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GCrD/0bd1v0AFFFFABRRRQAUUUUAFFFZWo6m9ncx28Fu088is4XJRTjAA3YwCcjGT2oA1aKqWFy15ZpNJH5TnKuitnaykqwzgdCKt0AFFFFABRRRQAUVDLPHbRh5GwoKrn1JOAPzNTDkcdKACiiigAooooAKKZNKkELyyHCINzH2FZsuv6fbwrNJJKIjuw628hBxknkL1G1uPagDVoqG1uI7qFZot+xum9Cp/IgGpqACiiigAooooAKKqapO9rpV5cR/figd1+oXIq0KAFooqGaQpJAox+8k2nPptY/0oAmopAcig8c+lAC0VRfVbVIYZfMZo5m2qyxs4PzY5wOPqaausWZLZm2bXCEOjLkk4BGRyMg8jjr6UAaFFU7zULeyZBcMyhweVjZtoHUnA+UD1PAzVd9bsEU5kcjIx+5f5xgnK8fMMKTkZFAGpRTY5FljWRTlWGQfUU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKwPDv/Ib8Wf8AYVT/ANIrWt+sDw7/AMhvxZ/2FU/9IrWgCp4pGb6H/rn/AFNYWK3/ABQP9Nh/65/1NYWKANnwuManJ/1xP/oS11tcn4YH/Eyk/wCuJ/mtdZQAUUUUAFFFFAHP2n/JQ9Z/7BVh/wCjbut+sC0/5KHrP/YKsP8A0bd1v0AZeu+YNOBiRHk+02+1XOAT5ydSAcVW0+48TyGY3+maZFiT90sV85ymOpPleuau6x/x5R/9fVv/AOjkrQoAzxLrGP8Ajysv/A1//jVHm6v/AM+Vl/4Gv/8AGq0KKAM/zdX/AOfKy/8AA1//AI1R5ur/APPlZf8Aga//AMarQooAzzcXcdtcS3aW1ssaFvMSUygYGSSNq9MVgySC4vljuXsVunlMYSWzILEohJ/1vPDIPXPQV1jqJFKMMqwwRWd/YdiJC4ikDFt2RM4xwo4wemETjpkZ60AZml6rLG4t3gZEDFI4ltPKcnDtnmQ8HY3bk1px3eoXEay29rZSQyLvRzdMMqeQceXSto9o03nMkrSls7zM+ejD+90w7YFX0QRqqIoVRwAOgFAFLzdX/wCfKy/8DX/+NUebq/8Az5WX/ga//wAarQooAz/N1f8A58rL/wADX/8AjVHm6v8A8+Nl/wCBrf8AxqtCigDmb+4153kiuNMsI7ESwbZo71nc/vF/h8ofzrpfT/PaqOtf8g3/ALbQ/wDo1aven+e1AC0UUUAFFFFAGfrBjbTZYpWlCzfucQgbju+XjPHes5fsUEDAvcu0UssI3KM75PmY9MHAPBPbNa99ZrewLGZJIyrq6vGBuBBz3BHaqx0eNkuUklmkW4ZmdW2kHO0YxjHRRj6mgCtp91bW9jbQWfmyrPLMkUjqFBkBdiDtAwMq2MDFUL2XxMNSvG0y10prr7LASJ55AuN0vTCcmte30aO2kg2XE/lwTyTpEdu0F93HAzgb2xzUkH/IwXn/AF6wf+hzUAZ15L4rBtTZWmkHJ/0jzriTgY/h+T61f0IsdLUyBQ/my7tpJGfMboTya0qz9F/5B3/baX/0Y1AGhUVws7REW0kccnZpELj8gR/OpaKAOU1aPxQItQ8660htLFo/3LaUTk7Tn+MqP1rqhVHXf+Rf1L/r1l/9BNXx3+tABVDVftXlw/YvJ+1eYfL87OzOxuuOfyq/Ve4/19p/11P/AKA9AGfpR8QC3i/thNNM5J81rR3CgZONoYemO9Ry6leRiS5FtBJBnYNs0jAYJ5wIiR7nOOK2z9BiqMulxyWTWavIkTH+HHAPJGCCCPwoAwntb1NLtt4SW2ikEwKTl2c7twOBASMe2PeqLKLyYu7RFpsT75DhCE4ySbbbwSASTnpntXWtY7rJrQSyhMbQ3BIHpyCD+VMh0qGBQEeX5YvKVieVXOSR2BPH5CgDFm+1arpsd4nkS27wuolt7ouZI3IJXAgPoBwM8VmSQJdCG2dhIqr+7VnLBFUONnNtjs3B+