Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_Zheng_040122_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 16, 2015 |
Start Time | | 2015/10/16 11:30 |
End Time | | 2015/10/16 17:00 |
Key Words | | Python project |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -7.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 0 |
F10.7 | | 108.40000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Yihua_Zheng_040122_1 |
Minimum Dst Value | | -10 |
SW Source | | OMNI |
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 THEMIS-D for time period of this run.
![](data: 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XcGshAiwWNeWkpkUBAADcWgdY7e3tq1atGjVqFBlva2t77rnnCgoKyDiJschEl8ulcr30dMfUlJOaFgUAAHBr/RyskJCQ2NjYyspKMj0pKWnbtm1cso0bN5IpKtdLT3dMTTmpaVEAAAA3nuQebNSUk5oWBQAAcCPACjZqyklNiwIAALgRYAUbNeWkpkUBAADcCLCCjZpyUtOiAAAAbgRYwUZNOalpUQAAADcCrGCjppzUtCgAAIAbAVawUVNOaloUAADAjQAr2PRbzsbGxuHDhwtaIiUl5RGv5ORkv3Kjp0UBAADcWj9oNDQ0dPr06YK34vRgvfR0x/ot59KlS1NTU/ktkZaWZjKZGrzMZjP5qD43eloUAADArfWrclpaWlJSUkaOHNnL9dLTHeu0nOXl5SNGjGhvb+e3BImucnJy2HEyEhUVpT5DeloUAADALd/x3bvXfPHi5vLyTS5Xk785sC97NpvNu3bt4ibW1tY++eSTTqdTeb1q5g4kOi1nbGws23j8lggNDe3o6GDHyQj5qD5DeloUAADALd/xkeiKYQxkIDGW+hxI/JSSkmIymch4Xl7ec889x81auHDh6tWrfa5XzdyBRI/lJC1nNBrZcX5LCFpl0KBBggUfUhTozQYAANAPTQIsvscff/z8+fPsrPDw8J07d5KRysrKYcOGuVwun+tVM3cg0WM5R44cWVRUxI7jCBYAAEAPaHuKkIRQqamp7BEsIjMz85lnniEjCQkJ69atU7NeNXMHEj2WU+7gk+AaLK6ZVeap/YYCAADolbYXubPYa7BYo0aN+vTTT4cPH84d+1CzXnq6Y72XU3wXocPhwF2EAAAAyrQNsNrb21etWkWCKm7K3r17SYKtW7f6tV56umO9l1PQEsnJyXgOFgAAgE/aPgcrJCQkNja2srKSm7t//372LKFf66WnO6amnNS0KAAAgDvwHV9cXNzevXv9XS893TE15aSmRQEAANwB7vh27tzJf1KD+vXS0x1TU05qWhQAAMAdyI4vJCRk2LBh3P3+fq2Xnu6YmnJS06IAAABuvOw52KgpJzUtCgAA4EaAFWzUlJOaFgUAAHAjwAo2aspJTYsCAAC4EWAFGzXlpKZFAQAA3Aiwgo2aclLTogAAAG6tHzQaGho6ffr06urqXq6Xnu6YmnJS06IAAABurV+V09LSkpKSMnLkyF6ul57ueCCXU/KN0QAAADSQ6/ia7zVvvrh5U/mmJleTvzlwL3tW6GERYLGoKSc1LQoAAOCW7/hIdGVgDGQgMZb6HJxOZ0pKislkEqTZsmXLtGnT1KxXzdyBhJpyUtOiAAAAbo0CLL7HH3/8/Pnz/AR2u33UqFEtLS1q1qtm7kBCTTmpaVEAAAC31qcIXS5Xamoq/whWeXn5008/XVNTo3K9auYOJNSUk5oWBQAAcGt9kTuLuwbL4XA888wzhYWF/q6Xnu6YmnJS06IAAABurQOs9vb2VatWjRo1iv0YFRW1c+fOHqyXnu6YmnJS06IAAABurZ+DFRISEhsbW1lZKZ6FuwglUVNOaloUAADAjSe5Bxs15aSmRQEAANwIsIKNmnJS06IAAABuBFjBRk05qWlRAAAANwKsYNNjObOysqKjo0NCQh599NHExESHw8HNSklJecQrOTnZrzzpaVEAAAB38Dq+P/zhDwpz6emO9VjOmJgYu93e0dHR1ta2ZMkSEmyx09PS0kwmU4OX2WwmH9XnSU+LAgAAEP/7v