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c71xxj0EsfiJLS1ka08OajZBoWlaS6iSOGPy0GFchyVG0KBgED8Gp2r6zp1zrnh0W9/Zyxw3ks0zpcIfLUW0y5PPT5uv+NdAuqac7xRrfWrPMu+NRMpLrzyBnkcH8jQBYik82FJNrJvUNtYYIz2NPrN/wCEi0T/AKDGn/8AgSn+NTQ6tptxG8kGoWkqIQHZJlYLnpkg8dKALlFQm7tlZ1NxEGQbmBcZUep9OtR/2lYf8/tt/wB/V/xoAtUAAdBVU6nYDrfWw/7ar/jR/aVh/wA/tt/39X/GgC1RVX+0rD/n9tv+/q/40f2lYf8AP7bf9/V/xoArah/oup2F90QsbWXJwAr42n3O9UUf75rTrM1Gewv9OuLUajbxtIhCSCVSUb+Fhz1Bwfwo07XbG+063uWubeN5EBeMyrlG/iU89jkfhQBp1manp1zfXdq8V3JBFGG3hJGUklkIPykZ+VXHP97v0q2l/ZyuEju4Hc9FWQEmrFAHMHw/rwvbmePxPLGssm9E8kP5QLZKruJXBGByMjHGMnNix0zWorq0lutdN6kcjGZTEkYI2MoACD1IJyT04xW/VLTP9Tcf9fMv/oZoAq6v/wAf9h/vf+1I616yNX/4/wCw/wB7/wBqR1r0AFFFcFcfE2KD4lp4P/sqVsusRuvM5DMgYfJjpyOc+9AHTaR/x/3/APvf+1JK0JLny72C32j96rtnPTbj/Gs/SP8Aj/v/APe/9qSVV1iSBNYtp5NY0m0mtlYxJdx5ddwwTnzF4IHpQA/xZ/yCov8AruP/AEFqnsv+PDR/97/2m9cx4m1jfpsY/wCEk0KT98OEj56H/psarXfiu50zQVniudNmltPLEMBjYvJuhDeYMSZ25cjgNwONx4oA7rT/APXX/wD18n/0Ba5h7O2v5EvW0CSUyRrNcOLiZHRywGwLjDFRk8EYK9FzmtPwdqM2q6TPe3Hk+ZJcvnyc7RgADqTzxzyRnoSOa6GgDhtSfTry4kubvwZdvc2cGxJp4V24G4KispJP3j90HG7PaupsbS3sbuW2tYUhgSCMJGgwF+aQ8CtCvNviJc3tlq0VxZ38yEQRh7WCaRGYBpGLnYwO3CkHjPPXuoB2j2+qtPeNDdrGH3LD5ihlTKptbAAJwQ/BIyT6Yxnw2fi9EkDalpzNhtheMkEnODgAbQOOOe/PaszwbruraloMy+at7Pa30cH2hlyJIiyFjkYywRic4HbIPfq9XnvbbSLqbTbZbm9SMmGF2wGbtn/PNAEWlRarG0h1OaKQlE/1Qwu/Lbto6hcbByeoP40m0aHU76eWWWRPJuTgJt5OIyDyDjGO3r6gEedeMdT1aHxdqf2a/wBVSGOSJRBFO4jQ+VGxHyHK53N0ByR0J+Vu08B3E3/CMrKZpdTaaUymZJQ+3cqnaWd8nbnb17c0ASQeDtJPiG8uj9pNwVDSMZBh9+7sFHTHr7nkVq2vh20s7uO4iknLJKZf3khbLFWXv2w7cfT0p1pFdLrl3cyQ3Cw3EUSqrlNsZTfk8MTzuH5Vq0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFISFBJIAHJJoAWql3qVpYukc0v75xlIY1LyOB1IRQSQMjJxgd6pi6utZI/s+U29geTeBQWl/wCuQII2/wC2QQR90HO4TrFpuh20k7vHArEeZPNJlpD0G52OWPYZPsKAG/bdSnOLbTPLXON93MEyPUKm4n6HbVDTo9Za/wBUQXllHGl0Pl+yMxOYo2yD5gxyT2PNWJdcl8sSR6bdxwO6xpczoFUFiACyFg4GSByoPsBzVW2N+3iO/sH1GBJfs8Ny3kWxU4YyIMbnYZHl8nHcUAXjYakszSw3dgrOcu0liWZjjHUSDtgd+lOL6pbsS1la3SYyxgk8uQn0CsMH8XFaESNHEqNK8rKMF3Ay3ucAD8hVK61Robpra3sbi8lRA8ghKAIDnAJdlGTg8D8cZFACQ6tatKkE8ctnPJwsdwm3cf7qsMqx9lJq5La288XlSwRyR5VtrKCMqcg49iAaqxXWn6xFLaOqSHbia0uI8MASR8yN2ODg9Djgmq72t3pR82xaW6tQPmsnbcyj1iY85/2WOOgBXHIBr0VDaXcF9bLcW8m+NsjOCCCDggg8ggggg8gjBqagBrhijBG2sQcNjOD64rntLuL7VTe+TrQP2S6e1fFsv3lxn+ddHWdpWnxWEmoGG2jgFxdtO2xQN7Mq5Y47kg80AM+w6r/0Gf8AyVWj7Dqv/QZ/8lVrUooA5vWDeWz6LDLJaXbS6km57i1DbVCk5QAja/HDc4z0rdvZXgsLmaPaJEiZl3DIyASMisfxJ/x/aB/2EF/9AatXUv8AkFXn/XB//QTQBT8MEt4Z05zFbRNJCJCltF5UYLcnauTjr61rVk+GP+RW0v8A69Y//QRWtQAVR1fUTpdh9oWHznMkcSpu2gl3CjJ7df6d6vUdaAPOtT8VWt9Lo11JHdbAWmkS0iWZEZMPsaU4BzhXAB52qeQVztWXiq0jnTToLK8DCUBjKFAG+YIcEE5IZunopPpmTxxFa2/hu91NtIhv7qJECj7MJXILgYAwTgAk/nWp/wAI7oZ/5g2n/wDgKn+FAC+Iv+RZ1X/rzm/9ANYnxPBb4ba2ACSYQAB/vrVrX9A0aPw5qjppNgrraSlWFsgIOw89K0ZdM0W0sLhJbGwhs5APPVokWNgOm7jB/GgCGPxToTxIx1WzQkA7TMuR7da5HxRcaPd+IPD1xYagtzdTa1bGREnLqqokoBC5wvLDPrxViTwv8NzI8sI0SCVv4lkhcD6I+5R+VS2mheFlvIUsj4VuGJACGyg85j7MhAB+i0AbnildPeztBqNjdXkZulCJbZyrbWGWAIyuNwxznIGDVOws9KexhaXT7p5CoLMschBPtjiodf028it4pbCafT5VvFUeTfMVkiORgI3y7uh2gZOMBhnNaGkXUBgS3j1eP7UYFC2rsh8s467Rhj+J/KgCCa30CKSBJdOuw8r7Ih5Mxy20n8OA1dN2rmddi1Max4ZlhjjuDFdOJdrtGpJt5skjDYHHGSeSB3yNeK/uGuBFNpd1EDj97ujZM/g278SooAv0jKrDDKCPQiqg1S0CBpZGtwZRCPtCNFuc9ANwGc9sZzVsEHOCDjg0AJ5aEk7FyeDx1pPJi/55J/3yKfRQBheKkji8PySLFHuWe3YZUdpkrnNI8Op4ghlvLtoTMTGXkaAMzl4Y5D3AAG/aAB0Xkkkmuk8X/wDItz/9doP/AEclV/BX/IJk/wC3f/0lgoAp/wDCAWf9+D/wFH+NH/CAWf8Afg/8BR/jXYUUAcf/AMIBZ/34P/AUf41ix+FNG07XJ9NvNX01J7p1ltbeRIxIQwwVC5z95WPvmvSq5rU/Auj6t4usfEt19oN7ZBRGqyYjYqSVLDGeCc8Ee+aAMmwtjpesHTU8vyRcgsEj2qWX7OQwByVJEuCM4JXIAya7uuNn/wCRwf8A6+T/AOg2VdlQAjEhSQu4gcAd6x9PF7ZRTI1lcSGS4kmy0qHaGYnHXoM4rZooAxNUtr+9jgngh8maJ/uOVJ+8rAjBwRlcEZGQTgg4p4uNbxzapn/cX/47WxRQBkfaNa/59U/74X/47VV7e/a9F/8A2VafblQxrctboXC+m7zM49s10NFAGVotlc2qzzXZAkmYkr1x8zMTnJ6ljgdhgZPWsy511JdTsbhLTUiI2lQRRJG3m5VSGI35C8jHuQDjIzt6gLlliSCPzFdmWRWClSCjY35/hzjpz07ZrmE0nxF5LfaNK8OTzBHcSGEgyOQcgj+Et3ILfQ9wDe1C1HiDR7dra4WJZNk8btHvBBHHAI7H1qvZf23aWcVu1vExjXaWVBg+/wDrKtaYNUSd475YBEi7UMC7UI424GSQfvAjOOFx3rUoAoaXFcxx3D3aKkksxfA9MAep9PWr9FFABXN694attW1NLu5tHukEPk7Y5zGyck+oBB3c/wC6vXt0lFAGRp8P9lWUdnY6K8FvH91FlT8SSWySfU81a+2Xf/QMm/7+x/8AxVXazL/QrTUbgzzTagjlduLfUJ4Vx/uo4XPvjNAHMS6LpviLV9Zku9AnM0V0kMrLdgeYfIjPI3AD5X24GQRn+8RXReG9Li0fTGtIcBfNLGMSFzGSB8pYnJPcnvnNS6Ro6aRJqBjmklS6uFmUSOzsgEMceC7Elj+7zk+vtSHQoH1Br2Se78wyF1WO6ljTlQuCisFPTqRQBY1O9awszMkQlcuqKhYqOSASSAcADJJweAazbPX729lt1XR5YRIyBzOzJhWjDlh8hzg7l528geoq2+mTf2gtxFdyLGiKERpHb5h5mc8/MDvHX+4PbGRB4Y1qKaOT/hKrlcB96pCWDFm3DHmO