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SP1NAzpfs0BH+pj/wC+BUbWkI/5Yx/98CreKTFAFT7ND/zxj/74FH2aH/njH/3wKslPSmYoArvDAiMxijwBk/IK4uT4i+F4buC1mVo2muHtlZoht3rj39xXb3I/0aX/AHD/ACr54h0SLxB4ottPlYgteXjoR/CwUFT+dK40j2/VtV0zRYYZr1EWOV1VXCjAyeprBfx7pDSyNZaVe30EbbXuLa3DRgjrzmvOPGHikzeFZfDt4zJq9idmD1kQcbh+AzXrHge306Lwbp4skQwtCpkxzlyBuz+OapIm5DpnjDw/rGoW9haAPNcRPKMIMIEIBDHscmrmu67pXh42ovIcm5cIgjQE5rzyVYk+KljH4QW0M32S488SOQgJZc+vNN+II18XugnVFtBH9sXa0DknPPHIpMFudlbeNrG5gWeHw5rEsLk7XWyGDjj1qSTxrpymOKLRNRmuJE8x7aO1BliGcfMM8VleGZPGo8P2gtbLRzbgNs8yZwxG49eKX7FrsmuTahpV5Yf2wsXl3lmWPlg5zwcZ9KQ3udZ4f1zTPECyiC1aCeE4lgniCuh9xW19mh/54x/98CuN8H3ssniTUrXU9Lhs9YEQklkgYlJEJwDz3z7V3FMCH7ND/wA8Y/8AvgUfZof+eMf/AHwKmpaAIPs0P/PGP/vgUhtYCcGGP/vkVYxSbec0AcX8NoYpfBdu7xIzfaJxkqP+erV132aH/njH/wB8CuU+GP8AyJMH/Xxcf+jWrssUAQfZof8AnjH/AN8Cj7ND/wA8Y/8AvgVPiigCD7ND/wA8Y/8AvgUfZoP+eMf/AHwKlLAU3dzSYDPs0P8Azxj/AO+BVDWLqz0fTbjULiAGC3jMjhIweAM1q1zXjsK3grVt3Aa3cYPfg00BZ0bVtL1/RYtVskRraQZ3MgHA61x8/wAXvCENtdTeXcGOCcW7OsCn5uenPTiuc0C8uPDWjah4ZCtuubeN9Pz3LplsfiaxZfCGmrrv9hPCTbTalbiVQTnc0eT+pNHUD3CW/wBNh0RtXZEFqIvM3bB931pnh/VNN8RaTDqVhCPs8o+XegB615lc3t1deHbPwWI2efzTBdnPKxckH/0Gu3+GkCW3gyyhQfKgIGPqaGCOs+zQ/wDPGP8A74FH2aD/AJ4x/wDfAqYkAVGWzQAwwQD/AJYx/wDfAqM28J/5Yx/98CpqMUAQ/Zof+eMf/fApPs0P/PGP/vgVPinBM0AcZ4xgjW58O7IkG/V4lbjthq6lrWBFyYovyFc742XFz4awf+YxD/Jq6iQ8dfzoC5k63qGn6DpFxqd7EBbQLucogJAyB/WmWmraZe6Imr24SS1ZN6siAnbWV8R18zwFqsOMh4lH/j61w7XU3w+jl0u6BGh36YtJ36RNj7h/L9akprQ7678YaNbWFjcx2sty94geG3hhDSlT/s0mn+MNLvLo2c2mXVldlWaOC6twjyYGSFGea4/4eiNvFqfbDl10iA2wf/ebke+Ku/F0Rr/wj80RxeDUEWIrwcFl3D8qpEmnefEXSbG+gsp9B1VLickRobMZbHXHNWZPHGmRTW9sdD1Q3U4dltxZguAvUkZ6c1k+L8j4j+FvlBIWbI/Baj8SPqg+KWlHSYrVp/scwC3DFVIwueR3oA6jS/EFvquofZl0LUbbCk7rq0CIfxzW21tAVP7mPP8AuisXR5PEpuidYttPSDBwbaRmbPbgit/naeo9qAOa+Hag+DbQBhw0nAH/AE0auuUYrkPh0ceDbQ+rSf8Aoxq7AdKAAjIqIjBqWmsMjNAEdAOKKKAJQcilqNTg1JQAUUUUAFFFFABSN2paa2ccUAeNfFC+nvtfNpGCYbSMLj/aYZJ/LArjIYzbRlnBDEcCvRfFXgPWpdUub/TWW6jnkMhjZwrqT254IrHsPhr4i1C5QXojsoD953cOwHoFU/1