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sElt4f0uFmUsFl5U5H3+OfxrJmc2lqig7piCMckk5PJ/AgfhTAtT6wsdsIEgAQcCOMEZ/Kqct9DaABYVEuASmM7fqagurjygGCqLkrhiOdv0r0fwD4I0/4gfDvUYAYYNcs7stDdEclWVSFfHJUkNzzjt6FMDF8Ban4b1DWksfEcbQxTHCTrN5aIfRuO/rkYpfE62FvrN8umoyWaTMkIMhfKqcZz3Bxn8a4fVNLvNH1KfTr+FoLuBykkbdQf6juD3Favh0y6vqNnpEkgV55kiSRz03HHP50gM65e9icpK8y5+Zc/LuU9DXqHwG1pI/EV9oN4qyQ6lDlfM5y6ZO38VLflS/HTQrXR9W0I2ihIzYfZwg7CJuD/AOP/AKV534Y1mXw94o07VYUDvbTBthONw6Fc4OMgkUAeg/HDw1pWg6zpsum28dv9rjlaWOMYAwVwQB9TXltpI6XcYDEDcBWv4m1+/wDEuvXGoajO0szYAH8KDqFUdgM9Pzycms6wtxcajDCQcM2Dj0xTQFyGSKWQyAbZ8YDHoPpVwarNeW1va3b/ALrTt5iGMKrPjc2e5O0Dmsi/tZdLvmtnOccq395exqWSU3Gnvt5cckD+L3oYH1r4AOfAejH/AKdx/M10lcz8PePAGif9ew/ma6akAUUUUAFFFFABRRXG6t4l1jTPGU9hZ6Je6va/ZLNylq0S+Q0ktwrMd5BOQi98DYclc5IB2NFc/wD8JDqn/Qm65/3+sv8A5Io/4SHVP+hN1z/v9Zf/ACRQB0FFZ+majdX/AJv2nRr7TdmNv2p4G8zOc48qR+mO+OoxnnF+mIXNGaSigBaKSsD/AISHVP8AoTdc/wC/1l/8kUAdBS1z3/CQ6p/0Juuf9/rL/wCSKr3fijWYPJEXgfW5DJKEOZrQbRgnPyzN6d8D3pDOporE8LX9zqWjy3F2WMov72IBgoKpHcyoinbxwqqM98dT1raoAWikzRQAUUUUAFFJmjNMQtFGaKQxaKSigBaKKKACiisG/wBVurfxJb2S5Fo0aO5VFJy0mwclhgZKjgHr+QBvUUUUAefeHvEtr4s0mPVbUkGQkTRN96KT+JD7j+WDWrXEa54c1LR9al8T+FFVrqUf6fprHbHeAfxD+649e/4kNteGvFmm+J7dzas8N3CdtxZTjbNAw4IZfr3/AK8UxHR23+tb/rm//oJqGprb/Wt/1zf/ANBNQ0AFOEyQRy+YSu5ABkHruB/pUFxcR2sJmlkSNAQMucDJOAPxJx+NVtU1q3ksd5dFRUyXyMY9c1rSp85nUnyl0EEAg5B70tc94Ie6fwnZNd7vM2nBbrtzxXQ1kaEzf8ecf/XR/wCS1DUzf8ecf/XR/wCS1DQAVNN/qrf/AK5n/wBCaoamm/1Vv/1zP/oTUAQ0UUUAdRbuZLaJ26soJqSobT/jzh/3B/KpqQwooooAKKKKAPl2iiivsj4QKKKKAPZfhL/yKt1/1/P/AOgJXe1wXwl/5FW6/wCv5/8A0BK7018tjP48vU+wwP8Au0PQ57xyceCtUP8A0y/9mFfGaxtO6xjv39K+zPG4z4L1X/rj/UV8k6Fpcuo3BVAdg5kf+6v+JrnR1mpdEw+GtM8s8IJRz/v1lu8botwHWOZl+USHgds10fiO1iSwsYSwihjDk+ygivRLL4IeGfEWmRalpviS7mjmjBSVFRkBx0xgEfQnIoYHg86Mc4dHzzlWr0H4LeMrPwl4jvotYuBa2F3By7ox+dT8vQZ6FqzviJ8MtQ8BC3na6S+sZyUWdY/L2v8A3SuT256+tcEtwUyAcDupGQfwpAeqfFzxd4b8YTW93o1pcfbbY7HunUIJo/THU4PIJx34ry5JyHV1YqynIIOCDTknikBXIhc/xc7f8RVy00R5WYu4WIH5Wxkt7j2p2A7jx34uXxf4O8LXc0inUrU3FvdDuSBHh8e45+ua4CMnz4z/ALQ/nXcaV8Ntav7ffa6RdPE2CHlIjB9xuxn8Ki1XwFqujp5t5pdzbopyZANyD6kZH60WFc5NCXyx6sc123wz0a31XWtTlvAEtrPTpZWnb7sTcBSf1/I1yL2r23Dcr2Yd66Gw1WO08JzaPbIfPvrgTXkpGPkT/Vxj8csT7gdjQMy7gPe3Ek8oyZDnB7DsKhjSO0Yy8gL6fyrRKhI/c1z15eIb5QOY4zjHqfWgD7C8A/8AIh6Kf+nZa6Oub8AHPgHQz62iH9K6SkAUUUUAFFFFACVz9n/yULWf+wVYf+jbuugrk7vUodG8U+J9UuFd4bPQrS4kWMAsVR7xiBkgZwPWgDrKKYkiSbtjq207Wwc4PoadmmIKKTNJmgB1FNzRmgB1LTM0uaAHUUmao3Or21tc6fASZDfXLWsbRkEK6xySHdzxxEw7nOKQGd4N/wCQHc/9hXUv/S2augrn/Bv/ACBLn/sK6l/6WzV0FAwoopKYjA8d/wDJPfEv/YKuv/RTVPoWrajqf2sajoN1pTQS7I/OljkEy9iCjH8e3PBPOK/jv/knviX/ALBV1/6Katd763j1GGwaTFzNFJNGm08ohQMc9ODIn5+xoAs0U3NGaAG3Erw20sscEk7ohZYoyoZyB90biBk9OSB7iuR8K6hf6n4t1W61LSJdKuW0qw3W0kySEfvbvncv9cH2rqb6+t9M0+5v7uTy7a2iaaZ9pO1FBLHA5PAPSsizP/FwtZ/7BVh/6Nu6AOhopKWgApaSgUhi1y+pxZ8Z2TiISFo4wWKxt5YDOc42s4ycDOVA45POOornNSjs7jxbZR3F6sUsUayxwyKGDncQNu4kBvdVDf7XYAFzVtRvrS6hitLdpFbBkf7O7hATjOV6kddvUjPI4zoWU73NlDNLE0UjoC8bAgq3cc+9T0UAeQeDtWutP1OXwb4gvEOo2i7rK7cMBfQdiOOWAGD34PXBNafiTwPY65PHqNpfjTdag5gv7cMGHs4x86+x7cU7xV4Xg8Taeiea1rf2zebZ3kf34JB3B9Dxkd/qBWb4Y8WXEt6fDviSNbPxBCuR2jvEH/LSM9DnuPr6EBiJfDXiy7ttaXw74tSGy1Vkdba6TP2e+G0jKHHDdPlOPoCQK6u6ktbK2e4uLyFIk6na59gAAuSScAAcknFZfiDw1Z+KtKl0+7yjBWkgnT78EqqSrqfY/mMisPw3e/btYn0zV7xrnVtHjiGx4fKViUGZlGTuJJI3cYHQLuOQDoLSwe/uI9Q1GSOMrzbWjbj5Of4mwMGQj8FBwO5Mj+FNDupZLie3tZJFG8HDYDErk4xjsB+VXKqXWoSRGWyskWW+liBAb7kK7h+8f24wB1Y8DoSAC6q2aWjplcocKF4HFY2m6h5uvXGnPcLhYRMu4MSvJGOB049fX2qObR75LdUtNQ3SHl2uV37mJJJ4Ixknp0HQAVL4d8OvYzSyzXbXV7MoDzOAMAdAAOAK2couFluZJSUrvY6Bok+yxj7RH99ucN6L7VH5Kf8APzF+Tf4VRvNQ+xPFBOBsMmN4PQtgDP4gD8asVlKLjuaKSexN5Kf8/MX5N/hUksSGOD/SIxhD2bn5j7VVqab/AFVv/wBcz/6E1IYeSn/PzF+Tf4UeSn/PzF+Tf4VDRQB01qMWkQBBwg5HfipqhtP+POH/AHB/KpqQwooooAKKKKAPl2iiivsj4QKKKKAPZfhL/wAirdf9fz/+gJXemuC+Ev8AyKt1/wBfz/8AoCV3tfLYz+PL1PsMD/u0PQwfGY3eDtVH/TA/zFeH6FoqaToUEBA8+TEkxx3x0/DOPzr3bxSM+F9R/wCuJNeMmYlVrCJ1nD/EQmGyt0X+IlT+h/pXM+F/HGveDrvztHvWiRjmSBvmik+qnj8Rg+9dR4+ia5toACowzHLHA7V5/wCVBGPnYyN6LwP/AK/6UmB1vjb4oaz45jt4r6G3ghhHEcIOCxAy3JPp+FcSPm+tTGaNfuQp+IJ/nUlvJJPOkSJECxx/q1/wpAavh/RHvbiM+S00juEhiAzubp0r6L8JeA7Lw7Gl1qUKXOo4DF35jgPovqff8qw/g/4XhWCTXJ4wShMNqD0HHzN+uPzrs/Emmz6ndxfZ5kCqmD93g5Pvn9KZdKCnPllKyNOfXbOFSZLu3UDrh9x/Sq8Gv2t9crawzCV3yvKgL0PBB57HtXPL4NlkcefeBCSQAiZ6jGPmxWxp/hqDSp0uvnkkQkguwAHH93B/nSOqdHCxi7TbZwPxM8B29lbtrOmwhLcsBcwKPlQnoyjsM8Ee4rym3TynbJ6HrX1RNGNXsriyuV/cXEbxMCmDjAGRyfWvlXWDJYzvCqgy7inPQEHk07nERaleNFBlT8z8J649aw5raaHynlTG+t6ytvNZJJvndRxntVrULaKe1MbH585Q+hpgfUvw/wD+RA0L/rzj/lXSVzfgAFfAGhqeos0B/KukqQCiiigApKWkoAK8+8Xn/kfv+xVi/wDb6u/Jrg/GNvKsfi2QBCl9oEdojPKkSpJm5A3M5VQCZQBgnoc44yxGtb+BdCs4vJsxqdpBuLLBa6tdQxqScnaiSBRkkngd6k/4Q/TP+frXP/B7e/8Ax2p5PEEMcgT7LcOxRZAItknyNna3yseDg4PfBpI9fjluIoBaXSyykrGsgRN5AJIG5hk4BOB2BPamLUs6ZpFrpPm/Zpb5/Nxu+1X09zjGenmu23r2xnjPQVfzWNPr8NvdtaPbzm5VQ7QxtG7qp6EqrEgHsT1qtd+LrCxj8y8hubdP70yqg/MtRoGp0WaM1ycPj7R7iV4rdbqd4wGcQxeZtBzjO0nrg/lTv+E80YTpAzSrM4ysb7VZvoC2TRoLU6vNYH/CH6Z/z9a5/wCD29/+O08eIYyM/YL/AB1z5Q/xqb+2Y/sH28QO1pjImWWJlPOOCH554+vFGg9Sv/wh+mf8/Wuf+D29/wDjtZdx4d0rQde8OSWFuyzXOru8880zzSyn7Fcj5nclj+dbH/CQp/0D9Q/78j/GszVdSW+1bww8EQZkvHuhGbmBXkj+zTx5VTJlvmdRx7+lINTR8G/8gS5/7Cuo/wDpbNXQVieF7V7TRmV2UmW8u7kbT91ZbiSQKf8AaAcAjsQevWtsUDM/VNGtdX8r7TLfJ5Wdv2W/nts5xnPlOu7p3zjnHU1n/wDCHaX/AM/Wuf8Ag9vf/j1dBSGgDz3xj4M02z8M+INVivNYM0ej3KCOXVbiVGxG5G4O5z1PBOPar3ifRk1vxtoUDXt5aNHYXkyS2sgU7lmtMZDAqy8/dYEHA44