+ABkDvyck8AAHVUVj6XpWo2Vykt7rEmoYhKEvEsZ3HZkgLxjKseckbsZ652KACiiigAooooAKKKKACiiigAooooAKx3Ua7dNEdraXAxWQEZFzIOCp/2FPX1bjopDT6vPL5UdlavsurttisOsafxv+C9O24qD1pbuePR9Pggs7YM5229rbJ8oJxwM9lABJPYA8HpQAt9qLQzLZ2kQuL513LFnCoucbnP8K9fc4OAcHDbPSIoJhd3Tfa7/AJzcSD7meojXkIvQYHXHJJyTJpth9hgcySeddTN5lxNjHmPjHTsAAAB2AA561doApax/yB7v/rmagnhCeJrK5CqN9rNCzbeWO5GUZ9AA/HvU+sf8ge7/AOuZqLVVxcaZOWwsN2N3vuR4wPzdaANKs3TP+QhrP/X4v/oiKtKs3TP+QhrP/X4v/oiGgCxeada34T7RFl48mOVSVkjJGCVYcqcehqnHe3Gmyx22pt5kTkJFfAABj2WQDhWPqPlJ/ukha1qjngiuYJIJ41kikUo6MMhlIwQRQBnX1rLZXLapYRl3x/pVsn/Lwo7j/poB0PcfKf4Suhb3EV3bx3EDh4pBuVh3FUNOnktrhtKu5GeWNC8ErHJmiBAyT3ZcgN65U/xYFDUbaa2upbO2AEOoyrMqltq+YrK0sft5iBjjHUOT96gB2qQ6yviaxurJZZbBI2aeNXCjhZPlALgMzlkxkYGzO4ZwcuPT/F4vbp1utsH2+KQJI/LxCViwU7mwuwoDwudpAUZyW3PhbxTLb7IfEzwOUZWwzsoyWKlcndkEryWOQuMAVtf2Zr5jKnxAdxaNtwto8qBneBx0ORjOSMd6AN2isPWNM1e9msJbDUltWgYNN97bIAQSu0HBBAI5zjPFTaHYXtgs6Xtx9oY7R5x4MpAxvK9ASNoOOpUnAoAreJP+P7QP+wgv/oDVq6l/yCrz/rg//oJrK8Sf8f2gf9hBf/QGrV1L/kFXn/XB/wD0E0AU/DH/ACK2l/8AXrH/AOgitasnwx/yK2l/9esf/oIrWoAKKKKAK2oQPc6fPBHje6FRnpVmsvxFfW+m+H7y7urhLeFEwZHbABJAHP1IFalAGb4i/wCRZ1X/AK85v/QDRrn/ACD4v+vy1/8AR8dHiL/kWdV/685v/QDV25ghuIGjuFDRkgkE4wQcg57EEA0AZ+tyalHFEdPWQj5t5hRGfOPlGGIGCeD3+nJC6xvOlW5kCiT7XabgvTPnx5xT/sGnf33/APAl/wD4qlXT9O3ofvlWDKGmZhkHIOCexANAFTxMti1tZfb9Pur1Pta7Et93yNtYbmAIyuMjByDuAxVnT7aC70K2huYY5omiAKSIGU/gaTW/tPk2otdTisGNygZpQp8wYPyDPcnHTBOCMiptH/5A9p/1zFABDpNpasWtUe3+QoEikYRqD3CZ2A8dcU5ILyJoFF6ssSAiQzRAySHnBDKVVe38J6VbooAzftupQgfaNJ8zJxmzuFcAep37PyGaqyjw9MWvr2ztYJA/lma8thC24jOAzgZ+oJFblFAFGLS4IfMNvNdRs67Mi4dwn+6rEqD+FPEF7G8QS9R4lTD+dDl3bBwcqVA5xkbe3aiTTLKQzsIFiknx5ssJMUj46ZdcN+tQHTryIlrTVZ1AGFiuEWZB7k8OfxegDE8WyavH4elV7aznjEkO6RJmRifOTohUj82pvgy+8rQmkntbmPdJbxhRH5p/49YQDhN2F9z074q/rFrrN7p5szbWdwhkiZpI5mjY7ZFY/IQQOAf46y7fRNc0/KafcTRQ4UYkjR2IVQq7iJACQqgZCjgDOTzQB1bahaI0qyTrF5TBWMvyDJ6YJxnPtVgEEZBBB7iuSay8UspVr0kHqDbJ/wDHazn8Kaq7OyFIJH+9JbW6wuf+BJMD+tAHf0VxsOm+KILdYI9Rm2qMBniV2/FmmJJ+uahisPG9vZKh1QXlwOsktvHFu/75kP8AKgCaf/kcH/6+T/6DZV2VcPoeja+LtLnWLaJbgyhmeG4DJjKFmORuZj5ajrgAAADBJ7igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzLQC41y/uTnEAS1TI4HG9iD771B/65+1JD/pniCebny7GP7OnUZkfDucd8L5YB92FP0RAumK4JPnSyz5J7PIzD9DSaDh9HhuASRdM9yM9cSMXA/AMB+FAGlRRRQBR1kgaPdknA8