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mfBy9u5+dP6j3rs721tte0rCOCrDdFIP4T/AJ4NQ2qsLdTqjTll+IUnrF6XMPwnq6Kv9nTtjkmEn36r/Wuuryy5tp7G5aGZSkiH/JFdHpXi0xRrDqCs4HAlXk/iO/1qaVW3uyNMdgHN+2o636fqjsK4bxjGi6tGy43PEC35kf5+lblx4s02KItCzzP2UKV/MmuOuJ7nWNRLlS80rYVF7egFOtOLXKicswtWnUdSaskup1Pgvd/Z9xn7vm8fXAz/AErpapaTYDTdOitgQWHLkd2PWrtbU1yxSZ5uLqKpWlOOzCuY1fS9Pt/Evhq8hsbaO6N+8RnWJQ+z7JcHbuxnbkA46V09ZWvnQPsCf8JF/Zv2MyDZ/aPl+XvwcY38bsbvfGas5zVqK4uYbSEyzyLHGDjcxrjP+LWf9Sb/AOStcnro8Gf2kfsh8MeRj5PsnkYx/tbe9RUnyRudWEw6r1VBu39dD2CSOK4hKOqyROMEHkEVwWu6FJpcvmxZe1Y/K3dT6GsHQ7zwNDN5GoWXh2WJzxK8MDMp9zjkV05/4VZyM+DwenBtgazajWj5nVF1cvq2esX+P/BKuia/LpTGNwZbZudmeVPqK5trWDxB4j1a6n0+3nuZrpFAMQY4EMYAyRRq1p4Ltbn/AEO88P3ED8qI5YWZfY4P61reEtU0zS5zJZxWr2rHazW4X5D3Ixxnpmud8yfJJ6HsR9k4vE0Y3k0bvgTTPsb6lJNatHJ5qCIkqRGvlqDHgE4KsGyOmGGOpA1/Gn/Ii+IPfTbgD6+W1a/2qD7L9p81PI27t+eMV5t43119U0fUYoiUtVt5ML3c7Tyf8K6pSjTjoeHRoVcbWbl83+huTeL5f7UDxJmzX5ShHLD19jXRJDbahK0skIdRskTevIOPSsLw74d+5e3qe8cTD9T/AIV00X/H3cf8B/lSpczV5BjpUITUaG66k9ZVhcSza7qqM2YovKRABwDtyeeeeR3Bxj5Rwz6tY93rFrpeoTR3EGoMXVWDW+nzzqe33o0YZ46ZzWx55sUVh/8ACWad/wA+2s/+CW8/+NVg6946SORbeyh1GHGGZ5NOnRj7AMgOKmc1FXZth6E68+SB3VZPiSza90aVUGXjIkUeuOv6E1l6b47028gUSwakLkD5ki0y5k/EbYzxV4eLNLMsSOmpQ+bIkSvPpdzEm52CqCzRgDLEDk96NJxGlPD1Vdapnl0F21pc3j5Pl/2tZNIo7hXt2/8AZa9P8HSLNoMkqHKPqN8yn1Bu5SK4DxHpbQXmuXEEeLaPWbVDj+ElLZvyy1W/B2uS6VDIrZe2e6uN6en75+R71zQm6b5ZHs4rDxxtNV6O/wDWnqbl9oZvr7XLq2NuZorxQY4c7iPs8J+f/bySeOqle9cpYQ3emXTS2erX1sGdmZY1hONzFmA3RnuT1zXo+gXEV3d63PDLbSRvfKVMKYYf6PDxJwMv+fy7RnjA4TXtTSbVriSy0m9MXmyRlt0IDvHI0blR5mcbkPUA+1OtC3vxIy7EOd8NVV/62O1g0i+uII5o/FuslHUMp8qz6H/thUn9haj/ANDZrP8A36s//jFZXhzW9RTRokHhrVZ1VmCuklqBjP8AtTA/pWr/AG7qP/Qp6z/39s//AI/XRF3SZ49an7OpKHZh/YWo/wDQ2az/AN+rP/4xUlloL22qx6jc6xf380cEkEYuVhVUV2Rmx5ca5OY165qP+3dR/wChT1n/AL+2f/x+pLLXnudVj0650e/sJpIJJ4zctCyuqMitjy5GwcyL1xVGRsUUVR1DVrPTVH2iXDnkIvLH8KTaWrKhCU3yxV2XqK51PGVg0mGhuFX+8QD/AFrctrqC8gE1vIskZ7ilGcZbM0q4erSV5xsTUUUVRiFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUc4lNvIICBLtOwsOM9qkooGnZ3PLftNxDf8A2l2b7Qkm4luu4HvXpVrPFqFjHMoDRypyp5+oP8q47xZp32a+F3Gv7uf73s/f8+v51c8HahzLYOf+mkf9R/X865aTcJuLPdxsY4jDRrw6f1+BR8QeH209zc2wLWrHkd4z/hVXRdal0mfBy9u5+dP6j3r0RlV0KOoZWGCCOCK4XxB4fbT3NzbAtaseR3jP+FFSm4PngGDxkcRH2Ff/AIf/AIJ1N1ZWGvWSOcOpGUlThl/z6GuauvB97Gx+zyRzJ2ydp/w/WqOi61LpM+Dl7dz86f1HvXoFvcRXUCTQuHjcZBFVHkqrXcwqvEYCVou8Xtc4iHwjqUjASeVEvcls/wAq6jSdCtdKXcuZJyMGVh/Idq1KK0jSjHVHLXx9esuWTsvIKKKK0OIK5fVNWsLvxF4YtYblDcG+eYQsdrmP7JcDeFPJXJAz0zxXUE4BOM+1eR61r/2rxDpnkFbWRLppo4FAVsGKT5yO+eOfwrOpUUFqdeEwksTJpO1j1yobq1hvLd4J0DxsOR/Ws3Q9cj1WHy5MJdIPmX+97itiqTUldGNSnOjPllo0eb6xo82k3G1svAx/dyevsfetHw94hNky2l2xNueFc/8ALP8A+tXY3VrDeW7wToHjYcj+tee6xo82k3O1stC3+rk9fY+9c04Om+aOx7eHxFPG0/Y1vi/rVeZ6LJHFcQsjqskbjBB5BFeQai+naL4i1q0kv7WLbdrtjlnVXwYImztJzjnGfY12XhXWmEi6dcNlT/qWPY/3aLbW9BsNa8T2erarp1q8l+jeTdXKRllNpbjOGIOMg8+1atRrRucUZ1cvrOL1X5o49/EFtHai1l1KKKAnzFjkkCBvcZ6j36UXd34dk8Ia1NNr2lvctYTrb2y3kZcuY2A4znOegrtdE8PaaL17qEiS3+WWBMDDKfutkdRxx9Kv+NP+RF8Q/wDYMuf/AEU1RTotO8jfGZjFx5KHXdkFt438OHzEn8SaLvRsB1vYwrjqCPmP069vcUkfjXwut/MreItJAdQyv9ui2nHBGd3B6devbODjowihy4UbiACcckCsa3kd/G2oxsxKRadatGpPCl5LjcR6Z2Jn/dHpXSeKIvjLwuzBV8SaOWJwAL6LJ/8AHqs3/iHRNKuBb6jrGn2cxUOI7i5SNivrhiDjg/lTPEukz674cvtKtr77E93EYTP5Qk2oeGG0kZyuV68Zz2rlbzwd4k1KbXVl8VWynU7eK1mK6WfkiUN8qAynGd75zn7xxjigDo/+E08K/wDQy6N/4Hxf/FVyPivxHoN3qMMltrOnTKIgC0d0jDOTxkGvSh0rz7xMZ5NelEkbL0WMHuPUfjmsK79w9PKVfEX7I5y38RafazpPBq1okiHIYXC/410eqeN9D1PQLcPqthFcJqFizoblBwt1EzMOegAJPoAc10eo+HI7zTIETCXUESor9mwOhrzvVxPYiLcpjmhvLY4I6ETIRWS5qL12PQkqOYQfLpJf19xqX/iTw9Mmuodb0t1m8QafKo+1RkPGv2Pcw55UbHyeg2n0NYl5d6Ro+qtDb+I9HvLC6eaeJobhAYCXL+W/znPDcNxnaRjOM9DDqaahZ6w7lVnk8Q6bIYwe26yXI/FTXpGBXRKMaiPIp1q2DqNfejxXS/E1tY3V88Gs2cQeYEeXKq5Hlp97sxznnnjAzxgX/DFlc65G7wHzEkurh2n6rgzOc575zn3rv9NgtrrVde80Wty0d8q7fs4DRf6NAdrHaNx53ZyeGAzxgJ4SULos6qAANSvwAOw+1zVksP3eh3TzZWbhC0u5r2lrHZWkVtEPkjXA9/epqKK6djxm3J3YVzOtanp+k+M9Hn1G+trOFtPvUElxKsalvMtjjLEDOAePaumrnNW+0/8ACYaYbMxeeNMvCvmqSp/e2uRwR1GRntnPPSgRZ1jXobLToprWSOZ7hQ0DIwZSpGd+R1HPHrXGW1pe6zeN5YaWVuXdjwPcmq81tPp6W+mzuHNjBHbIQMfIigLnk846kcE5xiu/8OwwW2hwPGV+dd8j+/fP06fhXK/3s7PZHvRawWFU4q8pHMyeEdSSSNQYXVjgsrfd9znFdjp2nw6ZaLbwj3Zj1Y+prJ1TxXbWuY7PFxL/AHs/IPx7/hXJXmq3185M9w5H90HCj8BRzU6b93Vi9ji8ZFe1fLH8/kenUV5hZ6neWEoe3nZcdVJyp+or0HSdTj1WxWdRtcHa6f3TWtOqp6HDi8BPDrmvdF6iiitTgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxdd11NLi8qIh7phwOyD1P8AhS65r0elR+VFtkumHCnoo9TVaKDS/FFsZzH5V0OJChwyn+orKcr+7F6ndQoKNq1aL5P6/Aqad4xHEeoRf9tYx/Mf4flXT211BdxCS3lSRPVT0rh9Q8LX1nl4R9piHdB8w/D/AArJguLizm3wSPFIOMg4/OsVVnDSaPRngMPiFz4eVvy/4B6PqtgupadLbnG4jKE9mHSvOraeXT75JlBWSF+QfbqP6V0mneMCMR6hFn/prGP5j/Cs7xHDbyXK6hZyJJBP97afuv7jtnr+dFVxkuaI8DTqUJOhWWj27f0zu7edLm3jnjOUkUMKeyq6FHUMrDBBHBFcv4P1DfBJYOfmj+eP6HqPz/nXU10wlzRueNiaLoVXDscTq3haeO7U2CF4ZWxt/wCeZ9/b3rp9I0tNKshCrl3Y7nbsT7Cr9FTGnGLujStjatWmqcnovx9QooorQ5AqC7u4bK2eedwsa/r7D3qesjX9HOq2q+W5WaLJQE/K3sf8amTaWhrRjCVRKo7In0rV7fVoS0WVkX70bHke/wBK5bx5Y6fbvo92z2tjuv2WSeVliTm3mPzE4GSQBk+tc1JqGpaPrMEVnCn2nZI7CWQpjaVGOFOc7q7PTPEPiDVY2aDSNI3J95X1SRW+uPs54/GsYTVRcstz0cThp4SarUX7v9fgcNDr+nW8yyw6tZq6HKstwn+Nd1pXj/w/d2ubzWdNt5k4bzLpFVvcZP6VW1nS/EWq4l/sjR4p1/jXVJCWHpj7OP51yAm1yxusiztYZ4m/5+3BU/8Afus/eoy8jt/dZjS7SX9fcejf8Jp4V/6GXRv/AAPi/wDiqpav4p8KXmlXER8Q6RI2wsirexk7gOMfNWNb+ONe6zaTp5+UDBv3XnueIW/nVPV/FGuarCsI06ygi6sovnbcfr5Q4radWHKefQy/EKsrq1nuZllrulR31u51WxQLKp3NcIAOepOa77wveWuoXviO7srmG5t5NSXZNDIHRsWtuDhhweQR+Fc74d07xCJU1FdK011GfLWXUJEyf73EJz3rqftXir/oDaN/4Npf/kalQi1G7KzWtGdVRj0G+HYbmO71iae1EC3V0s4UE/K3lIjLyozzHu3Dg7/Y07xp/wAiL4h/7Blz/wCimo+1eKv+gNo3/g2l/wDkaqWsweKdY0PUNMOl6PCLy2kt/M/tSVtm9SucfZxnGc4yK3PKOprDtf8AketW/wCwZZf+jbqruqaxZ6Olu12Z/wDSJfKiWC3kmZm2s2AqKT0Vj07V55qvjCOTxHqUtlFqCW89pbW5laxmUsUaZmAG3IH70DkDofrUzmoK7N8Ph5158kDqtb8UfZ3a2sCrSDhpeoX2HrXI2+tap/aV1J9uuOCoGXOOmenTv6f/AFtDwzpQ19BdgutkGZSzKVZipIKgEZHINamtaSlu00Vl4evp/kDR3FtLCFB5yGEkqk/lXNapU949pVMHhGqLV31e/wB5oeH/ABEdQf7Ld7RcYyrDgP8A/XrbuLK3unieaMM0Th0PcGvJ9P1G8j1G2eLR75nEq7VV4ck56f6yvQ/7d1H/AKFPWf8Av7Z//H60oyc42Zw5jQjh6qlT0ublcn480uK70iKdFAuRe2kat03briNcH860P7d1H/oU9Z/7+2f/AMfrO1XVxquiuDZ3NnNaazp8E0NxsLBvtFu45RmUja6962lFSVmcFKrOlNTg7NHnlwJ7G7v9ymOaHVbU4I6EGAivXdE1ZdWtC5QpKnEgxxn1Brjdb0uC9m12Z8rKviGwiDj+6y2S4/Ddmu/tLSGytkggQLGvb19zWNOnKEn2PRxmLo4ilF298oaTIH1LXVFwkpS+VSixbDF/o0J2k4+c87s88MB/DgQN4T0syyuj6lD5sjyskGqXMSb3YsxCrIAMsSeB3qbSJfM1PXl+0+d5d8q7PL2+T/o0B25/i67s/wC1jtWtW55Rh/8ACJ6d/wA/Os/+Dq8/+O0f8Inp3/PzrP8A4Orz/wCO1uUUAcnqul6LpMStLc6y8jH5Y11q7yR6/wCtrR0bSNJjlTVLKS7mlMTRLJc3085RWKllAkdtuSi5x6Cs/wAT6HLK7ahblnOP3kZOSAO4/wAKwtH1ibSbjcuXhY/vI89fce9YOq4ztLY9angIVsOp0neXX/I2vFWjSvOdQt0LggCVVHIx3/KuV3uEKbjtPUZ4r1K1uob23SeBw8bDg+nsaRrK1d97W0LP/eMYJpToqT5kx4fM5UYezqRvY880/Rr3UmHkxER95H4Uf4/hXYad4ZsbJQ0qC4m7tIOB9BVjUNbstMnihnY7n67RnYPU02XxFpcUJk+1q/HCpyx/CnCFOG71FXxOLrpcsWovt/mc/wCLrC2tXt5oI1jaTcGVRgHGOcfjUngpm868X+DapP15/wDr1i6rqc2r33mFSFHyxxjnA/xrtPD2lnTNPxIP38p3P7eg/Cs4e9V5o7HTiW6OCVOq7yf+d/wNaiiius8AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsXXddTS4vKiIe6YcDsg9T/AIUa7rqaXF5URD3TDgdkHqf8K42ys7rWdQKKxaRjukkbsPU1hVq292O56mCwSkvbVtIr8f8AgBZWV3rV+VUlnY7pJG6D3Neg6dp0GmWoggX3Zj1Y+po07ToNMtRBAvuzHqx9TWR4h8QiyVrS0YG5IwzD/ln/APXojFUlzS3HXr1MbUVKkvd/rVnQhg2cEHBxxVG/0ex1EHz4Rv7SLww/Hv8AjXM+EpL9r1xHlrU8zFzxn1HvXa1cZKpG7Ry16UsJV5Yy18jhtQ8JXdtl7VhcR+nRh+HesB0eNijqysOqkYIr1iql7plnqCbbmFWPZujD8aznh0/hO7D5vOOlVX8+pwGiNcrq9u1qheQNyo7r3z+FelVQ0zSLXSo2WAEsx+Z35Yj0q/V0oOC1OTH4qOIqXitEFFFFanCFQ3V3DZW7T3DhI16k/wAhU1cb4vt77z0nZt9mOFCjhD7/AF9aipJxjdHThKEa1VQk7HSW+s6ddY8q8iyezHafyNXgcjIryWp7e+urU/uLiWP2ViB+VYLE90erUyZfYl950XibSP7S8WaasO1Jzp92+cffKyW4AP8A30a5+Ga50y93puinjOCD/IilHiXUI/E9hPKyTNHZ3MY3rjhngJ6Y/uirOua/pl3ALi8RbK4B2iUyDa/sc4qKkoS96OjN8LSxFFeyqrmj+X/AO20jV4dWtty4WZf9ZHnp7j2qPV9Ct9VTcf3dwBhZAP0PqK8ztPElhZXKTwatZrIv/TdefY89K7yw8e+G7q1WSfW9NtpOjJLdxrz7ZPIrWnUVRcsjgxeEnhJ+1ovT8v8AgGNJ4T1RJNqpG4/vK4A/WtXS/CIikWXUHWTHIiTp+J7/AEq7/wAJp4V/6GXRv/A+L/4qj/hNPCv/AEMujf8AgfF/8VVKhBO5jUzPETjy3t6G2AFAAAAHAApaw/8AhNPCv/Qy6N/4Hxf/ABVH/CaeFf8AoZdG/wDA+L/4qtjzzcrkviFe6raaDAml6fNdGe8t45WhvfsrqDMgChhg/OTsyCMbs9BWj/wmnhX/AKGXRv8AwPi/+Kri/HmseE/EQs7WS80q7+zSCdJ1uY3KnPKgg9DjkHrx6A1M5KKuzbD0JV6ihEn8TaSdObw7fwnUIpmndZI5tTmuQjNbyEgB2YcAMNwx39aoxeUJU85WaLI3hTgkd8Gp7PxZohPhy0n1PT44rK+bkzoqLF9lnUZ5wACVX8QKTXL7w1DN5+n+INJlic8xJexsyn2G7kVzVE5rnR7eCqRoSeFqKz79/wCuhRmsZNL+Gd3f6HDq11LFNfjzF1qaD7NGss22Ypv2sQApKgfMT7muy1fxHMNMitjB9mv5olNzEJA/2diPmTcOGI5GRXmUd3o2oaBdaXf3lm8E1zM4V5lyjea5V154OD17gkHIOK7LQ9Ak1HCRBYLWIBdwXgY6Kopus5LlitSY5fToVHVrS91bf8H+tSLS7yKwvVupYTMUGUUNgZ9TXRR+NULfvLFlHqsmf6Cnv4