rNpjL3wo0/wC06rqeovGfLjiECsemWOSPyA/MV4hqts1jqt5ZsObed4v++WI/pX11oejwaFpEGn2/3IhyxABdj1Y47k182fFaySy+IuqqgwsjrKB7sgJ/XNXayA4o4PakKj6U6kpAN2H8aTY3YVJSYPrigBmD3oxUu455waMKetAEWOKSpfLBPBxQY/TmgCPNFKUI7UYPpQITFIRS0UAIOKuWpyTmqlWrbvQM0bEE3ORniutgneWIQ5bAPQ9jVf4f6G+teJ7O1VSY1cSzNjhUXk/nwPxroPFcAtPiDqqIoCM6uAP9pQf61IF3wmxh8Rab2zOq/nx/Wvca+f7O8NhqFvdbdwglWXHrg5x+le/RsrRqynKkAg1URDqWkpaoAooooAKKKKACiiigBDwDXnHiXVNc13xcvhnRLk2UUCiS7ugMsAegFejnoa8zj1O38P8AxWvYb8+VHqMKNBK5wpKjGM/jSW9mHTQL3w74p8NyW99pGs3epBXAmtrnb8w9sAUmv65rXiHxKvhnRLg2RhiWW8uQMsuSflHbtW/4r8a2fh60iEJW7vJmCxW8bZZq5Ww1NPD/AMV7w6sFtk1O2jMMjcLnJ4J9aNb+QW0uS6z4e8TeF7L+1dL8Q3V2bf55oLgAq698YAqr478Zas/grRtV0Od4J7m4VHVByeCWH6V13jbxHp+l+GrgNcRvNOhSKNW3FyfQVxNxpsth4a8GW12mJGv9zoe25HP9aG9BbWZ3uh+Jk1DwRFrcjY/ceY4PUEDpXn3gfxdr+s3nieS9upViS3860Q/wKQ2CPyqtf3zaPeXvgiISCS8uA9vtHAjJ5rW06zj07xT4ms4wAkOlRoAPZXol1Y07aMseH9G8Ra3oKai/i6+hkkLEKAmBgkD+GnaD4j1l/Duv2l7eefeaazKl0mPmxUHg/wAD/wBpeGYLhtZ1CISl8xxy4UfMfaujvPDdj4Z8E6lb2Ssd0bNI7nLMfUmnswNnwfdz6h4Q0q7upDJPLbI7uepOBzWD4l1bULXx/oFjbXTx21wT5sYxhuat+BdUsIvA2jK97bhltIwwMg67RWJ4pmjk+JPhmRHVlOSGB4xkU/tDXUt/ErXtVsbG10zQpGTU7wnYV6qFGc/oa0fAevz654XWS6cm8t8xTk9d69a4zOu+KPiFfano5g+z6b/oiNKMgnG4kf8AfWKf4OOo+F/HGoaPq5TdqQNxFsGFDdTiklvcT3XkU/DPjnX7Pxndx61I0uiz3LwQTNgCNgeB9ODXZa/qF+fGumWFrfSQ288R3BcYJ5wawvDmgQ+JfC+vWE2AWvpGjfujbjyKw/Dmt3Vz8QNK0bU43W/05TG5PRh2NLtEcnZuRp+MNO8SeH47KaHxXfP9ou44SrhOAzgenvXb+HvD+qaZeede6/d38ZXHlzBQAfwFY/xS4sNI/wCwlb/+jFrvIvur9KpfD8xS1sS0UUUgCiiigAooooAKKKKACiiigAooozigApMgU0vTM0ATUUxWp9ABRRRQAU1+lOpG6UARUUUUAFFKegpKAAHBqUHIqKnKcGgCSiiigDj/ABr/AMhPwx/2FB/6A1dYc7eMZ965Txr/AMhLwx/2Ex/6A1dcOgoA4vU/As95rc+p2XiTUdOecYZbdIyP/HgaZb/Du2NxHc6vqV3q9xECI5LkKCmRjICgCu4oxQBx1j4DsrO+t7oXEzmASBVIG1hIu05qnp/wy03TbHWbSO6uGGqFt7Nj92DnAX6ZrveBTdw9KAKOjadHpGk21hEzOlvGsYZupwMZ/SsPwZ93Uv8Ar5P8zXTsy7hk49vWvN9G8N3+p3Ooy2/ibU9PT7Qf3dvsx1PqpoA9Noriv+EJ1b/oetd/OP8A+JpG8FasBn/hOtdAHvH/APE0AdtScVw7eDdUDKv/AAnet5bpkxZ/9BpT4M1QA58d66Ae5MX/AMTQwO0ljDxsvqCK4qw+HVlp2uQ6rHeXDyxSyyhCFwTIMH8