s9aj15V/seWViQtu8dySD2jdZP/AGWonT+1dYeJ8GysHUlP+ek+Awz7ICpHXLMDwUpfEl5p9poV0upTrFBcRtByCxYspGAByeMnjsCe1AGtWZphH9oa0M8/bF/9ERVU8PeLNK8QW8H2W6Vp3jDFO2cZIDD5SR3AJI74qzq1s0G7VrQMLu3TMiqM/aIhyYyO567T2J9CwIBq0ViDWbya3nvba1sv7OjLFbi4u2j3Iv3nx5ZAXIbBzyBnoara5NqF9pcK2LiO48zDNbXahS5RwqhjgnD+WxBHI7NyKANHWkZLaO/iVmlsX8/aoJLpgh1wOuVLYH94L6U7WFNxoss1sPNkjUXMAQ/fZCHUA+hxj6GqPhy31e0a/OrTSyq8m+MuRxy2QoDN8uNuOn+6O9rw3LBL4ftBbOrwQqYI2QghljYoCCO3y0AaUUqTRJLGwZHUMrDuD0NUtGkeWxkaR2ci7uVBY54EzgD8AAPwpuglBpEcUf3Ld5LZR6CORowP/HaND/5B8v8A1+XX/o+SgBNe1G60nSpb62t7aYQKXlFxcNCFQAkkEI+T7YH1qt9q8Vf9AbRv/BtL/wDI1T6v9j1S3vNEcxyTy25ZoHHVCcZ+meKmi1nTZbm3toryF5bhPMhVGzvUZ5HtwfyoA53XptaY6M8+n6el2NRXyokvnaNxsb7zmIFe/RTVzULrxQdNug+j6OF8l8karKSBg9vs9TeJP+P7QP8AsIL/AOgNWrqX/IKvP+uD/wDoJoAp+GP+RW0v/r1j/wDQRWtWT4Y/5FbS/wDr1j/9BFa1ABRRUVxcwWkXm3EyRR7gu52wMk4A/M0AZXiKxudWsZtMW1s5reZV3edctG2QwPQI3HA71P8AaNa3bfsGnZ64+3v/APGax760stZ1/TryS90l42SZLbY+ZZ1KOjoDuwy/MDwPl2n+9xatNGGkatPq80sCQLZiOVgpLNtVPmJPQKEPTGd3IyuSAN1+bWT4c1QPYWAT7JLuIvXJA2Ht5XNTasbybStt7aWqZvLUKqTmQMPPTOcouP1q14gIbwxqpBBBspiCP9w1bvbKHULVreff5ZZWyjlGBVgwIIIIwQDQBj69GtjbxvZ6fbcltzjT2uSCBkDZHg8nvnAx78SapZ2yabbSiyghm+12hO1BlT58eRkCpv8AhH7b/n71P/wYTf8AxVKPD1n5kbPPfyiN1kCy3srLuUhgSC2DggGgCHxM9qlpaNd6dcXsQul4h3fu/lbLvj+DGQc/Kd2Dwau6P/yB7T/rmKg1w3Ahs/s+qwaeWukVmmCkTAgjyxu7k4PHJxjjNZ/hFf7M0+DRnd2RYfOtGdslos8r/wAAJA/3WT3wAdLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVby/hsdnmpctvzjybaSXp67FOOveq39v2f/ADx1H/wW3H/xFadFAGZ/b9n/AM8dR/8ABbcf/EUf2/Z/88dR/wDBbcf/ABFadFAGZ/b9n/zx1H/wW3H/AMRR/b9n/wA8dR/8Ftx/8RWnRQBmf2/Z/wDPHUf/AAW3H/xFH9v2f/PHUf8AwW3H/wARWnRQBmf2/Z/88dR/8Ftx/wDEUf2/Z/8APHUf/Bbcf/EVp0UAZn9v2f8Azx1H/wAFtx/8RR/b9n/zx1H/AMFtx/8AEVp0UAULfV7a6nWGOK9Vmzgy2M0a9M8syAD8TV+iigAooooAKKKKACiiigAooooAKKKKAMjQozN4O02Pcys9hEucgEExj071a0eZLnRLCeMAJLbRuoHoVBFM0Vs6d5ZBUwzSw4PXCyMo/MAH6Gqlp/aljZx6bDp6kwARR3MkqiLyxwpwCXLBcZXABIPzY5oA1rm5gs4GnuZkhiX7zuwAHbrWd9o1DVBi0V7C1P8Ay8TR/vWH+xG33fq47fdPWpbfSUW4S7vJWvLxeVkkGFjPP+rTovUjPLEcEmtGgCvZ2cNjbiGENt3MxZ2LMzE5JJPUkmuI8Z3clj4osZntpZw8SRWZjZAYpWchnG8heAU+9xu8v0zXf1z2t6d/wkOp2lg5jNhZyC4uwVO52wfLRWB+Ug/M2OcbR0Y0AcDLcWnhu9tLGOG7gs7VonS4uGyQm8naVBLcONwzyV8/aNpAPoOq6xHcRafZadM00mqsVjmtiGEcIGZJd2cDAIAP95l4PSrNjoGk6MsktvbBPkIZ5ZGchTjIBYnAOBn1xk1zvhLw+GnTxHbR3GjLdySO2mADyzEeFLKR8jnarkrjrjnGaANS50a7sdIfT9PJuNPEXlx2zEebAAML5bNw4GB8r+/zY4qvF4e0bWYp4/td1J/pBnnhkCo6OygYYbQyjaAB7YwcV1dU73TLe+ZJHDR3EYxHcRNtkTvwfTIGVOQccg0AYUPw98NW00U0GnRo8M3nxeiPknIHpyP++V9BWj4Zt1tNFFuhLLFPNGGIA3FZGUnA4GSCfxqRZ9Vsj5c9o2oJ/BNbFEb/AIGrsBnpyp554XpUuj2s1npqx3BXznklmkCnIVpJGcqD3A3YzxnHQdKAE0fZ9kn8v7n2u4x9fNbd/wCPZqrYXa2WjTTFC5+3zxqoOMs1y6qPbkirGgBDo0M0f3LlnuV+krtJ/wCzUzSIY59KnimjWSNru6DKwyD+/koA5mLxjos2pnUp5NVt9ke1TJCjCNWKsQETdIQwjB3YIAzgirY1fQbm+ie1lvZZLN95ha2eNQSzZJZ0HK7pDtDDO0jBxWzrP2HStDvLwxW8CQxOxfyhhQTk8Y7nk1fextJgPMtYW+dZPmjH3lOQfqDzQBkeJP8Aj+0D/sIL/wCgNWrqX/IKvP8Arg//AKCayvEn/H9oH/YQX/0Bq1dS/wCQVef9cH/9BNAFPwx/yK2l/wDXrH/6CK1qyfDH/IraX/16x/8AoIrWoAKq39imoW4id3TDhgyHnjqPoRkfj61aooA4668L6Lplgtu9nfzWcMeNiyL5ZBbdgrkD7xzjGOaZF4T0m0Pm2OkXdvcrF5cUwjjJj4UAgZ6/Ln3yfU1seMLGfUvCd/a214bSZ0UrOE37drBjxkdQMfjW5QBz2tXRj8LajAmn3aotlIgyF4AQj+9VjVrhp9Lw1tPEDdWykPgbwZkBHBPbj8an8Rf8izqv/XnN/wCgGrV7aJfWpgd3j+ZXV0xuVlYMpGQRwQOooAxdbjtNMiiaHTbZt5bLyhgoIGQvygnLHgf1OAZdQs7WCxtrmC2FvKbm25AwyhpkBB/AkGrf9mXf/Qd1D/vi3/8AjVIdIklaP7Rqt7cRpIknlusIBKsGXO2MHqAetAEHiUoLay8zS5NQU3aAohcbMhgWO0HIxkYOFO7kgc0+0sUvdFsMySRSxAPFLHjcjYIyMgjkEjkHrS680iwWfl6vHppN0gLuoPm8H92M9ycH/gJ7Zqzo/wDyB7T/AK5igDmtb0BPEGpXNq2rQC48jycG3zJGuxs4OQMt5o34xldgwMgmzHa6fqXhSzsYNQ0+4hVcoZYg0TqAwHyZGVHbn+H8a3E0uFL25ug8hedtx+bG07FQ4x6hF/L3rMj8EeHogcacrMUkQu7szbXG1hknPIGPz9TQBn6BoCeF2l1GbXnurdg8bNIuQytMzpkgnLBpHGe+7oK6KLWdNnuUt4byKSV2KKEbPzAEkZHAOFY477T6Gq9t4a0mysJ7K0tfs9vPMtw6xOy/vBtww54+4vT09zUFh4Q0fSryG5063+ysknmMIzkSHYyANnPADtjGKAN2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKt5YQ32zzXuV2Zx5NzJF19djDPTvVb+wLP/ntqP8A4Mrj/wCLqzeR377PsVzbQ4zv863aXPpjDrjv61W8jXf+glp3/gA//wAeoAP7As/+e2o/+DK4/wDi6P7As/8AntqP/gyuP/i6PI13/oJad/4AP/8AHqPI13/oJad/4AP/APHqAD+wLP8A57aj/wCDK4/+Lo/sCz/57aj/AODK4/8Ai6PI13/oJad/4AP/APHqPI13/oJad/4AP/8AHqAD+wLP/ntqP/gyuP8A4uj+wLP/AJ7aj/4Mrj/4ujyNd/6CWnf+AD//AB6jyNd/6CWnf+AD/wDx6gA/sCz/AOe2o/8AgyuP/i6P7As/+e2o/wDgyuP/AIujyNd/6CWnf+AD/wDx6jyNd/6CWnf+AD//AB6gA/sCz/57aj/4Mrj/AOLo/sCz/wCe2o/+DK4/+Lo8jXf+glp3/gA//wAeo8jXf+glp3/gA/8A8eoAkt9ItrWdZo5b1mXOBLfTSL0xyrOQfxFX6oW8WrLOpub2ykh53JFaOjHjjDGVgOfar9ABRRRQAUUUUAFFFFABRRRQAUUUUAZlqRb67fWxyBcKl0hJ+8QBG4A9AFjJ93rTrP1e3le3ju7ZWa6tH86NF6yDGGTqB8ykgZ4B2ntVu2