Ltyv7u8kVvVlB/wqhP4OvkyYZoZR6ElT/n8alRqwWhc6uAxMrzevzX/AN238U6XPgNK8JPaRf6jIrnrmaOeLXZIpFdG8S6aQynIP8Ax4j+hplr4W1CW8WK4i8mLq0mQePbHelltorO21u3hXbHH4k00KP/AABrenKcviR5uNo4anb2Urv70S3/APzH/wDsZdM/9sa7iuHv/wDmP/8AYy6Z/wC2NdxWp55laTOZtS11PtLzeTfKmxk2iH/RoW2A5+YfNuzxyxHatWsnSJ/N1PX0+0yzeTfqmx0wIf8ARoG2qcnI+bdnjliMcZOXpdrqusW9zdt4l1K3P267hSKGK12IsdxJGoG6En7qjqTQBvXuqWenFBdTBC/QYJP147U+31Czu8eRcxSE9gwz+XWvMdb0jVrfUX+3azfSO3Ky7IcMPb93x9KzvsNz/wBBa8/74h/+N1yvENStY92nlNOdNSU9X9x7RXI+IvDuN97ZJx1kiUdPcf4VyVvcaxa48nxDqKgfwkQkfkY8VaTV9d35l8RaiV9EitV/UwmiVWE1aQqeAxOGnz0mn+pZ0fWJtJuNy5eFj+8jz19x716Fa3UN7bJPA4aNhwfT2NeVwXkWoaRp94Qwu5baNrj5QFdyoLMAOmTk4xitLR9Ym0m43Ll4WP7yPPX3HvU06nI7PY6MZgvrEfaRVpdjR1jw5qRupLhGN2HOSRww/D/Cs2LQtUmfatlKvu42j8zXodrdQ3tuk8Dh42HB9PY1NWroRbvc4I5rXpx5HFXRg6J4bj05hcXBWW57Y+6n09T71vUUVrGKirI8+tWnWlzzd2FFFFUZBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVK/wBWs9NUfaZgGPIQcsfwrKHjLTy+DDcgeu0f41DnFaNm9PC1qi5oRbQeIfD4vQ13ari5A+ZP+eg/xrjrW6nsLpZoWKSoe/6givSLLUrPUFzbTq5HVehH4VkeIfDwvQ13aKBcDlkH/LT/AOvWNSnf34Hp4LGOn/s+IWnn+T8ine+LhJpyLaoUunGHJ6J9PWsbSdJn1i6PJEQOZJT/AJ5NZpBUkEEEcEHtXoXh29s7nTkitUETRjDxZ5B9ffPrUQ/ey95nViEsFRboR369v66Gja2sNlbpBAgSNRwPX3NVNX1eHSbbc2Gmb/Vx56+59qNX1eHSbbc2Gmb/AFceevufauD/ANM1rUe8s8h/AD+gFbVKnL7sdzzsHg3Xftar938ztdD1yPVYtjgJdIMso6EeorYrN0fR4dJttq4aZv8AWSY6+w9q0q0hzcvvbnHiHSdV+y+EKKKKowCo55kt7eSZ87EUsdoycCmXd3DZWzzzuFjX9fYe9c7p3iz7RqLRXMYSCRsREdV9j65qJTUXZnRRw1SrFzirpGY/iq8OqC5XiAfKIM8Fff3967G1urXVrHemJInG1kbt6giuZ8ReHfK33tkn7vrJEP4fce1Yml6pPpV0JYjlDw8ZPDCudTlCVpnrzwtHFUVPD6Nf1Z/5lzXtBfTJDNCC1qx4PdD6H/Gm6PqFrGwtdRgjlt2Pyuy5aP8AHriu3tbq11ax3piSJxtZG7eoIrite0F9MkM0ILWrHg90Pof8aJw5ffhsPDYlV19Xr6S7/wBdS1f+G9Ol8XaZDAWijl0+7kyjbgSslvjGe2GNZ2ueFJrbUdFSG4SUzXrIoZduD9nmb37Kayft9sutWEWq6Z/a1mlpcqlsyRvgs8BziQheCo79zW7HZ6dB4l8Ny2fg0aMzXsn+lCK1UOv2Wf5cwyM3PB6Y4+lXGNOor2OWtWxeEnyuV10v1K9xoOp22d9pIw9Y/m/lW94Y0KWB1v7ndG2P3cecHB7n/Cuqoqo0IxdzOtmdWrTcGkrhRRRWx5oUUVynifXZInfT7bcjY/eSdDg9h/jUzmoq7N8Ph5158kTqlYMoZSCD0IrO1zS11TT2jAHnJ80R9/T8a4fTdZvNLf8AcvuizzE3Kn/Cu00vxBZ6mAgbyp/+ebnr9D3rONSNRWZ11sFXwklUhql1/wAzg7W5m06+SZMrJE3Kn9Qa9LtbmK/s4548NHIucH9Qa5TxZpPlS/2hCvyOcSgdj2P4/wCetR+E9V+z3JsZW/dTHKE9m/8Ar1nTbpz5GdmLhHF4dV6e6/p/cUPHfh42eh6ld2ik25tpC6D/AJZ/Kf0pmj6xNpNxuXLwsf3keevuPeur8a/8iJ4g6/8AINuOn/XNq8+1jTNIhk86wi8R+RjLLJb6gvl/8CZen40VKbi+eAsHjI1o+wr63/H/AIJ6xa3UN7bpPA4eNhwfT2NTV4/of2X7Uv8AyMn2TP73yP7Rx/5D5z9a6j/inf8Aqcv/ACr1vTnzxueZjMOqFVwTv/XU7iuIvv8AmP8AGf8AipdN/wDbGk/4p3/qcv8Ayr0yd9MFhHYaRZa201xqtncyNdWV6xYpPDuZpJl4ASMdTjC1Zykl/wD8x7j/AJmXTf8A2xrt64e//wCY/wD9jLpn/tjW/ruux6VH5cYD3TjKqeij1NKUlFXZpSpTqyUIK7Od1eKyvtdjttSzdWg8QYeG/RWhQDTCwCBiQUyQ3QfOW47nW8FSWMOiPaWr26JHf3qxwxFQFT7VLtAUdBjGPavObu5utR12N5pbieU6iQA44H+inhB/d/rmrnh+xuLr/Ro0YSPd3A5GMYmfJ/Cuf6w29Eev/ZMYxvOdmeqahp8GpWrQTrx1Vh1U+orzzUtNuNLuzDMPdHHRh6ivR4kSys1WSUlYk+aSRueO5NR31jbarZ+VKAysMo69QexBq6lNTXmcuCxrw8rPWBzGjXGm6qFtNRtovtHRJQNpk+pHf+dX7jwbZSZME0sR9Dhh/j+tcpqOnXGlXZilHujjow9RXVeHvEIuwtneNiccI5/j9j7/AM6yg4t8s1qd+KhVhH2+Gk+Xt/kctoPhe+n8KaPdQNE6zWMMgTdgjKA454pZdG1KGQI9lNknAwuRn6jiuw8F/wDIi+Hv+wZbf+ilrcrR4eL2OSGb1o/EkzJ0HSDpNoRI5aaTBcA/KPYf41rUUVtFKKsjzqtSVWbnLdhRRRTMwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArF13Xk0uLyosPdMOF7IPU/4U/X9YOlWg8tC00mQhI+Vfc/4VwSlru8BnnCmR/nlfnGe5rCrV5fdW56uAwPtf3tT4V+JNBb3ur3jCMNNM3LMT09ye1aU3hHUoot6mGUj+BGOf1ArsNN0+3060WK3AIPLP3c+pq5Sjh1b3ty6ubTU7UklFHlStPZ3G5S8M0Z+hBrudA19dTTyJ8LdKPwceo9/an67oUepwmWIBbpR8rf3vY1wcbzWd0HUmOaJvxBFZ+9Rl5HX+6zGl2kvw/4B2fiHw8L0Nd2igXA5ZB/y0/8Ar1x1rdT2F0s0LFJUPf8AUEV6VYXa31hDcrwJFyR6HuPzrH17w4L8/abQKtx/Ep4D+/1q6lK/vwOXB43k/cV9tv8AgPyOT/0zWtR7yzyH8AP6AV3ej6PDpNttXDTN/rJMdfYe1Gj6PDpNttXDTN/rJMdfYe1aVXSpcur3MMbjfa/u6ekF+IUUUVseaFQXd3DZWzzzuFjX9fYe9F3dw2Vs887hY1/X2HvXn2ratPrF0CQRGDiOIc4/xNZVKigvM7cFgpYiV3pFbsNW1afWLoEgiMHEcQ5x/ia6bw94eFkq3d2oNyRlVP8Ayz/+vXG3FtcWU/lzxtFIADg11/h7xCLoLZ3jYnHCOf4/Y+/86wpNOd57nr46E44dLD/D1t2/rc6WuO8ReHfK33tkn7vrJEP4fce1djRXTOCmrM8PDYmeHnzRPM9L1SfSroSxHKHh4yeGFeg2t1a6tY70xJE42sjdvUEVzPiLw75W+9sk/d9ZIh/D7j2rE0vVJ9KuhLEcoeHjJ4YVzxk6T5ZbHtVqNPHU/bUdJL+rMo+M9Li0XxBYsb82tvLbzlJNygrh4cglgR3FTeH7uObWfDca+KotRxfSFLFZoHaMfZZ8uQihhzgYzj5umcV1Opz3dx4o0aawtIJpJNMvD5N3I0S7TJa9SFbB/A02+m1qTX/DQ1HT7C3h/tCQh7e+eZi32S442tEgAxnnP4em0aSUuZHm18dUqUfYzWq6nW0UUVqeeFFFcv4p1me3P2GBXj3D55SMZHov+NTOSirs2w9CVeooROorm/Fml/aLUXsS/vIRh8d0/wDrf41laT4pntNsN5unh6Bv41/xrsba6ttQt/MgkWWNhg/4EVHNGrGx1OjWwNVTa079Geb6fBBdXa288hiEnyrIOit2z7VLqOj3mlv++j+TPyypyp/HtTtb006XqLxAHym+aM+3p+FdjoGorqul7JsPLGNkqsM7h2P4/wCNc0IJtxe57GIxU6cY14awe6OasfEcqQNaagpubZxtOT84H171jzBIrhvIl3oDlHHBx2+hrr9U8JRTbpbBhE/Xy2+6fp6VyN1aXFlMYriJo3HYjr9PWlUjNaSKwlXD1G5UtG91/wAD/I6TV9T/ALU+GmvuSPPj024WUe/lNz+NaZs/FLAg6xoxB4IOky//ACTXDTx3f/CMeIpIR+4Gl3ImJ6Y8psfjW9/ZOj/9Et/8ltP/APj1ddKTlG7PCx1GNGs4xem/oa9vpniS1hEUGq6JHGOdq6TL/wDJNS/ZfFX/AEGdG/8ABTL/APJNYf8AZOj/APRLf/JbT/8A49R/ZOj/APRLf/JbT/8A49Whxttu7Nz7L4q/6DOjf+CmX/5Jo+y+Kv8AoM6N/wCCmX/5JrD/ALJ0f/olv/ktp/8A8eo/snR/+iW/+S2n/wDx6gQ/WrK50bw/fXt9dRXU9zrFhdyGCAwoNs1smApdj0iBznvWITcarqXJ3Tzvj8/6Cr2o2NhaafNPZ/Dt7GdB8twkFipTnnlJdw4yOPWsnQ9WuLbWbaU6LfSYYgIrwAkkEDrIB1PrXLX1konuZYuShUqrf/JXNy20+LTvEFjDGtwSmvFTJOoAb/iWOf3f+xkn/gW6ruka5aaLZXdvf2upxyR397IWXS7mRNr3MjqwdYypBVgcg96r2h1DUvE8cn9iavaRQasbqeW9khMaD7CYgsYWQkgllPGRkvyDkCPxLe67qM+pQWFnbNYadOsMpa6ZXkYxJJuKiM/KBIB1PQmt5Pkjojy6UXiKyU5b9TO17xrDqTmCBL5bVT/z5TAufU/L09qk0Dxvb6eRbXaXzWp6N9imJj/8c6UaToOvzxrcy6VpzxOp2xyajJGfrxAaydQt9Y0+9e2ktLAuuCdl67AZ5HPlD+Vcrc1+8Z78I4WonhY9P637nb32u6Lqtn5UttrDKwyjro13kHsQfKriJ7gW90IlttTJJ/dn+zbhS/uAUBrp/DF14n/sxvK07TZoQ5CebqMiFfXGIDxW0bjxQWDHRNFJXoTqsvH/AJLVu4KqlLY8uniZ4KpKl8S/r+mP8IW9zaeDdGt7tSk0dlErRshVkwg+Ug9x0P0rarO0PUpdV0z7TPbpbzLPNBJGkhkUNFK8ZwxVcglM9B1rRrVKx50pczbCiiimSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEN3aQ3ts8E6Bo2/T3HvXnmr6RNpNztbLQt/q5MdfY+9ek1Dd2kN7bPBOgaNv09x71lUpqa8zuwWNlh5d4vdHH+HvEJtCtneNm3PCOf4Pb6fyrtQQQCDkHoRXm+r6RNpNztbLQt/q5MdfY+9afh7xCbQrZ3jZtzwjn+D2+n8qyp1HF8kzvxuCjWj7ehrf8AH/gnbVwHiuOOPXHMeMuis4H97/8AViut1fWINLtd5IeVx+7QH73v9K4OOO61nU8DLzzNlj2Hv9BTryT91bmeVUZRbrS0jY7Lwnu/sJN3TzG2/TP+Oa3Kgs7VLKzito/uxrjPr6mp63grRSPLr1FUqymurCiiiqMgqK4uYbSEyzyLHGDjcxqWuM8Xw332lJpG3WfRNo4U+/v71FSXLG6OnCUFXqqDdjb17SDq9mrQyfvY/mQbvlbP+etVfD/h4WIW6u1BuT91eoj/APr1leHvEJsytpdsTbnhHP8Ayz/+tXbAhgCCCDyCKiHJN8/U6cQ8RhYfV2/dezKGraTBqtt5cnyyLzHIByp/wrz28s59PumgnUpIpyCO/uK9SrP1bSYNVtvLk+WReY5AOVP+FFWlzarcMDjnQfJP4fyMrw94hF0Fs7xsTjhHP8fsff8AnXS15beWc+n3TQTqUkU5BHf3Fdb4e8Qi6C2d42Jxwjn+P2Pv/OppVfsyNsdgVb21Hb+tUdLWOvhuxTVDeBfl6iHHyhvX/wCtWxRW7inueXTqzp35Ha5yHicWh8VaT9tS/aEWF5zYed5qnzLbkeT8+O3HrzxWev8AZP8Awk/hz7D/AG/5v26TP9o/b/L2/ZZ+n2j5d3TpzjPbNbGtLdv4z0dbG7gtrg6fe7WnhMqt+8tsjaGUnjngjpUN9DrUev8Aho6jqFhcQ/2hIAlvYvCwb7Jcc7mlcEYzxj8fVmZ1tFISFBJIAHJJrjtZ8UyO7W+ntsjHBmHVvp6ConNQV2dGHw1TES5YHYPJHH991X/eOKint7a/tzHMiTRH8fyNeYkT3DM5Ekrd25Y0QXM9rJvgleJx3U4rD6x3R6iyhrWM9fT/AIJ0Gq+E5oN0tiTNH1MZ+8Pp61h2t5dadceZBI0Ug4I9fYiur0TxQLl1tr7asp4WUcBj6H0NaeqaFZ6opZ18ubtKg5/H1odNS96mVHGVKD9ji1dd/wCtznbrVbbX9O8mdVhvo/mjP8LnuAe2fQ+1Zejak2l6ikxz5Z+WQeq//Wo1PRLzS2JlTfFniVOn4+lZ1YylJSu9z0KNGjKk4wd4M9ZVldQykFSMgjuKhurO3vYTFcxLInoe30PasTwjfSXFg9tIrHyCAr44we34V0Vd0WpxufMVqcqFVxvqjnfFVpBZ/DzXoIE2RrplzgDv+7brWT9o8Cf9Dd/5dE//AMfrc8af8iL4h/7Blz/6Kaj7L4q/6DOjf+CmX/5JqtjFtt3Zh/aPAn/Q3f8Al0T/APx+j7R4E/6G7/y6J/8A4/W00PiZDhtc0RT6HSpB/wC3NKtv4oYZXWtFI9RpUv8A8k0COa1DUfBVpatJB4kmuZTwqReJbhuffE3AqhomreF5y0Opa/cxvyVlPiG5VSPQ/vuK6nUdC8QapAIrnV9H4OVZdKkDL9D9orhNWtdZ0O4Vbua1cedGmEt2XcrOFyDvPr6Vz1ZThK/Q9jA0MPXpOm/j/rb9TsLe28HatL9hs/Ekt1PKCFhi8Rzys3GT8vnHOBz0rkbrQI7G8kgkkvVkjbGRezfgR81dDb6493qvhu1ujl4tQZhKT1H2WdQD75IrqNd0NNViEkZCXKD5WPRh6GiaVWPNEMLUlgazpVtn/VzkvCmn6XfT6hFc3Otx3TXAOX1i6VZR5UYymHGenOSTkHBwAF6LwtaRWN94ktommaNNSXBnmeZzm1tzy7ksevc+1cHHZXGn6jqCT280EhuAwLnh/wB2g3Lx04x35B57C1o+v6laXeriO4z5l2rMXUMSfIiGcn2A/KphXsrSNcRlXO+eg1Z/1oem3t5DYWr3E7YRRwO5PoK82mkm1LUGfbumnfhR6noKdPdX2q3CiV5J5DwqgfyArr/D/h/+z8XV0Abkj5V6iMf40m3WdlsXThDLqblN3mzW02zXT9Phtl52L8x9T3P51aoorqSsrHgyk5ScnuzD8J/8ge4/7Cd//wClc1blYfhP/kD3H/YTv/8A0rmrcpkhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVeW+tobqO1kmVZpPuqT1qxRcbi1ZtbhRRRQIKKKKAIbu0hvbZ4J0DRt+nuPevPNX0ibSbna2Whb/VyY6+x969JqG7tIb22eCdA0bfp7j3rKpTU15ndgsbLDy7xe6PM7eC51C5jgiDSSEbVyeg/oK9A0fR4dJttq4aZv9ZJjr7D2p2laPb6TCyxZeRvvSMOT7fStClSpcur3NMdj3WfJDSP5hRRRWx5oUhIGMkDPApT06ZrzrXdSur6/ZZ1aJYjhYj/D9fes6lTkVzrweEeJk4p2SPRaZNDHPE0UqB42GGU9681t9Y1G1x5N5KAOxO4fka1rfxjex4E8MUw9R8p/w/SoWIi9zqnlNeGsGn+BU13QpNLl8yPL2rH5W/u+xq34e8QmzK2l2xNueEc/8s//AK1aaeK9MvImhu4JEVxhgw3L+nP6Vy+p2ttBNvs7lJrd/u4PzL7EdfxrGVovmgz0KXNXp+wxUWn3/wCD3PSwQwBBBB5BFLXEeHvEJsytpdsTbnhHP/LP/wCtXbAhgCCCDyCK6oTU1dHh4rCzw8+WW3RlDVtJg1W28uT5ZF5jkA5U/wCFY2h+GGt7g3F+FLI37uMHI4/iP9K6mih04uXMwhi6sKbpRejCoLa7juxKY1kHlStE3mRsnKnnGRyPQjg1PWfpV39r+2kJtWO6eMHOd2MZPHHXI4J6c4OVFnMYPiaGK48U6VHPow1eI6febrUrE2f3trziQhTg46kVnLY2Ft4n8OPa+DP7Ec30gNx5Nqm4fZZ/kzE7NzweRj5fpWh4ontrfxVpEl1rDaTH9gvALtXjUKfMtuCZFZMHpyOuMc4rPW+sLnxP4cS18Z/224vpCbfzrV9o+yz/AD4iRW44HJx830oA2vF2otb2yWUTYaYZcj+76fj/AErG8OaMup3DSz5+zxYyP7x9Kk8YBv7ZTPTyVx+ZrX8GyIdLmjH31lJYexAx/I1y/HVsz3k3h8ApU9319f6sdBHFHDGI4kVEHRVGAKoapolpqkZ3oEm/hlUc/j6itKiulxTVmeJCpOEueLszy29sptPunt51w69x0I9RXaeF9Wa/s2t5mzPDjk9WXsaj8X2aS6at1gCSFgM+qnjH54rB8KyMmvRKOkisp+mM/wBK5UvZ1Ldz3qkljMG5tar81/md+yq6lWUMpGCCMg1zt94RtridZLaQwAn50xkY9vSujorplBS3PEo16lF3puxDaWkNlbJBAgWNe3r7mpqKKrYybcndmH40/wCRF8Q/9gy5/wDRTVXfxBpMjbmh8QA/7OmX6/yjqx40/wCRF8Q/9gy5/wDRTVLrGpvp2nPcR3NuXHChkzuJ/wCBD60m7K7HCDnJRjuzAuvFGnWjym0SZpTgFL4SQuDjrtlTdt569DzjvWLb+Ir+S7uZorjy2faGEWDHwDjHHXnnPPTPAFVra1vta1Rl3iaR/meQO6hR3JAzXYab4YsMTwz4d1C/KJWZ0PPzEkDr2GO3U9ua9SrqtEe5yYTBJRqLmk/mL4e16+v7r7NPEJVxkyqMFfr2qTxvZx3mgwqwAf7fZoj45XdcxKf0NXov7M8OWYiaZUzyS3LufoKwPEfifT7rToIkEwxqFk5Zk4wt1Ex756A1omlHlmziqRnUq+1w0Gkuxy2u2M+natpsE64YXLEEdGHlSciu28O+IvO2WV6/7zpHIf4vY+/86b4mhttZm8OJHKrJLqDqJE5I/wBFnP8AMDj2rjbm0k0/X7q2ljAkRE3ODnPUj9D3wfasWnSfNHY9KnUp4+n7OppNf1f/ADR6DYafBNf68Liwwst+r7pTuE3+jQLvUY+UfLtxzyhPfA5m3Xwnp+va/b6pqFjZyJfIYori8ERKG2gOQCwJG4tz/hVvwZqyfbtStriMpPcXSyCYvu84iGNcn0OEA99ue9dtXQuWor2PHqKvhZunzNejOatfEngqxXFtr2hx56kX0WT+O7NWf+E08K/9DLo3/gfF/wDFVuUVolbY5pScneTuzD/4TTwr/wBDLo3/AIHxf/FUf8Jp4V/6GXRv/A+L/wCKrcooJMDwbNFcaBJPBIksMuoXzxyIwZXU3cpBBHUEc5rfoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprhjGwQgPg7SRkA06igDzHU4ryDUZBeljPnJb19CPaup8PeIRdBbO8fE44SQ/x+x9/wCda2raTBqtt5cnyyLzHIByp/wrzy8s59PumgnUrIvII6EeorkkpUpXWx9DSnSx9L2ctJL+tPLyPUqK5rw94hF0Fs7x8TjhJD/H7H3/AJ10tdMZKSujxK9CdCfJMKTcu/ZuG7GcZ5xWfq+rw6Tbbmw0zf6uPPX3PtXFWl3qd7rSTwOz3bH8Meh/2aidVRdjow2BnWg6jdku56NRSLu2DfjdjnHTNLWpwhRRRQAUVVv9Qt9NtzNcPgdFUdWPoK4698W387kW223j7YAZvxJrOdSMNzrw+Cq4jWC07s7usfXdCj1WHzI8JdIPlb+97GuRTxFqsbbheMfZgCP5Vv6X4tSZ1hv1WJjwJV+7+PpUe1hP3WdTwGJwz9pT1t2OPlikt5milQq6HDK3aug07RdO1m3LW1xJb3Cj54mwwHuOhxW9rmhxatD5sW1blR8r9mHoa4eOS60y+3LuhnibBB/kfasXD2ctVdHpU8Q8XSvTlyzX9fca9x4Q1CLJhaKYegbaf14/Wsq40u+tc+daSoB/FtyPzHFd5o2sw6tb5GEnUfvI/T3HtWnWvsISV4s4f7TxFGXJVim18jyWu+8MQ30Om4u2xGeYkYfMo/w9q1JbCzmkEklrCzg5DFBnP1qxTp0eR3uZYzMViKago2/roFFFFbnlhWXDE9tBdNZIrSSXTM7N8x5IBJ5G7A4xnoAB0ArF+JdxfW/gbUFsZtPjM0UkUwvWYb4zE+5YsdZTxtB461g3F/ZWejWlnY6fpKSyKDczaZbDyN5XJMeBnHHX6VM5qKuzfD4edefLA6PVNeh0y+iuZIkv7iJHiKW0QSVFYqSAXfHJVcgkdOvABoN4lXXPEHhuJNLvbULqEjb7h4MH/RbgYwkjN39McdelcvHYXFyu6z0ea7GefLgC4/FsD8M5qgZru21bTUNhc2Lx3bMC5QbT5UnGFYkH8K5/by3a0PY/smi04xn7y9PyPSvF+ntPaR3ka5aHhwP7p7/gf51zOkapJpV6JlG6NvlkT1H+NbmjW9/rVk7v4o1ZJAxWSNYrTbz0xmAnH1rG1fwbe6awuLfVL65thywZIcj67Yxx9MUVIt/vICwdWMU8HX/r+uh6Fa3cF7brPbyB0buO3sfepq8ttL+6sJN9tM0ZPXHQ/UdDWjJ4p1WSPZ5ypnuqAGqWIVtTGpk9Tm9xq3mbPi/UY1tlsEYGR2DOB/CB0qh4Ps2l1F7oj5IVwD/tH/62ayrDTrvV7srHubJzJK3IHuT616HYWMOnWaW0I+VepPVj3JqYJ1J872NMTOGEw/1eLvJ7lmiiiuo8MKKKzdY1iHSbfc2HmYfu489fc+1JtJXZdOnKpJRirtlXxp/yIviH/sGXP/opqoeL4pW0yJxaKqrKN2CPQ1zeq67fzeGvEMMu6dJ9OuSQP+Wf7puR6D2rpZ9KmuoHhn8TeIXjcYZTYwc/+S1Z3VWDsdjpywWIi5621OX0bUI9PvZjMJIlkUDdGsjdP9xl/wAitRvFMiiZLKIqWwDcyK29h6YYsePrjk8daoSeFNSjuZlsXnv4wR+8uYkjce2Ds/PHf8rWj+Fbm4vLhLtxbum3zEGDwQcYwSM+vOenGMZwXtUuVI9SbwM5e3nJN/10M39/eXH/AC0mmc+7MxpniDRNQs9JjuZ7cpF9qt8ncDjMyYyM16Xp+lWmmx7beIBj9525ZvxrG8fMq+FHzg/6ZZ4BPXFzGcfkDVewsryZi81cqihSjocfbXdxaavpM8VvNdRwXZkaCJkDEmGSMEb2UdZB3Fb96L7Ub+7ln8HaqqyRRrFMLi0aRWG7PBmwF5HAPPJwDzWPpcDXOqW0SDkyAn2AOSfyr0+nQ1i09jPNbU60Zw0kefeFlvdJuNSkk8Jak9y1wMyR3Noxx5UfUGf5T7c8YPfFaFvG/iLxZqCahb6zp6W9jamK3/tFoeWefc+LeUqc7VHJz8v57ekReXqevN5EcXmXytvSXcZf9GgG5hk7TxtxxwoOOcmG1/5HrVv+wZZf+jbquiMVFWR5VWrOrJzm7sP+ET07/n51n/wdXn/x2j/hE9O/5+dZ/wDB1ef/AB2tyimZmH/wienf8/Os/wDg6vP/AI7VW3sE0nxlY29tc37Qz6fdPJHc301wpZJLcKQJHbBAdunrXTVh3X/I9aT/ANgy9/8ARtrQBuUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTPNj80xb18wDdszzj1xTLtp0tJWtkV5wvyKxwCa82N9eRaibtpXW6DZYnrn0I/pWVSpyWO7B4J4lSadrHp9FZmjazDq1vkYSdR88f8AUe1adaJpq6OSpTlTk4TVmgqhq2kwarbeXJ8si8xyAcqf8Kv0UNJqzFCcoSUouzR5beWc+n3TQTqVkXkEdCPUV0Vh4uMWnul0jSXCDEbf3/rXQ6tpMGq23lyfLIvMcgHKn/CuCbSL1dS+weSTMTxjoR659K5JRlSfun0NKtQxtO1bdf193cT/AEzWtR7yzyH8AP6AV3ej6PDpNttXDTN/rJMdfYe1Gj6PDpNttXDTN/rJMdfYe1aVbUqXLq9zzsbjfa/u6ekF+IUUUVseaFMllSCF5ZDhEUsx9AKfWR4ndk0C42/xFVP03ClJ2TZpRh7SpGHdnFalfz6vfmQgnJ2xRjsOw+tdRpfhO2ihWS/HmzEZKZwq+3HWuf8ADSI+v2wfGAWIz6hTivRK5qMFK8pHsZliJUOWhS0VjGuvC+mXEZEcRgfs8ZP8ulcZqel3GlXHlTDKnlHHRhXplU9T0+PUrGS3kAyRlG/ut2NaVKKktNzlwmYVKUrVHeJzfhbWmWRdOuGyjcQsex/u/wCFbGu6FHqsPmR4S6QfK3972NcB88E/dZI2/Ig16lbTfaLSGbp5iK/5jNRRfPFxkdGYQeHqxr0tL/1+J5nHJdaZfbl3QzxNgg/yPtXpGn3Mt3YRTzQmGR1yUP8AOmXGl2d1dxXU0IaWPofX6+tXKunTcG9dDlxuMhiIxtGz6sKKKK2PPCiiigDjPFur297BLpKxxzQtxOXUMDg5wM+hHWubFk8tvHIjiOJLy0hcKcErJPHGQB9GPNdr4h8PC9DXdooFwOWQf8tP/r159qEslrHDIvyvHeWzYPqJ0IyPqBXHUup3nsfSYPknhnHDu0v1/rY9Yhs4Yo/JhmkVI/l2q/3e+P1/WuD8ewwxa5opR2aUytv3HPHlSY/rVQ33hqQ+INW1fRbC7vJL+NI1mtFmcA28CgfdJxuzwPWuftbSxvvEOlwabpyW1xLcvyLE2648qQkZKgY4zgelXVmmuWJzZfhalOo61XRK/wAz0XwUj/6ZJ/Adg+p5rraqabp8WmWSW0XOOWb+83c1branHlikebi6yrVpTWxl3fh7TLxi724Rz1aM7c/h0qvF4T0uNtzJLJ7O/H6Yrcoo9nG97CWKrxXKpu3qRwwxW8QjhjWNB0VRgVJRRVmDbbuwooqhq+pDS7Frgxs7Z2qAOM+57Ck2krscISnJRjuxmsaxDpNvubDzMP3ceevufavNbzW7W51JhfapZxXDMA3n3CRhfTOTwMVZubqa9uWnuJNzueSeg/8ArV3+h6Za2FirQMsrSAFph/F9PauW7rSt0Pd5YZdSva83/X9dzmLx9Eb4eeJU0rU7LUJk0yfz5LadZNuYnwDtJwODj6Gummv5IL2O0kv7RZpPur9nb9fn4zWT4/1aC18KatZ/fnnspk2g/dUoRk1zNlpdxrN+VV5ndjukkaVjtHqTmtJVFC0Yo5KGEliFKvXlZd/66HaX0S/ayb64ti2wbeIl4yezhj+uKp3Gr/2TZyrDPBL5mBbom0lD/ExKgDHTAxnOeTnA2LfSTbYMd/d7vLVGLOH3bc8/MCe5pk+g2d2ZHut88rgDzWIDKBnAG0Adz2/kMayu46bnDRdONVOprE5y28Y3kUQSaGOZh0f7p/Gud8Tard6vFCZjkC6twkaDgfvk6Dua7B/BUJfKXsgT0KAn881DrOg2Wl6TbyRKXm/tKwHmOckf6XD09K5/Z1ZaSeh7H1vBUn7SlG8vT+vwJtK0ybRLRL14YpLmWSOMrJJsESMwUnIBy3PT8MiuprM1yJ5rSBUx/wAfMROTgfeH+eh/rWnXRGKirI8atWlWm5z3Zj6Mu3VfEJ8qBN2oId0Um5n/ANFgGXG47W4xjC/KFOOdxjtf+R61b/sGWX/o26qbSBjU9e+S2XN8vMLZZv8ARoOZBk4btjj5Qpxzk5Gt2sWreJJbMeFtD1SW2tIZWuNSkCsFkeUBF/cvwDGx6j71UZHW0Vw//CLf9SD4N/7/AP8A9y0f8It/1IPg3/v/AP8A3LQB3FYd1/yPWk/9gy9/9G2tYf8Awi3/AFIPg3/v/wD/AHLVvQ7WLSfEcdmfC+iaXNc2k0q3GmyBmKxvECrfuYzgmRT1P3aAOtooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKyNY1+DSSse3zZm5MYOMD1Jp1h4h0+/wol8qQ/wS8H8D0NTzxva5v9WrcntOV2NWsDxB4fXUENzbKFugOR2kH+Nb9FEoqSsyaNadGanB6nlkE89hdCSNmjmjP4j2Ir0DRtZh1a3yMJOo+eP+o9qp+IPD66ghubZQt0ByO0g/xri4J57C6EkbNHNGfxHsRXKnKjKz2PdlGlmNLmjpJf19x6nWdq+rw6Tbbmw0zf6uPPX3PtWavi22/svz2X/Sh8vk+p9c+lcr/pmtaj3lnkP4Af0ArWdZWtHc4cLl0nJyr6RX4/8AA8zS0fWdSk1ncN05nPzx9gPUemK7raN27A3YxnHOKztH0eHSbbauGmb/AFkmOvsPatKrpRcV7xz42tTq1L0lZLT1CiiitDjCiqmo6jBplqZ529lUdWPoK4e/8Saheudspgj7JEcfmeprOdWMNzswuBq4jWOi7nodUtWtDfaVcW6/eZcr9RyP1FefQalqEcoMV3PvJ4G8nJ+nevR7IXAs4vtbK0+35yowM0oVFUurGmIwksG4z5k/+AeYwTSWl1HNH8skbAjPqK9K03UYdTtFnhPsy91PpXN+JtBbe9/aJkHmVAOh/vD+tc7Y6hc6dP51tJtbuDyGHoRWEZOlKz2PTrUoZhSU4O0l/Vmeo02SRYo2kdgqKCWJ7CuWi8ap5f76zbf/ALD8H86ydX8R3OqJ5KqIYO6A5LfU1tKvBLQ82nldeU7SVl3Mydzc3ksiKcyyEgfU16daQm3s4IT1jjVPyGK5LwvojSTJqFwuI05iU/xH1+grs6mhFpcz6mua14ykqUPshRRRXQeSFFFNaRExudVz6nFADqKKKACuK8e6LHLpyX0C4n+2WqMgH+sLTxqPxyRXa1wvjTxGgigtbULIsV9aySNnglbiNgo/EDms6vLy+8dmBVf2t6O/4fM4S5BU6gCCCNTtgQe3+orpPDss9zqOgzNcWXljV7iMwJbsswKwXSqTIXIYYU8BRyevHMWq2sWr2+t6rbbg/wDbdkgjx97ctouPruJ+tYy2d1Dugm0zTryJbiSVVu3JBLOzcoYyON2K5o/upX3R7lVLG0XBPlkt15+fke30V51pmlW+qQNJb+AfCHynaweXac/+Ap/nV3/hFv8AqQfBv/f/AP8AuWuxNNXR81OEoScZKzR3FFcP/wAIt/1IPg3/AL//AP3LR/wi3/Ug+Df+/wD/APctMg7iiuH/AOEW/wCpB8G/9/8A/wC5azdSsrLS2WObwH4QaRh92OUMR7kG2H86Tkoq7NKdKdWXLBXZ6VTJYo54milQOjDDKehFeLzQ+a5ZfCnhiIf3Ugjx+sJNWLUwwnFx4K8LXC/9c0Q/mIcfpWPt4PQ9B5ViIrmVr+p0Wu6FJpcvmxZe1Y/K3dT6GotM1670uKSKPDowO1W6I3qP8KksNHttSt/NtvAvg4jow+0YZfr/AKLxWBq3g+600+c/hzRBAzceXOXCexJgH8qynBx9+Gx3YXExrr6viV73n1/4Iusx3V/omsz4aVks5ppXJ6AISf5V3tr4J0m0hCRzaqDj5mTVrpNx9SFkArzrTYIbOU+f4S8O3SN2mIyp9QfJJH5V3934g16zslu5NL0Zom+5s1aQl/p/o9XQ5Uubqc+Z+3lNUkvd6W6nPeJr2fwh4m0Q6faX9zbyS/vnn16Vw4KSAoYpHbpw+7HVQvU1oWfiTUJNYEm1pUlIX7OvQDtj3rmdSl1fxDq0NxPpdjLcI2IFF052ew/d/wCetdbo2l+ItKBk/sjR5Z2/jbVJAVHoB9nOPzo5pVJe7okN0aODov2q5pS6f1+Z2Y6VR1c6WNLm/tr7H/Z3HnfbdvlfeGN27jrjGe+Ko/avFX/QG0b/AMG0v/yNUF3beINXWC1vbHTLS3W6guHlhv5JnHlSrKAEMKA5KAfeGM55xg9J4hlf8Ws/6k3/AMlaP+LWf9Sb/wCStD+JNX3lm1Gzh825vI7e3i0O5vJPLgnMRZjFL/uZOAMtR/wkOsf9BD/yz9Q/+OUAUbAfDUXmqG4HgoRG5U2+025JTyY87s8A79/TjGO+a1fC39gf8JZrP/COf2Z9j+w2e/8As7y/L8zfc5zs43Y2++MVkad4g1QX2rGO/twxu1Mhi8J6gzFvJi++A42tjHBz8u055wNfwte3N94s1mW6m81xY2ahv7NmsuN9zxslJY9