Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: george_siscoe_090705_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 10 2004 |
Start Time | | 2004/11/10 4:00 |
End Time | | 2004/11/10 5:00 |
Key Words | | cusp position-2 |
Model | | OpenGGCM |
Model Version | | 2.1-1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -29.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.60 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | george_siscoe_090705_1 |
Minimum Dst Value | | -155 |
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 Polar for time period of this run.
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jx45deumlGpgxY8aSJUuC8f/93/+tMakst9nSTOJLPd3yp30AANJUVFd1sLh4zdCh+tdsxko+g3Xo0KHZs2ePGDFCf549e/bLX/7ys88+q+Hly5druL6+vtnlplKaSTKhnjU1Nddcc03yPmtoaJg1a1ZWVlZ2dnZeXp7+jB/fUv60DwBAmorqqioLC03Aqtm0qdk5JFPXuWPHDlP04YcfDhw4UD2p/tdwKstNpTSTZEI977nnnocffjh5ny1evHjIkCF7GmmgoKAgfnxL+dM+AABpKqqrajh/XhnrYHFxi+ZQXV2dn58/atSoYMz3vvc9veDxxx9PcbmplGaStK9nWVnZddddd/r06eR9lpOTs3btWjOsgWHDhsWPbyl/2gcAIE05vMndqKurM/dgyfbt2/v167dy5crPfvaz77//furL9acDTft63nbbbcuWLUt8cp/16tWrpqbGDCt0Z2VlxY9vKX/aBwAgTbkNWLW1tQ8++OBNN92k4RMnTgwePHjDhg0a/tWvfnXjjTeeOnUqxeX604Gmdz2LioqGDh1qbqVK3mfdu3cPbrjTQI8ePeLHW3WL1S71AQDAEYfPwZLLL798woQJ5eXlGv+Nb3zjqaeeCl42f/78b37zmyku158ONL3rqQT92muvmWHOYAEAEOBJ7p0rvesZdWKJe7AAAJ4jYHWuzKln8j5btGiR9duCUeMTLdzl/rQPAECaImB1rsypZ5PnYOXm5mY1mj17dvJzsKzjEwQsAEBmIWB1Ll/q6ZY/7QMAkKYIWJ3Ll3q65U/7AACkKQJW5/Klnm750z4AAGmKgNW5fKmnW/60DwBAmiJgdS5f6umWP+0DAJCmHD5o9KKLLurTp8+kSZMqKyvbuFx/OlBf6umWP+0DAJCmHP5UzoULFw4cOPDAAw8MHz68jcv1pwP1pZ5u+dM+AABpKqarqq3deuxYWUvncOzYMfNjz1/60peeeeaZYPy+ffv69u2r0maX22xpJvGlnm750z4AAGkqqqs6eLB4zZqh+tdsxko+g3Xo0KHZs2ePGDFCfz7//POf+9znNNKU3nXXXY8++mizy02lNJP4Uk+3/GkfAIA0FdVVVVYWmoBVU7Op2Tkky87O3rFjhyn60z/902XLlmlg9+7d/fr1O3nyZLPLTaU0k/hST7f8aR8AgDQV1VU1NJxXxjp4sLhFc6iurs7Pzx81apT5c9WqVddff/358+cnT5785JNPprLcVEoziS/1dMuf9gEASFMOb3I36urqzD1Yicafnhs8eHBubu6AAQPOnj2b+nL96UB9qadb/rQPAECachuwamtrH3zwwZtuuikYs3z5cr3gv/7rv1q0XH86UF/q6ZY/7QMAkKYcPgdLLr/88gkTJpSXlwelK1asGDRo0Llz51q0XH86UF/q2XZN7vXr7NUBACBOe3dVf/EXf/Hzn/+8pcv1pwP1pZ5u+dM+AABpqv26qgsXLvz4xz8ePHhw8KSG1JfrTwfqSz3d8qd9AADSVPt1VZrzgAEDNm/e3Irl+tOB+lJPt/xpHwCANMWPPXcuX+rplj/tAwCQpghYncuXerrlT/sAAKQpAlbn8qWebvnTPgAAaYqA1bl8qadb/rQPAECaImB1Ll/q6ZY/7QMAkKYcPmj0oosu6tOnz6RJkyorK9u4XH86UF/q6ZY/7QMAkKYc/lTOhQsXDhw48MADDwwfPryNy/WnA/Wlnm750z4AAGkqpqvaWru17FhZS+dw7Nix4MeeY37dhIBl+FJPt/xpHwCANBXVVRUfLB66Zqj+NZuxks9gHTp0aPbs2SNGjGjymqeeemr8+PGpLDeV0kziSz3d8qd9AADSVFRXVVhZaALWpppNzc4hWXZ29o4dO5Jf8OKLL9544411dXWpLDeV0kziSz3d8qd9AADSVFRXdb7hvDJW8cHiFs2huro6Pz9/1KhRwZhf//rXgwYN2rt3b4rLTaU0k6R3PdetW6ed3bNnz759+9511121tbVmfENDw6xZs7KyshS38/Ly9Gf8+Jbyp30AANKUw5vcjbq6uuAerKqqquuvv76kpKSly/WnA03vet5yyy1r1649fvy49vTdd989btw4M37x4sVDhgzZ00gDBQUF8eNbyp/2AQBIU24DVm1t7YMPPnjTTTeZPzXw05/+tBXL9acDzZx6KllfdtllZjgnJ0fBywxrYNiwYfHjW8qf9gEASFMOn4Mll19++YQJE8rLy8NFfIvQKnPquWrVqpEjR5rhXr161dTUmOHq6uqsrKz48S3lT/sAAKQpnuTeuTKkntu2bRs4cOCuXbvMn927d6+vrzfDGujRo0f8eKtusdqtKgAAOEDA6lyZUM/169f379//rbfeCsZwBgsA4DkCVudK+3ouX7786quv3rJlS/JI7sECAHiOgNW50rueTzzxRP/+/Xfu3Nlk/KJFi6zfFowan2jhLvenfQAA0lSndFU1NTW/+7u/G/MCfzrQ9K5n+Nao48ePJxqfd5Wbm5vVaPbs2cnPwbKOTxCwAACZRUEnfAKivd1///1/+Zd/GfMCfzpQX+rplj/tAwCQpv7u7/5uypQp5rxDBzh69Oj3v//93r17l5aWxrzMnw7Ul3q65U/7AACkqZqampEjR8Z/I96hiy++ePjw4W+//Xb8WvnTgfpST7f8aR8AADjkTwfqSz3d8qd9AADgkD8dqC/1dMuf9gEAgEP+dKC+1NMtf9oHAAAO+dOB+lJPt/xpHwAAOORPB+pLPd3yp30AAOCQPx2oL/V0y5/2AQCAQ/50oL7U0y1/2gcAAA7504H6Uk+3/GkfGa++vi6m6MgR+/OIGxrOV1WVnDx50Fp65kxt1ISmNGZ9NOeYUgBId/50oL7U0y1/2keXcuHCWet4hZJDhzYcO1ZmLd29e8nrr08/fHh7uEhTPffc