uYby2iuYHDwyqHRh3BoAloqve3kdjbGaRXfLBERBlnYnAUe5J+g6nA5ql9kv8AUub6Y2tselrbOQ7f78gwfThMdxlhQAzU/EEFjFcC2hkvrmAfPDAR8rdlZuik5GF+8c8A1Fpmk6pbxvNc6r/pMzmWSOOFPKDE9ORvbAwudw4UcCkkfTotSt9LRrW1tLFVneEFUXcc+WoHTAwWPoQhrWa+tluLeDzAXuFZotoJDBQCTkcdxQBn3mj3up2b215qrKj43LbQKiuAc7WD7yVPQjIyMjvTjqdxpwxq0SrEP+X2AExfVxyY+/JyoA5btTZ/FGk27TK80hMLFX2QOw4zuIIGGC7W3EZwRg84FWdQ1e10toxcmQB1ZyyoWCIpAZmI6KNwye2c9AaALqOsiK6MGRhkMpyCPWnVzdhLp99NJJ4dvVgmMcdxJCEJhcSZYEpxgnkkqQeQTngVq2WoPNO1pd25trxEDlN+9JF6FkbjcAeDkAjIyBkZAL9Z2uSsmlSxRuyTXJFtEy8kM52hh9Mlj7KT2rRrKgxqesPdfK1rZExQEchpuRIw/wB0fIPQmQUAacaLFGsaKFRQFVR0AFZ+h/8AIPl/6/Lr/wBHyVpVm6H/AMg+X/r8uv8A0fJQBLq1lLqOny2kUsMaygpJ5sRkBUggjAZf51F5Gt/9BDT/APwBf/49WlRQByniGPUhLoivd2jXB1FdjrbMFUbG6r5hJ/MVoajDrX9mXe7ULAjyXyBYuP4T/wBNaj8Sf8f2gf8AYQX/ANAatXUv+QVef9cH/wDQTQBT8Mf8itpf/XrH/wCgitasnwx/yK2l/wDXrH/6CK1qACiiigBk0KXELwyruRxhhnGRT6KKAM3xF/yLOq/9ec3/AKAaNdLDTVVZJE33NvGzRuUba0yKQCMEZBI4o8Rf8izqv/XnN/6Aas31mt9a+S0jR4kSQMmMhkcOOvuooAwtbjtNIiiYNdM0hb/X6xPCgCjJ+Ysfmx0Hf1ABNT3ljFa2dtd281+khubYYkvZm4aVAQVZiOhIwRUuqR31taI6anLlriCM5ijPDSop/h9Casy6ZNcBFn1CZ41ljl27EGSjBhyB6qKAIPEQQ21oH0ptRBukHlrn5OGyxwD2yMHAO7BIBJq3o/8AyB7T/rmKq+IF3Q2QGsJph+1ph2OPOOG/djkZJ645Hy8gjNWtH/5A9p/1zFAF2iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAq3l/DY7PNS5bfnHk20kvT12Kcde9Vv7fs/wDnjqP/AILbj/4itOigDM/t+z/546j/AOC24/8AiKP7fs/+eOo/+C24/wDiK06KAMz+37P/AJ46j/4Lbj/4ij+37P8A546j/wCC24/+IrTooAzP7fs/+eOo/wDgtuP/AIij+37P/njqP/gtuP8A4itOigDM/t+z/wCeOo/+C24/+Io/t+z/AOeOo/8AgtuP/iK06KAMz+37P/njqP8A4Lbj/wCIo/t+z/546j/4Lbj/AOIrTooAoW+r211OsMcV6rNnBlsZo16Z5ZkAH4mr9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFY8x/sS7e6HGmTsWnA6W7nrJ7If4vQ/N0LGtiigClqFmb+3ieCVI7iGQTW8pXeqtgjkZGQVLKeejGmWmqb7gWd7CbW9IyIy2UlA6mNv4h7cMO4GRmA2VxpLF9Lj821PL2O4Lt94ieF/3The4K85mW403Wle0lRJJEw0lrcJh0weGKn3HDDjjg0AJq4toLb7S9pbzSNJHEDKgON7hAScdBurmLfxVPdyQxSeHLrYI3MRsZMlSMqfvBNo2nIzjnjqMV050yeAH7DqE0Y5xHcfv48nudx3/gGA9qUvrUW0CCwuB/E/nPCfwXa3/oVAHO2lpYatetbS6PrFskkO/zppMIolVi8YwxIzufdx1A54XFLV9bnv7q6tp9FnCQsbU3Cu/kmKTcGMh2j5Q0cYbB4D9eDXXmfV3YeXYWqJ3Mt0dw/AIQfzFMksNRu9yXWpIkJ/5Z2sAUsO6szlsg+wU+9AGdplpoehWdle29vLby3EISKDczSPuVTsCZ5ICKOnyhewzWlZ211cXy6lfRpC6xNFBAp3GNWILFm6FjtXgcDBwWzmnJa6ZokT3TlYuAr3NxKXcjPCl3JY8ngZ+lQtNe6vtS3SWysW5eeQFJpB6Ip5TPdmwRjgchgALd3Emo3L6bZSMipxd3CZHlg/wKw/5aEen3RzwSudKCCK2gjghjWOKNQiIowFA4AFJa2sFlbJb20SxwoMKq9v8APrUtABWbof8AyD5f+vy6/wDR8laVZHhu5hutMmeCRZFF7dAlTxnz3P8AWgDXooooAwPEn/H9oH/YQX/0Bq1dS/5BV5/1wf8A9BNZXiT/AI/tA/7CC/8AoDVq6l/yCrz/AK4P/wCgmgCn4Y/5FbS/+vWP/wBBFa1ZPhj/AJFbS/8Ar1j/APQRWtQAUUUUAFFFFAGZ4ieKPwxq0lxI0cK2cxkdU3FVCHJAyM8dsil/s29cFpNaulkOP9THEqL67QyMcH3J+tVfGn/Ii+If+wZc/wDopq2J5hBHvZJGGcYjQsfyFAHP662rWunonlw3wN3beW4bymB8+PAccjHqy88/drQ/s/UJk3T6xPFIQfltY41RT2xuVice5wfSqWs6qkllt+yXq+XeWvLWzAN++jPHHP8AjWp/acf/AD7Xn/gO/wDhQBja1aao9nB9quNNmRLqFV3WbEkvIE3f6zAwrkEYOfbOK2NGUpo9orSrKRGPnWPYG99uTj8zWfrWoo9jEot7of6XbH5oGA/16e1WdNvY44I7QW96PKIi3yWzKG6c/TmgDVorldd8awaPdXMKfY5vIgEjZusMrGQJhlCk46njLfKRt6ZltPFq3Wm6ldm2RGs7dZ/LE6twVJwxGSnIIORxgmgDpaK5y88VHT1DXFmhU3n2cGO4BygHLgEAkhvl2gE5BxTIvG1nLLFGLDUFaQkDcicAbsk/P0+R/f5fcZAOmoqrp1017p8FyyqrOuWCNuXPQ7TxkehxyKtUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBR1Gwub3y/s+rXmn7M7vsyQtvzjr5kb9MdsdTnPFUf7C1H/obNZ/79Wf/AMYq9qN/c2Xl/Z9JvNQ353fZnhXZjHXzJE657Z6HOOKo/wBu6j/0Kes/9/bP/wCP0AH9haj/ANDZrP8A36s//jFH9haj/wBDZrP/AH6s/wD4xR/buo/9CnrP/f2z/wDj9H9u6j/0Kes/9/bP/wCP0AH9haj/ANDZrP8A36s//jFH9haj/wBDZrP/AH6s/wD4xR/buo/9CnrP/f2z/wDj9H9u6j/0Kes/9/bP/wCP0AH9haj/ANDZrP8A36s//jFH9haj/wBDZrP/AH6s/wD4xR/buo/9CnrP/f2z/wDj9H9u6j/0Kes/9/bP/wCP0AH9haj/ANDZrP8A36s//jFH9haj/wBDZrP/AH6s/wD4xR/buo/9CnrP/f2z/wDj9H9u6j/0Kes/9/bP/wCP0AH9haj/ANDZrP8A36s//jFH9haj/wBDZrP/AH6s/wD4xR/buo/9CnrP/f2z/wDj9H9u6j/0Kes/9/bP/wCP0ASQ6LfxTxyP4n1aZUYMYpI7UK4B6HbCDg9OCD7itiseHWr+WeON/DGrQq7BTLJJalUBPU7ZicDrwCfY1sUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVrywtb9VFxEGKHKOCVdD6qwwVPuCKs0UAZp068gB+x6pKBgBY7pBMi/jw5P1c0rNrMUfyx2Fy+O8jwg/o9aNFAGckutOSHs9PiHZhdPJ+nlr/OmtaarOWEuq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Specifications subject to change without notice. All dimensions in inches. © Copyright 2010 The Connor-Winfield Corporation
2111 Comprehensive Drive
Aurora, Illinois 60505
Phone: 630-851- 4722
Fax: 630- 851- 5040
www.conwin.com
Bulletin SM036
Page 2 of 2
Revision 14
Date 25 March 2010
Pin Connections
1: Enable/Disable
2: Ground
3: Output
4: Vcc
OSCILLOSCOPE
FREQ
COUNTER
OSC
POWER
SUPPLY
INPUT FOR E/D
PROBE
Vcc
.01uf
Bypass capacitor, C-by, should be