/9bV1fXxyv973//SzpohQT0dMd6LycJswYNGsSOk+gqJyeHHScjUVFR6vOhp0UBAACIhISE5cuX9+UaSXT1f//3f9nZ2Qpp6OmO9V5Om83GHcEKDQ0l8RY7TkbIR/X50NOiAAAaqmupO1Jz5HLz5WBvCPjt5s2bf/zjHx/qK3/4wx/MZrPdblfeKnq6Y12Xs6Sk5Nlnn62urmY/ClqFO7LFUW77PtpoAIBgc9x1GCwG9oW+ZIiwRJAp4mTOe04SPJU2lUpmUtdWx+VAhrisOG038tpv14xWYzgTPr9gvrY5g57R0x3rt5x5eXlPPfVUcXExNwVHsABgAKttqW2426BJVmFMGD82Ygd+gl1Vu7oFT9nC4CmvNk+cQ8a1DOX1tt5vfavgrRcOvfDDpR+UU35T9g0/54SjCT0opmDV+6r25dXn9TIfCDR6umOdlnP//v3Dhg07c+YMf6LgGiz+O719oqdFAaA/Mqeb2VDj0zOf9jKrame1ODYiw7KTy9gEc7LniOfWtTy4GvrN/Dclc4i0REqu8f7v9z//9fPn05/nJ56eNV1uC/9Z8k9x5q4Ol1z6r859xSUbkz6GrI5M/Kz4M6PFGG2Lrm+rt1618rM6ePVgD+sOAo+e7liP5dywYcPQoUPLysoE09m7CB0OB+4iBICB5Ppv1/nxARtA9Ngb+W9IhkdhTBiZm16TLjn3xawX2cVTTqdIJmCHq86rgtUV3SqSS1x+u1y8eYlHEyUTLzqxSLI4JIQSpCRx1bQj0xQ2kgy/Nv7K5bC+dD03/ePTH/embqH36OmO9VhOhcunkpOT8RwsAOh3XB2ucbZxRqtx/nGJ641ezX21WyRkCSOJFxQsUB9pFToK2WVNVhNZS2c+Vk9ENdY2lsu5+FZxlCVKIfwiaxRMX1W8anf1bu5jVLrw9u0IS4RclBNpFR7x2ly+WS4xKTVJ8Nbxt8iIkTEWN3quD7HX2pUDKYWBW6lgulytMlcYLs2mC5tU1jz4i57umJpyUtOiAKBDbx57cNLNZBNe3jAmfYxkiBDBRKjMn3/RFTc+N3cumVXzW82D8MgWxU/mbHe+nvc6N6XaWU0CO/4GVP/WeY8Rf+Jt121uvWVNZcpRTlVzFX87BXMrmismHZrEfSTRlSBCirRE9jjA+rbsW5KD7ZpNMH1x4WJxBR66fkhlHAa9RE93TE05+7BFL3z/vX3q1NzXXnNWVcmm2bjREhHBfpEtRuNv16712eaBPhUWvm2zmXNz5/yOn/X+xtXheveXdxPyEiruVMilMdvMgv77lbxXXsp5SU2gMDt79rqydVzYRKKuHZd3RFgiwpnwFadXkMzjc+MlF7TV2Ni1S84leZJZTa4mbsrUI1P5CW65bnHb//GZj7nppCzcdH767ZXb2Ykfnv6QH8axkYrznlNw6T0J78j0vHqJq+klBosn3iJlV0hDAsofL//IfQy3hJNFYu2x4pSVzZX81iEllYjPLny7/vz6nyp/0mYvgS4IsAaaPmjRktRUia98ePi927f5yX6/f1/yx8Fx9GigtxAUtNTV5cyeTdpL+rfdaHTduuU7l15gGAM7tLTUBnRFA1JHh8tqjbRYwo8de6Pv187vwuWu1I7OEF5IJDkonG7rwcCt/aPTH4nnckdoJJdNOpYkKIL61alJXNRQpD4xGX6o8NyW2Hq/lT+x8GaheAO4M6Rk+P7C95I3VHZ9sQ1Kc7uG6Ydlr9aHHkCANdD0skXvNjTUHDly+qOPzn399f3WVsHcdKNR+RtatnGj01llsRg9PehBAyNxAw1vCAvLjIm5LbrGX6zWbs+eNatw6dIOl+c3vfLHHy38fMLDK7Zv56d3NTWRUtQfPXoqOdk2ceLhl15q5D0Fg053HQ4LP6iaZ2D2GJgDBuZnb0uRkU0GZkLn3DMrVgRuS0h8wAZYbW03AreWgYphIrgItb1d+A0NtHAmnPvi7ajYUcsLkT//9fPlRcuvOK+oDIma7zWLr+nu2cAev+EI5o7NGMvNSjqaJF5cfILsrYK3FFa3+eJmfuJVv65SSDzNPo2fWE2R+enzb+STgd3C7RXbjelGk9XEXdV+pPaIZA4LChaoqbcIq0SM2/OdA0QQYA00pEW1+Ml6MKSPHs08b2DID06civTzDdyvf+dAeu7tBmaKimUjIupyc8UlYrrOMPoYIiMzJ0/2mazw7bf7vlGCyHOKlh9XGb0twsgPB7tV17H52j8X8ebNE0VFyeXluLRW2qlTH1itxoyMCa6uC4CuXNlnsbANFMZvrBs3jmm+9pLGEuYqU9EsfQZQcBTEaDFeuH3hncJ3uCndElhkv4fsZeacFadX9OZHav6xbnvpqpJuEU/RrQcHkMQXtv+z5J9qSsoNEzMnihNPzJgomXhmzkxBykt3LvETvJH/BokO+VOmHZ4mzl+B5HqrndUfnZI4kscfFh1f9EXxF+LpObU5fm0AKECANdBoHGA97+1x+R3wTN5co/F6ZqZtwoTOjybFnpsNtoy+1hgvteB/Dcx07Qpl8Bw8y4mPv7xr16Hx49NNptMrVogP1/U7v9+/f/qTT6wkIJYr9TxfDcQNvN98W6Tw9qjGxnMWS0T3RaKcziqV23k8dyG71J07Ene2U+veveaWltr29lauVo8efZ2dZbOZJJvpwoXvtN2GG2032FYnkRM38fPiz9loQ+6ZCHJD6/3WL899yZ/ibHduvbR15dmVl50Sr6Mha0/MT2Qf+FR+u/wfxf9g1xtpiYy0ei4AJx8TjiZsLt/s6nClnOl8woLJZhIfggqzdIZH0RnRgllzch88GevdwnflqoLkOTN7JpePp04Y48Xmi3LpC+oLyJazKcl2xh2JY6+7Ejt161RUelQkE/l16dfcujwn+yyeWxFJpcmtQpL4SWDczY9y16uRYbRttFsq3CRDfE68XxsAChBgDTTdAqwkA7PPG9b8ZGCkH6cnP/xdvvf90fDb1W5PiKkpyPCsQmXnTbZnhjfSmuCNyci6RntPV/lccK/Mpo4zMMkG5n3vSa6D3oGUWtU1tX4P5G9yS3i4RfmgWkTEyQ8+IOFOoNuarOLy7t3p48ap2vhlqhuIHT4xMOsMzE7vOUSmq2LTfCx17pz08QA+657O4OxkzgcFBQvIyOHDsR3yj15sba0rLV1fVvbtvXvSPdYAQOIqu/0FUhXHjy/k1ycpO5lrsURK1nZW1qwer/GHih/+dvZv7Mmmny7/RD6Srn1H5Q5ujzlw9YBb/iSUz4E7RrWvel+MPSY+O770tvRragIkty43/0Z+X64xWEjDsQEoGcbYxvh1S+D1luuj00d7zvxyhxstOEuoGQRYA40nwPKrH+WG/WHMV0brv8dbup+GkByOHJlK1vX77/fT00dLp5nr61RUjwfvj4Dt+7Hq0keUlW1sunDhwWE2vQ4kbsuaPbu1rk6uZeuzs9PHjOlh/gvFNWOsqNjGz99mU1mlPocwhWiJsOyWWErybNf582sFydJFjyYKtJs3T4sO13VWYEPDKZWZVFfv9V55Fma1jrl9W+Kiw5aWWjZbwcGqX3/93O15ncPLChVOvoM1NYeams6rL9SJmyfYPcOcbib9K7ejzMqZxY2z7+NbVLioZzv0n3L/pH57IOj4D9eIYCLmHZsXQf6OtES8dewthefOgzIEWANNzwMsxcFmM6tPXFT0Pn+TXK7bnZe9+zUclJsV1nU9ih9DXZ3nwoLS9euDHkj15ZAxYcKVn3/OzJwgqI3r17Mkd578/ARN9haL/B/BJPZi9kssUl8vvLf0/v1WmXhC+h0mgZCRMUm5pFlZM3tWRVYmquaInVsR+Y4cOvQ8CR8tlm5/3uR6w5QzZ1Z0X+lLknkWFMw7c+bvFRXb5Qvk8ZcTf1Gz97BPzvzk9Ccq9zb+2TTugQXQXzTcbVBoXMEjvvpSk6uptqX21t1uT5cIZ8K1epdlQCHAGmg0D7AyMyff914W4HLdYlQc3CJ/TEtu2I0bx9QFRmGWNcaMqRNv8J7mYLVKHkLQaoiyxpiDHgxpMEREnP74Y/bU5N27t2y28ZLlvXXrjGQDsaqq9qiqtB+6r/rfwgQZomtfWNyhGsHQyHvdB0vNzsbtM9evZ/r1NfGpvj4vkLtc1/CzgfnQwLxoyNo0QzLB4cMvkI35z+HYZMbwhadWx507t8YTpCpWTkHBArlycVdZqYqZrL5v7OcG/iMDXvBuNvQvY2zSz4Blh2ib9DdaTqWz8mzD2ZnZnRftmm3mHsTcxx3H5W6VIEG8v9er9dJV59XUs6k7KneoXwQB1kAgeN+OYC80pZum26dNtERNZsKXMuH/YiK+sYSTH+tdvn79Kyq2itclkzj8Yvdbl1nvn3yfvUeG/MHxWt5rN1tvtrc7uw6oRGRnv8zrJyKczmqFMooPw3Cdq8USUVDw55KSL0tLv2WfXXn0qCZHYiJLSzeUl2+5d6/Z3xZxNTVVHzx4ePp0i68HW/RqCA/PevnlWyUl3HrLytYpHyy8fv2wmu2vqzuanR2fn/9mW9tN8dwOl+vQlCkS27Ot27pqup79yNfe3mqRulzv2OFuMYHTWdktgYpL9Hp8ZMv7ZKmoQIVQvRus3sNIpq4qPrDlr+w2k/1ceUH2i5BWnrb4l8V7qvawS1U1V/V4b0vIS4jLjuv8aOn8N9IaycVV4zPGrytdF5UeRbpS9t0v0O9IPriBG1rbWy83X/7H6X+8dOSl6Uem/3DpB7l8vi79WiGfcGv4rbu+H7Znv2ZXfnbXjKwZfpXO1eFKu5