qD4N1MEE+PNb3Ywfmi5/8doPgrVB18da6PTJj4P8A3zRYCfX/AIf6P4h1W21O5BjuYSMsgGZB/dNUF+GrWvmx6V4j1LT7OVy7W0KoVyTkgbgTVpfA+rAf8j1rv5xf/E0p8E6tj/kede/OL/4mgB2kfD/TdE1i11O0kl86CCSIg4xIXIJLe+RV3xJ4St/E8tk89xLF9lkEihAMEj/9dcV4j07X9E1bR7OHxjrMiX1wsTu5jyuTjj5a6YeCdW/6HnXvzi/+JoDrcqW3w91O0gWC18a6xDCudsaRxYHOccrSt8O5luFurfxNqMF+Rtmu41j3yD/aBGP0q3/whOrf9D1rv5x//E0weC9TJ48da4fUAxc/+O0gNXw34WTQZri5lvp7+8uBiS5uAA5HpxgYroSQOtcQ/g7VEbafHeubj6mLP/oNMbwbqnBbxxrmD0BMXP8A47TA7gv6UqN2rhm8GaoqZPjnWwc8sTGP/ZaF8G6pyw8c64B7mP8A+JoA7yiuHTwXqj4ceOdcx7GP/wCJpf8AhCdW/wCh613k+sf/AMTQBN8Mf+RJg/6+J/8A0a1djXkfgTwtqV54Uhnj8W6xaqZpl8uEx7eJGGeV/GukPgzVv+h51384/wD4mgDtywFRl81xLeDNVHJ8c67j6x//ABNNXwbqb/d8c64R/smL/wCJoA7ekriW8G6kDg+OtbyOvMX/AMTQvg3VGPHjrW2PoDF/8TSA7pGyKz9X0xNY0u60+VyiToUYr2yK5dfBuqg7T451vPUDMef/AEGpR4J1YjP/AAnOu/nH/wDE0wLN94H06+1HSL6Vn8/S0VY2H8WMdfyouPBNpP4iGsNczeZ9oS48sAbcquBVf/hCdVHJ8c67ge8f/wATWFo2ia3qWu67YP4z1pU0+aONGBjyQybv7tAHU2vg3T7HxRfa9EXN1eJsdewHHI/KtLQdIi0TS4bGF2dY8nc/U5NYA8EaqenjrXvzi/8AiaD4J1VRk+OtdwPUxf8AxNAI7RhkVHXGjwZqpAz4610jpkGPr/3zTT4K1QHA8c64fxi/+JoA7SiuJXwbqbNj/hOdbJHbMef/AEGkPg3Uw+P+E51rPcZjzj/vmgDu1Ap1cGPBmqgjPjrXFJ6cx5x/3zUv/CFasCMeOdex16xc/wDjtAFjxwf9I8N/9heL+TV056CvM9b8P32lax4cuLnxJqeor/akQ8q62bRweflAr0pOpOc5/SgDM17R01zRrnTJZHRJwAWUDIwQf6VFrvhex8R6CdKvFOw4xJj5lxjkflW6BzTywHSlYDjrvwHay2NklpfT2V5ZRiKK9iA8wqPUHj17U3S/BSW+oLfarqV1q91Dny3u1UbM9wFAFdgTmkpgc7qnhe31XXtP1aWaRJLEMERcYbOOv5VS17wXJrOtwarba3e6bdQRmMNbqh4OM/eB9K6/FOCZ60AcponhjUdL1L7Tc+J9R1FNhHk3CRhc+vyqDXS4+U1ZCgdqilGBQBynw8/5Eyz/AN6T/wBGNXXocjFch8PP+RMs/wDek/8ARjV1gODQBLRQDkUUARMMGkqVhkVFQAVIpyKjpynBoAkooooAKKKKACkNLSGgBKKWigBOtfPPx3s/J8XWdyo/4+LQZ/3lYj+RFfQ1eY/GXwpea/o1neadbyT3VnIQY4l3MyNjOB3wQPzoA+dKMU5o2RirqVZTggjoaSpGJijFGaWgBKKWigBKXJooxQAbjS78jk/pSYoxQAYU9RSGMfhRjFLQAnl+9T267Tyah5rU0LSpdc16w0mFir3Uqx7gM7QerY9hk/hQB7r8G/D7WmiSa1MB5l4dkIz0jUkE/iQfyFc78QVEfxBuSB/rIo2/8dA/pXs+mWEGlaXbafbLiG2iWJPXAGK8d+KEbxeO4XPCS2iMD7hmBH6D86JbAYkh+ZAOpxXtvhTUV1Hw1YzKwZljEb89GXg5/LP414LdylfLYdApqDTtW1HT7gzWV5PbtnJ8tyAfqO/41MdAZ9OA5pa4T4deK9S8RwXiagqM9uV2zKu3cDnggcdv1ru60EFFFFABRRRQAUUUUAB6Vka34b0rxBbiHUrVJQvKtyGX6EcitejFFgOW0rwB4f0i+F9BaM9wowryyNJtHtuJxWjrvhrSvEdmLXU7VZo1OV5IIPsRzWxikwKAOS074c+HtOvY7tbZ5ZY/9WZpXk2fQMTW7f6LYanJavdwh2tX8yLkja2CM8exNaGBRgUAZE/hjSbnXYdZltVa+hXakuTwPp0p3/CPaZ9uu737P/pF3GIpm3H5lGcD26mtajFAFTTtNtdLsktLSPy4UJ2rknGee9OvLOC+tZLa4TfFIMMueoqzSYFAHEp8KPCMSBI7CVVAAAFzLgAf8CrbHhLRxJaSfZSXtBthYux2j8+fxrcxSYFAGdpWh6fosMkNjAIkkYuwyTknvk0290DTb/ULe+ubfdc2+fLcMQRn6HmtPFLigDP03R7LSVlSzh8sTOZHGScsTknmqz+GNJk15NaNov8AaCLtEoJHHuOhrYwKXFHmD1M7VNFsdYSFL2ESLFIsqfMRhlIIPHuKvqoUACnYooAKKKKACiiigAooooAKKKKACiiigBGOKjJJqQjIqMjBoASiiigApytim0UASg5paiBxUgOaAFoPSiigCE9aKVutJQA9eRimU5OtDjBoAbRRRQBIpyKdUSnBqWgDkPGv/IS8Mf8AYTH/AKA1dcDwK5Hxt/yEvDH/AGEx/wCgNXXDoKAFoopG6UAMY5NNoooAaRk9a5nwWcjUh2+0EY/E11HeuV8GdNS/6+T/ADNAHX4prj5TT6ZJ93270mB49441DWLL4l2V3bTSf2dZQiW5RT2LFf5kVq/FfWruLSLO30yZ1mkkV5ChxtTI5rQ1LS21HxnqcU8TmCXStgbHDESbgP0riLaPWdY8M6ve6hayrNbxx2UcZQ5bbIG3D8DTlsJszfEOrayyhLG+lEnmrs+bkncK9CPiabVfAcjmRodRtpVhuVJ+ZXBAP51wt/pl7/a8H+iSkLPGc+Wem4Vv/EDw9qWm3TavoS74bySJb6DaTuG7hgPXk1XQm+tj1TSmZ9JtGZiWaJSSfpVsjIqlpA26RaDBGIlGD24q9Uotnnnj5c+KPCgJP/H/ABn9a9CA6n1rz/x9/wAjV4U/6/k/9Cr0EdKAEcfI3PavI/BGt3y/EPXrS9uJHtJZfLtgx6NgHA/DNeuP9xvpXh93YahZWmsa3a28v2uw1Y3Ecew5kBjCfj1/SkwLOu63qNz8Y9Mjt7mRbCOZrV4weGcKSf0Iq5461zUtQ8Sx6Vos0kY0xRdXcg6FcnK/X5T+dZlzY3dvd+E9SlglM8ssl1clYydrmNuv5Ctjw54PfXIr/wAQ3GoanZXGqsxeKKTYPLPRSCPc0IDpr2JPG3gxHs72S3e4jEkUsRwQw5Ga4qHxVrGrRweDYY5I9WjPlXVyWH+rXgt9SM1U0fWtS+HseqeHBp91eMkoNjIFJyJDgZbGOMA1dl8FanoUUXiy1uZX1hSZruMHPmK3LIPoMimB6vZQ/ZLSC3DlvKjVCx/iwMZqcnJyMD3FZ2l3w1LTbe8CNEZYw2xhgqSOQavpgrxQByPw1GfBdufS4n4/7atXYYrkfhp/yJcH/XxP/wCjWrr6AKGru0Wl3ToxDiJtuPXFeXfBzXb6a1urPU7l5JGT7XGznPyE4/oa9P1oF9Juoxks8TAADPavFbCHVdD8G6LqdjZStcyD7NMnlncIzkA/maAJr3XdSn8Z61KtzMloEUQDPBG48iovDXifVdL8XS3l5NLPphVI5cnhCxIU/ma0dT0G706/jtFilm8nToozIqnDMC2ateCNBbUH1yzvrWRUnt0CmRcDdlsEfTrVNaEJ6nYRXzS+PgiTs1u1sGUdjkV2KHtXk/gux17TfHU9hqxae3t4AkE+DgrggDP5V6sOKkskK5BB6GuO8KqD4z8Y9sXUH/