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aaH7MtykTNsLKwBAJ5wcH3oA26KbG/mRq+MbgDinUAFFFZl9rcNhrelaW8UjS6kZRG64wvlpuOfqKANOiszVtbh0ifTYpYpHN/dLaoUx8rEE5PtxUlpq1te6pqOnRCTz7Bo1m3DA+ddwwe/FAF+isS9125sNK1q/uNMZE0/e0QMv/HyqqDuBx8vOR36VZXUrmS40sRaez295E0k04k4t8KCoIxznJHbpQBpUVQ0zVrbVWvRbiQGzuntZd4x86gE49vmFX6ACiisrS9Z/tLUtWs/I8v+z51h378+ZlA2cY46470AatFFFABRVCx1a21C+1C0hEglsZFil3DAyVDDHrwaNM1a21Vr0W4kBs7p7WXeMfOoBOPb5hQBfooooAKKKiubmKztJrqdwkMKNJIx7KBkn8qAJaKxovEUEXhVNf1OP7DA0ImZGbcVU/dHT7xBHHqcVknx1JbRR3mpeHdTsdLkIAvJQp2A9C6A7lFAHX0UisrorowZWGQQcgiloAKKKKACiiigAooooAKKKbJIkMTyyMFRFLMx6ADqaAHUVx8Pji6u4Pt1l4X1a50w5KXEezdIv95Yy24j0rQ13xR/Y1/YWMWmXd9c3qyNHHBtBATBOdxHrQB0FFc7p3jC1vNUj0u8sb7S76UExRXsQUS467GBIOKbqPix4NYm0rS9Iu9Uu7dVa48llRIdwyoLMQMkc4oA6Sisi311pNEn1KfStQt3g3B7Vog0rEf3QD82c8YqDw74oj8Qz38I0+8spbJkWSO7QK/zDI4BOOP50Ab1Fc/q3ig2OqjS9P0u51O+WLzpY4GVREmcAszEDJ7DrU9p4n0278NvrvmPFaRKzTCVcPEV4ZWH94EYxQBs0Vy+neMvtV/Z219o97pqX4Js5rjaVl4ztOCdrEcgGrGreKDY6qNL0/S7nU75YvOljgZVESZwCzMQMnsOtAHQUVn6JrNrr2lx39pvVGJVo5F2vGwOGVh2INaFABRRRQAUUUUAFFFFABRRRQAUUVQsdWttQvtQtIRIJbGRYpdwwMlQwx68GgC/RWVoes/21HfP5Hk/Zb2a0xv3bvLbG7oMZ9K1aACiiquo6hbaVp1xf3knl28CF3bGcAf1oAtUVy1n4tv7qS3d/CuqxWdw6qk52MVDEAMyBsqOcn0FdTQAUVleJNZ/4R7w/ear5Hn/AGdQ3lb9u7LAdcHHX0qDXdfm0y9sdPsdOa/v7ze0cXnCJQqAFiWIOOo7UAblFRwNI9vG80YilZQXjDbtpxyM98etc1P4yaa+uLXRdFvdW+yuY55oWRIlcdVDMRuI7gUAdTRWfo+qrrFkbgWtzaujmOSC5TY6MMcY7jkEEda0KACisrQ9Z/tlNQbyPJ+yX01n9/dv8s43dBjPpWrQAUUUUAFFc+PEN3c+JLjSrDSjcQ2jxpd3T3CxiMuN3yrglsA+1XtN1u21fQxq1osnkMJCqyDax2MVPr3U0AaVFZ2gar/bmg2WqeT5P2mISeXu3bc9s4GfyrRoAKKKKACiikLAUALTS/pTSxNNoAkVs06ogcGpAcigBaKzPEOr/wBg6Be6p5Hn/Zo9/l79u7npnBx+VaMb+ZGr4xuAOKAHUUUUAFFZWoaz9h13SNM8jf8A2i0q+Zvx5exN/THOenatWgBjntTKVjk0lABRRVEatbHXm0fD/althdE4+XYWK9fXIoAvUUU5VzQAgBNSBQKy9X1kaTc6XD9n837fdi2zv27Mqzbuhz93px1rVoAKKKaWx0oAcTioy+elITmkoAKKKKACinBSaeFAFAEVFUdK1a21mwN5aiQReY8fzjByjFT+oqHw7rH9v+H7PVfI8j7Shby9+7byR1wM9PSgDUqVTkVFSqcGgCWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuLvpD4v8AFFnZWfOmaLdrc3VyOj3CZ2RIe+M5b8q6fV7O41HSLqztb1rKaaMotwq7jHnuBkdveua0Twnr+hw2lpB4nh+wW7DMC6Wi71zlhu3k5PPPXnNAHZVh+M/+RI1z/rxm/wDQDVz7Ddf8JD/aH9oP9j+yeR9i2/L5m/d5mc9cfLjH407WtO/tfRL7TfN8r7VA8Pmbd23cCM4yM9fWgDhFs/Efirw3o+ky6RDp+mhbeSW7e7WRnjQAjaijIJwOtWoNDh8ReOfFMOpz3MljA9sI7VJ3jTcYQSx2kHjt25Ndtp1p9g0y0s9/mfZ4Ui34xu2gDOO3SqenaN9g1zWNS+0eZ/aLxN5ezHl7ECdc85xnoKAOBkuLfX9e1qTV9M13UI7W8e0tUsQ4ihCAAn5WHzknPOe1W5I/EN54EtIri11SYW9/tuYdxjurm0BbHcEkgrnBycHmuhuPDWpWurXd/oGrR2QvWD3NvPb+bGZMY3ryCpI6+tW5dM17+yoIodfUX8cheS4ezUpKDn5NgIwBkcg54oA53Shpk+ia7beERe2Oqm32m0u3kV4nwdpAkJ2k56g46VF4U/4R631mzhay1bTNc2NlL6SX/STt+Yglij9zW5aeGdSjub/UrrWg2r3UC28c8VsFSBFJIwhJ3cnnJpIPDeq3Wr2N9rmsQ3a2DM8EVva+UC5XbuY7iTwegxQBoeLLaK78JatDMGKfZZHwrFTlRuHIIPUD61xNzotjp/wcmvLaOVZ7nSYWlLTyOCSqnhWYheT2Ar0i6to7yzntZQTHNG0b49CMH+dcqvg7UW8L3Xh+518T2b2y29uTZhWhVcYyQ3zcADtQBmanoieHf7B1i1urttRkv7eC7mkndhcJIdrAqTtA54AAxiq+r3UWs+NNWs9U0/WL+x08RRQW1gG2BmXczvtZTnnA9hXaa1of9r2djb/aPK+y3cNzu2bt3lnO3qMZ9e1UtR8OX39ty6xoeprY3VxGsdzHLB5sUwX7pIyCGA4yD0oAi8DNfrp97bXkF/HbwXTCzN8pEphIBAOeuDkZ9MVF4j4+IHgw9t94P/INb+k2uoWlq66lqIvrh5C3mLCIlUYA2hQTxwTknPNVfEWgDXILZobt7O+s5RNa3KKGMbYwcqeoI6igDK8bf8hLwoO/9sRn/wAdas3RPDelz+P/ABO8kU5a2uLaSLF1KMM0Yc5w3zc9jkDp04rYs/DOpT61aanr+rpfNZbjbQQ24ijRmGC55JY46elTS+HL6LxLcavpur/ZUvDEbu3e2Eok2DaNrZBX5eO9AHOXcsknhz4hB5GYJNMqhjnaPJXgelaUksi+JfBMayMEezudyg8NiKPGR3q/J4U8zTvEdp9tx/bMjvu8r/U7kC4xn5ume1WX8P79V0K9+1Y/sqGWLZ5f+t3oq5zn5cbc9+tAHMeCvDGlNd67MYZy9tq88MX+lS4ChU4I3YbqeTk1D/bF7p3gfUNC8531i3vP7Jt2ZvnfzD+7fP8AuNnP+zXTWfhy+03Xbq8sdX8uwu7k3M9k9sHLOQA218gjOB2NYFrbaf4i+KZ1XT5hPaWFqpuJIzmN7j5lT2LKjHntxQB3NhaLYafbWaMzrBEsYZjktgYyT61wem+HbTXvF/isai80ltHdRhII5mjUOYly52kEnAAGenPrXolci/hTVbTWtU1XSNdS2m1B1aSKW18xAAoA/iHzDk598EUAc8b+9Hg97SW7mlk03xClgs7Od8kayrjce/DYP0rp/E0skfiTwqiSMqveyBlDYDDym6+tB8FW/wDwh8mhfbJfOkk+0NekDeZ92/zMfUDj04z3qKPwpq1zrOl6pq+vLczafIzJFFaiNCCpU/xfePBz7YAoAzPDXhvS5PF/iKZop99pfxtCRdSgA7FbkbsNz659OlN8FeHdLhvNdvBDP5tlrE6Q/wCkykBVVMAjdhjyeTk10A8OX1t4kuNU07V/