D2Xdl3pCDN95pPNZyqbK5ccXYF+Y5c+e0KSfDj5R/HpI8xWU3sBYhu74G9pPwk/ml0g/fxFnFZcaQU0RnRyaeSX8t9Lacuh4SPtS21Ta4mstRfi/7KpkSANdAIAix/hwgmgvyS7r28l91RBOpa62IyYyQXjGKibvI64/Vl6+VW8VLWSz0rWmZmt0Mydrvvv5JPnlymaYdHgrnwjIznc3LmZGTE2mwmEs3YbOZTp/5aXb2PhJiNjSXKlx8puN/aWvD220xYmESdhYVZx469lp4uueD165nqjvCFaf7k9Mrt24WbulNNNYZ/uMfw6nZD6iZDAvnLmDG8TEIHxnDxoieg//3+/SPTpnVeWc8O67oylzq3qDxkZ89WfljUvXu3fedz0MBM7XZnJRPt/87zjTcH0aE+HwEWE1GTns49ZmPFnz3nXu9culRz5Mjt6xcOH54qt2B+/usX7lx4sMXyT0xgB/4JPskhuy6b/CbMyJ7xgv2FnZU7SefU7P3Dg3v1jfh+PeiPLt6++PrR10kvUOWs+vpctzhpcuZkwV5x8uZJcQ4kfOG/FEhyIDnLbUDr/dbnM59X01uRmH5X5a7Pij+z19rF+Sw/vTzMGiYXorGH6/gBpeAsZM8GwUM3EGANNL0MsHq7ezHhgj3M5zDl0BT1h44vXtxksUSmp5sbGs6qXIREFadOpZBOXdNIy7/Bbo+tqbHfv99640ZBUdGyw4dfSk8fTYKz9PSxJ08ub22VOEqkgMRwv/zyF6tV7WVtpMZu3jyhnOdV59UlvyzhHq5N4uz/VvxX5fac+dvfujWpr+35m9RusMOznZ7HRVbt3et54ho/uOEnnGHoFnvJXqgn0QRNTSUnTiw9e/ZTNtAk1Xj06Gu+l02V2XPjvLe17jEwryrv4F2D56e+K3pOURGNcePhBi7ofvcDQ/l333F5drhclp9ld2zuqQGSgyCQ558jD2eEX+EXuv6YIdFqS0st/5juq3md5Z9+BA8BH4D4r4WWHF7JeWVOzpxlvyzjTtiNto1WXsTQ9fxV6zXryjMrixqKUktSvV+PsJhD0n/Ad/4uWT0vrJx7dK5E1+NnvyMeZmfP7mUO4gEB1kAT3ACrlwP5ZV95diX5opY1lZG/lY2MkXT5EzInvFP4zpGaI2S6q8NFvszcd4mkV7jJhWTy5rE3p9qnLj6+WPK5O27PI51KlS9n2c4YFjOGF0kgyBhiveOkf/uYMcxkDGNFvZR4MDKG9xjD3q7cSBixmjHM8C4byRhGkz/CGMObjOFHz9zwrKy4wsKFGRnRvE0Ks1pNNtvz3oDMv6guM3OSz8Npx+qPqXmBhsGztZ7H9vAvLCXVXuAoeOnISyaLaWz62Am2CRP+E7ZsqYFJ8LFhk6Ty38jOnW5gNndPv1Zpu6yRkZ5g4Gf/akZpONA9aHtNuEZLZOTV9PS8V14pXLKE/24oEusUf/HFua++Yl82wLrCMEffeKN07Vq5+i8rW5+ZOc5zA69gM15/ML4v4cHq3xY/PJJ9FEvXNm/y7m/zugdM4mFK5vgFvI9kN/6c9x282HSR3SvIuODLxTCdYT354rBTbrTdSMpPeuPoG3WtsjfAQr8meCu2v8P4zPG97xrmFzx4lmz6tfTeZ9izweeBXsGAAGugUW5R8iN4tuFs871mEqyQ0MRoNUYwESq7WPFAlo09FKt89uG44zi76j1X9gR01385++W/FKq6PcrgvTSNRG+k/2DLHtZ5eKGH9RCggXR7JsYQzxhSGcNaxvAZY1jCGD4UXTz3kzduO+Ad/94yZlvJV4euH1pcuHhKxhTyyxhliSJB6uj00WarWdu3vykM4d7AVC6IiZJaZL1c+rCw9LFjz6xa5fjlF7m92nX7tuc5FKqPZkkPH/M2Jywse86cOxdlnyqprXank6yUNPFKb1N6AiaDZ5N+9E7526YHtTT/U2HNbYkx/HmF4eVvDDO/NYQdVNU6c4/OPXbsLYb354Gxa0c6W/XTpcptpaXrXbwrBJqbK8XVZbGEKZQIBpL1pcLrPUw2k8qfgn1X9rm9Jw1rW2pJv/Nh0YcqFxQM6TUPLpBILZY7qhzY4etzX085pOadJJ3DjKwZCLAGmt636KXmS5k1mR+c/EBwioHEH5FMZNqlNPEinicRi85HTD08VZzyqvNqjD1Gb6EMhgANpMv/gfwYPnhBsOHAAc/RO0EyY+cxPOGQl/ea+v22+fJl2/jx3TI2ec/iqYmu2B4kLEzhOWQBtfnl0eyFVrMYw+u7DYmfGSRvjpi2yfP/3ijDlK1+tAKp23cZw1veg6+7Ge97EbzVso0xvOAdtogqxGYzcduWnT1LstJstrGCB7LAgFTzWw1/dyJ/pznaHILrviWH1edWC7Jy3nOq