ooV2QORXH+Ff8Akc/GX/X3B/6KFAHX1y/xHmuLb4f6xLaytFOsQ2OpwQdy11Ncx8QopJ/A2pxxRtI7ImFUZJ+daAOc8H+L5h4Eu/7QZjqOmAwTbjyz4GD+ZFVPhfqGsSR6pPr00hmJMrK5+4vXH6VW1fw7cw+MLe1tIT/Z+tBTdkLwrqd2T/3yBTPE95qOmSa3Dp8E/mX04gjZYyQFLAN09iaBkGmeItWsfGa6veSs2japO9vCOygfdP47hXT+M0v9FvoPFFnI7w2w23NuD95D1YfQZNZeofDJofCUUK6vqcrWSLMltJNuTcnzAAY9RVU65f8AjpLHQIbe6tYjErahO8ZXoOVGRznkUCNXwlq9z451pfEMRlt9Jtw0UEbMMyN0J/MfrXoYztzk59K818OadceAvECaFbxTz6Ne7pIGPPkMOuT7k/pXpK8DB/H6UAcp40XFx4b/AOwvF/Jq6tF2gck+5rmPG6j7R4bI/wCgvD/Jq6pR0FABRSkYpKAClCk0g61KORQABQKWikLAUALUcpG2gsTUb9KAOW+Hn/ImWf8AvSf+jGrq65T4ef8AImWf+9J/6MausCk0AOQ9qfTQoFBagBSQKjPWgnNJQAUq9aAM09VxQA6iiigAooooAKDRQaAEooooAKSlooAw9W8IeH9cJbUtItbiQ/8ALTZtf/voYP61wWr/AAI0e6mkl0zULixDHIidRKi/TkNj6k16zRQB8+XvwG16IM1pqVhcY6KxaMn8MEfrXHaj4A8VaYW+06FebV/iiTzQfxXNfWlJj3pWA+LJbaaBts0MkbejqQf1qPFfaF3Y2t9AYLu3huIW+9HKgdT+BrkL/wCE3g6/LH+y/szHvbSsn6Zx+lFgPl6g173qvwH0uWPOl6rd28npcASqfbjBH61x198EvFNsx+ztZXa9tk20/wDjwA/WkB5qKK6DV/BPiPQ8m/0i5jTr5iL5iD6suQPxrBKkE8Hjrx0oGNop2D070AUACjmvaPgj4Ziee68Qzx7mh/cWxI4BIy7fXBA/E15BYWk17eRW1tG0s0rhFVRySelfXHhzR4dB0Cy0yFFUQRANju55Y/iSTTQjUHeuO+IvhyXXdESeziEl7ZOZEUcM6EfMo/Q4/wBkV2WKMUMD5oBSaHa+QR+Y9jVRoSgGATk8cV7rrfw+0bWbp7sK9pdvy0kGAHb1ZSME+/WsfSvhgtpqaT3l+J4YmDKiRbS+ORkknj2qbMDofA+hPoPhmC3mULcSnzph6Me34AAV0tNA4p1WgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKa44zTqKAIaKVhg0lABRRTsZHFADaUHFJRQBIGzTqhqRWoAa45ptSOOKjoAVetSMMiohUw6UAQ0U5lxTaACpEPao6UHBoA47x/JLFceHpYITPJHqQIjDBcnY1WR4k17aMeFZSPX7Yg/pUfjUZ1PwueeNTB4PX5GrrVGAPSgDl/8AhJde/wChUl/8DE/wpD4k148f8IrMPT/TE/wrq/zrnvGPiRPDGiNe7d8xISKPu7E44/OgCj/wkevd/C8v4Xaf4Uv/AAkmu/8AQrS/+Baf4VoeFtZ/4SDRIrx4/KnBMcyZ+646itooaAOU/wCEj17j/ilpQM8n7WnH6Vg+GNa1iAXxh8PPMWnJKi5UY5PtXpHlkn2rmfBg41Pj/l4I/U0AL/wkuvf9CpL/AOBif4UHxJr56eFZff8A0xP8K6vFNk4QnmgDlf8AhI9dwW/4RSX05vE/wo/4SPXs/wDIqS5/6+0/wrS8ReILPw5pzXt3vZQMIkalmZvQAVj+APF0/i+xvrie2NuYLlogp4OAAeR+NICb/hI9eOM+FZMf9faf4Uh8Ra/yB4VkA6gm7Q5/SoV8bxT+O08PW0RkjVT5k+PlVwDlc+vFR3XiTW7rUr2HSLFHt7EEySO4G9hnKgHp0/WmFi4PEmvY/wCRVl/