Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-08-20020702_122100_20020702_170900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/02 |
Start Time | | 2002/07/02 12:21 |
End Time | | 2002/07/02 17:07 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -32.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-08-20020702_122100_20020702_170900-constBx0 |
Minimum Dst Value | | -3 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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B5O/vb/NpQXvxDS1scnX6ByGEECfl4MGDU6ZM6dKlSytOpzLDxcXlf//3fz///HPHpVLHgTq3nTk5OYMGDfo3DW9v77y8PImvr6/38fGR9bF8fX3N18GyGd9AgUUIIaR98Yc//OGjjz6qqqq6Odkhox07dvzpT3/avXu3g9PUcaCq2Gks6vQPQgghTgpc1U8//XSTM83NzX344YcdnKCOA1XFTmNRp38QQghxUtrKVTnOVx0HqoqdxqJO/yCEEOKkUGC1LarYaSzq9A9CCCFOCgVW26KKncaiTv8ghBDipFBgtS2q2Gks6vQPQgghTsqNuyp9CYbbb7/93nvvHTNmTFFR0Q3mq44DVcXOG8diwY+2Lg4hhBDiCEMElgSuXLlSUlIyZ84cT0/PG8xXHQeqip3Gok7/IIQQ4qQ4cFWVKSnVGRktTaG6uvquu+5CYNq0aRs2bNDj169fj5jm5HvNT9sTqthpLOr0D0IIIU6KPVdVGhVlcnPDdk2NZT6CdfLkSV9fXy8vLxxeunSpV69e3333HcJbt25FuK6u7pr5NufT9oQqdhqLOv2DEEKIk2LPVRUFBYnAqkhOvmYK5ri6uh45ckQ+OnXqVLdu3fz8/LBHuDn5NufT9oQqdhqLOv2DEEKIk2LPVdVfvgyNVRoV1aIUysvLFy5c2KdPHz1myZIlOOGjjz5qZr7N+bQ9oYqdxqJO/yCEEOKkGDjJXaipqZE5WCAtLe2BBx7Yvn377373u9zc3Obnq44DVcVOY1GnfxBCCHFSjBVYlZWVixcv7tGjB8Lnzp177LHHYmJiEP7hhx/+/Oc/X7hwoZn5quNAnd5OiOgBAwbcc889999///r16yWyvr5+3rx5Li4urq6ufn5+OHQc31LU6R+EEEKcFAPXwQKdO3cePnx4Xl4e4sePH79u3Tr9tNWrV0+cOLGZ+arjQJ3bzuzs7AcffHDTpk1nzpwpLCwcO3asxAcEBHTv3j1fA4HAwEDH8S1Fnf5BCCHESeFK7m2Lc9sJRfX5559bx7u7u4eEhEgYAQ8PD8fxLUWd/kEIIcRJocBqW5zbznvvvXfx4sX33Xdf586dx48fX1VVJfGdOnWqqKiQcHl5uYuLi+P4lqJO/yCEEOKkUGC1Lc5tZ8eOHceNG1emMWbMmJdeekniO3TooC96hgBOcxxvk9sc0mo2EUIIIQZAgdW2OLednTp1Ki8vlzA0VpcuXfR4jmARQghRGQqstsW57fT09ISukvCpU6d0gcU5WIQQQhSHAqttcW47169f/8ILL+i3CPXHRP39/W0+LWgvvqGFTa5O/yCEEOKkUGC1LU5v55IlS7p06eLq6vriiy/qk9zr6+t9fHxcNHx9fc3XwbIZ30CBRQghpH1BgdW2qGKnsajTPwghhDgpBi40evvtt997771jxowpKiq6wXzVcaCq2Gks6vQPQgghToqBr8q5cuVKSUnJnDlzPD09bzBfdRyoKnYaizr9gxBCiJPiwFVVVqZUV2e0NIXq6mp52fMTTzyxZcsWPb6wsPC+++7Dp9fM95qftidUsdNY1OkfhBBCnBR7rqq0NMpkcsN2TY1lPoJ18uRJX19fLy8vHIaFhf3Xf/0XIuXTyZMnr1ix4pr5NufT9oQqdhqLOv2DEEKIk2LPVRUVBYnAqqhIvmYK5ri6uh45ckQ++r//+7/NmzcjkJOT88ADD5w/f/6a+Tbn0/aEKnYaizr9gxBCiJNiz1XV11+GxiotjWpRCuXl5QsXLuzTp48c7tix49FHH718+fLYsWM//fTT5uTbnE/bE6rYaSzq9A9CCCFOioGT3IWamhqZg9WgLXv02GOP+fj4PPzww5cuXWp+vuo4UFXsvHH4LkJCCCFOhLECq7KycvHixT169NBjtm7dihO+/PLLFuWrjgNVxU5jUad/EEIIcVIMXAcLdO7cefjw4Xl5efqn27Zte+SRR3766acW5auOA1XFTmNRp38QQghxUlrbVQ0bNuyvf/1rS/NVx4GqYqexqNM/CCGEOCmt56quXLnyl7/85bHHHtNXamh+vuo4UFXsNBZ1+gchhBAnpfVcFVJ++OGH9+/ffx35quNAVbHTWNTpH4QQQpwUvuy5bVHFTmNRp38QQghxUiiw2pb2YGdFRcWDDz5o3mb19fXz5s1zcXFxdXX18/PDoeP4lqJO/yCEEOKkUGC1Le3BzunTp7/33nvmbRYQENC9e/d8DQQCAwMdx7cUdfoHIYQQJ4UCq21xejszMjJ+//vfX7x40bzN3N3dQ0JCJIyAh4eH4/iWok7/IIQQ4qRQYLUtTm/n4MGD5X2T5m3WqVOniooKCZeXl7u4uDiObynq9A9CCCFOioELjd5+++333nvvmDFjioqKbjBfdRyoc9sZHh7u5uYmU6nM26xDhw51dXUSRqBjx46O421ym0NaxR5CCCHEIAx8Vc6VK1dKSkrmzJnj6el5g/mq40Cd287HHnssLi5OwhzBIoQQQnQcuKqUypSM6oyWplBdXa2/7NnBoAMFluDcdtobWOIcLEIIIYpjz1VFlUa5mdywXVNjmY9gnTx50tfX18vLy+KcdevWDR06tDn5NufT9kT7sdO8zfz9/W0+LWgvvqGFTa5O/yCEEOKk2HNVQUVBIrCSK5KvmYI5rq6uR44cMT8hIiLiz3/+c01NTXPybc6n7Yn2Y6fFOlg+Pj4uGlDc5utg2YxvoMAihBDSvrDnqi7XX4bGiiqNalEK5eXlCxcu7NOnjx5z9OjRRx555Pjx483MtzmftidUsdNY1OkfhBBCnBQDJ7kLNTU1+hyssrKyRx99ND4+vqX5quNAVbHTWNTpH4QQQpwUYwVWZWXl4sWLe/ToIYcIfP3119eRrzoOVBU7jUWd/kEIIcRJMXAdLNC5c+fhw4fn5eVZf8SnCG2iip3Gok7/IIQQ4qS0lauiwBJUsdNY1OkfhBBCnBQKrLZFFTuNRZ3+QQghxEmhwGpbVLHTWNTpH4QQQpwUCqy2RRU7bxwHE/oIIYSQW402cVUVFRX/+q//6uAEdRyoKnYaizr9gxBCiJMCoZOZmXmTM33jjTeeffZZByeo40BVsdNY1OkfhBBCnJSXXnpp3LhxtbW1Nye7qqqqt956q0uXLunp6Q5OU8eBqmKnsajTPwghhDgpFRUVvXv3vu1mcccdd3h6eh48eNBxqdRxoKrYaSzq9A9CCCHEQNRxoKrYaSzq9A9CCCHEQNRxoKrYaSzq9A9CCCHEQNRxoM5tZ2hoaJ8+fe6888777rtv8uTJlZWVEl9fXz9v3jwXFxdXV1c/Pz8cOo5vKer0D0IIIcRA1HGgzm1n//79Q0JCamtry8rKXnnllSFDhkh8QEBA9+7d8zUQCAwMdBzfUtTpH4QQQoiBqONA24+dNTU199xzj4Td3d0hvCSMgIeHh+P4lqJO/yCEEEIMRB0H2n7s3LFjR+/evSXcqVOniooKCZeXl7u4uDiObynq9A9CCCHEQNRxoO3EztTU1G7dumVnZ8thhw4d6urqJIxAx44dHcfbxPGCH61mCiGEENJuUceBtgc7o6Oju3btum/fPj2GI1iEEELILYg6DtTp7dy6dev9999/4MAB80jOwSKEEEJuQdRxoM5t56pVq7p27Wr9Mkt/f3+bTwvai29oYZOr0z8IIYQQA1HHgTq3ndZTo+StlvX19T4+Pi4avr6+5utg2YxvoMAihBBCWh91HKgqdhqLOv2DEEIIMRB1HKgqdhqLOv2DEEIIMRB1HKgqdhqLOv2DEEIIMRB1HKgqdhqLOv2DEEIIMRB1HKgqdhqLOv2DEEJuTS7XXy6oLcA+qTyppq6m+RfKybgqqjTq0OlDgdmBpedL5aPKHyuxtUpxSRPqOFBV7DQWdfoHIYS0OZeuXEquSC46V7QyfWVYUdiKwyuWpS17NupZN5Pb+Njx2A/fPXxt5tqNeRshj9JOp8lVkE0LUxauyViDy8suluXV5G3I2fC3/L95BnuOjByJq7D1CumF/SsJryDNb/K+cQ9yx6fZZ7P1rKsuVS1NXYp8oeTayPr2hjoOVBU7jUWd/kEIIa2HPdUCMTQ1Yep7h96bFD9pdPToZ6KegQwaubtRFfUI6iHaCGIIe+8Ib10nYfMK9cJ+7v65A3YNeDnhZYnsHdobJ3uHN56JeImUbVD4IOxHRI7AvmdQT4mcGj91aMTQlYdX4hIUQyLfOfQO5Fp0afTqI6sTyxKh53YW7rzJ1VVTV4MNwjGqNEpUo70zb2U5qI4DVcXOG4fvIiSEkOYAeXThpwvZZ7PTTqdBB5gPCOlUXaradGwTdM/7h98PKgpKKk/CyZAsIcUhEFWv733dXAb1DumN/VNRTzUqqnDvvmF9sW3M27j80PLkiuTA7MC/5f8NSXkEe4j8wqcitjyDPQfuGiiJiMCCeHoz+U1cggshU1AMBP6S9ZdGARc18vPMz1cdWSXn9wntg71HkAcS6b+rv0RKyn3C+sih3wG/WXtn6XcYkVqDNt4G8xvsqxxYCq2259QeMRyaqaC2APuYkzFyodRhSmWKRa3CImxPhj6pD91Njp88ds/YaYnTPjz84cykmd/mfQtFCPGHco6LGbfjxA5YmlWdta1g2/Ha49uPb08/k175YyUKLO2CTPFRZnVmeEk4cs+ozsA5iGxVfaaOA1XFTmNRp38QQhRBZibJPr4sHhs8McQHvO+ytGWRpZHQQxAEiN+QsyGkKATu/Pvj3684vALxcM+QO4fPHA7ICvgi8wtdiMjNO+x99vs8HfX0yiMrISzeTnv7+T3PQw8NixhmPm4k2kjUw4BdA5DCxPiJUFoQEMFFwRANUCEQGVAGuoIxB6IBBYZKQBm2HNsyInIECobToBVEih2rPYZPca1N86E29I9gFC73z/LHHgIFidT+VDs0YijKPDFuIoo3Nnos9p4hnlLyOfvnQOJ8fORjnDAqahRKDhk0e99s7CHd8NGG3A1QjZBiUr2QPrpqxPZEyBPYo36wn5YwDbmL4MO2Pmc9zAkrDhsdPfq1va9JpEeIhz72JsN4+iYDeE8EP2Ee2W9XP+xR/sZrgz1wCbanIhvV6qjoUebjf9IWUxKmIJ1FqYtQZojR1UdXY781fysMgSQVE9AW0GpSXagfKOODpw/iBMi7A5UHcIjT0Fg2hZo6DlQVO41Fnf5BCLFJ1aWqtNNp8B8plSlys8ba5Vsg/lsf2xDfI4dF54oQgIaAJoAUgGNbl7MOwuLbvG9XH1m9/fh2xOPT3JpcSBwZJnGQiyQOwQEnh/NLLzTeUYI7hDaCm9xXvg8u/G/5f/MO956ROGN87HjIiJl7Z8KzzkueB9c7Zs8Y89EaccyewZ7mMkiGcHTHLJtoo4HhA80jRQ0MCLvqxpxsL8e/DEsXpSwyT/nlxMb7emsy1txqN7lQHgg47FGT2EOQodWgilBLopD6h/W3tlHqUL+t+WLsi9CO0CuNKm3PWPMzZZBMH2/Tb26aV+m7ae+uTF8JKYN2TCxL9Dvgt/nYZmgvKFFoVqii+Snz0YJvHXwLWgcKSeTXkIghjeNz2rQzXc7KR8N2N2rcvqF9zaWe3EWFFDMvibT1oF2DzGewvbHvDRj4auKr5j1EzpReBBshqVFmGSSD0sX56jhQVew0FnX6B2mXwEPDDeM/KDwuwnKjBA5Dnp8SHWDh3uTQ/N+/eHHxOvpHFsMDNpMyP1PXGebnOPascqHMPsHe/HKb2RmCnh32yRXJqadTxXGKF3km8hm4K8R8lvHZ0tSlPxT+4LPfZ3vhdqgHUUtwgXBFOGf+gfnwQ5PjJ0PcNM7viZ+KQ7kdJtOALDyrhYIRz/dS7Eu41m+/n9yf+jzj8wmxE/yz/BG5IGUBzoEkGrp7qO7C5daYhQzSR5jM3a0MdeibOOPn9jyHvcwo133wq0mNPnVm0kwRW3L5iN2NJszYOwOiMLQ4FA4V0jChLAH+FYIABUO1YI/yrMtah3BeTZ60F/ohVAsO0RVxaG+Q6dYEpUWjw/AP0j+AUdAQsBftLu3yYfqHqJxXEl5BH3gu