T8w47djQB2NFFFABWHdf8j1pP/YMvf/RtrW5WHdf8j1pP/YMvf/RtrQBuUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeZ6xby2urXEczM7byQ7dWB5BqubWf7MLnymMJON4GQD6H0rq/GNhvgivkHKfI/0PQ/n/OqPhK/EN49lIf3c4yoPTcP8R/IVwyppVOVn1FPFSeFVWKu1uvTf/MzrDXb/AE/AimLRj/lnJ8y//W/CumsPF1pPhLpDbv8A3vvL/iKfq/h7TJIZLgkWhUZLr938V/wrhWADEKcjPBx1qm50na5nCnhsdFyUbP8Ar5M9WiljmjEkUiuh6MpyDWH4g8PrqCG5tlC3QHI7SD/GuLtb25spN9tM8bd9p4P1Heuq0bxPcXlxHaz2vmO3G+LjHuRVqrGouWRySwNfCy9rSd0jlreyuLq7FrFExmJwVIxj1z6V6Bo+jw6TbbVw0zf6yTHX2HtV1LeGOd50iVZZAA7gcnFS1dOkoanPjMwliEorRBRRRWx5wUUUjZ2nHXHFAHnWvai2oapI2791GSkY7YHf8a6XRfDVtb2yTXkSyzuMlXGVT2x61xKN5cyswztYEivVY3WWNZEIZWAII7g1y0Upycme9mU5UKUKVPRFT+ydPFxHOtpEskZypRdvP4dau0U192xthAfHykjIzXSklseHKcpW5mKSF6kDnHNYepeF7O+cyxE28p6lRlT+H+Fchf6hfz3hN1M3mRPwo4CEHsK9Esbj7XYQXHeRAx+uOayjONW6aPQq0KuCUakZb9v61OTPgu73cXUO31wc1p6f4StLVxJcubhxyFIwv5d66GimqME72Mp5jiJrlcgAAGAMAUUUVqcQUEgDJOAKKwPFl81rpghjOHuDtJ/2R1/oPxqZS5Vc1o0nVqKmupl634olkka309ykQ4Mo6t9PQVzTM8jF3LMT1YnNbHhzSE1O8ZphmCEAsP7xPQfpXepDHFEI441WMDAVRgVzKEqvvNnuVMVRwL9lTjd9TkvB8F08sk/nSLap8uzPys309q7CmRRRwpsijVFyTtUYHNProhHljY8bFV/b1XO1jnfFd/eWtskUCMsUvDzD/wBB9q8/1CFWsUnnkWC0jvLUTTyMFWMGdBkk8cdfoDXrJa01GCWLdHPHnY4ByM06zs4LG2WC3QKi/mT6ms5UueV29Dso476vQdOMbS7/AKnnC6lo1q2qWa3fgzUtMu7pbhI73WlGMRRp8yeU4zmMt171lahD4evJEeCLwBaY4ZY9ZTaw+nkDB969jorVwTVmcNPEVKc/aRep5THceFo41T+yfhw+0Y3PrEbMfqTb077V4V/6A3w1/wDBtF/8jV6pRVbGTk5O7PK/tXhX/oDfDX/wbRf/ACNR9q8K/wDQG+Gv/g2i/wDkavVKZMJGgcQsqylTtZhkA0AtWeR6hqnhq3i2xeHfAEjuDtaC9jlC+5/0cD9a5+D+yZ5xH5HhOHd/FLfRxoP/ACH/ACrrr+G5gvZUvN3n5yxbnPvXUeE9TtRD9hKLFPnIb/np/wDXrjv7SdpaH0ap/U8M50lzN9f66HD28HheKELLa+A5nxy7eIAP0EFZ1/a6HErzQf8ACFFB/wAso9YSRvwzCv8AjXuVFdDpQatY8inmFeE+bmv5M+f4LnSYZ0kOneFZQpzsluEZT9QYq6iC/wDC08Cyf2F8O4dw+7LqkaOPw+z8V0firR1tZBfQLtjkbEijoG9fxo8G3bJfTWpPySJuA/2h/wDW/lWFNuE+Rnp4uMMTh/rFPdf1+B55fxaNbS5ij8HyI5O1YNTSUr7H90D+lUxJpOf+PPwyM9zeIP18uvoGWKOeJopUDowwynoRWdpmhWmlyySxZd2J2s3VV9BVSoe9psZ0c2tStUV5LbzPMtNXw5ZxMJ7X4fXTt3m1mPAHpjyCKu/avCv/AEBvhr/4Nov/AJGr1SiuiMVFWR49WrKrNzm9Tyv7V4V/6A3w1/8ABtF/8jUfavCv/QG+Gv8A4Nov/kavVKKZmeZ3fiSyisrm/ttW8N2V3p+k3Ntp1rpupJc73cIygKUQDBhUBQGzu7Y57D+wtR/6GzWf+/Vn/wDGK3KKAOEt4hYatqcF746ktZZtQSKFcWUckzmCHAbdAN8nIA25+XYOtR22pf2frs17YeI9G1tL9YbBHv8AVYoJBNG0h8pRDCVY/vl4+9k+4rv6KAOMt/GlxdmAW0vhKY3Ehih8vxEW81wASq4g5YBlyBz8w9adB4yuro24t5PCcv2lmSDy/EJbzWXG4LiD5iMjIHTIrsaKAOOi8Y3U4tzC/hOQXO7yCniEnzdv3tuIPmx3x0plhrsF94h0/VL3U/DsMAsrqK3FpqwuDPlomdhlEGEEJzjPXnGK7SigDMtvEeh3s1rDaa1p08t2Ga3SK6RmmC53FAD82NrZx0wfStOiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCG6t0u7WW3k+5IpU+1eZOs1helSds0L9R2INep1xfjCw8q6jvUHyyja/8AvDp+n8q568brmXQ9bKa/LUdKW0vzM7WNcn1Z1Ujy4V6Rg9T6mt3w74d8nZe3qfvOscZ/h9z7/wAqyvCkdrLq2Lhd0gXdED0yOv413tKlDm9+RrmGI9gvq1JWRm3+hWGo5aWEJIf+WkfDf/X/ABp2laPb6TCViy8jfekYcn2+laFFb8sb3seS69Vw9m5O3YKKKKoyCoLm8t7OPzLmZI17Fj1+nrVbWNVi0mz81hukbiNPU/4VwMkl7rN9kh5526KOw9vQVlUq8ui3PQweBddc83aJ26eJtJeTZ9px7sjAfyrVR0kQPGysjDIZTkGvOpPD2qRyRo1o2XOAQQQPqR0ruNI01dLsVgDl2J3Oc8Z9vQUqc5yfvIeMw2HpRTpTu36M4vxFpzWGqOQv7mYl0P8AMfgf6Vo+GtfW3VbG8fEef3ch/h9j7V0+o6fDqdo1vMPdWHVT6ivPdS0u50ucxzp8p+7IPutWU4ypy5o7Hfh6tPG0fY1fiX9XR6b1pGZUUsxCqoySegFedWPiDUNPjEccoeMdEkGQPp3pNQ1+/wBRj8uWRUiPVIxgH696v6xGxy/2RV57XVu5V1CdbrUrmeMfLJIzL9M16NpcDWul2sLjDLGNw9D3rlvDegPNKl9doVhU7o0YffPr9K7SihBq8n1HmleD5aMPshRRRXQeQFFFFABXJeNkb/Qn/h+cfjxXW1na5p39p6Y8K481fnj+o7fj0qKkeaLSOrBVVSrxnLYwfBdyivc2zHDth198cH+ldfXlcMs1ldLJGTHNE34g+legaPrcGqwgZCXCj548/qPUVlQqK3KzuzTCyU/bR1T38jUrmfGP2lLWGSOZ1gZtjoDgE9R/I101ct4xv4vs8dirAylw7gfwgDj+daVfgZyZem8RGyuUfB1y0epS2+fkljzj3H/1ia7euK8G2rPfy3RHyRptB/2j/wDWBrtamhfkNM05frLt2QUUUVsecFFFZusaxDpNvubDzMP3ceevufak2krsunTlUkoxV2zSoqho+pLqmnpOMCQfLIo7NV+hNNXQpwlCTjLdGbrGjw6tb7Wwkyj93Jjp7H2rz65tp7C6aKVTHKh7foQa9TrN1jR4dWt9rYSZR+7kx09j7VlVpc2q3PRwGPdF8k/h/IoeHvEIvlW1umAuQPlY/wDLT/69dDXllzbT2F00UqmOVD2/Qg101n4vCacwuUL3SDCEdH9z6VFOt0mbYzLrtVMPqn0/roXPF13HFpf2YkGWZhgdwAc5/pWN4Qt2k1ZpgPkijOT7ngD+f5Vmf6ZrWo95Z5T+AH9AK7/SdMj0qyWBPmc8yP8A3j/hSjepPm6I0rcuDwvsb3lIvUUUV1HhBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVS1axGoabNb4+YjKH0YdKu0UmrqzKhJwkpLdHmOmR3Z1SEWqE3CPkD0x1z7V6dVa2sLa0mnmhjCyTNudv89qs1nSp8iOzHYtYmSaVrBRRRWpwhRUF3dw2Vs887hY1/X2HvTbG+g1C1We3bKnqD1U+hpXV7FckuXntocP4ouXn1uVCfkhARR+GT+prqPDVhFaaTFKoBlnUO7fyFYXizTJIr038akwygbyP4WHHP1rEj1G8it/s8d1KkX91WIFcnNyVG5I+h9j9ZwkIUpWWlzu9U8QWem5Td50//ADzQ9Pqe1cleeJdSunO2byE7LFx+vWqFpZXN9N5dtE0jd8dB9T2rrdO8I28Sh75vOk/uKSFH9TT5qlXbRE+ywmCXv+9L+unQwLPxHqVpKGadp07pKc5/HqK7e0ubXWNPEgRXifhkcZwfQ1yXifSLfTpIZbUbElyCmc4I9Pzq34KlffdxfwYVvoeR/n6U6cpRnySM8XSo1sP9ZpKzXy62NSXwrpcrbhHJH7I/H65qe08O6ZaOHS33uOjSHdj8OlalFb8kb3seS8VXa5XN29QoooqzAKKKKAOU13xO0M32bT3G5D88uARn0FJYeMlOEvocf9NIun4isXX7D+z9WlRRiKT94n0Pb8Dmm2ei3GoWLXFoyyMjbXizhh6Y9a43Uqc7sfSRwuE+rxctn19T0C1vra9j3206SDvg8j6jtVivK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3-1
