pw5c6JWr14dsmjRovArrrgibdGiRdHnn3/%2BjrV7kyZNSp89e3bUqlWrQj799NPIk08%2B2aqurnZOmjRpx8jecccdV/bQQw%2Blvv7667GrV68Oefnll%2BOefPLJ7mPGjNkxerl48eKwa665pkfLr8W9996b9N5770W3rPmCCy7IrKiokEziRzICKIQQotPxemHzZroXFZGmNcrhwJua4ilKicqNUI0VGQA0Ykb9GpQmOXkzaWlFuzrDd%2BLEidu//PLL6KeeeiqhoaFBnXbaadvefPPNuEMPPfRXI5ePPvroxt3Vc9JJJ1VGR0d7Aeo8dSEFZQW96z314bD7I91effXVJICxY8f22%2Bl58q688spSgK1btwYXFBTsmJZdsGBB5CmnnLIjEE6bNi1j2rRpnHHGGaVvv/12HsCWLVuCJk6c2KukpCQ4KiqqqX///rVvvfXW2tNPP33Hur/CwsKQiy66KHv79u1B8fHxnuHDh1d/8cUXK/v27btjFPLZZ58tuPbaa9OuueaazG3btgUnJSU1XHDBBSX333//5uZ7li1bFv7RRx/FAoXN1z755JOY%2Bvp6deqpp1YCFBcXB82dOzeuuLi4KCYmps1GOcWvKa3b7OQaIYRPi7OAY7XWFb93vxCd0ZIlS/oHBQXN6dOnT1VERMR%2B72TdnaoqwvPy6FlXRwRAVJSu6Jm6tTKsaUMK2mvasWwHyoCIiGqysvKIjGyzeloqqyuL3VS%2BqZdXe51Oh9OTHpOeGxMWI0e6tYGampqwtWvXRnk8nhNzcnJaZfNMZyIjgEIIITqFpibUxo30KCkhBcDppCkttaEoKdyOUZ7qNADqMTt8PQ4vPVI2kZq6BdX2S9a01myu3NyjtKY0FSAsKKw6Ky7LDgkKaZVNHULsKwmAQgghOryyMqIKCujZ0EAoQGyM3p6VUlQX4insgUcrNGZ3bwUQFVVB3575hIX5ZbqxsanRWVBekF3TUBMDEBceV5IWk7bBoX473SyEv0gAFKINKaUmA5ORDVdCtAmPB2dBAenbtpEIEBREY0aP2uJuIXY3GuviAdPPbyugnU1kpm0gKanUH6N%2BANUN1REFZQWWx%2BsJUUp5U6NT87tFdJNGySLgJAAK0Ya01o8Dj7dYAyiEaAVaQ2kpcRs3kunxEAyQkODdmpm40RvUuCWdJsALlAJVQGzsNrKyNhAS0mrHqP2erdVbE4uqijK11irYGVyfGZtpR4RE1Prr%2BYXYEwmAQgghOpT6eoLz8shsPsYtJIS6rLTKrbGO3GQafce4VWPCnyO4geyMAhIS/PYLmFd71cbyjZnldeWJAJEhkeWZcZnrgxxBe31yiBBtTQKgEEIIf2kCtNfr/UPzry0bOnu9pqFzUlLTlvS4vGBH4/Z0vL5nKMFM%2B3brtoWMjE0EBXlb8TXsUb2nPiS/LN%2Bq99RHACRGJm5KiUop2rnFi2h7vr9nGtPmW%2BxEAqAQQgh/yfd6vSUbN27M7N69e0VISEjD3gajmhpCN29WPerrVQRAWJi3pkdSeVW43pzYUO1r7VIFVIAODqnTWambiIyso6EhhAb/tJaraqiKLK4qztBaO5VSnu5R3TdGOaOqa2trw/xSgADMjuuGhoaQ4uLiGK/XWwAUBLqm9kj6AArhB9IHUAhjyZIlaUqpOx0Ox1FKqd8dhNAaVVnpjKuudsYAKIU3OqqhMjasNMyhG0wDZA8m/HnQTVFR5U3R0RWYkR%2B/qfZUx9V4amIBglRQQ0xITIlTOWXkKUC01h6v1/uF1vq2nJycTYGupz2SACiEH0gAFOIXS5YscQDdgHj2sEP%2B7rszj/z556jbPR6VDhATU//JS5dP2tA/cdH5Ch2sG5VWc7RiATSFRXxVOnbsHSVnn73BTy8DgKXblsa%2Bnvv6/bVNtaMAYoJjZk4ZMOWfyeHJ0t8vcLyYVt%2BlOTk5fpv%2B72gkAArhBxIAhdh7SpEKPAyc7bu0YfzIF5968bKLLgTMMWc/AC8CWykBrgZew88/0Cy3dSDwNtATqAMus132S/6sQYg/StYACiGEaBeUwglcCtwDxADeuIjtT697uHdst6htdwNQjpeXcPAtAM8CN6C13/vqWW7rYuA/QCiQC5xpu%2Bwf/V2HEH%2BUBEAhhBABpxTDgaeAg8wVvfiFSy%2BaM2HUS1OAeDTwCfAGDmpYAVyG1gv8XafltsKAfwMTfZfeBy60XfZ2f9cixP6QKWAh/ECmgIXYNaWIAe4ErsCsB6zI6fXdv7%2B549BjgpxNhwGQj%2BY5FDZ1vnsfRGv/bO1twXJbPTFTvgdiNpncAtxru2xZZyY6HBkBFEII4XdKoYC/Ytb69QAIcda//cP04VsHpq%2B8AXBSh%2BZNFHNRePkQmILWuYGo13JbY4BXMRtXtgLjbJf9cSBqEaI1SAAUQgjhV0rRGzON%2BidzRdvXj73/tfvOvfEiIB2ARcArKLaxCfgH8La/N3kAWG7LAdwG3O67tAj4i%2B2y/brbWIjWJgFQCCGEXyhFGHCj7y0UaMjslv/U8vsH9YsKq74VgC1oXkSxlCbgX8DtaF0ZiHott9UNmAGc6Lv0JPAP22XXB6IeIVqTBEAhhBBtTilOAh4DsgGcyvPJxzcdv/KYgZ9PAkLxoPk/FO%2BhaORr4O9ovTRQ9VpuKwez3i8Lc7DcpbbLfiVQ9QjR2iQACiGEaDNK0ROzzu8036VNFxz58isvXjbhLIfSowH4GXgRRRGlwA3AC2gdkI0VlttSmB2%2BjwMhwDpMi5efAlGPEG1FAqAQbUgpNRmYzB5OOxCiM1KKUMAF3AyEA03dY4ueX37/oB7dorbdCMA2NDNQfIvG9PSbitalgarZclvhmLWJF/su/Q8Yb7vsskDVJERbkTYwQviBtIERXYlSnIhZv9cHwKGaFrx37ak/jR0%2BeyIQRhPwITALqGMJcDlaLwpYwYDltnphpnyHY44SuwW4T1q8iM5KRgCFEEK0il1M924ed/irr75y%2BQVnOJQeCcBy4CVgE9uBm4Bn0LrJ/9X%2BwnJbJ2E2ezS3eDnHdtnzAlmTEG1NAqAQQoj9ohThwPWY3b1hQFOPuE0vLb13aFpidKkLMNO9r6L4Bg08h5nu3RqwovlVi5fbAAV8C/xVWryIrkACoBBCiD/E18z5NOAhoCeA0%2BH54n3X2NUnDv1oAhCCh%2BbpXkU9i4HJaL04MBX/YhctXp4ArpYWL6KrkAAohBBinynFAOBR4HhzRW%2B89Nin3v7PxZef6VD6KAB%2BAl4GNlMCTCWAu3tbstzWgZj1fj2RFi%2Bii5IAKIQQYq8pRSxmyvRKzM%2BQhj7d17y8%2BO6DBsRGVFwFmGbOM1AsoQn4D6aZ8/aAFd2C5bYuwoz2hQK5wBm2yw5Yv0EhAkUCoBBCiN%2BlFE5gAnAPkAQQFlw754tbj9p2cPbii1E4aEDzHorZKBr5DLgKrX8OYNk7WG4rDLMz%2BRLfpfeBC22X3S6CqRD%2BJgFQCCHEHinFEZjp3hxzRa/%2B51k3f3bTqfecA8QB8A3wGopSCjD9/94KxNm9u2K5rUzgLeAgQGNGMKdLixfRlUkAFEIIsUtKkQHcB5zru1Rx9IDP/vvhDWNGhQXXXwZAPmad3ypqffc%2BgNY1gah3Vyy3NRp4HegGbAPG2S77o8BWJUTgSQAUQgjxK0oRgWnrcj3mFA%2BdHFP85qK7Do7LSiy4FIBKNG%2Bi%2BBTQzASuR%2BuCgBW9E9%2BRbjcA/8ScxPM95ki3vEDWJUR7IcdTiU5NKTVVKbVYKVWplNqilHpXKdVvp3uUUmqaUqpQKVWrlPpcKTVop3tClVKPKaW2KqWqlVL/U0ql%2B/fVCNG2lMKhFOOA1cDtQHiQs3Hh/6495dXi/6SckZVYcMKOUzyuQTGP79GMQutz2ln4i8Hs8r0H83PueeAICX9C/EKOghOdmlJqDmb6ZzFmxPufwAHAQK11te%2BeGzDnlU4A1mCOgBoF9NNaV/rueQI4xXdPKfAgkADk6L04xUCOghPtnVIcCjwCHGKu6LxrT3rwk/vHXX%2B6Q%2BluAPwAvApsphhzisdLgT7FY2eW2xqAOWSuH9AAXGm77KcCW5UQ7Y8EQNGlKKWSgC3AUVrr%2BUopBRQCj2it7/PdEwoUAzdorZ9SSsUCJcAFWuuZvnt6ABuAk7TWv7ueSAKgaK%2BUIgu4FzjHd6nqyL4L3ppz44mHRIbWDABgIyb4/UQ95qi3e2iHf48tt3Um8CIQhan6TNtlB/SMYSHaK1kDKLqaWN%2Bf23x/9gJSgLnNN2it65VSXwCHA09hdj4G73RPoVJqme8eWVAuOhyliMEc3XYNpieeTond/O5X046Iz05ePwEw6/zeRjEP8PImcANarw9UzbtjuS0ncDfm9QB8Dpxtu%2BwtAStKiHZOAqDoMnyjfQ8BX2qtl/kup/j%2BLN7p9mIgq8U9Dfq3jWyLW3z%2Bzs8Vivmh2iz6j9YtRGtSiiBgInAnkAwQGlT31axrTi8aM2TO6SgceDC/7sxCUcN3wNVo/WXgqt4935Fu/2XHiSQ8CNxou2xP4KoSov2TACi6kn8DQ4Ajd/GxnddCqF1c29me7pmKWUQvRLvgO7f3RMANDDTXvOvu%2Bsut30499Z5THUofAcAizKrZYjZg1vm91h6Ob9sVy20NB97BHOlWA1xsu%2ByZAS1KiA5CAqDoEpRSjwF/BkZprTe2%2BFCR788UYHOL68n8MipYBIQopeJ3GgVMBhbu5invwYw2NovGrEkSwu%2BUYhgm%2BB1nruhtfzn4rQ9nXH7%2BUaHBDecBYGPW%2Ba2mCrMm8CG0rg1EvXvDclvnA88AYZjqT7dddrs4dUSIjkACoOjUfNO%2BjwGnA0fr365fWo8JeMdj9jiilAoBjsL0EANYAjT67nnDd08qMBjTJ%2B03tNb1QH2LOlrnBQmxD3yNnO8GLsCMWDcMzfzxvU9uGj0gMbrUBL%2BtmBG/b2hC8yzm3N6dl0S0G5bbCgYeAK7yXfoAOF%2BOdBNi30gAFJ3d48A44FSgUinVvGavXGtdq7XWSqlHgJuUUmuBtZhprxrgNQCtdblS6jngQaVUKWYDiRv4GfjEr69GiL2gFHGYX2D%2BgRkhIzmmeM68m46LGJyx/K%2BA%2BRv%2BHmYLUyPvYzZ4rAhEvXvLcltJmF/CjvZduhu4XY50E2LfSQAUnd3ffX9%2BvtP1izDtIgDux5x28B8gHvgWOKG5B6DP1YAH88MnHJgHTNibHoBC%2BItShAKXY3pZJgCEh9R88%2BaVfy09edgHJ6FQeICPgXeBKpYA16H1Z4GqeW9ZbutATH%2B/TKAKuNB22bMCW5UQHZf0ARTCD6QPoGhLSuHAnNd7N2ZDBE6HZ/UD465bcdWfHj3J4dBmR/o3wExgC3mYke6Z7XWDR0uW2xoHPIcZzVwLnGa77HY9WilEeycjgEII0UH5dvaegNm0MQxA4S28/Pj/fP3wBVePDnZ6zLGHKzCNUnLZBtwFPIFZp9quWW4rCPParvVd%2BgA4z3bZZQErSohOQgKgEEJ0QEpxMCYcHWOu6Iqxw9%2Bf998p5x4SFVZ9JgAFmA0eS6nFHPN2H1qXB6LefWW5rQRMbD3Bd%2Bke4FbbZcuyCyFagQRAIYToQJSiP%2BZM6zPMFd1wUPbiuf/nOqVf99gtpwNmZ%2B%2BbwFc0oXkemIbWhYGpeN9Zbmsg8D/AwmxXmWC77DcDW5UQnYsEQCGE6AB8Z/beDowHHKC9VrL9yQfXn5TSN3XtWAAqMDt7PwE8vA3cjNarA1XzH2G5rVMwO/CjgHzgVNtlLw1sVUJ0PhIAhRCiHVOKZMyGjb8DIQDdY4vmv3fNqWGH9F5kpkdrgQ8xK%2BRqmQdMRevFgan4j7HclsK0rpmO6Vn4BfAX22VvDWhhQnRSEgCFEKId8vXyc2F6%2BUUCxIaXLX5tyrj6k4Z9OAow7ck/wUyWVrAYE/zmBaLe/WG5rXDgWUzPToAngSttl90YuKqE6NwkAAohRDuiFFHAlcB1QBxAeEjNz09PnFR63hGvHq0U0AQswJyCW8py4FbgXTpgXy/LbaViuhIejHllV9gu%2B4mAFiVEFyABUAgh2gGlCMc0cb4RSAQIDapb/cC46wonH//4UQ6HdgDwNfAWUEQuMA14jQ7akNzX3Pl/QBrmhJ2/2C673TelFqIzkAAohBAB5Du94xLMOr9UgCBnY960M6bl3nDKfaOCnE2ml98SzM7eDWzENHx%2BHq077BSp5bZOB2YAEcAqYKztsu3AViVE1yEBUAghAkApQjBHEt4CpAM4HZ5NN5xy35ppZ0w7IjjI0xOAnzDBL5dizAaJp9G6LiBFt4IWmz3u8V36CDhHmjsL4V8SAIVoQ0qpycBkwBHoWkT74At%2BE4CbMefa4nR4Nl914qOrp59102GhwQ1pgDm9401gDVsx51U/jtY1ASm6lVhuKwSzweMi36V/A1fbLtsTuKqE6JrkLGAh/EDOAha%2B4DceE/yyAByqqXjy8Y%2Bvuu%2BcGw4ND60z5/WuAt4GVrANcAP/RuvKwFTdeiy3FY95ZccAXswu38cDW5UQXZeMAAohRBtqMeJ3E78Ev5K/j35i5f3nXn9wRGjtUQCswWzuWM524EHgMTrJLwuW2%2BqF6VLYH6gCzrJd9oeBrUqIrk0CoBBCtAGlCMNMdd5I81Sv8my5bPSTa3zBz/TyW4MZF1vGduBh4F8d5bzevWG5rYOA94FkYCNms4ec7CFEgEkAFEKIVqQUEcDfMBsdegA4HZ4tk49/3J5%2B1k0jIsNqjgTMVO87wHK2AQ/RiUb8mvmOdZsJhAM/YsLfpoAWJYQAJAAKIUSrUIpozHFt12JGuwhyNBZffdLDeXeccfuI8NC6ZMBs7pgFrGArZqr38c6wxm9nltu6FPgPZgPUHMy0b6d7nUJ0VBIAhRBiPyhFAjAFuApIAAgJqi%2B88ZR7N0/98z0HhoXUdwdMO5dZwBqKMJs7nkTr6sBU3XZ8bV7uwJxOAvAc8Hc51k2I9kUCoBBC/AFKkQJcgxn1iwIID6kpmHbGtG1Xj3l4WHCQpwdgGji/C%2BSyAdPO5Tm0rg1I0W3McltBwBOYKXAwQfAO22VLuwkh2hkJgEIIsQ%2BUIhtzTu9FQChATHj5%2BvvOuaH2kmOfGeh0eDPxYo5sew/YwDrgXuAVtG4IVN1tzXJbYcB/gdMwbV4ut132UwEtSgixWxIAhRBiLyjFUOB64Bx8jb2TY4rXPHrhVc6zD51pKQV4gPmY022L%2BQlz2sWbHfWs3r1lua0YTNw9GqgHzrVd9qyAFiWE2CMJgEIIsRtKoYBRmB29Y5qvZyfbK/5z0eWxJxwwt69SQB3wGabT3Ta%2BxAS/D%2BkCnfYtt9UNs8ljBFAJ/Nl22Z8HtCghxO%2BSACiEEDtRCidwOmaq92BzVXsP7Pn9iicvviztIOu7gYCJO3N9b1W8D9yH1l8GouZAsNxWKvAxMAjYCpxou%2Bwlga1KCLE3JAAKIYSPr4ffBMzmDgtA4a3/05CP1vzrwit790ldNxgwUWc28AUe6nkNeACtlwWm6sCw3FYGMA/oAxQCo22XvTKwVQkh9pYEQCFEl6cU3TGtXC7H18olyNFYMX7USxv/%2Bdeb%2B3eP23IAAHmY4PctVTTxDPAwWm8ITNWBY7mtLMykdy/MV%2BU422XnBrQoIcQ%2BkQAohOiylGIQZrTvfCAEIDK0qvj6sfdXXXvSg1ZkWI2Z6v0JE/yWsRn4F6aHX1lAig4wy231BD7HnGtsA8fYLrvLhWAhOjoJgEKILkUpHMAJwNW%2BPwFIT9iQN/2sm8LHHfFad6fD233Hjt4PgA38jDm147%2BduZXL77HcViZm5C8LWIsJf3K0mxAdkARAIdqQUmoyMBlf2xAROEoRCVyAObGjv7mqvQdlL8598LxrU0f2/7InYDZ2fIrZ2FHGHMw5vZ90hR29e2K5rTRM%2BOuJhD8hOjzVxf9PE8IvlFIxQDkQq7WuCHQ9XYlSZGFC%2BCVAHIDT4ak565A3Nt/911t6ZXdfb8J5IaaZyZfUUc8rwCNovSIwVbcvlttKAr4ABgDrgVG2y94Y2KqEEPtDRgCFEJ2Or3/f0cAVwKn4RmBjI8pKXCe7G6884V89YiIqLcCs75sD/EQhmseBp9F6a0AKb4d8TZ7nYMLfRuBYCX9CdHwSAIUQnYZSRGE2dEzB9KYDYGDa8oK7/nJrt1NHvJfkdHhN4%2BZPMNO8m/gGeBR4G60bA1F3e%2BU73u094ECgBNPqJS%2BgRQkhWoUEQCFEh6cUA4C/A%2BOBGACnw1N3%2BohZW6adMS1jUMaKTACKMW2L59NANa8Dj6H1dwEqu12z3JYDeAkzklqJafK8OqBFCSFajQRAIUSHpBQhmOndvwPHNF/vFrV167UnPej4%2B%2BgnEuIiy03wW4oZ7VvKBjRPAs%2Bi9ZYAlN2R3AucBTQCp9su%2B/sA1yOEaEUSAIUQHYpS9MRs6JgIdDdXtfewPl9vvv30O7off8DHiQ6HhipMC5dPgGI%2BAR4H3kdrT0AK70Ast/U3zDF4ABfbLnteIOsRQrQ%2BCYBCiHZPKYKBk4FJwImAAogMraq85JhnGq4e83C3zMQNaQCswxxQ9g3baeBFTNPmNQEpvAOy3NZI4Anfu9Nslz0jkPUIIdqGBEAhRLulFNnA34CLgJTm68Oyfii%2B8ZR7u51x0DvRwUEes6njU0zwy%2BNr4CngDbSuDUTdHZXlttKBtzA/G94A7gxsRUKItiIBUAjRrihFOHA6Zor32ObrkaFVVRcd9YLnqj89Gtc7xTZTv%2BsxrYm/opw6ZgBPofXPASi7w7PcVjAm9CVjmuNcbLtsaRQrRCclAVAIEXC%2Bvn05mJG%2BcfgaNoPWB1uLSl0nuRNOHfFeVEhQI9RgRvo%2BBfL4EngWeBOtawJReycyHTgM07D8dNtlVwe4HiFEG5IAKIQIGKVIAc4DJgCDm68nRJVWXnbck8GTjnk6LCupIBGAVcDnwCK2UM/LwHNovcrvRXdClts6HnD53r3Idtm5gaxHCNH2JAAKIfzKN8X7Z%2BBC4E%2BAE8Dp8HhOHja7esoJ/449btC8aIdDwzZMG%2BL5eChiNvAC8IE0bG49ltuKx3xdAZ6wXfasQNYjhPAPCYBCiDanFA5gFOaUjr/ia9YMMCh9Wfnk0Y/HnHv4f4PiIstjaQC%2BBeYDy/gJLy8Cr6F1cQBK7woeAtKAtfwyCiiE6OQkAHZBltsKAZKABCAWiALCgGBMew0NNAC1mG5qFZixmK22y24IRM2i4/Gt6xuKWdN3LpDe/LGk6C01E49%2BLmTCqBeD%2BvVYEwvAamABZoq3mleBl9H6R78X3oVYbusYzPS7BibYLlvWUQrRRSitZZNXZ%2BQ7xqkvMAxziHs/wAKyMOHvj9qKORA%2BD7CBNcBK4GfbZZftx%2BN2akqpGMzi%2BlitdUWg62lLStEHOBsT/AY0Xw8PqWk465A3mDDqxZBR/efjcGjYDHwFfEUtW5gFzAA%2BlmbNbc%2B36/cnoD/wH9tlTw5wSUIIP5IRwE7CF/hGAKOBo4BDaTHNtgtNwHbfWzVmtM8DeAEHEAKEA5GYHZnxvuuJvrdhu6hhPbAY%2BAYzlvOD7bKb9ve1dWRKqcnAZMzXrtNSil6YY8POAg5svh7kaGwaM/RDz4SjXgw9aegHIWEh9eZv3EfAQprIZS7wGvAuWlcFpPiu6zJM%2BNsK3BzgWoQQfiYjgB2YL/QdDZyDORM1eadbajG/4f%2BMmWBbhxm52wSU2i7bu4/P1Q1IBTKBnkBvzMjiICBjF59WjunS9gHwvu2yN%2B/t83U2nXEEUCks4ExM6Mtpvu5QTfroAZ83XHDkK6GnHzSL2IgKs5BgMfA1sJIFeHkd06h5a0CK7%2BIstxWF6aKYCPzddtlPBrgkIYSfSQDsgCy3lYg5EmsSZkq3WSXm5NNPgS%2BBZbbL9stUmm8nYQ5wEHAEcCRmfWFLXwKvA6/bLrvUH3W1F50hAPrW9A0EzvC9DfvlY159ZN8vPecd8WrwGQe9Q1LMVtOvbwlmQ8fPfIuH14G30HpjAMoXLVhu6wbgXswvhQP89f%2BEEKL9kADYgVhuKwmYipm6CfddLgPexHTw/8J22e2iPYbltpyYqcATgbHAwS0%2B3AC8Azxmu%2ByFASjP7zpqAFQKJ3AIcJrvrU/zxxyqSY/qP9979qEznacfNIvusVvMYoIlwCJgGV/TyJuY0LfB/9WLXbHcVhhmJqA7MN522S8HtiIhRCBIAOwALLcVBFwF3A5E%2By5/DzwKvGm77HZ/3qnvjNG/Ynq/DWvxoa%2BBu4A5nfnYqY4UAJUiCjgeE9xPocWmoWBngz5%2B8MecefDb6s85/yMxutS8qiXAYrys5AsaeRuzpm9TQF6A2CPLbY0HXsRs5spuL780CiH8SwJgO2e5rT7Aq5ipVTA/am8G5nbUwGS5rQOBKZgTIEJ8l%2BcDV9su%2B/uAFdaG2nsAVIrewEnAyZh1pc3fF6LDKrxjh7/vOP2gWZw4ZA7R4VVQjPmbuIQ61jAHL%2B8C76N1l5ra74gst/UVcDhwk%2B2y7wl0PUKIwJAA2I5ZbuskzJq5aMxUrwt4YV82b7RnlttKAa4DLsf0IfRiRjVv7gijmvuivQVA3yjfUZiTOMZgNvTs0CsxV5%2BS83/qzwf%2Bj1H95xPs8JjVYj8AP7KFDbyH5n/APLTuVN%2BrzsxyW9mY9k1eIL0rb8wSoquTANhOWW5rHPAKpn3IAuBc22V3yik1y21lAPdjdjMDLAPOsF322sBV1boCHQB9a/lyMFO7ozEbdYKbPx7kaOTIfl9y8vDZnDxsNv17rELVYPaQ/4hmGd9TxruYHd0/IP9xdEiW27oO829tnu2yRwe6HiFE4EgfwHbIclsnAi9jwt/LwN868zod22VvAM613NYrwPPAYOBby22dbLvsrwNbXcfkO3rtAMx07nGYY9h%2BtSu7V1Iuxx/wMWOGfshxg%2BYRHVplGoMsBn5mK%2BuYg4cPgLkytdtpnOT7872AViGECDgZAWxnfJslfsY0X34ZuKizTPnuDcttpQKzMDtPq4CjOsO6wLYeAVSKEMwI3xHASEzgi2t5T2xEGccO/JTjBs3jhCFz6d19HaoEWA4sp56VfEkZHwIfAz/LKF/nYrmtUMzfwVCgv%2B2yVwe4JCFEAMkIYPvzL8wP7sXAJV0p/AHYLnuz5baOBd4HjgH%2BZ7mtoV2tb%2BDvUYpUTEg%2BwvypDwIV1vKeqLBKjuj7FccO/JRjBn7G8J4/EFTeBKuA9/Gwhu/ZxAeYvpGL0Lre/69E%2BNEQTPgrxRzhKITowiQAtiOW2xoGnI45pu0i22U3BLaiwLBddo3ltk7DhOC%2BmDVLEwNaVAApRQ/MD%2B8DgYNAHwIqdae7SIwu4Yi%2BX3Fkvy85qv8XJvCVNJkf9Z9TxzoWs4GP0XwBfCuBr8sZ7Pvzx47aQUAI0XokALYvF/v%2BfMt22csDWkmA2S67wnJbE4CFwATLbd1pu%2Bz8AJfVppQiDBgADPf9OUjhHQ6OlJ3uRCkvg9KWc3jfhRza%2BxsO7f0N/RNXofIxgW8OReTyJUV8ijmb%2BWe0ltMeurZs35%2BdZnOVEOKPkwDYvhzv%2B/O/Aa2inbBd9teW2/oMMxX8F%2BDBAJfUCv6VoBTpmLOTeztU05Agh2eQRmVDcAoo1fJujQOHaqJf6mqGZi1lRK/vOKT3twxL/ZGordWQD%2BSzlfn8TC5f0MBCYAlabwvEqxPtWvMvEoUBrUII0S5IANwPSinFLydz7Jfg7sGOtClpfQGqV1Sv8m0a6PIyb8783BHmOEZ79KEd7GsSgllv5fP1bXAYcPp6%2BGUPiFdDQ1Pze3XERWzjgIyfGZi2kn6pqxicsYzB0cuILKpFb6bRW8RGzw/8vM3mW7uBnz%2BGn66D7b959o71tRJ%2BkHV7VjcVpGiqbarrYP%2BWhGhLlbqLbniTXcD7ocXOTiGEEEJ0PO2iOX8gSADcD60wArgIOBjAEeYg8%2BbMEiCk1q4dWvxicV4rlBiNOe8zHahshcfbnR2vo7Vl3pI51RHquLHq56ryrW9szWyL52ihNV/HTiOAr0%2BEc%2B6A3GJIiN15x25LMeFl9E9dRb8eqxmctpxhPX9gcMwyokpr0EU06S1s8mxgdV0eX2%2BrZ8lcWNpiFLDNvhctdIbn6PD/Nvb1ObJuz3peBakzm2qbbtgwfcOTrf34%2B6HLfS/a%2BXP44/vRnr5OXXYEUKaA94PvL80f/s1BKeVt%2BZuH5bZ%2BBnIiB0UO01r/tL/1qV%2BWk1W25W84O7%2BO1mK5LQWMBWgobKhp69/S2up1%2BB77OeAOyM4BXQgkAH0wzZr7g%2B4Z5PAMaNLO3