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JAPSqN/q+u6ZFJba5r7afe22mia08pYz9tnLSfKcp85AEalVAzuJ7jG3b+K9au47WO30qxe7lsBqTq12yosTfdUHYSXPPbAx1OapW3xIe+1m1tbXT4pIrhrby0MjidlljVywAQr8gYk5YcKaAMTUfF/ibTLy9kmMgi0hhcXkQjB3pcKgiQcZ+Rmk9/lqxZa5qtv4gvNP1HX1E9qI4xE97FGzv8AZkYkRGMs+XLHhh+ldXoniq41PxBc6Xd2KWbxiRkR5GEhVHCg7WQBgwIbKMwHQ11FAHn/AIA1bWLy9WHVryZvO0yC6jiuGRmlLcmRCqLheQCpJIOPx9AoooAKKKKACsO1/wCR61b/ALBll/6Nuq3Kw7X/AJHrVv8AsGWX/o26oA3K5HWfDR1HV78trNvBaajHBFdWxgzKVjLEBX3jbncR90+1ddWJqGjpc+ILW9+xwuEtZ0eRlXIcmLZ15z8rc9sUAYlp4EltpNSeK+07F81w3nf2ZumAlctgs0hV1GcYK8gdutFp4Jm0q3ing1a3tru3umuINtqRaxBo/LZBEZMhT14cc/lULaT4os7CztLOa58hLePeBIrusvl4OMuvyhgOM4yRwRmt/VbO4kn024ms/wC0o7dXE1ugQZdlAEgDkLxhh1/joAxNR8EQ3939p1DWkm1T7PBHDPLCvyyRyO+4x5CsrbwNpHQdc81IngXTTqLX2p3UV3bubpjCyFEJmlEnJ3cgYxg8HOaLbSLuHW47ltHmig8qAJHB9mkSLaWypLncMZH3fw6UaP4cv7K60yC4t0l04RSSSxyMreTKwGVx3Vj83GcHd6jABb1TQbXUhrrDVIYl1awSxGFBEWzzPm+8N3+t6cdOvNMi8ISx3kcJ1VTpi6gdSW1+z4lMu7fjzN33N53Y257ZqqnhS7NhokEMVvZyW+myxzM0McqiY+TgMpznOxuR6deeS00XWY59Ovo7VYBpqQW0VpI6u7R7cSkOGC87+hHJhXpQA3Svh7HpVzDdWmoRuRp7Wrxy22+KR2Kfvdu7qVjUEZ5wDnjntGniVWZpUCqcMSwwD6GsnwyLy38P2VjdafNbTWlpFCfNeMq7KgBwUZjjI7gda5RfDuopZ+RDpE8cSNb5VxbGX5HyVUghZFAzguA3Pck4APQkmilx5ciPkZG1geKPOi2F/MTaBkncMAetcVJourC+hvbC0lglW2+yFpTCjBXd9zYjO35SY346hMdTTLLw3fWKWobTvNtbYwbrUOh81UE4wATg7TJG3J/h45FAHcNLGqqzSKAxAUk9c+lKXUZyw4689K5MaZIlwLiXw0JrV4HjjsleJjbkyMzEhmCjeCudpONuOaz28M63b2ryRYmunS1t7hTKMToiICwJP3lYMQT1BbuRQB3Szwtv2yodn3sMPl+vpTi6Lu3MBtGTk9B6/pXCv4evrnTZLSLSfsd0I7xXuneICcSCQKmVYsQSyN8wGNlXruxv9S1CTUpNKlWAG2V7GZ4i86xmYnoxXhpVIBPJj+lAHUvdW6bd88S7hkZcDI9ad5sZcpvXcBkrnkD1rnDoqXf9lynQ4LZIr55HhfYxSMxyjJxkDLMDtUnrn1qk+iXhQW6aZtu0u5Z21HdHiRGLnAOd+SpCYIAHrgDIB2Ec0UwJikRwOpVgaXen94dcde/pXL+GtBu9Hvo3uEVw1hHGJEWNPLYY3IwX7xzyG56MOP4qD+HrjU2uPN0mbTxJcxY2SRDEaSM3mblckyZYtkjjgDOCSAdvvTONy5zjr39KC6gMSw+X73PT615/JoPiKW7kubiBZJjLJs2eU0bP+5CyMH5VW8skhfnGMCrF1o19dy3cq6LNahp0wIzAxeNZd5flyHcthsOMAZAyeoB3O4btuRnGcUFguMkDJxzXGaVpt7a3mnG60SSNbCBT9oiaJmlcRFME79wUKcbQCCxznAydHxNazanZ20MekS3SzKyyyDy99ujAZ2q7qN56A87eT7EA6Hev94dcde/pRvTGdy4zjOe/TFcRdeHdZEsrWI2Ld30ksytIP3R+by5hz6EAjrwp7HMC6JqKaQ1k+hvMkrhdxW23wjygrsFDKjH+FSeRyTkAAgHfF1XOWA28nJ6UqsrqGUhgehBzXBP4cv5dQvJJLK58mUsWCvDyvnRMgUsSWJVDuEnHUKQDz1mgwXNto0MN3GI5VZ8IFQEJvbZuCfLu27c7eM5xQBpUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYfhP/kD3H/YTv/8A0rmrcrktF1q30m0urO8tNWWZdQvX/d6VcyKVe5kdSGWMqQVYHIPetH/hLNO/59tZ/wDBLef/ABqgDcorD/4SzTv+fbWf/BLef/GqP+Es07/n21n/AMEt5/8AGqANyisP/hLNO/59tZ/8Et5/8ao/4SzTv+fbWf8AwS3n/wAaoA3KzV0HTEEYW2wI7x75P3jcTMWLN177246c9Kq/8JZp3/PtrP8A4Jbz/wCNUf8ACWad/wA+2s/+CW8/+NUANTwX4dQSj+y4nWSNotsjM6qrMzEIGJCDLMflx+gp6+EdCUW4+wBvs9wLmMvI7FZAgTOScn5VAIPBxk80n/CWad/z7az/AOCW8/8AjVH/AAlmnf8APtrP/glvP/jVADbbwZoNqu2OzcjMRUSXEj7BG4dFXcx2qGAO0YHtUlh4U0bTTMbW1dfNhMBDzyOEiJyUQMx2LnsuBTf+Es07/n21n/wS3n/xqj/hLNO/59tZ/wDBLef/ABqgB134U0a9gtYZbWQJawfZ4jFcSRt5WANhZWBZeBwSRT28L6Myuv2FVDSwzfI7LteJQsZXB+XAUDjHHXqai/4SzTv+fbWf/BLef/GqP+Es07/n21n/AMEt5/8AGqAJrDwzpOmag19a27pMQ4XdM7pGHbcwRCSqZIBO0CtasP8A4SzTv+fbWf8AwS3n/wAao/4SzTv+fbWf/BLef/GqANyisP8A4SzTv+fbWf8AwS3n/wAao/4SzTv+fbWf/BLef/GqANyisP8A4SzTv+fbWf8AwS3n/wAao/4SzTv+fbWf/BLef/GqANysO1/5HrVv+wZZf+jbqj/hLNO/59tZ/wDBLef/ABqoNGuhqPizVb2G3vI7c2NpCr3NpLb7nV7gsAJFUnAdenqKAOjrA1bxTDo93NFPaymOOIuHXP7xgpbavGCcDpnPfGOa36wr+80OLVJVvLJXmSNVmuGtN6oj5ADPg4B5zngAnPFAFN/FsrKEXTpopAGMrSAqECsgyAwBbPmL2Hf05RPGqyxPLHpV2UJzGxjcBly3J+X/AGf4dw5GSMHGssehW8ckKpp0SQfI6AIBHk7sEdskZ/Cq0Q8N3EEsptbBIpnDSGaFEEjZOCcjk5J/P3oANZ19rLTY5rKBZ5praS4jzIAoRE3E56HqMAdfUDmqlt4ySUyFrC48mLdvn2ME+R1SQ5IxgZJGCchT04zpanLoBhFvqZsJI4nRfJmCvsLEIvynp94D6H0p4i0OJ7uYJpyMQYrl8IDjHKufoOh9KAMuLxYZ52SC0aQuDJEGkVAYgu7fuPHIKkA4+9yQATSJ4yWVJ3i0y7ZUYiJvLfEgEnlk8Ke/OF3HH0IrTvItBVLVLyCwKXDhYPMjUqzBCRjjHCg49uO9IIPD0jTKItMZrkGSUbYyZQpyWPrggnPY0AR33iGO10a11CKHzvtKh0jV8nGwscbQxOAOwPvgc1nP41HlLLFpdxKsjMIgmWLhF3McKDjqoGepPOAM1syJol3bW9vKunzQK/lwRsEZQwGNqjpkDjAqtcHw4mmMLqHT1tLdDcGKSJcIoyN2zH4dPagCa71nyJ7WKK2aRp4WuG3uI9kalATz3+cccd8kd85PFzSzWsMOnM0l781qDMAHTD8tx8p+Tpz19QQNa5bR7pg10bGU2uJAZSjeVno3P3c8c0WlppH2iWSzt7HzxIHkaFE3ByDySOc4Zv8Avo+tAGLH4zM0MLx6Y++WEXCo8yj90Y/MBJ/vYyMevfHNNi8Zg3Pk/Yp5wZC26KJjsiLBVJwDzySc44HrgVo32m+HWngF5Fp6/Zk+WGQRhQoGBlT2APHpmrMsGivdKZotPa4h/fDeqb0yR8/qMkDn2FAGOnjQCNZ7jTZIrYwxTmQShiEk37OO5zG2R2yOuSAqeMZJLbeukXAl2tJskJjBQJvyCyjJxx0xnvjmtqKPSWhSSJLIxBECMoTaFUnbg+gJOPQk1T0qTw7c20Q0+GwSKYyCJFjRPMH3WKr3BAx9BQBQPjBoIDNPaKymeVR5TEkRK4UMRg4PPfC8deQKs2/ijzWt1lsXia7bFqvmBjIA4Rj7YB3fTP0qV4/C89zHC8OlyyzCSRAY0bdt2q5zjGfuA/QelWHg0tL62laeCM2iuYoQyKsZIIZsdc43D0xmgCnrHiUabNd25t3UxW0kqSnozLGz4HGCcL0znvjHNVbbxTcNcNbG2E9wXcIoYRrtV5skse+2MfiewyRqXkmgl4rm5SxlkugsMblFdpVchAB3K/Pg9sE02VPD81zPY3FvYGWPEjxyxJzwW3YI5xuY57bj60AUj4uXK7LB2EzslsRKv7wrOkDbv7vzSKR1yM9DxVw6650yC5SzLTzXLWnkmQALIrsh+bH3coecdO3apbmLRNOS6v54LKEKVe4m8tc5BDKWOM5zgj3wadb3uj3EErRSWojtppGkB2jy3DsGYjsSwY575z3oAybfxg1yIEj0xxcXEKXEUbzKAYmV2BLdAfkIxz25xnCf8JpEYxcLYSm2kKxwuXAZ5GRHUFf4QQ4Gc8EH61r3NjojWIe6tdPNmqIA0saeWFGQnXjA3HH+8fWkuf7GEcyTR2chCNK8W1WZhswx29/lwPpgUAYN74uuobl4o7dEkjSVXiY7h5qK7feH8J2jnGeegqQeKbyLzxdWqKPOEUckbbsN5cbkEHHHzNz7dK1bX/hHXjiW3TTgqyyW8ShEXDhmV1UeuS3Trk+tS+VosccMK29l5Rw6BUUqo2cN6AbVxn0FAC6Tqp1SMyi38qJlDxEyAl0JIyVHKn5env1zkDSrOsX0pLp109LYSXCee726DEg3Ebiw6nOfzNaNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBhnxbpfmSoianL5Urws8OlXUib0YqwDLGQcMCOD2o/4SzTv+fbWf8AwS3n/wAao8J/8ge4/wCwnf8A/pXNW5QBh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNVuUUAYf/AAlmnf8APtrP/glvP/jVH/CWad/z7az/AOCW8/8AjVblFAGH/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1W5RQBh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNVuUUAYf/AAlmnf8APtrP/glvP/jVH/CWad/z7az/AOCW8/8AjVblFAGH/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1W5RQBh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNVuUUAYf/AAlmnf8APtrP/glvP/jVH/CWad/z7az/AOCW8/8AjVblFAGH/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1W5RQBh/8ACWad/wA+2s/+CW8/+NVb03XLHVp54Lb7Ss0Co8kdxaSwMFcsFOJFUkEo3I9K0aw7X/ketW/7Bll/6NuqANysG/0K4vry/wBl/DHaX0SQ3MJtyz7RkEK+8AZDEcqcVvVyeo2WtR6/d3WnQ3J8wIUYTosTBY2BUgkncTtAO044PTOQByeDnOrpe3F+kyLKZPKMBwfnLj+MqMZ7KM9etKngyMFvMu1kBjkjw0HTchTPX3qjFbeKli+7dHZdFo0aVRuTZH94+axHzCTqWHP3em3V8OW+uxXd02rSuysOAwG0tublCHbA244wvbjOaAMqHwrqB1UAvHHb2xkeKd4gzO7XEU3JD5YZjI5C4BA+bGav23hDybi3klu45EtmTylFvtLKrs3zncdzZP3sDucc1m6NB4jv9O02YzXsUUkcEsrTzqWZ/JlLNwSRGXMHy8Hg8DmporbxH5SCSPUjb/J5sQuovPaTy23MrbsBN+zjI6HjHFAGvN4dL6PYWEd0qGzJw5iyCpjeMjGRjiQ457Cs+78FPcSII9QSKBIyixrARjNu0PQOFP3i2SCe2cVALPxUWvzLPPlmbYE2kMPOUptPmjpHuBwIzyeScGrNj/wkFperdXsFzLAltmSJZEYgqg4XDfMxYdNo5J+cjAoAlufCatefaYbxLcCYS8RH5QEhUqMMAc+SD8wI5HGVBqA+CmCXCJqAVZ7eSJsQnkuhTcQXxxx0AJwBnHFT+KrLVL7bFaR3EsDRFdsMqIBJuXl9xGV27hgZ78ZwRnmy8Vk3Zeec5kJCoFw48wldp80EDbgHGw9PvEHIBcbwh9ouVaa9heOO4M4Vbf5izTxzsrnccjKYAwMAjOcVesNDuNM1K5uoLmJo7iXc0JjYBVLszYJY8/N2AGcnGTXM6nPrljI32hriKW52G3jgnjDGXy4FOem8Z8wYAz1OMYI0Luw8TKmbee4bzZHM6mVWIUTHYEG9dvyEZww4HXPUA17rw9Bc6ut/LJGT9oSXY8QOdsTxhc5/2934fjWMPA7u0MMmrJIsMaoUMByyiNU5G/bzsznGe2TinQ6fr76lpjXwuZxDJE5kEkaxqojYMHTcSX3EcjPbB60+/wBK1WHUtSurOK7Zbmct/o9wqucQRiM/MwAUP5mR344IoAtT+FZWnke3vo4o5ZGaVDb7uDKJQF+YYOQQTg5z0qvceCpLhYIzqZSGJEQhYirHaWzghwOQx+8Gx261YWHWLPwvqU11dP8A2ifNcNvBVFDHbs7L8vIz04z0rFtj4i1EJNp090tl58oiZ3SVlwUClm8wBlGH6F++QTg0AbEnhW4liQNe2ySLC8OYrPYuCItpxv6gwr1PIOOMCo38Gm4jvmub5HuLrYfMSAoEKzNLgfPnaSQCAQcDrzxBNYeJktR5M9wzSbGnBlVm4dshPnXHylM4YcDrnqqWPiRbGRp5Lued5I0AWVUxGIgWO0OOd/Bw4PcHHUAlh8HGKeN472HAmilmDQs7bo5mmG1mclc7yDnd696u3vhz7TrEl88sTwMySPB5A8xiiMoUOWxg7jkY9Rnk1mwRa1p/g7Wbi7EkepyQrKGRlLGQWsSMRjIzvRvy9KcsfiSJ5BFBeNBKwECyTxs8Ch0J8w7ucjfjBY4wDQBdsNAmXwpLp88xW7uFJeWQbyDgBN2DyQqoDg84qvd+DFuY4sXgjkjlnmLLGVDtJcLMM7WBwNuOuec5GMVShh16PVIrfzb+Sfy4ZnJnXyoyZm3bhnkeWuABn8DzTWtPFZs+PtgmCxmUGaM+bMBJvKYcbYySmBkYwPlI3AgGzceGBLotjYR3Jjazn89XHmbWb5sg4cNj5yR83BA61kDwXJLFdWpu4YbTCxxOsW5yRbeRncXyFBZvlPPHXmtLS4PEA8RTTX8ji0O/CjaYyuF2AHfnI5ydgzzyeKpHSdbtiPspk2yXVxNIskisiZuw8ZC54/dlycc+vOKALF34TnnkUDU444xcPMi+Q2fmm87GQ4zzxzkYAOAeaYPBciW8kceoorSTtcs32UY3sjKwA3cJyMDqOeehGVpcWo65JG6z3xht3UmU3SEiQwSBtrKem9l47dCAOK7uy8/7Bb/auLnyl83p9/Az0465oAydD8PPpFw8z3nnlg4xsYY3OXPLMxPJPU1u0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGH4T/5A9x/2E7//ANK5q3Kw/Cf/ACB7j/sJ3/8A6VzVuUAFFFFABRRRQAUUUUAFFFUb3VbayB