ceramic capacitor ≥ .01 uf
Soldering
General Conditions 260°C max x 10 sec max x 2 times max or
230°C max x 180 sec max x 1 time
Typical Operation Data (Vapor phase reflow)
20 to 100 sec up to 215°C, 50 sec
at 215°C, then down to room temperature per 1 to 5°C / sec
Environmental Characteristics
Temperature Cycle The specimen shall meet electrical characteristics after
tested 5 cycles of -55°C / 30 minutes and +125°C / 30 minutes
Hermetical No bubbles appear in Flourinert (FC-43) at 125°C ±5°C for 5 minutes
Solvent Resistance Marking will withstand immersion in
Isopropyl Alcohol or Trichloroethylene
Suggested Pad Layout
Ordering Information
Mechanical Characteristics
Mechanical Shock MIL STD 883 Method 2002
Vibration The specimen shall meet electrical characteristics after tested
by the following conditions: 10-55Hz 1.5mm Amplitude,
55-2000 Hz 20 G's, 2 hours for each plane
Thermal Shock After applied Thermal Shock of 260°C
max x 10 sec max x 2 times, or 230°C max x 180 sec max,
the specimen shall meet electrical characteristics
Solderability (EIAJ-RCX-0102.101 Condition 1a)
1) Flux: MIL-F-14256 (WW Rosin=25%, Isopropyl Alcohol = 75%)
2) Solder: QQ-S-571 (Sn = 63%, Pb = 37%)
3) Solder bath temperature: 235°C ±5°C
4) Depth of immersion: Up to electrical terminal
5) Immersing time: Within 2 sec ±0.5 sec into solder bath
After performing the above procedures, a newly soldered coverage shall be greater than 90%
Test Circuit
Output Waveform
Tape and Reel Dimensions
Package Characteristics
Package Hermetically sealed ceramic package and metal cover
Dimensional Tolerance: ±.02" (.508mm)
±.005" (.127mm)
HSM 61044.736M
Type: Temperature
Range:
Frequency
Tolerance:
Supply
Voltage:
Output Frequency:
Clock
7.5x5.0mm
Package
6 = -40 to 85˚C 1 = ± 25 ppm
2 = ± 50 ppm
3 = ± 100 ppm
Omit = 5.0 Vdc
Frequency Format
-xxx.xM Minimum *
-xxx.xxxxxxM Maximum*
*Amount of numbers after the decimal point.
M = MHz
Example: To Order an HSM61 with an output frequency of:
4 MHz = HSM61-004.0M
44.736 MHz = HSM61-044.736M
125 MHz = HSM61-125.0M
Meets EIA-481A and EIAJ-1009B
2,000 PCS/Reel
RoHS Solder Profile
120°C
150°C
180°C
260°C
0
220°C
360 Sec. Max.
120 S
Max. 10 S
60 S
Max.
Time
Temperature 260°C
Meets IPC/JEDEC J-STD-020C