hW1McGLcjNZlHvCrx6jd/e1jMj%2Bznlo728ycw5fkjk8/Yfj00tqGJILrjy2s4kfp68h/iYvhwDfofVvp4Zb57W02dfJX8/R0f9t/JHnsNxWCYAjzBG5LzXJ96JrPYc/vh%2Bd4evUGUgADKzHd3p/NqaZ7wRME%2BiOYufX0VrOxrSuqK5dXftwGz1HS231On5FazSmF1spZocuoIBglCIYGIjZBTwQGKbwHqRxpKwr7sO64j68/vW5ADgdHoZmLuXQ3t9wWN%2Bv40eesuCYm6ILYB1zsYHD1AZW8znbmQ98BaxqpebO/vg6%2BeV74Qft6WvVfO5vRhs9fnvXnr4X7f052pp8ndoBmQJuRyy3lYk5qD0I%2BJPtsufuz%2BMF%2BvzZ/WG5LQszhJ8ATLNd9h0BLmm/KKXS8E2raK33%2BUxnpUjCtIc52LzpHFA9dr4vPWEDR/T9iqMGfMFR/b9gQOpKVCGwGlhDJWtZyBbmAl8AS7tqa5iO/G/jj7Lc1rnAa8BC22UfEeh6mnXF70V7Jt%2BPrkMCYDtjua1HgKuADcCBtsve%2BkcfSykVCkwF7tEdqOmv5bayMKdTZGOaQR/Z0ZtiK6USgRIgSWv9h7%2Bnv35MMoDDgUOBw3yh8Fej%2BonRJTtOAjlm4Gf0TV2D2gysAFZRyyoWsJ05mK/3z2jdJU6e6aj/NvaH5bYGAcuAaiDOdtntIvx3xe9Feybfj65DAmA7Y7mtKOB7zPqwrzEjgW25MLpdsdzWYcA7mJ5luZjwt3nPn9X%2B%2BeO3aqWIBA7CnAN8NCYYhre8J7NbPscNnsfxgz/m%2BAM%2BJjG6FNbTfB5wGauZSz0fAR/xB0YqRftluS0nZtlBLHCQ7bK/C3BJQogAkgDYDlluawDmBIw4zDTon22XXRzQotqY5bZCgBuA2zBT4MuAMbbL3hjQwlpJIKZVlCIEM2V8LKaZ9uGY3cm%2Bj3s5sOf3nDhkDmOGfsghvb8lyOM7K3gpsJx1bOR/wIfAAjk6ruOz3NZ7wJ%2BBW2yX/c9A1yOECBwJgO2U5bZGAB9h1sAVAuNsl/1FYKtqfb6dvicAD2E2PQDMBC7pTCOf7WFdjVJEACOB0cCfMDuQd4iL2K5PHDpHnTT0A8YM%2B9CMDhYBPwJLqWMlc2lkNjBbRgc7JsttXQI8DXxvu%2BycQNcjhAgcCYDtmOW2%2BgLvAf19l54EbrZddoc/5ssX/I4DbgGO8l0uAa4GXutsh9W3hwC4M6VIwQTBMZhjCBOaP%2BZQTRzW%2B2tOyfk/Ts15j36pq1F1wM/AEuBnllLOu5i/nz%2B20u5i0cYst5WE2Q3sBAbaLntlgEsSQgSIBMB2zrcm8CHgEt%2BlMuAB4HHbZXe4U0gstxUDnANMBob4LjdgtuzfZbvsNuldF2jtMQC2pBROzJrBkzC9F4e0/Hjv5LVNZxz8jvPUnPc4tPc3ONBmZ/F3wPcUsoW3MWFwPlo3%2Brt%2Bsfcst/U/4BTgYdtlXxPoeoQQgSEBsIOw3NbRwKP88oO5EngBeNp22ctb3quU6gnciln7lYKZQp4B/FNr3dDivkxM8DoWqMW0iHC1vKeVag/DTPOeDZwGRPg%2BVAM8B9zfWdb67U57D4A7U4pMTBA8FbOhZMfawaToLZ6/HPJW0F8OfotR/ecT5GwyG0m%2BAxZTxibexWzkmRvIdYNKqanAGZgR9FrMutobtNarW9yjgNuBSUA88C0wWWu9/LeP2DlYbmsM8AGmiX2G7bL9/vfR972ZDjyqtf6H71qX%2B14Ekq811X2YGYBwYA0wUWu9xPdx%2BX50chIAOxDfLr5zgJv4Zb0cwA/AG8D/gJW51%2BX%2BCRO2/guswzRTfgZ4RWvtAlBKOTGru0qAa4FuwEvAO1rrK/azToXZxXws5j%2BX0fwS%2BsBsM3gWeL6zjvjtrKMFwJaUIgbzfTwNM0IY0/yx2PAyz5kHv%2B08%2B9CZ6piBnxEc5DHdDr8FFlPNBt7D/N38CK3r/Fu3mgO8jmklFAT8E7PucaDWutp3zw3AzZjm62swSxJGAf201p1mDWpLlttyYDZZDQButF32ff58fqXUQZi/ExXAZy0CYJf7XgSKUioe83PjM%2BAJYAtgAXlaa9t3j3w/OjkJgB2Q7z/w44HLMKM0LXu/bcD0dPsKc8rESttle5RS1wF/11pnAyilxgDvAxla60LftXOAF4HkfQkpvnVFw4ADMbtOD8eMPLa0EXgL8wN5UWdb4/d7OnIAbEkpQjHB/kxMIOzW/LGY8PLGsw55I%2Bicw15XRw/8HKfD%2B0sY/JZq38jgG8AcWnmUee9qV0mYH3RHaa3n%2B0Y4CoFHtNb3%2Be4JBYoxI4VP%2BbtGf7Hc1oWYX/hKgWx/jQIqpZrbXF2OCRQ/aq3/0ZW/F4GglLoXOEJrPXI3H5fvRxcgAbCDs9xWIuaH8emYqbrQnW6pB1bWFdQF1%2BfXJ8SOjL0VKCx6qej0hs0NR2bemHkYUGW77Cbfb4XbgGO11p9ZbisIczB4LGaDQDLQA3OUVE/MKF8/IHEXpTVg%2Bhh%2BjJlu%2BrGrhb6WOksAbEkpgjAjAmdhplqTmj8WF7G9YdxhrwWdd%2BSrjsP6fI1SQD5mEvZbKijhLcwI9Wdo3eSfelVvYC1wgNZ6mVIqG3PyzoFa6x9a3PceUKa1Hu%2BPugLB9297Gebf73TbZd/sj%2BdVSr0EbNNaX62U%2BpxfAmCX/V4EglJqBabLRDpmE94m4D9a62d8H5fvRxcgAbATsdxWc5uPo4DDgBFA1F5%2BeiPQ6K33Rqhg1aAcysHenxWtMf9Z/IBZCfYNZpTPr1N%2B7VlnDIAt%2BcLgUZilB2fSYkdxSuzm2gmjXgw7/8gZalD6CnNxFSYMLqKYSl4HXgW%2Ba6vdxL4RjfeA%2BOZRD6XU4ZiR8rTmUXDf9aeBLK31n9qilvbCclunY9Zq1mN2BOe25fP5ZhhuBg7SWtftFAC79PfC35RSzf83PwS8iZm5eQS4VGv9snw/ugYJgB2IUmoaZlHunhyktf4OzFRxxbcVh9SurX07rFfYhtgjYn8AsoCUptqmfo4QR5hyKrUXT12PmSoqwXSG2wDkYULfGmC17bKr/9CL6uSUUpMxO54dmNGWThkAW1KKYMy6z3GYaeIdv4T0TVlddcmxz0Sed/irKjW%2BCDyYptNfAj%2ByhgZmADPQen3r1qQeB04GjtRab/Rda/4h10NrvbnFvc9glkac2Jo1tDe%2BtbofY9oxfQCMbatReqVUBuaXwxO01kt91z7ntwGwS34v/E0p1QB8p7U%2BvMW1f2F%2Bfhwm34%2BuQQJgB%2BI7T3ZX060t5WnfYnulVA/MIt9vgQm6xTmvSqk7gVOzH8g%2BFIgEwqqXVXcrfb/0x7CeYeOSz0mej9k5WW27bDkBYj919hHA3VGKcEzLkfMwG0mCARRefWS/L6suO%2B7J6NNGvEtEaK05ofZbYAGwhgWYNWpvofV%2BtTtSSj2GCaKjdItgKdNcYLmt/pgIHgKcZ7vs19rieZRSpwGzgJbT/U7M7IEX88vROrrw98KflFL5wMda67%2B1uPZ34BatdZr82%2BgaJAB2Ur4t/p9h2vaer3daZ9ViE0h68294SqmzMT9092kTiPh9XTUAtqQU3YC/AhdiligAEBZcW//Xg9/0XHrcU5GH911o1gsWYYLgl9SxlXcwm5Pm0eKXmN9/PqWAx/Ctj9Var93FxwuBh7XW9/uuhWA2inSZhe6W27oVuBOz/ndwW5y9rZSKxsw%2BtPQCZjHAfZjTqLv898JflFKvYUbyRra49jBwiNb6cPm30TVIAOyEfCN/XwAFmB%2B2O8Kf1rrId09zG5hi4DrMmq0XgXf3tw2M%2BC0JgL%2BmFL0xfzcvwGwoAiA1rrBi8vGPh1901AvBPeI3m7Gh5cDnwBI20MhLwAto/bvr1ZRS/8FMQ5%2BKaVvdrFxrXeu75wZgKnARZoPITZjNVF2m1YXltoIx63YPBOZizuDe66D9R7WcAva93%2BW/F/7ia8WzELOk6A3MGsBngEla61d998j3o5OTANgJKaUmYH67/g2ttWpxXybwH37bCFqmfFuZBMBdUwoHZifxeMxu4gjYMUW87ZqTHup28rDZpr9gNWat4OdAAZ9hekm%2Bs7v%2Bgkqp3f3ndpHW%2BkXfPc3Nbi/l181ul7XSS%2BwQLLc1ADNbEI6fegPuIgDK98KPlFJjgXsw3RzWAw817wL2fVy%2BH52cBEAh/EAC4O9TimjMFPHFwBHN16PCKqsnHvVc05QT/h3TO8U2F23MAoev2U4dM4Bn0Ppn/1fdeVhu6xLgacyMwbG2y54f4JKEEG1IAqAQfiABcN8oRT9MEBwPdG%2B%2BPizrhy03nHJftzMOescZEtQIdZhuk/OA9XyDCTAz0bomEHV3ZL5dwS8D52PWeuV09iMahejKJAAK4QcSAP8YX0uZsZjzSP8EKICI0Oqqi0c933D1SQ8nZCf7NvauxwTBrymnjpeBp5BzS/eJ5bYiMWvDhmDatoyyXXZtYKsSQrQFCYBC%2BIEEwP2nFFnA3zAjgz3MVa1zei0puuXUuxNPyfm/YKfDa1azfonpcLeJ%2BZizTt8JxPFzHZHltnphzk/uhtkgcK4/NoUIIfxLAqAQfiABsPW0GBW8DDih%2BXpMePn2K054zHvln/7VLTm2xFxcAXwCfMcWmngGMyq4wf9VdyyW2zoKE6GDgftsl31jgEsSQrQyCYBC%2BIEEwLahFBZml%2BLFmBErlPI2nnDA3KJpZ0zrcWifb50AbAc%2BBT7FSxnvAf/GnEMs/wHuhuW2LsT0BQWYYrvsxwNZjxCidUkAFMIPJAC2LaUIw5xDfDmmpxkAGd0KCm8//Y7I84%2BcERsa3GCOnvsW0%2B1uHSswjaJfQWs5ynAXWjSJ1sDZtst%2BM8AlCSFaiQRAIfxAAqD/KMVBwBTgHMwRZ4QF15ZfcuwzFVNPuScjNb7I3GgDHwHfUoaH54B/o3VeQIpup3w7g/%2BDmW5vBE6xXfZHga1KCNEaJAAK4QcSAP1PKZKBS4C/A2kACq/nmEGf5d979o0ZB1nfhQBmevgTzPRwBe8BjwALZHrYsNyWE9Mk/izMFpsTpUegEB2fBEAh/EACYOD4No2cDlwFHN58vVdSbt49Z0%2BN/cshb8U7HV5owDRA%2BRDYyPfAw8AbsnsYLLcVAswCTgKqgONtl/1NYKsSQuwPCYBC%2BIEEwPZBKUYAV2NGs4IAosMqtlw39oG6q8c8nBkV5lsK%2BBPwAfAzhZgNI0%2Bi9faAFN1OWG4rHHgfc3RkBXCC7bK/DWxVQog/SgKgEG1IKTUZmAw4gH5IAGwXlKIH5vtyGZAAEORorBx3xGuF08%2B6qU9aQqEDgA2YILiQGjw8DzyM1rkBKjvgfI2iZwNHYULgn2QkUIiOSQKgEH4gI4Dtk1JEYI6buxroY67qxqMHfL7ukfP/kTW0508RgFknOBeYh5dq3gEeQOtFASk6wHYKgZXAGNtlfxXYqoQQ%2B0oCoBB%2BIAGwfVMKB3AKcC0wsvl6/x4rVz96wVXdjj/g40SlMFsgPseMCm5jPvAA8AFad6mTMnwh8P%2BAY4Aa4M%2B2y54X2KqEEPtCAqAQfiABsONQikOA6zAbRxwAyTHFufePu955/hEzspwOr%2Bkn%2BDVmRdxGlgP3A/9F68ZA1e1vltuKAN7BnNFcD/zVdtn/F9iqhBB7SwKgEH4gAbDj8Z0yci1wERAGEBlatenW0%2B%2Bq/MeJj/QPDfZtDv4eMxa2hg3Ag8CzXaWxtOW2QoHXgdMwsXi87bJfC2hRQoi9IgFQCD%2BQANhx%2BfoJXoHZNBIPEOxs2HrFnx4rvP30Ow6IiahUAKwC/gcspRT4F6ax9LbAVO0/ltsKBp4HzsecGHKFHBsnRPsnAVAIP5AA2PEpRTSmsfQ1%2BBpLO1RT%2BYUjX7bd41yDu0VvM42l8zFBcBFVeHkSeAitNweobL%2Bw3JYDeBRzAguY4%2BOm2S5bfsAI0U5JABTCDyQAdh5KEQJcANyAb%2Bewwltz6oj3lv97/JRBaQmFZudwIWZq%2BCvqaeIF4L7OfNSc79i4W4E7fJeeAS63XbYncFUJIXZHAqAQfiABsPNRCidwJjAVGGau6vrjBs1b%2BtwlE/tlJRXEAlCCCYLz8dDIDOAetF4TiJr9wXJblwGPYzbQ/A8413bZNYGtSgixMwmAQviBBMDOSykU5oi0m4HDzFXdeHifhT%2B8eOmE7D6p6xIB2IbpnvcpXhqYCfwTrZcHpOg2Zrmt04H/AqHAN8AptsveGtiqhBAtSQAUwg8kAHZ%2BviB4DHCL709AN43o9d3il/9%2BYc8BaatSAPO3YDbwCVDP28BdaL00EDW3JcttHYkZAYwH1mEaRq8LbFVCiGYSAIXwAwmAXYtSHIFZD/cnc0V7h2YuXTzj8vPTB2csTwPMQWqzgY%2BBet4F7kTrHwJRb1ux3NYATNvsnsBW4FTbZS8MaFFCCEACoBB%2BIQGwa1KKg4HbgJPNFe0dnL7s29emjEs7IGNZJmAOU5uNOWqunveAOzpTELTcVgpmFeQITMPoC22X/UZgqxJCSAAUwg8kAHZtSpED3I45bg7Q3kHpy795fco5PQZnLO8JmCD4Pi1HBO9A6x/9X23r8x0d9xrwZ9%2Blm4B7pU2MEIEjAVAIP5AAKACU4kBMEPQFIe09IOPnha9fcU76wLSVPQEzNdwcBBt4B5iG1j8Hot7WZLktJ%2BaklKt8l14ELrVddkPAihKiC5MAKIQfSAAULflGBKcBY80V3TQs68cv37jyrJ59UtZlAVCGmTidBzQyEzMiuDIA5bYqy21NxpyU4gC%2BAM60XXZpYKsSouuRAChEG1JKTcYcIeYA%2BiEBULSgFAdhGiePMVd040HZi79886q/WlmJBWaN4DbgXeBzvDTxKiYI2gEpuJVYbutEYCYQA9iYNjEdPtwK0ZFIABTCD2QEUOyJUhwG3AUcZ67o%2BpH9FsyfeeXZA1Pjisyu4S3ALOBLPHh5AdM%2BZkNgKt5/ltsahJns7omZ%2BD7LdtkfBbQoIboQCYBC%2BIEEQLE3lOIo4G7gSHNFV584ZM6XMy4/f1i36G3dAXPE3FvAIhrQPAFMR%2Bstgal4/1huKwl4B/N6vcC1wKOyOUSIticBUAg/kAAo9pavofQJmCA4wlzVZWcd8sbXz02aeHBUWHU3APKAN4ClVAOPAG60LvN7wfvJcluhwBPARb5LzwGTbZddH7iqhOj8JAAK4QcSAMW%2B8gXB0zBTw4MAFN4tlx731OJHzv/HqNCQhmgAVmFW061hO3Af8Bhad6izdy23pYCrgQcw62W/wmwOKQ5oYUJ0YhIAhfADCYDij1IKJzAOs1mkF4BDNeXfctrdy247/c7jnE5vGAA/YEYEC9gM3Ak8h9aNgan6j/FtDnkdiAU2AKfZLvv7wFYlROckAVAIP5AAKPaXUoQAf8McMZcCEOxsWPGv8VfmTzrm6RMcDu3ECyzErBEsYR3mXOI30dobqLr3leW2%2BmHOEO4L1AIX2y779cBWJUTnIwFQCD%2BQAChai1JEYpopX48ZKSMytGrx61POqRh74Gyzi9gDfIJpH1PJEuBGtP4kIAX/AZbbisOcHOJrj8N9wM22y24KWFFCdDISAIXwAwmAorUpRQJwI3AlEAqQHFP86QfXnxSa0%2Bv7IwAzfjYb%2BACo52Pgho5yzrDv5JDpmKALMAcYZ7vs7YGrSojOQwKgEH4gAVC0FaXIwJwqMgGzgaKpX%2BqqD%2BdOPSEjs9uGoYA5VeQd4HPwNZO%2BBa3z/F/tvrPc1rmYncHhwFrMusAVga1KiI5PAqAQfiABULQ1pRgE3AOcYq7o6qMHfD7n3WtOOzA2oqIXYHoIvg4soQH4N/BPtN4WkIL3geW2hmMmtDOBKuBC22XPCmhRQnRwjkAXIERbUUr1VEo9p5Rar5SqVUrZSqk7lFIhO92XqZT6P6VUtVJqq1LqX7u45wCl1Be%2Bx9mklLpNKaX8%2B4qE2D2tWa41fwaOAr4FFfn5ymPOjLukLHLi08%2B%2B0dgUtJUewDXArYRgcQ1go5QLpcICWvzvsF32D5ieiJ8BUcA7ltu6y3Jb8jNMiD9I/vGIzqw/5u/4pZg%2BalcDl2HWFQGglHJiVklFYk4jOAc4E3iwxT0xwMeY8ZODgCsAF%2BZHqRDtitbMBw4D/gqsA5X8/BcTzwobX1fqnn3tG16vqqU/plHMFcSRxAPAKpQ6F6Xa7c8E22WXAH8CHvVdugX4P8ttxQeuKiE6LpkCFl2KUuo64O9a62zf%2B2Mw55FmaK0LfdfOAV4EkrXWFUqpv2Om1rprret999yICYLpei/%2BEckUsAgEX%2BuYS4HbgW4A4cE1X79z9RklJw756BQUCg8wFzPBWs13wDVovSBQNe8Ny22dDzwDhAHrgNNtl70ssFUJ0bG029/2hGgjsUDLNU%2BHAcuaw5/PR5hdlTkt7vmiOfy1uKcH5iB7IdolrWnQmscAC9NKpb62MeKwMffP%2BXPq5ML31xT1%2BYIg4CTgIeBERuBkPkq9g1K9A1n7ntguewZwBJAP9Aa%2BsdzWWYGtSoiORQKg6DKUUhZm1O7JFpdTgF8dN6W13g40%2BD62y3tavJ/CLiilQpVSMc1vQPR%2Bli/EH6Y15VpzI9APeBWgqDz1lH7Xrjn4kNu%2Bea28JmYFUcAFmJg4gtOBFSj1MEolBK7y3fOdEDICmIdZwjHTclsPWG4rKLCVCdExSAAUHY5SappSSv/O24idPqcHpo/Ym1rrZ3d6yF1N4aqdru98j9rN9WZTMVO%2BzW8b9%2BKlCdGmtCZfa84HDgYWAOGL7EPGxV1SlvC3Z555ydPkLCYVs1r2ZoLJ4h/AOpS6CqWCA1j6LtkueytwIuYMYTBrcz%2By3FZS4KoSomOQNYCiw1FKJQKJv3Nbnta6znd/D8zuwW%2BBCbrFsVhKqTuBU7XWQ1tci8dMEx%2Brtf5MKfUyZu3eqS3uGQ58D2RrrdfvosZQfM15faIxIVDWAIp2QSkUcDpwP2aKGKfy/PTU3y79aeLRz/8FCMMLzAfeBMpYA1wLzKYd/uCw3NZfgRcwo4EbgDNsl/1dYKsSov2SACg6NaVUGib8LQHO11o37fTx5k0g6Vrrzb5rZwMv8etNINMxm0AafPfcgDmBQTaBiA5NKUKBKZgzhmMBosMq5nx2yzGNOb2%2BNz0F69D8D8UHQCMfYzaKtLtNF5bbGgTMAvoA9cBk22U/F9iqhGifJACKTss38vcFUABcCOwIf1rrIt89TuBHzJq%2B64AEzA7gd7XWV/juiQVWA59igmAf3z13aq13tIv5nVokAIp2TSmSMCeKXAo4gYb%2BPVa%2B8dXtR/RLiNp%2BEAAlwH%2BBb/ECTwG3ofXWwFS8a5bbisX8Atc8Yv8McIXtsut3/1lCdD0SAEWnpZSagJkS%2Bg2ttWpxXybwH%2BBYzOmprwGulrt%2BlVIHAI9j1k5tx2wkuXNvRv98ny8BUHQIvhNFHgaON1d08XlHvPq/ly4bP8bp8KYDsAp4BcijDLgDeBytGwNR7674GkRPBe7CrNddDPzFdtkFAS1MiHZEAqAQfiABUHQkvvWBJ2MaovcFcKimH567ZOL3E456aRwQjhczvv4GUMEq4B9o/VGgat4Vy239CfMLXQKwFTjHdtnzAluVEO2DBEAh/EACoOiIfI2krwBuA2IAYsLL3/3mjkMZkLbqNABq0byNYi7QxPuY9YFrA1Tyb1huqyfwNnAg4AVuBu6zXbb88BNdmgRAIfxAAqDoyJQiGfgnMBEzpVpzYM8lMxbcNvKgiNDa4YA5KPFl4GcaMW2l/4nWlQEq%2BVcstxWOWcJxke/Su8B422XLv0XRZUkAFMIPJACKzkApDgT%2BhTmFA9Drbzjlvg%2Bmn33TWQ6lTe%2B974AZQAmbgeuBV9tD2xjLbSngEuAxIARYi2kV0%2B52MwvhDxIAhfADCYCis/CtDzwX0z8wDSDEWT9v7tQTNhzVf/75KIJoRPM%2Biv8D6lkITEHrHwJY9g6W2zoYeAvIAGqAibbLfj2wVQnhfxIAhfADCYCis1GKKOAmTHPoEKAxs1v%2Byz9MH56dELX9GABK0cxAsQiNaRtzC1qXBqxoH99JIa8Bo32X/gVcZ7vshsBVJYR/SQAUwg8kAIrOSil6A49gdg0DevP4kS%2B9/vylF5/hUDoLgGWYznyFbMOExmfZqSm7v1luywnc6asH4CvgLNtlFwauKiH8RwKgEH4gAVB0dkoxFhMEzbFyDs%2BC9645ddnJwz%2B4GAilCfgQc05HHUuAy9F6UaDqbWa5rT9juhrGYBrCn2277C8CW5UQbU8CoBB%2BIAFQdAVKEYaZEr4ZCAeaUmI3v/TzfQekJkaXjgFgO5pXUXwNwHPAjYE%2BTcRyW72Bd4ADMCcG3Qg8KK1iRGcmAVAIP5AAKLoSpcjCnCZyuu9S0TmH/fflVyefd6ZDaQtoOS28HXNqR0CnhS23FYFZp3i%2B79LbwMXSKkZ0VhIAhfADCYCiK1KKP2HarvQBcKim%2Bf/nOmXpScM%2BvAQIown4ADMtXM93wN/R%2BrtA1etrFfN3zFR2MOYM8DNtl708UDUJ0VYkAArRhpRSk4HJgAPohwRA0cUoRShwHWazRTjgSY0rfG7F/QPT4yLLzcaRbWheQvEdGnPO9s1ovT1QNVtu61BMq5g0pFWM6KQkAArhBzICKLo6pegJPAr82Xdpw8Sjn3356b9NOs%2BhdE8AfsRMC2%2BhBHABrwSqibSvVcx/geN8l/4FuGyX3RiIeoRobRIAhfADCYBCGEpxCiZM9QQIcjR%2BOP%2B2UfZhfb6ZBITQiOZdFO8DHuZjdgsHZArW1yrmLswaRYCFmFYxmwJRjxCtSQKgEH4gAVCIXyhFBGan8HWYtXa1vbuvffKne4cMDQ%2BpOxaAzWheQLEcD/AgcBdaVwei3p1axWzBtIr5PBC1CNFaJAAK4QcSAIX4LaXoD/wHMCeHoFfe%2BZfb3rz19LsnASmAac88A6ggH5iM1rMDUauvVczbwBDAixkVfEBaxYiOSgKgEH4gAVCIXfOdLXweZpQvGSAsuPbVFfcPrO2VnDcRUNSgeR3Fp4DmHeAqtN7o71p9rWKeBC7wXXoHuEhaxYiOSAKgEH4gAVCIPVOKeOAe4FLfpdKjB3z2%2BLybjxvrUPpAANZiWkdvoAq4Bfi3v3sH%2BlrFXIbZ0BIMrMG0ilnmzzqE2F8SAIXwAwmAQuwdpTgMM8o2xFzRX/zv2j9/ecqB718JRO/UO3AJcClaL/F3nZbbOhjTKiYD0yrmEttlv%2BbvOoT4oyQACuEHEgCF2HtKEQz8A5gGRACN3WOL/r3uod69osKqTwOgBC8v4GApXsyu4lvRusqfdVpuKxF4DTjed%2BnfwLW2y27wZx1C/BGOQBcghBBCtKQ1jVrzADAImA0EF5enXB09sWrg1JnTbwIKSMLB9cAUHMTyD2AFSp3izzptl70VGAP803dpCvC55bbS/FmHEH%2BEjAAK4QcyAijEH%2BPbJPIXzChfCkBoUN0rqx/sV5WVWHAp4KAGL6/h4HNA8xZwJVpv9medlts6BdMqJhbTKuYc22V/5s8ahNgXEgCF8AMJgELsH6WIw2wSucx3acvxg%2Bc%2BOufGE8/csUlkFfAssJly4AbgGbT2%2BqtGy21ZmFYxQ5FWMaKdkwAohB9IABSidSjF4cAzwEDzvnfOZzcfs/ioAfOvBSLwoJmF4v%2BAJr4EJqH1Sn/V52sV8x9gvO%2BStIoR7ZIEQCH8QAKgEK1HKUIwI3y3ACFAtZW87qGV7gEjgp2eMQBsxMszOFhHA2aN3r1o7ZfNGb5WMZMw09YhmFYxZ9guOyBH2gmxKxIAhfADCYBCtD6l6IcZDRxprujFz17yt7cnHv38tUASGpgLvAHUsRy4BK2/9ld9vlYxbwPpQDXwN9tlv%2B6v5xdiTyQACuEHEgCFaBtK4QD%2BBjyAOavXExex/dGCf2V2jw6vOh%2BAbXh5FgdL0ZhWLTf5q2WM5baSMK1iRvsu/Qu4TlrFiECTNjBCtCGl1GSl1ApgUaBrEaIz0hqv1jwNDADeBYLKauKvjflb5YipM6dfDawnwdcy5nIUUVwBLEepE/1Rn%2B2yS4ATMRtYAK4EPrXcVg9/PL8QuyMjgEL4gYwACuEfSnEm8DjQHdChwXVP5z%2Ba1dA9dstkwEEVXl7EgZkIfgW4Gq1L/VGb5bZOBV7GjFQWAWfbLnu%2BP55biJ1JABTCDyQACuE/vnOF3cDFvksF5xz23wf/O2Xc34ADAPgeeAHYRgkwGXgLP/xAtNxWH8zO4MFAE3Ad8Ii0ihH%2BJgFQCD%2BQACiE/ynFaOBpoBeA0%2BF5Zc2DfTdlJ6%2B/FgimFi%2Bv4sC0a34XuNwfDaQttxUJPAWc57v0BjDRdtl%2BPcpOdG0SAIXwAwmAQgSGUkQCdwNXAQooPm7QJ/d8ctPx5wKHALAczTMoSigDrgZeauvRQF%2BrmCnAQ0AQsALTKmZ1Wz6vEM0kAArhBxIAhQgspTgMeB7oD6DwvrX03qE/HZCxbCoQTgNeXsfBXEDzEaaBdEFb12W5rSOAN4FUoBIYb7vsWW39vEJIABTCDyQAChF4ShEG3IppIu0ESkf0WnzXt3cdcppD6aMBWIPmaRSbqcKsz3u6rY%2BTs9xWCjATGOW7dC9wq%2B2yPW35vKJrkwAohB9IABSi/VCK4ZgtIEPNFf3et3cesvBga/GtQBSNeHkTBx8Ams%2BAv6F1blvWZLmtYOA%2BzBQ0wDzgHNtlb23L5xVdlwRAIfxAAqAQ7YtSBANTMcfJBQNlg9N/vnPpvUNPdCh9AgA2Xp7EQSHVwI3Af/wwGng28BwQCWwAzrRd9uK2fE7RNUkAFMIPJAAK0T4pxQGY0cAcc0XPXnDbyM%2BO7PfVbUAMHjRvoZgNeJkPXIzWdlvWZLmtQcAsoA/QAEy2XfazbfmcouuRACiEH0gAFKL9UoogzHq/aUAIUNYvddUdKx4YeLxD6ZMAyPWNBm6iBjMa%2BHhbjgZabisWeAk41XfpWeAK22XXtdVziq5FjoITQgjRpWmNR2vuAQ4EvgPiVm/u/7Dz/Cbvl6uP%2BAdQTjYOpqMZSwQO/gV8hlLZbVWT7bLLgTOAmwGNOe94vuW2MtrqOUXXIiOAQviBjAAK0THsZjTw9hUPDPzTjtHAX9YG1gDXA0%2B08WjgCcB/gQRgK%2BYIuU/b6vlE1yABUAg/kAAoRMeiFIOBF/llbeB7X99x2GeH9v72DiAWD5qZKD4ENJ8CE9E6r63qsdxWL%2BBtYDjgxbSyeVCOkBN/lARAIfxAAqAQHY9vNPAG4HbMTuHSwek/3/rzfUP%2BDJwIwBrfaGAxVcC1wDNtdYqI5bbCgSeA8b5LbwIXyxFy4o%2BQACiEH0gAFKLjUoohmA0Zw8wV/ebSe4YuHJL5851ANI3/3969x1tZ1Xkc/6y9zzmgiIiiGKJZT%2BW8TFPLUbx00SwjK81LpoCBUUheyNqKpSHgeKPtBfMGGqh4T8vMKG2mxkZhMNNmtGbCeQYzQEUGvCEcztlnzR/PQzGOZrH32XDO83m/XvzhYvOsZ/OS8/q%2Bfmut36KLWynxM9bdIjKWGBd3x7vkV8iNB6bz5yvkPptW0oXdMZ96LwOg1I1CCCcDJ5MduNoFA6DUI4VAG9mBjG%2BSBa9l%2ByQLzl4wddhxwMEA/I4uZlBiOS8BpwI3d2M1cP0r5F4GRqaV9EfdMZd6JwOg1ARWAKXeIQQ%2BANwE7AoQ6Lpp4aXveeJdg9MpwOasocZNlHkQgHuAccS4rDveJakmbyMLgQfkQ1OAqWkl7dZm1eodDIBSExgApd4jv1N4ClAhq%2B4vPvR9Pz37pxOHjwP2B%2BBxItcTeJHlwJeJ8Qfd8S5JNWkDLgFOyYfmAiPSSvpid8yn3sMAKDWBAVDqfUJgf7K9ge8CKIXa1UuvGrJk8IBl5wJtrKLGdymzAICbgVOJ8cXueJekmpwAzAD6Av8FHJlW0ie6Yy71DjaCliRpA8TIPLKDIVcDdMXyV7b/yvOjx8yYNQZ4nH6UOQ04mUg/RgJPEMIh3fEuaSW9iaz6%2BAeyQDo/qSbHdMdc6h2sAEpNYAVQ6t1C4OPALGAHoKu1vPbiFTO3jlv0XTURKPMiNa6lTFaTuxKYSIyvNfo9kmoyiKxp9LqgOQ04O62knY2eSz2bFUBJkuoUIw8AuwO3AKWOWts3%2Bn/x1eHn/eCcEcBCtqLMWcBooA%2BnAI8Rwj6Nfo%2B0ki4HhgPfzofOBH6SB0PpT6wASk1gBVAqjhA4mmw/3tZA%2BxZ9Xpm08rqBO7aUa9lBjefp5Epa%2BG9qwD8A5xNjR6PfI6kmnwNmA5uTLQ1/Nq2kjzd6HvVMVgAlSWqgGLkL2I3sRG6fV9v7X9x6Qud7v7fg6BHAEgbTwhQiR1KmzLnAw4SwS6PfI62kdwLDgBR4O/BwUk2Ob/Q86pmsAEpNYAVQKp4QCMCXgUvJqnAv7TBw8RnPfGeng0ohHgfAImpcRZlnWU3WVuaaRjePTqrJQLKl6eH50GXAme4LLDYrgJIkdYMYiTEyg%2Byk8AJgwJKVQ2eWR3aV//2Z3ccCL/IOylxIFx9lM%2BAqYC4hbN/I90gr6Urg08AF%2BdDpwANJNdm2kfOoZzEAqhBCCH1CCL8JIcQQwp6v%2B72dQgg/CiGsCiEsDyFcEUJoe91ndg8hPBhCWB1CWBJCmBRCCE39EpJ6pBh5CjgQmATUgM/t8Y1/n3LglH8ZD/wjrZQ4ETiDLgbwCeBJQjiyke%2BQVtJaWknPBo4CVgEHAY8m1eT9jZxHPYcBUEUxDVj6%2BsEQQhn4MdCP7Af058l%2BQF6y3me2BH6W//m/J7vjswJ8rdvfWlKvECOdMXIesB%2BwENjh4YUH3lYaWXtixasDK0A7e1JiGp18gG2Auwnhu4TQv5HvkVbS7wP7kjWL3olsX%2BCIRs6hnsE9gOr1QgjDyfbgHAX8Ftgrxvib9X7vPmDHGOPSfOzzwA3AdjHGl0MI44ELgcExxvb8M2eRBcGh8a/4R%2BQeQEnrhEA/oAqclA89edqh0ydNP%2BGr5wJ7APALYA7Qzn8DI4lxfiPfIakmW5HtC/xkPuS%2BwIKxAqheLYQwGLgOGAW8UdPV/YAn14W/3P1AH%2BAD633mwXXhb73PDAF2bvQ7S%2BrdYmRVjIwHPgUsA3a74v4Jt282%2BrVbOmvlbwORg4CL6OSdvBN4iBCmEEJLo94hvyv4M8D5%2BdDpwP32CywOA6B6rXyP3g3AtTHGR9/kY9sDz68/EGNcCazNf%2B8NP7Pef7/hZu18z%2BGW634BDV3GkdTzxciPyZpH3we0renYbFrrCZ173fPo4ccAf2S7vF3MEZQITCILgu9q1Pz5vsBzgKPJ9gUeDPwqqSZ7NmoObboMgOpxQgiT88Mcf%2BnX3mRLtFuSLd/%2BJW%2B0hBteN/76z4Q3GV/nG2RLvut%2BLX6Ld5BUQDGyjKwSNx5YDRzy2cvumbnzhEVnA3dQInAMcC41BrEv8DghjKGBh9DSSno3f%2B4XuDMwL6kmn2/U87Vpcg%2BgepwQwiDgrZYpngZuJ2t9sP7/5GWyU3i3xBi/EEKYChweY9xjvecPBFYAB8cYfxFCuIls797h631mL%2BAx4J0xxkVv8I59yJaR1%2BlPFgLdAyjpDYXALsCtQH4yN17/9PSdF7x90DOXAv1ZQ43vUmYeAN8DTiLGFY2aP%2B8XeBtwaD40DfhmWklrjZpDmw4DoHqtEMJOZBXAdYaQ7d07GlgQY1y83iGQoTHGZ/M/dyxwI//3EMgFZIdA1uafmQichodAJDVQCLQBU8nu8A3AU8fse2flztOOnQjsD8A8IrMIrGYxMIoY/7lR8yfVpEy2L3BiPnQ/cFzeS1C9iAFQhRFC2BlYxP89BVwGfkO2p%2B8Msrs7bwDuiTGemn9mAPB74OdkQfDd%2BWemxhgv4a9gAJT0twiBj5CdAx4KdLaUOiatmt2vra2l41tAmf%2Bhk%2B/QwlNE4CLg3EbeJ5wvAc8CNiNbGj48raS/bdTztfG5B1CFFmOsAYcBa4CHgTuBe8j6/K37zEvAx8h%2BED8KXE3WVubSJr%2BupIKIkX8mawlzF9DS2dV6QZ8vrP3wrfOOOwpYxDa0MInIkQRKfIPsPuFGHhC5nazi%2BAcgAf41qSZHNOr52visAEpNYAVQ0obI7xMeA1xB1rB%2BxZCBS05dcuXQTwJZA%2BeFdHIVLSxnFXAKcGOj7hPOr4u7g%2BzmEIDJwHlpJe1qxPO18VgBlCRpE5XfJzwL2Av4NbD10pU73BJGxFeXrBgyBniF99DCxdTYl37AbOBWsq0rdUsr6Qtkh0KuyIcmA3cl1cTWVj2cFUCpCawASqpXfkDkH8j2KwP8bvSHZldmjztxElkbF3iQyI0E2vkDcDwxzmvU/Ek1GQNcC7SR3