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QB11FFFABRRRQAUUUhOMZ70ALXOeM4EutLsoJC4STUrRSY3KNjzl6MpBH1BroVdXGVYMMkZBzzWH4r/AOPPTv8AsKWn/o5aAMfxN4X0+LTrVlm1Ik6jZr82p3DcG4jB6v1569qb4u8L6fD4Yu5Fm1IkGP72p3DD/WL2L4rc8Vf8gy0/7Cdl/wClMdN8Z/8AIqXn+9F/6MWgDO8QeFtOi8OalIs2pkrbSEbtTuCPunqC+DS+IPC2nReG9UkWbUyVtJSN2p3BH3D1BfBra8Sf8ivqn/XrJ/6CaXxJ/wAivq3/AF5zf+gGgDA8UeF9Ph8JazKs2plksZ2AbU7hhkRt1BfBHsas3PhXTl0WZxNqeRbsedUucfd9N9aPi3/kTNc/7B9x/wCi2q1d/wDIBn/69m/9BoA888U+HbGP4ZwusuoF51s4SG1CdlxJJGp+Uvjox4xXQeG/DGnS+GNIdp9SDvZxMQuqXCj7g6APgD6VV8SEt4Q8MwDnzbuzBHqFXf8A+yVXh8LS6romlX6rp0g/sm3jH2yFpDEFR9wXaRw+8Buei9D2AG/D/wAGwweEYRqB1OC4a4nYx/b7iHAMrbflDjtjnHOc1R8A+HLK8vdckeXUAsUsUI2ahOhyELHJDjP3x1qv4c8BNq3g2K4W6gkt7+0D20E8ZIgEpVnIION2EjwccFTxzxP4E0S9ufAeuWdreeXczX/l+cWK7xEkSMMjJXcI2GRyN2eaALV54QX/AIQkJHFqzXTXyAxfbbg/IbsZOzfjGwls49/eodU8LW1r8MfEMk39pRzImolUe/n2kebLtJUvggjB5HzZzzmqs+n60gg1JNW8iCeVLHTbaMyMLeYTjG8lvnQ7ZATjOGAA4Aq+2kJp3w+8USRzzyidpbaMSzM+0RHyf4ieSysxI/ve2KANLw14X0+Q6uGl1IbL9lG3UrhePLj64fk89TUlj4Otku9eMrakqyXIaA/2nON6+RGMnEnPzBhz6emK1/DYxPrg/wCom/8A6LjrjdT+G7avcSquo6efIvZZp5fL3SyFyzqs3ODsWQYB6jH3c0AWvA3gkWmkeXqaalbzeXB8i6jMnIgjDcK+OGBH4ccVr6f4W05tU1dTNqeEnQDGp3AP+qQ8/Pz171haL4GMusaVq8PiGC/FhJuDx8/utiLGuQTnMaqSeMliec4ruNN/5C2tf9fEf/olKAMCx8L6e3iXVozNqW1I7fGNTuAeQ/U78n8aitPDGnt4z1SIzaltWytWBGp3GeWm6nfk9On+Nb+n/wDI1az/ANcrb+T1DZ/8j1q//Xhaf+hzUAZEHhfTz40vovO1LathbsD/AGncZyZJe+/OOOlA8L6f/wAJq8Pnalt/s5Wz/adxnPmEdd+ce1bNv/yPWof9g62/9GTUD/kfH/7Bi/8Ao00AMtNIttL8SWxt3u2MlnOD9ou5ZujxdN7HH4V0FZ03/Ix2f/XpP/6HDWjQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBFdTi1tJrhlZliRnKr1IAzgZrC0XxLNrMqtDa2ctsxwZbTUEmaP/AH1wMenBJya27xJJLG4SEkStGwQq+w5xxhsHH1wcV5l8KoXTVdRkmg3yshU3c6eZO+18ENMWDMMg8GNeg+lAHqlFFFABXM6R/wAj/wCJf+vey/lLXTVzOkf8j/4l/wCvey/lLQB01Y2l/wDIf13/AK6w/wDopa2axtL/AOQ/rv8A11h/9FLQBs1haX/yNev/AEt//QDW7WFpf/I16/8AS3/9ANAG7WTpv/Ib1r/rrF/6KWtasnTf+Q3rX/XWL/0UtAGtWNov/IV8Rf8AYQT/ANJYK2axtF/5CviL/sIJ/wCksFAGzWNo/wDyF/EP/X8n/pNDWzWNo/8AyF/EP/X8n/pNDQBs1j6R/wAhnxB/1+R/+k8NbFY+kf8AIZ8Qf9fkf/pPDQBsVy/hT/kN+L/+wwP/AElt66iuX8Kf8hvxf/2GB/6S29AHUVzvhT/XeIP+wvN/6AldFXO+FP8AXeIP+wvN/wCgJQB0Vcl4F+/4o/7D1z/6CldbXJeBfv8Aij/sPXP/AKClAHW1y/h3/kcfGH/X3b/+k0VdRXL+Hf8AkcfGH/X3b/8ApNFQB1FFFFABVPUdV0/SLcXGpX1tZwk4ElxKqKT6ZNXK4z4hTahp+mx6npw0eN4laNri+KrIm77oiZ/lySBkHrxQB1lpeW1/bJc2dxFcQSDKSxOGVh7EcVzfibQdc1bXtLurHUIIbK03kxMGDB2R1MmQcEgMMA9Mk1peFksj4etLmwRvLuo1maSRUEkrED5n2fKW4GSPStmgDkfA3hy88PRXi3ENvbRyrAqwQNuUukYV5DwOXIz68c81c8YxtNpljGsrws2pWgEkeNy/vl5GQR+YroqwfFf/AB56d/2FLT/0ctAGZ4m0i6TTrUnXtTfOo2Ywwh4zcRjPEfUdab4u0i5j8MXbtrupyAGP5XEOD+8X0jFa/ir/AJBlp/2E7L/0pjpvjP8A5FS8/wB6L/0YtAFPxDo90nhvUmOv6m4FrISrCDB+U8HEdL4g0e6Tw3qjHX9TcC0lJVhBg/IeDiOtXxJ/yK+qf9esn/oJpfEn/Ir6t/15zf8AoBoAxPFOj3UfhHWnOvam4WwnJRhBhv3bcHEecVZutGuhokzf2/qhH2djtIgx93p/qqu+Lf8AkTNc/wCwfcf+i2q1d/8AIBn/AOvZv/QaAOC1PSbp7bwhH/bWoMrsZCpEWEC2khyP3fqQOc9fXmtC1srqz+G8V+Nd1NRDpIm8sCHAxFnH+rzjirTL5knhlR/Bpk8uPYRxr/7PVfVJXh+CcrJ946IEH/Aogv8AWgBPAOkXMvw+8PyLrmpQhtPhIjQQ7V+QcDMZOPqarfDzQ7k+GHmXW9QhE1/dttjEOOJnTPMZ5O3NdR4OiWHwdpESfdS1RR9AKq+Ak2eDrTH8ctxJ/wB9TO39aAOTfTJ2tPC0LazqBWfW5QBiHCFRcOGH7vrlO+Rz06Yl1DS7hfh9q0n9tagVF7dKYyIdp/0xxk/u85PXr1/Krlu3mah4Ptj0+3X9x+KCVf8A2pVm7Xf4B1FMZ3apcLj1zfsMUAS6BpFy9xreNd1NNuouDtEPzfu4+TmPrUWnaVcC78Tsde1JRHdjcQIfm/0aE5P7v8OMdK2vDn/Hzrv/AGE3/wDRcdVbT/WeMP8Ar6/9tIaAOa+G2k3Mug5XWdQg/c2p2x+TjBtoiOsZ7HFdFp2j3R1TVwNf1MFZ0BIEGW/dJ1/d1T+Gf/IBH/XtY/8ApHDXRab/AMhbWv8Ar4j/APRKUAcxPE2kaprl7da9qqwwR2290WAsdxYDjy+xNWLTSLk+NNVT+3dTBFlakuBDk5abg/u8cY/Wue8WeJrKODUhc6dePHqUogTyJ497Lbu+5tp5UAoeSCMEZK81s6X4qtr3xFDfWmn3Tpqnl2gk8xMDy1LEhPvEK0jKx6Ar+BALMGkXR8a3yf29qYI0+3O/EOT+8l4/1eMf40DSLn/hNnj/ALe1Pd/ZynfiHP8ArDx/q8Y/CtW3/wCR61D/ALB1t/6MmoH/ACPj/wDYMX/0aaAG2dhc2XiO3+0ard32+0m2/aFjGzDxdNiL1989K36zpv8AkY7P/r0n/wDQ4a0aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGyb/LbyyofB2lhkA+4rh/CHhTU/D+rTSt9gW2fduKFHdtzbuCIUYc/3nb+o7DU3ij0q8ecxiJYHLmRSy7dpzkDqMdq87+G2kppOu3hu9PNnqN3bmVC9mLffEGXhFV2VQuVyp+fkZJoA9OrnNU8ZWmk6k1jPY37TMyxwFY1AuXJQbY8sM48xck4XrzkGujrmL/wTa6jrNzqkup6is8vlGMK0ZWBo2DIY8oSORkgkg5OQaAH6J420rxBfi0sluAzIWDyIApZQjPH1zvUSJkYxzwTg4g0+6t7bx/4k8+4iizb2WPMcLniX1qfQ/BGleH78Xdk1wWVGASRwVDsEV5OmdzCNM844OAMmspfDmi658QvEL6rpVnetFb2flm4hV9uRJnGfoPyoA67+1dO/5/7X/v8AL/jWPpmqaeNe1tjf2oDSQ4JmXn90vvU3/CFeFP8AoWdF/wDACL/4msnTvB/hh9c1mNvDmkMkckQRTYxkLmNScDbxzQB1UWoWVwWWG8t5CuNwSQHH1wayNLmi/wCEr14+YnS3/iH9w1i+Ifh5pO6HV9D0PTF1CzUkWn2aNYbtD1jcYwD/AHW6g+2RVPwdZeFPEmo6veW+gaesamFGt5rKMNbyBSHRlI4II5/OgD0Lzov+eqf99CsrTZov7a1n94n+ti/iH/PJaP8AhEfDX/QvaT/4BR/4Vmaf4V8OtrGro2g6WVSWMKDZx4X92p44oA6jz4v+eqf99CsfRpohqviH96nOoJ/EP+fWCpo/C/h+IER6FpiA9dtpGP6Vl6P4f0Z9U18NpFgQl+oUG2TgfZoDgcepJ/GgDo2vLZDh7mFT6FwKxtHvbUav4gJuoQDfIR+8HP8Ao0NW28M6A3LaHphPvaR/4Vj6T4a0J9V15W0TTWVL1FUG0QhR9nhOBxxySfxoA6X7fZ/8/cH/AH8H+NZGkXtqNY18m6hAN4mD5g5/0eKrP/CLeHv+gFpf/gHH/hWTpXhrQn1bXVbRNNZUu0Cg2qEKPIiOBxxySfxoA6T7fZ/8/cH/AH8H+Ncz4VvLVda8XFrmEBtXBGXHI+y29bH/AAi3h7/oBaX/AOAcf+FYHhXR9MOseLEOnWZSPVgqKYFwo+ywHA44HJoA637fZ/8AP3B/38H+Nc34W1KxSbX997bLnVpSMyqMjanPWt3+xNK/6Bll/wCA6/4VzvhfRNJlm17zNLsn26rKq7rdDgbU4HHSgDpf7V07/oIWv/f5f8a5TwRqVjG/ibfe2y7tduGXMqjIwnI56V0v/CP6L/0CNP8A/AZP8K5XwToulTP4l8zTLJ9muXCLut1O1QEwBxwKAOw/tXTv+gha/wDf5f8AGsDwxNHP4t8XyQyJIhu7fDIwIP8Ao0fcVs/8I/ov/QI0/wD8Bk/wrE8K28Fp4r8Xw20McMS3dvhI1CqP9Gj7CgDraKKKACuP+IEF3d6bZw29velUuUnae0Qu0ZXsQrBxnPVc9OetdhXHeLdZ1LRNas7iK6+z6b9jnM7vYS3UYcNGVJEZBX5d/JOMZoA2vDU1zLokAurW6t3jAQfajl5AAPmI3EjJz9459cVr1S0m8GoaRaXgmSYTxLIJEiaNXyM5CsSVHsau0AFc74xSR9MsUil8qQ6laBX27tp85ecd66KsHxX/AMeenf8AYUtP/Ry0AZniax1ZdOtS+shx/aNmAPsqjB+0R4PXseab4vsdWXwxdl9ZDrujyv2VRn94vvWv4q/5Blp/2E7L/wBKY6b4z/5FS8/3ov8A0YtAFTxDYauvhvUy+tBlFrJlfsqjPyn3o8Q2Grr4b1QtrQZRaSkr9kUZGw8da1fEn/Ir6p/16yf+gml8Sf8AIr6t/wBec3/oBoAxfFNhqy+EdaZ9aDoLCcsv2VRkeW3Gc1ZurDVxokxOtgr9mbj7Iv8Ad+tXPFv/ACJmuf8AYPuP/RbVau/+QDP/ANezf+g0AcVb2eqPeaUBq/MehSt/x7L8qsYeOv8AsdfaqeqWeqH4W6Yn9qho7hLCARfZl6PJEuM57A/pWxpTiXWXUdbfw7bA/wDAzJ/8RUVxl/CHgmAY/e3VhkHuFXef/Qc/hQBd8N2Wrf8ACK6fImshE+zqQv2VTjj1zVPwBb6rd+BNIuYtYESTQ+YE+yqcbiT1J961NPujY/DRbsdYNNaUf8BQn+lM+GibPht4fT0s0FAHMaTY6lceJNAiGqgNDb6lOrfZl+X9+iHvznd+FW3sdUbwnKP7XG1tbaPb9mX7x1Eruzn1OcfhU/hrEnjC0I6w6ZeZ/wCB3nH/AKLNXCceE/8AuYv/AHKUAO8P2OrNca3t1kKRqThv9FU7j5cfPWq1rY6qZPFmNYA23Pz/AOir83+ixe/HGB+FbfhfprB7nVJ8/mKr2n+s8Yf9fX/tpDQBz3w6stUk0MGLVhEv2ez4+zK3/LpDjv2GB+Fb2nWGrnVNXA1oAidMn7IvP7pPeqfwz/5AI/69rH/0jhrotN/5C2tf9fEf/olKAOU8QR2Vgmu3R0XRp57X7NOXlsgTK7sRuY56jJx9T61qJptrP4nntVsNNil0+2jmtblbQb4mlaTdjnA5XP1JrM8Yf8ePiv8A65WX/oZrfs/+R61f/rwtP/Q5qAM2Cx1b/hNb9RrIDjT7cl/sq8jzJeMZ+v50Cx1b/hN3X+2Rv/s5Tv8Asq9PMPGM1qW//I9ah/2Drb/0ZNQP+R8f/sGL/wCjTQAW9teweJLb7Xf/AGoG0n2jyQm354vTrW7WdN/yMdn/ANek/wD6HDWjQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBn67IkXh7U5JEDxpaysyEZ3AIciuP8AAdjDFqslwdV1XUJha+Wn9oWNxF5SbgdqvLwe2QOTgEk4rtNVkhi0e+kuCfIS3kaTaoY7QpzgEEHjseK4b4bWF2LzUdSu7h7qRmNu7XjE3MDLt+ThmQoRhvlwMnGPQA9FooooAK5nSP8Akf8AxL/172X8pa6auZ0j/kf/ABL/ANe9l/KWgDpqxtL/AOQ/rv8A11h/9FLWzWNpf/If13/rrD/6KWgDZrzy/tL/AEzxhruv6HC808It/tdghAF3FsO4gf8APVcZU98Fe/HodYWl/wDI16/9Lf8A9ANAF/SNXstd0uDUtPmEttOuVYdQe4I7EHII7EVX03/kN61/11i/9FLWDq9rL4Nv5/EWk2sk2n3D79Xsohk4/wCfiNf7w/iA+8OeorX0C9ttRvdTvbOdJ7adoXjkQ5DKYlwaAN2sbRf+Qr4i/wCwgn/pLBWzWNov/IV8Rf8AYQT/ANJYKANmsbR/+Qv4h/6/k/8ASaGtmsbR/wDkL+If+v5P/SaGgDZrH0j/AJDPiD/r8j/9J4a2Kx9I/wCQz4g/6/I//SeGgDYrl/Cn/Ib8X/8AYYH/AKS29dRXL+FP+Q34v/7DA/8ASW3oA6iud8Kf67xB/wBheb/0BK6Kud8Kf67xB/2F5v8A0BKAOirkvAv3/FH/AGHrn/0FK62uS8C/f8Uf9h65/wDQUoA62uX8O/8AI4+MP+vu3/8ASaKuorl/Dv8AyOPjD/r7t/8A0mioA6iiiigArzf4m6hYW+oaVbapcSw2u0zqFmCI7iaFPmUqQ21XZ8Efw16RXl/xXmuIb7SjDeeUqxSMQJJ08r95EPNJiU+vl8/89eO9AHb+E9Ql1Xwppl/MxaSeAOWPU+/QVz3j3SvEGo3NqfD8dxHdrGwS7W62RR5DBgybhzgghgDyAOBzXS+GlK+GdNBszZEW6f6MxYmPjoS3zfnz61q0Acz4Lsb6wsL1buC4toJLnfaW1zN5skMfloCC25urh26n71P8ZrO2l2S20kcc51K02PIhdQfOXkgEZ/MV0dYPiv8A489O/wCwpaf+jloAx/E1t4lGnWvm6rpbL/aNmAF09x832iPB/wBceM447+1N8XW3iUeGLszarpjJmPIXT3U/6xe/nGtzxV/yDLT/ALCdl/6Ux03xn/yKl5/vRf8AoxaAM7xBa+Jh4c1IyarpbJ9mk3BdPcEjaeh86l8QWviYeG9UMmq6WyC0l3BdPcEjYc4PncVteJP+RX1T/r1k/wDQTS+JP+RX1b/rzm/9ANAHP+KLbxKPCWsmXVdLaMWM+9V09wSPLbIB844P4VZubXxP/YsxbVtKKfZ2yBp0mcbfXzq0vFv/ACJmuf8AYPuP/RbVau/+QDP/ANezf+g0Aed+HbfX59S1qaLUtOVotNsrdy1i5yoieQAfveCPM69/QUkNt4gmTwFAupaf93z4h9hf5Atsw+b97833wOMckH2rX8EYmsfEd1/EZYofwS0hH9TS6Ovnat4IQf8ALHQ5pj+Vuv8A7NQBl6gmv2/wgupv7TsTB/ZbjyxYtuKlCMbvN689cfhW34U0/X4PDFlDb6tp6QxqyIrae7EAMR180VU1Vj/wqG2i5xOtrbkDuJJo0P6Ma6fwv/yLlr9X/wDQ2oA4Pwjba7N4qvmh1OyRobFULNZMw+a5uDjHmjnIzn3A7ZNz7Prv/CND/iaWGw68QF+wtnf/AGj1z5vTIzj04z3q18PcvrfiN+qrJFGPwaViP/Hqs5/4p62X+94jcflfuf6UAJ4btfEJXVfL1bT1xqU4bdp7HJyMn/W8D2qC1tfEHmeK8arp4xc/vM2DfMfssXT97xxgd/6Vv+F/u6v/ANhS4/mKrWhAfxgScAXR/wDSSGgDm/h3ba6+iA2+p2Ma/Z7Ph7FnOPskOOfNHQYHv146Vvada+IjqmrhdX04MJ03E6e5yfKTp+944xVb4Z/8gEf9e1j/AOkcNdFpv/IW1r/r4j/9EpQBwPiu21xbPxN5upWLgRWnmbbJl3fOcY/eHH659q3LS18Q/wDCaaqBq2niQWVruY6e2CN02BjzeO/eq/jD/jx8V/8AXKy/9DNb9n/yPWr/APXhaf8Aoc1AGTBa+If+E0vgNW0/zfsFuS39ntgjzJcDHm/XnNAtfEP/AAmzj+1tP83+zlO7+z2xjzDxjzevvmti3/5HrUP+wdbf+jJqB/yPj/8AYMX/ANGmgBtrDqkXiS2/tG9tbgGzn2CC2MW354s5y7Z/St+s6b/kY7P/AK9J/wD0OGtGgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCjrILaHqAWEzk20gEQGfM+U/L0PXpXm3wz05rDxLctHaKlvPaOyuLMwMoWRVDNkD/WEOyr1CqM5zmvTNUSSTSL1IndJGgcI0ZAZTtOCMkDP1Irzb4Y3U2o6/d3JnZxHbMsxS5jkVnZxtGFmchURQq+vzEnJoA9UooooAK4YWWq3fxB8QHTdXWwC29nvBtVm38SY6kYxz+ddzXM6R/yP/iX/AK97L+UtADv7H8Uf9DYn/gsT/wCKrK07SfEh1vWFXxOiuskW9v7OQ7v3Yxxu44ruaxtL/wCQ/rv/AF1h/wDRS0AVP7H8Uf8AQ2J/4LE/+KrG07SfEZ8S60q+J0WRRBvf+zkO75Djjdxiu9rH01FHiHW3x8xeEE+wjH+JoApf2N4o/wChrT/wWJ/8VXAfYde8B6lqElnq6JoT3Ya/kjsFP2VnRSJAmeI8k7gDx1x1r2SsexjSbVtcikRXjeSNWVhkMDEuQRQBQj0vxLNGskfi+J43AZWXTYyGB6EHdWbpOk+JG1LXQnihEZb5Q5/s5DvP2eE5+9xwQMe3vSpP/wAK/wBUjs5ht8K3bhbaUsSNPmJx5bZ6RMfunopyOmK39F51XxF/2EE/9JYKAKn9j+KP+hsT/wAFif8AxVZWlaT4kbVNcCeJ0VlvEDt/ZyHefs8Rz97jjA/Cu5rG0f8A5C/iH/r+T/0mhoAqf2P4o/6GxP8AwWJ/8VWVpek+JG1XWwnihFZbtA7f2ch3nyIjn73HGB+FdzWPpH/IZ8Qf9fkf/pPDQBT/ALH8Uf8AQ2J