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ijE1ySSjnHKmJdwweB12YIB0Gk6pFrFibqKGWICeaBkl27g8UjRt90kfeQ456Yq9XPeDf8AkCXP/YV1L/0tmroaACiiigAooooAKKKKACuf8d/8k98S/wDYKuv/AEU1dBXP+O/+Se+Jf+wVdf8AopqANzMnPyJ14+Y9M/T0x/L3pAZuMxxjpnDn29vr+Q9eJKKAKymcecUijLk5ALkAtt9dvTOBnnv6Yp8m9lwyLjeuMHP8X09MH+oxmnRjDzcYy/p1+Ue3+P17AmGUHGfnXtn+Iex/z3HWgCOUzFFzFH99M4Yn+Jf9k+/5DkZyMvTFurOSTTiI5XtUJg3Nj903KLkIeFKlMn5iE3EE8nYmGUHGfnXtn+Iex/z3HWs3WmFmYtV2t/oSO0pVCx8klfMGACTgDdgckoAAaANPMnPyJ14+Y9M/T0x/L3qKYzNbyAxRnKHIDE9h/snPfseg454nVldQykFSMgg8EUycZt5RjOUPGM54+h/kfpQAjtOEJSOMvtyAZCBuweM7emcc+544wXZk5+ROvHzHpn6emP5e9PooApx+d/aMrGGMZijBYE+rcZ2DOMn+I9uFzkvuTP5A2RRs+VIUucbs+u08Zxzj1PGKVFxqMzbesUY3bevL8Z289f7x69BnLSTDKDjPzr2z/EPY/wCe460AMn8w28o8tDlSANxORz22ntjsfSkczF4cxR8PzhicfL/u+59O3POKknGbeUYzlDxjOePof5H6USDLw8Zw/p0+U+3+H17EAR2nCEpHGX25AMhA3YPGdvTOOfc8cYLsyc/InXj5j0z9PTH8ven0UAV7czC3hBijX5FyAx44H+yPfsOg4GeHu04QlI4y+3IBkIG7B4zt6Zxz7njjBWAYt4hjGEHGMY4+g/kPpUlAEB8z7Sp8tOFIB3HpuH+z6YPX+WaSYzNbyAxRnKHIDE9h/snPfseg454kI/0hDj+Buce49v6/gexOM28oxnKHjGc8fQ/yP0oAR2nCEpHGX25AMhA3YPGdvTOOfc8cYMKiT7JEvlJwY8DJ6bh22cYGD0H/AAHGat1XC/6HCu3ps429OR22/wBB+HYAkBm4zHGOmcOfb2+v5D14R2nCEpHGX25AMhA3YPGdvTOOfc8cYMtFAEMW8KwCLjeepx/Ec9h259/XuXAzcZjjHTOHPt7fX8h68EIwh4x87dsfxH2H+e561JQBXmM2IysUZccqCxxu2twTtOB059/wMuZOfkTrx8x6Z+npj+XvSSDLw8Zw/p0+U+3+H17GSgCvbmYW8IMUa/IuQGPHA/2R79h0HAzxg+NN6/DfxAoRQo0e4zzgj9y/bA9vTvwMV0UAxbxDGMIOMYxx9B/IfSuf8ZjHw08QjGMaPc8Yxj9y3sP5D6UAbrf8f8P/AFyf+aVYqu3/AB/w/wDXJ/5pVigAooooAKzdf12x8N6PLqupSNHZwvGsjqudu91QEj0BYE+2a0qhurS3vYfJuoY5ot6vskXI3KwZTj2YA/UUAct4T1jToNIuImu43mOq6jiGLMkhzeTH7i5bpz06VtDxBp5xj7Wc4xiym56f7HuPzFU/Bv8AyA7n/sK6l/6WzV0FAGGmurJfTNBZ3c0QijO7KRj+M/dkkVhwM52DIHVsfLYXUL6c5gs7QKSVCzXmHBBIIIRWHVW6MenY5AuI2dRmXd0ijO3d05fnG7jp/dHTqcYWxQBiym7eW2SbV7ZRJJhWtohG+dpI+9IwPBHG1uoOB94OnmvrS0llF3bXkKoeGxFJjbuzvDBScdsIOc7hjNaFw22e0G7G6UjG7GfkY4+8M/k3TpxkSTnFvKc4wh5zjHH1H8x9aAKL6na3el3UkE6hkSRHUtsaNwDkH5lwRg9x0zkDmpp7mHz7MCeP55cACQDd8hOPvDPUdm6jjuMzxVNc2GnNfWMKNc5SF2ebykKMwU7iCDxuJUgjB/iAJzoi7S5+xSIWTdKVaNjhlOxsqRuHI9Pm6Zx/EAC158O3d5se313DHTP8ufpVe8uYTp9yUnjyI3GRIBggNnncuMFW/iGMHkYyLlV79tmnXLbtuInO7dtxwec7lx/30PqOtAEgnhOMSxnOMYYc9P8AEfmKPPh27vNj2+u4Y6Z/lz9KkooAq2cyGNlMqlvNkAG/J++3H3j6Hv2PC4wHLcQtcMBNGfkXADjufr7jt3HJ7Fk26Bju3fvZBndno7DH3j/Pj0XoJAf9IcZ/gXjPuff+n4nsAV0uYTfTfv49oijP+sGB985xu44GfujgdTj5XWcyGNlMqlvNkAG/J++3H3j6Hv2PC4wHI2dRmXd0ijO3d05fnG7jp/dHTqcYUsm3QMd2797IM7s9HYY+8f58ei9AASCeE4xLGc4xhhz0/wAR+YqulzCb6b9/HtEUZ/1gwPvnON3HAz90cDqcfLcqujZ1GZd3SKM7d3Tl+cbuOn90dOpxhQCRZ4XOEljY5K4DA8gkEfmrfkfSq89zD59mBPH88uABIBu+QnH3hnqOzdRx3Fyq9w22e0G7G6UjG7GfkY4+8M/k3TpxkABPcQi0lk86MKEPzbwAPlz1yO3PUcc5qO8uYTp9yUnjyI3GRIBggNnncuMFW/iGMHkYyLE5xbynOMIec4xx9R/MfWo79tmnXLbtuInO7dtxwec7lx/30PqOtAEc9zD59mBPH88uABIBu+QnH3hnqOzdRx3Fjz4du7zY9vruGOmf5c/So7hts9oN2N0pGN2M/Ixx94Z/JunTjIsUAU7y5hOn3JSePIjcZEgGCA2edy4wVb+IYweRjIsCeE4xLGc4xhhz0/xH5io79tmnXLbtuInO7dtxwec7lx/30PqOtWKAI/Ph27vNj2+u4Y6Z/lz9Khs5kMbKZVLebIAN+T99uPvH0PfseFxgWqr2TboGO7d+9kGd2ejsMfeP8+PRegABbiFrhgJoz8i4Acdz9fcdu45PaNLmE3037+PaIoz/AKwYH3znG7jgZ+6OB1OPlsA/6Q4z/AvGfc+/9PxPaNGzqMy7ukUZ27unL843cdP7o6dTjCgGP4N/5Alz/wBhXUv/AEtmroa57wb/AMgS5/7Cupf+ls1dDQAUUUUAFFFFABRRRQAVz/jv/knviX/sFXX/AKKaugrn/Hf/ACT3xL/2Crr/ANFNQBueavPD8HH3D649P89elIJlOOJOcdY29vb3H6+hqSigCss6R+c5STGd/ETEkbc9AuSeOnJ6D0FPkYOuArHDr1Q/3vofT+uR1p0Yw83GMv6dflHt/j9ewJhlBxn517Z/iHsf89x1oAjllVkX5ZDl06xN/eX/AGT6j6c8jBISSdElSQpIQImbiJiccHHC5zx0znpweKlmGUHGfnXtn+Iex/z3HWgj/SEOP4G5x7j2/r+B7AFDSpVt45NNIfdZlUT5D80RJCHp7FSf9knoRVuaVWt5BtkOUPBibuB/sn1HY9+ODVTUfMtL20v4wnlbvIugSQTGx+Vh6lXx14Cs568G/OM28oxnKHjGc8fQ/wAj9KAEe4RELlZMBd3ETE4wT0Aznjp16eop3mrzw/Bx9w+uPT/PXpT6KAKccinUZW2SDdFGNxiYZ5bjO3/aH8RxzwvJL7mdFgDFJCAVfAiZjjOegUnPHTGenTIpUXGozNt6xRjdt68vxnbz1/vHr0GctJMMoOM/OvbP8Q9j/nuOtADJ5Fa3lG1z8pGPLJznI9Dn8j69KR5VZ4flk+/3ibj5f93jqPTvzwRUk4zbyjGcoeMZzx9D/I/SiQZeHjOH9Onyn2/w+vYgCPcIiFysmAu7iJicYJ6AZzx069PUU7zV54fg4+4fXHp/nr0p9FAFe3lX7PCNsg+ReDEwxwP9kY6jsO/AwcPe4RELlZMBd3ETE4wT0Aznjp16eopYBi3iGMYQcYxjj6D+Q+lSUAQGRTcqdr8KRnyz3YDrj29ffkchJpVa3kG2Q5Q8GJu4H+yfUdj344NSEf6Qhx/A3OPce39fwPYnGbeUYzlDxjOePof5H6UAI9wiIXKyYC7uImJxgnoBnPHTr09RUKuv2SJdj/KYxjyzx8wHTb7egx14HNW6rhf9DhXb02cbenI7bf6D8OwBIJlOOJOcdY29vb3H6+hpHuERC5WTAXdxExOME9AM546denqKlooAhiYIrAqw+c9EPdj7D/POe5cJlOOJOcdY29vb3H6+hohGEPGPnbtj+I+w/wA9z1qSgCvNKoEchWQhPnOImJxtboNpOfbg/ngy+avPD8HH3D649P8APXpSSDLw8Zw/p0+U+3+H17GSgCvbyr9nhG2QfIvBiYY4H+yMdR2HfgYOMHxowX4b+II9rA/2PcfwHA/cv7DHT0HbgZFWdYupLKPQ2iABa+iiZSCBtZGU8cevoOQOO1QeMxj4aeIRjGNHueMYx+5b2H8h9KAN1v8Aj/h/65P/ADSrFV2/4/4f+uT/AM0qxQAUUUUAFBooNAHPeDf+QHc/9hXUv/S2augrnfByA6NcNlsjVdR/iOP+P2ft+P8AL0FbwhUY5k4x1kb29/Yfr6mgCNGzqMy7ukUZ27unL843cdP7o6dTjC2KppGpvpo98mBFGcea2R98Z+9x09ByM5JHy2FhVDkGTqTzIx6knufc8fT0GACO4bbPaDdjdKRjdjPyMcfeGfybp04yJJzi3lOcYQ85xjj6j+Y+tV541SezG+QZlxgytzhCcfeGfujs3fjqRJPEotJRukACHnzWBHy467h/Mc85zzQAX7bNOuW3bcROd27bjg853Lj/AL6H1HWqmoRPDdW93bAmcsVMO8KJsKxwfmGWwDjr15HG5Z7yNYdPuXDyLiN2yZW44Y9Swx1PcY45GBgnjVJ7Mb5BmXGDK3OEJx94Z+6Ozd+OpABPb3EV3As0LEoSRypUgg4IIPIIIIwaZfts065bdtxE53btuODzncuP++h9R1qrdWLws11ZCRpessPnMomG3b1zgNjGD3wAT0IWSS3l0q5uLedyoSQkmVgUbDEg5ZdpGTwSuMAcYGADRoqMQqMcycY6yN7e/sP19TR5K7duZMf9dGz0x1z/AJPPWgCOybdAx3bv3sgzuz0dhj7x/nx6L0EgP+kOM/wLxn3Pv/T8T2hswHjZ97MRLIP9YSOHYY+8fX9BwMAByxKLhhuk4ReDKx7/AO9/sjtzzycmgARs6jMu7pFGdu7py/ON3HT+6OnU4wpZNugY7t372QZ3Z6Owx94/z49F6CNI1N9NHvkwIozjzWyPvjP3uOnoORnJI+V1mA8bPvZiJZB/rCRw7DH3j6/oOBgAAFqq6NnUZl3dIozt3dOX5xu46f3R06nGFkEKjHMnGOsje3v7D9fU1XSNTfTR75MCKM481sj74z97jp6DkZySPlALlV7hts9oN2N0pGN2M/Ixx94Z/JunTjIkWFUOQZOpPMjHqSe59zx9PQYrzxqk9mN8gzLjBlbnCE4+8M/dHZu/HUgAsTnFvKc4wh5zjHH1H8x9ajv22adctu24ic7t23HB5zuXH/fQ+o60TxKLSUbpAAh581gR8uOu4fzHPOc81HeRrDp9y4eRcRu2TK3HDHqWGOp7jHHIwMAElw22e0G7G6UjG7GfkY4+8M/k3TpxkWKpzxqk9mN8gzLjBlbnCE4+8M/dHZu/HUix5K7duZMf9dGz0x1z/k89aAI79tmnXLbtuInO7dtxwec7lx/30PqOtWKp3kaw6fcuHkXEbtkytxwx6lhjqe4xxyMDFgQqMcycY6yN7e/sP19TQBJVeybdAx3bv3sgzuz0dhj7x/nx6L0Enkrt25kx/wBdGz0x1z/k89ahswHjZ97MRLIP9YSOHYY+8fX9BwMAAAmB/wBIcZ/gXjPuff8Ap+J7Ro2dRmXd0ijO3d05fnG7jp/dHTqcYUWJRcMN0nCLwZWPf/e/2R2555OTUaRqb6aPfJgRRnHmtkffGfvcdPQcjOSR8oBl+Df+QJc/9hXUv/S2auhrnvBv/IEuf+wrqX/pbNXQ0AFFFFABRRRQAUUUUAFc/wCO/wDknviX/sFXX/opq6Cuf8d/8k98S/8AYKuv/RTUAb9FM8mMZ/dpycn5R1zn+ZJpBBCMYijGMYwo46f4D8hQARjDzcYy/p1+Ue3+P17AmGUHGfnXtn+Iex/z3HWoltYH85Ht4yhO0goMFduMdORgkd+p+gfJEirlY1BLrnC9fmz6HuSf6jrQA6YZQcZ+de2f4h7H/PcdaCP9IQ4/gbnHuPb+v4HtHLbw7FxDHw6Ywg4wy+x/uj8hyMZCSWsEkqK9vGyeUyEFARt4GOnTBPGe54PYAmmijnhkhlUPHIpVlPQgjBFUbKSSXTJoZiXngLwSEjJbH3SRg8su1uh+90q95MYz+7Tk5PyjrnP8yTWPc2cVlqjzKg8i9i8p49oKrKo+RgMHBZRtOc/6uMAeoBt0VE9tBIhR4I2QrsKlARtwRj6YJH4mneTGM/u05OT8o65z/Mk0ARIuNRmbb1ijG7b15fjO3nr/AHj16DOWkmGUHGfnXtn+Iex/z3HWq8dtCuoysIIx+6jAYRgdC3GdvbA/iOOOB1L7m1glgEb28bplVKlARtzjGMHjBP5np1oAlnGbeUYzlDxjOePof5H6USDLw8Zw/p0+U+3+H17Fk8EZt5R5SHcpyNoOTyfQ55JPQ0j28IeHEMfyvxhBx8v046D06DnsQCxRUT20EiFHgjZCuwqUBG3BGPpgkfiad5MYz+7Tk5PyjrnP8yTQAkAxbxDGMIOMYxx9B/IfSpKr29vClvCBDGu1FwAgGMAewx0HYdBwMU97aCRCjwRshXYVKAjbgjH0wSPxNACkf6Qhx/A3OPce39fwPYnGbeUYzlDxjOePof5H6UwwR/aVPlJ905O0ddwPXHrk9fz7JNbw/Z5AIY/uHACA9h7H0HY9BxQBYquF/wBDhXb02cbenI7bf6D8Oz3toJEKPBGyFdhUoCNuCMfTBI/E1CsEYtIh5KdYyRsHUMD029jk9Bj26gAt0VGIIRjEUYxjGFHHT/AfkKR7aCRCjwRshXYVKAjbgjH0wSPxNACwjCHjHzt2x/EfYf57nrUlQxRIVYmNclz1X0Ykdh35/qetOEEIxiKMYxjCjjp/gPyFABIMvDxnD+nT5T7f4fXsZKrzW8LiONoY2Q/IylAQV2sMHg8cn06/gZfJjGf3acnJ+Udc5/mSaAOe8SDZp+kSkYW3u0uHGMHbHG7sAMDnCnAwOfSjxmMfDTxCMYxo9zxjGP3Lew/kPpTNbgjS1KCJFUaRdfKFAAIEWOMDpgdh07UvjSJP+Fb+IGMahho9xg7cEYhf2Hqew6nigDfb/j/h/wCuT/zSrFV2/wCP+H/rk/8ANKsUAFFFFABQaKDQBz3g3/kB3P8A2FdS/wDS2augrnfBwf8Asa4IZdv9q6jkbef+P2fvn6fkfXjeAm4zJGemcIfb3+v5j05AI0bOozLu6RRnbu6cvzjdx0/ujp1OMLYqmnnG+mTzo9wijOMHA+/zjfxyPQcDGTj5bCiYH55IyMnohHGTjv6bfyPrwAR3DbZ7QbsbpSMbsZ+Rjj7wz+TdOnGRJOcW8pzjCHnOMcfUfzH1qvP5yz2YM0YzLggAjd8hOPvjPQ9m7ccZEk4mFpKfNjDBD820gD5f94d+eo44z3oAL9tmnXLbtuInO7dtxwec7lx/30PqOtFw22e0G7G6UjG7GfkY4+8M/k3TpxkR3nnJp9yzzRgCNzkApgYbHO8YwNvOR0PIzwT+cs9mDNGMy4IAI3fITj74z0PZu3HGQAXKzNXtmSzury1cRXKwtnc5VJAAeG5GPZsgj1xkG/ibb/rI93rsOOnpn15+nHvVe885NPuWeaMARucgFMDDY53jGBt5yOh5GeACS1u1ud6FWjmjx5kTDlc9CPUHBwRwcH0NWKp3NnJcbH85Y5o/uSohBHTI68g4PB46elQx3txAywag8EMzELHMFxHMcYwMtkMTztJ6cAtgmgC1ZNugY7t372QZ3Z6Owx94/wA+PRegkB/0hxn+BeM+59/6fie0NmXaNiJFK+bID/EeHYYzuPt9MEYHQOUTfaGBljOEXICn1/3uOh7enJxQAI2dRmXd0ijO3d05fnG7jp/dHTqcYUsm3QMd2797IM7s9HYY+8f58ei9BGnnG+mTzo9wijOMHA+/zjfxyPQcDGTj5XWZdo2IkUr5sgP8R4dhjO4+30wRgdAAWqro2dRmXd0ijO3d05fnG7jp/dHTqcYWQCbjMkZ6Zwh9vf6/mPTmunnG+mTzo9wijOMHA+/zjfxyPQcDGTj5QC5Ve4bbPaDdjdKRjdjPyMcfeGfybp04yJFEwPzyRkZPRCOMnHf02/kfXivP5yz2YM0YzLggAjd8hOPvjPQ9m7ccZABYnOLeU5xhDznGOPqP5j61Hfts065bdtxE53btuODzncuP++h9R1onEwtJT5sYYIfm2kAfL/vDvz1HHGe9R3nnJp9yzzRgCNzkApgYbHO8YwNvOR0PIzwASXDbZ7QbsbpSMbsZ+Rjj7wz+TdOnGRYqnP5yz2YM0YzLggAjd8hOPvjPQ9m7ccZFjE23/WR7vXYcdPTPrz9OPegCO/bZp1y27biJzu3bccHnO5cf99D6jrViqd55yafcs80YAjc5AKYGGxzvGMDbzkdDyM8WAJuMyRnpnCH29/r+Y9OQCSq9k26Bju3fvZBndno7DH3j/Pj0XoJMTbf9ZHu9dhx09M+vP0496hsy7RsRIpXzZAf4jw7DGdx9vpgjA6AAmB/0hxn+BeM+59/6fie0aNnUZl3dIozt3dOX5xu46f3R06nGFFE32hgZYzhFyAp9f97joe3pycVGnnG+mTzo9wijOMHA+/zjfxyPQcDGTj5QDL8G/wDIEuf+wrqX/pbNXQ1z3g3/AJAlz/2FdS/9LZq6GgAooooAKKKKACiiigArn/Hf/JPfEv8A2Crr/wBFNXQVz/jv/knviX/sFXX/AKKagDfoqEQyAt/pUpyQRwnGGJx93uDt+gHfJLVt5V25vZ2xjOQnONv+z32n/vs+2ACSMYebjGX9Ovyj2/x+vYEwyg4z869s/wAQ9j/nuOtVPsc7LcIuoXUbMAokVItwOzbuGY8E5IPORlR2ytTSQuFOZ5HBdCAVXj588YX0IH0A5By1AEswyg4z869s/wAQ9j/nuOtBH+kIcfwNzj3Ht/X8D2rTWsxjQfbbg4eMn5IznDITn5D12nPT77YK4Uq2eznkkQLqF1E3kNH5iJESGxjfzGRuyQcdMqPlIzQBfqnqtp9u0q6tw21njOx9u7Y45Vsc5wQDjHaphDIC3+lSnJBHCcYYnH3e4O36Ad8kwT2sxtZF+23BOwjOyMk8L22HrtPY/fPHTAA7TL+PUtPjukABJZJEBz5cisVdM+qsrKfpVusUWs0Oo3Nt/aFzF9sjEkcyrHuDqnlseUIzjYw4wSOmAQdQQyAt/pUpyQRwnGGJx93uDt+gHfJIA1FxqMzbesUY3bevL8Z289f7x69BnLSTDKDjPzr2z/EPY/57jrVGGzmTVZpDfXLAwQrgxxgHazZ5EYPPORuONxwF4Jfe2c81p5SahdRPhF8yNIiwIP3sNGwzyD0xlR0GaALc4zbyjGcoeMZzx9D/ACP0okGXh4zh/Tp8p9v8Pr2MFzbyNazqLqb5lOMKh28k4A2HOQdvIPAHfJLXtZvMtj9tuDsfJ+SP5vlxz8nGcHpj7x56CgC7RVWW1mkgMa6hcxMY9nmIse4HBG/lCM5IPTGVHGMgyCGQFv8ASpTkgjhOMMTj7vcHb9AO+SQB0AxbxDGMIOMYxx9B/IfSpKpWlrNHa26te3DFUQHckYLYC9QEGM7T0A++2APl2vltZpIDGuoXMTGPZ5iLHuBwRv5QjOSD0xlRxjIIBMR/pCHH8Dc49x7f1/A9icZt5RjOUPGM54+h/kfpUBt5Ptav9qmI2njamB84bGdnp8vXoPX5g2e1mNrIv224J2EZ2Rknhe2w9dp7H7546YALtVwv+hwrt6bONvTkdtv9B+HZstrNJAY11C5iYx7PMRY9wOCN/KEZyQemMqOMZBhW1lFjChu5yQYjyiZGHDEY8vuPlPAwBxtPzUAaFFV1t5V25vZ2xjOQnONv+z32n/vs+2Gy2s0kBjXULmJjHs8xFj3A4I38oRnJB6Yyo4xkEAmhGEPGPnbtj+I+w/z3PWpKrRQvtb9/IoLk42qMYck/wjqDg+w4OfmKrbyrtzeztjGchOcbf9nvtP8A32fbABJIMvDxnD+nT5T7f4fXsZKpXFrNJGka3twjldglVIyytsYbxlCN3IPIxkDjGQ04hkBb/SpTkgjhOMMTj7vcHb9AO+SQDJgmS58S/YjHj7HpiO+4cMJ3YAYwOn2ds8D7w4rJ1kMPgvqAc5b/AIR6TJznn7OfYfyrU0KzkVruY3k75lRBIyRguEjiUg4QfxrJwAMF3wBxjntTt7u3+Fvii1urySSS0sr5MYXb5ZjkeJfug8RyRg8DBTA4zkA7hv8Aj/h/65P/ADSrFV2/4/4f+uT/AM0qxQAUUUUAFBooNAHPeDf+QHc/9hXUv/S2augrnfBzEaNcLsYj+1dR+bjH/H7P7+36j3reEjHH7mQZx1K8dPf3P5H2yARo2dRmXd0ijO3d05fnG7jp/dHTqcYWxVNJmN9MPLkyIozs3LkffOcb+OmOg5HUgfLYWRmODDIvJGSV9TzwfYH8R74AI7hts9oN2N0pGN2M/Ixx94Z/JunTjIknOLeU5xhDznGOPqP5j61XnmYT2Y8uRd0uMFlGfkJx98Z79m+6eOhEk8rC0lbypAQh43KCPlz13D6dRz3xzQAX7bNOuW3bcROd27bjg853Lj/vofUdaLhts9oN2N0pGN2M/Ixx94Z/JunTjIjvJmGn3JMckeI3+YsoxgNzkOMdAeo6jkc4J5mE9mPLkXdLjBZRn5CcffGe/ZvunjoQAXKr37bNOuW3bcROd27bjg853Lj/AL6H1HWpPMbbnyZM/wB3K56Z9fw+vtzVe8mYafckxyR4jf5iyjGA3OQ4x0B6jqORzgAuU2SNJY2jkRXRwVZWGQQeoIpokY4/cyDOOpXjp7+5/I+2TzG258mTP93K56Z9fw+vtzQBl2RubCBiHlvbXzZActvliAdhgckuAO2dwx0JO1b9tdQ3Tu8MgddqgjPKnJyCM5B9QQD/AESzkLRsMMw82Qb9wIHztx949MY9sjgcgVpbd5L157YPb3OxAz4VgwyeHXdyBk88EYODzggFtGzqMy7ukUZ27unL843cdP7o6dTjClk26Bju3fvZBndno7DH3j/Pj0XoMS71aTZqNvcQ3FpefYsokbq5PyyHdGd4BPBGMKcr3GCK3gh5o7a+t5rWSJzctNhZI3iQMSoVSjEDHl5xgY3DjrgA6yq6NnUZl3dIozt3dOX5xu46f3R06nGFkEjHH7mQZx1K8dPf3P5H2zXSZjfTDy5MiKM7Ny5H3znG/jpjoOR1IHygFyq9w22e0G7G6UjG7GfkY4+8M/k3TpxkSLIzHBhkXkjJK+p54PsD+I98V55mE9mPLkXdLjBZRn5CcffGe/ZvunjoQAWJzi3lOcYQ85xjj6j+Y+tR37bNOuW3bcROd27bjg853Lj/AL6H1HWieVhaSt5UgIQ8blBHy567h9Oo5745qO8mYafckxyR4jf5iyjGA3OQ4x0B6jqORzgAkuG2z2g3Y3SkY3Yz8jHH3hn8m6dOMixVOeZhPZjy5F3S4wWUZ+QnH3xnv2b7p46EWPMbbnyZM/3crnpn1/D6+3NAEd+2zTrlt23ETndu244POdy4/wC+h9R1qxVO8mYafckxyR4jf5iyjGA3OQ4x0B6jqORziwJGOP3MgzjqV46e/ufyPtkAkqvZNugY7t372QZ3Z6Owx94/z49F6CTzG258mTP93K56Z9fw+vtzUNnIWjYYZh5sg37gQPnbj7x6Yx7ZHA5AAJgf9IcZ/gXjPuff+n4ntGjZ1GZd3SKM7d3Tl+cbuOn90dOpxhRZWNww8qQfIvBZeMn/AHvc9v4TyeKjSZjfTDy5MiKM7Ny5H3znG/jpjoOR1IHygGX4N/5Alz/2FdS/9LZq6Gue8G/8gS5/7Cupf+ls1dDQAUUUUAFFFFABRRRQAVz/AI7/AOSe+Jf+wVdf+imroK5/x3/yT3xL/wBgq6/9FNQBv0UzMnPyJ14+Y9M/T0x/L3pAZuMxxjpnDn29vr+Q9eAAjGHm4xl/Tr8o9v8AH69gTDKDjPzr2z/EPY/57jrUSmcecUijLk5ALkAtt9dvTOBnnv6Yp8m9lwyLjeuMHP8AF9PTB/qMZoAdMMoOM/OvbP8AEPY/57jrQR/pCHH8Dc49x7f1/A9o5TMUXMUf30zhif4l/wBk+/5DkZyEkM/moyRRs4ibGXIG7jjO08ZA/Xg4oAs1HOM28oxnKHjGc8fQ/wAj9KXMnPyJ14+Y9M/T0x/L3qKYzNbyAxRnKHIDE9h/snPfseg454AIdXhnl093tI1ku4CJoELbN7qc7N38O4ZQnnAY8HpVm2uI7u1huYsmOZFkXIwcEZFDtOEJSOMvtyAZCBuweM7emcc+544waNu7WN+9m2wJcu01vluMk5kXpyeS/wDwIjgLmgC2i41GZtvWKMbtvXl+M7eev949egzlpJhlBxn517Z/iHsf89x1qvH539oysYYxmKMFgT6txnYM4yf4j24XOS+5M/kDZFGz5UhS5xuz67TxnHOPU8YoAlnGbeUYzlDxjOePof5H6USDLw8Zw/p0+U+3+H17Fk/mG3lHlocqQBuJyOe209sdj6UjmYvDmKPh+cMTj5f933Pp255xQBYoqJ2nCEpHGX25AMhA3YPGdvTOOfc8cYLsyc/InXj5j0z9PTH8vegBIBi3iGMYQcYxjj6D+Q+lSVXtzMLeEGKNfkXIDHjgf7I9+w6DgZ4e7ThCUjjL7cgGQgbsHjO3pnHPueOMEAUj/SEOP4G5x7j2/r+B7E4zbyjGcoeMZzx9D/I/SmHzPtKny04UgHcem4f7Ppg9f5ZpJjM1vIDFGcocgMT2H+yc9+x6DjngAsVXC/6HCu3ps429OR22/wBB+HZ7tOEJSOMvtyAZCBuweM7emcc+544wYVEn2SJfKTgx4GT03Dts4wMHoP8AgOM0AW6KjBm4zHGOmcOfb2+v5D14R2nCEpHGX25AMhA3YPGdvTOOfc8cYIAsIwh4x87dsfxH2H+e561JUMW8KwCLjeepx/Ec9h259/XuXAzcZjjHTOHPt7fX8h68ABIMvDxnD+nT5T7f4fXsWXtytlZT3LKWESF9o6sQOAPc9KSYzYjKxRlxyoLHG7a3BO04HTn3/A05RJqd2iKcWltKHk2niaRW4XJGcKQGOMfMAucBwQCxpVsbTTIImCh8F5NoIG9iWbAIGBknAxXL+MR9k8IeJFI2R3ehzlBjA81IXDZ4HJXbgY6RtwMV1luZhbwgxRr8i5AY8cD/AGR79h0HAzxzfjy1Fx8N9bDpgQ6XPIrKxVlIhftgduCOMgngUAdK3/H/AA/9cn/mlWKrt/x/w/8AXJ/5pVigAooooAKDRQaAOe8G/wDIDuf+wrqX/pbNXQVzfg+eFdJuIWljEp1XUcIWG45vLgjj/gLf98n0rcW/s327buBt2MYkBznbj896f99D1FAAjZ1GZd3SKM7d3Tl+cbuOn90dOpxhbFZseqWDahcAX9sQkETkeep2giRgcbuMqpOdoyATk4+W1Ff2c7bYruCRt5TCSAncCwI+oKOCPVG9DQAXDbZ7QbsbpSMbsZ+Rjj7wz+TdOnGRJOcW8pzjCHnOMcfUfzH1qjc6pYLc6en2+2Bnn2Rr56jzCYyQANw3cFTjDdQcfxCW51KyjsJrhr23WFUYmUzKFA2b85yMfL83Ucc5xzQBLfts065bdtxE53btuODzncuP++h9R1ouG2z2g3Y3SkY3Yz8jHH3hn8m6dOMirfapYDTbyQX9sBHHKGYTqNpUOGydy4wY3z8wxsbkYOC51SwW509Pt9sDPPsjXz1HmExkgAbhu4KnGG6g4/iABpVXv22adctu24ic7t23HB5zuXH/AH0PqOtH2+z8rzftcHl/3/MGPu7+v+783056VVvtUsBpt5IL+2AjjlDMJ1G0qHDZO5cYMb5+YY2NyMHABpUVXW/s327buBt2MYkBznbj896f99D1FH2+z8rzftcHl/3/ADBj7u/r/u/N9OelABZNugY7t372QZ3Z6Owx94/z49F6CQH/AEhxn+BeM+59/wCn4ntVsb22lRkW6id/PlQKJQxyJHGPvN02MMZ42kYXBULHqVk90yJe27MUQhRMpOGPBxnvuXHHORyewAskUV1d3FvMqyRmKMlGOf4nwcbuOR12jp1OPly9HszoNm8dqst1ZGeQkGQySxYYqACSxdQqgYzuG3AHRVvR6pYNqFwBf2xCQROR56naCJGBxu4yqk52jIBOTj5ZLG9tpUZFuonfz5UCiUMciRxj7zdNjDGeNpGFwVABagnjuYVlibcje2CCOCCDyCDkEHkEVGjZ1GZd3SKM7d3Tl+cbuOn90dOpxhacv2KWb7RaahFBcybfnR1ZZfu7Qy/xfej5GGwwAIzVaz8Q2UurXFrPdW8NyltHKYxcK6lDvO9Tu6YGeVU4GeRjABu1XuG2z2g3Y3SkY3Yz8jHH3hn8m6dOMgiv7OdtsV3BI28phJATuBYEfUFHBHqjehqrc6pYLc6en2+2Bnn2Rr56jzCYyQANw3cFTjDdQcfxAAvTnFvKc4wh5zjHH1H8x9ajv22adctu24ic7t23HB5zuXH/AH0PqOtRXOpWUdhNcNe26wqjEymZQoGzfnORj5fm6jjnOOaivtUsBpt5IL+2AjjlDMJ1G0qHDZO5cYMb5+YY2NyMHABauG2z2g3Y3SkY3Yz8jHH3hn8m6dOMixWbc6pYLc6en2+2Bnn2Rr56jzCYyQANw3cFTjDdQcfxC19vs/K837XB5f8Af8wY+7v6/wC783056UAF+2zTrlt23ETndu244POdy4/76H1HWrFZt9qlgNNvJBf2wEccoZhOo2lQ4bJ3LjBjfPzDGxuRg4tLf2b7dt3A27GMSA5ztx+e9P8AvoeooAsVXsm3QMd2797IM7s9HYY+8f58ei9Afb7PyvN+1weX/f8AMGPu7+v+783056VDY3ttKjIt1E7+fKgUShjkSOMfebpsYYzxtIwuCoALQP8ApDjP8C8Z9z7/ANPxPaNGzqMy7ukUZ27unL843cdP7o6dTjC0LvX9PtZQi3trJcTCNLeAXChpXbJUAZPUEHIHTnkDipHMh1C4kXxDF9oWCJ3HmKYcESMp8suSo2hjkbSQCSzY+UAd4N/5Alz/ANhXUv8A0tmroa5vwP5g8Oy+cUMv9p6jvKAhd32ybOM9q6SgAooooAKKKKACiiigArn/AB3/AMk98S/9gq6/9FNXQVz/AI7/AOSe+Jf+wVdf+imoA36KZ5q88PwcfcPrj0/z16UgmU44k5x1jb29vcfr6GgAjGHm4xl/Tr8o9v8AH69gTDKDjPzr2z/EPY/57jrUSzpH5zlJMZ38RMSRtz0C5J46cnoPQU+Rg64CscOvVD/e+h9P65HWgB0wyg4z869s/wAQ9j/nuOtBH+kIcfwNzj3Ht/X8D2jllVkX5ZDl06xN/eX/AGT6j6c8jBISSdElSQpIQImbiJiccHHC5zx0znpweKALNRzjNvKMZyh4xnPH0P8AI/Sl81eeH4OPuH1x6f569KimlVreQbZDlDwYm7gf7J9R2Pfjg0AWKrX1mt5b7NwSVGEkUm3Oxx0P+I7gkd6ke4RELlZMBd3ETE4wT0Aznjp16eop3mrzw/Bx9w+uPT/PXpQBS0+4+1XEsrReVMIo0mjIyY3BYlSdozjPqcgggAEFrkwyg4z869s/xD2P+e461lyxEavJe2qyibyogylXCSrlvlPy4B+Yc5JGMHAzlLnX7KCAHUFksGyrqlyoy65zldu4EjByByOM4ypIBqzjNvKMZyh4xnPH0P8AI/SiQZeHjOH9Onyn2/w+vY1L7U7G2s3e4uY4kdSFMhwGzkcZBz+R456VA2vabKY5Ip2ljVxmWKF3RSR0LBSAfmHGQRn8CAa1FZT6/bBCY7XU5G27gg0+ZSeCcZZQAeD1I7DuKryeJkS/jsDp91Hdyg+WsrRqpIIHJDHHUHgE4yQCBQBswDFvEMYwg4xjHH0H8h9KkrIgudUaGNEtbWFSoAkZ5GKjA6p5aeo4yMc9MGnPe6hZoXntjept3ZtIijjgnGxic9D/ABZyQNvegDRI/wBIQ4/gbnHuPb+v4HsTjNvKMZyh4xnPH0P8j9KzTe6hLOrxaYqAAqBcylW5IH8COOo/vdOSKbNd6q1vIP7OtDlDwbiTuB/0xPqOx78cGgDYquF/0OFdvTZxt6cjtt/oPw7UnfVVQyG7tQNu/aNPlcgYJxw+SePTPTjkCoki1JrSJJb2JUGwHybFlcfMACNxYDBH9zpz8vUAG1RWWLSc4/4nGpc46wRe3/TL3H6+hpHszsJuNR1OaLbuKBdh6E9Y0Vs8dM+gxyKANGEYQ8Y+du2P4j7D/Pc9arS6vp0MrQtewmdTgwo26TPoEGWJ9sVWi0bTgrLPbyXADkhblnnAyx5AfIHuR+JPU34TBDEkUMRjjUAKixFQBx2xx1/n6GgClJ9s1B4QYmtLbf8AMSf3zDaemM7M+uc4P8JrRiijgiWKJQqKMACoppVAjkKyEJ85xExONrdBtJz7cH88GXzV54fg4+4fXHp/nr0oASAYt4hjGEHGMY4+g/kPpXP+Mxj4aeIRjGNHueMYx+5b2H8h9K3LeVfs8I2yD5F4MTDHA/2RjqOw78DBxg+NGC/DfxBHtYH+x7j+A4H7l/YY6eg7cDIoA32/4/4f+uT/AM0qxVdv+P8Ah/65P/NKsUAFFFFABQaKDQBz3g3/AJAdz/2FdS/9LZq6Cuf8G/8AIDuf+wrqX/pbNXQUAV0bOozLu6RRnbu6cvzjdx0/ujp1OMLYqujZ1GZd3SKM7d3Tl+cbuOn90dOpxhbFAFe4bbPaDdjdKRjdjPyMcfeGfybp04yJJzi3lOcYQ85xjj6j+Y+tR3DbZ7QbsbpSMbsZ+Rjj7wz+TdOnGRJOcW8pzjCHnOMcfUfzH1oAjv22adctu24ic7t23HB5zuXH/fQ+o60XDbZ7QbsbpSMbsZ+Rjj7wz+TdOnGQX7bNOuW3bcROd27bjg853Lj/AL6H1HWi4bbPaDdjdKRjdjPyMcfeGfybp04yACxVe/bZp1y27biJzu3bccHnO5cf99D6jrViq9+2zTrlt23ETndu244POdy4/wC+h9R1oAsUUUUAV7Jt0DHdu/eyDO7PR2GPvH+fHovQSA/6Q4z/AALxn3Pv/T8T2jsm3QMd2797IM7s9HYY+8f58ei9BID/AKQ4z/AvGfc+/wDT8T2AI0bOozLu6RRnbu6cvzjdx0/ujp1OMKWTboGO7d+9kGd2ejsMfeP8+PRegEbOozLu6RRnbu6cvzjdx0/ujp1OMKWTboGO7d+9kGd2ejsMfeP8+PRegALFUZraC8vZYbhFkCxxuoJ5RsuAy/NlT6MAD7nHy3qro2dRmXd0ijO3d05fnG7jp/dHTqcYUAr/AGmfT+L5vNg7XKpjYP8ApoB09dwwvXIUDmeeRTLZlXG15TjDcMNjH+8M+vRvXHcWax7yObTp7aSyXzIWlYyWxkIP3HJMfPJ4+5ggnB+XBagDUnOLeU5xhDznGOPqP5j61Hfts065bdtxE53btuODzncuP++h9R1oNxHPYvNE+UKNz90gjIIOSCCDkEHBBHai/bZp1y27biJzu3bccHnO5cf99D6jrQAXDbZ7QbsbpSMbsZ+Rjj7wz+TdOnGRYqvcNtntBuxulIxuxn5GOPvDP5N06cZFigCvfts065bdtxE53btuODzncuP++h9R1qxVe/bZp1y27biJzu3bccHnO5cf99D6jrVigAqpBPHFZyTTTIsaSy7ndxhQHYckscfnx6L0E1xcw2sXmTOEXOB3LHsAOpJ7Acms7T4Zr1PPvDhEnkMduHDgESHBc5bLD0BwpHTIGACSzR7nUpL6ZWTEQjgjbgqhYksRngttU4IGAoHXIFpGzqMy7ukUZ27unL843cdP7o6dTjCyA/6Q4z/AvGfc+/8AT8T2jRs6jMu7pFGdu7py/ON3HT+6OnU4woBj+Df+QJc/9hXUv/S2auhrnvBv/IEuf+wrqX/pbNXQ0AFFFFABRRRQAUUUUAFc/wCO/wDknviX/sFXX/opq6Cuf8d/8k98S/8AYKuv/RTUAb9FFFAEcYw83GMv6dflHt/j9ewJhlBxn517Z/iHsf8APcdaIxh5uMZf06/KPb/H69gTDKDjPzr2z/EPY/57jrQATDKDjPzr2z/EPY/57jrQR/pCHH8Dc49x7f1/A9iYZQcZ+de2f4h7H/PcdaCP9IQ4/gbnHuPb+v4HsASVHOM28oxnKHjGc8fQ/wAj9KkqOcZt5RjOUPGM54+h/kfpQBJRRRQBXRcajM23rFGN23ry/GdvPX+8evQZy0kwyg4z869s/wAQ9j/nuOtRouNRmbb1ijG7b15fjO3nr/ePXoM5aSYZQcZ+de2f4h7H/PcdaAK/9n2dtHcPb2cETyId5jiALfXAOfyP0qxIMvDxnD+nT5T7f4fXsScZt5RjOUPGM54+h/kfpRIMvDxnD+nT5T7f4fXsQCSozBG1wlwV/eojIrZ6BiCR/wCOj8qkooAjgGLeIYxhBxjGOPoP5D6VJUcAxbxDGMIOMYxx9B/IfSpKAIyP9IQ4/gbnHuPb+v4HsTjNvKMZyh4xnPH0P8j9KCP9IQ4/gbnHuPb+v4HsTjNvKMZyh4xnPH0P8j9KAJKrhf8AQ4V29NnG3pyO23+g/DtYquF/0OFdvTZxt6cjtt/oPw7AFiiiigCOEYQ8Y+du2P4j7D/Pc9akqOEYQ8Y+du2P4j7D/Pc9akoAjkGXh4zh/Tp8p9v8Pr2MlRyDLw8Zw/p0+U+3+H17GSgCOAYt4hjGEHGMY4+g/kPpXP8AjMY+GniEYxjR7njGMfuW9h/IfSuggGLeIYxhBxjGOPoP5D6Vz/jMY+GniEYxjR7njGMfuW9h/IfSgDdb/j/h/wCuT/zSrFV2/wCP+H/rk/8ANKsUAFFFFABQaKDQBzng5AdGuGy2Rquo/wARx/x+z9vx/l6Ct4QqMcycY6yN7e/sP19TWH4N/wCQHc/9hXUv/S2augoAppGpvpo98mBFGcea2R98Z+9x09ByM5JHy2FhVDkGTqTzIx6knufc8fT0GI0bOozLu6RRnbu6cvzjdx0/ujp1OMLYoApzxqk9mN8gzLjBlbnCE4+8M/dHZu/HUiSeJRaSjdIAEPPmsCPlx13D+Y55znmi4bbPaDdjdKRjdjPyMcfeGfybp04yJJzi3lOcYQ85xjj6j+Y+tAFe8jWHT7lw8i4jdsmVuOGPUsMdT3GOORgYJ41SezG+QZlxgytzhCcfeGfujs3fjqRJfts065bdtxE53btuODzncuP++h9R1ouG2z2g3Y3SkY3Yz8jHH3hn8m6dOMgAk8ldu3MmP+ujZ6Y65/yeetV7yNYdPuXDyLiN2yZW44Y9Swx1PcY45GBi5Ve/bZp1y27biJzu3bccHnO5cf8AfQ+o60ASCFRjmTjHWRvb39h+vqaPJXbtzJj/AK6Nnpjrn/J561JRQBVswHjZ97MRLIP9YSOHYY+8fX9BwMAByxKLhhuk4ReDKx7/AO9/sjtzzycmiybdAx3bv3sgzuz0dhj7x/nx6L0EgP8ApDjP8C8Z9z7/ANPxPYArpGpvpo98mBFGcea2R98Z+9x09ByM5JHyuswHjZ97MRLIP9YSOHYY+8fX9BwMAByNnUZl3dIozt3dOX5xu46f3R06nGFLJt0DHdu/eyDO7PR2GPvH+fHovQAEghUY5k4x1kb29/Yfr6mq6Rqb6aPfJgRRnHmtkffGfvcdPQcjOSR8tyq6NnUZl3dIozt3dOX5xu46f3R06nGFAJFhVDkGTqTzIx6knufc8fT0GK88apPZjfIMy4wZW5whOPvDP3R2bvx1IuVXuG2z2g3Y3SkY3Yz8jHH3hn8m6dOMgApX9l9nSa8tmkB2HzoxKwEg243DkYcADByM4wSOGWacwtpM1zDM5jaFpVfzmxggnOSy4HzeoxxyMDFuc4t5TnGEPOcY4+o/mPrWVqG3SkuZlIjtblW34O3y5iOHzuXAbgH5h82DxlmoAuzxqk9mN8gzLjBlbnCE4+8M/dHZu/HUix5K7duZMf8AXRs9Mdc/5PPWo7hts9oN2N0pGN2M/Ixx94Z/JunTjIL26+yWrShPMk+7FHnHmOeFXPbJ79up4FAGdrBYW1xa2k8kU3lNLJN5hPkodxz8zAZJyByAOvAUVMdLmgbdY3sibjllunluF7dMuCOnrjrxyacbYWOj3O6UtM0TPNOTtLvtwW+8NvQcBgAAACAK0aAKMGlxxssk8stxOo2iWRuVBGCFx0/mcDJJANSWYDxs+9mIlkH+sJHDsMfePr+g4GABaqvZNugY7t372QZ3Z6Owx94/z49F6AAFiUXDDdJwi8GVj3/3v9kdueeTk1Gkam+mj3yYEUZx5rZH3xn73HT0HIzkkfLYB/0hxn+BeM+59/6fie0aNnUZl3dIozt3dOX5xu46f3R06nGFAMfwb/yBLn/sK6l/6WzV0Nc94N/5Alz/ANhXUv8A0tmroaACiiigAooooAKKKKACuf8AHf8AyT3xL/2Crr/0U1dBXP8Ajv8A5J74l/7BV1/6KagDc8mMZ/dpycn5R1zn+ZJpBBCMYijGMYwo46f4D8hUlFAFZbWB/OR7eMoTtIKDBXbjHTkYJHfqfoHyRIq5WNQS65wvX5s+h7kn+o606MYebjGX9Ovyj2/x+vYEwyg4z869s/xD2P8AnuOtAEctvDsXEMfDpjCDjDL7H+6PyHIxkJJawSSor28bJ5TIQUBG3gY6dME8Z7ng9pZhlBxn517Z/iHsf89x1oI/0hDj+Buce49v6/gewAvkxjP7tOTk/KOuc/zJNRTW8P2eQCGP7hwAgPYex9B2PQcVYqOcZt5RjOUPGM54+h/kfpQAj20EiFHgjZCuwqUBG3BGPpgkfiad5MYz+7Tk5PyjrnP8yTT6KAKcdtCuoysIIx+6jAYRgdC3GdvbA/iOOOB1L7m1glgEb28bplVKlARtzjGMHjBP5np1pUXGozNt6xRjdt68vxnbz1/vHr0GctJMMoOM/OvbP8Q9j/nuOtADJ4IzbyjykO5TkbQcnk+hzySehpHt4Q8OIY/lfjCDj5fpx0Hp0HPYyTjNvKMZyh4xnPH0P8j9KJBl4eM4f06fKfb/AA+vYgCPbQSIUeCNkK7CpQEbcEY+mCR+Jp3kxjP7tOTk/KOuc/zJNPooAr29vClvCBDGu1FwAgGMAewx0HYdBwMU97aCRCjwRshXYVKAjbgjH0wSPxNLAMW8QxjCDjGMcfQfyH0qSgCAwR/aVPlJ905O0ddwPXHrk9fz7JNbw/Z5AIY/uHACA9h7H0HY9BxUhH+kIcfwNzj3Ht/X8D2Jxm3lGM5Q8Yznj6H+R+lACPbQSIUeCNkK7CpQEbcEY+mCR+JqFYIxaRDyU6xkjYOoYHpt7HJ6DHt1Fuq4X/Q4V29NnG3pyO23+g/DsASCCEYxFGMYxhRx0/wH5Cke2gkQo8EbIV2FSgI24Ix9MEj8TUtFAEMUSFWJjXJc9V9GJHYd+f6nrThBCMYijGMYwo46f4D8hRCMIeMfO3bH8R9h/nuetSUAV5reFxHG0MbIfkZSgIK7WGDweOT6dfwMvkxjP7tOTk/KOuc/zJNJIMvDxnD+nT5T7f4fXsZKAK9vbwpbwgQxrtRcAIBjAHsMdB2HQcDFYPjSJP8AhW/iBjGoYaPcYO3BGIX9h6nsOp4rooBi3iGMYQcYxjj6D+Q+lc/4zGPhp4hGMY0e54xjH7lvYfyH0oA3W/4/4f8Ark/80qxVdv8Aj/h/65P/ADSrFABRRRQAUGig0Ac54OD/ANjXBDLt/tXUcjbz/wAfs/fP0/I+vG8BNxmSM9M4Q+3v9fzHpzh+Df8AkB3P/YV1L/0tmroKAKaecb6ZPOj3CKM4wcD7/ON/HI9BwMZOPlsKJgfnkjIyeiEcZOO/pt/I+vEaNnUZl3dIozt3dOX5xu46f3R06nGFsUAU5/OWezBmjGZcEAEbvkJx98Z6Hs3bjjIknEwtJT5sYYIfm2kAfL/vDvz1HHGe9Fw22e0G7G6UjG7GfkY4+8M/k3TpxkSTnFvKc4wh5zjHH1H8x9aAK955yafcs80YAjc5AKYGGxzvGMDbzkdDyM8E/nLPZgzRjMuCACN3yE4++M9D2btxxkSX7bNOuW3bcROd27bjg853Lj/vofUdaLhts9oN2N0pGN2M/Ixx94Z/JunTjIAJMTbf9ZHu9dhx09M+vP0496r3nnJp9yzzRgCNzkApgYbHO8YwNvOR0PIzxcqvfts065bdtxE53btuODzncuP++h9R1oAkAm4zJGemcIfb3+v5j05MTbf9ZHu9dhx09M+vP0496kooAq2Zdo2IkUr5sgP8R4dhjO4+30wRgdA5RN9oYGWM4RcgKfX/AHuOh7enJxRZNugY7t372QZ3Z6Owx94/z49F6CQH/SHGf4F4z7n3/p+J7AFdPON9MnnR7hFGcYOB9/nG/jkeg4GMnHyusy7RsRIpXzZAf4jw7DGdx9vpgjA6ByNnUZl3dIozt3dOX5xu46f3R06nGFLJt0DHdu/eyDO7PR2GPvH+fHovQAEgE3GZIz0zhD7e/wBfzHpzXTzjfTJ50e4RRnGDgff5xv45HoOBjJx8tyq6NnUZl3dIozt3dOX5xu46f3R06nGFAJFEwPzyRkZPRCOMnHf02/kfXivP5yz2YM0YzLggAjd8hOPvjPQ9m7ccZFyq9w22e0G7G6UjG7GfkY4+8M/k3TpxkABOJhaSnzYwwQ/NtIA+X/eHfnqOOM96q6vbvcaLexTTqqtE53xjYycMVZWLjay/KQ2RgrnI7Xpzi3lOcYQ85xjj6j+Y+tR37bNOuW3bcROd27bjg853Lj/vofUdaAKNrc3Fxb6e8ssYl81o5QBjLqrK4HzjPzK2OG7HHGQi/ar3W5AfLEFgoVXIJ3zOmT8ueNqkc5OfNI425MV1cx6XrH72Ty7aYNdde6Iwk4BGePLOMNzk47jQ0uCSCwTz12zylpZVzna7EsVz3xnA9gKAC885NPuWeaMARucgFMDDY53jGBt5yOh5GeLAE3GZIz0zhD7e/wBfzHpzHfts065bdtxE53btuODzncuP++h9R1qxQBHibb/rI93rsOOnpn15+nHvUNmXaNiJFK+bID/EeHYYzuPt9MEYHQWqr2TboGO7d+9kGd2ejsMfeP8APj0XoAAUTfaGBljOEXICn1/3uOh7enJxUaecb6ZPOj3CKM4wcD7/ADjfxyPQcDGTj5bAP+kOM/wLxn3Pv/T8T2jRs6jMu7pFGdu7py/ON3HT+6OnU4woBj+Df+QJc/8AYV1L/wBLZq6Gue8G/wDIEuf+wrqX/pbNXQ0AFFFFABRRRQAUUUUAFc/47/5J74l/7BV1/wCimroK5/x3/wAk98S/9gq6/wDRTUAbmxuf3r9fQcc59Pw/+vzSCNhj99IcY6heent7H8z7YkooArLC584CeRCTjcFXOduN3K4z+Y4HuKfIh28sz5deCBx82fT/ADjqOtOjGHm4xl/Tr8o9v8fr2BMMoOM/OvbP8Q9j/nuOtAEcsTbF/eyNh06qpzhl/wBk+h/M8jghJIXaVAJ5FPlMu8KuQeOeVIz39OBwealmGUHGfnXtn+Iex/z3HWgj/SEOP4G5x7j2/r+B7AC7G5/ev19Bxzn0/D/6/NRTRMbeQebI3yHgqpzwP9k+h7HqeOmLFRzjNvKMZyh4xnPH0P8AI/SgBHidkKi4kU7cbgFznBGeRjPOfTgcdcu2Nz+9fr6DjnPp+H/1+afRQBTjhYajK3mSf6qMbiq84LcZ2fX+I43HheCX3MLvAFE8gOVG4KpIOfvcqRnv0xwOnNKi41GZtvWKMbtvXl+M7eev949egzlpJhlBxn517Z/iHsf89x1oAZPGxt5R5jnKnjAPqcfdP06H86R4m3w/vZDh+6r/AHf93jofT7x56CpJxm3lGM5Q8Yznj6H+R+lEgy8PGcP6dPlPt/h9exAEeJ2QqLiRTtxuAXOcEZ5GM859OBx1y7Y3P71+voOOc+n4f/X5p9FAFe3iZbeEebJwi8FVHYf7I9D2HU8DjD3idkKi4kU7cbgFznBGeRjPOfTgcdcrAMW8QxjCDjGMcfQfyH0qSgCAxt9pU+Y5+U84HHzA4+7+HXt68hJomNvIPNkb5DwVU54H+yfQ9j1PHTEhH+kIcfwNzj3Ht/X8D2Jxm3lGM5Q8Yznj6H+R+lACPE7IVFxIp243ALnOCM8jGec+nA465hWJhaRDe/WPjaOMMD02/h0HTseat1XC/wChwrt6bONvTkdtv9B+HYAkEbDH76Q4x1C89Pb2P5n2wjxOyFRcSKduNwC5zgjPIxnnPpwOOuZaKAIYkO1sMy/OeAAP4ifQdf8AJ7lwjYY/fSHGOoXnp7ex/M+2CEYQ8Y+du2P4j7D/AD3PWpKAK80TMI1EsgPQOFUlTtb5h8pGefp/Iy7G5/ev19Bxzn0/D/6/NJIMvDxnD+nT5T7f4fXsZKAK9vEy28I82ThF4KqOw/2R6HsOp4HGMHxohHw38QHcygaPcfJgAf6l/Yevt0HA5rooBi3iGMYQcYxjj6D+Q+lc/wCMxj4aeIRjGNHueMYx+5b2H8h9KAN1v+P+H/rk/wDNKsVXb/j/AIf+uT/zSrFABRRRQAUGig0Ac54OYjRrhdjEf2rqPzcY/wCP2f39v1HvW8JGOP3MgzjqV46e/ufyPtnD8G/8gO5/7Cupf+ls1dBQBTSZjfTDy5MiKM7Ny5H3z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)
F4810/F2410 Input EMI-Filter 10 A Output Preliminary Data Sheet
F4810/F2410 FDS (Preliminary) Ver 2 08-14-03 USA Toll Free 866 WOW-didt Page 3 of 6
Differential attenuation plots for the F4810 and F2410 filters
in the extended frequency range of 20 kHz-100 MHz are
shown in Fig. 2 and Fig. 3, respectively, and can be seen to
be flat (around 55-60 dB) from 0.35 MHz to 40 MHz.
Fig. 2: F4810 - Differential mode attenuation, 0.2-100MHz.
Source and load resistanc es are 50 Ω. Vertical scale:
10dB/div, with zero level marked by arrow. No load, 25ºC
Fig. 4 shows Common mode attenuation with 50 Ω source
and load. The attenuation is the same for both filters, and
depends on the value of external Y-capacitors, connected
between input pins and fram e or a reference ground.
Fig. 3: F2410 - Differential mode attenuation, 0.2-100MHz.
Source and load resistance 50 Ω. Vertical scale: 10dB/div,
with zero level marked by arrow. No load, 25ºC
All filter attenuation measurements shown are made with
standard 50 Ω source and load resistances. Due to system
impedances, differences in actual system attenuation val-
ues for the filter/system can be significant after integration
into the user application. Therefore, the listed values
should be used only for compari so n of different filters.
Fig. 4: F4810/F2410 - Common Mode attenuation, 0.2-
100MHz. Source and lo ad resistances are 50 Ω. Two
0.1uF Y-caps to common line. Vertical sca le: 10dB/div,
with zero dB level marked by arrow .
Thermal Considerations
Because of low series internal DC resistance, the
F4810/F2410 filters generally do not require airflow and/or
derating to ambient temperatures up to 85˚C, if placed and
interconnected as describe d below.
Good thermal design is consistent with appropriate place-
ment to gain additional heat exchange through the I/O pins
to the system board. For high temperature operation in low
airflow environments, use of 1-2 oz copper for the external
connection pads and provision for some extra copper at all
four I/O pins is encouraged. Thermal Derating data shown
were taken on special thermal board with each input and
output pin connected to 0.5 sq. in pad of 2 oz copper.
To check filter thermal characteristic in an actual system
environment, attach a thermocouple to the top of differen-
tial inductor, L2; it is the INDUCTOR closest to OUT+ pin.
The maximum temperature at this test point should not
exceed 120˚C, and a minimum of 5-10˚C headroom is
suggested for better reliability.