8PXr7wzPWWNeeGHMmjVDNXl4wp07F6po3boR586dalKkWKbxKv3gg6fDE1ZUrCgszCkpmWatncYXFY21rqpqt2VLXmVlobWOCm0nTlRaiwCgS/GnA/Wlnm750z5aJ+Y0zOnTVfv2rbaeN1JK2LZtzo4d862Tb96cq2iigBIuUpRRoNE/6yklU6TJw0XvvDPPlNbVlYfXU4tT0fbtc8MTlpY+piKFs/DpKK2DmacqYq2FijTn8IRHjpTGTLhx471mieFIp1XVeJUqL4YnVCZ78cXx7723OFykSPfuu49u3Zp/9uzRcOnBg8UKfNpZ4SLtPlVk06aZ1rNxqoiqEHUOr6qqpLp6o7VIm27v3pVRZ/g0VdQ8tT6abVT+VvS0VhBAp/CnA/Wlnm750z6iqNPas2e5uvZw0Ucf7SoqGvvyyxOtPaXGKwqobw4X7dpVYBJGTc2mcKmJO2+8MSNcVF6+1Ex4/HhFuFTRRPnDGhT0eq3Jzp0Lw0WJxiigImsd1aOr+tZTTYnGaKJAY+3Ujx0rUzSxxkTFSuVLZRprLXbvXqIKWk991dZuNdW3nmzbsGGKSWbh/KFAZibUBgxPuH79nSp6/vnR4aL9+9eZCZWHwqXFxXeoSP+Hi4IlWnexWaJ1Fx84UGQmtJ6nNBMqKUYtUdW37kcFQbVVzTxcpL2gNVEADReJ9v6bb95nXRntdyX+qBCpfBxO84GYC9aa0NowEo0tR9szKphqfWKWyCVpdDx/OlBf6tl2TX7VsrNXp6mYK0Q68sbc96M8ZD3I6liv3kX/wqdMEr/t0qz9fXA+yXpC5cUXx0cFLAUFdYTq8KzRRLN9/fXp1o5Z0aGysjAq7iQaO6eoojRijQiGEpsinbV7NmewrCFSrUJbWxHKGhQU1xRqS0sfs66JgrJma2112rlRu1jR07QNa/545ZXJUQFL+dhMaN3LqoWKlKSttTATqnWFS02RdYllZQtMafi0mdpnzGnRYMLw+VQ1VLOq1svH2lPa4NoI4fejGrC5YG39nKCYqCLNOZyhtarmgrX14rLmpnecYn24SOugXa8KWs8KK+ppoVHvOH0yUWa1HlXU5LRQa0vW67VZlPWtZyK1+7Zvn2vdiXq9ptK01iXq+Ka3RtThURWJeVt1KTFRWFsg6n7QxMe/9xwZvtW21TCsG1wjtROjZquVactZ4S7YgbYTX+rpVlvah45KUUcfvRN0rLeeFVDf+eqrU4uL77B+ijVXrKxdmj686hiqA7f18oq5YmWdMOjS9u9fFy4150X0IT5cpDezxm/dmm993+pIF3MZSB0JH6k7krZ2TPqMuugWTBs1Xo3NWqqRyljqgK0TmsvH1rahCdUOoyZUQFSQsnYGeuMoXO7Zs9w6oYqUFK1nsPRmVPS03p8nyvp6T1njjjmfqjdduAeKv+6soGPeceEuX+96U2TNu2ZC6+VjxQszofUasWphLliHJ1QCNhPu2lUQnlCHKRUp84X3cnCl2xrpzIQKkeGi4OymdUJz5tt6WlSvb/YTnfWjoKmjqm89qCooK7NaV0YtTYe4d96ZZ23kOuTqEBd1MlILjToTqal02LSeblTLV2vU/govUe3TbBzreXHtd3MeOtyM9UYzrdHaNvTR2uzi8ISqmraq2pv1/aiR6qqszcaU6l1DwEKc+PZh7ke2Hnz15jHHAuubQe2ydVdzTNzRmyFcFJwziLmao/dnuEiHZn321TvTejhQ56FuKeaKBpDu4vNlTDBVOIs6L6J3zY4d861ZUAcHfeCxntxKNH7gUbqypk+NVL60nt0xE0ad3VRnr2OO9cqy6UR1BLDOVgExKifp6GcOONbYagKWYmvMhNYTYzqiqkj/h4v0epOTrCdizUHV+hlSB+GY86nmvkYdWsNFJrVEXek25xqtF6wV9M2qhpuHjqgm7rTiblFTZE3tJidZb/oMApY1DJldbP0eT5ChlUHDE8ak9mAXE7AQR+1Dn331breeeY65Hzk+YJmLMtZ3pmalz0z6HGY9NOsgqKmsnyfUSej9o7W19hY6NukdGHWqXwuN72MAZKqYs5sq0kEj6uCgIh2Loi4R6pNeVPrUwS3mVgd95Isq0lRRF7NUBeUn66qqSMfGqLObSlGKmNaYqArqk6c+l1pjq7kKbL3wGlywtn5qNZ+TrV2D6q6Dv/X8ZaIxQysPWbeAcpvqGHVHoBLP/v3rrBtHVdOeitrm2jiqoHU/xlx3Dk7EErAQR+1jTfQXvsw1AgV567QxlwgTmXK3EABksJhPngo6lZWF1iO5Riq1RMUddQrxD8nLAIp0qj4BC3HUPvTxRTk96q3C18IBAAgjYCGO2oc+bXAHEgAALULAQhx/2gcAAA7504H6Uk+3/GkfAAA45E8H6ks93fKnfQAA4JA/Hagv9XTLn/YBAIBD/nSgnVDPDNi4GVAFAAA6nj8dKAGrNTKgCgAAdDx/OlACVmtkQBUAAOh4/nSgnROworT3ohsaGmbNmpWVlZWdnZ2Xl6c/Wzcff9oHAAAO+dOB+nUGa/HixUOGDNnTSAMFBfZf/G6WP+0DAACH/OlA/QpYOTk5a9euNcMaGDZsWOvm40/7AADAIX86UL8CVq9evWpqasxwdXV1VlZW6+bjT/sAAMAhfzpQX+ppdO/evb6+3gxroEePHjEvjrlXzJ/2AQCAQ/50oJ1Wz9LS0mHDhl166aUdmVo4gwUAQCfypwPttHredNNNDz300MmTJztyodyDBQBAJ/KnA+20evbs2fPEiRMdvNBFixZFfYuwRbvcn/YBAIBD/nSgnVbPa6+9tqKiooMX2tDQkJubm9Vo9uzZyc/BImABANDe/OlAO62eP/rRj26//fZDhw511gq0hT/tAwAAh/zpQDutnmn91Tyt6vGKiuqNGzt7RQAASCdp1Ne3kS/1dEvtozAnZ83QoXuWL7e+4NypUx28SgAAdH0ELMRR+1C60r9dth/bqVixQvHrzfvus057pLT0YHFxw/nz7byOAAB0OQQsxFH7qN64UUHKeqbqjRkzlL2Userr6poUHa+oMMlM04YnVPB6ZfLk3UuWWBe6f906TXXh7Flr6cmDB1tYCQAAOhoBC3Hi20ft1q3KWNYIVVdeHhOwXp061SSz8PktzdNMuHflyvCEpY89pqIteXnW9VFuO1BUFHXO7Hj0dzkV5qLyHAAArUDAQpy2tI+aTZv2r1tnDS77Vq9+fvToHfPnh4uCZKa0FC7dMGWKil4YMyZcVL1xo5lQGStcum3OHBVtzc+3LlEzLBo71npurKqkRFMp9oWL5HRV1dmjR61FAACfEbAQp1Pax/GKiiOlpdYiBZ0teXmHNmwIFx3evt0ELEWicOnLEyeqSP+Hi/auXGkmrCwsDJcqe6lIwS5cpARZmJPz3PDhJyorw6UVK1aUTJtmXZmG8+eVAjV5uAhII/qAEXXqVy3/vcWLz9TWhos0iT56xZxRBjIDAQtx0qt9KJZFnWrS+K35+dZMU19Xp6Jtc+ZY7zPbnJurgLV97txwkSJUTKRT8FLRq1Onxkz40a5d4dId8+e/OH689TycSWbHysrCRUB7qCsv37d6dfgmS9EHEn3AUFsNZyzlKvPt43fmzQtPWLZggYr0BrHOVu9iLZFL9uku5gvmah7VGzda7+XQfle7ijrEKZQfLC6Oahv6oNvVmk16daBt4Us93fKnfcSwnqBKNCYzdRW7lyyxHimUydTHlC9dGi4Kzpmp9wqXmqI3ZswIF33w9NOm1Ho1U52Zejvr6T29XqVRz9rQ4UyrZO3tEo1nKfgqqJ/URz4/erTa27uPPhouNTdE6l/4XJT6OTOh9Yss+ghhAlb48roam0lmOxcuDE+o2eoDBl9z6SJ0+NJnRetxQx9l1QDW33lnOPFojLksYL1F5L3Fi83tueFzn1qQ+dRqbRvmU+vLEydaD1Y6UL95333W460aoQ6MUZFOq2H9GBysUlSR4U8H6ks93fKnfbSHqI9TOgToc1jUZVAdC3SYsJ7BCgKWNfOZok0zZ4aLTJdm7Qt1fDGHLfWX4QlNFow6bOnApNxGh5fW1CTU91gjVJCTrKXa79vmzFGbtM5W7SrqdLK6JbUra78VnPqyPhdGq6EirZL1naXZRn0WQutokyrxWL+olPjt7RPWG1uDA074KKfUbg441ssCMQErOFJZk5m5y1b/lNGbFAX39VrPp5oJ140YET7lFrTGfatXhyfUh2eVbrz33nCRZvXq1Kk6bPrTgfpST7f8aR9pwZw/P7x9u7VU3U/xHXdYr1dqKh0misaODfdMOobq4KJSBbvwhDoIRp0zC57EYe19tZI6xOhwGVWR8HEwEHPCTGsbled0/NVxMKpUi7N+foW5YGftCxONe1lbtSOfJ6zdFHUZSB1kVF+ovW+asfWTiZlt1zkRq60a1RrVgPW5JaoZK5U6b8bav0oJ1tsndi9ZYtqG9Zij44mKFFDCRaqg5mk9MiQaDw5KJ9avB5n786LOJ6mJRp1rNyfprUlI83xl8mSFM+ux0ZyIVVgMNzltbVN963EseEpRuDUG37jypwP1pZ5u+dM+Mp4OQFFn1HQ0VLdkLT1RWamMZX1khl5vjrDWLwdsmjnTHGLCh1EdHzWhDkzWL4pqbjoUWo/a+kBpPsJaL4OaJVpPtqmC5pOo9Uef9AFdh1frKROt/OvTp5dMm2a9WVuroYVaVybReJCNOoWjI7KO9VG7QxNGdTCapHV34Knj2Zyba41Q6lkVTaxXc7qamFNfQV9ovX5kQqR6WetstXHU31tDpPa74o71fnxtLvXNendYg4IalRq59Qqp9oJZVWvzMI+wsd67GXTb1v2oFrUlL886z/ibGcx7So08XKR3qMkQ1o9DOqQoDKXLj3lEraf2o6oZ9XlPFdSRIepmwTfvuy/q2KgjgzapPx2oL/VsuzT92UR0PB1Hoj5qK7Gp21anHi4K+kLrObOYz4XBM9Ks/ZYJWC+OHx/uRZQhYh6upn7XXHgKF5kzf1E/FaVlmSWGi9TbmQmtJwZMJ2q9mKvtZia0BikzofVKh7aqwqWO6dacZDpR6+WMRKb84JV2rlqUNe6oIzR3fYVrGsQd6+2SZkJro1KwNhNaL5IqsEY1KpNaoj6ZaA9GxR119mZCa6aP+b5z8K0a6wcMxbKo91Si8cOJ9dMFUuFPB+pLPd3yp33AuZgrMjqa66O/9VOj+gDFCOv5pETjfQ875s+3dqIaqS426i4c9TFRZyn2rV6taGLtJtW1aGWUwKw50twSZI07QSdq7dLMQ0OsnahWJuaijOlEX58+PVxkbl6J+k6ria3WDOGDuvJy7SbrltGeNWc3rdcWzZeIrY93UevV7lBos