Fa3jMQt4G8QLcSPHAdNuRI8aB2VfKbJCkgE47ZGfUVz994guY/FdrdyeFtfE1pYzRGBRaPlZnjIbcLjAwbdhjvntjkA7vNGa5D/hNrn/oT/EX/fNt/wDHqP8AhNrn/oT/ABF/3zbf/HqYtSH4h+H7W78Pa5rT3F8lxb6NdRLFFdukTDy3PzIpAbk9+D3zgUal4ctPEXj7UEu7i/hW30/T5F+yXkkG4ia6OG2EZ6DnqOxFVPEHiebVfDmp6bJ4W8Q263lrJbGYx2zCPepXdjzxnGfUVtaJdNeeMdXmnsL6wuv7Ps1a3uhCfkElyVcNHI4OSWGDjG0dc8IC0PB2l/8AP1rn/g9vf/j1WLHw1YafeR3UNxqrSJnAn1a6mQ5BHKPIVPXuPfrWsKdQMWgUUopDCud1QWo8R2nnTPHJJ5QRjbsQCrkhUl6KW6MvJK10VczqsEzeL9OmjgkkUKqs4il2oNzZO9W2/wDASv1OKAOmorN1UamSn9nuQuxg2EVju3LgjcQOm6rtq8r2sbTxGKUqN6FgcHvyOD/npQB5Z4Z8XSX16+ha7biw8QQLloT9y4Uf8tIj3B547c+hrS8SeGNP8T2CwXisk0R329zEdssD9mU/lx7U7xP4T0nxRZJHPPcW95A3mWt5DGBLA45BB3dPUfyOCMbw74qntdRTw34wza6uSRbXSRjyb5R0ZTkYf1X+WcUxC+FfEWo6brv/AAi3ikr9u8pzY34GEvkCn8pB3H/1iYvHemXNq1r4u0iMtqelcyxr/wAvNt/HGfoCSPTnHOK6LxN4W0/xVpL2bzyw3MYM1pcrGA0EqglWBz6jkdx6dRjeHdf1LUdCW0vrKaPXopXtZ/MgPkZTG6XdkBlwynA5JOBgfMADSi8QQ6nY2kmjFbia9iE0W77sSH+OTHTByNvUkEcYJGrpVhHYWt0AzSzSKHmmf70rbl5P8gBwAABwK4Lw7Db/AA/8XSeHLmZ/7I1ZvP0+6aJVInwA8TYIAzwV+oHU16ZEsHlz4kk+4M/ux/eHvQBVrLfUbhxJc2Vu80CDCshGZT32g4yPfPPbjkzHydXcok0o04cM4jGbg+g+b7nqf4vp10wlsqhVkkAAwAIhx/49TjJp3Qmrqxxl3Fqeu39vGLWeCzjnDzTSrtDhcHaoPPXHPHTvmurlkEABkBUepFTXs9taadHKZW/1pC7lAyTtGOtZGs+ILU2BmkkRYlXO4dx2xjr/AFreMXVd2ZNqmrI0wQwBByD0Iqeb/VW//XM/+hNWN4VjZPC+nreySi4EQ3Axg/Tv6VuyrB5cGZJPuHH7sf3j71zmxVoqbbb/APPWX/v2P/iqNtv/AM9Zf+/Y/wDiqAOgtP8Ajzh/3B/KpqhtcfZIsEkbBgkY7VNSGFFFFABRRRQB8u0UUV9kfCBRRRQB7L8Jf+RVuv8Ar+f/ANASu9NcF8Jf+RVuv+v5/wD0BK72vlsZ/Hl6n2GB/wB2h6GR4n/5FjUv+uDV4fyrAele3+KTjwvqR/6YNXhSSeaAwPUn+dc6Os57xjpt9qltDHY2s91JGGkZIIy7BQQCcDnHIrzJwUkZWBVgcEEcg16T41v7vT7aCWzupreRiyF4ZChKnGRkdq83VJLiTCKXc8n/ABoYDCcjpWlocBe+Vyp2qDz71XYpbpsJWV+/90f41b0WRpNS3O+TsIGaQH1X4VsFtvCOk24T5mshICFB2s/zZ592rVVQItrzO+3hgOP5Z55qh4WvUuvC+jzrKir9iVGJ9Vwp/UGtGVwjDyQsgOSzDsfw60MCWO3RUjII253DOeOpz/kUkrysR5RDEE8kn/2X8agkd3ZNnGBydoPP4806KOZHjYMWfBGWJYfUjigV0WlCi4QiPb8rfMR16fjXyf4inS41qWUfdeWRx9C2a+kvGesLoHhq6u3uP9IkQw264A+dhjI78cn8K+VdQvJTfZhjUiPABKhs4+vagrobFnHdTW8sttBJJFCpaSQKdqAdyaqwXv2mZ1Xnb/Ee/wDhVqfxnqU+gtpa/u43XayIoC4rn4DPbszqBnHP09abEfZXgL/kQ9E/69Ero65v4fnPgDQie9mn8q6SkAUUUUAFIaWmmgBhrzfxvbW+mwarc2o1Sa9it21RQt/NtTylmDHJlVo0/egbYiDyMAgEV6O1ctqOoRaX4zhuZVZi2nPDDGuN00rSIVjXPG47T+AJOACQ2StzJ0+3GjeILu7ew1MXSWySfvtRaOBfv7mdBIYljG5jwG27W+UHaXl1CeVbb+1dRvDE0qbbYsTDJKW4xGOtvFz8z/6zByWUKMxHUrFJ5LvU7yyuLiS4SOOBpwgu7gNhQM8iCNiQuRyQz4JILdrp+mC1kku7hxPqE4AmnI7DoiD+FBzgfUnJJJRRzk3w90+XR4orG+ubK+VMi/tnwzOeWfGfl3E5JUqSMDOOKdpmgaFYXpt9U0eD+0Lhgwubgm4S6cDqrvnD4GdvB4ONwBNTaRpD2C3kOlSi0ntbmQG3K4t5UY+Yny/w/K4XeuDkHO7GK14Z7XW7aexvbby50x59rIfmTn5XUjqCVyrjuOzAgAGVeI9rrVzqlptW30yGOKWGIY3KcvKCB1IQxOvGcgjoxrQ19VSyj1eJBK9jmVgq7jJAceag9cqNwHdkSoNIR9