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Ly38P2VjdafNbTWlpFCfNeMq7KgBwUZjjI7gda5RfDuopZ+RDpE8cSNb5VxbGX5HyVUghZFAzguA3Pck4APQkmilx5ciPkZG1geKPOi2F/MTaBkncMAetcVJourC+hvbC0lglW2+yFpTCjBXd9zYjO35SY346hMdTTLLw3fWKWobTvNtbYwbrUOh81UE4wATg7TJG3J/h45FAHcNLGqqzSKAxAUk9c+lKXUZyw4689K5MaZIlwLiXw0JrV4HjjsleJjbkyMzEhmCjeCudpONuOaz28M63b2ryRYmunS1t7hTKMToiICwJP3lYMQT1BbuRQB3Szwtv2yodn3sMPl+vpTi6Lu3MBtGTk9B6/pXCv4evrnTZLSLSfsd0I7xXuneICcSCQKmVYsQSyN8wGNlXruxv8AUtQk1KTSpVgBtlexmeIvOsZmJ6MV4aVSATyY/pQB1L3Vum3fPEu4ZGXAyPWnebGXKb13AZK55A9a5w6Kl3/Zcp0OC2SK+eR4X2MUjMcoycZAyzA7VJ659apPol4UFummbbtLuWdtR3R4kRi5wDnfkqQmCAB64AyAdhHNFMCYpEcDqVYGl3p/eHXHXv6Vy/hrQbvR76N7hFcNYRxiRFjTy2GNyMF+8c8huejDj+Kg/h641NrjzdJm08SXMWNkkQxGkjN5m5XJMmWLZI44AzgkgHbNLGpw0ig5xye9AmiJYCRDt5PzDiuFfQ9bkke5uLTzNQWeTypEMLQnIhAkdXBIDeXn5TuHI9DV3UvD0sxvrmHT0SSW7iC+QkW/yEIYkBvlLF8k7u2OCQKAOvyAQMjJ6Utc1pejXFvLoM80G2W0snt5T5mQgwu0YyRk45x6dcAVV1qDxNLq1wdOW4SAh0R1lTbgwnBALDB8zHVSe+7BxQB1xIUZJAA7mlritW0vXZUntEF5cWm5xBtuEzyUIMhZgWXG8Acn26Gu1oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDD8J/8AIHuP+wnf/wDpXNW5XJaLrVvpNpdWd5aassy6hev+70q5kUq9zI6kMsZUgqwOQe9aP/CWad/z7az/AOCW8/8AjVAG5RWH/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1QBuUVh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNUAblFYf/AAlmnf8APtrP/glvP/jVH/CWad/z7az/AOCW8/8AjVAG5RWH/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1QBuUVh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNUAblFYf/AAlmnf8APtrP/glvP/jVH/CWad/z7az/AOCW8/8AjVAG5RWH/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1QBuUVh/8ACWad/wA+2s/+CW8/+NUf8JZp3/PtrP8A4Jbz/wCNUAblFYf/AAlmnf8APtrP/glvP/jVH/CWad/z7az/AOCW8/8AjVAG5WHa/wDI9at/2DLL/wBG3VH/AAlmnf8APtrP/glvP/jVQaNdDUfFmq3sNveR25sbSFXubSW33Or3BYASKpOA69PUUAdHXPa3quoWN26WbW8gSB5niMbFo0CMd7NnAywUAY5+b3K9DXO6gLFfEUccvh6CeeeJn+2MkWdi7VbJPzcBwMemaAM1fE2rXDCyhghXUo4ovOjwOGLjLKGZQVZOVGe+OoIqw2u3rRW13BeQeR9jku7hZrYqURFwclWOCW9M8BsE4Gbz3/hq9RJJFtZkniUB3t8q0YJKgkrjGQxXPXBIqSHVdAEIaF7cJtFvhYSPkC7gMY+4FbOfu4bPegDBl8Z3lppji8jigv1uFQrMm0JHtjZiwDMM/vMABjwQT0YDf1TWpdN1CBfISSza2knlkDYZArxKWx0