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-B for time period of this run.
![](data: 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6ujoxLnIsMbG9vd3keuXpjqWJU5oWBQDAbfXvYEVFRaWlpTU1NYnpmZmZ77//vjHb8uXLxRST65WnO5YmTmlaFAAAN7/kHmnSxClNiwIA4CbBijRp4pSmRQEAcJNgRZo0cUrTogAAuEmwIk2aOKVpUQAA3CRYkSZNnNK0KAAAbhKsSJMmTmlaFAAANwlWpEkTpzQtCgCAmwQr0uwb54kTJ4YPH+7VEjk5OVdrsrOzQypNnhYFAMBt9Q+NRkdHT5482eupOD1YrzzdsX3jnD9/fm5urmdL5OXlJSUltWgcDod4ab40eVoUAAC31Y/KOXv2bE5OzsiRI69wvfJ0xzaNs7GxccSIER0dHZ4tIbKr6upqfVyMJCYmmi9QnhYFAMAduOM7f/7M99+vaGx8u739ZKgl6A97djgcBQUFxsTDhw9ff/31ra2twddr5t3+xKZxpqWl6Y3n2RLR0dGdnZ36uBgRL80XKE+LAgDgDtzxiexKVRUxiBzLfAkif8rJyUlKShLjNTU1t9xyi/HWnDlzXn755W7Xa+bd/sSOcYqWi4+P18c9W8KrVQYOHOi14ICgwr3ZAADYhyUJlqdrr712165d+luxsbGrVq0SI01NTcOGDWtvb+92vWbe7U/sGOfIkSO3bt2qj3MGCwCAHrD2K0KRQuXm5upnsISysrKbbrpJjGRkZLz++utm1mvm3f7EjnEGOvnkdQ2W0cwmy7R+QwEAsCtrL3LX6ddg6UaNGvXCCy8MHz7cOPdhZr3ydMd2j9P3LsLm5mbuIgQAIDhrE6yOjo7FixeLpMqYsmbNGjFDfn5+SOuVpzu2e5xeLZGdnc3vYAEA0C1rfwcrKioqLS2tqanJeLewsFD/ljCk9crTHUsTpzQtCgCAO/wd35QpU9asWRPqeuXpjqWJU5oWBQDAHeaOb9WqVZ6/1GB+vfJ0x9LEKU2LAgDgDmfHFxUVNWzYMON+/5DWK093LE2c0rQoAABuHvYcadLEKU2LAgDgJsGKNGnilKZFAQBwk2BFmjRxStOiAAC4SbAiTZo4pWlRAADcJFiRJk2c0rQoAABuq39oNDo6evLkyfv27bvC9crTHUsTpzQtCgCA2+pH5Zw9ezYnJ2fkyJFXuF55uuP+HKffJ0YDACCDQB3fmfNnVny/4u3Gt0+2nwy1BONhz0F6WBIsnTRxStOiAAC4A3d8IrtSVEUMIscyX0Jra2tOTk5SUpLXPCtXrkxPTzezXjPv9ifSxClNiwIA4LYowfJ07bXX7tq1y3OGioqKUaNGnT171sx6zbzbn0gTpzQtCgCA2+qvCNvb23Nzcz3PYDU2Nt54440HDx40uV4z7/Yn0sQpTYsCAOC2+iJ3nXENVnNz80033fTFF1+Eul55umNp4pSmRQEAcFudYHV0dCxevHjUqFH6y8TExFWrVvVgvfJ0x9LEKU2LAgDgtvp3sKKiotLS0pqamnzf4i5Cv6SJU5oWBQDAzS+5R5o0cUrTogAAuEmwIk2aOKVpUQAA3CRYkSZNnNK0KAAAbhKsSLNjnJWVlcnJyVFRUYMGDZo5c2Zzc7PxVk5OztWa7OzskMqUp0UBAHBHruP73e9+F+RdebpjO8aZmppaUVHR2dnZ1tY2b948kWzp0/Py8pKSklo0DodDvDRfpjwtCgCA8