3GnJX7+byjftqdpztuGs4PxD8a1i9Tv/GNsYyzWL23tpF8mq2lkddyRO5bKfnP6kufsdTm8dV3pJZbefPktY6e1SBFgDTf9qUbLTTzs8DfFW0AcjYzx0/cHzNSJtkZqv4vmtnshgy5TOj6TRww8aIg4Ypvzb8N42w35R/90s8zo8/3Ywh6Ns/XpmqcxZ4IMGpuug56mPPur96nrsi/2dr/MzHlCqw4iffZ+VFgyeYvp5ZT073O06Hayc7Px5YSfa9+7evVVU9NHZs6vu9+19+/SYf2w+uzuFW8KdvBcqkD+tVxavfDVXeB3ipMxJ5G9pyazIb35SfhLJh/wCTLRNnJU9i/39N/Jeo/bikReVt+ftX95mz72QYbxt/PuF7++t3tva/XYW9gFa4gt8b7Td2FO9Z1zGuEhL5PyC+WSpWTmzxH3QuyckXqNE4q1Ye6zRaoyxx3zx6xe7q3aTEHDRcd7DeC2dtfRN6Tfu/tYd9wY15ezPLepodXxQ9MHUzKnvFr5b31rPn3Wo9hAJxaZkTPm29Fvuakry5fnXhX9J9iujraOTi5LZa4Z+vfXrjJwZ/p4+J0OUJeqtY2+RxS/cvsBdfkS+Y+R7q/LpxrWttT9U/PCnnD/FZsbOypr1efHn4vuTyZTEvMTeX6Tp70B+U160v6jyBSakyPbr9imZD46Qkx+4pSeWcglI/RyuOWxKV3vugAz7vkt+c2Xn+HtdHfZS7xnGKCbyy3Nfkt3gv5elr7U/1XBqZvbMcKtEpU2wTZiRNWN+/vxfuz9bq9JZmWx5a0ly2IFJ3tsAuSXCwx0nJW6G6gOkE1p1ZpXcnbm9H75nvFeVGXy/40g8HD36itvzXLSffKasq8vjF6qjw5WRMd5iCc/tk4e522zj+BtzWOrAuTKywceOJXKPeM3MfL7H9wJDb6wrXTcxYyL58gbl2fGeF1yeSnnvxHvXfrvm77Lk55HEbeLp/bo79otm5Xz44Ye1yioQ6GlRvjMNZ17Pe33BsQVyF7MPDCSyXHl25cT0iePTx09On/xC5guv5L6y9tzaLZe2bLmwpeJOhfrIL3CKG9QewLeXHYjZ3Dke/bPneQ2Sl2dxl8pFWCLePfnuwuMLex95zM2dW3yr+IrzCvlZLGksmZg50Ww1G9ON5Pf9s7OfpZ5Jvf7b9cBV0aLCRYE7anvLdWvdzxHLGMO3nQcCK8ka227cOJ2yXPYytf8YmB0S00tKvrAfivUZYGXYxvJLV1T0PjfrN1FfVV+f2zU3rL6+t+8KzM9/Q7w9JFRS+USSlpbrgkfnc4PL5ftBTQDK6OmOEWAB9JHZOapueCbh4Pj/BCTICMTAno8It4RPzpycVZs1xfbgYB4JASOYiEgmksS+Y6xjxlvHm6ymibaJO6t25tXnkaCtx+GU3AlBI2M8ffMUY/JEpNbIyPutwlNjzXWXGqokHmXS3u60bDcJ44koA/OGr2NaB3jrF51pvdfcfOTFF61m86+rVvFf3ZiRMU6wAaJgqHPk0P7Jhe+8c6OgQP1u1tBwSm5r0/cbfS5usSg/XTZc/ZbIqaraLbj5126fzE/QWFp6Ytmy0m+/7f26QIfo6Y4RYAH0td1VuzeXb3a2OyuaK8ZldLvZ+9W8V0mCuF0a3MI9UIfFGZ6TX+9KRF29vYMv9+1XmUTv+452GJhXujI2GZgJ3mBLMuBYx9uE1wzMJgPDfyL/J2HMaAPzvoFZJFzQ+nNk1Z7OR8lfvPi9jzDO6L2Fc/ZsccgoJgjyhMfnXjC4bskehfJ5WM4zJEWQ4NX+4out9fVy+SiQfXu69EUNnldd3Tqj9Bor6Hfo6Y41KyepsoelDBo0SKtVECkpKY94JScn+7t5Gm4GgLbYMCucCWcvkDp787RkbzMpc1KENUL5XXgJuQmSq2DvCa+6U/Xngj9PzpgckxFjTjcHPVqSG8bZxq0rXWe9ZuVPTMpParjbcOdO+ZEj00k/bbWOfpt309bX52Wfgq3eoeef52+IdcyYBx8TJcIC2xTRo7WmqIhRuOjnC8OhmBiLRcXzfnlPC8+Oj+c2uLmq6viiRSeXL7/n9FxkbbVGdlsqyrsI/0Tnbs8UybJLPHZ4T1cOX8sctOMNTefPy9Vqdra6l39PkN0jau0SDyWHfoqe7rg/HcFKS0szmUwNXmazmXxUvyw9LQoDw/zj87kDM+GWcLO125vsWu+37qval1efx45/cvqTD4s+vH3vtnx+vt3//f63F76NskaxZ+4iLZHflX83I2sGCWsOXDmwvWL7WNvYAEZU6eMScxO558NxTtw8EZcVZ7QYp9inONud4s1m74rS6hq72xUV3EYdedFz01ZrXV35d98VvvOOjQRbH3QPCBYZKrZtq8/Pt5pM1sjIgnnzCt999+r+/T1/9piaZ8Pu9h4n4x/3nOC9O2GsKCX/4Ur86d4ptuho9g3oLJut+5nBg12hFTfwC7VKuhmPvv66oD6vXbP4CDH5H2VCN3bgP8AW+jV6uuP+FGCR6ConJ4cdJyNRUVHql6WnRQGC4nLz5dy63Oru7yYnQdsPF3/YUbmDuy38l5u/LCxcOC9/Xk5dTjA2s7dKSzdYLBFWa2Ttpay2GxJ3SBEnvpR/16fyE8jmd48qtvY0UGO8ZyoNhoyJE9lNKixc/GDWJ7xVhIWRwCU/P7HbsjukQpy3uuf/vmwklDOj82XDFRXblEIr9lZXY/fpiQbGbGDeNWR//JLwDaRhYc4rV/Jmz+ZP+a26WrIJBp7a7Gx7bGzWjBm5s2dbjEbP29eioo698cbN451/kzSWlDScOhXcjVSJnu5Ys3JqeypQUmhoaEdHBztORshH9cvS06IAEHSWA1LvxNzviSpyZ82SDrO8x28sXVHFqQ8/dHviuXU9ia4OCo/6/P77ffFBLOnjW7uEczPGdV6Sz79O/8GwO4x5QZRhlIHZJ/OUNVLMBd0SW7+JlCtIAfO2z6Of/LcwBUjh4sXW8PB0s/muw3HNZmMiImS3x2i8kZ/fUlvLLXvx++8FkaJtzJgzn3zCP3woVvTee53pw8MvbNxYuGSJciVkjO18UHH2zJlk8fLNm8kipd9+2xKkRwQro6c77k/lFLSKOKR7SFEfbikAUI3/wuxTRZ9YwsMfnOpq7nwKdkZGt0dVMRMMhyZNkszt5s0Tkk9ekB7WdK6IrJSficXCi2P+zuueU7pHP/yeOzy8mfdmpPZ2p4+o7i/dX8jNHz6QCAu4a/YVsrXsk3x6f7fh7q1b7a2tF/71LxJYsPHWxYvfcTnk5893d3d5924SLWVOnNhaV/fbjSu8i8/C2SdZkFmenNd2P6pn9L59YQnvBojx3neMxvrYPJ8DiaozJkyo3Lat5Msve5mV3JA5aVLbjRu2seIXRnjWfqjrSOedS5fsU6dK5BAWZo+JsUZF5SUkKIeGAmRvP/Hee5bISLLqqwzDTqSnO9a4nNXV1U888QT/gncNj2zhCBYA9AvFxavYjrmw8C/slBNLl+bOmVOTkcFPVlW117I7wvO8U+/zuuuys5WzLS//18mTywoKFmRkTObefZ6ebs7b/6rnnOCPBmbug07x6s8/85dtbq7wHZyNebD4sT//WbwBvOd1+TPESXT5rTU1XLa1tUeUYqxt8keMYnkp/9o18e/iKM1w2ntfVNWePZ5Xp+/3vwg+hz3ety0d7Io1ySoWe1uETHzPwCwzMNN6FBvFGJiXuk6n9maYpi6fSO/rR7/s2to1vAKm8iJLUfglEbdFRHQ7x/2pd+1hYRV7ttLTHWtcziFDhmzZsoULg7QluAaLfFS/LD0tCgBBd/z4QrZfIcGQz8S/37/fUlvramrymVJBc1UVv3vLffVVcRpfz7h6sPiZv/1NYV25uS9z4Z2P4YCBEb6O1dPLtoke8XDqVDJvQWHm2dl/yp+X6Dl/ajSe+vKTY8eS0v89hpkqWt1rBma2zJb86F31ngCEVuoHEnh9ZmBmSMUo8d7XmSsvvs2Qu+y1kz8tb7rpuWHTdft2VlycMJ8vuq/un96r5UT5SGxAtLpr/n7ynuGNEi2+tCu43OuNJl+RCHO5gZ7uWONykooLUHTl7rqL0OFw4C5CANCzc+fWsH3JuXP/7LOVkkCtNivr4g8/yF1509R0TqnvnNl1bOm6H8/rv3Tp39LXZu3x3tjIP6QRHn7s7bfVXxUk8dgIlVGd3BDc6EoQae303hB6wPvvxh7mU1d39O7dBtLonmvep/tZOQe7QrqfvfGQv7e+fuC972GOt3HlzgvLDPR0xxqXc/DgwW1tbdrmyZecnIznYAGAzrW3t166tLW8fJPL1avjUpq7d+92ZubErkil81+7/cW7zY6qfft8nqNU4HReLSvbXF/f8xzEehvHPK82bihY/7b0rANhthkmywF+qBcmeAy9HgayszGMVJiry4Ge7ljjcq5ZsyYhIaG9vV3bbHuPnhYFABgYXK5bajrsnJw/iSfW1KSzmYhnWSyey//bbt26vGuX49gxNllJwWp2rvXHSH+3s6PDdfnyruvXM7kpFRXbjx17s7x8c35+ktU6WtWzZCW206hh2GS3v9CDpbKypmdmPt+b9dbUZKanj0aApYFAP8m9x+hpUQCAgeTOnUpvqMHv9WdmZc1gmDASu1y7ZnV7n0ORnT2DS3D58m5u8bt3HYIu//59328c0pzTeSUvTyIQ5A+trbInZ0mRvW/gjszMnKycSWbmpNu3y+/ebbh8eafNNs5qNWZnz7rX9RTio0cTFJZNT49mk9269euFC2k3b3