/4LE/+KrnfDWleIn1fxSIvEqRsmqBZG/s9G8xvs0B3Y3ccEDHtnvXo1cv4U/5Dfi//sMD/wBJbegCT+x/FH/Q2J/4LE/+KrB8NaV4ieXXPK8TJHt1SVX/AOJejb22plvvcduPavQq53wp/rvEH/YXm/8AQEoAb/Y/ij/obE/8Fif/ABVcx4N0vxDI/iLyPEiQ7danWTNgjb3wmW+9xn0r0uuS8C/f8Uf9h65/9BSgCz/Y/ij/AKGxP/BYn/xVUfBsF3b+JPFsV7eC7uBeQbphEI93+jR4+UZxxxXZVy/h3/kcfGH/AF92/wD6TRUAdRRRRQAV5/8AEew065n0+a812w0qVUdVN1JKpkG5GwNkqcBlU855Ar0Cub8Radqk2pWN/p6W10sUUsL2V1cNCjF9uJAVVssAGGCOjHBFAFzwrcyXvhTS7mWOWN5LdGKyuzt067m+Y565PPNbFZ2g2c+n6DY2l1dfap4olV5gSQx9ieSOwzz61o0AFc54z88aVZfZRGZ/7StPLEpIXPnL1xziujrB8V/8eenf9hS0/wDRy0AY3iVvFH9nWvmw6OF/tGzxtllzu+0R4/h6Zxmm+Lm8Uf8ACMXfnQ6OI8x52Syk/wCsX/Zrd8Vf8gy0/wCwnZf+lMdN8Z/8ipef70X/AKMWgDN8QN4p/wCEc1LzIdGEf2aTdtmlzjaeny0viBvFX/CN6p5kOjCP7JLu2zS5xsOcfLW34k/5FfVP+vWT/wBBNL4k/wCRX1b/AK85v/QDQBz3ihvFH/CJaz50OjiL7DPvKSylseW2cfL1qzcv4q/sWbdDo2z7O2cTS5xt/wB2tPxb/wAiZrn/AGD7j/0W1Wrr/kBTf9ezf+g0AedeA38RyeEb64t4dLMc11cbjJJIGyn7vjC9MIKl8Nr4jk1PR5IotJLW+gRqgaWQfJIy9fl6/uq1PhmM/CXTZSuHmgmmf3LO5J/WrHgzD3MR7x6Fp6/n5x/pQBzly3iJ/B/hm3aHSzBNe2aqBJJkkOHG75emVGa6Lw23in+wLbyodHKfPjdLLn75/wBmqSkvY/D+DGVe8DsPZbaUj9cV1Hhb/kXLX/gf/obUAcD8Om8Rs/iSS2h0sn+1XRzLLIOQi8DC9Oe/vU7P4jGk2I8rStjeIZcfvZMl/tUpwfl6bgffFa3wuTGja1IRzJrl4SfXEm0fyoPNhpCd28TXOPwnuD/IGgA8Nt4o26r5UOjn/iZT7t0sv3sjOPl6VURvEvleL/3Ok485vN/eycH7LF935fTHXvXTeF/u6v8A9hS4/mKpJ/qvGv8A13b/ANJIaAOe+H7eJBpDfZotKK+Taf6yWQHH2WLHRfTGfetzT28U/wBqavth0bd56bszS4z5SdPl9MVH8N/+QK3/AFwsv/SSGug03/kLa1/18R/+iUoA8+8VN4i+x+JvOi0sDyrTzNkshx85xj5fzrctG8Uf8Jnqm2HR/N+xW24GWXbjdNjHy9ev6VX8a8aX4v8A+ve0/wDQjXRWf/I9av8A9eFp/wChzUAY0DeKP+E0vsQ6P5v2C33DzZduPMlx/D16/pQG8Uf8Jq/7nR/N/s5ePNl27fMP+z1rbt/+R61D/sHW3/oyagf8j4//AGDF/wDRpoAZZnWD4kt/7USxUfY59n2V3Y/fizncB7V0FZ03/Ix2f/XpP/6HDWjQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBU1SGG40m8guZTDBJA6SSAgbFKkE5PoK5LwoNGudeS6svE0ur3MViYVTy41WKLevDbEXByuAG564HWum8QDPhvVMRmQ/Y5fkGct8h445rhvh/eo3iK5t7N717eZbmec3CsAXEqKj5Kjllyfw7UAel0UVymv+Kr7StZTTYdPjYz+SlvNLL8rO8iocgDIUA/Unj3oA6uuZ0j/kf/Ev/XvZfylrM8J+PZ/EmqpbSafHBEwlj3LIWYSxLEz8Y+4fN4PX5enPEcnibTPD/wAQdfXUGugZrazKeRaSzdBJnOxTjr3oA72sbS/+Q/rv/XWH/wBFLWX/AMLI8N/39S/8FN1/8brL0/4g+H49a1eVn1HbLJEVxpdyTxGAcjy+PxoA9BrI03/kPa1/10i/9Fisn/hZHhv+/qX/AIKbr/43WbYfELw/HrOqys+o7ZHiK40u5J4jA5Hl8fjQB39ZOm/8hvWv+usX/opayP8AhZHhv+/qX/gpuv8A43WdYfELw9Hq2qyM+o7ZJIyuNLuSeI1HI8vj8aAO4u7S3v7Sa0u4Unt5lKSRSDKsp6givP8Aw3qK+EvFGqeHr3zf7NuL5U0++lfcBJ5ERFuxPIIXYFJ+9gjqOdn/AIWR4b/v6l/4Kbr/AON1gL4t8Jap/wAJFZ6nFfT2l3eK2w6XcngW8IzxHlSCpI6HgEdjQB6ZWNo//IX8Q/8AX8n/AKTQ1w/h74nWOmySaPrk9/L5bbbC/bTpw13H1AZdm7zFHU4wetaGl/EHw/FqetyO+o7ZrxHTGl3J4EES8gR8cg8H696APQax9I/5DPiD/r8j/wDSeGsr/hZHhv8Av6l/4Kbr/wCN1l6Z8QfD8Wqa1I76jtmukZMaXck4EES8gR8cg9aAPQa5fwp/yG/F/wD2GB/6S29Rf8LI8N/39S/8FN1/8brn/Dfj3QbbVvE8kr6htuNUEse3Tbhjt+zwryAnByp4OD0PQigD02ud8Kf67xB/2F5v/QEqp/wsjw3/AH9S/wDBTdf/ABusPw34+0C2l1oyvqH77U5ZU26Zct8pVOuI+Dx0PNAHpNcl4F+/4o/7D1z/AOgpR/wsjw3/AH9S/wDBTdf/ABuua8H+O9Cs38Q+c9/+/wBZnmTZptw3ykJjOEODx0PNAHqVcv4d/wCRx8Yf9fdv/wCk0VRf8LI8N/39S/8ABTdf/G6g8E6nbax4h8WX1mZTBJeQbfNheJuLeMHKuARyO4oA7SiiigArzf4k2H9o6tpka30EEkcDMqzwu4XM8ChlKMCrZZUz/ddq9Irzf4q6b9vGm+Ra6rLefMiSWUG+OJcqd0uEZsAqpCr1I7dQAdh4VmhuPC2my28cMcRgXakEflouOMKuTge2a5vx7LrbXsFtoP8Aasd41u7pPCrG3VgDtQgDBZjgZbhQM8HFdN4YtYrHwvptrA0jRxW6qGli8pjx1Kfwn2rWoA5rwab5rXUGuheram6/0Jb3f5oi8tM7t/zf6zzMZ7e2Kd4zeWPS7J4IfOlXUrQrHuC7j5y8ZPSujrB8V/8AHnp3/YUtP/Ry0AZHibUtbbTrUSaBsA1GzIP2xDki4jwOnc8U3xdqWtv4Yu1k0Dy0zHlvtiHH7xe2K3fE6g6VAT21CyI/8CYqj8Z/8ipef70X/oxaAM/xBqWuN4c1JX8P7FNtIC321DgbTzjFHiDUtcbw3qiv4f2KbSUFvtqHA2HnGK2vEn/Ir6p/16yf+gml8Sf8ivq3/XnN/wCgGgDA8Ualrb+EtaWTw/sQ2M4Z/tqHaPLbnGOas3Wqa2NEm3eHwqC2bLG9TgbevStHxb/yJmuf9g+4/wDRbVD4om+z+AtYlDbSmmTEH0PlHFAHOeE7jXLP4c6RbQ6BG0aabGPMe9VN37sc42k++KpeBdR11vtTQ6LBL5drZQfNfbcAQBx/AevmZ9s13Ngqp4UtVUAKLFQAO3yCuZ+FhMmi6hMeS1zEoPstpbr/ADBoAxdPvdbfUPBca6NA3lWlxLGv23G8BEXcfk+XG/3610XhvUPEK6BbCPQLd1+fDHUAM/Oe2yqfhrMniTw+M5WHw9KceheWIA/khrp/C3/IuWv/AAP/ANDagDlPAtzrtv4dlNvoVvKsuoXkhY34X5jcSAjGw9CMZ74qiL7XNuiJ/YsGD4hvGX/TvvOGuiV+5wBzz3x05463wGd3g+1k/wCes1xL/wB9TyN/WsXJE3hkA9fE+oZ/K9oAl8N6h4gVdV8vQbd86lOWzqAGDkZH3P1qol/r3leL/wDiR2/zTN5n+n/c/wBFi6fJzxg/jXTeF/u6v/2FLj+Yqkn+q8a/9d2/9JIaAOe+H99rsekMINEglXybTlr7bx9lix/Aeowfxrc0/UPEI1TVyugW5YzpuH9oAYPlJ/sc8VH8N/8AkCt/1wsv/SSGug03/kLa1/18R/8AolKAPPPF97rT6Z4qE2jQRhoLXzCL3dsG44x8nOa3rS/8QnxpqhTQrTzDZWwZX1HAA3TYORGc557dqr+Nf+QV4v8A+ve0/wDQjXRWf/I9av8A9eFp/wChzUAY8F54j/4TS+YaLp/m/YLcFf7SbAHmS4OfJ+vGO1AvPEf/AAmrt/Yun+b/AGco2/2k2NvmHnPk9fbFbVv/AMj1qH/YOtv/AEZNQP8AkfH/AOwYv/o00AMtJ9Vm8SW41KwtrUCzn2GC7M2754s5yi4/WugrOm/5GOz/AOvSf/0OGtGgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCtqAzpt0BnJhfpH5nY/w/wAX0715t8KEma91KVts0YUL9oS9jCkk5x9liJWL69eK9D1wwjw/qRuN/kC1l8zy/vbdhzj3xXHfD43Gq3Emqalc2X2+zjfTxbWcSoqrlWLMQx3k4TGMAcgDmgD0Cq91YWd6rLdWkE6su0iWMNkZBxz7gH6irFFAFW30ywtJ/OtrK2hl2CPfHEqtsHRcgdBgcewrD0j/AJH/AMS/9e9l/KWumrmdI/5H/wAS/wDXvZfyloA6asbS/wDkP67/ANdYf/RS1s1jaX/yH9d/66w/+iloA2ayNN/5D2tf9dIv/RYrXrI03/kPa1/10i/9FigDXrJ03/kN61/11i/9FLWtWTpv/Ib1r/rrF/6KWgDWrG0X/kK+Iv8AsIJ/6SwVs1jaL/yFfEX/AGEE/wDSWCgCxrei2mvaXJY3ifK3zRyLw8Lj7roezA8g1yvgjV7mLXtc0DXp4jrkdwsu9BtW5iEMSiRffABZe24dq7uuPutBj12fxBGsn2e+g1COWzu1GXt5RbQ4Ye3YjuMg0AdhWPpH/IZ8Qf8AX5H/AOk8NVPDHiOXVDPpeqwraa9Y4F1bg/K47SxnvG3b06Grekf8hnxB/wBfkf8A6Tw0AbFcv4U/5Dfi/wD7DA/9Jbeuorl/Cn/Ib8X/APYYH/pLb0AdRXO+FP8AXeIP+wvN/wCgJXRVzvhT/XeIP+wvN/6AlAHRVyXgX7/ij/sPXP8A6CldbXJeBfv+KP8AsPXP/oKUAdbXL+Hf+Rx8Yf8AX3b/APpNFXUVy/h3/kcfGH/X3b/+k0VAHUUUUUAFebfEQbvEukoLyeyU2sjTXKWwmSJFngcM43Ahd6plhnAJzgcj0mql/Lb2dncX88QcW8DsxCgsUAyQM+uOlAGR4E2f8ILo/lsXX7OMMQATyeeK6KuY8Ia/b6nFJp0ccUc9lGhlihtzCkO5nAjKEkqw2cjpyCODXT0AFc54zlaDS7KVIJJ2TUrQiKPG5/3q8DJAz9SK6OsHxX/x56d/2FLT/wBHLQBleItcvZNMiDeG9VjH26zOWaDHFxGccS9T0/GovFuuXkvhm7RvDeqxgmP53aDA/eL6Smuj8QwS3GmxJDG0jC9tHIUZO1biNmP0ABJ+lReK7aa78N3UNvE0srGPCIMk4kUn9BQBleINdvX8Oakh8NasgNtICzNb4Hynk4lpfEGu3r+HNUQ+GtWQNaSgszW+F+Q8nEtbuvwyXHh3UYYUZ5HtpFVVGSxKnAFGvRST+HdThiRnkktJVRFGSxKEACgDnfFGuXsnhLWUbw3qsYaxnBd2gwv7tuTiUnFZXj7W72X4b6rbnw/qcHnWwhEshg2guQo6SE8k46d67PxNBLc+FNYggjaSaWxmREUZLMUIAA9c1ifEGMv4JS35VpLuzX8p42P6KaAFs9dvR4at0HhrViPsajeGt8H5Ov8Arc4rnPhVq17b+B4WXQNSuRNcTSCWIw7WG8gfekB4AA6dq72w/wCRUtf+vFf/AEAVh/CqBoPhf4fR+ptQ/wCDMWH86AOc8IateLrwlXQdSmEeiWkW1DDkZkmO7mQcHj346Cuh8Oa7eReH7ZR4b1VwN/zK0GD87estRfD9S0t7L1AtLOL6EIzf+zitvQJVg8IxzP8AdjSVj9AzGgDmvh/rt2vgPSdnh7VJ1MRIljMG1ssTkZkB/MVnJrF2bnw8o0DUiya/qEwGYfn/AOPsFR+86jdznA4OCeM9N8MYzF8NdCjPVLfafwY1m2xzrfhuPt/bGrv+Iecf+zGgCfw3rl5Guq7fDeqybtSnY7Wg+U5HBzL1qomtXnleL/8AindU/eTMW+aD93/osQ+b957Z4zwfwrpfC/3dX/7Clx/MVnt/x6eOf+ur/wDpHFQBhfD/AFm7g0gqnh/U5x5FoN0ZgxxaxDvIOuM/Q/hW5p+u3q6pq5HhrVmLToSA1vlf3ScH97+NJ4AAGnzgDAEdp/6SQ1