L//+79Hjhzp5ZV+/PHHooMOMoM83bHd4xRp1sCBA/VxkV1VV1fr42IkMTHRfDnytCgAAEJGRsbChQt7c40iu/q///u/qqqqIPPI0x3bPU6Xy2WcwYqOjhb5lj4uRsRL8+XI06IAAAjHjx///e9/P6C3/O53v3M4HBUVFcG3Sp7u2NZx1tfX33zzzfv27dNferWKcWbLELzte2mjAQBAAPJ0x/aNs6am5oYbbti5c6cxhTNYAAD0afJ0xzaNs7CwcNiwYdu3b/ec6HUNluczvbslT4sCAGBb8nTHdoxz2bJlQ4cObWho8Jqu30XY3NzMXYQAAPRF8nTHdowzyOVT2dnZ/A4WAAB9lDzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdcX+OM9DzdgAAQETI0x1LE6c0LQoAgG3J0x1LE6c0LQoAgG3J0x1LE6c0LQoAgG3J0x1LE6c0LQoAgG3J0x1LE6c0LQoAgG3J0x1LE6c0LQoAgG3J0x1LE6c0LQoAgG3J0x1bFudVV11lVVHhIE+LAlI5XFXV+NZbrXv2RHpDALm07ttXPmlS2fjxn6Wnu8aO3fLkkyYXlKc7JsECrNTZ3i6ONaqiOOPi1mdkbFm48OeDB88ePiymi3fr/vhHZ0yMeNf8IObfsXjx/k8/3b1yZd2jjxaPHn3xLVGOiaKcpldUHBvrPdGnfGd8vDM2Vgy/veU5EhNTPGZMSXKyPttlb8XGbnz44Y7W1rNHjhzZsGHb009X3XtvaUpKcUJCqThGT5okRi5uRkLC4cpKv3W75c9/VuPixFCXlXXh3Lmu+nzkEaOW9Cl9V1tzs9hzShITG998M9LbAnSv649R/PUlKep4RY3v+jM89e23ZhaUpzsmwQIsUL9kicmMh8HM8NNXX3nV8HdvveU1T3nWreprMWrub1PKUlJ+2r49UBudOvXtpk1zNm9eUFc3W1UVpzO+ublOTP/554N1dY/W1f2po731+/fe+2Lu3Ma3lu9YnltZ8K9tx7ZWHvzspe0vLK1fsuHrf5QUO1Q1RiyrrlOKP41fW35H/ifpa4rinc64stLbXCWjnc7YkuLRX9f889SP34mSf71w4Xtn3k4199DBz9aXzixxxheUOApcE5xqUk11hljp+tIHXW8nF69OcLnGqqti1BcVdaKiZin796snT+7q6DjX8kvL4bOH9aIO7Sxt/PLtH/c5z5074hnUF1/MWb9+xt69n544Ud/efjIs+3ff0fTRRzuef37jrFkl8fHi08jGrCzPfebz9PSdL74ocv2K9HSRy4qM9qvnnmvdv9+zBFHVYmdb/8AD4o9ajF/JxhwsLxcbIFbkdycXnwpqMzKupPzmurpvXn1105w5dXPnbnzkkbJbb3UlJ5eMHi3+rb7vvq7DUaKi/iHWeXdXJlQcF7frtdd2vfrq7vz8o+vXi09958+fOb5ne03mAxWz04pnJKkL4pwr4tV/xxW/lrS16K/nTnftZs3NX6pqXNc+7zmsU9TlijpZy64+7ZryRpGy6CPlw392xbVqXMyaP9xZPW2acTwUkZbon6DEZ7DERHm6Y8viFFV2lT8DBw60ahVCTk7O1Zrs7OxQN8/CzbDEJ3s+Mf7U4pxxj2x8xPNdcWAtP1T+zclvLFnXxmMb44vjxVqyt4ZWb+jW93l5i2cq2Y8pq5OUD8YrH6ZEPjvpD8MipXhdQmlpyoEDxaKSOzvbP5gZkztP+dtjyl8fU16ZobzzX+UTVclVlWxV+eAN5Z8zFaXot+VjimJinbETXSlT1Ji/qDEFaoyY+QNVKVSVIlV5U1We69FmiW4qRVUSgs5wt7ZVi1Vluqo8oiqPq8pkVZmtKmtUZZqxeaoSqyoTVOUtbXvEhn106d9AGbpY9t+q8qLoyVRlXVGcc1Ws0dutVpVMVblXVZZqL7///r0DxcUVt9/uGjfuy3nzjm3aVPPgg8Xx8U6HQ+SOTR9+6Hc3/qWlRfS4p7/7TszZtcKYGNFJdy2VmFibmbntmWcaV6zoaG215E/mVGPjZ+npztjY4qSk307oxscfra116idFFKVm+vSuc5wTJwb60CK27euXXqqZMcOyXU47z1p59907XnrJmLhlwQKTQXW2t5dNmiTC6Rq086xO31PC/gaThe9+//3y1FRTgcRrp5TGKeoDHilRkaKuVtR5ivqwoq7QMiT1SofXVMUrc7xTVeYWXjYldp1y72pl1fuK+g9F/a+2Ge8pNuyOw6QvncHKy8tLSkpq0TgcDvHS/LK2atGP9nz0+BePiz/Bnh0JxpSMyazNzN2Ru+fMnvbO9m5Xd+HXC56LO1yOjc0beyFMa9UcrZlSNeW+6vu+Ov6VyD4jvTkXbXnqqdnPeDeQOKY8/jdl1ovKo8+aPrKLI7LesV36Gi5MJ8P0bwz1PsD/l5U2OAkXX+Q9yaptinxsVgyjVWWiFotvOFNUZayqJKvKe6In+4+i/ks7JXaXoib7Kem3r49Fo0/VOj/RcRYq6oRuNsFrzymbMKF582bzfzV22MdMDq4xY3y3/+zBg+WTJqlaLuWaMOGLxx4rE4lgkHJiFTXfX04jKvwxUwmWyIwvFjVbUT9U1HcU9UlFfe1Sk0VieM1fqEHaVSSb81XlIS0ns1V3HFZ9KcES2VV1dbU+LkYSExPNL2tJi27aNMfpjC0ujt2+/YXgcx74+cCt5bcmFCc89uVjIr/RJ4qRykOVKWUWn+LQ863ZG2e3dvj/fLm/db/fBUcXj6484v9iFxuaWD7Rc+NXfr8y+Pz19S9VVt5ZUpJ08Tsdj8HpjNm5c9GVb5L4WCm25c63um+jO/K0PikmpjwtbdfSpV8++eTud981s4rTu3fvWrLk29deq1+yRBxkdzz3XLHrzf98/37DqYYr3/5e9sOHH5bfdlvllClb5s//+qWX2k+d8prh1wsXNkyfPic30p1qfxlmqMo9qvIHVckzdv61Wq+coJ3hSLh8ds+u+qOerPBwVVXzpk0uh0N/KT4k/LRli9iBj27Y0Lp3r9HKZw8dinTFhDac/u67i1t+5Mjejz82f1Fj1/CIoq7pJlMx87dTNXWyutCa0049H9ZdtgHpV1CnJFghs/arQL+io6M7Ozv1cTEiXppfVrTouY5zT25+clrVNOcB54+tP35+8PPyQ+V3fX7X5M8mv7DjhTe/fbNp79r9+z8NVEJ9/cuee9uxY5vOnNkjPsmcObPbd+aHah8ydibxMSfZlfxw7cPjy8aH+2DwxrdvGNvQ8kuLSLxuLb2126VEzy9yQTGkVaR91eJ97UtYHWs7llScJKrI4XLkfp1rJKO+klxJntsc74z3e/bup5+2mzxenDrl/3rMCxfO1dX9SWTSqhpbWXp31fR7av7wB/0C6s7O9m11C51qvJaliT4pTnRL8eaapvF0Y0g180bDGxPKJoh9Jrbr86+fi9VDKm3t3rU523LW7Vt37kLAK8EP/Xzo3w3/fqTukcwNmVkbs1LLU++ruq/4x+LHvnhs+vrp91fdH18Sb2xJnDMutSI10ZnoKHHcU3lPUkmS2Iv06WIQ42Kz49S4hJKE0c7Rsc5Y/V3PYUrlFNHcb3//dvpn6Xd9dteL21/88viX58+fMfctSC8Nj32qvLFW+bPPGTV9uOM9ZXKBErfO+vXGFSkTCpW71iq3Wld4sqo8qX3P+Ft/6fm+519HofV1aXz3F8bB58TY5qee2vjoo8cvnV1rfOedqrvv/vLPf/75wAF9yolvvmlcsSLQNVKXbb+Z7/te9EhBPlXUAu9jzmrte2FjK+O073zN/P2WrZgQ7vypWE0oL5u4+8v8vd8Ubq15ypk7putUmf7uasU5Mbb89ttLx43r2vBk5eE3r6ipSLDsyKtVfFO6AUGZPwzdqirj1JgMNTbXlbxmwwzR1/5dVRaoysfa3ib+JJ7W/lSMXbO6eppItjy3JKkwhK//9ny3McF5sfu5t+KuBVsWTK2cKtI+0bmKzkkkZ/pbvl1UqEOM01QJol8UXd2SXUvSP0+fVTsrSNLj6VBFRdH09JSCmKSihPzd+b4z/LRjx5GqqhP19W3HjhkTRUfuuWqREba1HRODd+GHysYVJ3ltZ0pxwtmzh8XMItN687s33/vhPbGpteszzRxNXtA6my+PVC/79o13G97ccnR9ftXdRdpb/1KVJFUZc6krylqlJBQqY9bFLPNXTqHH9sRqR8xAtTpn45yT7SfFFopcRJs59qdffnJr5zU3Hd2UVZflNwsJMpQeLNUrp+5YXe2xWlGOaLWU0hSRlv3r63+lV6SbbO6+ODi02vaamHzpVI1+udXrqvKqqiwXXdoaJabI/5cXd72rlGZM/GHdql1bP29u/e3K8bOHD3slBOLllqeeajixS3wq+8vmvzxQ/cBHTR/57uQ/HK4fuzpWpEeJRXFZJfc/8a/xT7w6sfoH17PbnxUfYPR210uMXxc3uTR9dMno+OJ4kaSKdPO31jdSn5iY9dOnf7rr4+7rJPQ87A5VO4+lv5qrZFyaLiq2QKvGDZV/+PqLJT8d3Slq45eWlj0ffST619DO3wQe3pyivDU1XtSYqE/1R3XvjrqSMWO6vnRLSNi8YMGejz+umTGjavr09fff/8N//uNbz/vXrNFvYRNLdd1a2/XxMGH3u++Kw8tnd9yhr+JwVZWZA5ehde/e71eu7DoDl3zptJNoiFnmIsrq5oDz1wBLJjpjzGxbaXGK+VSptHR8be1Mlyv5+UtrETv/mncmqG91nZusUu87ffoHUWZLy7bdde/tU9eI9g203vaTJ8W7Xlf6z9wwM3h1iOPnCu3iwjdU5R1VmVrm/ZUzCVYP7du377rrrvO84N3CM1tXeAarZ0cCr+Ny3OVvxVy6rPVJ7XpV46PhBNPl3+bvL8TpTGhoWL5581N7964WfwatrXs9Yzlz/szhs4fFETnUWLL+rvzlyZgJ7/XkcKwPf/7nOOfo0eIgWPx6ov7VW6Yaq1dR7OVlBswV1nUd2Zd25alxn5SOH+czQ4F3VVwc8Zu7qNr8cZfWJbYkXrsG5Z2gB6BnA0R3q9Y3B0mSnry8nJfUy05f5WsT87XrYHpWvQyew8vvKupflBWrlEmFyu0rlfx/dyVM2dqxW9Tzxo2P1BxZP8VjN3PWPFhaOtblSqqsnOJcFdN1CuEdReQE37722ldPPeWMjR334WXli4xW/CkFOmKc/u67z1JTyyZOPLZhQ48OVwGd6zgn/n7Fv75vPbP9mT9t+pPvyc6th79ctnXJhgPVf/T4QPLCjt8uVKhITc15POQartq2sPbzh4rUsV5nYccH/tsRnzZdrtu++WbJsWObjh/fcuCAWvHsnapDW26qdg31i9oXkeu0HOXfirpKu/woU+m6ne3SGhLXeG9JakVqyy8tB1v3V1ffKw4sj2v53zxV2bTpT0aMv/zScvbsxVRAjIgD4y/atZjnz58RL38UWdre1T//vP/rr/+xZcuT27Zlu1xjy8rGu1zjPLe/vPxWlytFHGBdLkdJyRiXK6G4OEEcZJzOixcS1NY+LIbfFllxaRtjtcueXlLU+xT1ryJTiXM6fe6tC+Voow8ivTazz3huktMZX1Iytrz89o0bM2trs1o8vnM41nZM7Fris5b4V3yce3D9/V47/PyNjz+/7fnby28XH8MyNmTcU3WP+Eg2zjUu0OH67qq7m39pHl/alYnHOeMW7Vh07sI5/aOC32Fsydi1e9f6DcF5wHlv5b3pn6W/+u2rJFg9NGTIkJUrVxppkLW8rsESL80v2+MEK9zDylDP5a6L+ezDOw5vqxIfLE42NDzyYXp8kfjE3P25irvf0q519TjMvXqfnyOdyeGP2rmBK4w9xt95CDH8zSfqVR7veuW4gQr/RP8Aeq8y9V1l9FplynLlzbuUVWOV1IIr2uZY7fPZ013nOL1jMbZ2yaWJd17ZlQqSD8ebviu77TZjQvG9o40a/uGHi2c1yspSntAy2qc/v7Pbg0B7Z/t/dr799vbX7/jsDuXy79P7ChGC+qNafqjc67zyrxcuiAOC67vCWbWznvnqmds/u91MDS/X9uTpPtNjQzwo/b9Ld1aKBb1O9Or3SH5iTClU3vkktN0gR9vON7WPLnO0q/unap9tJmkrnaDdQfm29u48bea12hoXan96j2krfV9VntHOpnhttsjU/6nduRkorte11d2uBfWmdro6tGO1turg1/OLZMVUu7efKiibkKrGxDtju76C125WjPhfqBiSnTEPXxpPcaWY3I1JsHpa3IABYcqu3JfuImxubu7ZXYSKtq+nX+rUTV46Y+2QoJ28eUI7qKVq158Whf5H63f4t3Y08Tpzlvip8vISZebqrrd+W9EHirpUUT/WLhF45NK88crSWUp8ocXxWj7oeYyZe5BmrYp58fGYCf/ppQ2b6tPlLNK+U76zR6WJJPIurcxY7ZaxFR4l32/F1jrU2Hg1ZlLJ+PTyOyaVTZpWPS2lLEV8ln3uq+yamplVVdNbWrbu379uy7Zn/7thVn75bWrXp/wY7dNzjHbmMrZQjflAjVntjCkpGVNS4hCfqj3C976rwO+wVvvxgnu0Tk7Vrsj23MJ4teuTffvJk0e0H2o/XF7+668XNm169PPP0+vr/2H8XR89WltRkfb551M8fxoKwrkL53a07NjXuk9/eW/VvRPLJqZWpMY7469w54nVvo2N00YC/WKF3zsc+80Qo/0Sh9+9uuDLuTm1mWO1+vF7WijBmfDXLX9d9+NvV8CZac3NxzdHPGrfYfHOxSYvIPFCgtVDgwcPbmtrs7ZMT9nZ2T3+HSzfWzBeFof4dcqi1cr9hUrSOiUtX8mbrvxzlvLoP6zcC8Vf2vOqkqV96grW5XxkTaZ1hcNbWuY39tIhMj7ASSbzRyKThdxqrsDYdV3n4Sa9F/mDy2VNXBzX2nZs06a5ItXwqs//p8Uee3nua9RGghb4X0JpIN8vMb16sse1hOy/oTe98W1sBIe/X6qu/zT5ufIGlpgY/rttZBhCzSAXf73YsxX0e57EBxszTZb+WXpvBRUTp8aZOT0m5vT7NbcZJFg99Morr2RkZHR0dFhb7JXrSrA8d48Zivqooo69+PKUdiPujmd/+7r8nteVxLXKuA+VpNVK0ifKQ5dSroS1yjNzlGcfVR7+uzL1DeWhJUqsfodRkRL/qfdOmfipckdR19lp/93Js133Y5WOH18+4fITT89pt0x/qv277uLv5NphmKdd+u37l/awdvr9XW2eIo/p8f4KCfTnutLcAWv2813///H5yyamFMUUrtOqa6aStjKEo0n+pkc+/PbNiy8vv1NMtL76ftcGP6T9tuTYwIU8sP4Bz/sZ9StFfv75gH6BSHv7ydbW/YcOVTQ3bzx3rrm0dEzE29H+w3ffvRWxI4UEln671O+ePPeLub35xdMira1XaN+2+1zqGju1amqvbUkvDKkVqV6tIA4ah88eDnIVoKdbywPeDB7rjHWUOCaWTxxXOi6+JN7rtJlo0KSSpDGuMWI2fcqE0gmt51vFqvec2bPr5C6R9i3curD2WK3vSgv2FhjlZNZlNp5qvLXst82YXTe7x3sgCVYPhfuX3HvssgQrJqZk3Lium1BiYiruuEN/SJyvrdnZJQ5H5ZQpm594Qo2NFUPZxImusWOdcXHFiYn716799cKFlh07wvqU2Z8PHtzx4otfLliwX1WbPvhg/dwHvli2YPOXfy4uTjT5RYzlQ4F2XYI4AsZov+x0R3FCUbHn10NdVyDdrSqPBlh8weVHB1HCH7RrLFQtOUv0edfz5STX+KaPP15/330vPnLZTZrrj643auyJzU/4HoNEOQu3LLx//f2xxV2/HfC3bX875nOjopC/O//JzU++tmvpso/nb/h79jd5r5Y4RT0rTmfc3r0fiwNi/Yn6l75+6YHqB/625W8fNn34yZ5PrvwnT3/++WBLy45Dh6o2b/5LZeWU4uIk42s4p1MMcSUlYy9NUdSL55m6Xjqd8dpvSXSNl5Wl/PTTV6WlyRHPjYzB43xYzKXh4pSSksSvvnr2wuU/GHH69O6mpjVHjtScP2/Nz4UjiJTSy36NT/S+szd19Zd7T++dXj29BwnEQxseWn9k/YM1Dxq3SQYcnEqSM/65zyc3NCz/5ZefTp/+7sSJ+lOnvq2rm11dPWPPnjUdHudFzl04t3rv6le/frVwb+HT255+d/e7F369IJKSWbWz7q26t+ZYjfgAs/5AycrvV6xoXFG4r3Duprnpn128f7brZIyz60AhNmnWxlnPb3/e+HpUTE8vT8/ZlmPcox0wfek2nO4GsTHvfv/uFbaXqFu9tLsr7+5xITt+2iGOYFe4JYIoZFvLtp59Oagjwepv+n2LtrefEv30uXPN+stff73w888HGhvzfvjhA88e66uvnt60afbhw5Xi3ePHt+7Y8azLNVb79dR4l+vic9Yuv55G7yxjamoebGn56tfAf1Tnz585deqHAwdcJzz+hkWvX16e4pULPlQ6cXzZeHEs3iE2OPDPMhlOtp8Un7e8fvXq/R/ef7j24flfzhcfwjynn2o/5XA5YrquBo2fUTPjpZ0vVR6qvJJjQf8g2m7PngKRzJ0VNak9rk6M7N37382bFxZfnh/X1MzYuXOR09l1d9XmzU/89NM2MWeniQcGAP2bfvvn/C3z/X6EE6lYQnHChJIJIsn7797/2udpEzbU77tjgzRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdsTRxStOiAADYljzdcX+Oc8DlIr05AADITp7uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57uWJo4pWlRAABsS57u2I5xVlZWJicnR0VFDRo0aObMmc3NzcZbOTk5V2uys7NDKlOeFgUAwLbk6Y7tGGdqampFRUVnZ2dbW9u8efNEsqVPz8vLS0pKatE4HA7x0nyZ8rQoAAC2JU93bPc4RZo1cOBAfVxkV9XV1fq4GElMTDRfjjwtCgCAbcnTHds9TpfLZZzBio6OFvmWPi5GxEvz5cjTogAA2JY83bGt46yvr7/55pv37dunv/RqFePMlmFAUL200QAAIAB5umNbxOk3B6qpqbnhhht27txpTOEMFgAAfZo83bFN4ywsLBw2bNj27ds9J3pdgyVemi9QnhYFAMC25OmO7RjnsmXLhg4d2tDQ4DVdv4uwubmZuwgBAOiL5OmO7RhnkMunsrOz+R0sAAD6KHm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm6Y2nilKZFAQCwLXm64/4cZ6Dn7QAAgIiQpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzuWJk5pWhQAANuSpzu2b5wnTpwYPny4V0vk5ORcrcnOzg6pNHlaFAAA25KnO7ZvnPPnz8/NzfVsiby8vKSkpBaNw+EQL82XJk+LAgBgW/J0xzaNs7GxccSIER0dHZ4tIbKr6upqfVyMJCYmmi9QnhYFAMC25OmObRpnWlpaQUGB+/KWiI6O7uzs1MfFiHhpvkB5WhQAANuSpzu2Y5w1NTXx8fH6uGdLeLXKwIEDvRYcEFS4NxsAAAQnT3dsizi9cqCRI0du3brVeMuYjTNYAAD0afJ0x3aMM9DJJ69rsMTLkMq0fkMBAEAo5OmO7R6n712Ezc3N3EUIAEBfJE93bPc4vVoiOzub38ECAKCPkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc7liZOaVoUAADbkqc77s9x+n1iNAAAiBR5umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umNp4pSmRQEAsC15umObxllfX5+SkhIdHT106ND8/Hxjek5OztWa7OzskAqUp0UBALAtebpjO8bZ0NAwYsQIl8vV2dnZ3Nw8d+5cfXpeXl5SUlKLxuFwiJfmy5SnRQEAsC15umM7xpmRkeF51sogsqvq6mp9XIwkJiaaL1OeFgUAwLbk6Y7tGOfgwYOXL18+ZMiQqKioqVOnnjhxQp8eHR3d2dmpj4sR8dJ8mfK0KAAAtiVPd2zHOEXtZ2Zmtre3t7W1ZWVlTZ8+3ZjuOdvAgQN9Fwyil7YeAAAEIE93bIs4vXKg6OhokVrp4yLNioqKMqZzBgsAgL5Lnu7YjnE6HA7PBMtIpLyuwRIvzZcZ/OQWAADoHdbmDLZlxzjz8/OzsrLaNJmZmTNmzNCn63cRNjc39+AuQnfYsmaKDWvJFBvWkvtWseErmWLDWjLFhrXkvlVsWEu2G5vGuWjRomuuuSYqKmratGnGRe5CdnZ2z34Hy93X9sK+VWz4SqbYsJbct4oNX8kUG9aSKTasJfetYsNast3IEqe7r+2FfavY8JVMsWEtuW8VG76SKTasJVNsWEvuW8WGtWS7kSVOd1/bC/tWseErmWLDWnLfKjZ8JVNsWEum2LCW3LeKDWvJdiNLnH2OPLtgRFC9YUX1hhXVG1ZUb7jJU8OyxNnnyLMLRgTVG1ZUb1hRvWFF9YabPDUsS5x9jjy7YERQvWFF9YYV1RtWVG+4yVPDssTZ58izC0YE1RtWVG9YUb1hRfWGmzw1LEucfY48u2BEUL1hRfWGFdUbVlRvuMlTw7LECQAA0GtIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPB6iUDLvGcWFlZmZycHBUVNWjQoJkzZzY3N/tdNicn52pNdna2mekSClS9DodDr94ZM2YcPnzY77JUb7f8Vq