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XOt6XZ6T/atxf28enlQ4uDINhB6YPfPbFAF+isPRvGGga/cvbaZqcU1wg3GIqyOR6hWAJHuKzvCet3V3deKTqV2Db2GqSxRNJtVYolUHBPHA55NAHW0V5x4t+JGmSeHZj4c1uP+0FmhC7UILIZFVtu8YYYPUZrsdb8TaN4cjibVr+O2804jQgs7/RVBJ/KgDWorM03xFpGr6bLqNhfxT2sQJkdc5jwMkMOoOOxFY9x448Pajb3tlp3iCGK8+wyXCzLEz+Suwt5hGMHaMNt60AdXRXPxeJNK0rRdJbVNbhdrm0EqXci+WLkKilpMdFzkHHvgVLofi7QfEkssWk6lFcyxDc8e1kYD1wwBx7+9AG3RXO3njvwxp+qNpt1rEEd0jBXXDFYyezMBtU/UitfTdTstYsUvdPuFntnLBZFBwSpKnr7g0AW6KzNa8Q6T4et0n1W+jtkkbbGGyWc+iqMk/gKi0PxVoniTzhpOoJcPDjzE2sjpn1VgD+lAGxRXMj4heEzf/Y/7bt/N3+Xuw3l7vTzMbf1rpqACiuevPHXhnT7z7HdatFHc+ebbytrFvMGOMAf7Q56c0ur+N/DehX32LUdViiuQNzRqrOUHq20Hb+OKAOgorjfHPjO20TwRNqmm30LXFzHixkUeYrsSBkYyOASeeOKd4d1uw0zwidW1TxSdQtmk5vLlBGFbABRVABPIOBgmgDsKKxtE8V6H4ieSPStRjnljGXiKsjgeu1gDj3xiq48deGW1K305dWia8uJTDHEqsSXDbSDxxyCOfSgDoaK5y/8AHvhfS9RewvNYgjuYztkUKzCM+jMAQv4kVpX2vaVptvbXF5fwQwXTbYZWb5H+Ut97pjAJz0oA0aKwNH8a+HNfvWstM1WGe5VS3l4ZSw9V3Abh9M0ur+NPDuhXn2TUdUihuAu5olVnZB6sFB2j64oA3qKz5dd0qHRhrEmoW66cUDi58wbCD0we/pj1qnovjDw/4huGt9L1KOadV3GIq0blfUKwBI9xQBuUVg6r408OaJf/AGHUdVhhucAtHhm2A9CxAIX8cVR+H+s3euaVqdxd3X2ny9UuIYXAGPLUjaBjqMd6AOsorE1O5aLxRoMA1kWom+0ZsTDuN7hAfvfw7Pve+arX3j/wrprSJd6zDG8czwOgVmZXQ4YEAE4B79PegDpKKr2F/aanYxXtjcR3FtMu6OWM5DCrFABRXD6drupT+J/HdpJdFoNNjgNom1f3RaJmPbnkA85rJ8Kad4w8SeF7DWH8c3MDXSFzELCFgvzEdce1AHp1FcXrC654X+H+t3U2vy6hfRRNLBcvbpGY+AMYHB7nn1qlp2heNLzR7S/h8eSCWe3SYRy6bCyZZQcE9cc4zQB6DRXnsPjHU7zwD4kkuFS01/RUmhn8oZXzFUlZFBzwff0pNG0Lxfquh6fqLePbqM3dtHOUGnwnbuUNjPfrQB6HRXJarqt14F8FT3up38ms3iNthZoljMrscKmF4wP5A1Si8N+Nru1W8uvGT2uouu8W0FnGbeI/3MHlh2zQB3VFYnhW/wBXv9FVtdsPseoxSNDKB9yTafvr/smtugAorkdE1i/uviT4o0ue4L2VnFatbxbQAhePLc4ycn1rqLqf7LZz3BQv5UbPtXqcDOBQBNRXmnh6LxT4z0SPX4/GX2Frgs0VpaWsbxwYJAVs8sfXNblhH4q1zwy1tfXjaLq9tdNE11DArrcIvR1VuAGyPy96AOvoryq2tvGE/jq98OHxvchLazS6E/2GHLFmxjGP61f8TSeI9Lk8KaHB4lmF1fXM0Vxf/Zo9zj7y/JjAwDjigD0aivPdWtPHHhfTZtYg8TJrUNoplnsrmyji3xjltrryCBk/5xXa6RqcGs6PZ6nbZ8m6hWVAeoBGcH3HSgC7RXGazqWsat4zXwzo9/8A2dFb2gur27WJZH+Y4WNQ2QPUnFN0TXtYs7/X9C1Nv7Tv9MhW5tZY4xG13GykhSo4DBhtyOOaAO1orzi7XxxY+FJvE114hjhvIbc3cmlvZp5CqBuMRP3844znOePer2q+KNS1GDwvYaKy2V9r8X2hp5EEn2WERh2IU8FucDPFAHc0Vxem6hrGh+NLfw9q+pf2nbahbPNZ3LwrHIrp99G2gAjBznrWH4ej8WeKpdbuYvGM9hHaarcWkUK2UUgCoQRyQP72PwoA9Qorh9E1rXdI8Xp4X8SXUN+bqFp7DUI4hEZNv3kZBwCBk8f147igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8Y8Uf8jPqP/XY17PWLdeE9EvbqS5uLLfNIdzt5rjJ+gNAHlWh/wDIwab/ANfUX/oYr2+sODwhoVtcRzw2O2WJw6N5znBByDy1blAGX4i1aPQvD17qc1rLdQ28e6SGIAsy5APXjABJPsDXIRfD/wANahaLrXhrUr3RvPTzlm066Kx9M/MpyMDuBivQnRZEZHUMrDBUjII9K42X4VeDZbh5f7IKBzl4oriVI2P+6Gx+AoA4zUNcv9Z+FUF3qc6XD2mtxw/bEUKs8aSACTjjnp+FdV8Sp4hceDoC6+a/iO0dVzyVBYE/+PD866ubQtKuNEOiyWEB00oI/swXCBRyMAdOec+vNY9n8OvC1jJDLFppaWCaOaKSS4kdkZDlMEtkAH+Hoe4NAHPRf8jX8Uv+vK1/9JnqqL+ztvhb4Ogn0tNTubp7aKzt5JTHH52DtZz6D05z6V6JDomnW+oajfx2wFzqQRbtizMJQilVGCcDAJHAGe9ZEfw98LxaRNpSaZ/oUsomMZnkOxx0ZCWyp+hFAHHeJ38QL4n8Gtr0+kJK2qp5MFijlwOjEux5HIGAB1FbHhyOzb4xeNJJAhvVisxFn7wQxDfj2yEz+FbUPw/8NRPDKbB5biGZJ47ia5leVXT7uHLZwM/dzj2p+peBfDuq6hcahdWLfbrhlaS5jnkR8qu0YKsMDbwQOD3oA8+1UItt8VEsgBp4EBAT7gn2fvce+cZ96tX41aX4heGI7F9OV00IPaf2ijtH5ufn2hSDv2hfwr0GLwpocHh6XQYtPRNNlUiSFWYb89SWB3E8DnOadqnhfRtasLeyv7JZYbbHkHeyvFgYG1wQw6Dv2oA5TTLPVF+KEF1q2paKuoHT3WS10+KVXli3fKzbiRww45Fb3xB/5J9r/wD15Sfyq3ofhXR/DrzS6dalZ58ebPLI0sj46AsxJx7dK0NQsLXVdPuLC9i822uEMcqbiu5T1GQQR+FAHnGpCN9Z+GMd8AdPMTEh/uGcQL5WffPT3rT8arEPHfgt7bA1I3jqSv3jb7Pnz7f4n3rqr/w7pOp6NHpF7ZRz2MaqqROT8u0YBDZyCB3zmq2j+ENE0K7e8srRvtbLsNxPM80gX+6GckgewoA5v4fWNs2ueM7toI2nOtypvKgnC4YD8yTXS+M/+RG8Qf8AYNuf/RTVd07R7DSpLx7KDymvbhrm4O9m3yNjLck46DgYFT3tnBqFjcWV1H5lvcRNFKmSNyMMEZHI4J6UAeQzDUpLz4aR2jWK/wDEoVrb7erNCZhEnZSPmxjHvW+tnrA+JOh3etalocd6kE6i3sYpVkuIivRtxIwrAEZx3611154W0TUNEttGurBJbG1REgjLNmIIMLtbO4EAYznNR6L4R0Xw/cy3VhasLqVdr3E0ryyFfTc5JA9hQBxnh6/1TUvD11feHrDRNH8OzSTSNLftJPLIMkO7KCAM4PBb9K5zRCsngH4cre4bTTq0gn3/AHd3mSeWG7Yz616UPh34XF1JONOOySTzXt/Pk8hn9TFu2H6YxV6PwloUegSaENOjOmSMzNbuzMoLHJIycjnkYxjtigDmvG6Wf/CeeCJCE+3G8dQRjcY9vOfbOPzNavm+PP7c2/Z/D/8AZP2nG7fL53kbuuOm/b+GalsfAHhvT7yC8hsXa6t5BJFNLcSSOhAIAyzHgAnjpXS0AcB4e/5Gb4hf9dov