H1S60+9meV72Xz7a5kx++CxqpQ8ffVUH+8MsOjBbegAJpjWJ2n7FK9qFzuwin92CT1PllM+5oAxbfwpd4/tCy1OTSLuTLi1tEQ2qBsHDR4w7Y6tnkkkYGAK8Wn6xq+lzXJttKTUHlmgmZHdYZ9kjR/vEKsHBCDrzgnBXNdJ4fyujQ25DD7Kz2o3HJKxuUUn6hQfxpPD640gSbgyTXE86H1SSZ3U/8AfLCgDltH126lS70q4t7qfy0eKW3huW86MhRkwzEqZE+ZRnIkjLDJIYFedkQaZB4evXtNUfT5ZmLuLtpMoiy3AYF5QZAAhxvU8AsmxiA1/wAPN+5YyPdTaZqLrqEeqKhV9PuZAoChiNrpnjIyAMq4Kk1fu759I8Pazpl4FiiNtLCsarhIJWRtgTv5Un8A52tujznaoAOi8M2EOnaSYoHuXVp5WJuLmSds7yODIxIHA46ZyepNbi1maP8A8eH/AG1l/wDRjVpLVEjqQ0tI1IZzvjr/AJJ94k/7BV1/6Kao9R0dNV8VXZMdi7xWNvt+2WYuFGZJu2QR07EU7x3/AMk/8Sf9gu6/9FNUOrXL2/iu5IvVtENjAWd32J9+bq2xgPxI/HsMENvtIg0qxnu5/DOgXUFvC0srxRCJyFGTtQow7d3q3/YNn/0Kejfkn/xuoRZ3mtafLHHqcN3aTxmNzFeBlZWGCMrH6Vc+wa3/AM/v/kf/AO10hmJrGn20AFtD4Z0e3maF5/PCqSixsgJXCD5suMcjHXtg6sH/ACUPV/8AsFWH/o27qjrWm38Vq97dXigxxmIM1z1V2XK42AEkqv8Ak1dh/wCSiav/ANgqw/8ARt3TQnsdAKeKjFSCgELS0CikMKyL/VBb6vbWj2UsmdjxzANtDM2wgkDAwpY8n+la9czq1vH/AMJZY3SXDR3AEce1zBsKl2yPm/ebiN2NvGR9aAOmooooA8k8N+LriXUD4e8SQLY69EMrg/urxf78R79OR/gQNvxB4e07xNpUmn6lAJIm5Rxw8TdmU9iP/rHIqLxH4Z07xRp4tr5GV4zvguIjtkgf+8rdugrA0TxDqmh6vD4a8WMryy5FhqgG2O7H91v7snt3/IsxFrwRq9/Z6xd+EtenM2o2cLyWt0wx9rt9pAb3YdD/AFwTVXxo8/hvWtM8WwvIbKJvsupQgkr5UhAEmPUEL7nCjoKveNtDvL60t9Z0YY1vSC1xbYH+tTafMiPqGXPH4d60NMv9N8Z+FUuFUS2V/AUliY8rkYZD7g5H6igB/iDQrDxVob2NycxyASQzxn5o3/hdT6j9R9a4yw8ZXOlxjR/GTvFaY8qPVoo2MF+AwwGYD5eAc+uOoB5g0LV28P3EPhPX7srpG5l07UWBCXcQ6RM/QY6ehGB0xu9SWCCeyuYJIo5IGiAMbKCpG5eMdMUAVrK8s761SaxuIJ7cj5XgcMuPYjinXNzFaQmWUkDOAAMliegA7k+lchqfw88KxeZewQ3OlTngS6bO0TEnoFUcZz0AFUF8N+M9E8rUNO1k6t5IJGnaod7hT1xMP48cZwAMnkjqAd3BayyxxXt4P329xFDnKwjC/mx7n8BxkmFtE0trv7U1hAZ8537Bmq3hjxTZ+KNEEsKPb3lvM0d3Zy8SW8mBwR6cHB747EEC3d3cglFpaBWumG4lhlYV/vN+uB1YjsASAC/utTZNu+/WJpesteavfaazBxaBChGcgNzg575OeOxFV7vQb8Jt0/VWjDKwYToHyxOS4PHOc8fd56Yq/pGhLo8PmvMbi7uVDTTMoXcQSBwPYCtZSi4WRnGMua7NKiiisjQ6a0/484f9wfyqaobT/jzh/wBwfyqakMKKKKACiiigD5dooor7I+ECiiigD2X4S/8AIq3X/X8//oCV3prgvhL/AMirdf8AX8//AKAld6a+Wxn8eXqfYYH/AHaHoYfjBinhDVGHUQE1876JqS3MKDdyRnH86+hvGn/Im6r/ANcDXyFo+ptauvP3Dn8K50dZ0vjpN9rarjOXPH5VxgQJGYo+FP32H8Xt9K7DxZcifSrGaMjDgjP5VxhlxwKAIpkVVPFJp8v2afzyPkQ8++eMUkgaQ/XgClbCkRqcqvGfU9zR1A9++E/iqCMHQ7uRQHYyWjt0yeqfj1H4+1eqyQEzBkC8/eJ718habfG3Ta7HYpG0jqpr1DQvivq1jbpBeLHqMSj5XZykg/4EOv4jNFhns8cYZ/LeaXK+g2A/lS3M+n6TaS39zKkMKDLys36fX2ryy5+L4EGbbRI0lGcPPcFwM9eMD+dec+KPHGo624e7ufOwf3cafLFH+A//AF0Ar9TW8f8AjGXxNqLSKWitolZLWMnkf7R9zx+g7V5sFkT76sPqK27O80eDSZp7mW+l1gv8sZKi329ORyWP5Y96pR6iRaySzQwsc4XA2k/kf6VN2aqMGtZWZWTJPAz9Kv21tJMsrFUCxxs773CnaBzjJ5OOw5pIpDBb/aXGJJiFjjBJGKUxxyQyBoFiUjBdpckH6Yz+tO77CUIu/vL8f8j698DxRweBtEjimWaMWce2RQQG+UHgEA/mBW/XN/D/AP5EDQhnOLNBn1wK6SgyCiiigAppp1NNNARtXPaxNMZrmxtJTFd3kMcSSqOYl/el346EKCAf7xX1roWrhvFuoSaZqt1cQpI8x0aWKMRfe3PNGgI+hbP4U3sStzasPC3hz+yrJpNLt2QQARi5Yy7FZeVBcnAIOPpWkNE0tkPkwCLOctbyNGfzQg1X0jwpo2lWFtAmmWJlihWN5hbIGkIABJOO+KoarZeELppreW1tJLxCN32G38y5hbs37tSy/jx68VJRe/sB7S7kvdP1O4hmaJYmFyftEbKpYjcWO843N/GOprFudWu777Nexizs5IpClvqJLSpdoRllihADyghc7QQOFZWfFUYDeO01nPJd3FnbOsLW00hxfzPgxowfc8YA+Z1zt2kHG0lR2em6WLQm5uZBc6jIMS3BXH/AEH8CDsv4kkkkgGBfQajqccZf+35FV0mR7WK0gUOpyCFlPmLz2bqMg5BOYdPNx4ee6Czyxm7uGuZI9XiCbpWwP+PiLMa5wMLgnsK7akdFkRkdQysMFSMgigDjH8SG1/tDTUgmtdZu7ry7G0dAz/PGv74hSQY1bexYHGEb+LitvVIf7P8AC50+wLRsYksrYryULYjVvouQT7A1m6jpR06e1Fs6xW/m7bGVhn7BMRgJ7wv9wrkYJAXgrsdBPe+Jb62urYx2cOnlllWeAyH7SQVcKdyjMYLLu+ZSXYY+WgDpGtYHtDaPEjW5j8sxsMqUxjBHpjiuJg1hNP8Asl3cGVYYHaCG8mPyXtnu4bcT95OHy3LKrsuQxxfFpc63dtax6ve3OloxF1M/lqsxGcwx7EUkdmbJxjaMsWKVPiPrdnp/hu40dUWS5vYHRIli3+Um0/OV7fdwpPAPPRWwAdBo/wDx4/8AbWX/ANGNWmtZmj/8eP8A21l/9GNWmtUSh1NanU1qQznPHf8AyT/xJ/2C7r/0U1JoN/qN14o1H+1dLGmTNZW/kxG5WUyqrzbiCvoXUH03D1FL47/5J/4k/wCwXdf+imra1LTYtRhQF3hnibfBcR/fhfpuH8iDwQSDkGhgjN8V6ZYTeH9TvJLK3a6hs5ninMY8xGCEgq3UH3FaH9iaZ/z4w/8AfNYGr6teTaZcaFc2My6jdRPA1xHBI1sEK480MAfX/V53Z4+789aH9rXX/PxB/wCAM/8AjSGZXiTTrW1uRJa2ETyppl3LHHgDc4aELgnoeSM9txpNCu9QvPHGtSalpn9nTDTbFVi+0LNlfMuvmyvHUkY9qNUu7m41C1yj3PnxSWS/Z7SVfLaRozvctwEAjOT2465q/D/yUPV/+wVYf+jbumhPY3xUgqNakFDEh1FFFIoK5LWXjXxlaBp1RzFDhMjL/vsYweo7/wDAQexB62ubv47pvGlo2JfsYgXkRSum/c3XaQo4xyc444oA0tU0n+0XicShGjUrhkLqw3I2CMjIOzB9jVuyge1sobeSXzWiQJvxjdjgE8nmp6KAPFG1PW/h/dIdcuJtZ8MyOE+3H/j4syeB5mB86+/X9Aer1/RtH8XeHZLOZGeGdBJBcJIrbGxlZFOPf8QSO9aE8EV1byW88aywyKUdHGQynggj0rz2Ce7+GNw9rdRz3fhKR829ygLtp5JOUcdSmTwf6nFMR0Xw+8QS3kdzoWtqw1/SlaO4+fidNp2yrkZIIxk+vPGQKx9YsIPBVxf6ra2mo3Oh31wk19Y2zLiAbW8yQcZwTsyBxjdkgYq/4g0GfWzZ+JfC13Ams2sTPbzAgx3UJUkxMe4Izg9ie2ci74W8W2fia3kQI1rqVuSl3YzcSQsODx3Hof5HigC5FJ4Y8Y6EAkUWo6bKB8u8EAj225Uj8CK5q48Kal4Vt57nwhr81taqo/4lepZuIXO4YRCBuXJ7DJPrUuueB9Kimk1fSru50LUmYfvrE8StnhWi6Pk9hjJqhBr/AIj8Lym58Y6U99aLEFXU7ABltgSMtJEPunsWHHYZycgFnTvGcdrrEcHjXSrjSL5/ltZWlVrQ8c7XAIDHnqeBxkd+/D2xAIjlIP8A01H/AMTWP/xJvFeif8u2o6dcL7Mp/wACPzBrg5b2/wDhpejT/tJvPDku0RSzAu+mFjgb8DmPrgcZxgYwcgGj46iPh/VofFugRubyONl1a2A3iS2wMSMBjlT07kA84U12ujvpcumQ3ViZZ4blRN55lBaUkD5j8vXpxxjAAAAxUlpbWyaPEImE8c7u7ysQxmyq/MT0ORj2xgDAAFcP4XdvCPiq58H3DH+z7ndd6Q7Z4UnLw59VOSPbJPUUAeh7rf8A55S/9/B/8TUkrQeXBmOT7hx+8H94+1Vamm/1Vv8A9cz/AOhNQAbrf/nlL/38H/xNG63/AOeUv/fwf/E1DRQB01rj7JFgEDYMAnPapqhtP+POH/cH8qmpDCiiigAooooA+XaKKK+yPhAooooA9l+Ev/Iq3X/X8/8A6Ald7XBfCX/kVbr/AK/n/wDQErvTXy2M/jy9T7DA/wC7Q9DC8Zc+DtV/692r4mkZozkNg19teLxnwhqo/wCndq+NYYLe6TyJj5UpP7uXtn0Pp9a50dZv2l/bweHdLm1C2N3bEzJLGG2ttJIyrYOGBwQfbnjNc7qdjeaROsF1atG7ossbE5V0YZVlI4ZSOhFb7Whg8NWdrcjYwMoOex3cVoeHPFGnR2a+F/GFn9s0UMfInQfv7FmP3oz1K55K/wA+hGBxKK6wCdj8zEhB/M/zqPaQM13J8CalqWlS6to0QvNPhkeJIkcNcKqk/M0Y559vSuQuIGido3QqynBUjBBpAMibCJk8FiT+A/8ArmleZjLvViCOARTTGWMSL12k/qad9lcDLMgH1oAbK7efICxKk5GaQPszwCD1B6GlnX5EZWDEDaSPUf8A1sVBknuBQBM8akZT5lxkjuv1/wAajEKyYAqIBlcMhbcD1q7aBppgrxPuPRo1zz7igC9b6J5mJHOEFTCOO5hmtrddiRnhuxNWri68y3S0MgjkI2lx0JqYBI7SxtbeBY/IMjzzFstOW2gDGOANufxNNgfUXw+GPAGhjri1UV0tc34ABHgLRdwwfsymukpAFFFFABTTTqaaaAjavO/GMV/P430SLT4JJ5fL8x41QFSqOHw5JAVSVUFu2eAxwD6I1cnqWrW+keO7OW5SYxyadJGDFE0hDGRNowoJ5IwPcgd6b2JW5trpNxf4k1i4Mg6/Y7disC+zdGk64O75TwdopV1XSLECxtCreSfLNvYwNL5RHZljB2fjimpZXuqlZdTZ7W3PK2EUmCf+urr94/7KnbyQS4wao3+m6ab2PT9M0jTxehBvn+zri1i6AnGDk4IVe+DngVJQmjobvULa4fDAm6u/mTDbmk2RN7ERBl9xXT1yWh7tMvbSyllDiGS5sHZjly+4TQ5IAGTFljx1Ix1rraAGvIkYBd1UEhRk4yT0FOoooAqapaG/0q7tA7RtLEyK6gZRiOGGe4OCPcVgabbR6xdXLy3c5s7qKC9NojbUYSIBycbtpMZ+XIBy2Qc4rc1i8NhpFzcIA0oTbChbbvkb5UXPqWKj8a5u28lL69t5NTNnZW6xWapDH5bzCNOcSdhlmXCAMCv3qAN251AQyDTNKgSa7QBSg4itl7FyOnHRRye2Blhx/wARdG+z+BZH+0Sy3QuknmuTgM7FShOOgGGwF6DiteBV0qPyPDg1FlQlvsctm7ROSSWIlk2ncT3MhGexqHxNYav4h8K3FvqSW+mRuoBihlM8jueFXdtUL8xHQNn1BoA3dH/48f8AtrL/AOjGrTXrWZo//Hj/ANtZf/RjVpLVEofTWp1NakM5zx3/AMk/8Sf9gu6/9FNXT1zHjv8A5J/4k/7Bd1/6KaunoYIoatZXN/ZeTa3r2j7gWZR99e6EjDAH1Ugggc9QcDwos19b2l5bajGLSE4e2SG4H3o9yrumfJGHRg2wZwOmSK6e6Y/Z5Y4rhIJ2QiN2AO044OO/PasHwlbmxsrjzS0CO6IkEzqzL5USQlsgDIby8j1GDxnAQzpa5qH/AJKHq/8A2CrD/wBG3ddEJomICyISewYVzsP/ACUPV/8AsFWH/o27prcT2N9akFRrUgoYkOooopFBXPajqU8XiaCwikULIsLnMyKUG984QkF9wGOOmAeTXQ1zepxznxZaSC8tooFEQMUlzsMpJk42AfMehG44yOB1oA6GWWOGNpJZFjRerOcAfjTgQwBBBB5BHeob20jvrV7eQkIxBJAB6EHowI7elOt4fs9vHD5kkmwbQ8hyxHue9AHMUyWKOaJ4pUWSN1KsjDIYHqCO4qz9pf8Auxf9+l/wo+0v/di/79L/AIUxHnEOfhj4hUhj/wAIlqTshU9NPnYEA57Rsfy/Dnd8QeDdN8QzxahHLNY6pEMw6hZttkA9Cf4h7Ht6Zrpbm2t9Xs7iwv7aCe1midZI2iXBG0nsOOec1wtppHjLwen2Xw/c2Or6Og/dWmpDE8I/uJJjBH16dAKAC8uvE/h28t7m70yXxBZQwKjXNvIvno/O9xEFUc8AAZIAPzHNdJ4b8V6L4ntbo6beJJIsX723cbZY/mUHch59s9PesE/EbVNKKt4o8J3Ol2x4N1D5d1Gnu5QZUfnS61o+g+OI4r7S2Qap5Ylg1TTyIngXcBucrjd3AU8k5A24YgAydd0S98KapJqvgiMmZ1Mt/pCrmF0wf3irkbWyOAOWwcDgg9R4eu9E8TeGTLaEXdrdArdLOAXZyMMsg/vdBjpjGOMVi6L4l1LwnqS6F4rSA/apibXWUiXy7lj2kyPlfoB2wABwASzxDHP4H8QN4v0yJTpt06prNokYIwTgTquMBgTzjrn3JoAd4duLjwZrkfg+/kZ9KuWeXRbqQ5PbdAx9RwR9fcAanjrQZ9Z0IT6cdmr6fILuxkHXzF52/RhxjpnGaveLNIh8ZeDY4oJo1lL/AGmxuogBskAUo6kdjnt2P0pngvxVN4i0BJrmKKLUbZ2tr6HyVBjmThuMd+v447UATeGtdg8SeHrPVYBtE6fOn9xxwy/gQa3Jv9Vb/wDXM/8AoTVwnhiZvD/xB8Q+HwI1t70Lq1opjBA3HbKBkcfNjAHYV38tw4jgO2PlCf8AVr/ePtQBVoqb7S/92L/v0v8AhR9pf+7F/wB+l/woA6C0/wCPOH/cH8qmqG1O60iJxygPAx2qakMKKKKACiiigD5dooor7I+ECiiigD2X4S/8irdf9fz/APoCV3tcF8Jf+RVuv+v5/wD0BK7018tjP48vU+wwP+7Q9DF8Wc+E9UHX/R3/AJV8laVqljpOn6pFc6RBfXV1EIoJZjkW4yd7AY+8RjB4xivsySNJo2jkQOjDDKwyCK5G1+Fngu1nkmGhwys7E4nZpFHsFJwB+Fcx