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wCfXXP/AARXv/xmj/hMtL/59dc/8EV7/wDGaAOgorn/APhMtL/59dc/8EV7/wDGaP8AhMtL/wCfXXP/AARXv/xmgDoKK5//AITLS/8An11z/wAEV7/8Zo/4TLS/+fXXP/BFe/8AxmgDoK5/wJ/yTzw1/wBgq1/9FLR/wmWl/wDPrrn/AIIr3/4zWX4a1620PwrpGk39lrKXljZQ206x6PdyqsiIFYB0jKsMg/MpIPUEigDtKK5//hMtL/59dc/8EV7/APGaP+Ey0v8A59dc/wDBFe//ABmgDoK5/wACf8k88Nf9gq1/9FLR/wAJlpf/AD665/4Ir3/4zWP4T8SWmmeDdDsLyx1yO6tdPt4Zk/sO8O11jUMMiLBwQelAHcUVz/8AwmWl/wDPrrn/AIIr3/4zR/wmWl/8+uuf+CK9/wDjNAHQUVz/APwmWl/8+uuf+CK9/wDjNH/CZaX/AM+uuf8Agivf/jNAB4e/5Dniz/sKx/8ApFa10FcXpWvW2n6jrlzc2WsrFqN6tzbFdHu3LRi3hiJYLGSh3xONrYOADjDKTqf8Jlpf/Prrn/givf8A4zQB0FFc/wD8Jlpf/Prrn/givf8A4zR/wmWl/wDPrrn/AIIr3/4zQB0FFc//AMJlpf8Az665/wCCK9/+M0f8Jlpf/Prrn/givf8A4zQB0FFc/wD8Jlpf/Prrn/givf8A4zR/wmWl/wDPrrn/AIIr3/4zQAeIf+Q54T/7Csn/AKRXVdBXF6rr1tqGo6Hc21lrLRadetc3JbR7tCsZt5ogVDRgud8qDauTgk4wrEan/CZaX/z665/4Ir3/AOM0AdBRXP8A/CZaX/z665/4Ir3/AOM0f8Jlpf8Az665/wCCK9/+M0AdBRXP/wDCZaX/AM+uuf8Agivf/jNH/CZaX/z665/4Ir3/AOM0AdBRXP8A/CZaX/z665/4Ir3/AOM0f8Jlpf8Az665/wCCK9/+M0AdBXP+BP8Aknnhr/sFWv8A6KWj/hMtL/59dc/8EV7/APGay/DWvW2h+FdI0m/stZS8sbKG2nWPR7uVVkRArAOkZVhkH5lJB6gkUAdpRXP/APCZaX/z665/4Ir3/wCM0f8ACZaX/wA+uuf+CK9/+M0AdBRXP/8ACZaX/wA+uuf+CK9/+M0f8Jlpf/Prrn/givf/AIzQB0FFc/8A8Jlpf/Prrn/givf/AIzR/wAJlpf/AD665/4Ir3/4zQB0Fc/Z/wDJQ9Z/7BVh/wCjbuj/AITLS/8An11z/wAEV7/8Zqvod2NT8ZaxfwW19Hatp9lCr3dlNbbnWS5LACVVJwHXp6igDqKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKSgBaKSud1jxDc6Xc3cQtoWEKQvHlzmTf5ny4xwxaPao5yWH0oA6OiuT8PeLLrWdWFnNYLCht2mEgYnOH2jGR0xwf9oEe9Ty+PvDMOpX+nNqWbvT43lu40t5W8lExuZiFwAMjn3oA6WiuOHxS8GHTTqQ1pfsQmEBn+zy7PMI3Bc7euATirP/AAsPwuNQtbD+0X+13Yzbw/ZZt0oywyo2cjKsPwoA6iiuUh+JHhO4tb+5h1RpIdPAN26Wkx8jOcbvk4+6fyqCT4qeCobOC7k1tUtrhnSGU28oVyuNwB2c43DP1oA7KiuVf4i+FY9Xk0l9ScajGGZ7b7LN5ihV3njZnhRn6VHbfE3wfeWV3eW2seba2YQ3MyW0pWIMSF3HZxkg0AddRXLD4ieFimnP/abbdSYpZH7LNi4YMFIT5OTkgfjSw/EPwvPdXNrFqLvcW0H2meMWk26OLAO8jZwMMPzFAHUUVyH/AAtDwb/ZQ1T+2R9gM/2b7R9nl2ebt3bM7euOafN8SfCVvPZQTaqY5b6JJrVGtZgZkc4RlGzkHtQB1lFcw/xA8MxtqCvqEgbTsfbAbWb9xnpv+Tir2heKNH8SwCfSLtrmE7sSCGRVO0gHBZQDgkUAbNFJUN1cpaW7TyByi8nYpYj347UAT0VzzeMtJRA5aYI3lBW2dTL/AKoder9v1xTIPHGh3MHnQ3EjJmbnyiCfKOH4PP3vl9z7c0AdJRVSHULeexgu0ZjFOoaP5CWORnoOelNOqWi3CW7PIJ3RnSMxPuZVIDEDGSAWUE9tw9aALtFUo9UtJnmSJ5HeF9kqrE5KNtDYbjg7WU4PYg96bJrFjFZteSSslqkZlado2CBAMli2MYxzmgC/RVVr6FRlhMBkDmB+p6dqQ6hbiRYz5odgWC+S+SBjJxjtkfmKALdFVft0JYribcBkjyHzj8vY1FJrFjDay3UsrJbwhmllaNgiBc7iTjAxg5z0waAL9FZ19renaZZyXl/cfZLWPG+adGjRckAZYjAySB+NY/8AwsfwX/0NGlf+BK/40AdTRXLf8LH8F/8AQ0aV/wCBK/40f8LH8F/9DRpX/gSv+NAHU0Vkab4o0PWEaTTdTt7yNXWNngbeqseACRwCcjGa1qAFopKhu2mS0le3AaVVLKpUncR2wD3oAnormtK1bXrnVIob3TVhtWhjZpRGwIkKsXXk8bWCjP8AFu46VoNrLG/ubSHTL6c27hGkQRhCSitwWcdmFAGrRXOXHi5LXw/NrcujaoLKG3NyxCxbtgXcTjzPT8Ks3GvyWyRtJoup4kdEXAiPLMFGfn45I60AbVFY51yUSiM6Lqe4kgZWIDIBPXfg9O1INekJYDRNUyuMjZHnnOON+exoA2aKxY9fkluJYF0XU98ThG4iwCVDdd+OjCq0/i5LfQrjWZNG1QWdvbG6c7Ys7ApYkDzOeB2oA6OisS48QvawJNLouqbHdUGEjJyzBRkb+OSKY/iUx6zBpTaNqf2meGSdOItu1Cgb5vMx1kWgDeorGXXZXMgGianmMKSCsYOCSBgb8noaSLxA80jomi6nuSQRt8sXB2q3Pz8cMOtAG1RWHJ4jaK2ubhtF1Py7dXeQ7YuiZzj95g9D0qUa4wEbS6VqEMbypDvkWMBSxAGQHzjJHOKANeikpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWsrX9bh8P6Y19cKDGpOcyqgAAJJyxGeATgZPFAGpRUVvMZ7eOVoZIS658uTG5fY4Jqhr2qyaPZ21xHAswlvba1cM+3assyx7hwckbwccfWgDUrhLDQZZNb1a7GpaiEvYb6DasS7LU+aADGdmSxwTjJGQePTR8P+L5tb1f7E9gIF8hpd4kLZw+Bxgcdj6MCOcZqjaeJtJtNXvbSW6vBJaC9kuoY7a5cBfOBDqVQqcAn7pyC3rmgCsnhGf/AIRhdO/trWQ32mK4+0/Z080cFTHjy8bF+90696hutDdrzRb77bfSxwagYHtjEphYfaJR5jnbkMdwGAR249bqeNvD/wDZC3R1HUDbCSGIyfY7zJk5LfwbsFenaqz+IdJnfTbFb2+guZNQkuEQ2F0wlQTSsowEwSSB1IIx7YoA1J9c0ix1d9J1DT4WkeV4YVt7YOXVYUkJKDLH/WAYUH8M1VvvE1lZ3YhOmacsss+y2hnfyppx5aMSEdBhgHOQfRR1bhT8QLR9H1G8gvI2ext/MlL6ZdrEj4b7zbM7Mr94A8ZOKrS/E/T4J4ZJZ3WwmlaOO5Ol3XO1FJ+XGc5YAD0BPpkAv2+r20l9pq3NvosNjqUYNrcFgfOf5QY142ksSSuGOQM81k2mmG98T/EG0iubm2WS40+NTbICYQIUYsgKkZ5OeO1atx43sRqbaabpDeRpI4STS7