/RNZnhi0+x/AR59OhC3r6fcyiRF+cud+SD1zjgfQV6Fb6Jp1pc6hcwW+2XUSGum3sfMIXaOCeOPTFSaXpVlo2mQabp8Pk2kClY49xbAznqxJPU9aAPLrCz16b4Vww/avCkWgPp/zu8ExZFK/MzENjeDknj7wqKeLVx4n8D29te6dcvHpDG0uL5JGhllAGWUAg7tm0gmu3f4beE3uDKdLxG0nmNbrPIIC3r5Ybb+GMVsax4d0nX7KO01KySaGNg0eCUaMjoVZSCv4GgDjrSz1cfE7TbrWNS0RL4WcqtbWEUqyTwnoW3EjAYDGSO9bPxM/5Jvrn/Xv/wCzCtHRPCejeHppp9PtWFzMMSXEsrSyMPTcxJx7Cr+p6Zaaxps+n38PnWs67ZI9xXcPqCCKAOA8cWY074LPFpsKwoLW2SQxrg+XuXdnHJ6nP1NU/FNhr9x4KEOpal4Us9IAiMFxbwTgxYI2GM7jg9Og6E16ebO3ay+xNCj23l+UYnG5SmMYOeox61ztp8OvC9leQ3MWnMTA/mQxSXEjxRN6qjMVB/CgDO+f/hcth5jBpP8AhHm3EDGT5wzXEakSPBPi4OWFo3jGQXZH/PHfHnPtnFextpFi2tprJgzqCW5tlm3txGW3FcZx174zUVv4e0m1tdQto7JDBqM8lxdxyEussj43EhieuBwOKAOT+K0dknw5cwrGs0csH9neUBkSb12+Xj/Zz07Vl+MNRl8G+JdS1FflOt6OY02/xXkWFT/x1x+Vdbp/gDw1pl7BdW+nsZLc7oBNPJKkJ9UVmIX8q1NX8P6XrptDqdotwbSYTwZZl2OOh4Iz9DxQB5BcWUvheHU/ANuxSTWRYrbEc/6wCO4b6fu2/Ovbbe3itbaK3hUJFEgRFHZQMAVRudA0u81yz1m4tFfULNWSCYsw2BgQe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29Kbqvhqz1fWdK1WWWeG70yRnheFgNwYYZWyDlSB2x1PNAGoltbx+XsgiXy87MIBtz1x6ZrH8XQQXGhNHcaE+tR+Yp+xoRk/wC1yQOK3aKAPI/7K0n/AKJHd/8AfUf/AMVXrUYAiQBdo2j5fT2p1FAHC+PI0i1XwasaKi/23GcKMDkMTXcNGjlS6KxU7lyM4PqPzrM1jQLXW7nTJ7mSZG066W6iEbABnAIw2QcjntitWgDh/h7/AMhLxj/2HZv5LS/F7/klus/9sf8A0dHXRaNoFrok+py20kztqN213L5jAhXYAELgDA475+tYHxZhluPhlrEUETyyN5OERSxP75OwoAh+KUqN4SsmDAiTUrXac9fnz/KsnWNKudY+NMsFrq13pjroSuZrXG5h52NpyOnOfwrWf4XadcCGO61nWri1tnV7S3kuQyW+0ggLleeBt5zgE/WukXw9aL4sfxGJJ/tj2f2IpuHl7N+/OMZzn3x7UAea+PfDOoaTpWnXNz4n1PUo/wC07dfIuduzJbrwOtewVk+IfD1p4lsYbS8knjjhuEuFMLAEshyAcg8VWv8ATLy48Z6RqEMtylrbQzCdRMBE+RhRs6lsknPQAetAG5JFHMhSVFdDglWGRxyK5T4lRRp8OtfdUVXeAF2AwWIKjn14rrqz9d0e38QaJd6TdvKkF0mx2iIDAZzwSCO3pQBwkXgXXtT8LQRJ441FEntExEYl2AFR8pK4OO3Wtz4dajDrfgmxZrC3t/sjtbiOIZjDRnAZM5PvnrnPNVR8MbcwC2k8V+KpbYLsMDaiNhXptICjjHaus0nSrLQ9Lg03ToFgtYF2og5x3JJPUk5OaALSRRxbvLRU3MWbaMZJ6k+9cB4rsLCfxBNJP8PbjWZCq5vUKYf5RxywPHT8K9CooA4bwXZWVtq8z23gafQXMBBuZChDjcvycE/X/gNdVrWtWHh/SptS1KcQ20Q5PUseygdyfSr9c74r8HWni5bEXd/qFr9ilM0Rs5VQ7+MMcqeRjgjGMmgDI0PTNU8TeILfxVr0DWdvahv7L01vvRhhgyy/7ZHbt9RV3xN4quLa+Xw/4et1vdfmTdtP+qtUP/LSU9h6DqePUZNP8CnT9Qgu/wDhK/E9z5Lh/Jub8PG+OzDaMiqcnwytDqt/qNv4k8R2k99KZp/st4sYY5OBwnQZwM9BQBueFPDaeGdHNqZ2ubueVri7uX6zTN95vb0H0rCtnUfG69QkbjoSED6Tf/XrotA0I6DbSwnVtU1LzH3b9RuPNZeMYU4GBXGat4cfXPi7O/2m/sDDpEbQ3lo2wq/mEEZIIOQTkGgC5pbBvij40AIJWytQfY7D/jXPfDjwpqWpeAdMu7fxZqtjFIJdtvBs2JiVxxkZ5xn8a7nw/wCCNP8ADt3fXcF3f3NzfxqlzLdSh2cjPzZx1+b6cDitLw5oNr4Y0G10eykmkt7bdsaYgudzFjkgAdWPagDh/B2nT6X8VfEVrc6jcahItjATcXGN5z249K9MrJtvD1pa+J77X0knN3eQpDIjMNgVemBjOfxqt4T0y80uxvUvJblzNfSzRC5mEjpGSAoJHHbOB0zQBtPbQSmQyQRuZE2PuQHcvPB9RyePeuG1HbZ/G7SZ7ghYrvSJLa3LcDzVkLED32n9a76sjxD4b03xPYLaajG58txJDLE+ySFx0ZWHQ0AWtX1az0PSbnU7+Ty7a3Te7dT7AepJwB9afbPa6jaw3yRBkuIAVMkeGMbDOCDyOvQ1yifDaznnhbWNb1rWbeBg8drfXIaLI6FgANx+tdrjAwKAEVVRQqqFVRgADAArym70vS2vJy3wpupmMjEyho/n5+997v1r1eigDmvBdtbW2mTrbeGpNBUzZNvIVJc7R83BP0/Cs7VfCmh+I/HE093q1w11DZLBLp8E5ixGW3AsVIYgk5xn0rtq53W/CFrq+qRarBe3mm6nHGYvtVk4VnTrtcEEMPwoAwvCYuNC8f6v4XhvLi60qO0ju4BcSGRrZicGMMecHOcf/XzL4zjSLxT4ISNFRBqL4VRgD5DXQeH/AAxZeHVuXhluLm8u3D3N5dSb5ZiOmTwMDoABgVLqugWur6hpd7cSTLJps5nhEbABmIx82Qcj6YoA1a4b4bMpfxemRuHiS7JHsdv+Brua8p8M+DG1XUPFV22p6xpUkmu3Ubi0m8sTxZBXIIPdmww9TQBg3zCT4E62ynKtq7kEf9fC13//AAg+sf8AQ9a5/wCQ/wDCp/8AhXWjDwdP4XSW8j0+afz8rIu9TvDYBK4xkAcgnHeuuoA4H4PqU8EOhcuVvpwWPU/N1rvq5U+E4tH8E6lo2ky37tMJZI2WZUl8xznAfAAGf0rf0u2ms9IsrW4lMs0MCRySEk7mCgE5PXJFAEwtrcYxBFw5kHyDhz1b68nn3rifBH/I7eOf+v6H/wBANd3XGXfw4tbjWb/U7fxB4g0+W+kEkyWV4sSEgYHGzP5mgCn49Zbnxf4JsIDuvBqX2naOqxIMsT7f4Gu6NtbnOYIuXEh+QcuMYb68Dn2rB0DwVpPh++l1CJru81GVdj3l9OZpSvpk9B9K6OgDO16OOXQryOXTm1KNo8NZrjM3+zzxXmn9laT/ANEju/8AvqP/AOKr1yigCjoyJHotkkdi1giwqFtWxmEY+6cenSuT+LkaJ8MdaZUVWdoCxAwWPnRjJ9eAB+Fd1WV4j0C18UaDc6PeyTR29xs3tCwDjawYYJBHVR2oA5z4nfJpvh+4biGDXbSSY9gmWHP4kUfFD59D0m3T/Xz6xaxwjuW3Z/kDXV6vpNlrmlXGm6hCJbW4Xa65x7gg9iCAQfasLTvAttaanaX97q2qarJZAi0W+mVlhJGNwAUZbHc5oAo+Fv3XxM8cRScSSNZyLn+JPKI4+nSjw3+9+KfjOaPmJUs4mI6FxGf5Vr614Rt9W1SLVbe/vdM1KOPyTc2ThTJHnO1gwIIzz0q34f8ADtl4bsZLazM0jzStNPcTvvlmkPVmbuaAOc191X4t+DwSAWt7wD3Owf4UXTA/G2wUEbhochI+sv8A9aqnjbQzrvxC8LwM13DEILpvtNqxRoXCqVIbscjv1ra0XwJZ6Pro1x9S1K+1IwtC813MH3qSDjGOMY4x6mgDjPBfhu/1dvElxa+JdS0yNddukMNrt2k5U7uR15x+FW7LR7rR/jHpMV1rF5qjPpkzCS625QZxgYHSu80Hw9aeHY76O0kncXt5JeyecwOHfGQMAccD1PvRP4etLjxTa+IHknF3bW7W6IGHllWOSSMZz+NAHOTMYPjbbCI/8fGhsJlHfbL8pP8AKu5rkPDls+q+L9X8UyKwgKDTrDcMbokbLv8ARnzj2X3rQ8LaZeaYmrfa5bl1udRlngW4mEjJGQoAyOAMhiB2BGec0Ac34m0ux1f4s+HbbUI1lgWxnk8l+VkZWBAYdwDzj/ZqRbO30T4v2cGlQx28OoabI95BCoVCUb5H2jjPbNR+K9DOtfE7QUZ7yBI7GdlurVijROCMENjGevByCD0rpdC8KWui3txqD3d3qGpXChJLu8kDPsHRFwAFXPOAKAOA8BaNYWfw1uvEkdlFLrEK3k0Fw67njK7woXPQdeB3JrW8L+EPDuo/DG2kvbO2nlvbQ3FzeyoGl8xgSzbzyCDnv2rsfD/h6z8N6Imk2jyy26M7ZnIZjvYsQcADGSe1YJ+GunpBNY22r6xa6TMxL6bDcAQ4JyVGVLKp5yAe9AHGaJPN4mi+HWn66TPaTQ3Uzxy8rcPFkR7s/ewoB5655roLzRNM0n4x+HJdOtobZrm1ujLFCoRcqvDbRxk5Iz32iup1XwhpWqaVZWASWzWwKtZzWj7JLcqMAoee3rnNUtO8CWdl4gtdeuNT1K+1OBHTzrmVSGVhjaQFAAHJGMck5zQBS+GBH9la6PTXLsH2+YVw1pIZ/hN4fsfNZLLUvEAtbtkbGYWmckZHY4FehT/D2yfUr25ttW1eyt76UzXdna3OyKVj949Mjd3wRn2q1B4F0WHwjJ4ZZJZdOd2cB3G9CW3gqQBjB6fTvQBDf+FvC1lqGj3hjttKngnENsYNkPnlgR5LcfOCM8da47RtOsbfwj8TJobO3jlju9SgR0iUMsYiBCAgcL7dK7LT/A9vbana3+oatqerS2efsq30qssJ6bgAoy2O5zQPAdgl3rcsV/qMcGsxypdWiyr5W6QYaRQV4b35/LigDjrS3h1nU/h5o2oqJdNXQ0uxbvyk0oiUDcO+Bzg+/rWxqWn2mgfFTww+jwRWh1KO5hvIIFCLKiIGVio4yD39q373wRpd7o+k2Blu4ZNJjRLO8hlCTxbVC53AY5AGRjB9Kdo/hC10vVW1a4vb3U9TMflLc3sgYxp/dQKAFB+lAHI/DvwromraDqtxqWm215NNqFzEXnjDlEDn5VJ+7ySeMcnNbnwmlkm+GekGVy5QSxgk87VlcAfgAB+Fb+gaBa+HLGWzs5JnjknkuCZmBO5zkjgDijw5oFr4Y0K30iykmkt4C5VpiC53MWOSAB1Y9qANWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIbu7t7G1kurueOC3iG55JGCqo9ST0qSORJY1kjYMjgMrA5BB6GuY+JP/ACTnXf8Ar1P8xVGbxLqFu+h+HdCs4LjVLiwS5d7lysUEIAG5tvJyeABQB29FchpfinUbbxDJoHia2tLe7+zG6gurR2MM0a/eGG5Vh1xz/LOda+KvF+taRJ4g0bR9ObShua3tZ5JPtVyikjI2/KpODgEH/EA9Aorlb7XfEN1Jp1toeiiOW6tvtM0+pq6RWw/55sF5L57ZHT8qujeJNfuNa1bw7qNvpg1e1tRc281u7+RIDwAwPzLg4z/nIB1d1qFnZWkt3dXUMNtDxJK7gKnOOT25NWFYOoZSCpGQR3rxrw5qOoaZ8H9Yvr+x0y9sopZGjglDP5jmfDBweMZORj8a7fU/E+o/21ZeHvD9lay6jLaC7mkuWZYbaLoMheSSeMD2oA6+iuQ0nxTqaa7deH9fs7aHUo7U3cE1q7GG4jBwcBuVIPY+9Ydh4z8