bj2rq20mM6YLASzCDAUHgkAHpyCD+IqMaJEs8UonmDxKFXAVQCFZQcBRyAzfnQBJYS3zwwgw2jW+0BZUu2kJGODzGM/XNUpRqqNe+XdTMRdRxxCSFCFjZVBYYXnBctzn7npmtu3gjtrdIIl2og2qPapKAMnR/7TP2mS+kyplbyVYDcFDtjoo/h2+taw6UUUAFFFFABRRRQAVHLNHDE8srbURSzE9gOtSVj6fE8sU9zLcXLkzXCbQ5wFWV1GB7AUAZ8niG8jMYFusge5iicpGxEQZ9rI2M/Mvy9cfe6VoaXqU13pkl1JGpaM8eUpw/yK2B16E7fqv4VntdQ7WxdXYcrC0atdY3eYxUfl1OKk0xv7Tdmilvltwqsjm5JOSASCMcHnHfoelAEI8SXf2Swd7QQXE0W64SaNl8s4PY4I5DH6I3TrUuja5dX2syWckcSxqjspQcvtZQHGW+6wbI47dWqKa7gjmuoI7u8aeCRIwpux85YgdBk9/SnwTrNdCEvqEblwmw3OWUksDwOuCpPcbTmgDpZGVI2ds7VBJwM8fQdaoLrWnmFZxP8AK6q6jaQWBJAwuM5OMVNb2P2eQv8AabmTjGJX3CqLeH4HgtYmdswQRwbwMMQrI3X32UAadvPFcwrLCxaMng4IxjjkHmsbw7/yG/Fn/YVT/wBIrWtq3t47aJYokCRjoB71i+Hf+Q34s/7Cqf8ApFa0AV/E/N7D/wBc/wCprDxW94lybyH/AK5/1rExQBr+GRjUpP8Arif5iuqrlvDY/wCJjJ/1yP8AMV1NABRRRQAUUUUAc/af8lD1n/sFWH/o27rfrAtP+Sh6z/2CrD/0bd1v0AZ+sf8AHlH/ANfVv/6OStCs/WP+PKP/AK+rf/0claFABRRRmgAooyMZzxRQAUUUUAFFFGR60AFFFFABRRRQBQ1r/kG/9tof/Rq1e9P89qo6z/yDv+20P/o1aven+e1AC0UUUAFFFGR60AFFFFABVCH/AJD13/16Qf8AoUtX6oQ/8h67/wCvWD/0KWgC/Wfov/IO/wC20v8A6MatCs/Rf+Qb/wBtpf8A0Y1AGhRRRQBQ13/kX9S/69Zf/QTV8d/rVDXf+Rf1L/r1l/8AQTV8d/rQAVXuP9faf9dT/wCgPViq9x/rrT/rqf8A0BqALFGRnGeagubmK1TzJXCDsO7H0HrXMzeGJJzFNFKVeS8NzI7HY6R7nIVQF64cA59BQB1uRRWDPpF3NoUNm9wklypy05zw2Sdy8H19vqOo3V6ZGT7nvQAtGaO+KQkUALRketctPoGrNgw6jMGa6eViblwFTzAyqFx83y8YP06VYurTUUsdI865x9mCfbJVndSzAKCcgcr94ndQB0NFNVl2gg8dadQAUUUE4H9KACio4ZknjEkZBU96koAKz9I/485P+vm5/wDRz1oVnaMytZSFWBH2q5HB/wCmz0AWTaQEyEwIfMGH+QfOPf8AOlS2hjnklSGNZH+86oAW+p71PRQBBNbRXMZjmiSRDglXQEE+tKkESFdkSLtORtXHPT+WfzqaigAooooAKwPDv/Ib8Wf9hVP/AEita36wPDv/ACG/Fn/YVT/0itaAIvEn/H5D/wBc/wCprFrc8RD/AEuL/c/rWNgUAavhz/kISf8AXI/zFdPXNeHh/wATCT/rkf5iuloAKKKKACiiigDn7T/koes/9gqw/wDRt3W/WBaf8lD1n/sFWH/o27rfoAzdbYR6d5jbtkdxBIxUE4VZUJOB6AE/hUa+I9PKggXhH/XjN/8AE1JrxP8AY88asFMxWDcwyF8xgmfw3Z/CqQ066ACjVrc4AH/Hv/8AZ0rjRa/4SPT/AEvP/AGb/wCIqIa411fJbWFq7s0bSb7ndAuFKg8FS38Y/h/Gov7PvO2qWv8A34/+zqWzsWg1Bbue+hmKxvGqomwYYqTnLH+7RcLEEOualKrsNOtflkeI5vG6o5U/8s/arEes3CsDfWsMEJ/5aRzl8H3yq4HvVCxOYpz2+13HP/bZ6s4OOhDd6XMPlLUuuWhXFjLBeTNwEilBH4kZ2j8Kr/2vqX/QNtP/AAMb/wCNU0DnqAfalHAo5g5Q/ti/TLSadBsH3vLuWZyPYGMZ/OrTa9poQ+XewzSdRFE4Zznphc5FVaTGD9O9HMHKO/tfUv8AoG2n/gY3/wAapbfVdTubya3XT7QNEiSEm8bncWH/ADy/2T+dMpdMdF1u+DMoP2a36n/alp3FYdaeJ7Se1hmlgvYWkQPs+zPJgEeqAj9an/4SLTzxi8/8AZv/AImqNto9xb2sNvFqluVhQIu63ycD/gdSf2fd4/5ClqR/17n/AOOUXDQj1LVF1OFLPTndLlpUYCexlCkKyk9dvIAz1rT8nV/+f6x/8A3/APjtZUtrc2cltevqEEvkzKgRYNuQ5CHncfXNdIO1MGih5Grf8/tj/wCAb/8Ax2jyNW/5/rH/AMA3/wDjtaFBoEc9rmpX+haet7c31j5ZuIYcfZWBzJKqZ/1vbdn8K2bVblY/9JmilbPDRxlBj6FjVPXYIp9PjjmiWRPtducOM8+claeOnFAC0UUUAI3SsO7u7i112f7NaxTM1tFuMk5TA3SYxhT71uHseeK56+iuZPEE/kNbgfZIc+cSMnfL0oAm/tfUv+gdaD3+2N/8aq1obiXSo5Nmws8hK5zg+Y3fArONtqIBIlsBx2kb/Cr/AIfDDRog5Utvkzt6f6xulAGpRRRQBn67/wAi/qWMZ+yy9en3TUP/AAkWnLJIgN0SjsjbbSVhkHB5C46jH4VLr4Y+HdT2Y3fZJcZGedhrOi0q4hVwmrWxBd5DmA9WYsf4/egC7/wkenk4xec/9OM3/wARVG68QRXl7bWelxPLehycTxSRRx/I3Lkrn6Acn9al/s68II/tW1GRg/6Oen/fdFlpTWVxC5vrYxRsX8uOHaSSpH3ix9aVx6FO3u7+O8uDNY201zC4RpGu2xkqG+UCPAHzVdOs3yDfPYQCMct5dyztj2Xyxmq6kNqmpkEEfaF6f9cY6nydpwcGk2Fi0+uafsP2e8huJe0UUgZifoMkflVYavqQH/IOtD/2+N/8bpMAEhTyOmOP6UcDOOlHMPlF/tfU/wDoG2pHcC7b/wCN1ZXX9OaFWlvIYpSuWgaQeYD6bc5qrx15zScDjAA69M0cwco86xfk5j063KH7pe5ZWx7gRnH502PVdRmvktv7NtAXiaTcbtiMKVBH+r776D1qK2dU8R2xYhf9FmAyevzxUKQNGdD4ku9PllSTTljtxK8akSSyBSrFT8yxH5SQcA9Oe2KvjxRKAP8AQV6dhckf+iKkOkuvnLFqNuIZHdyrw7z8zFjzvHc+lKNOukTA1S0CqP8AngeP/IlO4rEa+JZndENjGDI4QF/tCjJOByYMdcCpxrGoNP5I09N+SOs+0kejGEL+OcVWudOuBF5j6pakRMsoCwYyUYNj7/qK0o/7TuIlmS7tFR1DCM2rEqCM4z5g5oBnPeBPEWpeIfC8V/FpEFsjSyKFmvDnIcg9I/UEfhXTedq//PlZf+Bbf/Gqz9G0O90LS4tNs72zEETOVDWjk/M5Y/8ALX/aq/5Orf8AP9Y/+Ab/APx2mIXztX/58rL/AMC2/wDjVZ2j6ff6Lp/2K2sLFYhNLIq/bJDjfIz9TGf71aHkat/z+2P/AIBv/wDHayPDerah4j0KHVILuyEcskqj/RHPCyMn/PT/AGc0Ab1q92+77TBDF6eVMz/nlVxVmq1tHeJn7VPBL/d8qEx4/NmqzQAUUUUAFFFFABWB4d/5Dfiz/sKp/wCkVrW/WB4d/wCQ34s/7Cqf+kVrQA3xCP8AS4uP4Ov4msjFbOvj/Sov9z+tZGKANPw+P9Pf/rkf5iukrndAH+nP/wBcj/MV0VABRRRQAUUUUAc/af8AJQ9Z/wCwVYf+jbut+sC0/wCSh6z/ANgqw/8ARt3W/QBkeJEV9HIdA6m4twQQCP8AXJ61z9xp0QlkEemRE5URFYovLAzzvzyfw9sd66PxD/yCf+3m3/8ARyVUGKTGip/Zenf8+Nt/36X/AAqk2nxC5kVdNiz5yeU3kxeV5fy7s/xZ+9+O33q9Pe+RIy/Zrh1UZLogK4+tSWs63lus6LKiv0V1wfrikVYkhjSGFY4kWNBkBVHAFPozxnNFSMKKKKACiiigBKqX9pHPCG+zRSyqVAzGpbbu+bGeM4JxmrlFO4rGZb6dbOZTJp8QUP8AuhLDHu24HXbx13Ut1p1sqK0Wnwn94C4SKPcV74DDGcev4VpHjpRSuOyMZ7G3W3SX7FDG63MQjLRIHC+amMlRgH6V23p9f6Vy+ogfZo8f894f/RqV1Hp/ntVpksWiiimSUNY/48Y/+vq3/wDRyVfrP1j/AI8Y/wDr6t//AEclXwaAFooooAKyTZ2114guzPbQy4tYMb0DfxS+orWqhD/yHrv/AK9IP/QpaAHHSNOx/wAg+0/78r/hUehqqaWERQqLLKAAMADzGrRrP0X/AJB3/baX/wBGNQBoUUUUAZ+ugHw9qYIBH2SXg/7hrm7qwgWZGXTg8flsW8iOLfvyNvL8f3q6TXf+Rf1L/r0l/wDQDVHvSY0ihBpVl5KedYWfm7Rv2QgLu7446VDeadAi/uNOhYbG4jijDb/4fvDG3rn8K1aKm5ViKCCOCILHHHHnlhGgUE+tS0UUmx2CiiigAooooAKrXtsLi2kHkwyyhT5YlXKhscZ9vpU000dvC80rbURSzHGcAd6crKyggjDYIOeuaEBl22n2zyvu09RB5a7fPhi3F+c/c4Axt4/KpLvTbYW0jW1hamcKTGDEh5/EY/Opn1G2SzN28mIAzKXCkgFSQeg9QanhljnhWWJ1eNhkMp4qgsZb6fb+TdN9gjSIRfJ5sUfmZwc8pwfxrftNJ06bT7aWTTrWSQwodzQqSTt9SKo3P/HlN7o38jW3p3/INtP+uKf+g00SzkfAGly3HhWF/EGjWkeoCaYMDHE2V3nHK5HTj8K6mLR9LikWSLT7RHU8MsKgg/XFN0UgaXEOnzP/AOhmrVzIYbeWdVDMiMwBOAcDoT25pkk2RUFvAlrEUjyAXZ+T3Zix/UmsOPxFdXFnJc21gskYVTG0kjIGJ4Ck7MbiTj5cgHrirj6tKBegWjLLBOkCF2wkhbaAc9cAse3agDXyMdaWuT/4S9zam5WxypjWQLvJPR8g4U4+5x9ecV1ecUALRSbl7nFLmgAooooAKwPDv/Ib8Wf9hVP/AEita36wPDv/ACG/Fn/YVT/0itaAF14f6TF/uf1rJxWxrg/0mL/c/rWVgUAaOhD/AE5/+uZ/mK6GsDQx/pr/APXM/wAxW/QAUUUUAFFFFAHP2n/JQ9Z/7BVh/wCjbut+sC0/5KHrP/YKsP8A0bd1v0AZXiH/AJBP/bzb/wDo5Kqitm5t47qIwyjKtj8CDkH8CBXP2bO0Lq7bjHNLEGPUhHZQT74ApMaKNzaz6hey+XdQmKAhDBJbsw34DZJDDPBHFXrSQywhndJGV2UssW3lWKnAz696yrwTLezRwXaxxy3EbyObcsI3AQKhO8Z3YHbjNaGmR+XYqrusheWRywTYDvctwCTxzUlmdHcXlnY6kyLZyJB5zeYk5diQpIDjYOc8EZ7e1bueK4++t3VZyi3E8Mkbw24jiRdz+XLnkvkgBm/h52D1FddG6yRq6MrKwBDL0IPcUWAfRRRSAKKMH0P5UUAFFFFABRRR+R+vSgCpfjNtH/18Qj/yKtdR6fnXP2kC3urSRTMTDbxxSog/vFnOT9NoroP6VSJYtFFVbu/tbMAXE6RkgkAnniqJC+g+12yxq4UiWKQH12urf0qwD09643UAL/UJbltSszGYmhSL5sKN8bAE8g5CHqp69CM1taNeWcNla2X2qF5lXaFjOfy4Hr6CgDaooooAKz4SP7fux3+ywf8AoUtXzntXNalZ29z4gn+0QRTbbWHBeMN/HLQB02az9F/5B3/baU/+RGrF/snTiD/oFr/35X/CtXw6ix6LEqqFUPIABwB+8alcdjVooopiZn68QPD+pZP/AC6S/wDoJqh3/DNbc8azQtG4VkcFWVhkMDwQa56IGK7u7bezJDIFUscnBVWwT9WNJ7FRJ6KKKgoKKKKACij19qKACiiigCG7nFrZT3BXcsUbSFePmwM4746VgNbxtJJ/phQ5y1kqN9nY99wAyfXjqe1bepQvcaVexRLukeBwoPup/L68VQiRm1lTFHeR4LiVZbrehUg8hA5wefShATXbzTaM/wC6ltzyjrGy/KASuQWwAOmPY0aKkYtWZLWePc+S8xVmm4A3DaT6Y/WjX1V9Jnd3iUR5k3SFguRkjlWU/rjil0SQPp4wjgnGGaV5Fk46ruOcfp9aYFu7yLSf2Rs/lW3p/wDyDLX3hTp9BWL5X2vU4bJ2KwvE8jBeCdpUAf8Ajx/KuijCrGqqAFAAAXoB7VSJkZsWl3VvH5cOpSrGGJCeUmBls4zjPem6jayNG5mvW8hmC+W0COCWIAHI9TWtUFxbJcwtC4+Rjng4IIOQQR3yM0yTlpJrKxWS4S5RQtwYWkS2gGXXcWz0PBQn1JHGakENlLHfMk4lMMgWb/Q4hvYgEHJXB4Yc59+lbH9h2q+eF8zZOfnXIwRkkjp0JY0kuhW0hlZGuInlcOxWdiCQwYHa2R/CB06cUAYcK2N2wQSfKxjBZ7KEgkgAZwD03qPQbu/Nb13p09zpd3ay3H2h5Y2VDKigKSOOgoTRLZbkzuZJHJViWbjK7QDgcfwL+VadAGDe+HVu7lQreTarGFCR4GDg5IUggH7vIwRjg1uAEDA/yKdRQAUUUUAFYHh3/kN+LP8AsKp/6RWtb9YHh3/kN+LP+wqn/pFa0ASa2M3Ef+5/WszbWrrIzcx/7n9azMUAX9FGLx/+uZ/mK3qw9GGLx/8Armf5itygAooooAKKKKAOftP+Sh6z/wBgqw/9G3db9YFp/wAlD1n/ALBVh/6Nu636AM7W55LfTWeE7XaWKPd6B5FU/jg1nxRrEgRBgD9ff61d8Q/8gn/t5t//AEclVBSY0YWq26g3ai9VRM6TvCsJkfKhccA5x8g9uetalk0ktlG0oILDpsCnHbgE9veqWrhdrNNaRlAuBP8AaPLcZ7DA3D8Dz70+Nb46PCEjdZujo7Jv288AgbSenUVJZU2GOKe5KOtlbCR1QTYdGAOTt2ggnJwN2ADW3FGkMKRRqFjRQqqOwHQVzZtLW7luY7LMl5Kkiy+ZFEnl7gQSxVMkjHQZrp855zn3oAWiiikBUmvRA7oIZXSJVaWRdu2MHpnJyfwzVuopLWCWVZZIo2kQ/K5QZH+ef/rdaloAKKKKACg9D0/HpRR2oArXLG2liuomKyCWOMn+8jOFIP8A30a6YdvpXL6h/wAe0f8A13h/9GpXUen+e1UiWLWXqsN3Ig8gSlBHKpWJ9jhivytnI9x16sD2rUo+lUScvENTjW4kktboTNA0cUJuAVLY4583qdo5XbjJz602PT9ZVDte5L8mNnn4XOMKQWOcPk5OTtwMnpWzqIH2nTPX7V/7TetDBzn60AIoOeQKdRRQAh7f41hXNlPdeILjyLlYQtpDkNHuz88vuK3qoQ/8h67/AOvSD/0KWgCkdFviP+QjF/4Df/ZVZ0BDHpCIzBmWSUFgMZPmN2rTrP0X/kHf9tpf/RjUBc0KKKKAZT1WeS10m8uYseZDA8i56ZCk8/lWTDEIgQMlmO5mbqx9TWlrv/Iv6l/16S/+gGqPelIqIUUUVBQUUUUARzypBBJNISERSxwMnimQTmWSSJ4HgmTBZH2kkHocqSOx9+KmIBBBwQRggjPFRw28Nsu2GJEXO4qqgZP9aAJaKAABgUUAUdYBXSLmTtEnmkD+MKQxU+gIBH41l6e2dQggmFsk8DtIXhLMZCwcAZKgEdeAT90+la+qRPNpF9Gilne3kQKO+VqiLcQazbtLZxQocrFKlyzfMAxwVKgZwzd+5oQFrVlhltCky7gxATMhjy3PUg9AMnHoKq+H/MFvKsk3nbSqlvNZwzBBuKkk8Z6VevUObecRSSmCTeUTHzHaV5yQB1qDSPLb7RJDHLFFuEYSTb/CuBggkHpTAlupIhGziYJPCCUYNhlOOn0PHFdLaTGe0glYYZ41YgDgEjNctfWjvp95b+f/AKJOC0kRjByccjPYHA7Z68jtr2GiaU2n2rf2ZZ5MSNnyFznA74qkTI0J7+0tW23FzFEcbvnYLx680QX1pcsy291DKyAFhG4YgEZB49RyKrXmiWN9PFNcQB3ixtG9gvGcZUHBxk8H1PrS6fo1lpZc2cRj3oiH94zAKihVABJxgCmSaFFJnjNLQAUVE1xGtwkBJ8x1LgY7AgE/+PCpaACiiigAooooAKwPDv8AyG/Fn/YVT/0ita36wPDv/Ib8Wf8AYVT/ANIrWgCfWObiP/d/rWditLVx+/j/AN3+tZ+KAL2jj/S3/wCuZ/mK2qxtJH+lN/uH+YrZoAKKKKACiiigDn7T/koes/8AYKsP/Rt3W/WBaf8AJQ9Z/wCwVYf+jbut+gDL8Q/8gn/t5t//AEclVBVvxD/yCf8At5tz9B5yZqoKTGjF1CO0k1Fmj+1TX0Ue7y45mVYxj7x5wOB25+tXIbZrjTrdJ2dATudRK0m5SDwWIDEcip7qzgvY9lxGGxnDDhl+h6j8DT7eEW8CRKzsE6FmySPrUlmc0Iu7CF7bTLmNDGGgliVFwDyCPm6YPTGPar3m3X/QMvT77V5/8eq1Y3hsfB+nXAj3kWsChd2M5CqOce9INW1M/wDMPtf/AALb/wCN0xXK/m3X/QLvf++V/wDiqPNuv+gXef8AfK//ABVWP7X1LvYWo+t23/xup7PU7ifUFtLi1jhZomkVkmL8KVBBBUf3x+tKwrspQT+cZFMbxvG+x0fGQcA9j6EUQ3UFwpaCaOVQduY2Dc+nH0NRPEJtQ1uI7gJJ1XK8EZhjFEEU6yvNcXEUrGKOHMUXlrtXd2yeTuPtRYdy1RRRSGFHaig9KAKmof8AHtH/ANd4f/RqV1Hp/ntXL6h/x7R+v2iAY/7arXUen51SJYtFFFUSZ+o/8fOmf9fX/tN60KztR/4+dN9Bddf+2b1oZ5FAC0UUUAFUIf8AkPXf/XpB/wChS1f/AAzWQb60tNfuhc3MMO61g2mRwufml9aANes/Rf8AkHf9tpf/AEY1OOtaUP8AmJ2f/f8AX/Go9CdZNLV0YMjSykMpyD+8agDSooooBmfrv/Iv6l/16S/+gGqPer2u/wDIv6l3P2SXgf7hqgCGAIIIPpUyKiLRRRUlBRRSHv8ApQgIzcwCdYDNH5zDKx7xuP4U2W4MdxHAkEs0rozhYwOFUqCeSP7wqN7W4JmTz0WCaVJmRojuVgF4DZxj5Rxj1qzaAjxBbjGMWs3Hp80X/wBanYGReddf9Au9/wC+V/8AiqPNuv8AoF3v/fK//FVbn1e7W+ube2s4JFgYKzSXBQklVbptP94DrTf7W1MnH2C0z/1+N/8AG6LCuyt5t3n/AJBl6P8AgK//ABVRPN/pVv8AaLK4ifcRG0iggHaSeASc4B/A1an12/treSeTT7YxxoXbbdsTgDPH7uodck1Qvp26ztBi6O0i7Y8+VJ/0z9M07CuUb24sr+AwTLfhCRny7aZScdiVXp7dKdbXlnaRGONNQK54D2s7Y47ZWpvN1XvZWWf+vtv/AI3R5uqf8+Vl/wCBTf8AxugohudUt2tZgI7z7jf8uU3of9mtuw1a2GnWoMV7xCg4sZvQf7FYl1Jqf2OYmzswBGxP+lt6f9c62rCTVhp1sFsbLHlJjN2w7D/plTRMiz/a9t/zyvf/AABm/wDiKT+2Lb/nlff+AM3/AMRR5ur/APPjY/8AgY3/AMapGfVnUq1jYkHgj7Y/I/79UyStYeIbe70+2neK8DSxKzbLGYgEjnkJjrVv+17b/nle/wDgDN/8RWN4W0bU/DPhqw0eK1sZBax7C4umXeepP+q9a2PN1f8A58bH/wADG/8AjVAGLeSifxZpWoq2pJbWtvcJIi2kwVmcx4yNnPQ1v2+owXMvlxpchsZ/eW0kY/NlFZ02sXttqNpYy2lkLm7V2iX7a3zbACf+WfuKtpfTRyFb9bK3XbuXbdFifwKLx+NAGjRVdL60kkEaXMLOV3BRICSPX6c057u3jdleeNWUZIZgMD1oAmoqJLiGV3SOVHZDhgrAlfr+VS0AFYHh3/