oBWUbgS23AG3JJzx05rI0jxFoa6t4n1WK/vpYrp7Oed00y6j8vA8raBsLciMc9y2O1AG0vh2V/+EeU6rqcY095GZxCubn94pAl+TgHHbb1NVdO0eUa/q16bm8RrjR4l/s/yQIoCwYbU+XtswBk/eb04bP4701V002Rv7o3UksduXtrpIy3mLjcfLJOAcdDzxxyax/+Er36lLHbas5lXT4vtd2ltOI4whYM2SjZOWGMKucnkY50VNsVzXHhWZPDUWl/2vqzmTUWlN61uvnQjYw+UeXjBwOcfxnmnXXh+W6vtBvTf6jatbWEebCKBfKkKFTtf5OM52kZGAB0rnYNdWSGS9m8R6tFp4vDB5xt7pmlO1jhUVPlP3SMMeMnjGKtR+JoUvbCGfV9TSSSyT7NcyWtw4mLbfmULGAFJH3pNxPcDgluml1C50s+hyrJ4gkF7fy/b3jjWNoVItwSoMkXyclckjO7lBVnwppsmk2cNrJc3Vwwa5PmXSBXI8xcHAVRyOenes//AISXSreLU4RqepvLazxvcyT2lzlEyu5RiMAEgMAEHcetaHhnWbLWAkllcXFxGDc4klgmTjzRhcyKCSBgY9qyYzpaRlV0ZHUMrDBBGQRS9Kz7LWtP1C8mtLaZmnhAZ0aNkOD0I3AZBx1FAD/7H0w5/wCJdacgj/UL0PUdKVdJ01UKLp9oFJYkCFcZYYbt3HB9ao3finTbKZ4pzMrI6RnMePnckRrzg5YggduOoyM14PHGh3NuZ4Z5GjzMM+WQT5Rw/B5+98vufbmgCr47trAeGIoLm9/sy0WZAJo3hjCAA4AMuEA7c/hWFLBov/CZ+DN2s3JvE0wfZMS23l3EYKctzks2VI8vIO1tvANdleX1tc6fYXq3xs4JXDrOSqkAo2B84IHpyKzptRtT4l02ZdXsWtIrOdJp2lg3798O1c9QHAcsFwMxr04yAcXa23h4+IfGxj8RXUc7NMLxHnsgsRJiJdMnOF+VMvgAhgfmFRajb+HP+FNxrNr96dJErN5qTWZmk/dvmEfNsLYz8oO/I+tdtp1/bLqOtvPrdpBFNdA2zRS24MieTF+8bAyWDB0G7+FF4PBqjresWlp4DmtW1iwbUmsXEdpI9uyzSeWQISmNpQtgYHbvTSb2AqT2+ljx3pUi67I14IoRHZefa4kXb97aD5h4ycqMcemay7a38PLF4ijHiOaSSSPMtx9psiLRRKMjIbauSVH7z+7xzmupuvFWlSPHJb6rPOqvHmHEcaN8w5JcKffg4qGbXpTdFra6jfdE6iS6vbNDExZSApQMcEA5yD0HpT5GBzuv22gPomgxz+J5rVEt28q5F1Yr9oUkc5dthwQfucfNz2q3O/hmDWPF13c3088A0+6F/pQngyIxgSFVVhKC2DjcQPn4x8tbUWq3twy+frWlWW1ADJDfRTNJ1+9mJRx7ADnv25/XNEt9QlvtcHiC1l1BLW4ht9L82AWk4LOyK6k4bccMd5PJyenA423AZ4cFp/Yc40zVW1Gy/tOwLyzS27vu+0xjaBCcKOhy3J7DHNddBomtWN0o069s7az2zkxtEZFDNMWQ7Btz8h2/eGMDGRVDVbkPpqwyeLrKYG7tnDbYg6FZkIIw2MAjPIPStFb2ASoG8XoybTuYSWw5yMfw/X8qTQFbVPD2r3kbQQywiNmunMpunVx5jEomNjArg4OehAwDjFWbTQ72x8RR3nkWV1DLGvmytIyNbOFIYxJhgQ5PPzKQOMtgAJDfwNLcCbxWqosgEJE1r8ybVOT8n94sO3Sg38H2aRh4rXzhv2L51rg8nb/B3GKQGD4khtH+J+myyai8V0kVp5doJIQJh58mSVY+Yccn5eOOeM16JXF3tpo82q2uprrUd9qKzW0Ue5rdmCiYZC7UDDh2zg/Xiu0p6AFFV5tQsredIJ7u3imfG2N5ArNk4GATk81YpAFc7p0V9/wlmrSfZovsXnqPO+3y793kRceRs2fjuz7V0VYGnaRZf8JPq2q/YrL7Z56x/afsy+ft8iLjzOuPagDNvbLxM/w9u7aC0iGttAwiUam5+bZgNvKAbs/8s/udt2Oa0NQttac6V9ms4DsaD7U39qSgxgOpcKuzEwxu5cqT6ZrP1DwvobfDi90yQadBpr2jyvdCzXan7vmfbn74HzbuuRWnqPhzSZl02Say02NrCSBbaQ2alodsilVjP8AJAAA6ZoASG31ldWuHext0tWMmyRdWmkZwc7cxtGFjzxypJXoMiqSWuufZ5o/7NtPte+NvK/t6527MP83neVvznjZtx3znitGPw5pVrqct7Fp+mQXF0XWWSKyVJJw2Syuw5cE8nPUjNVE8I6J5c2nf2Jon2XMc/kf2cnlb/nXds6bscbvTigCZLfWv7dEj2cBsgyfvDqkqso2LkCIR7ZPmz8zkE+gAFZ0ll4mPg7WYFtIk1SSyK2hTU3lZ5djckOgSI5wdqkqehIAzWrHoGmS6yb9rXT57m2ZEjke0VpLYBFwkb9VXncAOm8+tZVx4X0ODwNrEAGnWlpfae32m/is1QsoRv3z4PzkZLZPfJoAn1Oz8QyaRYJa6dbG6WTM6f25cKEXzFPD+VmTK5yWAK/w5qvcxX3/C2dLc20QtTp14Vk+3yliubYE+Vs2jDbRgMQQSxIKgG5qfhDQrnSbKzn0vRkt7WVfJRtPQpGWkUlUXou84Bx1zVa60iyX4q6VqAsrIXMmm3sjTi2USsytaoCX6khWZQeykjvQAlqdQVLmHUL2008yXSWqQ/aLi5JcorqFmLxsSd3QKOmOeSVvLuPS7ryL3xHaxS24E2ySOYFV2M2Tib5xiGQ/Nu+6w9qdBo0FmLrTI9ElS1juRcQLppjtkAaIKSoEiled/THPNV73w9pmrzyGbRtWkeKOK2f8A0uMkBA7KCTKScids5JyGwaAJ5bqKAX0k3iewgxDvmlmWRUhR3ZFbDTbF+ZGAOOo9+YIJ7uaO9tWaKeOx1y1i84TyjMbR28gbDM+47pcbchcfN1HL5dLsY4NQuP7K1OJLiAQ3D+dAwEccjuRhnIxl3BGORxRHps4fU7y9sfK83XbS5tfPCO4AitoS4KkhTlZB64J7GgDsqWkpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArk/iFaPe+GhBFp73ztOoEUdvHM2CCGIVyo6EjqDgn6V1lYniZPMsrZd21vtKlSLeabBAY52xMGyMZznHH0NAGnZM72Fu0gkD+Wu4SDDZxzkc81PUcG77PHuOW2DPBHOPfn8+akoAK4awsGbXNSk86/D3EN+kQW7kEaDzlBKLs+Rs4+ZSx6nGa19G8WwaxqbWCWskUiickswI/dTvCfwJQnPvVfT7+CLUJo2tr1vLN6ZZltZ2C/vwQqMBtJIzwuTlfUUANku102G0R7OS4iGnid3F6wkJQqAoDYUnLDBLKBk9KjvNa06IWr6fFDcxtJIxL3skRhcIzMxG08c4LZ/j755fb+Jb6DTYWGjTFEEcXMN0Hzjn5fs+cAc56ds5p8Xiq/llgjXRmJlleMsBclUClxlmEGBkpjBORuGaAGxhJr46TeW2nrZXMICRteyZmgIZQgjZQG4ByOgDAVi3umNe3DRG41IEavcKhhvpYzzCCNxCMSAoIHp0GRmrVx47u4bK9urrw4YriytmuY4pmnQy4XLBC0A5BwpPQZ9ME1YNRa7ui7QahFaPqjSyPbWly8mPJU5UqmVUnC5IBIY4AHNUo31AwrqDVNP+IeoTQtLf6AlrcRpp9tduv2UbFD7gw2BSedoJI+U4zgHVi0R0g1W11q7vJnnitURPt07FiZZMKC6ZOMdlPc4Hbbv9WtLC6+yQaZcS3TwXKwwtaTbZnJUhQWwjBhlm55xk4NVrS6tU1XU9RvjfSlIrYqs1ncKLZTJICE3IGPHO71z0HFWtNv8AgiK6WL3Flo/9oi+htFaRfsklzI0kg8xdyzbVbzcnopC8cE8nDNJ0iK6vr64uo7j7ANLhe1tzcSERJhvLIUrtDgLkFT8pJwCckT6P4p0fWPEQhlN19rtSxjsPsU/m2hLYDyYBwzBjkngA47nL11M3Wo3VjawzR3K6bAL1Et5SkGNxMSqBgFgwC+wYjOMEu9l/wwFBNPk1HSksDJqps/t8nl3Dag7tcSGNwwD+XuEYAcEbeWPpnOjLpqStoU8E2ppYw6bHiNb2VMou04dQhVjggHJGe+OtacV/ZQ6fZrBp1+lrFdMhUWFyHiUI4VkXbuGflGQMfMfek/tGBU05JbK+S5NjgQR2Vx5SsdnynC7QM8HJ4GM1EnfYZHdWKBtdaaXUClxNCihbuT5JCV2GMbP3fJXldx46dKseFbYWtpFEHunw91k3M7Svu80BvmZVOMg9v1qW41GEi9CWV5IyTxFw1lcYZMpuZflwWA3EbecqPapNEuo7l4ylvcQYNzhZreWIkeaMNiQA5IwT7k1IG5XF+BVjt9R16C30trG2N0Xj2phJvmdTJnzGO4hVzkJz2JzjtK4/wHpsFlDdT2+4x3EcJVngmjJUBsf6zrwexPU+vIB0dxpFhdSvLPao7uVLE55K/dP1HY9qgi8OaPDEYotOgSMlztVcD5zl/wAzz9eamvtYsNNljjvJ/KaX7mUYhj6AgYz7dTVWHxTolxAZotQjeMGQFgrf8s+H7djx9eKAKHi3Q4tR8PW+lQ29sYhMoWKeHzEAVW/h2tnp6Vz0vhIN4v8ADLz3Np5tppzRxQpbFHREMYJjYJ8u3co5wRv4C5IPXata2fiHTbOMxWV3azyCRVu7bzomGxiCUJGf6VQm0zTo/Fug2x03TDcQafK0EwshmFImiUrGd3yD96MDBwAeeaadgOVsPBEH9ueLJYjYzPPLIhzbuXiZhE4V2KZfIw55OS+eetGq+E4pvhH9gnm09YYw1w921oxRE8ph5oXZkMAc7sA+9dFp2haXeax4m2aRoqy/aTbXEjacC05eOGY7zu+ZTvXI4yw3VX1LStIg+GUs0mjaO9hbWr6h9k/s8eXgRFvlXfxJgkb855NDk2rXAW48M7PF2nat9msf3CQx+YLX96MDbgPs4HPTcOOPas+DwcIRrVt5enIdQjJ+zrZEJNiRTukHl4Yrnjhvvnp36i68P2a6na6mLHShPCYo1mFgBOoyFwsmcqMHGMdMiqy+GdKhu7mzGkaGH1CF3cppiqjqroSJV3fvOWBGcYIJ70gMLWPBf9oaXo9l9n0yQ2UBXypbHekeT1RfLO3OOeB90damuNDS3vfFOtHUYLRLixuozqkdswnt8dW3gAsI9vAD/wAAxjHG1d+FdMvorWyk0nQpBZxAIs+lrJGgYniNN3yD5eeuePSsG91TwtBJ4ruY9O067u7a0uBqVtBaBbl4+dwkmzyrBCcem30GQCj/AMIsbLw7daALPS411CRJmKWhVMRyxYBjEXzklgOnFXbq3gkk0eSR9AU+HA0bRs+WQqkbHavlZjwqA/KOAR2FWrXTdC8FanBPqM2iaZHdRzEtHGtnDvDQlVALYJG32JwTVk638Oit8p13w+Vv2Zrpf7RixOWXadw3c5XigDAsbqC01HVNaig0+WLWnWF2WN0aJnCqiSZiDtuJAAI6nnFQar4cmsvCWkeH59N0kQXeoOysYQVibyJpMmIREAgIRkc8+ldTP4g+HtyZ2m1/w87T+X5jNqEW4+WxaPndkbWJIx0JyKx/FeseGPED+HtNs9S0fWAl+8j2vmJe5RbS45ZA2Tzjkng4NAGn4l0Pz/F2laz5Fofs7wR+Y0GZRmbor7eB83TcOp9ee0rjdWg+367ZX8nh1ImgmgRb+5toTKo80cJIJC6g7iMbe59a7Km1YDhvE9o934tt92k3V7DBbxTK6TW/lQuJH+Z45GDEDAOVGfTmu5rhPFOmT6h40sZLeVozDHAZfKin3Mhlc4ZlV49vB4Kg9fmA6aFxrlxbeNEsJNLv209wP+JhGZGhWQ7QqEDjOQwPBHzLyORSA6usbTpYf7d1aPFx5v2lTnZJ5ePIi742Z/WtmuNg1y003xzqdpLq1q32q5iRrIzL5sD+TGFk253bWyq9ODtPckNK4FrUL2yT4e3ly2lXM9uti5OnFZQZP3efKztztP3c4xWlqFzapHZ77e7mLyw+WuyXAzIoDPxgEcH5vSs+81+3bwTdXVt4k0iO7Fu1umotcx/Z0u9mBluV4bBxj8O1Xr3X9LQWMUet6bDPfPE9qJLlAbiMuufLBPzblJAx1JFICb7RbG+2LFeNIGbczxzBVwDkqSNp9Bt9eKrpc2nmTPt1Dy8RjHlT78/P2xux79PxqWPxBpF1fy2drrWnSXFoXa7gS5RpIlXIbcoOVwxGc4xVRPFnhv8Afah/wkGlfYf3cH2n7ZH5fmfO2zdnG7HOOuKALVvc2p1OeP7Pdxy+auHCSlJP3aEMxA2g9uf7tZt5e2Q8DanP/ZVzPDHpzNJp8iygSDyz+6UleQfu5UEYrSTW9Og1P7Fdaxp4uLsrJZWxuEEjxFQAVXq2WVyCM/4Z82vW914U1Maf4k0g6paWZSW7FzG0VtcFCFeTqFG8E8jseO1AFzUbuzj0+2d7e/mjaZAiCKfcP3ijcwAyMH5hnrjiqF3LD/ws7SEAuPMGmXwOUk2Z32pGDjbjGc44zjPOKt3/AIq0OLTrW7XxHpEENzIDDPLeRiOZEcCQIxOGwMjjoT2qjdatprfFLSbBdQtDeJpl6j24mXzFZntXUFc5BKqzAdwpPQUAa8N1aMtyyxX4RVTczRThzknAUEbjj29eabbXNq07gW95GTcBVYRzfvDsj+Z+OOoHzf3T702HxPoU1rc6jHr+lyadAEWWdLuMxxMSR8zA4GcqBk0sWv6XG8Lz63ppi1GUDTf9JQeeNqLtTn5zvJ6Z+8PpQAy4urQWOp/6JdyGOKcyQlJQkgBOQpI25b/ZyeeKS/mgk06AxC7AN/bgedHKpz5qHneM4x3PGfenvrVlONQ0611rTjqtvFK7Ri4QtAB0Z16gDK5JFQXeu6PqemW8thqtjdxyahbwI8FwkgaQSI5QEHlgoLY64GelAHQUtJS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXL+OZUh0uyaS/nskN6is8IkJYFWGD5bKwHfgjpjvXUVyfj/zP7EtjHFLLi8QtHHDPJuG1uohVnx37DIHPqAdJYuJdPtpASQ0StkknOQPUk/manqGzz9igy+8+WuWJzu465qagCNLeGJt0cMaNzyqgHk5P5kk/WuIsNESTW9Wusxg3kN9CyEz5k/egZOG24GMfJhvm9c12L3oTVobAxNmWB5lkyNvysgI9c/OKwtOvtKhvnhmuY1ut16WLXOPKTzxkYz8ucqc+1AGInhaL/hGhYboSpuYp8Zu8E4K7vv7/AJunXb7Zqa30aI6tpF+zxR/ZrmdMsZwWCyTnaMNs46/MM8cmtpNU0E2iEXkIixDz9t6Ek7Vzu7dcVi/bdNvr6y0+a4tntxfXJl3XIO4lpyqbM4IK9SezKOQ3DSuBhw+Ho77wjr93JcraRyWZkhuGkuFXcBJi5bLHj+JduBgklegGXbafcPJcaNd6bOI9Luj5Esi3IN+zxYKrtYfN8qNhiOuRtUYru7vVvDi+DtSkKxz2i6Xums1uss0exsQj