+jmpQ2gOiDMxXO7KQVAePnN4Q86Gr3O+loYOKQ5BPK5qrO2EVxGDXK5Zkoarv4PosUgf31C0heyP1RxDCQOyAlDVKGdWdRZaClo8qTwJfxXwm4BzIksj0XM+zfgUfRLSbWTUSPTSOclzUJLnY5637jYiCnuF9oKBuFA62M8DZiEe5n1Jep06DrQN7GwHlQsT5AlhebBlW8G2rLNZ+H+Jb0vMyRh00K9yv8IfCHxq87f+R80hnTtXdOlSFfbl5Unnz5fm52+9eLGstragrq4GJyDmypVLZ7W5C9gjjO2na/1Ftsn1+RvYJf/RdxbuxDcWYXkcWr6K+Fsso/FyIx97fI3xE6nPt5A/2fgDLf+nZVRZj7T2qbcCNiWFRVGtdcCFny7IPQtzwyVSplY4Tr+lxZMqlXY5dOYQPBmaA7+8+NFclrYM/4xXHVmFnzb0Rvw44ncc3h2/8vhHi8jPMj/DHmH8XMIpyj9U+TMq9wu8QryeiXoGP+XQAfjpxN9l/EGHF0dScIrQAbgQOU5NmIofXySFeJl9jHNw/rz983AtXAK8C/r/skPLcD7KgF/VF2JemJE0Az++vgd8ceaSg0vw0csJLyMFpDNz70wcwj/h8K20t5AXAnP3z0Xu+yr2QUMgF5QTBYCg0f8xw8c33mbaPWx45HBcMnvfbCSy9OBS7KcnTofVsB25I6kvc75Emb/K+Qr1g1qCq0DKgdmBOOGbvG8a56+kf4h4ZLTj+A5csvPETkSiJqX2Xox9URcTus6QMQm5TSMe5Z/aSLv1Y1vBhF2lYNzM7uDI/SYUflLcJFTjO2nveIV6oUrFdcnwgEglyVTfeph62Et5cPhgt6ahEb3MIgqnJU0bFzMOnQF1AjPh12Hg34//HZWw6dgmdCr8msHjwuXjmy6rIeA7jgAOZW6QjL3hBwEB7PH1RwAXOpZH8mVpUc93ChyMX5ovIYGvBqrdYnKVBfjt1asI19rzIzcTsQ6FQdnQYfDzAlmGfvKXrL/gSx1WFAaPIHK5Qbt7iF8n6EV8pzYf24xujB4u/X928mz8PrQDDdBMKLCuB5jQP9jLzWxcd4j2Q9Yj6HHzH7JR0aMa72QfWPThwSWfHn5/YsRQryD3t/aMHWVye3f3Uy+Y3KYH9dgR5L7d5BYePthkctu9ewT2YWH9goM9EYiKehb72NgJpsYTBoWF9cWWkbEmKWlmXt43UVFPHz368YEDfocOLU9IX7kx9qW00ohVKQt3nwiavmfM0r2vTY0c8Wxon9l7xngGPf5mzDivoJ7Phw+eEDZgVGjviNwv1yXPTS9Lgo+BA4NAxF+ld9LefjZyJP4Hw/fgZ9dNm90p3wpxMPgVNh83lt/6sTFj3cyGtQdHDJbfbuwnxk2E+XAV8I5IR/6mw/PBVeDaCXETsIdjQ3bwf/hZx58qfC3xpcUvOH7cRcLKz7H83JjPEcGvOT7F3+IVh1fg/xa+ybtLd8sfZfkHCbvwK4DTYCN+9LFBDu6v2I/DtMo07HEIWYALYSx+I947/B5Ku/DAQpQKagD/2xCAt0bk2wffhhVTEqbAM0ENLEhZABPwQ4mPpidNl/m2Mggvjn9y3GScMCBsgNwyWJK6BDZ+lP4REnkp7iUkjpThxXH5x0c/hlfDP13sUb1wZvDrG3M3Ns5WSV+JGMRDlyB9FBLnQ3OYT9oVF27TkeuTcM03i7sVEpAms3i0Sty5fuPA2pFL2CJly+kgIV763qJ4FmU2T8Rig/nWkTKIYmHjz8XbZUNniCEWxZMhIoviScoWJZGU5SaXfocFf6LQiw6ePohuht6Ffrgua51M03k1obEbyN2TyfGTYQJUGk6GyPtb/t/QxOuy16EDYEMAh6YTJkjkqNIoyBTr239wafLsGALydy76ZLQIX+yRIzJCe608vBJS8qMjHyEeKX+X/x36Nvo/vtr5Nflwh/DTSF+8tc1Z54S0BvJvU7qi/JK3Aw3QTCiwrgeYoP/49tN+kYdqe0/TzwJrdPggj6AeT4cPsf6t76Wd467/9OMn2+T2cnCvXiY3v1CvBSa3j+FUTG5TTG6fh3j4mtz+GtbvPZPbBtPj75jcsH1ncvvU5LYxtPerJrelQY/3R9ZNqfXT/OUTTSKvyTdobsN0VeQTcrtBcxU9g6/ylF4/Rz5ufnmvn1O+6swnNc80eJe3uc8W9yOi08KfiTsUB6Zv4sifDLtqAEAul3mgT0U+BS8F9z8udhwSnJs8102TbtYpWyQi7lNUoF48GSQQSWFx8+XnJ4aunnbwhFa83lef+bhWmU+GXhUpWYhMcQ+2oTMspp32DO6pZ2rhyG0ORVgUT7KT0RSZLwzVNTxyOAqw5OASWC3jWHC0cO3YFqUuwiH0HPYQtVADazLWpFam4ievsLYQqjSrOgsC9x/H/yGDT+tz1uOqL7O/hM+ed2AefDb+tkINQPOtPrIarTZz70zEIP6vx/4q7hwfrc9eD6E8P2U+RCTk4GcZn6ERv877GsLig8MfYI8/r/6Z/jgTIhKHKI+kDImJSPwbRvHeO/QeYpDmvP3zkDuEMsqDwLDdw6BU3kl7B4cQGbgwvDgcp0FPY98o0LMDUOZv875FUshaDMdHSBNSA1U0e99s1A+Sem3va9hDPSMS6aCDoWAjo0YiMClukmgj2AiRjRRgAkQ/0gkvDcfJP5z4AWIFYsjmLwO0iygkuZl4EwYebs3BYEIc0A40QDNpG4Flj9bOur6+ft68eS4uLq6urn5+fji8vnRQVN/Q3itNbm+b3DYF9VxhctsRNuALk9s/Qr2w/8TkFhTU8x9QSKF9noJ4Mj3eQ1NR03cNHBnU0yd2An7BX94z5ongnv1Cm54iEUceetWfaS/NJQ+R29tN8we95J635vJ1GfS4th+k+ewhwT08cAK8b7DHgKDHl+wZMyzI/d2YcU+ZHp8R1u+ZkF5Dgz2e1Nyzt5ZU76bsRmvh14I9IfVeD+oxx+S22OS23uS2CpovpPeLJrfVIb0Xa9YFIGxy+zq0t5/J7ZvIp15D5K6Bn+Dfc8TQLalL50SO/P7op9Oinv5L2rtzY8ctTpjyzp7RE4M916csmBzhvf7g29N3j1iWMGX2nufH7hq4KPHV3sE95ye83NPUY3jTjYzemiIZJGLFdJVY6avdi9GlW2+tisZpd6nGRT+rneCFiu1henyINgjxlJbIE/r5muEjtPT7Bbv3Cnq8b1CPF8Oe7GN6/O2YcaioZbHjx4Q9+eru4dPDvUcFey4I7Tvc5DY/1GukyW2ayW2CyW0UvK/pcUQuDPHC/o2gx6cH9cC2ZvfImUE91ie9Pims79rkN96IemZR7PgvD/guiB71ycG3ngx5YsXBtyfGjV+csgiuGtoCambsnrGQQXDk4+PGQ5HAx0+JHQ+NtTRlYb/QJ/2S33w2cuTz0c8tT3v3xT0vQJHgfOiepalLoY2yz2Y3PtF9+UJKZQqcK9y5zSlQrcQ1Z3M385ybiYMpYnpR5bDoXJH1mYQQo6DAas0s265yAwICunfvnq+BQGBg4PWlAxOuXLkUGzshImLo0aOroqNHFxeHVlam/PhjZW1twdmz2Xv2jDWZ3JKSZgYFuScmvnIw9+v0Y1vqm/5lyg+6PD+8NnOtz36fwOxA+FffA74ySjFw10CvUC+ZMSrP7uoDPzJEJBNfnot+blL8xDeTZ8PXBmb6F5xO2Za6uLI6s6R838WLZcjOfM5Wndk8gILqrC0Zn+UWhwfuHrbv0PJvIwZ/FzmyoGDr4cMrCgq+hzkZGZ/Gx09KTn7zwIH5MTHjSkvDs7MDy8oS9u/3OXJkVXi4d3Cw565dA2FjRETjzc2goB7Ya1tjYNeuAdjLjU59Cw3tg31ISC/zSDkMC+uzTTv8yuT2F5NbYEgvH+x3DXjF5PZOkPsUk9tUk5tf0OPPm9zeDe09pjHSY4HJDboWKvYb7abqei2RTVoMktqMQFBPaMGQsD6fm9y2aLoQovBvQT0+RcF2DcT+70HuOHlnU0nCwvpq5XnCvHgREd7YR0eP0YzqFx4+KDTUKy5usjSudut2oPn5OEerjcevjpSKGorOgKo7ePDtvXtnFRbuSElZWFmZeqwk4uzZrMjIEfgoNPRJFD4y8imtPP21pNx37x6GwOHDH6BFcnO/wbWHDi1PT/8wMXHaiRM/HDjgV1Gx7/jx7adPp2Gfl7cRjX7J6jaTzOfD/uTJGHx6/nzpj3wfCCGkLaDAas0s265y3d3dQ0JCJIyAh4fH9aVzTRPgyWq0GX91LXlDVoP2eqzS86UQXpBfNXU1shTNzsKd2WezM6ozsCVXJAdkBZRdLENMW90XEOl27lyR5tcPpqUtO3ZsS0LCVCiAmJgXoAYSEl42NQkFSITk5DlRUU9DCmgfTRVxBrGCQELCK4jcu/d1TUkMbdI6/bUpaM/oskyXKbGx47WPRmmJDAgPH4wL4+ImIlKyDg3ttWtXf3yKTLFPT/8AWR88uFSKV1DwHUoLvYj98ePfo0ipqUszM9dCLWVlrYPKgcREstDHEJfYnzlzGIoErQndDJP15wykWdHEP/1Um5GxBltu7gYoniNHPtazRjpIEMWLjn5OZtFdrSyf0CNDQjybNOiTWr2NtFaiEJFSmVcn0tv6I+hj7FNTlyAAWQbrsEVGDkfknj3/LInWLj6wsaDgb6iEkyf3QJyVlIRDqOHfQllZHCJLS/dAzBUW7kRDy0MY5eVJ9XZ6HWpDOoac0NKeTwhRBAqs1syy7Sq3U6dOFRUVEi4vL3dxcbm+dNTpH9eBDI2cOZMuusR8pETCly5VyUORMtCiR8IxV1dnyEAgZA20C/Zw6kgKGzy3PFOJc+Ra7HGJXIgTsIePh19HvHh3e1LAMdd3lcXlUgyEYQvCpaVRtbXHIFkg46B7wsL6JiRM0RTP85rWgSZ7E1tNTS7OhMkFBduqqo5A8UDWFBT8PSVlYXr6RyJVcW1U1EiINgQg6TRlOU4Ek2isoKCeuurSN4mU4UaRZSbLobveV0s3L03U9r96KK7xcN++Wcjx6NE1EKnQo5Bf6ekroeekJKGhXuHh3hDHkJhZWQF7984qLo44dmwTlBnUG+zC+Yg8cWLH/v0+ublfIQx1W1YWn5OzwXrgrfl1foV39AhxEtRxoKrYKXTo0KGurk7CCHTs2NHByQ7miqnTP0hrIGrg/PlSSApIqEqHz2zryOCZriTkEIlAXkCWQVxCmWFfXByqaZeNu3YN2LdvNoQOtmPHNkMGnT6dBtF25sxhSB+InuTk2RBDe/e+bib1ejQNgzWOdcXHTzYfe4N40ocSzaSb+U3hJ6xVmgzL6VtwsIe1/pPI+PhJSOfQofezswNRvIqK/RBkkKeQ1NBn1dWZUKsoOXQqrIOYgz7DJWlp70REDMWFKSmLsJdb2JCkolnz8r49cMDv1KkYmI8EIe9QVxUVyUgZFXhee8PJDUpqB02sN5bFISEqo44DbTM709PTPTw87rrrrpupWjiCRVQDGu6a063kdjbkl4wXlpSEQ3PUait4yXpsCEPl4CNIn/z8LWFhfSHdsNfu0jZOUzt6dPWhQ8uh7aBmIGUyMz+HyEtNXayrNJFQ2OLiXsI+OXluUJB7TMwL0dGjo6KeFn0mA2wW0u3gwbfMIns0CTJPa+nWNP+v39WR/xx700fpJOWYmEZNmZg4DYagJImJ0/fsGZuV9ReINuhRxGdkfJqRsQbmHD/eOIgIbRoZOeLQofeg23B47NhfsS8o2I7zUS0wBFI1Kek1BA4eXALr8Kk2Y288DEQt7dv3Bop9+PD7kINpaW+jorCVlERkZq49f77YYm5ca2g+Qm4R1HGgbWZnjx493n777fPnz9/MTG/aHCxC2j1yn1efbmgTuVdbUZEM6QCVBg3XoGm+hqsnaUFVlJcnFReHQcGkpi4SDSSaDLrtaqk0SJvlNhf7tLRl2n3SV6BXtMcvPsLlmZmfQdCkpi5FGFt09BhonYSEqaamSYG62tu1q68+zGam6ty1AbY+1pEWN0yvvsFqMXT3hKb/ettK2catW1kAT58bFxc3CclC5MGKU6ficnI2QPKius43vVGYEKdGHQfaZnbeeeed586du8mZ+vv723uKsEVNrk7/IOTmc+5ckbzMoKwsvr7+Mvb5+d9lZq4tLNwps+4amsZ4HIz06B/JmJBM3YPUO3s2G1IPeq6iYj9kWWHhjsTEaYcPf4B9dPToAwd8tcGnxRBwsbEvhoZ6ISA3TFNSFkREDE1NXRwe7o2APN0pQ3EHDvjh2qSkGUlJr0HeZWZ+ERs7IS9vI4QdUk5JWbh376zs7C+1sa51uPbAgQWSiIz/RUY+bT0gFxb2pLn+E1GIAqNIR46siokZh5QPH14BEVZWlgQRdvFiGepNtxrGiiC7vtc/3DTMiydlhgqHXdhjO3euWB7WRrXD8Kwsf9RAfv5fi4qCjh/fznE+J0UdB9pmdj700EMFBQU3OdP6+nofHx8XDV9fX/N1sCiwCCENV8+XqqurkacozEePcCjbRW010etTMJIC0pc7s+Zz4yAvIMX27