kN+LP+wqn/AKRWtb9YHh3/AJDfiz/sKp/6RWtAFrVRmdP93+tUNtaOqD98n+7/AFqhigC5pQxdN/uH+YrXrJ0wf6S3+4f5itagAooooAKKKKAOftP+Sh6z/wBgqw/9G3db9YFp/wAlD1n/ALBVh/6Nu636AKmqQNc6ZdQIu6SSFgg/2sHH64rEU6jtGdGvM45+eH/45XSkH1pelFgOazqH/QGvP++4f/jlRvfLakC/iexJB2/aGUBvYEEjP411NJilYfMzkDqunDwXYQf2haeasNsCnnLkEFM5GfapYbiPU7yK0sbyJiwLSvG4cqo9OcAkkV1eKbg+tFguc9e2J0u3F1DcyvCrqJUmbdwSAWB/hOTkjp7Cq1pq2mLr9u/9oWYQWsy585AAd0WB19j+VdXijHOaLCuca2oW82pajHZXNtLNPdxiLawccxxAvgHnHP5VrT6LNHA8tveTPdqpx5xDK/sVxwP93FbewZB4z60uD60WHc5OPW9MkjR/t1uu5Q215AGH4Zp39saZ/wBBC0/7/r/jXVbfz96XmjlQ+Y5lJruVBJDpV5JG3KuDGufwZwfzFO3ah/0Brz/v5D/8crowMGlo5ULmZyvm7NStH1CA2VvGzMWupoQGOML0cnOa2v7b0nj/AImll/4EJ/jV/HSl/wA9aLCuUP7c0n/oKWX/AIEJ/jSHXNJx/wAhSy/8CE/xrQ/z1pCMj/69MDlfEWow3cmkHT9btIWh1GOSciaM7ogrblyTxkHFdLbXEFzHvt5o5Y+m6Nwwz+FS49KB+FAC0UUUAITjHFclrmowaf4gfzoy4e1iCkyRrjDSZHzsvqK64jNIBg0AcMPEVkePIB/7eLf/AOOV0nhpxJoNvIFKhy7AZBwC7HsSO9a1IBj0/CgBaKKKAGuoYYIBz61y8EGoWolhGlXUiCaTy2R4sbC5K4y4PQiuqoAwSaTVwTsc3u1D/oDXn/fcP/xymSXMtsoe9sp7SHODLK0ZUH32sSK6egjNHKh8zOUOsaYCR/aNnx6Tp/jQNRt7lkgsrqCa4lYIgSQNt9W47AV1fI71BeXUVjZzXlw22GBDI7YzhQMnpzRZBzMx7nSpbO0kuba6meZELsrncJMcng9Ko2er6aNbtpGv7RVFrKpPnLgEtFx161pxeJdKmkjjW4dXkcJHuiZdxyvAyB/fX86vSTGSWS0tnCzoqsdyn5FYkAjPB+6aLBdnIXOqWFxrOqIL2CSFJ1do0kUmVvKj2oBnnkHP/wCsV0EWiTPbpLNeTLeFQcqRsjOPuhSMEZ7nn3HSpdGtltpdShTO1bodTySYYiST6k5P41qhfXFFgucRf6nbf2PdwXN1bx3awyRvGZApLAEZAJzzjIrT1rV9MlbTvL1G0fbdEnbMpwPKkHr6mtbWC0Wh6hIjFXW2kIYcEHaeRV4jP55osK5x8uuWiyFYysoH8QniQf8Aj7qT+FM/t2D/AJ5r/wCBlt/8drssAA55xXPTa5drKSluDFn5XMbE567AO7lcHPA5osPmZlS6pb3nkxMY4186Jmd7y3wFDgtnbIT0B7V1A1zSBwNTsuOMCdP8az21m/UzAWPmbJxGMIw+XzGVieD0QK340651a7S4lSC2JiVtm6SJ8AZUF+2QCWGO+3OQKYN3Lx13SAM/2pZf+BCf40f25pBGRqll/wCBCf41T0zVL27u40uIFRXiD7QjBlO1STk9snH1FbDZKEA4PZiOhx1oEV7fVdPu3VLW+tp2YZAilViR68GrlYHgywl07wbpFtLeNdtHbJ++YYLZ5Hc9M4rfoAxdTtIP7Z0vU3tXmktRKiyRxl2QMAO30qnqUMr6t9oVpd0eMKLGSRSQsmOQe/mf+Oiulx9M9+OtVLiCVryCZNpSNWBQtjklcN+GD+dAHKtpoaB4990pkw0rLZzguwYHnDAdhyMe/en3Vk91NPI0lxukHawlBHMfctnpGP8Avo1Zj8OalHHcRJqICvF5cW3IMeVIJ6EEkkE8dverN7pN9eKqiaNCkJRJzITIGwRngAAHjOByKAK+kxrpl1PIxvJVfOxBYuNnzljzj/a7ehrpLe4W4j3qkqj0kjKH8jVDTLC4tHYvL+7bOIwxYDLEjr6KQv4D0FaeBnOOaAFrA8O/8hvxZ/2FU/8ASK1rfrA8O/8AIb8Wf9hVP/SK1oAu6mP3yf7tUcVf1Efvk/3ap4oAtaaP9Jb/AHD/ADFalZmnD/SG/wBz+orToAKKKKACiiigDn7T/koes/8AYKsP/Rt3W/WBaf8AJQ9Z/wCwVYf+jbut+gAooooAKKKKACiiigAooooAKKKKACiiigLBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFGeaAEJxj3NJu4zjj3rC8T3KfZUgS8hinLHCvcLETlGAPJHRirevFZN1fQ3j3MU11HHDLL5haO+j3IPKQcHfwAQ+Tgn0BzQB2e49x/8Aqpk8cc9vJFKAY5FKMPUEYNcdaXgtp4ZYtUtlt4RIBBJeQqzZAxuwpGcj1HBHQ9ahd3ZkGqWyBnmAb7amFJjCg8MeC2eP5UAdnJpNlNc/aZIFaXcH3MSdrDbgjnAPyL09KsC2jW5ecD97IoVmyeQuccdP4jWNoWpWcVkkM2oWfnSSOVQTpnBYkAAMf0Jq3qniTRdGikk1HVLS3ERAcSSgEZ6cdaAJNP8A+P3Vf+vpf/RMVaFY+g39pqbald2VxFcW8lypWSNgwP7mL0rYoAoa5/yANR/69pf/AEA1frO151Tw9qTOwVRaykknAA2Gqtl4w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Specifications subject to change without notice.
2.2.19
Sales Desk USA: Voice: (800) 544-2414 Fax: (315) 432-9121
Sales Desk Europe: Voice: (+44) 23 92 232392 Fax: (+44) 23 92 251369
Sur face Mount Components
Available on Tape and Reel for Pick and Place Manufactur ing.
Balun Transformers
Features
• 2.3 - 2.7 GHz
• Low Inser tion Loss
• High Power
• Even Order Suppression
• Input to Output DC Isolation
• Surface Mountable
• Tape And Reel
• Convenient Package
Model 3A625
Outline Drawing
Description
The 3A625 is a low profile balanced to unbalanced transfor mer in an
easy to use surface mount package covering W-LAN and MMDS
push-pull amplifier applications. The 3A625 has an unbalanced
impedance of 50Ωand balanced por t impedances of 25Ωto ground
with 50Ωbalance between outputs. This eases the matching of the
push-pull amplifier’s power transistors which have low impedance
le vels. The output ports have equal amplitude (-3dB) with 180ophase
differential.
Electrical Specifications
Frequency Port Impedance Port Impedance
GHz Unbalanced Balanced to Ground
2.3 - 2.7 50Ω25Ω
Return Loss Amplitude Bal. Phase Balance
dB Min dB (p-p) degrees
15
0.40 180 ± 5.0
Inser tion Loss ΘJC Power
dB Max
o
C/diss.Watt
Watts Ave/CW
0.35 15.8 150