3sCw7A0AXqK50+I52J8uzJXPBJxT4vEoD4urZo1/vDkCgDfoqOGeOdN0bAjv6ipKACiiigAooooAKKKKACsO1/5HrVv+wZZf8Ao26rcrDtf+R61b/sGWX/AKNuqANysTUPEQsZrwC0MkNmv72TzVU7ihcAKeowOvv04JG3VWbTbC5nM89lbSzFDGZHiVmKEEFckdME8e59aAMa+8V/ZbqeGLT3n8gvvYSBfulBx7kyAfgaibxiUuJYTpdwSkgg3LnaZdyqV3FQuMtwc84PA4rci0nTYI/Li0+1jTkbVhUDkgnt6gH8BSnS9Pa5e5NjbGeTG+UxLubBBGTjJwVX8h6UAZ+la1cajqb27WscMUcLFv3m5hIszxkDjBX5CQeD7VBqXiC407VLuFrYPaxRQkSKw3K7+YBx3GVHpjPftryaXYSOrtZw71bcGCAEHeJOo/2wGPqeakls7WcuZraGQvt3F0B3YzjOfTJx9aAOYufGEwtN9vZZLK4ikZx8zIUDgr25bg57duM6x1wrpTXT2pE63ItPJEgx5hkEY+bH3ckHOM47Z4oj8M6amrSaiYVeV0KbGjTaB8vouT90YyTjHGKuXmm217YzWbIEjmO59iLycg5IIIOSOcg5oAxI/GKPLBGbJ1LyNDIQ+/y3DugzgYwSh6kZzxnnE+ieJG1SS2RrRkSaNtspcfMyhSfl7D5+Oex9s27Pw3pFnDBGlhbO0H3JJIVLg7i2c44+Yk8YAzxir0NjaW+zyLWCLZnZsjC7c4zjHToPyoAwrnxckGoPZpZPK27ZEyv8rt50cJBONow0o6EkYOQDxTIfFsszwwjS2W4ncJEjTjBOZASTjgAxN65BHfgbX9kaZ9pa5/s6089m3GXyV3E7g2c4z94A/UA1Hd6Dpl95InsoGWKTzAvlrhjhuCMcjLsfrzQBzUni+9uiRYRxqZzH5IlH3A5thkkZyQZz044/Of8A4ThIo3LWNzMsMZaWVIyAG2swHAKgYUckjqODzjpRptgGVhZWwZcYIiXIxtx27bE/74X0FMbR9MeQSNp1ozhDGGMCkhTnK9OnzNx7n1oArXusS2Om29xJaf6RO21YA5Jzgt/CCTwvYH8gTWWvjWNoFuV0+X7PLtSFvMGXkaNHUEdhhwM54weK6O6srS9iWK7toZ41O5UljDAHGMgH2J/OoxpWnC3FuLC1EIGPL8lduNu3GMY+6Av04oAzbbW7n+xLu+uLTdNBcyQ+TCS3STYOQCT68DJ7DPFUZPHVpCUV7WQu6M4CsDkBePxL5jA67h2roU02wjsjZJZW62rZzAsShDk5Py4x15pBpengIBYWuEChf3K/KFbcoHHZuR6HmgDBt/FF2+oNa/ZI5TIyxwfvNhL75wdxwQAFgPTJ/Phkfiu42TNNahEMjiCRXVuFKcEA46P1BIOD7Z35dH0ybd5unWj7hg7oVORuLen94k/Uk1J/Z1jsCfYrfaMkDylwM4z29h+QoAw4vFbzTQQLpzCa6YC2DTABx+8yWOPlwImPfOR74nn8TJH4esNVjtWc3kSypBu+YApvP3QScD0B/Ac1cv8AQrDULT7O0McajGCkSHgEnGGUgjJJwR1561IujacNOtbCSzhmtrVFSFJkDhQq7R1744oAxJvGkcSPMLCRoN4jjYSqGd/LWXBHYbW6k9R7g1Fc+MWtb3FxAY4oVl+0InzndGsjHa3GRhBjj24rVbwro7Jdr9ihBusB2EaghQFGwHHC4ReOlXo9K06JY1jsLVBGCECwqNuc5xxxnc35n1oAyL3xQ2nIn2mxxJnMqRzCTYvyc/KCf4x94KOOvIzXtPFN3LNHbyWcb3c2BHEkm1M7p8ksRn7sHp1/HG0dB0cxJEdKsTHHnYn2dMLnGcDHGcD8hTn0XS5Y5I5NNs3SQ7nVoFIY5JyeOeWY/Vj60AYsHjJLm3+1RadO1u8ZaI7xvdvKWULtHqrY6nkHjpnc0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JKvk+o5qw3w+0Zliy90ZIpIZVk8wbt8cjyZzj+JpG3Doc8YxVvStB0/QtYuLgXs813dQ8m4KZ8tGySSqgtguPmcseRzQBqS6dG9vFEryL5UwmRmcuQ27ceWJODkjHYHAxxVe50cF4JrGRLeeGd5wZEMisXBDZG4HnOeCMfTitGGVJ4Y5om3RyKGU46gjIp9AFBtJt7i0MV6qTzPEY5Z1Xy3YEYOCuCvBPQ8etMj0HT4vICxzFYNvlq9xIwG05XILEHB5Gc47VYGpWTW91OtzG0VqWWd1OQhUZYH6A0xNWsnieQT7RGFZg6MpAYlV4IzyQQPXFABc6TZXd0LmaNzIAoO2VlVwpyoZQcNgk9QepqK90HTdRuTcXUDO5QocSuqkFWTlQQM7ZHGcZ5+laVFAGZP4e0y5laWS3bzGffvWV1YNzyCDx95hx2JqObwxpM/m+bbu3mqEf8AfyDK8/L97gcniteigCldaRZXk0Ms0JLRYC7ZGUEAhgGAOGAIBwc1Sn0DRrbS3jktWNtD++x5rkgrGEBBznIVQB6YB681tVFcwLdWs1u5ISVCjFeuCMcUAcTbeIfCFytvDFFcSeckF2u/eSD9oEabiWzuEj8j0JzkcVa0Q+E/ENnbwadDI0DWqsE3uv7tHYBW+bk7mY85znPPFPtfhzotm5eGW