s9veSRyXdq9sJBIVAU7WyCuQPf1os/Dl9puu3V5Y6v5dhd3Jubiye2DlnIAba+QRnA7GgDk9P0Qa74Im8U3V7drrc0ct1FcpcOogKltqKoO3aAACMdzVm+uLnxHN4EMl1Pbf2hDM9yYHKFh5IZgMdM8j1GeK0G8EalFZXGjWOvfZtCuGYm3+zBpY0Y5aNHzwpyeo4zW1L4chOpaDc28vkw6OkiRwbM71aPYBnPGAPQ5oAxtEsY/D/j+50eweZdOn01bvyJJWkCSCTYSpYkjIPNWviPIyeA9SCkr5nlRMR2VpUU/oTWr/AGL/AMVZ/bv2j/lx+x+Ts/6ab927P4Yx+NO8Q6SuueHr/TGIU3ELIrH+Fuqn8CAaAOf8fIgg8NwMALNtatklX+Hb82AfbOK6LXkhk8O6mlyB5BtZfMz027TmqA08eKvB0NprVvNBNNEomU/K8cq/xKf94ZB7j61mzeEte1K1Gm6t4nNxpnAlSK1Ecs6j+Fnyce5A5oA561hutR0/4eWUl3c263FvMJTFIVZo1iBAyPVRjPUZ4rf0Sxj8P+P7nR7B5l06fTVu/IklaQJIJNhKliSMg81uXWgRzaxol7DKIItKEqpAseQwePYADnjH0NP/ALF/4qz+3ftH/Lj9j8nZ/wBNN+7dn8MY/GgCt4yt9SufDNxFpYlacshZIX2SPGGG9VbsSuaw/DFx4btbu8OmWmo2GoxWrPLY3zShmUEHdtckHkYyPX3rrdVtr66sjHp1+LG5DBllMIlGB1BUkcGsnTfDt8NcGsa1qUd7cxwNbwxw2/lRorEFieSSTgUAclb6H9v8AyeK5r+7GvvbyXy3a3DgRkZYIFztC4GMY9au3Zl8Ta94TE9xPBb32lyXFzFBIY/MBVG25HIGT25xkd6uHwNqKadLodvr5i0CRj/o/wBnBmSMnJjEmfu8nkjODit5vD8Y17TNRhlEUVhayWyW4TIKttxznjG30oA5PTfDVvP4p1rw/LcXbaHaLDPFZ/aXADyKc5YHcQNpIGcZNU31jUNL8CX9jBc3TyQ60+lQTqd8yxbxjBPVtpIH4V3lno32TxHqer/aN326OGPytmNnlhhnOec7vQdKzf8AhDLeXR9X065unddQvpL5ZI12NA7EMuDk5Kkde/pQBzVlb/2drulS6Bo3iK133AivvtiuY5YmBBdtzH5gcHIx3r0a6to7yzmtZc+XNG0b464Iwf51iWGl+JorqA33iKCe2iOWSKxCPMP9ptxx+ArduImntpYklaJnQqJE6oSMZHuKAOBDeLvAmkANHYaxotjH95CYrhIl7kfdOB9elXr+6ivvHvg67gJMM9pdSoSOqtGhH6GnXfhbxNqVk+m33ipJLCUbJjHYqk0id13bsDI4yBVrV/Cdzc3mj3OkaoumPpcLwxbrYTAqwVccsOgX3oAq/EQKLLRJUx9qTWLbyCOu4k5A/Cl1DQvEWm+IL7WPDdxYyLfbGubO9VgCyLtBRl6Ej1q1ZeEp21a31TXNYm1W5tcm2QxLDFET/EEXq3uTUt/pPiRtQnn0zxFHDbykEW9xZiURcAHa2Qe2cGgCXwv4gk16zuRdWZs7+zna3uYN24K47g9wc/561neGv+R58Y/9drX/ANE1e0fw3NoukX0MOpPJqd7I80t/JED+9YYDbM4wOPlzWdpPhLXtM1y41J/FCT/a5Y3u4/7OVfNCDaADvO3jjIFAD/DXPjrxiz/63zbUf8B8r5f61yOqceEfGka/8ex18B/QAvFv/Wu41Tw5ftrb6xomqLYXU8Sw3KyQCVJQv3WxkYYZxT7XwhZReFLjQbiSS4S63tcztgPJI5yX9jnGPoOtAFLx/wAWehsv+tXWrXyv97cf6Zo8Nc+OvGLP/rfNtR/wHyvl/rTrPwpqb6hp82t62NQt9NbfbRLbiPc+MB5Dk7iB9Oeasap4cv21t9Y0TVFsLqeJYblZIBKkoX7rYyMMM