5uDjK4HrVayvdDn1iTULu4RSb5orMyXZUxj7ON0nJBywG0g9OBxzVb6vYRC+gOnie41ea9hjuZILpjKGnzH8oUYIIQiPOM47+uMZ+n+HonutbsYQsduIrXzMG6CSyCWTAyzlmx8wIUjnHcHG7r+s6PHDcRxSxveSW1yqhbjdsXKh8rnHIO7nj5ferNvdaJbX96kd/FJbiC1DMbzcQxll5Lbs5ycmi+l2BgXPhDSrK50a/hs7JtUEpRGLXCNK6uNmDuz8i7sltx2g8EDFJpWjXGn6lq90Zlvmm0dN9yGn8xi+4lhltrDjjGGwByTuJ6C01LTLrWUd7qBLa3Mi2bG6B82TcN7g55+9tH/A+xplhqWjGa6ljuIlhOlW58g3PKp+8+XGeMDA/H3pPRWGY8Oh2c/h5NLhubcldTMksAa6ySYmwjDf5gIGGwSB8vTPNTy6Ct7Pod2GMzWlhHH9q23WSylSGGGwc5JG4Envmtea78OP9klN1CC11JGlwt5ho22vk7t2cEA8dPmHFJp95e2WhaCLci4tV0vzZnaIu8myNNoBUgAtk/wnPYVIFefRd7648e5DqLpyI7nJUEblbngEZHyY6mrHhqxGh2sNq6SEKZ2zHDOygM6lRl8npx17VWtfGN7qcNr9n0m7sLhkikmS/tJBHh1DFUfjcy5xgAnOBgckT2Ooa3NqdqLu5hitbhS//HqQN6MEKKS3Rs71J5x7A4AOmgnjuIvMibcuSucY5BII59CCK434eTbobuL+07jUCiREyT+YCpzIpQBnKjaVK/KF5U5yRXTaN/x4yf8AX3c/+jnrF8GI0YvFe0gtm2xfLFIr5wCBkiWQ8YwM4zjPfCgG5qWj2GriEX9uJhBIJI8sRtYEEHg9QQCPQiqMPg/QLeHyYtPVU/e8eY//AC0OX79zz7HpWzNNFbwvNNIkcSDLO7AKo9ST0qsNX01lZhqNoQpcMRMvBX7w69u/pQBg+L9AXUPDNtpFoZoUEqBPJmMbAKrfxeXIe390/h1rGfwM58QeG7hRiytLNY7uEyf6+UYwzjyMPxu3ElCSV4XBB7DUoo9StrRYjayxyS7laaLzo2GxjnGRn86xbnw9YP4t0hpZ4DNHp86i0aCRlkQPDuZSXwgUlQF5++euOGrdQOPufCltpmreI59U1SO3t73zVsI3vhGIQzIRsDW/ysCHwVLYUgYblqLnwbLN8OY7K1muDqyyGVbxWkYsdjAAuLbcybiDs2jp97iuu0fw5p8Or+IpLQaVJJJciN0/s3BtyYYSI87vnUrtcgYBZyeDkVFqmi2T/C65spruxhsRp7s94NPJVI/KIMojDZ3gHOc59qfugc+vhxp/FtlejRdRis4VijKXE0a28pxtJaMREk5Ockrzg47UkXgC/WDWI1dhHdDCtJdF3hO/IMR+yqU43Agbsgj0zXe3em4u4Lry7H5HiXcLXEo+YDh93A9sdOKrnRYV1Bww00TTQSBI1sMK670LFxu+bB245HUmjmXYDhdU+HmrT6fo8MV7GotomWUxb4pJSSOXcRMXPHBKrjng1Yi+GCw6xrd/DHA2qXFnNHaXUrDy1lbHlsYxAFXGBnDN0PynPHbz6Mk5iiCaYzwxBSkthvRRk42DeNvfIyegrN1PStO/4RzxFLc3NvDp9xa3iXN0lofPjU7/ADCWySwX5sDbzgde5zu1gOTl+H6Q+EL2C4+0y3UlzbrDLLdl3UGVAcH7MoHBPVHraPgGzgn8MPaWiW4s1H2vyWCG4OE/1uIP3nRuvl9T0zgaOtwJp2kGyNvp7PPNFNtitUhi2Ryxli4eQBuowMg81ZmeU/2feNpIWGzjOWeKDaAdpzGfO/dj5fft6Uc8u4GZZeDUTX9furiPzYLpSLaNn3LCMD7imEBDnPIZ+3FZE3w/lbwTDp6vcC+W7aT7SLkiUrhsK0n2bJXkfLsHT73Y9FbXUdpqGqXJsoz9rbeQBbqy4jXh2875hhd3Qdagd4Bo9pps9nbQxX08nkTNZRyQEmOSXhElJB2q2GzjjHepAra94Wji8X6Vq9oj28EDwI0UEnlxMxlxkxiEgn5hz5i9Bxxz3tYeu2W+a1vNlofLuLddzW+ZR++X7smeBz0we/rW5QBy+stq6eJU+wvKtq9sizYhZgfnfO1gpAfB7kDkc1XWGE/EeRzJM1wApMRit/LRGiO1g+PNyWR8DODtbjAzV7Vp9Vi1oi0vbaO2MMSmCaIlnLOwZoyGHzAY4II6Uu61Pi/Z5c0l0DuDvcRFY18vkLHu3gE7c/Lycc4AoA6GsmG0gvn1u1uollgluQrow4YGCKqtj4qhvdel0j7HNFPE21y5GBwxXBHB+42cHjj1q3ZXVvFqGrJJPEjfal4ZwD/qYqAMUmyuPhvqWnX928Nnb6Y9vPdhSxMHk8TBcZOUOcY6gjnFdJqKwvbIJ5DGnnwkEDOWEilR+JwPxrltbkt08NPrNlp9lPqC6dsl09ulxFsJ8gr3AJ4XBPUDG410Fxq1jLYwzQy21ykkkJUbwRguvzf8BB3e2KqS+0gL8wQy25ZsESEqMdTtbj8s/lTE/wCQjN/1yj/m9Ry6haCSHE9u2XOTvHy/Kef6fjUaX1n/AGhMftUH+qj/AOWg9XqQJbRYVub8xyFnacGUEY2N5aDHvwFP41k6pBpz/Du9t7i8ePTG0l0kughLLD5RBfbjJIXnGK0LbUbU3F4C9vGFmADhgPNHlp83v/dz/s+1Zuo6pAnge6mW0tbiUaa7jTSAyyN5ZPk7O4P3duPagDY1FYXtkE8hjTz4SCBnLCRSo/E4H41lXn/JQtG/7BV//wCjbSr99qNqtupV7ec+dENhYHAMi5b/AID97PbFZN3e2p+IGjt9ph2jSr4E+YMZ820/wNAHRKE+1yEN85jQFcdBlsH+f5VDaLCtzfmOQs7TgygjGxvLQY9+Ap/GkXULT7TIPPtwNi/PvHPLcfh/WorbUbU3F4C9vGFmADhgPNHlp83v/dz/ALPtQAt5HbNod8ksxS3aOYSSBclQd244745/KjWf+PGP/r7tv/RyVFc6larpF44+zysElxAWBEmN2Bjvu/XNJqt3bS2kSR3ETsbu2wquCT++SgDWpaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsvXLazurWJb6KzlhWXOy7YKhO1hwSDzya1K5jxxfS6bokV5FPawmG4Ds1zcNCpUI24AqQScZ4HofSgDorddltEu4NtQDcOh461JUFkpSwtlYYYRKCMEdh2PNF9dJYWFzeSAskETSsF6kKCTj8qAJtqlw5UbgCAccgHr/ACH5VwlhpgfWdauRHL5c0N7FL/pEQ3kygDaDyvAbluK6uDVRNfWtqbd1NxaG5Em4FRgqCvrkbx2xz+XP2d7oNvqsxutbggu1+2pLbveFSitODuxuxGcAdACd2e1AGHdaYtv4USw8ucSTXiGJPtMLnzNhDMSONmMccH3FXNL0VItS0WSKOY/ZppldzcR4KiWbqDlmO4g5FOsL7wxPHJPPrkEUcbRwQSPqThyqtycl8qGI+7noqt6Yjm1bQ5rnSrVdbSKd7+5YOl6wURhps5IbAYhuCeTV2+yIoRaLfX2ja+ljM8MnkbcvNGVnugGKuCBhY1Y55zk8fwnKyaJC9jFEIZxBb3spdTewKwQwxnlj8p+baeOgBzWhdT+FD4H1axTxRbrBLpHkSzfaGlMS+W43CPcT3P7sYPGKiub/AMNXmpmyn1q3Wx+2NIZm1M4lBt1Upu3fNn5skngDb1YUfE/IZJDp93d+Lp9atw/nTRTfZnMsYUfuwITsPzdNxPA+8M5AzVCPTobaDWNNt4rqOS+itUANxFIcB5WY7lwqjaCMt3I9RW5f3vheW6nZvEtsk7Wt2hQXRYAMRk7A2OAOmPm6jpVSx1HQptY1aefXbRbby7dIWOoszIolfOXL5G4qp4xgEe9Cd3zdhFF/B10uveGdRhvbxLO03AWDXaGNWEi7TgEAjb1Cg8gHrnNqwjkg8V6wb6OSHUZdIQPMbiIxO/IOOPlOQPvAd+orch1PwyslkR4htSEMvk/8TAjeTICcnf8APg4GDnNZtje+Gd15AdetJIn0iCF2e74K4kBPlluOMHGMjPvzDdxkI0Qr4VW0SG4EB1AyTp9rg3FNhC4f7o52cdeD2q3bxarpdtpGkw3d2D9hReJbXEbAKoHKZYD2zn3qrqF54Ys9ABsvE0SrBJM8AXUGb94I5cKG35XGfXBwOORWpcwaVpt2LG5tNVgso7fCXbag/k7cquwAS788qPu496AJJhrOb9YdQu827o0ZL2vzpkbh9z5TgN1x1FP0pNUuljN1qt3GzmY7V+zP8ocbOVjI+6efepL2w0eKyuZ2kvLhYv37RxahKzMUweP3nUEL1wOmaybm803T9rW2ma3cKbqS2Bhv3B81sN0aYY3M2OcHIyQF+agDrrK0WythCskknzu5eTG5izFiTgAdSegrL8O6YdN80EWY3xRAm3xlyN2XOFGAc8DkDBx1qtCZLXxhpVvG93HDc6ZdzTW89w0uHSS2C5yzAECRxwcc9+Kh8Gm1eS8e1ufOHkwIwHmYTaGAwXA4I+YDnAb0wSAdNc28d3azW0uTHMjRtg4OCMGsRPBmixo6JBIodpmP7wn/AFp3Pgnplju9j044roKiN1bjOZ4uCQfnHBHJ/KgDlvGGjyv4UttM010iMcqLG0oDgBVPXLpngf3q5+Xw/MvjHwnD9lsWhGmlrx/sqfO6mMMM+Zj5twP8X3P4sEj0C+/fC0MWHDS5BEhQEbG/iWoJbW5Ov6fOt0EgjtZUktfPbMjFosPj+LaAwyf+elAHm9n4cvpte8YgR2MUKySR2v8AoqD5j5Tq/MozhWKdB93qD8tQ6joF9H8IxOtvYvqEe+d1+yqfMjETHysebn0GMk/7Nel2VpdR32rvJci4Sa43Qxi5f9wvlxjZj+HJDPx/fqG9sb2TwbNaR34hvDaMq332l8RvsIEu7rwfmx0oA5afwzMvi7Tpitj/AGcqRLLb/Z0+dsYJ/wBZ64P3D9e9ULfw1fpFrlvKljJNMm+0uPs6f6PtkGV/1x+8GH8Sfc6Ht6DqEkcLxNLJHGBJHktcsP4h/CeD9aptqVuL0+XdecpjcGG3llnLHcuDlFO3GCOP71NRb2QHF6z4X1CXSdGhszYwXMcLG5n+zp++JIx/y2Xpg/xN97t3mubKLTtX8Q6ncaRYXOnrazrbaR9nTdNImOANxJ37WP8Aq+j9T36o32qXNysdpot0YwgG+5vDAoOTzxlzn3UdKxLTwrr9re+JtXn8QoJtRWZbY+cTFYIRgEZX7y7VycgfLyDT5WtwKXgfw5e2Oqb9Tmhe5liZgYlXCKkkLbcCRx178H64FdG3hK+8zVZU8QXIe8uHmhjKt5UIZQu0qHBYDGQQVIJJ61DqGjasbASXmrOJ/PhjQ2TtD8ryoGG5tzjPHAODgZrUh0BIJ4GFzfyYQiQS6nOeeOQN2DjnsOtDSXUDJh8BLHob6e18gKNBLaeVb4itniIYEIzMSpYDK7hlQB1yxy/ijb3svh7w/C89u15/aOXkEH7tmFrcE4QuODg4G7v36HsLXSzHdXzPPO6O4MY+3SnYNijbjPHIJ4/vVE+iq9mhbMlxDLJJDJJeyt5LEOu4McnIViv0JqQOOv7WK68aaXe6XELSwhkgWSGTTngLt5p+ZSxXPVRwh6dfT0ysnW43McDhflFzbAnzWH/LZP4eh+v+Fa1NtdAOE8XaMb/xfpF2LP7UIWi3nzICIAGchzG6b25AAw3HJABB3Ci6f4usyPbR28cJDqlxB5suY15ZABJtBA4OegOQOKs+JdL02fxPZ315aK9yggS3kaxjmDESMdu9omMZGQc7h17YzUbQ3b/FFJJbOZrVQxhuJLlWVD5IBCR+dkZ3cnyx077shAdkIIRJ5giQPz820Z5xnn3wPyrldOdv+FgasmIseYpz/ZE2/wD1EX/L3ny/+A4zXXVzunPJ/wAJZqyf2dqGzz1/0v7Qv2f/AFEXy7PM3Z99n40Ac/eSMfhlen7ZbxHDD7X/AMI9cgL8n+s8rliR183G3vjjFM1KCXS5tFmsER1ne2ke2GhTYUl13eU3S1Lf3JDgEkkg5Jv6hPYD4aXsl1o2tjSRav5kAuozObfy+XB87G3bn5d2f9ntWnqUqgaV9o0fWGjZ7fLpdR7bd/MTaJR53zkNjJUP0PJpp2AxbPWbZdbvXuLqyswUlcxzaBPayYJ4VpnfbMeRlVALYyOBVeK5L6JLKn2NgbiMAjwjeFCNr/8ALvv35/6a52/w4zXRq/marPHPoesImZAk013G8MxweETziVyMkZVcd9vSsew0y1062uDYeEdbs90qM1nbX0UUjEh8yErcBSvbBbOedven7rAtl5V8VWitLbyKyxlV/sC4kaMbB8onDbIecna4JG7nqKzEkZvB3iMG8t4ttpgXa+HrmDb8rfvDuz9ox13IMDrjBAq+llKdfZLRfE0Y3p586XVuYY3ManDq7lmIXbkhWHuaw54dRh8G6zJL9vPh9NPYyx30aPNcQbGyYWjucJhecMi9QMHoDlXcC9q8zjw7pDbrWMmR8k+EryQf61eBCG3Q56ENnfnIxT7h2/4XRpy4iwLC6Gf7ImDdLf8A5eM7G/3gMKMofmcGptXu9TTRNPaTwpqs2ZRmFNXRJIn81dnmN5mG3NgjDNgddtQXWoXsPxJ0ye60DUlZdPvBut7pZo3G+2yypvB2jgEbQSWBAOMgUG9gJbGWQ+H9Vcm1wDEAg8KXcSj5uSbYtvlz6qQBjJ6Gpo5JQ2jlpbaQPcDC/wDCOXLeUMRfKAG/0Q5ycyZ+8D0U1HbeJLMWV80ug+JrSQCP9zdybJJRuPKSNNtUDknLrkdM9Kns9b02WW3NtZ6izSXI87Gow/uG2R8yfv8A94NuPu7/ALrceo4yXQBoaZtR1+Nbi2jf7NcbJ/7BuIzGc8FrgtsmA7qoBOOOhqK2kZ9FsiRAM6xCP3egXFkOq9EkYlD/ANNT8pHyY3EGr8s8LW+tGXR9ZFmLe4Lzm7jMc4ydyxL5xKsecEquMdR3WWSV9KtS+karaE6nACl3dJIyjevzsVmfKH7oXJO4g7QPmEgdRS0lLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcl8Qg76DbwiWJIZbtUnEsCyq6FW+Uqyt/Ft/hb6dx1tc94xkuI9Jh+ziYu11GpEUk0ZxzyWhBYAdemDjB4NAGxYjGn2w2bP3S/LxxwOOKnZVdSrAMpGCCMgimQZNvHucu2wZYjGeOuO1V5NSgj1WHTiHM8qFwQPlA56n3wfyoAkt7CztCptrSCEqCq+XGFwDjIGB/sr/wB8j0ryOayceLfEht7OzE1/bXkLTvBEWZBIpdWJuPmyisAJEjGQPmxkn07TPEVnq00cVukwMiO6l1AGFKg9+v7xD9D65Fc5Z63p0HiS4jude0+3js47wywy3MavE73GQ2DyAFXJz/fHY1Ud7gcQdIgHw6NvJpVgM6nHMytawFSTGRnaLwgsOed+45xsx81aGn6KsXjDw5dyWVrLcGR/NmEUZMbB5h8h+0BlXCgACNh33MxxXSP4i0G+uIbq58W6cIbCSPy5HuoURp2U7