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h+0MX2q1DQpEOR5yDzWPJZkHz7jk5TOe9AHET+M/Gmo3Xh+4k+HVxaFr1jbJNq8cZlf7PMCrq0e5QE3tyByg9syahc+K7nw94vY22jWCSGT+0jNqM8j2Y+yRghNkGCfLCSAgtyx75A9F1FnF9pIWwW5DXbBpWXJtR5Mv7wehJwmfSQ+tZ97JMNL8UldBinZN/lwFARqX+jRn5hj5snMXfhAPagDhdXPjZtXujdTeGobg/2XvjS5utq4u3MGP3R/1km5G9gM461DpTeOF8S2H2QeG7iby9XKM9xcbQTeRGdSTGD8smFXAxtB56E+ganJMuqXATQYrpR/Z+J2QEyZuWDc4/5Yj96PQtnjrWfZM7eNdKL2C2J+yawPKVcBgLy3xJ9XGHJ7l6AI/M+Jv/Pp4R/8Crn/AON1mTv8Qj4osGdfCq3osrkRQC5utjx74N7H91jKkRgc/wAZ4Pb0es+ZnHiGyUWCuhtLgm8K/NEd8OIwewfJOP8ApkPSgDiNef4hNp0QvV8K28X220KvHc3WTILiPy14iPDPtU+zHkdaNUf4hHUdFNyvhWKVb1jbIlzdYmk+zzZVv3XTZvbtyo57Ht9ZZ1sYylgt8ftdsPKZchQZkzJ9UGXB7FKNRZxfaSFsFuQ12waVlybUeTL+8HoScJn0kPrQB5rdHxsf7V8ybw0mdZsmnxc3X7q4H2Xyol/dfdbEOeo/eNyOcS27+L18UK9y3h6SUa1ua3jvLlM3H9n48oMYCAvk/vO43d88V2txJMP7SxoMUuNVtFXKD/SFP2fNweOTHk4PbyByMcHmTf25t/sGLZ/au37VsGdv2LP2jOOu79xn04z2oA5/4etcNqMgmEBiXw/pS20sNw83nQ5udsjF44yGPUjb/gPQK4/wszv4hmaSwXT3Ph/Sy1mi7VtzvusxgdgvTHtXYUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP8AiH/kOeE/+wrJ/wCkV1XQVy/i+ws9T1DwtZ39pBd2smqvvhnjEiNizuSMqeDggH8KbP4YttHvbe78MeEfDS3KbszyYtXjyMfKY4XJyCQeR+OaAOmmhWdAjmQAOr/JIyHKsGHKkHGRyOhGQcgkVJXLXWreLbG3E1xomksGnhhC2+oSyH95Ise45gGAu7cT6A1nL4Etmh+bwn4LSUg9NPDKD2/hGf0oA2PIP/CuPs//AAkHP9kbP7a8w/8APHH2ndu/4Hnd+PetGaPPiOyk/tDYFtLhfsW7/XZeH95jPOzG3ODjzeozz5vL4QhbwB/asPhjwsjf2Z9p+yvoTNPjyt3l5Eobf2znOfercngFV8Q2Vo2leDykltPK0sfhnCKFaIbSDORuO/IJGRtbHU0Abc1oT4cso/8AhMNhXw7cRfbfOP77KQ/6bnfzsxu3ZOPN+8M8u1CPZ4q0pv7Q+1b/ABCzeVuz9l/4lco8vqcZx5mOP9ZnHOTxU3hKx/sWyvG8OaXsk0Ke+NvDoqiRdqRHySxYnzTvwG+8NrY6mpLjwDpX/CR2VsbO2jB1s2zN/ZVqqSL/AGe8uVBjIKg4XByNyk43c0AexVna3H5lhEo1D7Bi7tm83djdidD5fUf6zHl4778YPQ8nN8KNFlQKn2WE5zuTR7Ak+3zQGs3VvhZolnYxSEyzlrm3iKw6Vpykb5kTdxa52ru3EdCAQeM0Ad9r8fm+HNUjGof2cXtJV+27tv2bKH95nIxt+9nI6dRRrcfmWESjUPsGLu2bzd2N2J0Pl9R/rMeXjvvxg9DwWq/Crw/pmi6jfNHNeiC1lk+zpp9grybVJ2qUtgwY4wCO5qfV/hl4atLJJP7P8/dc28W2GwtFYb5kTdkQZwu7cfUA54oA7aaPPiOyk/tDYFtLhfsW7/XZeH95jPOzG3ODjzeozzzs1oT4cso/+Ew2FfDtxF9t84/vspD/AKbnfzsxu3ZOPN+8M85jfDDwjDrVnYnRVk821mlNwYIgq7GiG1gExk78j/db1NYkngTwauj2moP4RuZTLok2ofZwdrIUWIiE7VBMh8wgE8/KaAOwhj2fFFW/tD7Vvtb1vK3Z+y/Lpw8vqcZx5mOP9ZnHOT2NeOj4ZeCrzx+ulv4caK1it7rcDPKgmZBZsrrtYcATuvpkH8Oyh+FfgaDds8M2Jz13qX/mTigDe1NR9t0h21EWgS7ZjEWx9q/cSjy+ozjPmY5/1fTjIqeItT006DqNs3iG00yWa3liS6NwqmBipAcfMDlSc8EdKy7zwX4OtLvS4V8HaVKLi6MW9bJMRYhkbc/y8r8m3B4yynqBT9b8HeELHQdRu/8AhDdIuPItZZfJgsY1kk2qTtUhchjjAI5zQA7VfFvh++sY1svEtuCt3bMZbFzPu2zITH+7z98DZj/b6HpTbXxRZzeI72S3bWbjda2yfYjplxGIvnm/e/Oqj584z/0y6nHBq/g7whZ2Ucv/AAhukT7rq3i2w2Makb5kTcSF+6u7cR0IBB4oi8HeEH167tP+EN0hfKtYJfONjH5b7mlG0DbgMNmSRyQy56CgDnF1bUF8N3kcMutXRfw5BH9uFxbL5GEm/wBNJe5BG/O7Oc/uvvHHFrT77VB4t04pYz3kottXKtNdRdGvID5eVZ8eXxHj24AxgRRaF4QfQbu7/wCFf2i+VoUF95JtV8x9yynyQduRKNmCw+Yllz0FJb+G/CL+KtO8zwtpVpbG21UPFPaR7WaK6gRXO4dCNxX0V8DigDr/ALf4neLKaBp6vnAWbVGUfXKwtVG8bxRPeaS0z6PprLdOwiS9llFyfJlAj+4m4AEyY/6Z57ZqjNZ/Cq3lWKa18HJIxwqGK23E+wxmqV9b/DuO508QeELK9WWcqXs9EaRUHlOQx2RkOOAMc/eDfw5ABuazZ+J5tHvxP4k0nTbY2sgkuIrGRXgGw5cSGcBdvXOOMUavoepzW0TXHjO+s1+0wZ8mOGJH/ep8mdu/LfdHzdWGQw4ODrGl+GodIvJ7b4WpdRx28khIsLe3JAXOBkiQE9tqk5qPV/Bsf2KKQ+D/AAlZK13bxFILAXUmHmRN2QsYGN24ghhgEHIzQBpa14Q025i1+O71+52NpY+W8vZZFsiRMDcFS+3BwOwA8o4PJqle3Gg6RqV1b+HrtEkL6fGdP0iJVWJ0uSzK7BljjMwZYsMVJwB83Ss/UPAfg3RP7bvtU0Jb9tN0wXfmvHHbxSbvNzGqRKibh5Y5ILfOvNYHiyXw/d6suheF/A+nC9ultzFdSaZt+RpWUSqnl4WMN1kYYbKja6nIAJ9Z1rUbXxHp1tdXkmp39wmpx2+maNdE3GZLlGEM03VEUKVygXZ5BwxGQO38H+AV0qePV9b+zXGrgHyYYE221gG+8IV/vHjdIcs2OvJzyXgr4c6BpuuabDf6Rb3dxPa6n9q+1wB0Z4bqCNWRGBCrgsV74fqc16N/wgng/wD6FTQ//BdD/wDE0AX5o8+I7KT+0NgW0uF+xbv9dl4f3mM87Mbc4OPN6jPJrcfmWESjUPsGLu2bzd2N2J0Pl9R/rMeXjvvxg9DhS+DvCCa9aWn/AAhukN5trPL5wsY/LTa0Q2kbcFjvyCeQFbHU0av4O8IWdlHL/wAIbpE+66t4tsNjGpG+ZE3Ehfuru3EdCAQeKAN3Uo99/o7f2h9l2XbN5W7H2r9xKPL6jOM+Zjn/AFeccZGdfQFtK8Vr/wAJB5Hm78XHmEf2Z/osY67vlxjzeq/fz7mnf+DvCFve6XF/whukSfaLpot0djGBFiGR9zgLyvy7cHjLKeoFULzwx4Qh03xLP/wg2nP9g3/u0s0DXOLdJP3RC5XO7b8v8QJ6k0AbeqQF9VuW/wCEg+yZ/s7/AEfzCPL23TnpuH+u/wBV0524+bpVCwj8vxppanUPt+bXWG83dnbm8tz5fU/6vPl47bMYHQU9R8MeELbUp4P+EG06XZ9g/eR2aBW824aPgBcfJjc3qpAPFZem+CvCL+NrV4/CtlBHc2+qebb3EIkRmhuoI1dUbKqCNxUKAAHoA9RrOmjz4jspP7Q2BbS4X7Fu/wBdl4f3mM87Mbc4OPN6jPND/hBPB/8A0Kmh/wDguh/+JqjL4O8IJr1paf8ACG6Q3m2s8vnCxj8tNrRDaRtwWO/IJ5AVsdTQBu63H5lhEo1D7Bi7tm83djdidD5fUf6zHl4778YPQmpR77/R2/tD7Lsu2byt2PtX7iUeX1GcZ8zHP+rzjjIwtX8HeELOyjl/4Q3SJ911bxbYbGNSN8yJuJC/dXduI6EAg8UX/g7whb3ulxf8IbpEn2i6aLdHYxgRYhkfc4C8r8u3B4yynqBQBcuYCf7T/wCKg8rdq9o/+sP+j4+zf6N97jzMdOM+f0OeTyD/AG7v/wCEg/5i+/7J5h/58dv2bG7/ALb4x74/irEuPDHhCP8AtD/ihtObyNTtbb5bNB5m/wAj94vy8IvmfMBwdj56mj/hGPCH9s/Zv+EG07/kJ/ZvN+xps/48/N8zG3Gz+DHTfz1oAueFI/K1+WM6h/aJTw9pa/bd277Thrr95nJzu+9nJ69TXY1wvgez0201y6fS9Ii0mC50PTLhrVIwhRma6zv4BLAYBJ5OOa7qgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5/wAQ/wDIc8J/9hWT/wBIrqugrl/F9xLaah4Wnhsp72RdVfEEBQO+bO5HBdlXjryR09eKrap4n8WxGMaT8Pr26BB3m71O1g2ntgK757+lAHY0V53eeNfG1jaRTXXgN7cPNFCT/aEEo3yOsagYcHlmUZ4HPOOtWJdd8eyK3k+GJIDxt3x28v1zi8WgDodms/8ACD+X/aFr/bn9m4+3ceT9p8v/AFn3cbN/zfdxjt2q9Kt5/blqyXES2ItphNAcb3k3RbGHHRR5gPI++vB7eUR6h4h/4VoIprC5/wCEa/sbaZYtOgWT7L5ON3N+TnZz93Pt2rXurnXJvEFn51r4oh1T7HOLf7PHpgHlb4fNPzSsPveT159O9AHSyxeJf7DtVTWbFb4aJMs0527HvdsWycfJ/q1PmE8AfOvyntFqa3g8T6Kbq4ilhOvMbVExmKP+zZsq3A53+Y3fhhz2HnzmxXw/aG4i8byaYfD0/wBmDNpoxp22HzD8pDfd8nr83p3q3exxTeILRItE8XG4OtkXYbUoUYy/2e5CoUuAA3l+W27I+UMu7+GgD2OqWqreNZxixuIreb7TAWeXGDH5qeYvQ8sm5R7kcjqOMGnYAB8MeOT7nxH/APd1Z2r6Zp0doj3/AIV8apEbq3UMdeD5kMyCMYN4erlRnHGc5GMgA9E1lbxtD1BdOuIra+NtILeeXGyKTadrNkHgHBPB6dDRqq3jWcYsbiK3m+0wFnlxgx+anmL0PLJuUe5HI6jgdbtrCLw3qA1Lwj4sXT47WQ3DtqsUhWMKdzYN224gZPQ/Q1LrKactjH9v8Da9FCbq2CstzanMhmQRr/x8ngvtB9j1HWgDuZVvP7ctWS4iWxFtMJoDje8m6LYw46KPMB5H314PbAuH1+PQ7UHXtNjvl0WZJp3ZQjXpWLy5h8n+rB8wngD51+U9ueuNP0B9csYLj4aX8l19lnaG3kWwdHQPFvY5nIJBMYGTn5jjPOMNofBcOg20q+AtUitJdAnkW4SKxEktoFiLzsRLkyAFCCfmy7YHJoA6i48R6dp/xKil1XxHpKWwtLwW4a6jXyUYWOEcnHzF0mYZzkd+MDpB4x0J0Z4L1roD/n0gknPTPAjU5rirHVEt/iO76d4S1hLgQ3YurffaAiQrYfd/fbdoQRE89ZOM/Nt7L/hIdU/6EzXP+/1l/wDJFAFS/wDEt7NcaY+kaVq00IuSbmN7UW7Sx+VIAq+eU53mNu3CnnsX6pfeLLrSrldM0qz06Z4XCXGoX4BgbBw+1I5FbHBwTiqup6/I2oaKbzwjr6TreMbMCWzw8vkTAg4uOnlmQ845A9gTxFr8knhjVk1Xwjr8enNZzC6dJbPKxbDvIxcE5C56A0AW9QtPF80IMWt6VZZmiGI7NiwTzF3je7kElcgDYOSBkdQkXh7UpdVukv8AxNqN1YmCIxRLLHBIjln35MSIQuBGF5zw/tXPa/8AEbR3g+yX2i6q7w3VvIYLS5sppRIsyNGCkdwzcuqjGOc1d03xb9u129urPwb4mGoPZW4miuFtoNsQeYxnDzAgljL+XagCvB4MuxoF5FPqUN1etocMcU9xeSzqt5tl8yZi+f3bMYyOCMKflHdbDwrpdr4201bnS9JllktdVkLw2seCourfyQ3yjLJGwXJ5B3cnJJ5L/hILr+wL6Gz8EX39jt4Zto57mTU4DIunhJ/LcICMsVMp654HA4zY0zUvEz+JLFrHSbmP91q2FFvbs+9ruMz43XYBCy4GTj2DA5UA9lihigXbFEkajjCKAKq3wvDd6abW4iihFyxukfGZY/Kkwq8Hnf5bduFPPY8f5niWSTfcWnjAr3iibSo0/MSbv/HqztQsdNa90tdV8G+J72SS6K28V9qFvcxyyeTKSpR7pkA2B26AZUfQgHUeJPFOn2ul6laWGs2yawLWTyEiU3DxSFTsdo0V22g4J+U/jUd/qXiXVLdU0WwTSl86LN7qrKMp5i7gsK5LblyuGMZ54IODXPeKvGmh+HfDVzpes+GNS0ywu7d7cwQyWKuUcFTsRJyeh6gcVQ8R6n4j8RpGuseGtY0zws89ttitpLb7XdSNKoiEhaVTAN5j4UbhzlloAi1NtU1LxNqNno19Br2o21ugW/viFstGnBkMjbQpQvgxBRh2BVtxABB6rTfC974fur57DU4ZJ7x7GS5urrBnncTt55Y7TgNFtRFHCkHAU5Y4lzc6NpOna9p48Fa5ZWiaKkd9FA9mFitP9Iw4xOcsSZycZJIyRzzb1bXLRtXuWvvCviFLo/2Z5qrLZ4GLtzbdJ/4ptwPsOcDmgDYtlvF8b6UL64iuJvserFXixgR/a7by16DlU2qfcHk9T1teY6ZrbL4q059O8L620aw6uDG8tpvaRryEzEfv8bVkDLye643DJHXf8JDqn/Qma5/3+sv/AJIoA05VvP7ctWS4iWxFtMJoDje8m6LYw46KPMB5H314PY1VbxrOMWNxFbzfaYCzy4wY/NTzF6Hlk3KPcjkdRzU+vyHxPYPJ4R18aiLO5ECCWzw0ReDzCf8ASMZDCLv3PXnBruvyPp8Q1Lwjr8cH2y1KlZbPJlE8ZiHFweDJsB9j260AdLfLeG80w2txFFCLkm6R8Zlj8qTCrwed/lt24U89jRu01k6f4iEGoWsdw2/+zZGxttf9HQL5ny9pd78hvlYfQZGp6/I2oaKbzwjr6TreMbMCWzw8vkTAg4uOnlmQ845A9gcy/wBctG0jxgtz4V8QrayeZ/a7CWzzF/okYbb+/wD+eIQ8Z5PrxQBtaprfl6rcpD4m0e2iVrNVhmuYw6FJ2NyCCCctFtUehB+71rMt9esk8YaZNf6/pc+y01QefHcpsRHubdoUJ4AbywB77G5OCa09PtNVvoFvre4msN1xKZLOYqSuJZcglSyg/N1GR0POBVqG7k0O5Ya1rMTrL80KkbSB37epHf8AlQBb/wCEq8O/9B7S/wDwMj/xqnJ4l0w6zbSx+JdHGnrbzLPEbuPc0paPy2HsFEoPI+8OD2tSeKtDhlaN9RiDqcMME4P5Uz/hLtB/6CUX5N/hQBBqfiXTJbVF07xLo8M4uIGZnu4yDEJVMq9+TGHA9yOR1Be+JdMe605rTxLo8cCXBa8VruPMkXlSAKvXnzDGe3Cnnsd22uYLy2jubaRZYZVDI69GHrUtAHIzeIYm+2+T4r0Rd+oW8ltm6j+S1Hk+ch4+822fHX768jtNa6rLfa4I7PxFpVxA1+ZBbwzo8htRa7SmAM7vP+fOfu9/4a6ZXViwVgSpw2D0PoaxvENylpLpE32G7vbgXp+zwWrRhmfyJc5MjKuAm89fSgDN8NreL4nuV1G4iub4aDpguJ4sbJZN91uZcAcE5I4HXoK62uB+H91b3WqStZWF7Z2CaBpaWi3jRmSSENc7H+RmHIx1wcg5ArvqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn/EP/ACHPCf8A2FZP/SK6roK5/wAQ/wDIc8J/9hWT/wBIrqr2qTa1EYxpNhp9yCDvN3evBtPbAWJ8/mKANIgHqM0Vy+p3viS3s4ZJjpWnq08EZlSaSclnlRVTBiHDMwQnjAbORjItfZPFcj5bWNIijx92PTJGYHH94z46/wCzQBPv1r/hD9/2e1/t77BnyP8Alj9p8v7vX7m/jr071bkN7/bFsI44jYG3lMzn74l3R+WBz0I83PHZfx4z+xw/w4RpPGeoroa6SCbiG1iUtbCH7xDRs+SvPGG+hrTm8O2j+IbGO88QazNeG0uDHH9oMW9N0IdsxBQMEpxxnd7cAFmSTxP/AGPbGOzsTfnSJWmQ/cF9tj8tB83+rJ83PPZefWvqpvT4m0MXUcSwjXWFoU6vF/Z02S3PXf5g7cAVzUvhjwiPDtpJJrurNbSeHriVJ5Lq5k324SEtOEYkKVBQhAADv+6dvE2oeFfC8niSxgWyt7sS+ICl3DcQ7xG39mu4j+YfMvEcnf5mPccAHpLMqjLEADuTWfql3LHZq9k9s0onh3+c4CiLzV809RyE3ke4FUU8DeEY3V08LaIrKcqw0+IEH1+7VfXfDXhgafF9p0+ytI/tlriSK0TLP58exOF6O21D2wxzxQBe1nWoINDv5bG+043i27m3FxOojaXadgY5HBbAPNUtZ8Z6JaW0X2fxBoaztPDlbi+iUeV5q+aRlhyE3Ee4FS69ougw+FdWSe3t9Ps/sc3nXFvbgNCmw7nUKM5AyRgZ4q1r1vYHT4ftUptYxe2hWSNMkyC4jKLwOjPtU+zHpQBnHxnpE2r2n2TVtOudPe3mMkkEglfzA0ewLtJ4x5ufdRWPL4z1M6VZiDTp5tQfR5HlWPSbpohelY/LQMEwIyfNzz0C8+vWTranxVp7PcyLeCyuRFbgHa8ZeDe5OMZUiMDn+M++OXnh0A+FdPV9cu1sx4XuUiuAjbntCkG+4I253qBGQMZ+c8dcAEDa3q7/ABFtpD4evZIhZ3i2gXyomaI/YiWfe45Dhx0zgpgHkjpftPimdyI9L0q1jI4ea+eRwfdFjA/8frJtltV+Kjm3uZJpWt703CMCBDJs04BF45GwI3GeXNdmzKilmIVQMkk4AoA5e70vxXc3FgH1+NITcH7V9gs0hKxeW5GDKZCTv8scY4J6djVfB9i+k30kdl/a2oiB2to9Wne5iMwU7MpIxVRux0ApmreJvDj6lpYXVjcXVreM0dtp6tcvJIYJV2MsYbHyszc4+7npWX4u8WZ0O/sbuCDSIrm1ljaTUr9IpxGUO54oohIzEDJAIU8UAdhdwTWenxQ6Pa2ylZ4B5W0KixeavmEAY5CbiPcDrUkZvf7YuRJHELAW8RhcffMu6TzAeegHlY47t+HlniHxf56x2moazqJk+0QOtvp1gtmzESqUBSctOwLBRmNcc9McVTh0/WNc169S30FZJzaQO6a9NNdQhC8wVtspRkLEMMeWwGzpzyAdnceK7jT9NuItQv8AQLfVTpERgt3ukG++2yeZHt35MYPlY+p5qhF4sR/F+n3E9tcytDZ6oube1dUaM3NuYmDvhWyiruIbAZucZFczo/hVx4cuXuPGf2TThoFvNcx2Nq3FptlKSBwqEk4lJBQscc9q1dK8B+GW8WaVHK9zr0f2bUy8uqO0pM0VzChyCACQzyAnHzdeeKANC4+K6zym30XSDfXYGTAk4ncDOM4thKo/4Ey+5FV57H4l+KJoUuLpNA02WRllMO0XCxlCQwVWYq2cLkS/xZ28EV6TaWdrYWyW1nbQ20CDCxQoEVR7AcCqWqratqOhm4uZIZVvWNuigkTSfZ5gUbjgbC7c45QUAYFh4C07wtp2oXuh2YvfEL28hjvdSfzZJZdp2hmONoJwDt25HWun1I3otUNhHFJN9ohDCXoIvNXzD16hN5HuB1qv4lW1fwrq631zJa2bWUwnuIwS0Uew7nAAJyBk8DtRr62r6dELy5ktovttoVdASTILiMonA6M+1T7MelADNRfWh/a/2C3tXxYKbDzP+Wlz+9yr8/c/1Xp95ufQvn1oX0ws7e1e2/0Py2k+8czt9ozz/DFtK/7RPXpWdr0elt/wk/2vU57fdoiLebFY/ZoP9JxKuByxzJwMn92OOmTWI9LbWLo3OpzwTn+y98SKxC4u3MOMD/lpJuQ+gHOBzQAyE3reOdJN/HFHN9h1UKIuhi+1W3lnr1KbCfcnpXV1xelrar4x0sWdzJcxfZ9aLO4IIkN7AXTkdFfco9lHWu0oApyG9/ti2EccRsDbymZz98S7o/LA56Eebnjsv4mpG9FqhsI4pJvtEIYS9BF5q+YevUJvI9wOtV51tT4q09nuZFvBZXIitwDteMvBvcnGMqRGBz/GffBr62r6dELy5ktovttoVdASTILiMonA6M+1T7MelAFi8N6LrTxaxxNCbgi7L9Ui8qTBXnrv8sd+CaqXL60LHXjb29q1yu7+y1b7sv7hNvmc/wDPXeO3ygfWn6qtq2o6Gbi5khlW9Y26KCRNJ9nmBRuOBsLtzjlBWXqEelnR/GYm1OeOB/M+3yqrZtP9EiB2cc4j2vxnlj34oA1tNmSHTZpZMqq3NxnjJ/1z9AOua53SobwanoUl9JcrLm6Ko8+8MhVcfxtkY5GSSK6PTY45tPmjlRXRrm4DKwyCPOfqKhvdCjnvbG6tmhtpbFXSAiANsD4Bx0xwKAF0SRtlxH5T7ftVw3mcbc+a3HXOfwx71bhvZJYQxs5llDokkeVyhIBJySAQN3P0OAaoaHdW8VtNby3aGdbmcvvZVZj5jZOOwzWoLq3J4uIv++xQBR8O/wDIBtP90/zNalc/ZW8sFnGlprsItxny90KkgHnGcj1qZzdRozv4gtVVRksYUAA/76oAn0r/AI+9X/6/f/aUdWLw3H2rT/IVDH9oPnluoTynwR77tv4E1S8Ptu/tImUzOLwh5MABj5acgDoMYqfUhAb/AEcyzNG4u2MSgHEjeRL8p9tu4/VRQBi+Hjet4quzqUcUd+dC0w3KRfcWXfd7gvJ4Bzjmurri/By2qayy2NzJdWY8OaUILiQENLHuutrkEA5IweR3rtKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDl/F9lFqGoeFrWZ50jfVXyYJ3hcYs7k8OhDDp2PPTpVyDwnp1tcRTpc6yXjcOok1q8dSQc8q0pDD2IIPeo/EP8AyHPCf/YVk/8ASK6raMkgvEi/deWY2Y5f58gjouOnJyc+nHNADpoIblAk8UcqB1cK6hgGVgynnuGAIPYgGsefwnp1zcSzvc6yHkcuwj1q8RQSc8KsoCj2AAHatyuY8R3bJqUVumq6/aExBvL0zTPPQ8ty0hgkVTxjGQeB60AY3/CI2P8AwrzzP7L1fz/7K3f2N/bV7s3eV/x77fNxjPyYx+FaE3g/Th4hslEWtOhtLgm8OuXu6I74cRg+bwHyTj/pkPSuaeK7m8FALc+K7nGnZXWzqEUESny+Jz+/VivG7nOR1JzmpNS0kRavavcaVpAhFrOjWet647+bkxfvDuWT7mCvf/W9R3AIrzw7plv4dsnm0TUA50CdjZya3dhYpNkOLMAy8K/I29/KHHFU9RHhC28R2Yl1d7SJdbYSTt4juMzRjT2/fEmbKkOVi3Dn5QucHFZlvY6FBo1raW3iPwbaS2+kzWs09ifOdmZIx9pO3aRIpQkMeRvNaFxqlxD4g02SLXo7kHV3fy7Pw7dMLVvsMi7VAZsjBDbAM5dn6A0AdRG3gWeMSQeKL2ZScAxeJbx8n0GJjmqutW3hZNPRkn1q+IubcmJtX1Bto85MyAeYeUGXHfKDFaS6jqd2YzFqGuhcZbZonlZ/7+rxWZrsmvvbxGG/8WQp9phG9ItOhDHzUwuZCpyx+UDoS2CGGVIAzXI/Df8AYt/HBbeLtTma1k2Wnnau8dwSpxGxyVAY8HPY0upWmkT2EbWmkeMb8+fA3lTXmox4AmTL4kkHzKPnHuoOR1qTUrTxJJoN+ZL3XbQ/ZZG+1319ZwrbkofmbyFHCfe4PbrTNT8NazNGGnKWCNcwjzpvFF7KGHmoPLMe1U+cZTrnL8c0ANn0xP7agceGvE6Rpbyj7bd+Ipo9mWi+UMLliFPUg4J2LgHBxxlxJZSabBaw6fZCcaNNssU8T311Ig2x/wCimFWXYH4G3JH7vn7oruW8Beb4ktLm5utBhuFt5/Kgi0zfIwLRbpN0sjbipwA20Y8wj+Koz4X2+H7WOT4hX5jGizNHOLhYUOFixcgxFCyJ1O8sT5gy3JyAcIdPlTxak9zc+JbeNkuH+1W11PpxuFC2gLsb2YsE52Ng5PlRkZA4173RdP8AEscSC2l1EKwMckWoahqu7H/TTfFCjf8AAyB711Vh4b0ix+KQeEW9y8lrdsQ48x7cqtgFQsxJz8zOM/8APY+uT6HQB49H4B1gy6fCy6qbaWcgPqWszzGy/dSfMIYHUKP4M+ax/eY6GtRfhRo/h7w7rLwf2tqcsttLIbEahNFFO+0nZtRgSGPHzFjzXealHvv9Hb+0Psuy7ZvK3Y+1fuJR5fUZxnzMc/6vOOMg1+PzfDmqRjUP7OL2kq/bd237NlD+8zkY2/ezkdOooA5a6+Hfh/SNLSLS9M1FozeW5NvDq12ijM6ZlwJMZTJkz6rmtVfAujrdyXIm1gSSRpGzjWr0OwUsQC3ncgbjgdst61qa3H5lhEo1D7Bi7tm83djdidD5fUf6zHl4778YPQ3VuIWuZLZZUM8aLI8Yb5lViwUkehKtj/dPpQBya/DXQFtJLYLfCOS0S0ZBql4EaNQwCFfO5jG44ToMt60kfw40qHVLe7iu9UiiijuVaKPVLsFmlkRy2/zsjlGLAcOW3HkCukXWNMa2kuV1C2MEdst28glG1YGDFZCf7pCtg9PlPpTE1qzl1W30+F/NkniuJFkjIKDyJEjkUnP3g0gGMfwtnGOQDP8A+EN0v/n61z/we3v/AMeqKbwLo80sEjzaw7QSGRC+tXrFDtZcqfO+U4YjPoSO9dLUctxDDJDHLKiPO/lxKzYLttLYHqdqsfoDQByeveD9OTw9qbRxa1qDi0lK2b65estwdhxGR5vIbpj3o1nwfpy2MZSLWr4/a7YeU2uXpCgzJmT/AFvVBlwexSt/X4/N8OapGNQ/s4vaSr9t3bfs2UP7zORjb97OR06ijW4/MsIlGofYMXds3m7sbsTofL6j/WY8vHffjB6EA5DWPCNiv9v7NL1e926UrJu1q9P25v3/APo7fveQMDjn/XHjnk1PwjYrqlwE0vV7pR/Z+J21q9JkzcsG583/AJYj96PQtnjrW9rMBk/4SH/ioPsPmaQiD94R9g/1/wDpP3hjOevH+p68cGqQF9VuW/4SD7Jn+zv9H8wjy9t056bh/rv9V0524+bpQByth4Vsf+Et02F4dWsg9vqzGNdYuwx23cAWQN5mR5gbzCAcMWBOSAa6z/hDdL/5+tc/8Ht7/wDHqzrCPy/GmlqdQ+35tdYbzd2duby3Pl9T/q8+XjtsxgdB2NAHHzeD9OHiGyURa06G0uCbw65e7ojvhxGD5vAfJOP+mQ9KNZ8H6ctjGUi1q+P2u2HlNrl6QoMyZk/1vVBlwexSt+aPPiOyk/tDYFtLhfsW7/XZeH95jPOzG3ODjzeozya3H5lhEo1D7Bi7tm83djdidD5fUf6zHl4778YPQgGBqPg/ThfaSFi1q5DXbBpW1y9JtR5Mv7wfveCThM+kh9az73wjYjS/FJXS9XnZN/lwHWr0jUv9GjPzDzfmycxd+EA9q6/Uo99/o7f2h9l2XbN5W7H