Y+WKup6fy5c18fP/72sWOvKyxeWvqN3T7VewdG55SjR19zewPQkpIvMzImZGV5toSe7piaclLTogAAIFBYuDAzc3xR0fLgbgaJe1paakk42NZ2gwxuzxMl0nJzX7t48Xu/8rlw4dsjR2aQQRDikHDq9999P0aBRDwNDWedzssk1uQOUOXkvKxm1S7X7YwMdpEw7qo4EgE3el/zpQY93TE15aSmRQEAgBLeGxc6o5zs7Lhgb44q9HTH1JSTmhYFAADQLXq6Y2rKSU2LAgAA6BY93TE15aSmRQEAAHSLnu6YmnJS06IAAAC6RU93TE05qWlRAAAA3aKnO6amnNS0KAAAgG7R0x0P5HI+1F2wNwcAAIB29HTH1JSTmhYFAADQLXq6Y2rKSU2LAgAA6BY93TE15aSmRQEAAHSLnu6YmnJS06IAAAC6RU93TE05qWlRAAAA3aKnO6amnNS0KAAAgG7R0x1TU05qWhQAAEC36OmOqSknNS0KAACgW/R0x9SUk5oWBQAA0C16umNqyklNiwIAAOgWPd2xHsuZlZUVHR0dEhLy6KOPJiYmOhwOblZKSsojXsnJyX7lSU+LAgAA6BY93bEeyxkTE2O32zs6Otra2pYsWUKCLXZ6WlqayWRq8DKbzeSj+jzpaVEAAADdoqc71ns5SZg1aNAgdpxEVzk5Oew4GYmKilKfDz0tCgAAoFv0dMd6L6fNZuOOYIWGhpJ4ix0nI+Sj+nzoaVEAAADdoqc71nU5S0pKnn322erqavajoFW4I1uchxT10UYDAACADHq6Y12UUzIGysvLe+qpp4qLi7kpOIIFAADQr9HTHeu0nPv37x82bNiZM2f4EwXXYJGP6jOkp0UBAAB0i57uWI/l3LBhw9ChQ8vKygTT2bsIHQ4H7iIEAADoj+jpjvVYToXLp5KTk/EcLAAAgH6Knu6YmnJS06IAAAC6RU93TE05qWlRAAAA3aKnO6amnNS0KAAAgG7R0x1TU05qWhQAAEC36OmOqSknNS0KAACgW/R0x9SUk5oWBQAA0C16umNqyklNiwIAAOgWPd0xNeWkpkUBAAB0i57umJpyUtOiAAAAukVPd0xNOalpUQAAAN2ipzseyOWUe98OAAAABAU93TE15aSmRQEAAHSLnu6YmnJS06IAAAC6RU93TE05qWlRAAAA3aKnO6amnNS0KAAAgG7R0x1TU05qWhQAAEC36OmOqSknNS0KAACgW/R0x9SUk5oWBQAA0C16umNqyklNiwIAAOgWPd0xNeWkpkUBAAB0i57umJpyUtOiAAAAukVPd6zfcjY2Ng4fPlzQEikpKY94JScn+5UbPS0KAACgW/R0x/ot59KlS1NTU/ktkZaWZjKZGrzMZjP5qD43eloUAABAt+jpjnVazvLy8hEjRrS3t/NbgkRXOTk57DgZiYqKUp8hPS0KAACgW/R0xzotZ2xs7K5du9zdWyI0NLSjo4MdJyPko/oM6WlRAAAA3aKnO9ZjOfPy8oxGIzvObwlBqwwaNEiw4EOKAr3ZAAAAoIye7lgX5RTEQCNHjiwqKuJmcclwBAsAAKBfo6c71mM55Q4+Ca7BIh/9ylP7DQUAAAB/0NMd672c4rsIHQ4H7iIEAADoj+jpjvVeTkFLJCcn4zlYAAAA/RQ93TE15aSmRQEAAHSLnu6YmnJS06IAAAC6RU93TE05qWlRAAAA3aKnO6amnNS0KAAAgG7R0x1TU05qWhQAAEC36OmOqSknNS0KAACgW/R0x9SUk5oWBQAA0C16umNqyklNiwIAAOgWPd0xNeWkpkUBAAB0i57umJpyUtOiAAAAukVPdzyQyyn5xmgAAAAIFnq6Y2rKSU2LAgAA6BY93TE15aSmRQEAAHSLnu6YmnJS06IAAAC6RU93TE05qWlRAAAA3aKnO6amnNS0KAAAgG7R0x1TU05qWhQAAEC36OmOqSknNS0KAACgW/R0x9SUk5oWBQAA0C16umNqyklNiwIAAOgWPd0xNeWkpkUBAAB0i57uWKflLCkpGT9+fGho6NChQ7du3cpNT0lJecQrOTnZrwzpaVEAAADdoqc71mM5y8rKRowYYbPZOjo6HA7HokWL2OlpaWkmk6nBy2w2k4/q86SnRQEAAHSLnu5Yj+VMSEjgH7XikOgqJyeHHScjUVFR6vOkp0UBAAB0i57uWI/lHDx48MaNG4cMGRISEjJz5szGxkZ2emhoaEdHBztORshH9XnS06IAAAC6RU93rMdyktpPSkpyuVxtbW3z5s2bM2cON52fbNCgQeIFFfTR1gMAAIAMerpjXZRTEAOFhoaS0IodJ2FWSEgINx1HsAAAAPoverpjPZbTbDbzAywukBJcg0U+qs9T+eAWAAAA9A1tYwbd