ap0eFpJ00Y9X81lAJSawAAoqVFC4BCyAyLbA%2B1tLe0TV8/ebNtSKX4TCDxPB1fQytPUyCp2F5Ltd65bUk2GAd8H3gasBI5NK%2BnPGvFsNZcBUGoCA6CkRgqBbcmWew/Lh%2B77p28efN3B7/3F1cAO1OjiVkrcD0QeJLtPuCEN6ZNqMgT4AbAP0AV8HZieVlIDRQ9iAJSawAAoqdHyAyKnAN8mazz/7HuHPnnSkxfvPgY4AoB/o8a1lHmZFcCJxPjDRsydVJO%2BwDXA6HzoRuCktJKuacTz1f0MgFITGAAldZcQ2IPs5qO/AyLEC1fN6rd08z6rLwH68DIdXEkrWRe/q4AKMdYd1JJqEoAJwCVkh0oXAEemlXRpvc9W9zMASk1gAJTUnUKgH3A5MDYfmnfpyNOnnD788suAXYnAj8i6CtZ4AjiWGP%2BjEXMn1eQQsh6qA4GlwGfTSvpII56t7mMAlJrAACipGULgc8B1ZNdgvrjNFsu/snzGth8GxgGQ5gdElvMacCowuxE9A5NqkgD3ArsC7cCX0ko6p97nqvsYAKUmMABKapYQeAdwK%2Btaw8A1S64c8tCQgc9eDQxgDZ3MoIWsRncbcBIN%2BLmUVJMtgZuBT%2BdDVeCstJI25ASyGstG0FI3CiGcHEL4HeByiKSmiJFFwIeAafnQ%2BB1OWXrWl66feRQwn760MAE4kUgrxwGPEcLe9c6bVtKXyQ6fnJ8PVYD7kmqyVb3PVuNZAZSawAqgpI0hBD5O1jNwO%2BC1Pq1rJrw2a/OkVIoTgcASOphOK0voACYClzdoSfhYsjY1mwG/Bz6TVtKF9T5XjWMFUJKkXipGHgD2AP4R2Ly9o%2B915VFdO/528a5HAMvYgVbOp8aHaAUuBe4lhG3qnTetpHcABwKLgV2AR5Jqcmi9z1XjWAGUmsAKoKSNKQRKwFnAVKAMPDV8j7nj55552FnAIQA8RBezKNHOYuA4Ynyo3nmTajKY7OaQ/cmaRleAy20avfEZAKUmMABK2hSEwAFkPQOHAu0tpY6vr7mx71blUtcUoMwyOriMVp6hBkwCLiLGrnrmTKpJH7Km0WPyodnA%2BLSSttfzXNXHJWBJkgoiRh4G9iTrCtins6v1ypZRtT3nPzXsU8AStqOV8%2Bjio5TJDnP8lBAG1zNnHvS%2BCJxOVgUcA/w8rw5qI7ECKDWBFUBJm5L8GrmvAhcDrcCiYe%2Ba/%2BX5U/afAHwKgAXUuI4yq3kOOJ4Yf1HvvPk%2BwDuAAcAfyQ6H/Kbe5%2BpvZwCUmsAAKGlTFAL7kAWynYGOQNcZHXNaW8qlrouAFpazlsto42m6gCnA%2BcRYV1%2B/pJrsQtY0%2Bj3Aa8AJaSW9u64vor%2BZS8CSJBVUjDwC7EV2UKM1Urq8ZVTtgId%2Bf8Bw4BkG0cZUujiEElkAvL8BS8K/J2tS/QCwOXBXUk2%2Bld8trCaxAig1gRVASZuyfEn4FLLbO9qAp/dJFoxdMHXYacBnAHiEGjP/tCQ8ghh/Xs%2BcSTVpyeebkA/dCYxJK%2Blr9TxXfx0DoNQEBkBJPUEI7E0WxN5BtiRc6ZjTWi6Xuqaxbkn4Utr4A13AZOCCBiwJjwWuJtuL%2BGvg8LSSLqnri%2BgtuQQsSZIAiJFHgffz5yXh6S2jagfMW7jfofx5SbjGwZTIegr%2BhBC2q2fOtJJeT9aLcDnwAeBXSTX5%2B/q%2Bid6KFUCpCawASupJ8iXhU8mWaFuBdL93zxs7b/IBXwM%2BDcB8alxPmTUsJWsc/ct65kyqyTvI2tO8F1hDthx8ez3P1JszAEpNYACU1BPlp4TvBN4OrA10TeiY07pFfkq4zPP5KeE/UgPOAabV0zg6qSb9gVtZ14oGzgMmp5W0rmbU%2Bv9cApYkSW8oPyX8frLKXFukdE3LqNpeTzyz2yeAJQymjfOo8SHKwIVkdwlvvaHzpZX0FeAIssojwLeAO5Jq0q%2BuL6L/xwqg1ARWACX1ZPmScIUs5JWB/xy%2Bx9wvzT3zsHOAQwH4JTVmU2YtzwDHEOMj9cyZVJPRwEyyJejHyJpGezikQQyAUjcKIZwMnExWbd8FA6CkHiwEDiRrHD0EeK1c6hzfOad1J7IegSWWsJZLaON5OoCvA1dSR9BIqsmBwA%2BAQcCzZCeEf1X3F5EBUGoGK4CSeosQ2JZsn94h%2BdDMZ67Y8fs7brP4JmA72unkWlrI6n93AmOJ8ZUNnS8/HHIvsBvZ4ZDRaSW9o57vIAOg1BQGQEm9SQiUyfbnTQIC8NiXDpp58syx46YBHwTgp3RxKyVqLASOIsYnN3S%2B/HDIbcBh%2BdBkYGpaSQ0xG8gAKDWBAVBSbxQCHwduIVuifalv6%2BrRq2/YfD/gTABS1nI5baxgNTCOGOds6FxJNSkD04Cv5UO3AyemlXR1Pd%2BhqAyAUhMYACX1ViEwlGypd7986OKXr%2B//r/03e/UGYACr6OAKWsnqfzOArxLjmg2dL7855BqgBXiEbF/gc3V8hUKyDYwkSdpgMbIY%2BAgwPR%2BauOXYVyZc/pMJHwcepx%2BtnAUcQSQwDniIEHbe0Pnym0M%2BBqwA9gEeSarJHvV8hyKyAig1gRVASUUQAp8DvgtsATw7eMBzI5%2B7%2Bm3HAWMBeIIOvkMrq1gJjCTGuRs6V1JN3k3Wn3AXYBVwfFpJ7633OxSFAVBqAgOgpKIIgb8D7gZ2BWrAmZ1zyivKpa5rgL6sZC1V2ngayG76mEKMtQ2ZK6kmA8mWnw8BItnew0s8HPLWXAKWJEkNEyP/CexL1iqmDFzSMqp22Pynhn0USBlIG1Pp4iAgO0n8E0IYtCFzpZV0JfBJ4Fqy08jfBq5LqklL/d%2BkdzMASpKkhoqRV4GRwKlAB3D0/pPnz/rg1F%2BOBO6lTImxwDg6aeVjwGOEsM%2BGzJVW0g7gK8DpQBewOVnlUX%2BBS8BSE7gELKmoQmAYcBewA7CqXOoc2zmndWfgfKDEYtqp0ocXWAtMAGZs6O0hSTX5MLAgraQbfMq4KAyAUhMYACUVWX57yO3AwfnQ9OUztpm7zRYrbga2ZU3eKubfALgRGE%2BM9vfrRi4BS5KkbhUjLwCHAhflQxMGjfufb025e9IngAX0pZUziBxJJPAFYD4hvHOjvXABWAGUmsAKoCRlQuBw4CZgS%2BC5Qf1fOP6Fa7c7mmwfHzzBWr5DG6t4ERhRT6sYvTkrgJIkqWli5IfA3sCTwPbLX9n2gTAiLqx1lU4AVrM7bVxEO29nK%2BA%2BQjiXEMwrDeZfqCRJaqoYeQoYBtxGdqXb5S2jap/49aL3HwQsYmv6MJUaBxKAycC9hDBw471x72MAlLpRCOHkEMLvyO6rlCTlYmQVMAL4KlnbluP3PufX131y2o%2BPBubSQpnxwGhqlDkM%2BBUhvG/jvXHv4h5AqQncAyhJby4EPgh8DxgMvNRS7hjZcVPb3sC5AKS0cyl9eJHVwBeJ8baN97a9gwFQagIDoCT9ZSEwhKxf4H7AMiCJt4SPADcDA1jAYq5gKPAqkBDjso31rr2BS8CSJGmji5GlwEeAq4DPx8irHB/vIzsw8j3exm7ABcBow1/9rABKTWAFUJK0KbECKEmSVDAGQEmSpIIxAEqSJBWMAVCSJKlgDICSJEkFYwCUJEkqGNvASE0QQghAf%2BCV6D86SdJGZgCUJEkqGJeAJUmSCsYAKEmSVDAGQEmSpIIxAEqSJBWMAVCSJKlgDICSJEkFYwCUJEkqGAOgJElSwRgAJUmSCsYAKEmSVDAGQEmSpIIxAEqSJBWMAVCSJKlgDICSJEkFYwCUJEkqGAOgJElSwRgAJUmSCsYAKEmSVDAGQEmSpIIxAEqSJBWMAVCSJKlgDICSJEkFYwCUJEkqGAOgJElSwRgAJUmSCsYAKEmSVDAGQEmSpIIxAEqSJBWMAVCSJKlgDICSJEkFYwCUJEkqGAOgJElSwRgAJUmSCsYAKEmSVDAGQEmSpIIxAEqSJBWMAVCSJKlgDICSJEkFYwCUJEkqGAOgJElSwRgAJUmSCsYAKEmSVDAGQEmSpIIxAEqSJBWMAVCSJKlgDICSJEkFYwCUJEkqGAOgJElSwRgAJUmSCsYAKEmSVDD/C%2Bll8nxgruA2AAAAAElFTkSuQmCC'}