8BMgk5kU8iSGTH3em6BT/wJ/UYv6H4Q0zw/efarEz+YbSO1YOwIcIAA5AA+cgAEjg4HFAF6HQ9OgtLm1jgYQXKGOSMysRtOflGT8o+Y8DFE2hadPdG5kgbzS4kYiVwHI243AHBHyLweOPc1o0UAY8XhfSIUZI7ZwrKq48+TAwFAI+bhgFXDDkYHNWbDSLbTp5JIN+GXaFZixHzM7HLEkks5J59Kv0UAFFFFAGdq+t2WiLZNes6i8uktIyq5+dgSM+g4PNZtt440S6SxeOaXbe3L20JMZ5ZSBk+iksoB7ll9au+IPD1p4kso7W8eZEjdnUwsFYMY3jzkg9BISPcD6VzEfg3wq9hcyJfXhgt4tqssxX7OM7w6AAZ5CkEhgdi46cgHT2XiGyv9XuNLhE32u23eejJjysEAFj/tA5X1GT2rWrB0nQLK21KXWra6vXuLvd57THHnDPyhlKjGwDC4xgE5zmt6gAooooAKKKKACiiigCrqWoQaVp819c7vJhXc20ZOM46VlXXjLR7LUmsLiWRJ1eWPlOC0cSSsAf8AdkXHqcitTU9Og1bTLiwud4hnQoxQ4YZ7g+orAuPAOl3sM6311eXMtwJfMndkVyz+V842qAGXyI9uABxyDmgCdvGlh5sccVpfTmScWymOIEGQxCXbyf7hz+Bq7pHiKx1ue5is1nIgYqZGjIRiGKnB9cg8HB74xVKHQdI0+9srf7XMLhrs30CO65d0gEJHTps5x1z3xxVjS/DFrpWr3Oppc3M9xOnlkzFDtXduxkKC3PQsWIHGaANuiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5/VbWaDUVuhLc/ZLmRVuRaoxkVVR9vKZbBYjJHPA7E1nWk13/a8puhqptwE8tpFnDFfKXOVjXZndnrzntmtafWZ4damsI4RPI5jWBC2wDKszFmwcD5fQ8kU2DxBLPqj2AtIopU2ho5rjD7igfACqQRzjOexoAXw2+pNFOuqicXAK7PMXCmLHynI439d/8Atf7O2tys3R9YTWYZZoYXjjjfym3kZ8wffXA/unjPcg44wTpUAFFFFAEN5ax31lPazZ8uaNo2wcHBGOK5ua1utOMcFxcahKhhkl86xhbdLcs2SSBkAcjaGO3GQc4rf1N7mLTp5bMbp413qmM78clfxAI/Gsm01+4vGdrS1+1pKGuIQGCYgB2qQT95nKsy5wMHkjuAU7O2l1K9v7TUku/LkllA8xZiuwSZXhl8rGAMYzVlvB9ssyywTtGYxD5SlfkBjdn+ZAQrZ3emRjIOeakTxHNPLeR21pDI9u7oI/tDeYxV9pJUIcDv3rOutd1caih8t7aFRbmUEKYot8jqxcsok5CjBAABPPGTQAyXwE0zTs+oxbpjklbXb/DKpPDdT5gzjGQuO+Rbs/BwtL2zuBcwEW7h9v2ckjDSHCMXJUHzORz0qjcePXWaQw2kLxQtlsT8upSUqOVG05iJORwPWrUHi2e8vtPt1t7eAzSgPm4Dl1JkHyADDD93ycjGcUAXtV0m5jlvtTsJm8827GKBUBxPtC+YM9W2KFAxj86zL6W4BthZf2w9p5z7zMtwp+4McqvmYz/eGM5A6Yq/e67cafqFxbTAsLfddNsQEvb7cKo7bjIdo9lJqW91+50/yI7qxhhlmdlUyXWIyAoOQwUnvjBA5B7c0AVBJf8A20FTf/aftMIhQpJ5H2bCb9xIxnG85b59wA9AdTUtIk1axto551inT/WtGuQ6spWRBk5AIJwexwecVGNebzSxtf8ARFnjtpJlkziR9oGFxyu51XPBz2xzRrGrS6fHbXcGye3mVo0VeQ8rAGLDehIK/V1oAwL2XU1l1YImoeasjCDYLnGz5fuhV2YxnkHP41oaXpP9q28c+prKZba4fyGlj5KZBH+sXfx0ycHg9sGlbxS9ql2kscErWX7uRjPtd2GAW27cAEn1qe38RXF5HBJa6cJUaVopWEjEIVbGQQhyO/O2gC5LpBeLUYlli8u+csyPDuA/dIgGMjI+TJ9QccdaqW/hnyZbN2uwVhdnljSPakg3l41AydoRjkDmlfU7yKy1sSXFst1byOlsWGxR+5RxnOc43ZJ9u1UbTXb6U29uJPMe8YxwS4VhujkImYEAArswV45waAOsorI1u4mGnQXFjetFuuYI98YRwyySoh6g9mJGO9EWqXLmZYLN7iGBnhM7SBWeRFyTtA+7kbcjJz/DjmgDXorBGqalKdOd7eO0WW7MMsZDMzLsJGCyrjkeh6Vhp4n1BdPZpLuEzpG8hkTa8ckojVlgU4HJJOR97jg85oA7qiub1K/vLG7WG71WCzhdJZkuGjByQV2x4PXgkkD5j2PBNdEh3Rq3qAehH6HpQA6iiigAooooAKKKKACiiigArn4PDkkNk9s91BKpt4rZQ9uSPLjzsDDdycscnjPYCugrkrTxDcnTLxprqFrlDGfMRlaOMOfmxwDlBliD0ABPWgDodLsW07T0tml80qztkLtA3MW2qMnCjOAM8ACrlUNGupL3TVmkcSHzJUWQAYkVZGVW445AB4454q/QAUUUUAFFFFABRRRQAVj614fg1uWF5zGRFE6KrxB8FmjbcOeCNhH/AAL89isfW9Zn0uWGO3s47gvE8rb5jHtCtGvHynJ/eD06UAUo/CQiuVuEv3SSGcSWypHhIk