0mM5t27dOm/evDavpKSkuXPnstPZuwgdDkcP7iJ0ByxqRrYBzRnZBjTn/pVt4HJGtgHNGdkGNOf+lW1Ac9YbnZZz5cqVjz32WEhISHx8PHeRO5GcnNyz52C5+9te2L+yDVzOyDagOfevbAOXM7INaM7INqA5969sA5qz3tBSTnd/2wv7V7aByxnZBjTn/pVt4HJGtgHNGdkGNOf+lW1Ac9YbWsrp7m97Yf/KNnA5I9uA5ty/sg1czsg2oDkj24Dm3L+yDWjOekNLOfsdenbBoED1BhSqN6BQvQGF6g00emqYlnL2O/TsgkGB6g0oVG9AoXoDCtUbaPTUMC3l7Hfo2QWDAtUbUKjegEL1BhSqN9DoqWFaytnv0LMLBgWqN6BQvQGF6g0oVG+g0VPDtJSz36FnFwwKVG9AoXoDCtUbUKjeQKOnhmkpJwAAAECfQYAFAAAAoDEEWAAAAAAaQ4AFAAAAoDEEWAAAAAAaQ4AFAAAAoDEEWAAAAAAaQ4DVRx7qwp+YlZUVHR0dEhLy6KOPJiYmOhwOyWVTUlIe8UpOTlYznUJy1Ws2m9nqnTt3bm1treSyqF6fJKuX1djYOHz4cIUH26B6fZKs3oe6k1sW1euTXB2WlJSMHz8+NDR06NChW7dulVwW1auGmh148ODBkssO7BpGgNWnBLtgTEyM3W7v6Ohoa2tbsmQJCbbEi6SlpZlMpgYvEi6Qj8rTaSao3kmTJmVmZra3t5MaXrNmjcFgEC+C6lVPsptfunRpamqqXASA6lVP3D/5XATVq56gPsvKykaMGGGz2ciPA/nLdtGiReJFUL1+Udhjyc+vZJw04GsYAVafUtgFyfd80KBB4pRkP8vJyWHHyUhUVJTydJop90khISHilKhe9cTVW15eTnopEsLKBQeoXvXUB1io3h4Q1GdCQoLcUStUb8/I7bGkayO/EvX19eKUA76GEWD1KYUfTfK3FP8IFpcyNDSU7KDsOBkhH5Wn00zhG7527dqYmBhxSlSveuLqjY2N3bVrl3gWqrcHxHU4ePBg8kfX008/vXLlSsmUqF71BNVL6nbjxo1Dhgwhf3fNnDmzsbFRnBLV6xe5n98tW7YsWLBAMuWAr2EEWH1KbhcsKSl59tlnq6urfS7CHeWSm04zyeplrwB44oknLl265HMRVK8CQZ3k5eUZjUbJWXKLoHoVyNVheXn55MmTly1b5nMRVK8CcfyalJTkcrna2trmzZs3Z84cn4ugepXJ7cDkL4SysjI1iwy8GkaA1ackd0HSUT311FPFxcWSiwz4GF9DCkewVq9ezUUDfKhe9QTVO3LkyKKiIslZHFSvegqHt+/cufPII4+Ip6N61RNUL6kTElqx4yTM4l8/wE+D6lVPcgfeu3dvXFyc3CIDvoYRYPUp8S64f//+YcOGnTlzRm4Rwdlo8lF5Os2Ur8GS/DMI1aue8l1CkpWP6lWvBwEWqlc9QfWazWZ+gCXZhaN6/SK5A48aNerEiRNyiwz4GkaA1acEu+CGDRuGDh0qefiUS8neT+FwOCTvsxBPp5mgehcsWFBZWen29k/Jycn8bymqtwfUXHYt+IjqVU98FTZ7Urumpmb69On8q1hQvT0gqN6tW7fOmzevzSspKWnu3LnilKhev4h/H7KysiSvT6enhhFg9RHJv/UVjgHwx0lwIPlEELnpFJKsxv37948cOZJ8fOyxxwSPGUP1+sXnkSq5AMuN6lVBee998sknly1bxh1ucaN6/SS3965cuZL8MoSEhMTHx0te5O5G9aojV8MkSMrMzJRMz40P7BpGgAUAAACgMQRYAAAAABpDgAUAAACgMQRYAAAAABpDgNUXFF7qLPdKS8kLin1ea6y8uMLqVC6u5vWoAAAAgACrL8i91NnnKy0Vbs5SQ5De3zdoChZX83pUAAAAcCPA6nv8lzr7fKWltgGWv2/QfEj0YB4ctQIAAFADAVZf47/U2ecLAcQBltz7XyUJFvf3/QOCxRVejwoAAAB8CLD6lOClzoIIRvwuF7lDVgrvf1VY3OfqfC7u8/WoAAAA4EaA1ZfEL3X29wgWH//1ZHLXpKs8gqV+cZ+vRwUAAAA3Aqw+I/lSZ5+vtFQZYMlRvgbL5xs0BYureT0qAAAAuBFg9Q25lzr7fKWl+DJzufe/SpK8i1D9GzQFiyu8HhUAAAD4EGD1hYdEuFlyr7SUTK/w/lflNfpcncrF5V6PCgAAAHwIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGMIsAAAAAA0hgALAAAAQGP/DyRbJm2CsSRrAAAAAElFTkSuQmCC)
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