DS1033_01.0
February 2005 Data Sheet DS1033
© 2005 Lattice Semiconductor Corp. All Lattice trademarks, registered trademarks, patents, and disclaimers are as listed at www.latticesemi.com/legal. All other
brand or product names are trademarks or registered trademarks of their respective holders . The specifications and information herein are subject to change without
notice.
Features
■
Monitor and Control Multiple Power
Supplies
• Simultaneously monitors up to 12 po w er supplies
• Sequence controller for power-up conditions
• Provides eight output control signals
• Programmable digital and analog circuitry
■
Precision Analog Comparators for
Monitoring
• 12 analog comparators for monitoring
• 384 programmable threshold levels spanning
0.68V to 5.93V
• 0.5% precision
• Other user-defined voltages possible
• 80mV near-ground threshold for power-off
detect
• Each comparator independently configurable
• Eight direct comparator outputs
• Digital filter on comparator outputs
■
Embedded PLD for Sequence Control
• Implements state machine and input conditional
events
• In-System Programmable (ISP™) through JTAG
and on-chip E
2
CMOS
®
• Input synchronizers
■
Embedded Programmable Timers
• 4 Programmable 8-bit timers (32µs to 524ms)
• Programmable time delay between multiple
power supply ramp-up and wait statements
■
Embedded Oscillator
• Built-in clock generator, 1MHz
• Programmable clock frequency
• Programmable timer pre-scaler
• External clock support
■
Programmable Output Configurations
• Four digital outputs for logic and power supply
control
• Four fully programmable gate driver outputs for
FET control, or programmable as four additional
digital outputs
• Expandable with ispMACH™ 4000 CPLD
■
2.7V to 5.5V Supply Range
• In-system programmable at 3.0V to 5.5V
• Industrial temperature range: -40°C to +85°C
• 44-pin TQFP package
Application Block Diagram
Description
The Lattice ispPAC-POWR1208P1 incorporates both in-
system programmable logic and in-system programma-
ble analog circuits to perform special functions for
power supply sequencing and monitoring. The ispPAC-
POWR1208P1 device has the capability to be config-
ured through software to control up to eight outputs for
power supply sequencing and 12 comparators monitor-
ing supply voltage limits , along with four digital inputs for
interfacing to other control circuits or digital logic. Once
configured, the design is downloaded into the device
through a standard JTAG interface. The circuit configu-
ration and routing are stored in non-volatile E
2
CMOS.
PAC-Designer,
®
an easy-to-use Windows-compatible
software package gives users the ability to design and
simulate logic and sequences that control the power
supplies or FET driver circuits. The user has control
over timing functions, programmable logic functions and
comparator threshold values as well as I/O configura-
tions.
Primary +
Gnd
+
-
+5V
+3.3V
+2.5V
+1.0V +1V
ispPAC-POWR1208P1
Power Sequence
Controller
HVOUT1
0.1uF10uF
HVOUT2
HVOUT3
HVOUT4
OUT5
OUT6
OUT7
OUT8
DC/DC Supply
or Regulator
OE/EN
Digital
Logic
EN
Circuits
RESET
Comp2
Comp4
VMON12
12 Analog Inputs
IN1
IN2
VDD
IN3
IN4
VMON1
VMON2
VMON3
VMON4
VMON5
VMON6
VMON7
VMON8
VMON9
VMON10
VMON11
CLK
Comp3
Comp1
Comp6
Comp8
Comp7
Comp5
+2.5V
Circuits
+3.3V
Circuits
+5V
Circuits
OE/EN
Digital
Logic
EN
Primary +
Gnd
+
-
Primary +
Gnd
+
-
DC/DC
Supply
Primary +
Gnd
+
-
DC/DC Supply
or Regulator
POR
DC/DC
Supply
DC/DC
Supply
DC/DC
RG
Supply
VDD VDDINP
0.1uF
CREF
3.3V
3.3V
RG
RG
RG
ispPAC-POWR1208P1
In-System Programmable Power Supply
Sequencing Controller and Precision Monitor
®
ALL DEVICES
DISCONTINUED
USE ispPAC-POWR1014/A
FOR NEW DESIGNS