yCeGGxuMcZLdxxcsPE2jRtawr4m0yNnvLhmge7hDSxmSXBUHk5O3p2BpvRWA4e0s7ey8H+NGl0y0j+1W8f7pIFBnYmQ7SEuHdj7kRtyTtzwMmfw/CfD2lwHSLFiL+4LRtBbukRaKI/L/paJjgDhmB4J2thT3CeJbTVNP1DUYvE2krf2Vk0Vm815EFiuCrBpHXoFLBQNwzgN61oQ+KtCS6mkTxdpccEt8SZWvYB5yCBB8pPBw+0ce9D0XKByur6cknxRubqPTLUsYp2kkESCZ0WHayiQTFgXGQMxA4J25ALVV0PRo4fD/iy2GnWQE8NmWjW2gCP+9k5ZVu3U/wDApErsIPE2my393cx+KtHW6nhmWOB7uJWULzBlT82MF3Of73oKsw+KdAfUdQnh8V6Y8S29sGuPtkBVP3kuRkcZwe/qKUtPdA50aVC8PgRRplootZ5Co8iHERE0fKf6SAucZ+QzH2PQs0qyg/4TDxHeLpdtGs2hL+6EUW4gqPkLefuI+XHzInQZK4G7sk8U6HmzL+KtK2Ss4jIvIf353DaB68cHHc1QsvEulHUb3zPE2lteDTYDJi7h2q48ws30BIPPZh6ipA4SbRIz8LpNPTR7EtNqzmNBBbokbeScSY+1lM8YyZARnhSAN3cap4hhvH0uC88OvOLuCO5jJvYFMIYjgguGLDjOwNnoN3Iq4fFmifZYJh4w0jyPtLLLP9tgxt2sVQHpn7h9etRnxTo6tp4n8V6Ut49nxi8h2yuduCM9QxBxj04oAjfULW1tNbsYvDUcNtbyBpktriCMXDuRlhtYFTnGWfZ9eDVjSZrfXtIeP+xFt4LmV5HhlulJ3o6/PujLAHcAwIOcjPvUs/ijSALwR+KdKVopYy4a8h/cx5Xdn0ON2M+1T6Jq9nqk8ZttXs9SZRP89tOkgC+Yu3Ozj7uPxoAkGl3R8S6dqBWFLa0sLi12iVncmR4GU8qOAIWySc8iqfhMPvutzSyIIoQshh8tHxu5XKqWPcnGORgnnHTVznhXTtQsjctqEYQmOGKMYX7qA8cM3TOPfGe+AAdHWNqPhqy1KV5JnnUuJARGwA+dUU9v9gH65rZpryJGMu6qPVjjtn+QoA5TxVp1xbeFLSw0vVZNOkikRI7vymlZQFbqEwTkccVygt76fxt4dibUtSimTT3DmdZAt8N0fmsrrIWiDN5ZwV/hr0q+YuLRoS7ZlyDEVJI2N03cVBLNqS6/p8EcUp097WV7iQhMrKrRBAT7hpCcf3RjvTTS6AeZ6dpurza34vWPxPcWbxXL/KiTyBH2RbWzwX2xlE9TgnGMGodV0i6HwrGoSeKr/wCSJjIVin2PbiJiYvJ8wDJGPmY7eOozXp9lNqct9q6XUU6QRXGyzZRGN8flxtnnqd7SDnjAGeahvbnWY/Bs11bW8z6wto0kcBVDmYISFIz93dgYBzT530A5FfDLWHi2zNrrHkWMwia5sYLaWMzvjlzKCAPmw2D6YqvDpmp79XWbxfeSXnlMbKYW86raJ5i7wRuzITlAMehJ7V6Jeebui/1+zzIs/c2/fHXv+VIZL0XflhLgwtG7FyI8hgy7QvbkFuvoKTbbuwPP9W0vVxp2lfY/GN1aXhgJurk21xKLnn5SE3Zjx83B659qW70+BH8VyX2talN4djsbsvpqeaJY8f6xhKW2vk+ZgH+8M9DXoTtdFlULc7QgOU8vcTk5znjsOnrWbqWp6lZaNqVzFCW1BEnFlbuF2TSAsIlAB3EtgZ5Hfp2QHFWGnatLALK/8T3epTTOHhkR5bMoyyRYA3hwcbi33T07VqWrafd6m9pJq/iOG7sJntnCztILkqiuxG1SSMegU5zxW0y3dlqlvq95bXdw/lyW2A8X7rzJItigAqOSoyfX2AxqS6tNCheXSbyNAMlmkgAH4+ZQBxXlmHWZ4re81h4rucRCU6if3UhVQrGPYH4O1TnOMHPQ4v6T4cub6yuLS71/UkdJGVzb6jvfOWDBgUAAJBI4zWx/wl1szMsVhezspwVtzFKR+COatw61NcReYmiamF64kWND+TODTcWt0ByWp2N/F4o0qSLXrhbBZo1l0+VZZfOYTlQ/mElV6Kcf7PvXodctevq+61V7EQ2LXsbSFrhS4zOCvyhT3K5w9dTQ1YDi9ftNL/4T7R765nhj1BEVLRY5WM7E+YG/dhGymxn54/i5GMjej8O6cniCXWzaW329zxOLaLzMbAuDJt39B/e6cdKr65otxq9/Zlo7Ca0hkSUfaY9zwSKxO+MY+8QcZJG3AIzk1vUgCszTkb+09WfzX2/al+TAx/qYvbP61p1h6dpOm/8ACRatqn9n2n9ofaFT7X5K+bt8iLjfjOPbNAC30msR+DLm4td76yti0sUexTmfy8hMYxjdx/Wr96t0kUTW8kjOssSsuFO5S6hieP7uTxiuc1Hwx4fb4bXumMlhb6e9i8j3YtV2I3l/8fO3+8PvZznjrWpqXh3RJo7CSXT7CN7GWAWkptkJgCyKVSM4+QHAUYxjNAGmyTJMhWaRkdiGUhcIME5HGeuBzmoUhk+2zL9qlz5cZ34TPV+Pu4/Sq6+HtEttQe9g0uwt7q6Z1uJY7ZFe4DAlldgMsCfmOc5IqqnhPw3++0//AIR/SvsP7uf7N9jj8vzPnXftxjdjjPXFAGrALl7q4MsjrHHIFiAC4ddikk8Z+8WHGOlZ95JrEXg+8urbfJrH2BpIYSi8TiMkKBj+9gYNOh0HR5NWkvpLKyuLy2dUgle3UyWqhFxGjEZUclsDA+c1k3fhjQIfAOrW8SWFlBe6awutRjtVG8eWf3zgYLEZL8nPXnvQB0V6l2ltH9mnlMgljDHapJUuoYnjsuelZN2jf8LG0dvNfH9lX3y4GB+9tPbPvTtU8JeG7nTLSzn0fS0tbWZPs8bWcZSPdKpZVXGF3ng4655zVS60nTV+KWk366faC8fTL13uBCvmMyvaopLYySFZlB7BiOhoA6NI5xJLG08pTapWQhcg5OR0x2HbvUUcU873EVyzeSkoVMquJU2KTu4/vFhxiqcHhbw9BDd2EOjaYllcKjTWaWkYjcgkhmXGCcgdR/CKS38O6IZgDp9hMLCcNZxm2TFidkZxHx8nKhvlxyaAKT+FbC0s7+60+y+y3bLMyJZn7OGfnaf3e0knA6mpr3SprO0h/wCJvqE0YvLY+XO0bjHnJxnZu/XNSzaDo0dvql7HbWVvd3UM8dxqCW6iTaSc7mHLAYHBP8Ipl3oWj6ZplvFYaVY2kceoW86JBbpGFkMiIXAA4YqSueuDjpVOcnuwOgpaSlqQCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWkoAKgms7W4kWSe2hldVZVZ0DEBhhgCexHX1qesSLxXpc1nd3UckjRWlxLbSnyyMNFu3/UDY31xxQBqQ2VrblPItoYtgYLsjC7QxBbGOmSAT64FeWRX/ANg8UeLJpYlfZHdRQbZYtzMzRfKUMZONzg72YqBn5TgmvRtO1+x1SWOO2ZyZEd1JXAwpXP8A6MQ/Q1ztpf2Vt4lltpdQigP2i6uZN7IAhyqKMnoTknHfZmtKdrO4mcxbJcw+BlVLWzMwvovkOpWpQptJVvMNuV3Fs5UqWxyWxxU1xuu/Eeg6ZLGircPPl47iIMv72cOP9TuxtJAKuvJyq5Brr5fEenW2nNNNq9uBHFFK7K0bMBk7lCgc4AyABms/QtUs4IoLmXU7UTXV/O1yhnRljXMu3Gfu9FHGASx/vUk/tMZz9usa+CPF0c9vDHYrp6qoivoGYwYk6lLcFG25+8HbPuOcrU5bmTTtOs2t7P7XPe3HyC/tggAhjziT7Ps5UtyoTDYyGNdzfeJIovB+o3MV3ZTXo0oyxWrbGDS+Wx8rYOSMgDb15x3pllrNg2tXkyarEqyagIHd5IiSqW/3xxx83y57j60o6agZd6sY8e3KSwxLY/Z7kNKl3b+aE8r95iLyfMyGwBmTpz93K1T0lr46b4jM9rZLKIbPy0jv7VkY+bJ951twi8/3kb8K6298RWsbSyRX9lIBbXTCIuhUspUIvr82ScZ5xxS/2xp0er3hGtW0haC1UO00Rx+8kzjHHAOakDFQ3Aj8I+Xb2xYzSeduvbYBP3qbtn7jEnPTy/LPvk5EGl8eItbWOOL+zxocYikNzB5rJt43KItynGclmYDAyDlQvWxa5p7SwhtXtFC+buYSxjdhxjP1HPGM1m2Ou2LTXFzJqNmkr6ZbnyPMQKr/AL0lQOvB7Z70Aczm4PgqIvbWguhqzeTGNQtDGzeU2d0n2fyxxv4KE8D5sECpr7eNQ8MLbwwPp/8AZsAMkl5bLIEyMkK0BZjjGNhXJ+7t5J6xtdsQLVBq1oS906vJ5keUQK+COwyQvJH8XuKhj12xktbK4bVLSOYWJZ4BJGF34Q7SDyOeMZ7UAZN1uM3iwTRQhA8RiK3dvl5MjYHHk5jXO3JcyDBPHWtDwKXOlQb444233WVjnjmGfMXPzRxxr1z/AA/iRir1zr1giTlNUs3JuIkUGWM4UsgZh6kAk5OQNvtUuj6jBfXKql3BNKn2nIjZc7RKArED1ABz3zQBuUUUUAFZ2s6PBrVqIJmKY3YdQCRuUqev1/HFaNFAHI+KDqHh7wjZR6KHmurZ44o8RPISNpBO1I3PT0U/hWNLqniH/hMfCcJu51ju9NL3cHkSj5mMZdseRtGwhR8+0jzMfLnB7bV7eO6jtopYfOQzcptRs/I3Z+KwWudDuPF2mR29rNc6ha2MoiaFIvLjjDRblJOBuB2fd+7k9N3LSb2A5mz1zxWNe8YxJPPPFaySNbL9mnby3XylWP8A49yOU+fCFs79wBBLVDqOt+KV+EYvvts8V5JvhlufIuB5cPlN++yLfzBjAO8gD/a6V0FnYyX+reIRp+npYu13svpbiOKZ3cxQthF6DKGM8sRnJIJ5puraFoL/AA/+031tqL6XaWbXIgiaNHCCIkttUhS+3oTyD0Ip8qW7AqXXiTVx4xsNLkuyLB0iknbyX3I+NxGfI2D5gOCwPbGeKqR+IPGLf2tNJFdeZbx/6CiW77ZQZACxUwhm2gL9xHxv7Dr3E2l2lvPbyw2KxmN4wrpDEAvzAdQNw/Dj8Kj/ALN09L94jp7CaeGQ/wCqhAdQ6bsgcE5Kn5vei8ewHG6rr3jKDStMuLUXCXVzATMn2CafYwPBKJBuQHP8QUnB9KpNoms3njjXbi98SXdnDBpssUepxRukMSn5mBZownyNI/zLLuATA24O30OfTLKYxQtp5doohhfJgIVSTgYbgdD92s/UodFi8P8AiG+urCc2JtbwXhRYw8qDd5oVgQ2ThsZIHTpxRzdkByU+peJ9T+H+pz6il2t7Bc2ywIkFxC0mZUBOPIRyef4FNaDWd5Y3PhA29qzSXkYN88trJLJGSIySWMBK4JbmQofpzjpNR022h0N4EstiSXdtuj8qEbv3ydgNp/GtGWztmutNDWpLwRt5X7uPEYGzP07fd9PpRzSta4HNaXfa7J4i8TWsk85tbX5rU+Q/3ti4XJhCnscIW+905rIn13xanw/j1FGn/tJ7x4pF+yT/ACR4c52i28wYIAyVA9+gruLG1sxqWrSQ2rrK8oWd2SPDt5aHgjkjaV6981XfTrA+H5IDYObZJJHaLyocggsGIH3fXpzUgYniK/1u38Y6Tp0fmy6TK8DzyNA5AfzTgb1i2D7q8FweenIz3VYeu2kTzWt0bfdKlxbqJdkZ2jzl4yfmHU9OOfrW5QAUUUUAFYenaZB/wkWraj5l35/2hU2fa5fKx5EX/LLdsz77c1qy3tvBd29rJKFnuN3lJzltoyfyFVtO/wCP7Vv+vtf/AETFQBhahp2hQ/Dm8Nwmpvowsnu5YhfTGUxCPcUDGTONoxs3be2MVp6jpGnBLCa4fUGFpJBHCq384DN5ihDIN+JPmwSX3E89alvf7X/4RO4+ybP7b+wt5Wdu37Rs468Y349qvXf2jyV+zY8zzY85x9zeN/X/AGd1AGeNEsLbUWuvM1FprlnXD6jO8algSdqM5VOAcbQMdBgVWTw1YfvrH7Rqvk/u5t39rXXmbvnGPM8zftx/DnbnnGea3ZPM3xbPu7vn+mD/AFxUSf8AIRm/65R/zegDNg0jTpdXmu431Bbi2kWNwL+dY3YRoQTGH2v8pUEsCTjnoKzLvTtCs/Amq3cqanJpVxpzTXEDX00jeSIyxVA0mE+UkYUqDwDwK6aD7R51152PL80eTjH3Ni5/8e3VRvf7X/4RO4+ybP7b+wt5Wdu37Rs468Y349qAKmp+HtLOmWlvcy6s0EEyrHs1S5DlnkXBdxIGfDEEbido6YqndaZAvxS0m9El35r6ZeuVN3KY8q9qgxHu2AYY5AGCcMckAjpbv7R5K/ZseZ5sec4+5vG/r/s7qxrz/koWjf8AYKv/AP0baUASweHtOhiu7FJtVImWNpHfVLlnABJG2QyF15BztIznnNJa6LprzlYn1JXsbgEk6jOPMfZGfn/efvRgIMPnv6nOyPM898/6vau365Of6VHB9o86687Hl+aPJxj7mxc/+PbqAMafSNLis9WvpDqLRTwzpcRm/nZdpJ37EL7UPBwVAIzwRk0XejWun6Zbxwy3zqmoW8wM9/PMSxkRcEu5JXB+6flB5xnmtaf7Z/Ztz5OPte2Tyc4xnnZ7elQ6z/x4x/8AX3bf+jkoA0KWkpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApKWkoAKpjSdNAcDT7TDuzuPJX5mb7xPHJPc96uUUAQQ2VpbFTBawxFQwUpGFwGILYx6kDPrgVX0zVoNVjkeBJUVSMeYANykZDDBPBHrg+1X6igtre2DiCCOLexd/LQLuY9ScdT70AQatqUOjaPe6pcLI0FnA9xIsYBYqiljgEjnA9azYfFtjPqAs1guQ5I+cqu0BpGjU/ezgujDpnjJAHNa1/9lNhOl7Gktq6FJY3j3h1bgqVwd2c4xjnNZBv/AAxbTPcH7FHNC5LOIQHRjnJ6ZB+Vsntg56UAbc8wt7eSZhlY1LEZA4HuSAPxNc1Z+PdJvru0t4obvddJ5kbFF27fNSLdkN03yKP16c1qtqmjajDNbPcW1xFujhljcBlJkVWRSDwdwZT+NVoJfDQvxFBBZLdQymIFbYAxuOMZ2/KTgY9ccZoA25H8uNn2ltoJ2r1PsK5aw+IOkajcwwQwXoaWUQjzIgu1iIiQRuyMefEDx1PscbV1rOkwyG2uryAM/wApjc9QSy8j0yrA9uDmqrf8I9ZtFP8AZLRMq0yypa8KEHLbgvGBjrQBtEhVLMQABkk9q5W2+IOj3dy1vBFdvIskkZ/dqPmjQO/VuyMrfjjrkVrr4h0iaIvFexzoYkl/cgyZR9u0gKDnO5Tj0YHoao3F74TspblbgadFJbFDMrQAMpcjbkYzkl1/Fh60AdFXIR/EbR5bwWYt74XJiEnlNEFYAs4AOW4P7tj9B7iuji1SzlhuJlmxHbDMxZSvl/KGwQRwdpBx15FVILbw/d3M8EFpYSTRKBKogXIBY4zxyNyt+IPegDXrkbj4jaFb6lJp7fajcJcfZtoi4aTdIoAJPcxSc9Pl5xkZ66qj6Vp0jOz2FqzOSWLQqS2eueOc4FAFiKRZoUlQ5R1DKfY0+gDAwOlFABSModSrDKkYI9aWigDOttNlj0exs5LuVZ7aJFM8eCSyrtJ+YEc89RS/2ddf9Bm+/wC+IP8A43RqWj2+qS2kk7zKbWVZk8t9uSrKwz7ZUfhkdCRWhQBn/wBnXX/QZvv++IP/AI3R/Z11/wBBm+/74g/+N1Nc6lYWVxBb3V7bQT3G7yY5ZVVpNuC20E5OMjOOmaqr4k0J9O/tBda05rHOPtIukMeeeN2cdj+RoAc+l3EihW1i+IBDfch6g5H/ACz9RTv7Ouv+gzff98Qf/G6yLr/hGtevY9RXWrWRokfTwYLqJl3O8chQ9fnzEuB6E8c8a2n6lpMum28llqVrcWnlkRzJcK6uqEKTuB5wSAT6mgBf7Ouv+gzff98Qf/G6P7Ouv+gzff8AfEH/AMbpX1vSY4J5n1SyWKAsJpGuECx7SA2454wSAc9CadHrGmTWX22LUrN7XaH89Z1KbSSAd2cYJBGfUGgCCbSJrhAkur3zKHVwNsI5VgwP+r9QKk/s66/6DN9/3xB/8bqjeroms3259VgeWwdYpIo5oz5UjsAocEEhiflAPXJGDmp7TVtDsIX02PWLItpsKpOj3SF4VAABk5yvbk460AT/ANnXX/QZvv8AviD/AON0f2ddf9Bm+/74g/8AjdW4rmCd5UhmjkeFtkiowJRsZwfQ4IqWgDOOlySMnn6ldzxq6yeW6xAEqwYZ2oD1APWtGszVtDttYe3a4klTyCxUR7ecjHOQf0+hyCRVuxtI9P0+2soWkaK3iWJDIxZiFAAyTyTx1oAsUUUUAQzWsU89vM4O+3YumD3KlT+hNZ0MeiazcXUn2G2nmilMUry26liVJXqRyMqR+Fa9QwWlvatKYIUjMrmR9oxuY9TQBV/sLR/+gVY/+A6f4Uf2Fo//AECrH/wHT/CtCoZry2tpYIp7iGKSd9kKSOFMjYJwoPU4BOB6UAVf7C0f/oFWP/gOn+FZ8EXh+fUJrJdHthNDL5T7rVAA2zePwK81bXxNoDac+orrmmmxQhWuRdx+UpJwAWzgc8VDaah4au7p76z1HTppvPEbyQ3StmUrtCnBxu2rgDr196ALf9haP/0CrH/wHT/Cj+wtH/6BVj/4Dp/hS2+uaTd2iXdtqllNbPu2TR3CMjbRlsMDg4AOfTFKdb0oRTynU7IRwb/Oc3C4j2YD7jnjbkZz0yM0AN/sLR/+gVY/+A6f4Vn3MPh60vorSbSLVZJpFjjP2VMOWBI5/wCAnr6VpJrWlSWTXqanZNaLF57TrOpQR8jeWzjb8p56cH0qnCPD13qdxLBc2c14JommCXIYpJt/d5UH5SVzjgZHrQBa/sLR/wDoFWP/AIDp/hR/YWj/APQKsf8AwHT/AAp1vrOl3YJttSs5gJRCTFOrYkIyF4P3iOcdatxTRToXikSRQzISpyAykhh9QQQfcUAUv7C0f/oFWP8A4Dp/hVO8Gh6HNbyPptvHI7Hy3htlyCPpyM5Az0yQM8ityqd9pVhqTxPe2sU7Q7vLLjOwkYJHocEjPXk0AS2V5BqNhb3trIJLe5iWaJx/EjAEH8iKsVHFFHDEkUSLHGihURRgKBwAB2FSUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSUtJQAUUUUAFFFFAEN1axXluYJ1DRsQWUgENgg4IPUHFchrmh6CtyY7wXsks0hWCGMr8hk3E7CcYBc5yTwwXoMCu1qjcaNp93fi+ntVkuRGIg7E8IHD4x0+8oPvgZoA5JvC+jaPcW9st1qzXM8qyxKkqAhx5m1s4A+VWIAPGFUYOKtPYaRZeIZSLrUFWW7Ek8Cxr9necASrubZuBGVYAMASe+DjpJNIsJruK6e2Tzo23qwyPm55wOCeT1qO40DS7u+N5PZpJOcHcScZxtzjOM4wCe+Fz90YAONS/8K6m/nwz6hm/IuHwAP3EyRsycj/VtxkDLbt2CK0YF0yazls0vdS1KMyTgxjy1aJEkXcgKhPkyoAJJJD5zjkaUHgfw7bQW8MGmrGtvCIIisrhlQHI+bdnIPRs5HY1PZeE9E05ozZ2Ig8sAARyOAQEVBkZw3yovXPKg9RmgDz0Xng6HSbq5tptXsrC5KF2EcMioxhS6DBZA5/1EUfBBGFAxvrorm40DW5LiU/2leS2JMU43DnemzOxyFA4ByoA3DPJDY0V+HXhZXRhpsnyKiqv2ubaNkPkKQu/G4R/LuxnvnPNacHhrSraSV47d90o2tvnkYYLbjgFjjJAJxjOBnOBQBzkq6HcwJqEy3I08Sk2xWFVjUyIISnPoemcDPAJxiuj0nQodHKrBNI8aQiJRJy33mZmJ7klv0qM+FNHMUkX2eYRSIqMi3UoXA9AGwM9yPvDg5rZAAAAGAOgFABRRRQAUUUUAFFFFABRRRQBynjLTNOkktNa1C8mt00+GcARpvDA7JWyv8XEBwPUgjkCs+CxsNRtI757q4Se1sokRmQgeW0gZJMBycnYRywYAt0zXZ3lhbahHHHdQiVY5UmQEkYdTlTx7iq0WgaXDEY47KNVKLHwTnCjA5z1xwT1OBnOKAOMsNF00Wkk8V7eGT7aZWjMKGQvLI0+EJJKgrIOFYcZyMk1beTQxY6Dp97fStLazRC2ZY2Uy5EoCMCSekTk5PVQeDiun/4R/TBZy2i22yCUqzqkjLkqAAcg5BwoBI6981C3hTQ3l81tPj3iPywdzcDcWBHPByT83X3oA4jw9rvhzTW0ye21e4MK2os4o5rQlvKWGOWNMr/GYyrZ5LZIwCMCd9AsrKcPI2sC5T7MkW4oBkIIY1UBxj7svccyMQfumuqtPBXh2ytGtIdKh8hkjj8tyzgKi7VA3E446468k5Jqxc+GdLu9PFjNFOYRswwu5VkyjFlPmBt+csTnOTnmgDlYLnSJdMvtAl1K/ZJXMBcBhKpV1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BL Galaxy Electrical Production specification
Schottky Barrier Diode RB520S-30
Document number: BL/SSSKD001 www.galaxycn.com
Rev.A 1
FEATURES
z Low IR=0.1μA.
z High reliability.
z Small surface mounting.
APPLICATIONS
z Low current rectification.
SOD-523
ORDERING INFORMATION
Type No. Marking Package Code
RB520S-30 B SOD-523
MAXIMUM RATING @ Ta=25℃ unless otherwise specified
Parameter Symbol Limits Unit
DC reverse voltage VR 40 V
Mean rectifying current IO 200 mA
Peak forward surge current IFSM 1 A
Junction temperature Tj 125 ℃
Storage temperature Tstg -40-125 ℃
ELECTRICAL CHARACTERISTICS @ Ta=25℃ unless otherwise specified
Parameter Symbol Min. Typ. Max. Unit Conditions
0.39 V IF=10mA
Forward voltage VF 0.55 V IF=100mA
Reverse current IR 1 μA VR=10V
TYPICAL CHARACTERISTICS @ Ta=25℃ unless otherwise specified
Pb
Lead-free