8DE/wo/4STXj/AMypL/4GJ/hWv4e1Zdc0eK9EfluflkTOdrDqM/WtTFAHkPi/V9WuvEHh+WfRGt5IrpWSI3CsZCD0BHSuzHiXX8c+FJc+n2xP8Kx/Hy/8VP4UHIxfxnr/ALVehBeSeeaAOV/4SXXv+hUl/wDAxP8ACk/4SPXsgN4Ulz/1+J/hXWYqJnARznpSA5j/AISXXuf+KVl/8C0/wpr+I9eGB/wismB2+1p/hWRcfElW8d2Xh+0tJDBLK0TzupVSQpPykjn8Kl1PxnqEfi+bQtPtIZvIhWR5JZggBJI7/SgC83iLXd2P+EWkOOhN4n+FL/wkWu9/C0hz/wBPaf4VFqviLWNJ0m2kk0g3F9cS+WscL7lUZGGJAwOv6VFp3izUIPFEGg6zZJFPcRtJHJG4boMkHFMC2PEeuDp4Ul/8C0/wo/4SPXjyPC8gGcHN2n+FdTmmshOeOD6UAeaeBdZ1i08LQx23h+S5iE0xEgulXrIxIwR2PFdMPEWvf9CrL/4Fp/hUXwzXd4NgIPS4n/H961dnigDk/wDhI9dzj/hFZR6/6WnH6U0eI9dH/MqS4HT/AEtOf0q94j1PVLKW0t9KsftE1w+1nJwsYwTk/lUHh3Xr3UL+707ULdIbu0++VYMHH4dKAIv+Ei105K+FJM9D/paf4VGfEeugceFpf/AtP8KXxj4tk8OGxhtoVluLyUogdgo4GTyelJFrurQ6XeX19awLHHEXjMcyuGbB44/CgBD4h14Ef8UvIcjP/H2n+FL/AMJJrv8A0K0v/gWn+FQ6Dr2uaoLaSaztlhlQO2y4VmGR6DmuvHSgDmB4l17oPC0v/gYn+Fc74f1nWIPE3iaWPQHknmuIjJF9pX92RGABnHpXpDKWAwa5PwmD/wAJh4v9ftUP4fuh+dAFn/hJNe7+FJf/AAMT/CkPiXXsf8ipL/4Fp/hXVgcUydzFBJIAWKqSAO9AHLnxFrqqV/4RSXjoBdpg/pQPEmv7VP8AwisnPb7YnH6Vkt4w1+1s4dWvtJS30+VwvltKN6gnAOMZ6npXdTyi3tZJiCRGhcj1wM0mBzR8Ra8GK/8ACKydM4+1p/PFMPiLXcnPhaVR0/4+0/wrIbx1q8NhBrL2MJ0mW5WEDzhvG5gAfXv0qW78b383i270fTbSCSOCKNy8syx8sDxz16UIDR/4SLXCMN4VlPP/AD9p/hS/8JHrn/Qqy/8AgWn+FbulyXs1kr38KRXBJyqOGGO3Iq7imB5t4o1vWLmbQzP4feARalHIhN0h3MAcL0rox4j17r/wisp9CLxOf0qDxmuLrw3np/a0WfyauwRe46EdKAOWbxJrxH/IqS/+Bif4Uz/hJNd/6FaX/wAC0/wrr8VG64NAHKf8JJrv/QrS/wDgWn+FOXxNro/5lWX/AMDE/wAK6fFGKAOYPifXj/zKsv8A4GJ/hTf+Ek13/oVpf/AtP8K6nFGKAOW/4STXf+hWl/8AAtP8KQ+Iddfj/hF5V9/tacfpXWCM96HTv7UAcp8O8/8ACFWTMMEmTKj+H52rsB0rkfh4GbwZZtnnMo9v9Y1dcOlACMM1GRipaQjNAEVKFzTwmKdQAgGKWiigAooooAKKKKACkNLRQAlFLRQAlFLRQAlFLRQAlFLRQAlJinUUANpce1LRQAmKoXei6XfMWu9Ms7gnqZYFcn8xWhRQBw+qfCfwhqbF/wCzDauf4rRzH/47939K56X4D6KXJh1W/Rc9HCNx+Qr1milYDjvCnw40XwnN9ptlkuLzBAuJiMqD1AAGB9etdeBjoKdRTATmilooATFGPalooASloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQsBQAtNLAUwsTSUAOLmk3GkooAXcacH9aZRQBMDmio1bFSdaACiiigBrDIqOpqjYYoAbSg4NJRQA8jcMimdKcpwacVzQBHRSkEUlAD92Rg0yiigAqVelRVInSgBSMiojU1Mcd6AGUUUUAcn4zP/Ey8Mf9hMf+gNXYfwjNcP49uobO88OT3EqxxpqQJLHA+41ayeOPDpXJ1W2Ht5goA6Ek4POMGvK/FsGpeKPiDbafYIrW+koLhvMPyszZGPwwK7T/AITfw3z/AMTW35/2xVWHxP4Strqa4j1K1WWY/O3mDJoA5Hwncap4b+I15omp4WHUi11CQfl3nJYD9K9brkbnxJ4QuLqC4m1C0eaDJjk3jIz15q5/wnHhz/oLW/8A32KAOi71yfgz7upf9fJ/masnxx4cAz/atv6ffFc34T8W6FbDUPN1KBd9wSuXHqaAPR6ZIwVdxOAOtYH/AAnHhz/oLW//AH2KbJ418NSoUbVbfaRg/OKANKZLLUbMTYguIsFkbAYZxjIrzHwmuqv4a8WLoqo9+2ousYZtuOFzz9M12tr4q8J2VolpBqVssKjAXeOKjsvEnhDTvO+zX9pF5z+Y+1x8x9aQHnOkQeJdB8R6NYtoEP2kSO8srXm7zmK4ZicegzXY6Bqdpp0/iK2vriOGcSyzsruB8jZx/I1syeK/Cc1zFcvqVqZYiSjmQZGRg1Qv9R8D6nd/ap7qyeXGGYSAbh6H1pgaHw+B/wCEY34+SS4kkQ4xlScg11VczB4y8L20CQw6napGg2qquAAKk/4Tjw5/0Fbf/vsUAc/4+/5Grwp/1/J/6FXoI6V5L428UaPdeIfDU1vfwyRxXqM7hxhRmu1/4Tjw8f8AmLW//fYoA6Nn44qmbiJp/I8xPN27tmeducZx6Vj/APCbeHf+grb/APfYqv8A8JT4W+3fbP7StxP5fl7t4+7nOPzoA5nxXDHb/ErwqIYlTMrkhV4+43aqt3p3hXWPGuttdXF1DfQw/MPNaIEZPI55rqrjxD4Qur2C6m1C1aeA5jcuPl4xVa/1HwRqNz9quLuzMvQurhSR7460gOV8PeOB4Z8HXM19JJdRJePDZM5LGQZAHzH6iuh8K2MGpayniPVL2CXVZ4/3UMcgIiQjoAO+OpqzdXXgO9tILaa6sDBBkxxh1ABPf9KWxvfA2nTrPa31skiAhSJgcU0B2vrSjpXP/wDCa+HM5/tW3/77FJ/wm3h7PGqQEd8OOKAKXwyOPBcH/XxP/wCjWrtRyK8v+H/irRLHwnBb3GpQRy+dO+0uOhkYj+ddV/wnHh7GP7Vt/wDvsUATa/rNla3dvpd3K0JvfkSQNt55OM+vFcj4RSHSfG2sWNtdm7sxbi4aZ33srlsFSx9hWzqXiHwjq0IivL60kUcqxcBlPqD2qOy1rwZpsEkVtfWaLIMO3mAsw9z1oGZHjX/hGta13RbfVLiVUdme3mikKoTjpuFctJJZ6f4r1jSIbu6m0D7PG0uJWk8t2LZwe3au+m1TwRcWMVnJdWLxRDEeWXK/Q0tpq3gizt5LeK6sAkn38spLfU96BHM3FhpmiXOhXHh2+ma5ldEaNrgyBoiQGJXPpXrHYVxVhfeBtPuvtMF5ZiQZ2lpQ236Z6Vrf8Jt4c/6Ctv8A99igDoBXI+FDjxn4w/6+4P8A0UKunxv4cAJ/tW3AHP3xXLeHfFejW/irxVPJfwrFPcQtG24cgRgE0AeoDpUN5OLazlnYEiNSxA9qwk8ceHMY/ta3/wC+xSt438NMpVtVtip4ILjFAHD+NNQ0rxD4YtfEVpqLiaJkaO3L5DHcBtaPPXnvXdXGql/D88h2fbBaNLJCT8y8HGV+tYKXXgFL0XC3FiG3b9vmDZn129K0h4o8JLeS3Z1G0MssYicmQHKjt+tJgeZDRdOfwXp+sNq7reSXEdwbUyZQOWU7PLzgYPtWlaWHhPW9T1i6u7i5ttSSHdOpmMe3g4KjPOOa6n7V4CW6Fx9pst27cB5g2g+u3pUl7f8AgS/uBPNPZeZ/EyOF3fXHWhARfCq8vr3wvIbuSSWOO4kjglkzuZAxAOT14xXdVzlv4u8K2kCw2+o2kcajhUZQBTv