4oAq+COLzxSqf6oa1Nj/eKru/WofG9tcS3+my3FjqGoaJGsgurawYh95xsZlUgso54FdB4f0SLQNKFmkzzyM7TTzuMNLIxyzH60zV7LW554pdJ1aG0CqVeGa1EqufXOQQaAOTudV0+y8A3DeFLmeITXiWwMzOz2ruyqww5yuBzj1Oa6PTfCOk6HOl7a/a/tMaHzJHupHM3HJYE4J79OtVofBUMmh6pY6lePdXGpy+fcXCII8OMbSijONu0Y61b0rTfEVtdxHUdfhu7WJSNiWYjeXjALNuPTrwKAOP0/RBrvgibxTdXt2utzRy3UVylw6iAqW2oqg7doAAIx3NT6hcXPiOXwH5l1Nbf2hFK9z5DlC48kMw46Z5HtnitJvBGpRWVxo1jr32bQrhmJt/swaWNGOWjR88KcnqOM1B4o0kHxD4N02wnay8n7QtvIgDeXsiBXg9RwAR3GaAH28MfhLxn9gsGmOm3enyXJtXlZxHLGR8yliSMg4+tcrZ51jw+dWm0/xLPr9wjTQ39uH8uN8koEAbGwcDp616DpHh27g1mfWNY1BL++eH7PH5cPlxxRZyQFycknkk/Sqdr4W1vR42stE8QR2+mbmaKKezErwAnJVW3DIyTjI4oAx9bS+vJNGvte0rU7vTG09ftNrZFg0N0cFmdFIJGMj25rrPCsmkS6FG2iTSy2W9gold2aM55U7/mGPQ0y/wBO8QtJA+na7DEqwrHIlxZiQO4zmTIYEE56dOKy7jw9qeleF5bDS72aTUr+/Wa4vVUIVLuDI4UdBtXGKAOxrz/w14b0uTxf4imaKffaX8bQkXUoAOxW5G7Dc+ufTpXoFc6PDl9beJLjVNO1f7Pb3kkcl3avbCQSFQFO1sgrkD39aAOX0Lwraa9D4jmvp7oldXu1tljnaNYTu++ApGWz3OegqC58QX974L8JQSvfO2pttu3s+Z5UjByqn1bAyfrXd6Jon9jw6hH9o877XezXedm3Z5hzt6nOPWspPBKp4U0zSV1B0u9McSW19HGAUcE87STkEHBGeaAMnw/E9h4stI9H0nW7LSriKRbuO+VzGrgZR1LMxBPIP1Fdhr2kRa9oV5pczmNLmMpvAyVPUHHfBAqppdh4givFm1TW4LmFVIEEFmIwx/vFixP4DFaWpWs95p81vbXklnO4Gy4jUMUIOc4PB6dKAOMk1vxV4QigfX4LC/0lXSGS9tSySxgkKGdTwecdKqa5dx6t431HT9SsdXvtP06KER22nhtpd13F5NrKc4wB9DWtc+E9c1kRWuu+IY7nTkkWSSCCzETT7TkBm3HAyOgrQ1Tw7ePrR1nRdSWwvZIhDcLJD5sU6j7uRkEEZ6g9OKAOM1Br6P4beKLS4t9QisoZENj9vUiXyiynaSSchTkDnpitjxDoGnah8SNHFzHM32m1uGl23EiZKBAuNrDb+GM981sX3hvUdX8L6hpOp6ys092RidLUIsQBBwEDc9OpPetC60b7T4k07V/tG37HDLF5WzO/ft5znjG3070AXrgPFYSi3B3pERGOpyBxXNfDVYh8PtKMWDuR2c9y+9t2ffNdZXJDwpqml3Vw3hzW1srS4kMr2k9sJkjc9ShyCoPp0oAu+L59Oi0mKLUlvZUnnWOO2snZZJ3OcINpBx1J5A4rmvDLvpfjhNOttN1DTLC7snkNpeTiQb1YfOvzMRwSCM1uXXhO+udLtVfXZpNWtrv7XHeyQqVD42lfLHATHGM0un+Fr6PxNDr+pawLu6S3eAxpb+XGFJBG35jjHOc5zntigBvgf/Va/wD9hy7/APQhVXxvbXEt/pstxY6hqGiRrILq2sGIfecbGZVILKOeBW/oejf2KmoL9o877XfTXn3NuzzDnb1Ocev6U3V7LW554pdJ1aG0CqVeGa1EqufXOQQaAOQutR0+HwSIPC13cwJe6jHZM0juZLVnIDD5+VIA/XIqze6TB4O13QLjSJbhIr27FldwSTvIs25SQ5DE4YEdR61or4Ijm0PUbO/v5J7zULgXUt3GgjKSjG0oo6AbR355p9p4Z1OfV7K/17WEv/sGTbRRWwhXeRje3JycdugoAxfDvhbSZPFHidGhnKwXCRpi7lGFeEbs/Nz1PJ5HbFHw/wBDsIfBcWqJHKLtkuULG4kK48xx9wtt6Adq67TNG/s7VtXvvtHmf2hMkuzZjy9qBcZzz0z2rO0fwxfaMJbOHWfM0lvNMVo9qN0Zck/6wHkAk9qAOR8EzzeKNM0/RJJns9P022ieaAMUmvCeQcjpEPbqfSrOq3MOr+M9VstT07WL7T9OWKKC208MEDMm5nfaynPIA9hW+nglYNG0mC2vzBqmloEgv0i6jurJnlT6Z/Gp77w5fjWH1jRtUSyvJ4lju0kt/Min28K23cCpHTqeKAOdgt9Zn8E6tEkeowS6ddfadLN4CsrRphwjc/N/EvXuK05tVXxN4h8OW9lKwtFg/ta42tjjG2JTj/aJyP8AZrct5pdD0me41/WIp8Pve4aIQpGDhQoGTxn1JJJrmvhvpUNrY6hqkKuIL65c2gfqtsrHyx7Dlj9CKAOu1iQro18VJBFvIQR2+U15hPpT2Pw1svFEV9dtrcMMEsdw87kBSyjZtzt27T6c9+pr1K8t/tdlcW27Z5sbR7sZxkYzisO68K/afA0fhr7bt2QRQ/aPKznYVOdue+3170AY19o8fhrX/D97Z3N29xd3f2W8eWdn+0BkY5YE4BBGRjFQa3BpOr61qAg0jW9Tu4XEclxa3Jjjt3Cj5Uy6rkcEjB5PNdbrGjf2tcaXL9o8r7Ddrc42bt+FYbeox97rz0rKbwrqcN/qH9m639l0/UZjPPF9nDSI7AByj54zjuDigDDj1O+n+H2geKJJpHuNOlD3JB5lh3GOTI7nHzfhW/bTvrPxCYxSsbLSLUA7W+V55ufocIPw3UsdlpPgvwGum6xfRvZJHJCzuuzzd+5toGTzgkY9qPhzo0mj+DrX7SH+1XX+kTb/ALwyAFB+ihR+dAE3xC/5EDWf+vf+orA1jR18M6LYeI7S6um1OGWD7VK87MLpXZVZSpO0D5uMDjHFdl4h0j+3tAvdL8/yPtMezzdm7bz1xkZ/OsMeD9QnextNR1v7VpFjIkkVv9nCySFPuCR8/MBx2570AYer3UWs+NNWs9U0/WL+x08RRQW1gG2BmXczvtZTnnA9hXReBmv10+9tryC/jt4LphZm+UiUwkAgHPXByM+mKl1Hw5ff23LrGh6mtjdXEax3McsHmxTBfukjIIYDjIPStXSbXULS1ddS1EX1w8hbzFhESqMAbQoJ44JyTnmgDE8Qf8j14Q/66Xf/AKINZGm6LB4xuNb1HVZ7ppI7+W0tBFcPGLZI+AVCkDcTyc5rrNQ0b7druj6n9o2f2c0zeXsz5m9NnXPGOvQ1kXHhXVLa+1CXQtcWwt9QkMs8UlsJdkhGGeM5GCffPNAHM2+r6lrfh7wzpU97LHJf3ctvd3UTbXkjh3ZAbsWAGT9a6yHQtG8M2N9dQPcWlsYG88/aZHCgAksNxOG9xTLjwTar4d0/S7G5ltZdOcS2t0AGZJBkliOhyScjoc05ND1W+0+/std1aK6guoDCEt7YRbM9WySST+lAHETSQaZJpmr6Po2t2Cvdwq91dXGVuI3YAh0aQnkHI4rbu/Dum6l8U7iO5imZX0lJ22XMifP5rLn5WGBgDjp3xmrM3grWNStbO11LxEssNlLHJCsdoE3lCOX+bk4yOMDnPNbGreHLy61uLWNK1b+z7xbb7LIXthMrx7tw4JGCDnnNAHI3s1vrHivV4NV03WtQsrBkt7a3sd/lodoLMxVgSxJ4z2qQ3+tW3gl7CQ6haNPqyafa3F2Ns628jLhifUAsufaumvPDeoRaxNquiaqlncXSIt3FNb+bFMVGA+Mgq2OODzUt14cuNV8OT6bq+qNcXEjiVLqKEReSwIK7VB7Edzk5NAHN6z4bs9B1/wALHTpJ44H1ELLDJM0gdwjYf5icHG4HHXI9K7zUbr7Dpt1dBdxhheQL64BOP0rlm8K6tfanpd/q+vJcSadOJI44rQRowwQc/N948c9Bg8c11ciLKjI6hkYEMD0INAHmf9iFvAH/AAlZv7v+3/sv2/7Z9obrjfs2Z27cfLjFX7yN/Efi3RI557iG1udIa4nhhlZPMBZTtJByBkjpzgY71Y/4QfUf7O/sIa839gbv9R9nHneXnPl+Znp74zjit/8AsNB4ktdWjmCJb2bWiwBOMFgQc54xtxjFAGR4VgGk+Jtf0S3klNhALea3jkkL+VvVtwBOTjKg1o+LLjT4NFCaj9raKaZIkhs2ZZZ3J4QbSDzg9x0qzaaN9l8Ralq3n7vtscMflbMbPLDc5zznd6DpTfEOgvrlnbrDdm0urW4S5t5tgcK65HK9xgkYoA5Dw+zaX43s7K00zUdMsr62lL213OJFZ0wQ6/OxB5IP1p2i+GYPEcPiCbUrq8kaPVbuO1C3DoIMN94AEZOfXPAFb9l4V1D/AISWz17U9ZF1c28UkXlR2/lx7WAxt+Y4IOSSc5yOmK1NE0T+x4dQj+0ed9rvZrvOzbs8w529TnHrQBxcep32u+GPBunTXc0Z1Zyt3PG5V3SNSSu7qC2Bk1oR6ZB4d8aWWkWTzjStXtJ1ltWndgjoAd6knKkg44NXh4JCeFdL0qLUWjvdLcS2t8sQ+VwT1Qk5BBwRmrOleHL2PWzrWs6kt9erCYIFih8qOFCcnAyck+v4UAYfw70DT4tGGpJHKLpbi5QMbiQrtEjL90tt6d8VzuleHYm+FKa411djUra1kntpUnZRBsLEKqg4wcc5HOTXfaN4cvtEvZVt9Y36U8skosnthuUuScCTOcAnPSm23hX7J4Fbw19s35tZLf7R5WPvZ5257Z6ZoA5rxDqsupajoWnXMOoTWU9j9tuoNPB3zE4AU4IIUEknB9Kdo/2myn1q3srDVrPRm09pYkv1YeVMMghCSTggg9eoNb9/4Xkmh0uax1BrTUtNi8qK5EQZXXaAyuhPIOPXip7XS9Ze3vI9V1iK48+ExIkNqI0jyMbupLH8aAM3wFoUC6JpWtXU1zc6lJaqfOlnchUI4ULnbgDHbOea7SszRdP/ALH0Wx07zfN+ywpF5m3bu2jGcZOPzrSByKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiqOs6kmjaNealJG0iW0TSsinBYAdK5t/H6262t3e6Le22k3fywXrFW3sVJA8sHcA2OM9eOKAOyornNN8UTXOtppWpaNc6ZNPE01qZZEcSquMj5SdrDIOKr3HjG4a4vP7K0G81K0snaO4uYpEQbl+8EVjlyPbvQB1dFc3qPjSwsdM0nUIYZ7uDU5BHAIVyxJUkDHqSMY9afpHiaa91mTSNS0mfTL0Q/aIkklSRZI84JDKcZBIyKAOhorI0zX4tT0a41JIHRIXmQoxGT5bEH88VZ0fUk1jRrPUo42jS5iWVUY5KgjOKAL1Fc1qXix7TxC+hWWk3F9fiBZ1WN1RSpJBJZuFAwPzFWNK8SrqmmXs62FzHe2LNHcWBwZQ4GQo5wc9j0NAG7RXM23iq8TU7Sz1jQbnTFvH8u3maeOVWfBIVtp+UkA4p9/4onj1qfS9K0e41Oa1RXu2jlSNYtwyq5Y/MxHOKAOjormrHxtp154dv9ckjmt7SzmeFhIvzsVxjA9SWAx60y18W3P2+zg1bQbvTIb5/LtZ5ZEcM5GQrBTlGI6A0AdRRRXK/EG+urDwsZbaeW2ja4ijubiH78MLNh2Hoe2fegDqqK5Hw7onh37VDqGhaxczmLJkWPUGlWTII/eKSfXPbkCpLfU9P06fxbfQ2s3mWTCW6y+fNKwhht9OABQB1VFcYfiCsMFpqF3ot7baNdbVjv2ZT8xGRlB8wU9j3/Gr9h4qmn1yDTNR0W6017tHks3mdG80KMsCFJ2tg5waAOkpkcUcK7Yo1Rc5wowK5Z/GdxPqOo2Gl6DdX8+nzGOfbKkagYBBBbqTzhRzxVLxFrFtrvhLSNRtN4jl1S1yrjDIwlAKsOxBBFAHc0VmWesx3euajpLQvFPZiN8seJUcZDL9CCD70aPrUesvfmCF1itLprYSMeJGXG4j2BOPwoA06Kw9Z8QyafqNvplhps2o6hPG0whSRY1SNSAWZm4HJAps3iX+z/D8uqaxp9xYvG/l/ZtyyO7EgKEKnDZJ4oA3qKxNJ1jVb678q/wDD1zp8bIXSV545AenDBTlTzVDQ/GUviAwzWeiXIsd7pcXcsqKsJXPQE5foORwM+xoA6qiuM/4T/wD0X+1Rod6dA8zZ/aO5em7bv8vO7Znv+lWLhw/xO0xkYMraVMQQeCPMSgDq6K5XwF/yCNQ/7Cl3/wCjDVXxNrOr2HjfQbaxsLi5gkiuGMUdwiC4IVePmI+515/vcd6AO0orgdU1a5s/Huk3B0y4kvJ9JkRLKN1Lby6nBbO0AAHJzjitvT/FgurHV3u9Oms73SkL3No7qxxtLKVYcEEA80AdHRXL6Z4xOoWR1STSbi10ZbYzm+mkUcgZICD5iOuD3xx1FQ2/jeQyWM2oaFeWGm38ix215LIjAlvu71BymfegDrqKzYNYjn8Q3mkCJhJbQxzNITwwckAf+O1VXxTZLBrc9wrww6RKY5nPO7ChsgfjjHrQBuUVxr+Ori0is5tS8O3tnDfTRxWztIjbi5GNwByhwc4Poaq3eqT6f8S9QSz06fULqbTYfLgiZUGA75ZmY4UDI/EigDvKKyPD2vJr1nNJ9mltLm2ma3uLeUgtHIMZGRwRgjBrE8XavquneI/D0NhZ3E8cs0m9Ip0QTnY3yHcR0+9k8fjQB2VVNTv/AOzNOlvPsl1d+Xj9zax+ZI2SBwvfGc/QGuM8QatcW3irwneT6ZcC6eK8VbFGV3LkIANwO33JzgCug0PxI2p3l5YX2nS6bf2irJJDLIrgo2cMrLwRwc+lJ7aFRaUk5K6KH/Cd/wDUqeKP/Bd/9lR/wnf/AFKnij/wXf8A2VRt48c2z6pFoN7LoSMQ2oB0GVBwXEedxX39K6+ORJYkkjYMjgMrDoQehrPkn/N+B2e3wv8Az5/8mZyn/Cd/9Sp4o/8ABd/9lR/wnf8A1Knij/wXf/ZU/wALTzS+JfFaSSyOkd6iorMSEHljgelZ81/fW/ijxkbfzpzBY27QwrLt2ko2SuTgev4Uck/5vwD2+F/58/8AkzLv/Cd/9Sp4o/8ABd/9lR/wnf8A1Knij/wXf/ZVR0fWL2++Hk0mtaVdG0GktJJdNcozXI8s7sYJYEjPJFSTtE2veAWt0ZIGinMaMckL9m4BPc4o5J/zfgHt8L/z5/8AJmWv+E7/AOpU8Uf+C7/7Kj/hO/8AqVPFH/gu/wDsqztV1JbLw/4yuNGtrlLuK5cTyCYAh/LXMi56ADHA54rRt/FV7ZaLa3mraNcW0DPbwmd543yJOPMO0nAB25zz81HJP+b8A9vhf+fP/kzD/hO/+pU8Uf8Agu/+yo/4Tv8A6lTxR/4Lv/sq2tS1qPT9T0zT/JeW41CVkRVONqqu5nPsOPzq3qF2un6bdXrqXW3heUqOpCgnH6Uck/5vwD2+F/58/wDkzMvRvEv9s3j2/wDYms2O2Mv5l9a+Uh5AwDk885x7GtyuKHxCVLOz1S50W8t9FuNi/b3ZcIzeqA7tueN3ft2q/ZeLJpdatdPv9Fu9PW+Vms5pnQ+btGSGCklDjnBq4ppau5y1ZQlK8I8q7XudNRXMXfiy5Oo3dpo+h3WqiybZdSxypGqNjJRdx+ZgOoFLeeNtOtfDun62kU81reTpAFRfnRiSCCvqCpGB3qjM6ammNGdXZFLLnaxHIz6Vz2m+KJ7jW49K1PRrnTJ7iNpbUyyI4lVcbh8pOGAOcVo6PrEesC/McTR/Y7yS0bcc7imMke3NAGlRWb4f1mPxBodrqkUTRJcAkI5yRhiP6Vn6v4q/s3XodFt9MuL29nt/PhWJlUN8xBBJ4UYBOT/OgDoqKwtH8SDVI7+OWwuLXUdPOLiyYhnGRldpHDBh0NU08WXtve2ker+HrrTrW7lWGG4aeOQB2+6HCnK56fWgDqaK57VPE01trP8AZOmaVNqd6kQmnWOVY1iQnAyzcZPYU3S/GdjqGm6rfywzWcGmSGOfzxhgVUFhgdwTjHqKAOjork4PGdwJrOTUdAvNP0+9kWOC7lkRvmb7u9Acpn3qxe+J7savdadpGhz6lJZ7ftLidIlQsNwUFj8xxzQB0lFQ2kz3NnDPJA8DyIGaKTG5CR0OOMiqdlrEd7rWqaYsTK+nmIO5PD+Yu4Y+lAGlRXNXHjK2t9A1jVmtZTHpl29q6BhlyrBSR7fNUcHjGQ6nZQXmiXdnZag/l2l3K6kSNjKhkBymQOM8/rQB1NFcNYa9rn/CdeILRdJurq2ia3VU+1RhYFIb5wC3Rx82BzxzzUeqS2T+GPHQtIZY5EaYXDO+Q7+UvK+gxjigDvaKp6V/yB7H/r3j/wDQRUGla1Hqd1qVr5TQz2FwYZEcg5GAVcexB4oA06K5j/hNrP8A4R1dYFrO0c90bazhTBe6bcVXaO2cE/QVNpXieW61j+yNU0qbS794jNCkkiyLKg67WXjI7igDoaKyNM1+LU9GuNSSB0SF5kKMRk+WxB/PFWdH1JNY0az1KONo0uYllVGOSoIzigC9RXmviI3Wr+Pzp934dn1K0trAyRWou0RWJkx53LAdtuDz7Vr6RrlrY6N4l1b+zLm2ltbuSS7t5JlcmQIpO0jjGMUAdnRXIxeOHM1hNcaHeW+lX8iRQX0jpgs33coDuVT2Jq5qvieW11gaTpmlzanerEJpljkWNYkJwMs3GT2FAHQk4phbNcZ4FvV1C88SXSxyRh9R5jlGGQiNQVI9QQRWn4hkso9Q0EXcMskj34FuUfAR9jcn1GM8UAbkkaSoUkRXQ9VYZBpwAAwBgCuH0rXdbfxpr9qdJup7eOeBApuYwtspQfNgtyGHzYHPrzWjprnTfHmqaWD+4vrddRjXsr58uT88KfxNAHT0UoUmpAoFADQnrTuBQ3AqPJoAWRYpQ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Self-Calibration with the SDS Series Oscilloscopes
October 25, 2017
Over time and temperature, the components in a test instrument can change and adversely alter the
performance and measurement accuracy. Periodically running the self-calibration routine can help ensure
top performance.
You can run the self-calibration routine at any time, but it is recommended if the operating temperature
changes by more than 5 °C.
1. Connect all probes, generators, or signal sources from the oscilloscope
2. Press the Utility button (On some SDS1000 scopes, the Self Cal softkey may be located on another
menu page. Simply scroll through the Utility menu pages until you find it)
3. Choose “Do Self Cal” and follow the on-screen prompts.