XvD1PRsrP6IaHBwT5PZo7VNA2a9TE1Pj+7ZMwZibv/+uaL/9u2bjWtxGBk5Ij5+YmLidIiV3NxvIVNOnDBB+eXmboA6hLjMz/8bIktKIo8cWX3yZAxKVVmZAtPOnElvaIXZYzBc7jijePv2vQlVGhf3kowRhocPMJvV19PccBkv1Lfc3K9QXdf9bARpK9RxoG1m5xdffPHUU0+dPHmyrQpwI6jTPwghbYX53DgoCUifnJzGyV6ZmZ9BfyQlzcBemwk3SJvBNky/52g2DNbPfAJckyDzsr6DKQpGZI3+rIPctUxKmhkc7Ll/v69MPquo2H/8+HZ9uTVIJV0s2jPkxx8rZQ222trj6ekrjx5dLRmFhw8xWS0+ArGl6cVn5TApaXpCwtSMjE/37Bl7+PAHODkqarTJ7KmL+PjJUI1HjqzUJv+tPX36EIp36lQchGNZWXxtbYE9BYZPi4tDr28YDOYUFu5s5uMpxAJ1HGib2enUj+Y5UVEJIe0VWZgNAgJaobo6U1uRbjPUBjQKAjiUG6C5uRugTvbufT05eQ4CMjYmi89FRj4VHT0qPNxbnkWQdelE/ehyrUl1PW7+iEBs7DjtEYHp0F7h4YNlWbuMjDXI7tSpPUVFQWfOHEIBoHIk5fj4SeZjb5LI3r2vQTxlZwfGxIzbu3eWlBlq8uzZbMg1xJdavZJIZBxOqK7OkBusVs9GSJkH6iISBauqOgoxBJGKmsnI+FxqQ85PTV2CMpeUhGdlBVRUJDez5nNyNjTpvxnaA62Ny+BBQUJ1oWxQxiiewY3djlDHgapip7Go0z8IIc5Fc4ZkzBef0y+RO56auKmFsoHmKCtLyMxcW1QUDHmUkfEpBM3u3cOaHhEYoI8hWdyslDt9+lha0yMCPyseyB1cVVj4PdSY5HjdyIJ5xcUhMq1NS7mXFC829kX9tqmu56R4FnPdzEUkUrC+4Xv+fClUYHLym3KfFNIqLKwvpKH5UF/T+N9ALfLn8UKcgzOLi0PPnSvCtRDBFgJOFlg5cyYdlQwlWlCwDbnk5n6FeoZuS0//MCVloQy/oVRIp6rqCAQoNnn0AeYjQTSW3NJFw6HJRHNjj/AtK/LUcaCq2Gks6vQPQggRRGHU1hZAFpSXJ2oTuX7Qls8NkPXJ5AlQeWYTQgeCA8IlK2sdziwrS8zL2wiXX1dX00qr/EOLQFugePL2BQgjZATtkpX1hSiexMRXUZ709I+gYCBloGzKy5NQNu0505e1W5be1vI0OztQLoeygeKRYTPskUt1dSakZ2TkCJnrJqsH6/PGZJMXM8hzDNhQDzKtDUBRWd+6lYcb9O3o0VXHjm06eHCpyeztDiIK5S6qPoAnak8MkVFDFCk7+0s0DSQy7K2o2KfdpS0Qw1FX8lTvzUcdB6qKncaiTv8ghJDmI8MnxcWh8uqkW2RtVSjC/Pyt9h5HkGlk2mhQjbw3oqFpkK9BmwkXETE0OnqU6JiEhGl79ow9fny7RSJieFFR0NmzOfKQY1aWP86MiXnRfDxP7lpCa+ISFEkiIyKGBAd77ts3S7tluSg2doIoudBQL3lv2O7dwzWB9URYWJ+wsL4y2V9W97BY3U1WGAkNtXjl6z9fzKUPsIlS3L9/njzcmp6+MiNjzaVL1foLM1rvIU11HKgqdhqLOv2DEEIUobw8qWnY6ZmgIPeMjM+113TGNGijd1FRTyPSelqYY6BX0tKWFReH4UIIL7lheujQcui2y5cbb/ydPp0mL/FsuHpxOImMjBwhMqiwcCcukZXnZN242trjWVkBlZWpJSXhOIQuxDkIJyZOKy4OQV6nTsXIkrwyoCXT5nSpJ69AbZpv9/O9TpFu8srXPXvGQIRpzxZ8mJz8ZmbmFyhMXt432dmB+rq4jm0XkW0dr44DVcXOG8dJ5+MTQghpDtBA5gM/8lYAaA4Zh9PXYLvBLDIz16akLNAmyM+85vkyz+y6BwJRYHklg7wUtaBgG3QYEtQ02d6MjDXZ2eshwhITX5YZbDIMFh4+0GT1vvmm5XOfbJp2JusAvwMFBqMqK1POnz8J4Qg1iUzPnSs6cmS1TIODLJNz8vI2lpZG7N07Sx0HqoqdxqJO/yCEEEWAhCoqCoL4yM//TnvX01KZUmZ4RrGxE2T0yPCUrwNRb1BFUGCwHcKooiIpPX1lcXFYYuK0lJT5EEmhoV4HD74Nrbl//1zTVauBiCAbbDJb+EMO5cUJISEe1ncw1XGgqthpLOr0D0IIUZba2oLWmIpUXZ1x+PCK5q8K0eaYT187fTrtxx8r8/I2ZmSsSUt7F9orPn5K02MN/SHCmtbgmHno0PITJ36Ij5+0d+/rcrMyMfFlCixyDdTpH4QQQogDoLeysgLKy5NkilhxcWhq6lK5Nalz8WIZTmjQ5pmp40BVsdNY1OkfhBBCiIGo40BVsdNY1OkfhBBCiIGo40BVsdNY1OkfhBBCiIGo40BVsdNY1OkfhBBCiIGo40Cd287Q0NA+ffrceeed99133+TJkysrf157t76+ft68eS4uLq6urn5+fjh0HN9S1OkfhBBCiIGo40Cd287+/fuHhITU1taWlZW98sorQ4YMkfiAgIDu3bvnayAQGBjoOL6lqNM/CCGEEANRx4G2HztramruueceCbu7u0N4SRgBDw8Px/EtRZ3+QQghhBiIOg60/di5Y8eO3r17S7hTp04VFRUSLi8vd3FxcRzfUtTpH4QQQoiBqONA24mdqamp3bp1y87OlsMOHTrU1dVJGIGOHTs6jrfJbQ5pNVMIIYSQdos6DtTJ7LSpb6Kjo7t27bpv3z49hiNYhBBCyC2IOg7U6e3cunXr/ffff+DAAfNIzsEihBBCbkHUcaDObeeqVau6du2amZlpEe/v72/zaUF78Q0tbHJ1+gchhBBiIOo4UOe203pqVG1tbYO23pWPj4+Lhq+vr/k6WDbjGyiwCCGEkNZHHQeqip3Gok7/IIQQQgxEHQeqip3G0hr942JZ2em0tMgRI5Jnz85cu/bQ8uW5X30VP2nSiR9+yFizpiQiYr+PD7ZjW7akLFxYHBZ2wM+vKDi4KCjoZEzMuaKisvj4+suXkYjhBVON2oKCHysrUZmXqqrauiyEENLeoMAijnDQP65cuvTThQsWkdA98NnHt29PW7ascMeOhKlTT+zYAW1UkZxcEh6eHRh4YMECk5tb9KhR2OtbkLs79rsGDGgM9+z5c2SPHo2R/ftfFenhgX3cxInY7583DwkWh4Ziy9mwofLAAci1mry8upoavXjYI+Z8aSk+Kk9MPLZpU8G2bShkeVLS5QsXoNjO5uYmv/kmRN6RVauSZs48tnlz4rRp2O+dNevI6tVI//CKFXmbNsEQ+Sjj888h+6D5stetwyGUX+rSpcUhIUgZViNfyd0QzmZno/yoN5Q2f+tWVGnWunUQpkc+/njP2LH758zZ+/rrCOR/9x2KVL5vX+HOnXKJdbucSU9HPUi75Hz9NRJJ0RoiyNMzfPBg1H9pdPTZprU/rIEI0xvXKOsIIaR9Q4FFHIH+Ad8MgYI9RBLcc/6WLWF9+ybNmAE9hMCh996Dj89YsybUywv+Hq5a1BK2sH79sA/29DTXUqFPPol9hLd31NNP75s1CynghH1vvIE9LsdH4d7eEUOHYot+7jkcQvQ0CjItbKG6Qnr1sk4ZyaIAUc88g+KhSJFPP90Y+cwzjSVpUmkhXl66yNs1aJB5IvJRaO/e1voPRTWPNLdR13+7hw/HyakLFyLrQ+++Gz9p0n4fn7xvvoFWO33wYFZAwJnDh6EFIZggOiH1KlNToeFQsVB4x7//HooN9qI2kNfe115DgpFPPXVV8bSCBT/xxFWR2uGugQNFgKJypF2iR4/+uV20OvxnmTVDLBLZrWWEFoHcRDkrU1JKo6JOxcaixfM2bpTySOMiTajP6owMB1ISl0ONmXcbJAUbYfXN7L2EENKGUGARR6B/mJo0k8gOkRSWOqNPH/PDcM3Z75s9GxcmTJ0qkcHa4NOh99+H5oDTlfSvXLok96cQaNAGWn66cKH+8mXZ5D4g/DT2ECVw6vDc0CUn9+xBIoc/+EDUjxRPJAIkjrU2kkiRIHpJIgYPbiy5JkciR4yAhoMWQbKIPDBvHsIQKNgjhcQZM7BPWbgQKjB2wgRIQGzxkyc3isJZs6wH5KQ2dD1nHvmzDNJkoq4RpSRBV59vISJleC91yRKUNv2jj1Bg6NGEKVMgKOMmTMBHsePGNZ5/tZwVLaVnF66pSSSC1DI+/xxCCpUJhZe6dGm41MbVjRuiVdQuWy2+Z8wY1Ml+Pz8kcmzTJjQi2g5b+sqVRz/5pPEci26jmYMta+1aXILmlhZv0IbHjm/fXhIejg1K9GxubnFoKIfKCCHODgUWcUSjwGryqTKakjxnDkQGxM3hFSvSli1LXbwY3jrzs8/2jB0Lx4ktb+NG+E5RRaKWSqOi4HrhMrE3tniSLHQYAsgUuu1sTg5Ektzag24o2bULgdqCAiizupqamrw8hHEaClmdlZWzYQNidE8vd9bkUMLYi6fXDxs0QWB+zrmiIsTIjUgkeMDPL++bb1AbqJOIoUPjJ04UlSNjaXtGj9bHnHQlGqNpI5wASYcLD7//PmKKgoMPLV9evnfvyZgYsU6q1CYwCidAl8B883bJWLMGSWWvWwcFg08dJHI6La1xMtzXX0M1Qr1J8aK0Mu/39UUiGZ9+ilrFBlUH5RQ5cqS5KBSLoDtNTUOJ+ibDh9CjJrPxwpjnn0dGae+8g0v0ATYRgruHDZPOhtpInDYNZZYblIQQ4lxQYBFLLNaDgHcvCQ+HIqmrrYWMaOvSOR/QYZA12JfFx4sKhGiDJJK7bOVJSRAQopDauqSNyI0/FBKyWGaw2TwHJ0D9HPn4Y1PTxDhdS+19/XX0Flxu0W0aTc7MlBFH0VIWA58yyhX17LPmH+EQCrVi/37zKWIyzwyiMHPtWuSCkkBEFmzblr916y1SjYQQQoFFHKFO/yDXB7Qj9CLkVFZAwKWqKsggxwNOOBmXQHiJKmqcs796NUQ85CY0E6QYToBUKktI2DN2rIx76aOnCVOm7BowAJHh3t6hXl4yNCg3T/Ut75tvCnfutJ7mL1k3PgeQlYUcj23aJP8cKMgIIa2EOg5UFTuNRZ3+QW5NDi1fnjB1qswes3jOQCLjp05tnBv34osSKVO+ZKWPEz/8ILO7Dq9YET9pUswLL5hPxZMt/aOP8Cnk3em0NH25CmhEqMBzRUX4qDg0dK829z9340akyUFcQkgzUceBqmKnsajTP8itDNQPtM4Jkwk66dC776avXJm6dOn5kycrkpMhhmS8qragAJuIMJkNZvHcgAiyCG2Ol/6g6M+PtWpz/EP79oWEgpyKHT/e1PTsgkUi+95448jq1ZUpKTL0hQJAw53Nzc3furUsIQFaEGUri48v3LmTY2OEKI46DlQVO41Fnf5B2gc1eXkQN5n+/o1T6ZuGteImTNg1YEDJrl0QQ7J+hEzhapy/NX26PvHL1PS4pTz/KPclI59+uvEh09Gjo7UHJ2WeGaQYNJw8uKCPilncrNw3e3bE0KHFoaFcx5UQNVHHgapip7Go0z9IO0Nm60NFOb6pV3/5cnVGxo+VlZlr154ICoKWgnLK+/bb1KVLz2Zny8Kt+smQSmnLljWOeA0dav7kY6S2DghEWFjfvnvGjPn5I23oK2LYMMiymHHjoO0Ktm0T/XcqLi5x2rTcjRvjJ03aO2sWRB4uLE9KatAeicjbuBHKr7XrhxDS2qjjQFWx01jU6R+ECI4n6ePTM+nptYWFSTNnpixcCMF0MiYGwguSCJJOroViq0hOhmKDVot76aWrlhbTFjb7+Q5m05K8skHSlUZFJc+dqw+AJUydeio2NmfDhvOlpRfLynjPkRDnQh0HqoqdxqJO/yCkNTibnb3fx0fWs2i8t6i9KiBu/PjGBWynTYt6+umYcePS3n47dsKEEyaTLrb++ToEbbmK3drKZLuHDYufOLHxxQmffILzC7RXJB3//vu8jRuPbdpUGhmZsWbN2awshKuzsrIDAwu2bYPsg86DIszfuvVsbu7x7duh/GSK2IWTJ/HpTxcuoIQy2sf1xggxFnUcaHuws6Ki4sEHHzRvs/r6+nnz5rm4uLi6uvr5+eHQcXxLUad/ENKq1OTlQcrUFhRA3EDQWL9o6FxRkYiqLH//2sLC+EmTwr29o7SJ9jIx/5+b+Ws69XljWiB8yBCT1bueZH1Xi7dCyZR/mcgfPnBg5PDhEUOHQrpB9p2Ki5O7mZRchNwI6jjQ9mDn9OnT33vvPfM2CwgI6N69e74GAoGBgY7jW4o6/YOQNkdeOWAeAx12MiYGeqvxpZDffgv1EzthQrKPT7Cn54H58xun52vvBghyd5eJ9vLWTnnxESRXqHZHUlbkl4liuiCTxy0jNEGmR4p00xfFwCXRo0enLFwYM25cwd//jjKUJyXJ6xkMsffKpUuQlQ2a+mxoeoUlTNbfA2FILoQYjvnLvizICghIfvPNouDg1KVL1XGgTm9nRkbG73//+4sXL5q3mbu7e0hIiIQR8PDwcBzfUtTpH4Q4EfLjLu9xghyR5yJlsdbSqCjEy5KtECtyBxCRl6qqyuLjoeEQU5GcjEDjzcSjRzPWrCkOCzvg5wevsHfmTEi3uEmTrIfB5D2VoX36hHp5RQwdevTjjyG8SiIj01euPBUbi0SKgoJKwsMLtm2rOnKk8SVUubl5Gzee1l5njsP8rVv3+/iUamuSFW7fHjliROz48TIIF6ctJ7tn7FhRinJXNOHVV7E/qN08RRbFoaHHt2+vq62FCOO4Grk5yKvY5IVp+LLgb0b+li3oxpBQuwYMwHZo+XJEotujh6Pbo4se27zZ/A+MOg7U6e0cPHjw5s2bG64WPZ06daqoqJBweXm5i4uL4/iWok7/IIQ0aONG2CBoqo4eTZo5E6oLW7i39z7tveaydMU/5+xf/Sbvq5YW0x60DLb1CvPgpndxXiXdrn6FpVwYaust8vvnzo2fNCln/XoUEsKxrSuMOAKCGNrduZrpXFER/g9ARTX2wF69sP3z7V5Xr3Vs3i1Dmv6Q4DuCfylJ2vov6jhQ57YzPDzczc1NplKZt1mHDh3q6uokjEDHjh0dx9vkNoe0ij2EEGdD3mgOf3no/fcjR4xoXEBfW5E1dsIEc98jdxh/fqdk377y9smYsWOxT3jlFbmPCYUE3Xb8++8Pr1hREhmZtmzZqbi4vI0bT8bEYJ++ciU+2jtrVs6XXyKFxJdf/lnPeXqamtYb029r4hIur3+DlMXHJ0ydenz7dsNTljfZoxENT9koqjMy6i9fhhCsLSg4nZZWuHOnrLQSfvWcxbhJk0K9vFIWLZJVV9BjU5cu3e/ri8gErX/qr4jQnxpBt1THgTqZnRb65rHHHouLi9M/0k/jCBYh5OYDnyTLUshLuOGc5FWS8sYhOOzLFy6UJyX9WFl5sawMW4O2iliD9ljlddzjw1Vn0tNl8Yvcb76BtkvUtJo+fpa6aFH06NF5X31VEh5uMY+N2ARNI7eYgUhk1KrhS4EcWb0aKUOUy6H+3oU2Bz2qKCjo4NtvNyp+bfVgfdutPVMSP2VKVkBAye7d2ONvgL5csMW6wbAIlYYOj3jrVffUcaDObae9gSXOwSKEqIZINAgpODZZ0kLGz4K1IS6TtnZ/uLe3TI45m5NTGhUlD0WKgBAfL3vIRLhG7OEdIQRx/umDByHj8jZuPPHDD/Im8sYZNkePNr4NKT4eSSFwqbpaXtN0vrQUaeoptwny2AEKVp2Rge1kTAwMKQ4NrT1+/NimTSinzI07FRsLoSAiuPLAAdRb452sGTN2DRhw8K23cLjvzTcb58ZNmIDD+EmTkJQ8gtCikjRoIze4EPIFtScvg0dSEUOHxk+cGDVyJDI9tnnzoeXLT6emSrughlGxqO3kN99E2XBta0yzkxvfFampjW9lGD062MOj8Ua2tiKdPAuiD4vmrF+Pglk/53sdqONA24+d5m3m7+9v82lBe/ENLWxydfoHIcQZgXqAI8/56itorL2vvWY9u+vnZyrd3XcPG4ZzkmbORPiAr2/jdP4JE7DHJpPD4P7NJ9OYzN6DJElZDHLIu5gQjhgyBDLl6KpVUCelERFQYHLjyVihAA0HY88VF2cHBkI5wQSoFtFG8VOmXDUrSDNZpsHpa6qFaJJitxZpMbltv48PEoeONI+Um7wpCxeezc6GBoVOqi0owGnQQ5cvXICMgxJCMaBEUR4IsvSPPmosifbIgr6lLVuGkkOwWk/dk3VDROiYmt58EKkt+RY9alTuV18h5TOHDqEyz588KY9uoADynKlUL9QY9igbSiWfypK/UHUQlJX796NjQFOmvfMO1HbitGnmU/0ku9TFi3HCqbi449u3IwtYCrsMbDV1HGj7sdNiHSwfHx8XDV9fX/N1sGzGN1BgEULaKXCNjbcIU1NlaYmY559v9NmabAq6+kWTFrOVxd3Kgq4y+QaqS0SVrHyxW1vkwqTNJ9MvD2+admMyX59MmyIGBQPVBblQFBSUFRBwvrgYnhsiAIflSUmQCFADjm2R1zThKjj+9A8/RFLy3szQq0suUkkfgzGfBifLp+kKZrf2gILIJlh3dM0aFCx95co9Y8fKTVUIpsZFQGbPTnj5ZVghS3iI9JSJ3o2Xa3fT9mh1oo8Xmsyem9Nf6Cm1BwXWoI1pQYFBxmV88gn2MgFc1mDTz5fHSGX+k95YMutOHq0Qo1AMEUnSuHvGjUMMBKUUT4SvqDSL17T//MLQfv0SpkzZO2sWpBvaorXvV6rjQFWx01jU6R+EkHbGT9pAy6Xq6sKdO0+npqYtW5b85pu5GzcmTJ2av2VL4rRpUBgZa9ZgOxUXJzJIJtPIjS1cLmM2SASSqCI5GRJE1iqrzsjIXLsWUglp5m/d2jjf2cdn/9y50Bwykf+fIyXytkqRbtoNqUbdoD1HmbpkSfTo0bkbNkDlIJHi0NDGFfmjopDakZUrTVavD5fLRVFBTyTPmRP19NM5GzbAnBM7dkAuoGCn09IQqC0sLNi27WJZGUqIvdyGgyEQbTiEpbDlmrWH1KBTUxctukrPaYNPUhJIN5E1STNmNCo2bZXaY5s3wwrkflmbk2czZZm6h/KgXVAwFBKyWGb14RKYjxLKsxEi2qT2LJ4z/Xlk8erIn998oKnhkF69cIiCoY0alW5w8PHt22/y8xDqOFBV7DQWdfoHIYTcILL+ZOPNpqwsiLkD8+bJCJCMolkMPsmLKS3WGxPt9fOTkk139/a+/nrE0KGQI42vPNLeByDPDdwEIDchdyDaoE6yAwPLEhOPrF5ddeQIJBS0EYoh87QMnzUlq7shfajbCydPwvAzhw+bvwAKGhElORUbC0EGlYnioZwoGOTdhdJSCGWZHmfIVKrrRh0HqoqdxqJO/yCEEMOR6fNw9nkbN57NyYHjhy6BVII4yPL3D+vbN0VbkV+f4yV3JFOXLMEJEGqVKSnlSUltbQS5TtRxoKrYaSzq9A9CCGkTzhUVXbl0CSIM2qv+8uVrTs8izoI6DlQVO41Fnf5BCCGEGIg6DlQVO41Fnf5BCCGEGIg6DlQVO28cviqHEEIIuUHUcaCq2Gks6vQPQgghxEDUcaCq2Gks6vQPQgghxEDUcaCq2Gks6vQPQgghxEDUcaCq2Gks6vQPQgghxEDUcaCq2Gks6vQPQgghxEDUcaCq2Gks6vQPQgghxEDUcaCq2Gks6vQPQgghxEDUcaBOb2daWtqAAQPuueee+++/f/369RJZX18/b948