1nzJJLIfCtgXLO2ZFGeeN3AqmbZGFv57DzkIyfXnpXqXxasbaz8UQ2tnbwW0KxKFSNQiLwOw4Argde0+wivJbfS9SS+RAFa4RCqM2Pmx6jPQ0wMiy13VdGuD5cjAbi2xieD6g9QfpU93rtprFw0t9HKt0/3pi+4senJ6mq8z26RrHIfMCDG/PzVBJpTSorQfMGHAIwfyosO7KV0QdrJkAZUZ69f/AK9VCznua7nSvhp4r1m2RYNFuRtb78q+WpBA7tgV2+k/s8arMA2p6la2o44jBkb8RwP1pCPE4HKkq5IVu/ofWra20jt8sRY+1fTmk/AnwnYENdm5vmx0kfYv1wvP612+neFNA0jH2DSLOFgMbxEC3/fR5oA+T9F8DeIdXdTaaLdyowyHCYUj/ePFei6X8GPEU8AWX7LpysvzF5N7j2woI/WvoOincDxvTP2ftNiIfVNXnuGBBAhjC4/Fs/yrudM+G3hTS+Y9Kjnfj5rkmX9DwPyrq6KQCIqooVQFUDAAGAKdSCloAKKKKACmmnU000BG1cb4i059U16e0iLiZtHlaFkkKESrLG6YYcg7lByPSuyauf1UAX3mxSxLfQmGS0jdwpmcebujXJGS0e8e2c9qb2JW5Ss5LO48J2ep2097Lc3qLHHCNTuCrzngqCWJADBskdFUntW3awW3hjQyZZZZ3GGlmYl5bmU4UdSSWJ2qBn+6O1c54NSPUfEGr6haTB9GiuGaziIOUndQJSwblSMDaBgBZDxzXSAHUfEDFh/o2m4C/wC1O65Jx/sowweh8xu61JRg6lb3lvcJc3/mSPqQAuYLPBNmsfzRzR93MbEBjgltwIGFCHc0zW1lENtfvCl1IB5MsZ/c3YIyHibJzkc7M5HPUYYstL6z1PxXcC3ljmewtAhdDkAyyNuXP1gGfQisrWLM2x1yS1a3isYLQTyWtxF5ttNMd7vuj6joh+QjJckhjigDsahubq3soGnup44YlwC8jBRzwOTXK2ljeXNjFeWNoj208SyxGLW7qJWVhkYj2kJnjgHis9ZXhGnahcRQWFpdR749QMsl9NBuXcfnmA8oY77WUYO7FAGhqurTz3EMy204KndZWpgd3ycr9pljUbgijO1TgknkBsbdLT9U07T7CG1ii1VljXl30y5LOTyWY+XyxJJJ7kmnDw9Fbv8AbNKuXgvnAMlxITKLkdhKCcsB2IIK9AQMgzLrE9thNU064gbgebbK1xEx9io3L7llUc9TQBQ1DxzpGnOkcy3aySY2JPCbbfzj5TPsBwSM4PGRnrVdtfstUliF7q2h2tnHMkvlC+WWSQoQy5OQqYYA8bs4681V8aanp93o1rfWWppL9hvUd1s7vZIQwaIgFckEeZuI77cViajY3NxHPps17qNoJods013q7hIFkDKjMD13MNoXjPPpQB3OiusmnB0YMpllIZTkH941ai15XprXmheKkBn80TSorFF2hlafylDZyzcb2yzMVKLggOy16mtUSSU004U00hnOeO/+Sf8AiT/sF3X/AKKatu+vjAyW9ugmvJQfLjzgAd2Y9lHr+AyTWJ47/wCSf+JP+wXdf+imqHSrW08M6/qpvNauZYns7VvO1O6Dbfnn4BOMChgh+v6BaRaNdatKqzavZwSXCXjoCxIUnZg5HlnGNnTv94Bq0P7Cb10//wAAF/8Aiqra7q1tfaDqFnYLcXk1zaSpCba3kkjclCAPMA2DqOprU/taP/n1vv8AwFf/AApDOY1rSY49QtfPS1cwW817AYrZYyk0bxBWzk5wHbjpzWjD/wAlD1f/ALBVh/6Nu6peJ7pLhstHfW8Mlhc2vn+Q6bJJGi2/Nj5SdrYJ4yB3Iy3QtL/sjxxrVv8Ab7693abYv5l7N5jj95dDAOBxx09zTQnsdctSCoxUgoYkOooopFBVWXTrSa8W7kh3TqoUNuPQNuHGcdQD+Aq1RQAUUUUAcnRT5omhlaNhyDj60ymImtv9a3/XN/8A0E1DU1t/rW/65v8A+gmoaAEIDAggEHgg1x+taPruiTtrnhaZporeBY7jRZG/dSwq2QIePkYE8Afh/dPY1ND/AKq4/wCuY/8AQloA5W0vND+InhSVdvnWlwvlzQvxJC47EdmB5B+hFZfhK8uIri/8EeIGFzcWkX7iWQcXlo3AJz1I+6f64JqPxLo974b1d/F/h2EuSP8Aia6enC3UYz+8Uf8APQZJ9/zDN8TlNd0HTfG3hp1mvdMzcxbessX/AC1ib3xnjqCCByaAJfCVxL4Y1qfwReuzWwL3WkTOfvwnG6LPcoR9cZ6DFMvB/wAIp8S7e+XKab4iAtp+PlS6X/Vt/wACHH1yat+JbYeL/A2meIdAc/2jaOb6wcdSQF3RH64KkeoGaS9W2+JHw582zPlzTxiWA5w0Fwh6Z7YYEZ9DQBD46/4lOt+GvEy5CWl39lujnA8mYbSzeyn9TXfTf6q3/wCuZ/8AQmrgY5x8QvhVcRsg+2zWzRSxkYKXKc4I7fMAcehFdB4R1j+3vBOh6iz75ZLQLKf+misyt+oNAGxRRSgFiAoJJ6AUAdLaf8ecP+4P5VNUcCGK3jQ9VUA1JSGFFFFABRRRQB8u0UUV9kfCBRRRQB7L8Jf+RVuv+v5//QErva4L4S/8irdf9fz/APoCV3tfLYz+PL1PsMD/ALtD0EopaK5jrPK/ib4B1fxFq1tf6Ukc24eXKjOE2eh56jj61g6f8DdTmC/2jqlrbqD92BDIcfjtFe5UUAeb6X8E/Cdgd06XN42c/vJNo/8AHcH9a7PTvDei6Sd1hpVpbvx86RAN+fWtWigBKKWigBKKWigBKKWigBKKWigBKWiigAooooAKaadSGgCJq5XVIbObxY66hIsVoNHmeWVn2CILLG2/d/CVxuDdiM9q6thXm/jvVNLl0/WPtFvqqhYPsEs0VrPGyiQSg7MgCUMyqo5KFiuSBzTEty9Gl5oOq3b/AGt7QMwmvWEYe3LMMC5KdQjbfnCspRhk5U7qvaPYTtJJpniG+d7l5pZlghzFBdKzl9wOSz4DbWQtgAYKlcM2Vos1lrPiC4jeXWY72S3jMVxFHO0QP7whxNt8tkIUFQx2kMRjc0gOhJDc6fNHpV5aJcW8zn7PAr7FZlBbNs5OY3ABPlsQAOUcBSKQzes444fE99FFGscaWFoqqoAAAefgDtVRreXUPEt1ZyIVsoZIbqUn/lqwUeWo9gyFj05VRyC1ZulavIvjZLKS8Wa3lsiqG4jMVyJAxYI6nGQFVyGwMgjr1qzf+KdB0bxVm61OENd2yxNsbf5TRuSoYLkru85uTx8tAGtprCw1C40l2OCWurXJ6xs2XUZ/uO2MDgKyCs14pNN8R6fZEkWc93LcW7nnDNFIXhP/AAIl19sgABafqutaDewRNF4h0y3vYXEttI9yg2vgjDKTkqwJBHoeMHBCL4i8O67orLe39lEGfy5I2ukzHKDkbWB6g4KsOehHNAF59JlsFeTRZhb8E/ZHXdAx9lyChP8AskDJJKk1RPjG3sdFh1XWrZrGykiSQXSOJojuAIAxhyef7gp2n6zqkgltE0+a+aLAjv5F+zQyjHBbcMg+pRWU8EYyVXnILGws4hfNcHW5LRTHFczAmysl3YCRqv8ArHGFUBQzEooJQnNAGzr+r6ffvpVtZwR6hdy3SSpB92RBGDIrncMqodY8nHAPc4BzLi3jn8M6jqV9cxuLi2uGtDIAhupTC+ZQpPA8tSEUZIjBJJJO27pnhqO3jvNTvYJbVZQZZo7VCs85UZBYQ8jHO2JCfUlmPHIzXmmXFz4Z06VdQkhnuG+z2pE0JdWWaJ9ykKI1CsRgY3McKETJoAv3/wDyM9n/ANdrb/0tkr01a8oN/DqPiG1lgS5RVntVIuLaSBs/bJDwsigkcjnpnI6g16uKZI8UhpwpDQM5zx3/AMk/8Sf9gu6/9FNTNQg1OXxfcPpq2+9LG33NLIEIy82Mfu39D6duvaTx3/yT7xJ/2Crr/wBFNUOqajLYeKroQzCEyWVvljYTXXSSbtGRjr3P8jQwQl9N4o0/T7m9lNq0dvE0rhLsEkKCTj/R+vFWPJ8Wf37P/wAC/wD7nqncX1nfwSQX+q6zJBNGY5YIdLkjR1IwefKLjj0arH9paR/z865/34u//iaQyhq03iOMG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DC AXIAL FANS
Tel: 425-222-5900 800-453-4569www.mechatronics.com E-mail: Sales@Mechatronics.com Fax: 425-222-5155 Cooling Simplified
(120 x 120 x 38 mm)
4.72 x 4.72 x 1.5 inches
Construction: UL94V-0 PBT impeller & frame
Bearing option: ball bearing
Connection: AWG 24, UL1007 lead wires
Frame: flanged
Protection: thermal
Options: tachometer output or locked rotor
alarm signal; PWM speed control
20.0
15.0
10.0
5.0
0 1.5
STATIC PRESSURE - MM OF WATER
3.0 7.5
25.0
4.5 6.0
L
M
H
E
X
AIR FLOW (M
3
/MIN)
MD1238 series
1.50 ±0.01
(38 ±0.2)
4.72 ±0.01
(120 ±0.3)
4.13 ±0.01
(105 ±0.3)
0.18
(4.5)
4x Ø 0.17 ±0.01
(Ø 4.4 ±0.3)
0.18
(4.5)
Model No.
Rated
Voltage
V
Current mA Speed
RPM
Air Volume Max. Static
Pressure (H20)
Sound
Noise
dbA
Weight
g
12 24 48 M³/Min. CFM MM INCH
MD1238L 12/24 850 480 -3,000 3.90 137 10.4 0.42 52.0 411
MD1238M 12/24 1200 660 -3,400 4.42 155 13.4 0.54 54.5 411
MD1238H 12/24 1600 800 -3,800 4.92 174 16.7 0.67 57.8 411
MD1238E 12/24/48 2100 1100 460 4,200 5.43 192 20.4 0.82 59.0 411
MD1238X 12/24/48 2500 1300 850 4,500 5.82 205 23.4 0.94 62.0 411
12.22.14