wFkLH6fnWOqeH9N0u5jS2gjhiWSZ7aCAEHZuzwBt3HyzgHn5fan6nf6DexzxXV2kUkcTq0pTDxo23eoLLxwVDAcjIzg4oAr/8JlEpeV7KQWaEZmDgkhgzIwXqQVXPtuHXnDY/GYaKN5dMuYVZhvaRWVVQhSGyVH97qcLwfm5Gbum2+g3OpSXdnFFJcqiqGaHBjVQUwpIyMcggdDkHFU4L3wq0sttDZ2flW3lyqUtQVZ5C6jYAMsf3R5AOQOOnABoapr6aZf21qYGk814ldlJJTzJBGpIAOBuPVio4OCTxWfa+MftNzaxHS7lROkMhZQX2JKxVCSFwOVJOSMDpk5At3V74fvJRcSR2d3NCqOkjRhsA7WXa5GMjerYByNwPemHUvC4uIji0M1tiODbb5ZRzgR4XkZVsbeMg0ASX2oXv9pXsMFzaWsVlbJcO1yhIfcX6nI2qAnXnk+2DWk8W7Z0iSwd/PleO2PmgbykywsW/ujc4PfjPQ8VZub7w1fyxy3TWNw0MfnRzSxhgg2iThyMA7cPjOcYPTmq/9o6Elnq2sRaajG1lAldLYCSVwquOMZyCw69CCfegBkHi6W5a2hj0thcXJTykedQMMszZJxx/qH9eq+4FVPHK/O62NxcRyDz4lijYssIggkOdoPzZm9h6kd7N5L4Vuli+2paj7K4JhMIIZhuj2Y2/PtaVhgdGPYnFX9QPh+2lhjv4LMO7B0DwBsH5UDHjjoqgnHQCgCmni1jchW011hMqp5vmgnBnMAOMdd3OP7vPXio7Lxi2oRW5ttKuPMumTyBLmNWV45JASzL1xEc4yORgmrv9p+HdpYG2IDqBtgyWO5nUqAPm+ZWYEZBIOOaZFqHhizBkgNhCqj7T5kcQVQShbduAxu2MT67ST0NAGefG5jsLm+eyDQp+9iRGJcwiCOUkgA8jzB/sjjJHU3v+EoCkmSxdEknmt7dvMB82RJRFt9txyR7KSaivJfCy20zPp1pN5cPmeUbQDcqovy/MuMhNvy9QMcYq5eHR4NTsLeaVIZIZDPFbqgCb5CVDnA4JLMByMlu5xQBX1zV77T74+SYVs4YVlnfy/MMYLMCZAHDKmFOGCtyGz05pP4ve2u7nzkLwRSSIFVQGYq04xknH/LJefzrTvLnw5dz2c94lncTN5ZtmkhEj/PuK7eCefLY/8BJ7VENU8LSwNOPsbpJyT9nyXDhyWxtywIMhz0Pz89aAHN4leK7+zzWO1o3hS4KTqwQyyGOPb/eGRk5wQD0J4p2neIH1LT55/sht5BZx3kas4fKSKxXOOhyhyPpzSCXwxDIrpFYK1oAY3SAfJuI4Qgckl14XnLj1q4tzpEFglzGsK28irbr5cXJC5Aj2gZ4+Ybccc8DmgDC0zxDq7Jam4tDOt4sa27PH9nzKUd2HVvlCpnOOvHOeJP8AhO7Q+QBZz751zGhIySY1dB/wIkoD0yprTuL7w/cWy2lw9nLBtLLC6BlwgU8KR2DoR9RiqcOseHZQZZLaGIxCBVZrcHOFMkYQgHIQFjx93k8daAI4PGP2rAg0u5JlkVIC4KK4LMMliuB93PGeD65FdRXN2ep+Hmklkt7W2inN0yv+6VSzLKY94OMN8xJyCSN3qavDxLo7W32gXyGLIAO1snK7gQMZI25OemATmgDWoqlcavYWtrHczXAWGRN6uFJ+XGS3A4UDkk8DvUR8QaUGmU3iZhJVxtPUPsIHHzHfhcDPJA7igDSoqppmow6rYi7tw3lNJIik99jsmfx25q3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBhnxbpfmSoianL5Urws8OlXUib0YqwDLGQcMCOD2o/4SzTv+fbWf/BLef/GqPCf/ACB7j/sJ3/8A6VzVuUAYf/CWad/z7az/AOCW8/8AjVH/AAlmnf8APtrP/glvP/jVblFAGH/wlmnf8+2s/wDglvP/AI1R/wAJZp3/AD7az/4Jbz/41W5RQBh/8JZp3/PtrP8A4Jbz/wCNUf8ACWad/wA+2s/+CW8/+NVuUUAYf/CWad/z7az/AOCW8/8AjVH/AAlmnf8APtrP/glvP/jVblFAGH/wlmnf8+2s/wDglvP/AI1R/wAJZp3/AD7az/4Jbz/41WpeXiWcas3JZtoGf1qi2qyo2GRPyP8AjQBD/wAJZp3/AD7az/4Jbz/41R/wlmnf8+2s/wDglvP/AI1Wjb6jDPwTsb0P+NW6AMP/AISzTv8An21n/wAEt5/8ao/4SzTv+fbWf/BLef8AxqtyigDD/wCEs07/AJ9tZ/8ABLef/GqP+Es07/n21n/wS3n/AMarcooAw/8AhLNO/wCfbWf/AAS3n/xqj/hLNO/59tZ/8Et5/wDGq3KKAMP/AISzTv8An21n/wAEt5/8aq3puuWOrTzwW32lZoFR5I7i0lgYK5YKcSKpIJRuR6Vo1h2v/I9at/2DLL/0bdUAblVZ7CK4vYrp2cPHDJCACMbXKk9uvyDH41arkvEMXiSTUnbSo5xGIyqFZVCnMbjoXGCHK9VPTqORQBbuvBtjdm233N0Ft4o4o1yhwEBAIJUkZB5xjPFPvPC2n3aiKS4nQnaRtKbhtTYCpKkqcDqMEdiKx9Utde063vZ4Lq+kjEhWPM6k+WY4zkZ7+bvGT0z/AHcUy40bXbqUOYZ/LKTRqJZ0MqIVkCqzBuuSvIJ4IyeDQBrSeEdMvGaQXM5Vo5YyY2TkSb9w3Bc4/eE4zjgHGesr+FLWVyZru7kTc0gjJQKsjEFnGFzkkHjOPmOAOMYp0nxHayxQWBeC0Q4QJtbaQkQBb94uV4cc7u/B4raS21WDwxIu64m1KRtzAzDcMsAQpzgAL2BGfUE5oAu2eiW9lqlzqEckpluM71O0Lyc5OACx7AsSQOBWU/gvTRGqTXdw6xrEkAm8plhWISBVAKYI2yuPmBPTnIzWRaf8JKL37PN9tE0CRSBjKnlpGbmbdvG9ixMKqByxBAyQe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5wBjmubtNO1O30rULRbaYGVBtd3jEjvg78srdDwFJ5yTnAwa3NFgmt9P2SxND+9kaOJiCY0LkqvBI6Y4B46dqANCiiigAooooAKKKKACoby1jvbOa1lz5cyFGKnBGR1Hoamqlq1vNcadILb/j5jKywjONzoQwUn0OMH2JoAms7WOxs4raIsUjULuY5ZvUn1JPJ9zU9UtKgmgsFNyCLmZmmlUnO1mOdue4UYX6CrtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGTJqV0dUnhi+yx29s0SyGdiC5c/wAJ7YBGMg7jxx1qj/wmdn5YcWN6Qbb7WOI/9QQSJPv9MA8fe46VduZtNfWUV9P+03UGwNcLAHMG4/KCeo9eM4BycA5qNJvC8KSbJNIRZGaN8GMBiQNwPrkYyKAKf/CYJF5pnsLglFdykWwkKrTAkksB0hJx79+1yTxParPHBFbXM08kjxxxoEBYo0gPJYAf6pzyemO/FRpf+GWEsjHTo0YsGeXy1DktIGHPJ5EufXLe9S3MPhmNZpLqPSVWRj5rSLGNzBiDuJ6ncGHPfNAEX/CXWDWyzxQXUyuhdRHGCxUeVzjP/TZT7AH0qxNqk08mnxaeIQ15A9wssx3KEULx8p5J3jocYBPOKJofDoeSeePS9zrtkkdY8sAU4JPYHy//AB32qDWb/RbSztY7yziurQxNNEqxo6JGgGWAJxgBhjGTg8CgCOTxVGrQRJAWeSeGDzkYNCzOY9wUg5OFkyCVAOKhsPGtvd28JNldtK8ceTHGNjSPsG1WJHeQdcdD+Oi8nh5LqSWRtMS5jC+Yz7A6gFduc8jBCY9wvtSxWvh+e4kt4YNNkmMSh40RC3lgLtyB2xsx/wAB9qAKY8WxLc3EU1hcqIWGSpQ7U2RMWb5uxlAwuenGasNrclxY2MtpbNE99P5MRucYUbWbeQp5GFOBkEkjpUds2hXUyONLhSNWHkXMlsojYqyxja3Y5Chc4zgbcgVYlvfD8kAsZbnTWh3IggZ0K5PKjb68ZA9qAK9x4mg063lN6vmSwJukNqQynmUYGSOf3LZHY8ZPJqO58