2r9xKPL6jOM+Zjn/V5xxkZ19AW0rxWv8AwkHkebvxceYR/Zn+ixjru+XGPN6r9/PuQC94et1tNJ+zoZCkdxcKpllaViPOfqzEsT7kmrd3f21iENxIUDk4O0kDHUnHQe5qlbTy22kTSwwGeQXUwWMHGczsOvbrmqj6ul3eW9tdaDdmQPgtJCHSM5xkN0xnv6DNABNB4UD3F7LaafJIr7ZpWgV3yWHU4JPzN9Mk+9KF8KLKFFtpgcE9LdPlIPOTjjH/ANepoWtbPzymlqs//PG3UEuqPhWwQAOWz/U1VuJ9MsZbg3eixxQx5ZJVhVt4GMnGM9WA75zQBZ+yaG8iiaGG4WYeZF5sAZEUgnCnbgAhSefeq0tt4bLOs2kad9heAOLg26GNwSwYH5ccYH/fXarJ1KxeL7Va2RnEUT+VIIvl+Vtu0EA4z24xjnpSrq+m3luLd0DlmaJ4kHCsoBbk44GevHT1oA0rOxtLCIx2dvHBEzbtka7VzgDgDpwB+VZ2v6fFqT6Zbzw3Dxm7JMlvcSQPDiGX5t8bKw/u9f4qdFKNMt5AlrKsKTv5jyEDK7SxdQo5HbnFS3TC4uNIlFybfF0xMRODN+5lGzg84+93+5+NAHK+BNOj03WbiKO0uLIvoWmSPaT3Ms5t2LXWYwZGJCrjAUYAx05rvK47wpH5WvyxnUP7RKeHtLX7bu3facNdfvM5Od33s5PXqa7GgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5fxjeRaZc+G9RuVnNrb6r+9aGB5iu+2niT5UBbmSRFHHVgO9VNU8TmaaKX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APTGT200SK120D3G
APTGT200SK120D3G – Rev 1 September, 2008
www.microsemi.com 5-5
Forward Characteristic of di od e
T
J
=25°C
T
J
=125°C
0
100
200
300
400
00.40.81.21.622.4
V
F
(V)
I
F
(A)
Hard
Switching
ZCS
ZVS
0
10
20
30
40
50
0 40 80 120 160 200 240 280
I
C
(A)
Fmax, O pe rating Freque nc y (kHz )
V
CE
=600V
D=50%
R
G
=3.6 Ω
T
J
=125°C
T
C
=75°C
Operating Frequency vs Collector Current
maxim u m E ffec tiv e Trans i en t Thermal Imp eda nce, Junction to Case vs Pu l s e Duration
0.9
0.7
0.5
0.3
0.1
0.05 Single Pulse
0
0.05
0.1
0.15
0.2
0.25
0.00001 0.0001 0.001 0.01 0.1 1 10
rectangular Pulse Duration (Seconds)
Thermal Impedance (°C/W)
Diode
Microsemi reserves the right to change, without notice, the specifications and information contained herein
Microsemi's products are covered by one or more of U.S patents 4,895,810 5,045,903 5,089,434 5,182,234 5,019,522 5,262,336 6,503,786 5,256,583 4,748,103
5,283,202 5,231,474 5,434,095 5,528,058 6,939,743 7,352,045 5,283,201 5,801,417 5,648,283 7,196,634 6,664,594 7,157,886 6,939,743 7,342,262
and foreign patents. U.S and Foreign patents pending. All Rights Reserved.