aav4SHiax0jSEso4nkkimlk82YJneUA4UcEDJOce4oA9LrOudf0ize6S51O0ha0VWuBJKAYg2Apb0zkYz60/RdUj1vQ7HVIUKR3cCTBD1XcM4/DpXJ+Ifh8dbuPE0y3SRtrFtbxJkE+W0RySfY7V/WgDsF1Kxa+SxW7hN28PnrCHG9o843AdcZ70t9qFnplv9ovrqG2h3BfMlcKuTwBk15vr2r2vhn4w2M88F1LCugeSq20Jlf/XNjgduOtZ/xF8b6drnhYWNtZ6pFI11Cwa4s3jThx/EaAPUrnW9Ks7iaC51G1hmgh8+VHlAKR5xvI7DJAzVyGaK4gjnhkWSKRQ6OpyGUjIIPpXIeIPA39taxrF+tykZv9HOnKCD8r7ywY+3C/ka6jTLMadpNnYhtwtoEhB9dqgf0oAtUVyl9qPjeO/nSx0DTZrVXIikkvirMvYkbeDWloF14guRcf27ptpZbdvk/Z7jzd/XdngYxx+dAGhe6hZ6dEkt7dRW8buI1aVwoLHooz3NWCQoJJwByTXA/F6VbfwtYTMGKx6rbuQoySASeB3NTTfE7R2gkUadrmSpHOnSelAHY2N/aanZx3ljcxXNtJnZLE4ZWwSDgj3BH4VYryrwX4i/4Rv4MaDNFbG6vbqeS1tLYNt82V55MAnsOCc+1dAfEXiXQb/Tl8T2mltY39wtqs+nu+YJW+6HD9QTxkYxQB1sF/aXNzcW0FzFJPbELPGjgtGSMgMO2RS3l7a6daSXd7cRW9vGMvLKwVV5xyT7muOh8U2emaj41uriwt4I9KaFpJYExJckx5G89znCj61zXjvVPF9z8Nr661PS9Oj0+8ijJjt5XM9sC6lS+RtbsDjGM/WgD1xWDKGUggjII70tchqniPUotT07w7oFrbT6pLaC6lku2YQ28QwoZtvJJPAAqbQ/EOpt4hm8O+ILW1h1FbcXUM1o7GGeLdtOA3KkHHBzQB1NV7i/tLSa3huLmKKS4fZCjuAZGxnC+przzSvGfjTX/C3/AAkGnaTpCW0SOzpPLJvnKE58sDgDjHzHkg9KreK/EEuq2vgLXNOsjNPc3nmRWrPj5ymNpbHQHv6DNAHqlFcXZeI/Edh4t07Q/Elnpm3U45WtZ9PdyFaNdzKwf27/AE/BkfiPxN4gv9Q/4Rmz0tdOsZ2tjPqDyZuJF+9sCdADxk5/wAOvvb+0022Nze3MVvACFMkrhVBJwBk+pqxXnmr+M4734e3Op3Gj20lxa3yWd3YXY8xI5lkVSPfGQQfpV7VvFGvf8JtL4Z0SwspZfsaXQuLp2VIhuIYtt5P8IAHr14oA7WivPNM8VeM9YudR0i10vSItV0yXZd3E0sn2ZgRlNgHzZPJ56AD1wOj8G+IpfE3h9b24tltrqOWS3uIlbKrIhwcH06GgDoKbvTzPL3rvI3bc849cU6vMoG8RD4w619nXTWYWCYDtJ/qtx2f8CzjPagD02ivP7r4h3Efw0tfEUFlG+p3Eot1tDnb5wchl9eArGtOfxfJLH4UGnwxSTa66uVcnEcITfIwx3GQKAOtorhbTxP4o8SG8vPDVhpY0y3meGKS/kffdFeCV28KM8AnP+G94U8Rx+KNEF8Ld7adJXguLdzkxSqcMue/Y/jQBqSX9pDewWUlzEl1OGaKFnAZwvUgd8VYriNe/5K14R/69rz/0AVJLqvjW/mvZtL0zS7Gyt5WjjGqmUSThf4wFwFU9s5oA7OivP3+I8j+BdK1qKzgivNRuxYhLibbBDJlgWd/7vyE+vNa+kal4qOpfZNVsNOmgmgMsF/p7v5KsOiOG559R/wDqAOnV0dmVWUlDhgD0OM4P4EU6vOPhgdZOoeKPtgsfs/8AbFz5xiZy/wBo+TIXPHl46Z5rqfFniNvDmmQyQWv2u+vLhLSzt920PK/TJ7AYJNAGtc39pZPAlzcxQtcSCKESOAZHPRR6n2ogv7S5ubi2guYpJ7YhZ40cFoyRkBh2yK8z8S3HiUeI/CFtr1rp+1tXjkjuLB32ggEFGD855yCOuD0rci8VWel6h41u7iwtoI9KaFpJYExJckx5Ac9znCj60AdxVc39ouoLYG5iF40ZlWAuN5QHBbHXGe9ef6r4u8b6H4ZfxDe6PpJtGjDi3ilk8633Y2l88NyQDjGM1rS6vLL44s7ODT7A3s+iPcx3UqnerbhhNw52Z5IoA7BXRywR1badrYOcH0NOryfwRrep+H/A/iDV76C1ntLW6uZAkDN5jzb/AJgcjATJ69a6LS9e8WzPp13PY6PqGmXkio7aXM7PbBhncxbhgO+MUAdtRSMyopZiAoGST2FcHY+KPFviKwk1nQNL0waVvcW8d5I4nulUkEjHypkg4zn+tAHa319aabaSXd9cxW1vH9+WVwqr+JpunalZavYpe6fcx3NtJnbLGcqcHB/UV5X4z1268W+E/DeoafBaLY3WpwRyQXRYus4dl2NgYKZBz36cV6npkM8GmwR3MVrFOF/eJagiIN3255xQBborgrTxP4r1zWNa0/RrDS4k0y7eA3N40m2QD7qgLzu6knoARxTbr4hzweANS1w2CRalpd0LS7tHYsqyCRVbBGMjDZFAHf0Vwlx4t8R6Jo0uoa5pNmJbuaKDS7K1lYyPJJnCSMeARgcj3p1z4m8S+HLixm8TWOmNpt3Otu01hI+62dvulw33lzxkY/lkA7mq9vf2l3NcQ29zFLJbv5cyI4JjbrhvQ1y1z4j17U/El/pPhq008ppoUXV1fs4VpGGQiBOcgdT/AJPNeGdcvtO0/wCIGtTWSQ31tdNK9s7blDrHyMjGRkdfSgD1aiuX1vxRc6X8OW8SRwRPcC0in8ps7MvtyPXHzVDq3ijU21uy0DQbO2m1Oe1+2TS3TMIbeLOASF5Yk8AD2oA64nAyaqz6jZW32bzruGP7U4jg3OB5rEZAX1J9q4HxJqviifwd4n0/UdMtYLi2tGY3cfmfZ7iFkO7yyRkOPQ0lrqV5YeG/A6app+mXL3N3bQwMFZvJQxDa43dJBz04oA9JorjJPEuv6zr2pab4YtNP8nTXEVxd6gz7Xlxkoipzx3J//XTl+IN3D4R1+8m06KDWtEdYrm1Zy0ZJI2spGDtIJI+lAHf0V59qHi/xVo9na67qOlaamhzyxq8Mczm6hRyAGY42k8jIH0z3r0GgAoriI/EviPxBqOpR+GLPTVsdPna2a51B3/fyr94IE6AepqvdfEWaHwHqmt/2esOpaXdLa3dnI24K/mKrYIxkYbINAHf1Xur+0sfI+13MUHnyrBF5jhd8jdFGepODxXGXHizxJouizahrek2QmupooNLsraVjI8khOEkJ4BGByOOtYni658TjUPCNvr1pp3lPr9rIk9g74RgSNjB+53ZBH908UAerUVx954j13UvEl7o3hi1sCNOCfa7u/Z9gdhkIqpyTjqc//XqS+O7628NeIpruwgh1vQ9ontw5aJ9wBR1PB2sMnHUYoA7uiua8Lal4k1Xde6tY2Npp88Sy2iROzTAHkCTPGcc8etdLQAVXjv7Sa9nsormJ7qAK0sKuC0YblSR2zXNat4j1efxQ3h7w5a2clzbwC4u7m9ZhFEGPyoAvJY9fTFYPhK+1D/hP/Gdzqdh5d7Ba23mQWxMgkKo2DH0J3DBAPPOKAPS6azom3eyruO0ZOMn0rz7UPEvjnT9AfxFcaXo0FjGnnPYSySi5WP0Lfd3Y7Y/XiqfjG81a/wDFHge70tbLyrhmmtRclwd7R5O/b/DtIxjnOaAPT6K4++8R67feI7jQvDlrp7T2MUb311es/lRs4yqKq8k45zmrvhnxFdaneajpOq2kVrq2msgnWFy0ciuMq6E84ODweRQB0dFc/wCLPEr+HrS0S1tPtmo39wttaW+7aGc92PZR3/yayj4l8Q6Dq+m23iez042epTi2hutPd8RTH7quH659R6UAdHd+IdHsdTg0261K1ivrggRW7SDexJwOOvJrSry7wrbazP8AFbxPNfW+kSPE1qLlxvZox5RKeTkcdBuzjnpXaeMtcm8NeEtQ1i3ijlltlVlSTO05YLzj60AbtFec6l408V6JHp+qX+iWD6ZqEyww2sEzfakZwTGHJ+TJxzjpWjaeJPElh4t0zR/EVnpixaqkptpLF3JjaNdxV93XjuMUAdrRXHz6p4zv7y+OkabptlZWsrRI+q+aHuMdXULjah7E5rNl+I9yvw9g8RrpyG6F4tpPbBtw3b9rbT3z1H1oA9CorhZ/E3irRNV0n+39O0tdO1O7SzX7HM7S28j52hyww3Tkj3/HZ0jxBPqPjDxHo0kMaw6V9m8p1zufzYyxz9CO1AHQkgAknAFZumeINI1qWePTNStrx7fHmiCQPtznGcfQ/lXJap4i1bVtG8aWlpDZxtpheANIXG6LyiWPH8Xp2qp4Tuda0T4c6VJZaJZ3d1dpBHarahlAVlz5lw2OMZJOPWgD0qiuHTxJ4l0fxNpWmeIoNIkt9TdoopdPaQNE4XI3K/UHpkf/AFqll8Sa/rHiDUdM8M2mn+TpjCO5u9QZ9rykZ2Iqc8dyfy9QDsXdI0Luyqo6ljgU6vJfGuq+IdU8L6TJPpcWn3EWsxQTxXBfDSq42NGcfNEeTn8s12UHiDUY/Gdj4evYbXfLphu5pIS2BIH24XP8P1GaAOoornY/EM7+Pbrw+YY/Ih05bwSc7ixfbj0xXPeE/GfiTxBp8GvXen6dZ+H0jka5lLuZTsDZZB025GOeeCaAPQ6K4CDxP4zvtFPiO00fSxpJjM8VnLM4upIRzu3AbASOQMGuy0jU7fWtItNTtSTBdRLKmeoBHQ+46UATXd7bWKRvdTJEskixJuP3nY4VR6kmo7LU7HUjOLK8guDBIYpRE4YxuOqtjofauWeb+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2 10/19
Please read Cautions and warnings and
Important notes at the end of this document.
Rated voltage 80 V DC
Rated inductance 11 ... 100 μH
Rated current 150 ... 300 mA
Construction
■ Current-compensated double choke
■ Ferrite I core
■ Winding: enamel copper wire
■ Winding welded to terminals
Features
■ Operating temperature range: –55 ... +150 °C
■ Qualified to AEC-Q200
■ Suitable for lead-free reflow soldering as referenced in JEDEC J-STD 020D
■ RoHS-compatible
Function
■ Suppression of asymmetrical interference coupled in on lines,
whereas data signals up to some MHz can pass unaffectedly
Applications
■ CAN bus and FlexRay systems
Terminals
One-sided tinned terminals:
■ Base material CuSn8
■ Electro-plating Sn with Ni underlayer
■ Lead-free tinned
Marking
■ Marking on component: L value ("A" = 11 µH, "B" = 22 µH, "C" = 51 µH, "D" = 100 µH), production
location "H" = Heidenheim, two last digits of production order, date of manufacture (YWWD)
Delivery mode and packing unit
■ 12-mm blister tape, wound on 330-mmreel
■ Packing unit: 6000 pcs./reel
ACT1210Data and signal line chokes
Common-mode chokes, EIA 1210