uab/yFta/6+I//AESlAHnni/V7qXTPFQbQdRiEkFqCXMOEwx64kPX2zW/aa5eDxnqkg8OaqWaytgUDQblw03J/e4wc+vY1W8a/8grxf/172n/oRrorP/ketX/68LT/ANDmoAx4NcvB40vpP+Eb1UsbC3Hl7oNwAkl5/wBbjBz69qUa5ef8Jq8n/CN6ru/s5V8vdBu/1h5/1uMfjWzb/wDI9ah/2Drb/wBGTUD/AJHx/wDsGL/6NNADLTUJ77xJbibSryxCWc+DcmM7/ni6bHb9cV0FZ03/ACMdn/16T/8AocNaNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADWVXRkZQysMEEZBFcndazp2ieL7XTLWytolkRBcvFAqshkbbFzuGQWByAGxwTiuk1OK4n0q8htJBHcyQOsLk42uVIU57c4rlvCHh/UtPaSLWtNsGSOQyWk/wBqa5liGQQm50DYB3HOe9AHZ0UUUAFczpOP+E/8S/8AXvZfylrpq4NvDGieIfiD4gbV9Mt7xobazEZmXO3Ikzj8hQB3eR6isfSyP7f1zkf62H/0UtZ3/CtvBf8A0Len/wDfusvT/h74Qk1rWIn8P2LJFJEEUx8LmME4/GgDvcj1FZOmkf29rXI/1kX/AKLFZn/CtvBf/Qt6f/37rNsPh54Qk1nVon8PWJSJ4gimPhcxgn9aAO7yPUVlaaR/betcj/Wxf+ilrL/4Vt4L/wChb0//AL91m2Hw88ISatq0b+HrEpHJGEUx/dBjUnH40Ad3keorH0Uj+1fEXI/5CCf+ksFZ3/CtvBf/AELen/8AfusvSvh74Qm1LXEk8P2LLDfKkYMf3V+zwtgfixP40Ad7keorH0cj+1/EPI/4/k/9Joazv+FbeC/+hb0//v3WXpfw98IS6nrkcnh+xZIbxEjBj+6pgibA/Ek/jQBv+JtDl1SCK80yeO11qzO+0uWXI/2o39UYcEfQ9QKzvA+tnWLnXWurVrHUEu0FzZykbo2EEa5HqpKna3Qipv8AhW3gv/oW9P8A+/dcdqfwy0m5udVudF0ewF5p16jRWsifurmMwRFom9Mkkg9j+NAHrWR6iuY8KEf234v5H/IYH/pLb1k6B4U8A+IdNF3beGrKN1Yxz28sW2S3kHVHHYj9eD3ql4b8A+E7nVvFEc+g2UiW+qCKENH9xPs0DYHtlmP40AelZHqK53woR53iDkf8heX/ANASoP8AhW3gv/oW9P8A+/dYfhvwB4SuZdbE+gWMgh1OWKPdH91QqYA9uTQB6LkeorkvApG/xRyP+Q9c/wDoKVJ/wrbwX/0Len/9+65rwf4D8K3r+IRc6FZS+RrM8MW6P7iAJhR7cmgD07I9RXMeHcf8Jj4w/wCvu3/9Joqb/wAK28F/9C3p/wD37qt4L0yx0fxF4ssdOto7a1jvINkUYwq5t4yf1JoA7OiiigArM1XQrDWhH9t+1ERghRBeSwdeufLZc9O9adFAFe0srexgSKBCFRQgZ3LuQOmWYkt9STWJ4r8SXHhuGK4Sw+0W3lzvI+/BBjheQKB1JOzr2ro6jkhim2+bGj7SSu5QcZBB/QkfiaAMXwxrN1q0V/FfRwLc2NyIHe3J8t8xpICueekgH1Bpni+RYdOsJH3bV1O0J2qWP+uXsOTWzZWNnptsttY2sNtApJEUMYRQT14HFZPiv/jz07/sKWn/AKOWgDm/E8vjnTfEtxd+HrZr+zkWFVgndfKUkPv2gEHOVj5JwNx9eG6feePbvQtRl1K2a2uzNb+VHbRoGWHcBN5eWIL4DEBumR+HfXN1DZxCWd9iNIkYOCfmdgijj1ZgPxrlPFR1ez8QaXqsE0w0q0VvtMSS7UcscfMNwJP3QvBGSc4HNAGR/bHxE+1QWdroyrAud13eRo7lNqlc7JFG7ls4GMiqraz8VZ5LlDotlbxpLhHjTezJuwcZkxwvOcc5qjLd+OtM1nULVNR8vy4GvmhndJSyjcC4JB2oWCgKCCMngV23hYa7pGl6g/ii4SQKxu1mV9wjVhueP1whzj2IA6UAJba9f2njCXRr23aRby5kktZDIg8uBYY+dvUgvvHrnPYcUvH+rWaxWVhIl2ZBeK5KWUzr8sbvwyqQfu9ATjn0Ndld3UNlZz3dy4SCCNpJHwTtVRknj2Fctrt1/aXiSCxg+eLT7Ge9uGHRXdDHEv1KtKfoKAI4/FumW3g5WZNRBi08Ek6bcheI/wC95eMe/SovBfiHTrHwPoVpJHqW+GwgRtul3LDIQZwRHg/UUeKbmRPhhDY27YutTtobCEDrmRQGP4Jvb6LXReFj/wAUlo//AF4w/wDoAoA4zwB4i0+20++Miagd80WNmm3Dji2hU8qh7g/5NOfxTp0Hw0v0xfq4srkBjp1wFBO/HzbMDtznitX4YRSr4NSeZQGuLmVxjuqt5an8VQGqWqHz/h3Y6Wv39UvI7PHXKtNl/wDxxXoAl8F+ItPsvCNjbSR6lvj8xTt0u5Yf6xu4jxWFbeILIeJPDz7L/bHfau7AafOThpXxgbMnrzjpnnFd94W/5AEf/Xaf/wBHPXMab8/izQ1H8E+tuT/29Y/rQBZ8N+J9OiXVd0eondqU7Dbply3BI64j4Pt1qi3iTT/svjMbNQzNIxX/AIltxx/okQ5+T5eR3xxz0rp/C/3dX/7Clx/MVnt/x5+Of+ur/wDpHFQBj+B/Emn29jOHTUDmO1+5ptw/S1iB6IfT8evStjTvFGmrqmrsY9Sw86EY0u5P/LJBz+746d6TwB/x4XH/AFztP/SSGtvTf+QtrX/XxH/6JSgDz3xh4gsJ9M8VKiX4MsFqF36fOvRj1ynH44zW/aeJ9OXxnqkpj1Ha1laqANMuSchpuo8vI69e/wCFVfGv/IK8X/8AXvaf+hGuis/+R61f/rwtP/Q5qAMmDxPpo8aX0vl6jtawt1H/ABLLnORJL28vOOev+FA8T6d/wmzzeXqO3+zlXH9mXOc+YT08vOPeti3/AOR61D/sHW3/AKMmoH/I+P8A9gxf/RpoAbaava6n4kthbLdAx2c5bz7SWHq8XTeoz+Fb9Z03/Ix2f/XpP/6HDWjQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXM6R/wAj/wCJf+vey/lLW7BqNlc3lxaQXcEtzb486FJAXjzyNwHIz71haR/yP/iX/r3sv5S0AdNWNpf/ACH9d/