X29nNLDNpuoCSNtrKqI54jV2+6x+6HUH3PGeam3eFpzbgnR5Cy+TAP3ZyOm1fb5sYH973q3DFpWtWUV4lvbXME5E6O0QO44A3cjrgAeuBigClF4nS41G2tIrG4Hmz+WXkKAbcTfMMMe8LDBxwa3qr/2fZ70f7JBvQhlbyxlSN2CP++m/wC+j6mrFABRRRQAUUUUAFFFFABRRRQAUUUUAU9WvG0/R769RQ729vJKqnoSqk4/SmW2qw3d00MUM5jDvGJ9n7tnQ4Zc9RggjkAEg4JqbUZre30y7mu0D20cLvMhXcGQKSwx34zxUFrpS2l00kd3c+T5jyLbll8tWckseBuPJJwSQM+wwAaFFFFABRRRQAUUUUAFFFFAGFHrV21pqmYInurRA8SIx2yhlyuCeoyCN3GcHgVoaTePfWAllwJld45FCbdrKxBGMnpj1INUo5NEFnqEqWUSw28jJOPswXe20E4GPmyGA989xV7THtXsVFnALeJGdPJCBdjBiGGBx1z069aALlFFFABRRRQAUUUUAFUtWvxpelXF4QGZFwin+JycKPxYgfjV2q99JbQWclzdIrRW4Mxyu4jbzkD19KAIdH1EappUF2AFZgVkUdFdSVYfgwNXqrWEltcWiXVqirHcAS8LtJJHVvfsfpVmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDPl0pXv2uo7u5g8wo0sUTKFkK9CeMjjAOCMgYrPj8H2KRujXF04NobJSzLlIdpUKML2BOCcnnnNR3Wh3t1r11fI8MQUxNA5TLsVH3d4b5UJ4I28jPrVLPjGOJJIlklCnc0c5gEjbVRtoK/KA7B0B7bgeMZoA028J2TvMzz3JMqSIfmX5Vcyk4+Xt5zY+g98h8K24uvtKX96kqyPJEQYz5RYyFsAoc581+ueo9KoCDxcbqSJ7xvKzEoljjhAK7ot7Lnndt83IK49P4an1nTru41ieWGxkkd7WGO2u1dFFvIHkLMcsGxhkJwDkDFAEn/CG2AXy1uLlYRH5aQnYyoP3XI3KST+5XqTjnGOMWL7wzbahb2cMtzcf6LA0Cu3lyM6sFBLb1bJ+UcjB61lpH4pjSSNfMVfs67NqwYR8pkAZ+bI38kgD34qOGTxMuqQxukyGTZK6r5LLgCBXLtgH/nqPl59OMUAaEvg6ymuHme7vGZkKAOUfaCyNwWUngoMZPHOOeatad4bs9N1Br2KSaSVlK/vSrHJCgndjcSdo6nufbGB5Hiy5m3XEc4QBtkZeAgFkPBx94AgYOAct6dLAj8XSWpHmzRSiLJJEGTMI3yF4I8svsxn5uueKANY+HY/J8hb+9WFGDQxhk2wkSLIMDbzgqAN2cDI71HD4UsIrP7K0lxKhlMrF2GWJgMJyQB/CSeO/wCVbgzgZ60tAGDa+E7G1A2yzM25WLYRSSrRsM7VA/5ZKPp+mrYWaafYQ2cbu8cKhEL4ztHQcAdBxVmigAooooAKKKKACiiigAooooAKKKKACiiigCvfWkeoafc2UpZY7iJonKHBAYEHHvzXOaRpepW3iaa6lt3SBnudzkoA6tJuQ5DFmIAwAyjAJ/HU1/T7jUo7GKBYWVbnfL5yb0C+W45XcN3JXjPXB7VjJez6TfDTE1VZJLd7aKO1kC7pldgHIH3uASRzgBecgGgDsKKKKACiiigAooooAKKKKAM+fSIZ0vEM0yrdv5kgUrw2xUBGRxjYD9fbip7GzSxtzEsjyEu0jPJjczMxYk4AHU+lY2o6ZdtqF3LHFLcW0v2Zni80HzNryb1AYgAYKEjgHnrk1raTDPBo9nDdEmdIVWTLbjkDoT3Pv3oAuUUUUAFFFFABRRRQAVV1Cwh1K1+zXBfyi6uyqcbtrBgD7ZAq1WP4hs7y7tIfsGfOWTacPtIR1ZGb/gO4Pjvs45oAu6fp8OmWzW9uX8kyNIqsc7NxyQPbJJ59at1jeH7C7so7lbzOVkEMBL7iYEGEJ9z8xPfmtmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDnrzXru31qe2SAPbwGMyYgkJCMMs3mD5RtGTtPJxgdaa3jOwidEube6t3dlAEgQ4BCHcSGIACuGPoAfStSbUNNs70wyyRxzy7d5CHudq72AwMngZPPQUo0bSlgMA02zEJ3Zj8hdvzLtbjHdeD6jigDJXxnaSErHp+oO2Y1A8pRud2jXbksACDIM5wOD+NjU9XvLO9uxEkDW9nbRXEiODvk3tICFIOAQE4GDknHFaR06xNy1wbO3M7kbpDGu5iCCMnGeCqn/gI9KiFtpWpTR3/ANmtbiVAvl3DRBmA+8u1iOnzZGPU0AZkfi22KNutLtnWFZfljH7wEqPkG7JxvGccDByemSHxbay3Hli3ndGZP3ibCqKwixk7+eZR93Pf0ydX+yNMJY/2faEsoRv3K8qMcHjpwPyHpUf9h6V9shuhY24khXEeI1wv3cEccEBFAPoB6UAZD+M4Hl2W9pNtCszSNtI27cqww3zA8jg9qlbxlaC3Ewsb1g0IuFUCPJhKM4f7/QhG468dKuGz0C3S4l+x2Ea2zYmYQKNh2554/uv/AOPYpbKPQp1ZLW2sx5m9nj8kKx6K+5SAQcMAcjoaAE1XUri289LMRb4bR7lmlUsODwMAjrhue2BT4NWWKSwtL2RGvLtC6+VGQnA3YOSccA4yedpq5LZwSziaRASI2iKn7rK2Mgjv0H6+tUbnw/Y3V4buQyC4VojG6sB5QjOVVRjGMls5z940AU5PEsk9p51la4cPsWKZlLzMRkIgRm64OSeFAJIIBxJZatqF3eTQG3iRkmBCMOTBvdd+QxBJ29OMenStHUbXTJ0ik1K2tplR1SMzxB9rOwUAZHGSQKmgs7W1klkgt4YnmO6Ro0ClzzySOvU/nQBiwa7dtY2+oTLaiC5VJUhDHzURnVTkfxYDgkjGDxg5zXQ1mT2GkwSZMEEMksglbyowrSsjb+cDJwcGtPI9aACiqd3qlpY3EME7SiSY4jCwu4Y4JxkAjOATj0GauZHrQAUUZHrRketABRTFmieR41kUumNyg8rnpmn5HrQAUUUUAFFFVL/UrXTUR7ppFV2CqVid+SQAPlBxkkAepNAFXXNSm06K08gDdPcCIsYXm2jYzZCJyfu449c1Ba+IcrEl7ZzwS/u1lYL8kbOcIDzuGcjtxnk1sbIpxFI0Ybad6F15U4IyM8g4JH4msOSCwvPEE0P22+ExaKWa1EOIm2ElCWKZxlezYO3HqKAOgooooAKKKKACiiigAoqvdX1tZGMXEoQyHCggn6njoBkZPQZFMi1OzmiuJUmHlW+7zZGUqq4znkjBAweRQBRbWLiOy1WaW3jWSzm8pEDkhsojKWOOPv8APp71d0y7kvLVnmCiSOaSFin3WKOVyPTOOnbpzUrWlpMHL28L+ZkvuQHdldpz65UAfQYqCS603SLVVLw28CsVCouAp5Y8Dpjkk9uSaAL1FZ763psZlDXS5ibawAJOckcAD5sFWzjONpz0NX0dZEV0YMrDIYHII9aAFooooAKKKKACsvXNVfSLeKdYlkV2ZME4+bYzKPxZQv1YVqVVvZbJfKivfKIZg6CVcgFCGDc8DBwQexx3oAqaJqsuqpO0kSRmArDIATxMBmQfQEgD8a1ao6dd6fcrL9gKD5vMcLGUJLc78EDO7B+bv61eoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxr7RJbqW8Ed2kdtehRcxtFuY4G07W3DblQByDjrWGngaSfT1juLi3ifKs0SQHyzgSDLYcFm/e/eyPujitHxBobXt1Lc21nG0zaddRiT5Q3nHyxFye+A+D255Gajli8UR6nDHFcPJZpNzKyQlnTKH5/u4GN4G0Z4+lADH8FrvtGiu41MFy1yzNb7ndjMJBltwOcAJznI5xTbXwPFbxxK1xExhz5RFuBsOIAGHzcH9x19WPpywWvi5bBWN/cNdCIZUrb4L+SW/u/89cL9PzqxBH4hm8SxvdRSDTo7lnXc8WFXZMoxtwSDuj4I4/AmgBuleHruCPV45PJt/tVutvHIsKksR5mZHGSHJ3jJOM45Aptv4Ijhh2tdpvV1aKRINphxL5h2kscZ5H4/hUF3outxahc6hZJF5xlnaHaFV8mMiMuxbDpn+HAwdp6A0txH4texCKZZmeKZSjrAnJDbNxyQe3A4PGSOcgGlp/ho2GjX9gs1rm6cN8loFjGI0TBQsd2dmTyOp6daqSeD5JWgkkvYZGi3YSW3aSPBZGCYZydoKE4LHk8YAApl1H4nNxLIi3Miw3LvAEeGPchjmCrjngExctnOc7Rg062j8WNFulldZI3UKriHEimXkttz0jPYjp60ARXPgNZtLks1vYhJLt3TNahmwIREAPmBGCCwweM4+sD+DLm+1C6e4aCKPzS6sYc+flpD8+HywAcYzgggcHGTcgHio3llue4W3BTzvNWBmJyu/dtIwMZ27cnrntXWUAZVxpE01vYWqXm22tzE0itGWaQxsrKQxPHKc5znP41jxeCvkAub2KZo7X7PC32bHlkLGquMsfmHl57fe7V1tFAHKt4NBSNRcW6mPeodbXDsGBG5ju5fplu+DxzUR8CxSRyJNcwuGiMa/6N1O2RRI3zfNJ+8yW4ztHSuvooAqXVl9puLCXzNv2SczY2535jdMe338/hXMQ/D+3S3eKW5SbMTRqzQkncQAJDlj8/qRjPtiuyooA46bwS017cKlxFb2zQlI5YocSx7pLhiqHPyACZR05A7VLD4JjggnVZ4BLIiorfZsrGN2WCqzHAYDBwfU11lFAHGp4GlhspoINRhR5EaMyG1JwpR0x9/sHXHPG09c8Wh4MhXU4b1Z0DJcPcMPKIJZpjLkEMMHkKSc5CjpjFdRRQAUUUUAFVdQsvt9skPmbNs8M2cZ/1civj8duPxq1RQBkWyai+vXdw1v5FuUihHmOG3hWlJZQp4yGTrjuO1LqFldrJf3tjMwuZraKGNVRSVKM5z8xAOfM6HHTrzVHX7HWrm7nawlAja02QAD/VzZbLZ3LgkFMHDY2txzgy3GtXQ1qLSbb7O0kkcZFw2SoJExbgEZ/1QwMjqT2oAwdQufEmnwzTu93HLNAPLVGgcmYIQqgEYwTkkAZORtzzXe1DaStPaRSuYi7KNxhfeme+D3FTUAFFFFABRRRQBhap4c/tG8jukvZI5EDqN4LhAxUkpgjaw2DB5AyeDSQ+GxHaapbNPGIr6DyNkUO1V+/85G4gsd/J4ztFb1Vr+A3Wn3EClwzxlQY3KNnHYjkUAZeleHTpupteGeFiUdcRwbC29lb5juOQu3CjHAOOaZc+GT9mlt7G9aKK4mMtylzvnEqkfc++CFPfB5HB4p1tpkiX1reTWmXtLJRuVl3yykFSuc/wgd+Dv9uF0axu7TV795IXEErM/mSlCzMZGIClTnaFI+9yOPwAIv8AhGrhLuO6jv4xLbyySW+63JC7zIWDDd83+s46Yx3rbsbVLGwtrOMlkgiWJS3UhQAM/lU9FABRRRQAUUUUAFVr+xh1GxntJx8k0Txlh1UMpU4PY4Jqd0EkbI2cMCDg4P51zp0qS21Un7BNdxgxfZphMqC3AOXHUEc5OFGGBCngUAbFjBew7jeXcU5KqqiKDy1XGcnqTk59ccDA65uVxUuj69E5ntVJlQC9UNKMG5fasiYz90KH68Zf2rr7S3W0s4LZGZlhjWMFjkkAY5oAmooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDA1vVdR0y6k8k2rQLY3F2FeJt37oJ8uQ2OS/XHGO9DeLLVLyO0ksr5bgybJEEat5XKgFirEY+cHjPGa2pbaCfPnQRyZRozvQH5GxuXnscDI74FRyadYyzrPJZ27yo+9XaJSwbjkHHX5V59h6UAYK+Nbc2q3J0vUViaPzMkRcDyzLz8/9wE/p14qyniaGfW4tMhhk3mcxO7YKkBZSSpBPIaLBBxjPr01f7NsfK8r7Fb+Xjbs8pcY27MYx/d+X6cdKbHpenw3JuY7G2S4LFvNWFQ2TnJzjOTuP5n1oA56fxZLZ6ncJPEDaQvNv2wsrBI0LFlcna7ZwNo55z0BqxceMbaG0aVrO8iby5GzNGqhSgJwcsMk44APP543JLGzmQpLawOpcuQ0YILEEE/UgkZ96h/sbS9iJ/ZtnsQMqr5C4AOcgcd8nP1oAzJ/FkENw0QtJgIp3imMjIhCqkrbwC33T5RwTgEHOeKSPxhZugf7HeKgYLKzIv7omTyxkbsnLY6Z4Nar6Rpknmb9PtG8xt75hU7m5GTxyfmb/AL6PrTotL0+BSsNjbRqSGISJRyDuB6djz9eaAMtPFds13b2zWN8sk2w42KwjVyAhbaxwCT+GDmt+qUej6ZC0TRadaIYjmMrAo2HjkccdB+Qq7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYOs+IxpVzcQi2kk+zWgupCEYgglgFBAIX7jEk8Dj14bfz6BZwXn2rT4SgWK6nT7MCXMjMFJGOWyre9bU1pbXLK09vFKVGAXQHA/yB+VZknhq0uLxrm6nubklwwSVxtAG/avABIHmPjJzyMk4FAGtCsSQxrCqLEFAQIAFC9sY7U+q9hZx6fYQWcTO0UKBELnJCjoM+w4/CrFABRRRQAUUUUAFIxIUkDJxwPWlooA5+PWNQlFmRHao8s80csXzNtWJ2V2DccYUDkdWHTPFvQdSuNStJDeRrDdRsokhVcbMorAZyQeG6g/gDWgltbxuHSCNWG/DBACNx3N+ZAJ9SKba2drYxGK0toYIydxWJAoJ9cD6CgCeiiigAooooAKKKKAGvvEbGMAvg7QxwCfesWLU9Qe8kidbOFbZolm81ipcuf4TkgYBGBzlsjIxmtyq82n2dxcpczWkEk8Ywkrxgsv0PUUAc2/i+S3lBuLeNYA/nMwJz9lYKI3x/eLuBj0Vq6a0eaSzge5RY52jUyIvRWxyB+NMbT7J1ZWtLdg0axMDGDlBkhTx0GTge9WaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM6XXdNg1L+z3uP9KAUmMRscA9MkDA6HrTZ/EOlW1nZ3cl2PJvFDW7KjN5gK7sgAE9Oax73Qk/4S+TUv7VsonmiTNvNGxkCoGBKkSqOhPJU4xWa/heZ9O0TT5/EOlv8A2ciR2ubR181TGUXIE4JJAyCCBweDQB08niXRorr7K99GJ9m/y8HP3d+MY+9t529cc4qv/wAJn4f8lJv7RXy337WMT4ITG49OgyMnoM1TsLRdN1TfH4isVtrmfzpbYRrvklEYjKqzOcLlQcYLA8bsVRvPB+n3dtBYT62qSWFtdhvLbYy+c6uHYbvurtwQ2QwPOKAOhufFOh2ilp9SgUByhOc4IVWJ47BXUk9BuHNWJ9b0y3uLiCW9iWW3tjdypnlYefnPtxXPx+Dr22vp9RsNYggu7gOrt9i3RhGSFTsTfwQYQQSSPmwQcZqLUfAMl/eX17/bcy3V4s8TkwKUEUkXl7NoIPGEbO7BK9BmgDrbi8trWze8uJkit0Te0jnAC+tUYfEujTwvLHfxFUikmfggokeN5IIyMbl4PPIqpf6bNL4YmsdY1W0jO5DHdRwGFEKlWTKtI2fmXnkZHHHWsS/0Gy19h/aniSyuLme0uLaHyFEagylApVRJlgpQjBJySeRjFAHVy67pcE08Mt7EskFr9slUnlYefnPtxUA8UaJ/Z1xfnUYktbZlWZ3yvllsbcgjIzkY+tcnf+ErG4N7eN4qijmnE1pI7CMxKjw+V5eNwOQFRvvclDwM1Yn8G6f9iIk10R6RNcLcEkqzu3l7AvnOW3Ln5gCDjoD0wAdVca9pdpqCWE97El0+NsZznnOB6AnBwDye1U18Y6C6blvsjzPKx5MmS+CdoG3JOFbPpis7StBuNG1CC3TxHCzSrE08UkCmacRLsBUluAVVdx2k5BIIzxX1Pw5a3FpHINbso1TUJdRDzoTGVkDJt+WRDgb/ALwbkjpQBvL4p0Rrk2/29FlH8LKy87PMxkjrt5x1xQvinRHkZE1CN2VPMwiscjAPGByQGBIHIzzXNP4VsIZzqE2v2qTTOZCW/wBSUa3EPyo0hwcqSHznBKnIqfRtCtdH1KLVB4gszaxxLE/lqIvOOxVXzGD7WxtyPl3f7RxyAbsPizQp7U3KajH5Ij8zewZQVyACMjnJYAY6k8Uq+KdDb7Pt1KE/aDiPr13bMNx8vzfLzjnjrWF/wh0MdrpsK6zEs+m2tvbxuYgR5iyo6My7ujFcbc854OafN4cuNZurW7/4SG2lubWTE01vbBXX95vKIUcFRj5Sr7xjnGc5AOumnjt4vMlbauQucZ5JwB+JIFV7HU7XUvM+ytI3lna++F0wfT5gOePwqvLpsi2dtHGsG6G7E+yKPy0YFyTxk84YnPdhnjPFO90mWNIQInvrY3slxPbJtXeHDYBDEBgpIOCffqMUAbs00dvDJNM6pFGpZ3Y4Cgckmqkes2EskcaT7nfOFCNlcHB3cfLyCOcdKz08Po6xX0Siz1FYNkZkVZ/KO0qMk/M2M/3ufXFRweGJIpbWVrqAyxMrSTJblZJMOzn5i5xuLHd1BBOMUAaX9uabuiX7UuZcEfKeMsVG7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2N5781 PNP
2N5784 NPN
COMPLEMENTARY SILICON
POWER TRANSISTORS
DESCRIPTION:
The CENTRAL SEMICONDUCTOR 2N5781 and
2N5784 types are Complementary Silicon Power
Transistors designed for general purpose switching and
amplifier applications.
MARKING: FULL PART NUMBER
MAXIMUM RATINGS: (TC=25°C) SYMBOL UNITS
Collector-Base Voltage VCBO 80 V
Collector-Emitter Voltage VCER 80 V
Collector-Emitter Voltage VCEO 65 V
Emitter-Base Voltage VEBO 5.0 V
Continuous Collector Current IC 3.5 A
Continuous Base Current IB 1.0 A
Power Dissipation PD 10 W
Power Dissipation (TA=25°C) PD 1.0 W
Operating and Storage Junction Temperature TJ, Tstg -65 to +200 °C
Thermal Resistance ΘJC 17.5 °C/W
Thermal Resistance ΘJA 175 °C/W
ELECTRICAL CHARACTERISTICS: (TC=25°C unless otherwise noted)
SYMBOL TEST CONDITIONS MIN MAX UNITS
ICEV V
CE=75V, VBE=1.5V 10 μA
ICEV V
CE=75V, VBE=1.5V, TC=150°C 1.0 mA
ICER V
CE=65V, RBE=100Ω 10 μA
ICER V
CE=65V, RBE=100Ω, TC=150°C 1.0 mA
ICEO V
CE=50V 100 μA
IEBO V
EB=5.0V 10 μA
BVCER I
C=10mA, RBE=100Ω 80 V
BVCEO I
C=10mA 65 V
VCE(SAT) I
C=1.0A, IB=100mA 0.5 V
VBE(ON) V
CE=2.0V, IC=1.0A 1.5 V
hFE V
CE=2.0V, IC=1.0A 20 150
hFE V
CE=2.0V, IC=3.2A 4.0
fT V
CE=2.0V, IC=100mA, f=4.0MHz (2N5781) 8.0 60 MHz
fT V
CE=2.0V, IC=100mA, f=200kHz (2N5784) 1.0 4.0 MHz
hfe V
CE=2.0V, IC=100mA, f=1.0kHz 25
ton V
CC=30V, IC=1.0A, IB1=IB2=100mA (2N5781) 0.5 μs
ton V
CC=30V, IC=1.0A, IB1=IB2=100mA (2N5784) 5.0 μs
toff V
CC=30V, IC=1.0A, IB1=IB2=100mA (2N5781) 2.5 μs
toff V
CC=30V, IC=1.0A, IB1=IB2=100mA (2N5784) 15 μs
TO-39 CASE
R1 (25-January 2011)
www.centralsemi.com