/uxIkTw4cPD/LDNlRvt/xW74DLBVqW6u1WoDqsr69PSUmJjo4eOnRofn6+32WpXjPM7MCDBw/2u2z/rmESrF7ltQumpqZWVFR0dna2tbXNmzdPJFu+i+Tl5SUlJbVoRLogXgafLjOv6p04cWJZWVlHR4eo4VdeeUVRFN9FqF7z/Hbz8+fPz83NDZQBUL3m+fZP3S5C9ZrnVZ8NDQ0jRoxwuVzi4CA+2c6dO9d3Eao3JEH2WHH49Zsn9fsaJsHqVUF2QfF3PnDgQN85xX5WXV2tj4uRxMTE4NNlFrxPioqK8p2T6jXPt3obGxtFLyVS2EDJAdVrnvkEi+rtAa/6zMjICHTWiurtmUB7rOjaxFHi6NGjvnP2+xomwepVQQ6a4rOU5xksY87o6Gixg+rjYkS8DD5dZkH+wpcuXZqamuo7J9Vrnm/1pqWlFRQU+L5F9faAbx0OHjxYfOi68cYbFy1a5HdOqtc8r+oVdbt8+fIhQ4aIz11Tp049ceKE75xUb0gCHX5Xrlw5e/Zsv3P2+xomwepVgXbB+vr6m2++ed++fd0uYpzlCjRdZn6rV78C4Lrrrtu9e3e3i1C9QXjVSU1NTXx8vN+3Ai1C9QYRqA4bGxsnTZq0YMGCbheheoPwzV8zMzPb29vb2tqysrKmT5/e7SJUb3CBdmDxCaGhocHMIv2vhkmwepXfXVB0VDfccMPOnTv9LtLvc3wLBTmD9fLLLxvZgCeq1zyv6h05cuTWrVv9vmWges0Lcnr79OnTV199te90qtc8r+oVdSJSK31cpFme1w94zkP1mud3B16zZs2UKVMCLdLva5gEq1f57oKFhYXDhg3bvn17oEW8vo0WL4NPl1nwa7D8fgyies0LfpeQ38qnes3rQYJF9ZrnVb0Oh8MzwfLbhVO9IfG7A48aNWrz5s2BFun3NUyC1au8dsFly5YNHTrU7+lTY079form5ma/91n4TpeZV/XOnj27qanJrfVP2dnZnn+lVG8PmLns2usl1Wue71XY+pfaBw8enDx5sudVLFRvD3hVb35+flZWVpsmMzNzxowZvnNSvSHxPT5UVlb6vT5dnhomweolfj/rBzkH4DkukgO/vwgSaLqE/FZjYWHhyJEjxctrrrnG62fGqN6QdHumKlCC5aZ6TQi+915//fULFiwwTre4qd4QBdp7Fy1aJI4MUVFR06ZN83uRu5vqNSdQDYskqayszO/8xnj/rmESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8HqDUEe6hzokZZ+Lyju9lrj4IsHWZ3Jxc08HhUAAJBg9YZAD3Xu9pGWQW7OMsNr/lCfoOm1uJnHowIAADcJVu/zfKhzt4+0tDbBCvUJmgN8fpiHs1YAAJhBgtXbPB/q3O0DAXwTrEDPf/XLa/FQnz/gtXiQx6MCAABPJFi9yuuhzl4ZjO+zXAKdsgry/Ncgi3e7um4X7/bxqAAAwE2C1Zt8H+oc6hksT56PJwt0TbrJM1jmF+/28agAAMBNgtVr/D7UudtHWppMsAIJfg1Wt0/Q9FrczONRAQCAmwSrdwR6qHO3j7T0vcw80PNf/fJ7F6H5J2h6LR7k8agAAMATCVZvGODDeCvQIy39zh/k+a/B19jt6kwuHujxqAAAwBMJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACz2/wGYzfifMolwygAAAABJRU5ErkJggg==)
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