8x32bc85EjJkY4xxxXS1yg8UXMmqW4FvstIZjb3xUb1WQyNGuG4xhlU8jpID2rq6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApXMFnqUht5Sxlt2En7uRkeMkEAhlIIyMjr0zUEXh/ToHZoVuItwAYR3cqg4ULkgNgnAHPXv1qnqukyvqK3gie8tnkXz7RNo3BUcAncQGALA4OOmeSKzINI1JdTnlGnmEuii3mfy5jB+5CjLs+/hs5wp79c0AdTZ6bZ2Bc2kCwh1RWVCQuFGF46ZxgZ6kAegq1WBoljPbXgdbGWxgFsElSSVX86XI+fhjkgbsscFtwz0rfoAKKKKAI554raLzJnCJuVdx6ZJAH6kVSubDTtWmkEoZ5IMwSeXK6cMAxRtpG4YKnByOat3lrHfWU9rNny5o2jbBwcEY4rm5tFubcxia3k1UGGQkxusOLhm3GTlsrnIAIJKhcDrQBu22k2lncPPAJ0Z2Z2T7RIUyxyTsLbRyT2qWS+toZJY5JlV4kV3XuASQPzIIxXNWehSz3t/HqFhiKeWUicxQtlTJuX5ixY8Y4KcfhWlL4dQWiW9rMsIijKxHy8YfJIY7CucZOAMcnPXFAF2LV7Ga8+ypMfN3sgDRsFZlzuCsRgkYOQD2PpVoTRGYwh18xVDFc8hSSAfocH8q5o+DsQkpqDG4bzw8k0ZlVhJnojNgMM9R1G4HrxUPgEGGOM3sLbCSQ1sdrDfKwU/PnaPOPGeqqe2KAOsufstxusLja/nxPmI/xIMBv/AEIfnWXDpmi3Rt2ikneSRDcxSrdzeYykBc7927GCOCf61HpHhkaVqYuxcRyhYZIgTDiV9zIfnkLHdjZgccA9ahuPD8ltmSPfeQtdBpLVdqkwfORFyQCBJJu5xlQF7cgGsNFsftKz+XIXDK5BmcqzKAAzKThmGByQTwD2FX0RY0VEUKqjAAGABXIDSrz+3YLj+yWFssMSxq/lTmEiWUnlpAVO1kPy7gOgztFXNC068tbu1aW0kt2jtWjvJWkVhdTZTD8Ek9HO5gDhgMdcAGhL4f06Zrgutxi4YtIi3cqqWPfaGwDwOgq5Z2MFhG6QK4DtvdnkZ2ZsAZLMSTwAOT0AqxRQAUUUUAIiLGgRFCqOAAMAVTGk2S332wRuJt/mY81tm/bt3bM7c44zjNXaKACiiigAooooAKKKKACiiigAooooAKKKKACqg1KyaC4mW5jaK3cpKynIVgASPryOKt1kz6M8iXiRXCRi5uEuBmLOxkWMKOoyMxgn1Bxx1oA0be4iuoFmgcNG2cHGOQcEEdiCCCO2Klqpp1m1jZ+S8gkcySSuwXaCzuznAycDLHuat0AFFFFABRRRQAUUUUAFFFY+teH4NblhecxkRROiq8QfBZo23DngjYR/wL8wDRkvLaK7gtZJlWecMYkJ5fbycfTNT1zUfhIRXK3CX7pJDOJLZUjwkSeY77NueciRkyMcY44rpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA53Udan0nVZFkjDQzvHHCZpDHGDsdmwdp/ujt6VFL4zgtr2aC4txthB3GKXe2RAJiQCB8uDgHOSewqfVr/TJ9SisbqG8aaBw0bwSMhDsjYAKMGOVz2xTEtfDs7yXDlnjaCO5ke4uXMTK8ZjVmDNtJKLjJGfXk0AallqEs93NaXVsLe4jjSXasm9SjFgOcDnKnIx6cmr9Zdp/ZGn3PlxXcf2m4VceddGSR152gbmJxycAccn1q/DdW9w0iwTxStG21wjhip9DjoaAJaKKKAKmpx3MmnTizcrchd8XOAWHIB9iRg+xNYUPiC4iukSaEI96TPHHdymIxR5CKoXaTkgBiDjBYiuhu7qOytJLmbPlxjLYGTVC9j0ea6e6uLwRTWyBJHS9aLYpOQH2sO/rQBQg8TT6nJdWlhbxi7j3mPLeYMJJsbcMpg9xgn+hbHcapFrsEt4s7oY8SxRQyCOMBHYuMFlYlsLt5bkEdKlhn8P6XdfaLd5HL289wJVlkmjEe4NJtJJUZbHC+ntVseJLESFJPNiKELOZFAEBLFVDnOBkggEZH5igDI+06vDdTXQW+lW2laSeDy2IkXzHUCMY+b92Q2F6lV7k56TTo7iLT4Fu333JXdKc5AY8kD2BOB7AVB/b2lNbzzQ6hbTrBG0riGVXYKOpwD9PzFWra7hu7GK8jbEMiCQFuMDGefT3oAnorEuPFNhaQiadLlImRZEYwn5wdnQdTjzF/MjqCKlfxFp63aWyu0kjyCNdgBB+VGyOeRiROmTyeMAmgDWorFm8Uafbj9+s8TbgNjx4bBBYNg+wPH3var1rqMV3dT2ypKksIDESJtypLAMPYlG/LPQigC5RWRf+JLDTHdbwTxKpHztGdpG9ULD/ZBdcn05GcGl/wCEisPtv2RTK8oLBgiZIwSM4HJyVboD05xQBrUVj/8ACS2AuIreQTRzSS+V5bpgq3yYzz/00Tpn73OMHEmna/Z6nFBLBvEdwxSJ224chd2OCcHbk4OOhoA1KKKKACiiigAooooAKKy7jX7K2vJrVjI0kIG/YufmOML65O5cduQM5q7Z3cd7bCeMMBuZCrDBVlYqwPuCCPwoAnooooAKKKKACiiigArlbW8vpNJ1GSH+0g7cQLcW0glAA+Z+VABPJCjgcDqcDqqKAM/RWmbT8zedjzZBGZgQ5j3nbnPPTHXnGM1oUUUAFFFFABRRRQAUUUUAFY+t3erW8sK6ZFGymJ3kaSBpOQ0YCjawwSGY9/u/Wtio55hb28sxV3EaFyqDLHAzgDuaAOYF/r8mqW8zWkwtrWYwXAjjKiYNIybwpySABG+QTwWHNdXVa2v7e7meOB9+2NJN4+6Q+cYPrgZ+hHrVmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMefw7a3Gs/2k80wk3o+wBMZTp823ePcBgD9Cagk8PC1EEmnhZXivTdmK4k2qcxsgUEKcBQwIGD938ao37ao3isxxG9W2LxLmMS7dhUh8HHljBOSSQeOOcVLbahq6vAk6bLiaVbBTMpCb0jd5JgvBYNtwBkdAc0AFtoepw6nJMPs0MEyoGS2mKCPAIOFMZzjPXcufQVb0jSbq0ubR547WFLSzNoot2J83lTuIKjbjZwOfvtz6wQ67fSanLAywtFbqplNvC8wY4OQHBAXpjBBq1peq3VzcWsd0lvi8tDdxGEn92AU+VifvffGGGM4PAoA2qKKKAK97aR39nLaylgkgwSp5rJ07RpoUW1uoLRoI1kUTo7edJucNknA25xlsE5OK0NZa4XSLk2nmeeF+Tyxls57VnQanql5afaLdbMGdHe3hbJkXa4HI3ANwcnldpwOaALtzolpcwLCxlWNYZYQA+flkxk5OTnjiqcvhS0nWYS3V232jH2g5QecVYspPy8bS3GMdBnNQXza6IUmVpRP9huN0UMQ2CUY2Hq3zY6DcR1rOku9ZhaeS2S/kEZU2CyRSESLvbzBJkZ+6Bt3YJ4xkmgDbm8L2E8u+R59pbLIGAVv9VweM4/cp39fWrNro0NpbXNnHLIbKYNthOP3ZYsXweuDu6HOMVizah4k2z2zWyu8iNHFJBbPHsY+VhsliMDzHPP/ADzPuK09Lvrw6RLDcQyHUrSMh0dT+8ILBG3Ywd23PHrQBFF4aDSLPdX9zLKVhDKAmxfLKsAvy7gCy5Iz3Pthi+DtNSZpInnj3Ss5UFSAp8vKDKnC/ukxjBHYismW41K72x2F3qakxQBrgwOUcsYstGdu3AXexOeSxHQcK174ifUQ01tdRxrclSkauVZgsAG0gH5CTMQW465wegBqN4PtZbZoZ769nLM7NJJ5W5i4wxJCDnAGD1GMAgcVfsdIawuJZk1C5lM0xllEyxktwQFyFBwMrjk4CgetctcXutSWzSWP9qBfMZlWe3lEh2rwT8owWbkL9wY5xnFb+m3U6a3ewzNdm3kZVgM8bD95+8LgEgDGFGMfLgDueQCVvD0Ml9PdTXl1KZpUkKP5ZVdjBlUHbnaMdM9yepzVWDwZp9q2ba4uouQeGQkBXZ0ALKSApY49uDkVS1CXVbnUbqLTZ9Rtyk0aB5bdyjHzEyV+UL5ajIODlgWPYE1ob/XpL/zbu3v7eEOcRRxs5B8xw+CFKkKoQjcPmH3eTQBsR+ErRFtQ93dSm3bcrSeXub51fkhAcllyWGGOTkntPb+H0try3mW4kk8uQSs0m3cdsZjVflAGAGJz16fhz6XetvJYyW66gIWn3GKeGQOql4htYleu3zCSflG4gE7QRc0K71Uf2et99oE0s+yYSqwBzAzuAGA6OoGR8vJxjOKAOtooooAKKKKACiiigDFu/DNneXst00s6PJIJsJtGJQoVXBK5yAq8E7eM4rSsbNLG1ECO7/O7s74yzMxZicADkk9BXMatca2mu3AtxdfZPlQiONjiPapZ1ONpP3wMfPu7YroNGad9MU3Hm7vMlCeaCH8vzG2ZzznZt68+vNAF+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKjniM1vLEJHjLoVDocMuR1HvQBW0zS7fSbd4bcuVeQv85BI4ACj2VQqj2UdetXayNDl1C6Wa4v0khcBIREylRuQfO4B7FiwB7qqkda16ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAwbvxKttrn9mC2WRyVRf3uGZmUsOCMY4xnP4VKup6bq9q/2qGFrJYYp3e5C7FL5IUg8BhgE+mRVqTRrGa/N68chmLIxHnOELL90lM7SR247Cql1oiRfZ5dOgh3xXrXjxSyMFldkZCScNjG4EcY+UDjqACTyPDyX1v+60tbsKnkfLGJMD7u3vj0xViwh0uOW4OnR2aybts/2cKDu54bHfk9fesW20PU4dTkmH2aGCZUDJbTFBHgEHCmM5xnruXPoKt6RpN1aXNo88drClpZm0UW7E+byp3EFRtxs4HP3259QDdooooAraheLYWE10yFxGMlQcZqrv0ewmu7mJLZZ05uDbxBpeT/EFBY5PNXrm2iu7d7edN8TjDLkjP5VkaZo81sEtru1sJLeJZFExy8ku5w2SCoC5xluTk49KAH3PiO3gCyLb3DwNay3IkKbM7MZXa2Dk57jFQN4pihkmW5tmjW1ZFu2D7hEXcqhHGWBI9sAjjtWpNpdjPGI3tk8sRvEEX5QFfG4YHriqzeG9KcEPbu24EPunc+ZyT83zfMQWJGc4zxigCFvFWl/Z7iSN5WeGJpPLeF4y2NvA3ADJ3p/30Kv2WpQXmkx6iDsiaMu+TnZj7wOO4IIP0qKTQtNlmEslqGYNu5dsE/J1GcH/AFUf/fP1qSDSrS2FwkSMsNwDvh3HYCSSxC9Bncc460AZNz4m+wRR50uUh4kkiijdS5DMi429uZMDPUqfYlT4vs2vI7eBPMDuAJN+AU2xHd04/wBco5x0POcA27fw5YQnzJPPlmYReY7TyYcx7dpK7toxtB4Hr6mnf8I5pPmvILTazzNM+yRlDM20tkA4IJRSR0OOlAFC78XR2IYXFm6OsmxlEgbHy7sEjjeBjI6cjnnNatjqsWoXl5BEjbbYqPMPSTOclfYEEfh6c1WTwvpKW32cQzmLDDa91K2Q33hktnDdx0PerMGjafaXbXVpbJbSuwMhhGwSYDABgOCPmJ+uD2oAoan4l/sueSOWwmkCbD+6YM20uqbio6ZySo6ttboRTI/FttPfi1t4TLz95ZBhgWZUKnodxQ9SO2M1oLoWnpdTXAjlMk0qzPuuJCpdSCDtLYGNo6DoMdKhXwxpEYIitWiBYsRHM6AksW6A9mYkf3SeMUAVD4sijube2ltSsks5gJWQMuQyLwcc4MgB6YKuOSObVpq7T3SLcWaxFp3tY5Ek8wFwpZgDgcfIwPuuKdD4b0uCOCNIZdkGBGrXEjAAEEA5blQVBAPH5mrI0yBHtfLBSO2keZUBzl2DAkk/77/ifagC7RRRQAUUUUAFFFFAGDceJlg+1A2Uoa1aQyKzAHy40R2cYz2kXA9+cVc03V11G4ljELRhVEkbFs70LMufY5QnHoR7gOudE0+7aRpoCTK5eQiRl3ZUIQcHlSqqCvQ46VLaaZaWM00tvGVeX72XZh1JwATwMsxwMDmgC3RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRzu8VvLJHEZZFQssYONxA4GfepKKAKOn6pDqTubYFoVjjcS9iXXdtx6hSp/4EKvVXs7C20+J47WIRo8jSMAScsTk9f0HQAADgVYoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDCvrK+/tfdAjPZSlLiYBwMSRA4Ud/mPldOMRtnrziy+I50sLOUa1FJJO8f2hY1jT7OWRyV3P8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2N6282 2N6283 2N6284
MAXIMUM RATINGS: (TC=25°C) SYMBOL 2N6285 2N6286 2N6287 UNITS
Collector-Base Voltage VCBO 60 80 100 V
Collector-Emitter Voltage VCEO 60 80 100 V
Emitter-Base Voltage VEBO 5.0 V
Continuous Collector Current IC 20 A
Peak Collector Current ICM 40 A
Continuous Base Current IB 0.5 A
Power Dissipation PD 160 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance JC 1.09 °C/W
ELECTRICAL CHARACTERISTICS: (TC=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICEX V
CE=Rated VCEO, VEB=1.5V 0.5 mA
ICEX V
CE=Rated VCEO, VEB=1.5V, TC=150°C 5.0 mA
ICEO V
CE=½Rated VCEO 1.0 mA
IEBO V
EB=5.0V 2.0 mA
BVCEO I
C=100mA, (2N6282, 2N6285) 60 V
BVCEO I
C=100mA, (2N6283, 2N6286) 80 V
BVCEO I
C=100mA, (2N6284, 2N6287) 100 V
VCE(SAT) I
C=10A, IB=40mA 2.0 V
VCE(SAT) I
C=20A, IB=200mA 3.0 V
VBE(SAT) I
C=20A, IB=200mA 4.0 V
VBE(ON) V
CE=3.0V, IC=10A 2.8 V
hFE V
CE=3.0V, IC=10A 750 18K
hFE V
CE=3.0V, IC=20A 100
hfe V
CE=3.0V, IC=10A, f=1.0kHz 300
fT V
CE=3.0V, IC=10A, f=1.0MHz 4.0 MHz
Cob V
CB=10V, IE=0, f=100kHz (NPN types) 400 pF
Cob V
CB=10V, IE=0, f=100kHz (PNP types) 600 pF
2N6282 2N6283 2N6284 NPN
2N6285 2N6286 2N6287 PNP
COMPLEMENTARY SILICON
DARLINGTON POWER
TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N6282, 2N6285
series devices are complementary silicon monolithic
Darlington transistors, manufactured by the epitaxial
base process, designed for general purpose high
current, high gain amplifier and switching applications.
MARKING: FULL PART NUMBER
TO-3 CASE
R1 (4-February 2014)
www.centralsemi.com