66w/8Aopa2axtL/wCQ/rv/AF1h/wDRS0AbNZGm/wDIe1r/AK6Rf+ixWvWRpv8AyHta/wCukX/osUAa9ZOm/wDIb1r/AK6xf+ilrWrJ03/kN61/11i/9FLQBrVjaL/yFfEX/YQT/wBJYK2axtF/5CviL/sIJ/6SwUAbNY2j/wDIX8Q/9fyf+k0NbNY2j/8AIX8Q/wDX8n/pNDQBs1j6R/yGfEH/AF+R/wDpPDWxWPpH/IZ8Qf8AX5H/AOk8NAGX4k03UNN1EeJ9AiM13GgS+sV/5foR6f8ATRcnae/Sq/w/1O11mfxRqFm5a3n1YMpZSpH+iwAgg8ggggjsRXaV5faHVtG8X+Kde02KS8shqiw6hYRjLlBbwsJYh3dSzZX+IH1AoA9QrnfCn+u8Qf8AYXm/9AStjTdSs9X0+G/0+4S4tZl3Ryocgj/HtjtWP4U/13iD/sLzf+gJQB0Vcl4F+/4o/wCw9c/+gpXW1yXgX7/ij/sPXP8A6ClAHW1y/h3/AJHHxh/192//AKTRV1Fcv4d/5HHxh/192/8A6TRUAdRRRRQAUUUUAFFFFABXMeOtQtdL0S0vbyQx28Oo2ryOFLYAlUngAk109YPir/jz07/sKWn/AKOWgDD8SeOvDT6JYyrqalbi9tHjxDJkhbiNmJG3K8A9cVF408ceGxpc+l/2kpvJTEURYpCp/eKfvBdo6Hqa6bxN/wAgmH/sIWX/AKVRVF4z/wCRUvP96L/0YtAHnus+JbG8+IWtPDqMLWieHZLbmJ1/eiQnaGIweueK6vVPHXhvVPCmtNaamriO1mRg0UiHOw9Aygn8K6HxJ/yK+qf9esn/AKCax/GPiSyttH1XTbbfe6kbOTNrbDc0YKH5pD0Re+WxntmgDL8W/ELwzJ4A1S4g1JZTdWk0MEWxlkkcqVwFYA4BOScdOaraVr/h3QfCBkvNZSfUNXUzTzrDIfMldOBjGUVRhRnGAPrWhqPh6W18M+INZ1m5W91qbTbhTIoxFbJ5bHy4lPRfU9W6n0Cavqs3ijS5tL0KeVbFYW+3apD90BRzFE38TnoWGQozznAoAwdO8b+H9U1mytpb1RFp+m7LRjG5Sad4/nYMBtARVK5JHLMPSpj8QdHj8D2ui6ZqIOuSWMNtEhjcBHZFUtuI2kKDuOCeFNdvp4ttP8EW2BFb20OnqT0VEUR8+wFc/wCAoJtXttO1y7tnigtbCO005JBglSqmSbHbcQFHfauf4qAG+DfF/huw8C2MR1QbNNt1gmLRPuBRRnA25b6rkVzth4z8Py3ugXFxqGNP0yGe5dhDIx8+R2jjG0Luzt809O49RXoXh25gs/BVjdXMqxQQ2geSRzgKoGSSayvhrZLH4afVSxabVZ3uSWGCI8lY19sIBx6k0AVtC8deG7HQLD7RqaqbqabygIZGzmViM4U7fvDrisLSPFmhp48sLeXUFDRrq2PkbaGe8DL82McorHr+pFd/4W/5AEf/AF2n/wDRz1y/hIi+8b38sYzHpi3tvIw7STXsjlfqFjQ/8CFAEvhfxn4e+36zYHUkFwNQnlwY3C7dwGQ2Np+maz08aeHp9G8aXkeoqYZZWCExOGbNtEn3SufvDHSuu8L/AHdX/wCwpcfzFZ7f8efjn/rq/wD6RxUAc54N8deG9O0Oa7utS2Qt9miBEEjNuW2jU/KFJ6qecYratPHnhm21S7aXUwBfzxm3IhkO4GKMc4X5eo+9j9DVjwB/x4XH/XO0/wDSSGtvTf8AkLa1/wBfEf8A6JSgDzbxn4v0J18Uacl+rXNxBbCJRG5VtpLH5sbRx6muh0zxn4euPHWteXqSYS0gjJaN1G5Hl3AEjB+8OnXPGaj8ZqW0vxgB2trU/kxNdFZ/8jzq/wD14Wn/AKHNQBzmn+PvDF14m1XUotTzaxafAru0EinIeUnClQTwR0Bok8feGYfEi6s+pgWUunrGjiCQsW8xuNoXcOh6iukt/wDketQ/7B1t/wCjJqB/yPj/APYMX/0aaAEtNX0/VfEFm9jdJOBZTMducgF4cZB6VvVnTf8AIx2f/XpP/wChw1o0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzGh+GbjS/EeoahLcRvBK0zQqoO797IJG39uCMDHaob7R/E9v4mv9U0O60hYb2KFHS+ilZlMe7psYdd1dbXIS2WrH4gRXSJdC2EnzS+afJ+z+TjZt3Y3+bznGcd6AHeX8Q/8An68L/wDgPcf/ABdVbfTvH9veXdyt34ZL3TKzg28+BtUKMfP6Cu3ooA5Ly/iH/wA/Xhf/AMB7j/4uq0Gn/EC3vLq5W78Ml7llZgbefA2rtGPn9q7aigDkvL+If/P14X/8B7j/AOLqtBp/xAt7u6uFu/DJa5ZWYG3nwMKF4+f0FdtRQByXl/EP/n68L/8AgPcf/F1VtdO8f2lxezJeeGS13MJnDW8+ARGkeB8/TCD8Sa7eigDkvL+If/P14X/8B7j/AOLqrbad4/tbm9nS88MlruUTOGt58AhFTj5+mEH610PibTX1fwxqVhEZPNmt3WMRymMl8HaNwI4JxntjrXn+q+ENbuNburn+zPtEBuJ5Ln97H/xMInkQwx8t/wAswp+9jGOM5oA6ny/iH/z9eF//AAHuP/i6q22neP7W6vJ0u/DJa7lErg28+AQipx8/ogrqNDtrqy0DTrW9l827hto45pM53OFAJz9av0Acl5fxD/5+vC//AID3H/xdZ+naL490271O4ivfDbNqFyLmUPbz4VvLSPA+fpiMde5Nd7RQB53pnh/x9o+o3stld+Gktb1/Okt/InEccvdkG7I3dTzjIzjk1Z07SPH2mtetFeeGmN3ctcvvt5+GYAED5+nyiu7ooA5Ly/iH/wA/Xhf/AMB7j/4us3SdC8eaOb8wXvht/tt495Jvt5/ldwAQMP0+UV39FAHJeX8Q/wDn68L/APgPcf8AxdWvDGj6tp95q99rM9lLdajPHKRZo6ooSNYwMMSf4c9a5TVG16XXdQFvL4gjsEkkRyI5N0p2uUaLC4VFfy045YEluBk63glvEbXrPr32wXDRSfakkB8lHEg8ryv4eU3Z255xnmgDuKKKKACiiigAqhrepDRtCv8AUzE0wtLd5/LXq21ScfpV+muiyIyOoZGGGVhkEelAGJ4Z1q61eG+jvYYY7qyuPIkNuxaN8xpICpIz0cD6g1D4zuYLPSbO6uZkht4dRtXklkYKqKJVySTwBW1Y6fZaXbC2sLSC1twSRFBGEUE9TgVNN5QhczbfKAJbf0x70AcV4h8c+E59MiSHxNo8jC+tHIW9jJ2rcRsx69AASfYVW8Z+PvCLeFbtYvEemTyEx4jguVkY4dScKpJ6A11Ok3mi65bNcWEMTxqQDutyh5UMpwwBwVIIPcGnatdaLodibzUUt4YNwQMYcksegAAyaAPOtb8f2/iTR7+OHxBo2j6c0DgK97FJeXIwflChtsQP/Am9lNat/wCJfh/oPgzU7PS9b0dVktpRsgullkldlIy2CWZie5zXffYLMj/j0g/79j/CobqDTrS1kuJrSHy41LNtg3H8ABkn2FAHlviLxpZ+KvD+qeb4k0rStOFrKYrGO/ie7u22HaHKsQik4+Rck9CR0rq5/G/gmx8MyW8HiLRUjitSiQwXUZx8uAFVTn8AK6HTW0jVrJbuzt4HiLMhzBtKsrFWUgjIIII/CpLyLTbG1kuZ7SLy4xk7Lfe3pwACTQB5fb+KtB8U6Vbw6vrelWWjWluoSxlv4vNvJVUYaVQ3EYI4Q8k8sBjFdT4f8eeEbPwppaXHibSUkis4ldDeIWUhBkbc5z7V0mmtpGrWEd7ZW8EkEmQrGDacgkEEEZBBBFWWsbFFLNa24UDJJjXAFAHk+k+K9A8SadpunX+v6VZaFZohniuLyNJL6ReQhUnKxA8nPLEYxjr1fhzxx4Tt9BtopvE2jxyLvyrXsYI+c9s10Okz6Jrlgt9p0dtcWrO6LIsIAJVipxkeoPNXDYWKqSbS3AHJ/dD/AAoA87tvif4a0jw+lrbarYXOpSSzeTD9oVYwTKxDPITtVeQeucdAan8D+KPCukaDKl54p0U3819dTXUxu40M7mZwHxu6FQuPbFdfpFxouu6el9p8EMls/wB1zb7c/gQKv/2fZf8APnb/APfof4UAcZ4c8b+FIF1TzvEukR79SndN97GNykjBHPIrA1P4geH1XxTptjrFhNeancbLaT7UiwqrW0SGRpCdu1TngEk4IArv9J1HQNcecadHDMIThn+zEKeSMhiMMMg9P6itP+z7L/nzt/8Av0P8KAOI8N+LfCOm3Op2/wDwk2jrEjwpExvYwHVYI1yOeeQR+FXdP8ceE01TVnfxNo6rJOhQm+jAYeUgyOeeQR+FbltNo95qNzYR2QFxbKrSLJaFQASQCCVwc7T09Ku/2bYf8+Vt/wB+l/woA8y8U+LvDlzZeJ4bbXdOnku4LaKBIrpGMjZYEDB7Z59K6O08T6AvjTVZjrenCJrK1VXN0mCQ02QDntkfnWvDqfh4+IX0SJYBqKDLRi3x/CGI3YxnaynGe9a/2a3/AOeEX/fAoA5ODxPoA8aX0x1vTRE1hbqH+1JgkSS5Gc9eR+dA8T6B/wAJs839t6b5X9nKu/7UmM+YTjOetbCazob6ydJUp9rEhix5B2mQIHKBsbSwQhsZzitX7Nb/APPCL/vgUAY9tq+map4kthp+oWt2Y7SfeIJlfbl4sZweOlbtc7P4u8O2Fxdw/aB5tq2ydYbd3KYUsc7V6AKST0GPWugjkSWNZI2DI6hlYcgg9DQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorj9dsk0rxKfE0wvDYWthNLMqXb7WmBjCAR7sElQ4xjGT61Fd6xe+M/Bkq+HYLm3uLny42klfyPKBYiUB8Ehl2suQCQSDigDtaK8h1TRviPd2c0MPmxzSaSlm8kd6oBmjdz5ifMCC6qozwf3gz0OItN8N+O4AVlN980zu5a9/2bgDrK2Qd8XICYwODjIAPY6K8hi8N+OLfT7d7BrqO5hs7hZoprkqs7usShcmaTDffZXyoBA4AJrrvDfhme0vtXl1A3hW4WNIt99I42mJPMwN52nzN3PBHbigDsKK8tn8Ja5ANFWBNQdEW4N4DeSSneXTy+twn8IPQkD05rIXwv8R57bR7O4mnENpM3mO1+cyrL8x8wq4YhCNoAOcHg0Ae00V5hL4T8S2mqaepuru+t4onLPHNJtR2lLBRuuFbCqQAzb+B07VnR+E/H8WnfYILp45LiC3L3Av3VYmQMzZLNIwcvsB2Dayg9KAPYKK8+bRNaXUrfW1tL5J82s1zapflgWzJ56qpk2Y5jOOmBx6Vmnw54wl1CC/L3KRi5EjxfbG85YzcTPtGJPLOFaMMCDx905GKAPU6K4jwFaaroekQW2s21815cMkbu5MgVhGSSxM0nGVIyAuSRx6QXWh6lf2d3qFre6l9v+0yW89pHdeWrQi63NsyRtcxYCtkcEdOtAHfUVxuhRXlr4mt7aKG+gsxZTtNDd3HnFMzDyPmyQODNgZJA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Page <1> V1.025/02/13
200mW
Surface Mount Zener Diode
Features:
• Planar Die Construction
• 200mw Power Dissipation
• Zener Voltages From 2.4V to 39V
• Also available in Lead Free Version
Applications:
200mW Surface mount zener diode
Max. Rating @ T
= 25°C unless otherwise specied
Electrical Characteristics @ T
= 25°C unless otherwise specied
Characteristic Symbol Value Unit
Forward voltage @ I
= 10mA V
0.9 V
Power dissipation PD200 mW
Thermal resistance, junction to ambient air RθJA 625 °C/W
Operating and storage temperature range
-65 to +150 °C
Zerner Voltage Range Max. Zener Impedance Max. Reverse
Current
Typical Temperature
Coefcient
@ I
mV/°C
V
@ I
I
Z
@ I
Z
@ I
I
V
Min. Max.
Nom. (V) Min.(V) Max. (V) mA Ω Ω mA μA V
20 18.8 21.2 5 55 225 1 0.1 14 14.4 18
Typical Characteristics @ T
= 25°C unless otherwise specied