FxcXV1dXPz8/HDqObynq9A9CCCHEQNRxoM5tZ3Z29oMPPrhp06YzZ84UFhaOHTtW4gMCArp3756vgUBgYKDj+JaiTv8ghBBCDEQdB+rcdkJRff7559bx7u7uISEhEkbAw8PDcXxLUad/EEIIIQaijgN1bjvvvffexYsX33fffZ07dx4/fnxVVZXEd+rUqaKiQsLl5eUuLi6O41uKOv2DEEIIMRB1HKhz29mxY8dx48aVaYwZM+all16S+A4dOtTV1UkYAZzmON4mtzmk1WwihBBC2i3qOFAns9NC33Tq1Km8vFzC0FhdunTR4zmCRQghhNxqqONAndtOT09P6CoJnzp1ShdYnINFCCGE3IKo40Cd287169e/8MIL+i3CiRMnSry/v7/NpwXtxTe0sMnV6R+EEEKIgajjQJ3eziVLlnTp0sXV1fXFF1/UJ7nX19f7+Pi4aPj6+pqvg2UzvoECixBCCGl91HGgqthpLOr0D0IIIcRA1HGgqthpLOr0D0IIIcRA1HGgqthpLOr0D0IIIcRA1HGgqthpLOr0D0IIIcRA1HGgqthpLOr0D0IIIcRA1HGgqthpLOr0D0IIIcRA1HGgqth54/BVOYQQQsgNoo4DVcVOY1GnfxBCCCEGoo4DVcVOY1GnfxBCCCEGoo4DVcVOY1GnfxBCCCEGoo4DVcVOY1GnfxBCCCEGoo4DVcVOY1GnfxBCCCEGoo4DVcVOY1GnfxBCCCEGoo4DdW47jx07NnToUBcNBHAo8fX19fPmzUOkq6urn58fDh3HtxR1+gchhBBiIOo4UOe2093dfeHChVUa8+fPx6HEBwQEdO/ePV8DgcDAQMfxLUWd/kEIIYQYiDoO1LntvPvuu2tqaiR89uxZHEoYSiskJETCCHh4eDiObynq9A9CCCHEQNRxoM5t57PPPrtkyZLq6uqqqqpFixbhUOI7depUUVEh4fLychcXF8fxLUWd/kEIIYQYiDoO1LntLC4ufuihh+TdNQiUlJRIfIcOHerq6iSMQMeOHR3H2+Q2h7SaTYQQQki7RR0H6mR2Wuibfv36zZ8/X5+DhUOJvwkjWIQQQgi5Dq5fBDgVzm3nXXfd1SZzsK7JTehArZ0FTWjz9G9CFjShzdO/CVnQhDZP/yZk0Q5MaH84d31BMC1atEhGsBYsWKALJn9/f5tPC9qLbzC667SDvk4T2jz9m5AFTWjz9G9CFjShzdO/CVm0AxPaH85dXzk5OYMGDfo3DW9v77y8PImvr6/38fGR9bF8fX3N18GyGd9AgXXT078JWTh7+jchC5rQ5unfhCxoQpunfxOyaAcmtD9YX61CO+jrNKHN078JWdCENk//JmRBE9o8/ZuQRTswof3B+iJtBr+ubQ6b4FaArdDmsAlIa8BeRdoM/qi1OWyCWwG2QpvDJiCtAXsVaTP4o9bmsAluBdgKbQ6bgLQG7FWkzeCPWpvDJrgVYCu0OWwC0hqwV5E2gz9qbQ6b4FaArdDmsAlIa8BeRQghhBBiMBRYhBBCCCEGQ4FFCCGEEGIwFFiEEEIIIQZDgUUIIYQQYjAUWIQQQgghBkOBRQghhBBiMBRYxDBua8I88tixY0OHDnXRQACH1hfW19fPmzcPJ7i6uvr5+eHQcTyxh80mqKqqGj9+fOfOnbt06bJ06VKbF7IJjCI0NLRPnz533nnnfffdN3ny5MrKSolvTk2yFQzBXhM02PmCmMMmIAZCgUUMxuLHy93dfeHChVUa8+fPx6H1JQEBAd27d8/XQCAwMNBxPHGMRRO89NJLY8aMOaUxevToDRs2WF/CJjCK/v37h4SE1NbWlpWVvfLKK0OGDJH45tQkW8EQ7DWBjgOBxSYgBkKBRQzG4sfr7rvvrqmpkfDZs2dxaH0mVBd+ECWMgIeHh+N44hiLJvjVr34FTyNhaCxPT0/rM9kErQF6/j333CNhBzXJVmg9zJtAx1pgsQlIa0CBRQzG4sfr2WefXbJkSXV1dVVV1aJFi3BofWanTp0qKiokXF5e7uLi4jieOMZaYKH2JAylZV6NbIJWZceOHb1795awg5pkK7Qe5k2g40BgsQmIgVBgEYOx+PEqLi5+6KGHZN4DAiUlJdaXdOjQoa6uTsIIdOzY0XE8cYxFE7z44osvvPBCmcbzzz9/xx13WF/CJjCc1NTUbt26ZWdny2FzapKtYCwWTaDj4BYhm4AYCAUWMRiLH69+/frNnz9fn4OFQ+tL+K/RWCya4PTp09BVrq6u99577/Lly3/7299aX8ImMJbo6OiuXbvu27dPj2lOTbIVDMS6CXQcCCw2ATEQCixiMBY/XnfddZe9OVg6nPdgLA78x9q1ayG2rOPZBAaydevW+++//8CBA+aRzalJtoJR2GwCHQdfEDYBMRAKLGIw1k8RLlq0SEawFixYYHNur7+/v80ndOzFE8dYNMELL7xQVFSE+t+yZcuDDz6YlZVlfSabwChWrVrVtWvXzMxMi3gHNclWMBZ7TaDjYA4Wm4AYCAUWMYzbrkYic3JyBg0a9G8a3t7eeXl55udLoL6+3sfHR9bK8vX1NV97xmY8sYfNJli/fj3+zd999939+/dPTU21OF8CbAKjuM2K2traBoc1yVYwFntNYP2R+SUSYBMQA6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCLG0NJ33NqLd/CiVnPsXW4xibVTp04turyZuRNCCCGOocAixtDSd9zai7/mi1odX27O6tWr586d26LLm5k7IYQQ4hgKLGI8zXnHbXMW7rP5otZmXn7p0qVu3boVFxdf3+WOcyeEEEIcQ4FFjKc577htzqsnbL6otZmXBwYGTpw40V4JbzB3QgghxDEUWMRgmvmO22u+PNXei1qbc/mVK1f+8z//MyMjw14hbzB3QgghxDEUWMRImv+OW8djSNbpWCy+7PjyrVu3Dhs2zDymRZc7eE0sIYQQ0hwosIhhtOgdtw5mQTl+Ues1Lwd/+tOf4uPjr+/y5uROCCGEOIYCixhDS99xay/+mi9qdXw5CA4O7tmz5/Vd3szcCSGEEMdQYBFjaOk7bu3FO3hRqzkO3r3q6em5Y8cOx6W9wdwJIYQQx1BgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUWIYQQQojB/H/otGQmfNOPmgAAAABJRU5ErkJggg==)
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