+E38O/wDQVt/++xTAqeNv+Pjw3/2F4v5NXXRntXmvi7xZot1P4fMGowSeVqkUkmHHCgNzXSp438PgkHVLcEdQXGRQB1NIRkVzo8c+HMf8ha3/AO+xS/8ACceHP+gtb/8AfYoA3CMUVgN438OHpqtv/wB9im/8Jt4d/wCgrb/99igDohyakCgVzI8beHf+grb/APfYqQeOPDgH/IWt/wDvsUAdHTX6Vz//AAnHhz/oLW//AH2KQ+N/DpHGq25PYBxmgCt8Ov8AkSrP/el/9GNXWVx/w4kWTwRYujZVzIVI/wCujV2FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFISBTS/pTCc0AOLU2iigAoopwUmgBtFSBRS7RQBFRSsMGkoAKeh7UylBwaAJaKKKACkIyKWigCE8GinuO9MoAKkU9qjpQcUASEZqMjFSA5FKRmgCGinMuKbQAU9DTKcnWgCSgjIoooAiIwaSpGXNAT1oA4vxvCsuoeGlkRWQ6kMhhnPyNXTLo+nDB/s+1/78r/hWB42/5CXhj/sJj/0Bq64dBQBT/snTv+gfaf8Aflf8Kx9dvvDnh5In1G2s4xM21AYV+Y+3FdLXl3xcaUXnhowQLNKLtiqN0bgUmNHRWGveEdRv47CBLJbqQEpG0KAtjriui/snTv8AoH2v/flf8K8z1q71GPxJosur6PBYWKTEfaIRzvbAUH8cV6v2qiXuUzpGnH/mH2v/AH5X/CuX8H6bYSf2lusbc4uCOYwe59q7Uda5TwZ93Uv+vk/zNIZv/wBk6d/0D7X/AL8r/hSHSdOxzp9r/wB+V/wq9TXJA4GTQBQk03Soo2kewtAqjJJhX/CsrS77wzrNvc3FlHYywWzFZJFhQqCBk84qXxPo/wDb+jyWZvZLaBwS7RdWHpXlPhu3XTfh94stLZ2CpfGNcH+H5BSA9FsfEfg3UbuO3tjp7mYkQkRJiQjrj1qXU9a8J6TfPZXMVkLiN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BZT52C2V0-BZT52C51
Surface mount zener diode
Publication Order Number: [BZT52C2V0-BZT52C51] © Bruckewell Technology Corporation Rev. A -2014
Features
• Planar die construction.
• 500mW power dissipation on ceramic PCB.
• General purpose, medium current.
• Ideally suited for automated assembly processes.
• RoHS compliant package
Applications
• Zener diode.
• Ultra-small surface mount package.SOD-123
Packing & Order Information
3,000/Reel
MAXIMUM RATINGS AND ELECTRICAL CHARACTERISTICS
Maximum Ratings (Tc=25°C unless otherwise noted)
Forward Voltage @ IF=10mA
Thermal resistance, junction to ambient air
Storage temperature range
Notes:
1. Device mounted on ceramic PCB; 7.6mm x 9.4mm x 0.87mm with pad areas 25mm2
2. Short duration test pulse used to minimize self-heating effect.
3. When provided, otherwise, parts are provided with date code only, and type number identifications
appears on reel only.
4. f = 1KHz