55PMmewrBtc7wuVKrJbo7CasYJX1OUzTahGbn1nmZxkvZMyeKBM1MehZm/WRuv404H6Uk+3/GkfQCtE9UzmewxRVw/V3ytBWrOgJlT/GjWhekr1oNYrVprnhilT3rzvvqgrfTwRN4qiUtSFV+3f/evWRZ3C0abuUtEk5usmqmOXWlVP+NOB+lJPt/xpHwAAOORPB+pLPd3yp30AAOCQPx2oL/V0y5/2AQCAQ/50oL7U0y1/2gcAAA7504H6Uk+3/GkfAAA45E8H6ks93fKnfQAA4JA/Hagv9XTLn/YBAIBD/nSgvtTTLX/aBwAADvnTgfpST7f8aR8AADjkTwfqSz3d8qd9AADgkD8dqC/1dMuf9gEAgEP+dKC+1NMtf9oHAAAO+dOBpnc9161bN2rUqJ49e/bt2/euu+6q/e2PjzY0NMyaNSsrKys7OzsvL09/xo9vKX/aBwAADvnTgaZ3PW+55Za1a9ceP368qqrq7rvvHjdunBm/ePHiIUOG7GmkgYKCgvjxLeVP+wAAwCF/OtDMqWddXd1ll11mhnNychS8zLAGhg0bFj++pfxpHwAAOORPB5o59Vy1atXIkSPNcK9evWpqasxwdXV1VlZW/PiW8qd9AADgkD8daIbUc9u2bQMHDty1a5f5s3v37vX19WZYAz169Igfb9UtVrtVBQCAjOVPB5pm9bTmm/Xr1/fv3/+tt94KxnAGCwCALsifDjTt67l8+fKrr756y5YtySO5BwsAgC7Inw40vev5xBNP9O/ff+fOnU3GL1q0yPptwajxiRbucn/aBwAADvnTgaZ3PcO3Rh0/fjzR+Lyr3NzcrEazZ89Ofg6WdXyCgAUAQPvzpwP1pZ5u+dM+AABwyJ8O1Jd6uuVP+wAAwCF/OlBf6umWP+0DAACH/OlAfamnW/60DwAAHPKnA/Wlnm750z4AAHDInw7Ul3q65U/7AAB4aNdHu85eOGstKqkqWb5n+alzp8JFpUdK87bkrd63Olyk1099der4F8f704H6Uk+3/GkfAIAurq6+zjpeCanoQFHF8Qpr6WOlj01/fXp5XXm4aPF7i4euGTrx5YnnG843KdLrVaR/S3YvCU84440ZKhr+3PBw/NpYvdFM6E8H6ks93fKnfQAAUqdgsbV2q7XIxJ2yY2XW0tIjpU9/8PTRs0fDRbs+2jWtZNqj7z4aLlIAmvzK5JzCnMLKwnDpgrIFCjQj1o0IJzDN08Sdee/MC0+YvzXf5KTwhFWnq7Q4la6oWBGecGn5UhUpZoWLVP3czbmKdP50oL7U0y1/2gcAIJky0MKdCxWGrKV3FN+hhPFY6WPhIk2iIqWTgycPNilSjlGaUenc7XPDEyoDmTCkVNSkqPJEpSmas21OeEKthslJ4dymZDb11amjnx9dUlUSnlCzVZ4rPlhsraNKN9VsshZJ7ZnaqCLDnw7Ul3q65U/7AAAPzd8xX+HDei9Rwa4Ck2msZ6pGrBuhopmbZoaLzNkd/QsHrLMXzo55YUxUMlMG0spMf316+IJdojG35W7OtV7pU25buXdl1Dkzs9yoovbjTwfqSz3d8qd9AEBas96LnWi8l2jiyxMnvzLZelXOnE+a+urUcNGGQxvMaSHrqZpNNZsWlC0IR6hEY5oprCwsPVJqXZ+q01Wac1TisUarNOVPB+pLPd3yp30AQMdQXom6ulR5onL5nuVRqaVgV8HS8qXWaDJ3+1yFocXvLQ4XBeeTrBfCluxeckfxHVHXyLQm1liGVPjTgfpST7f8aR8A0CKlR0qtt/WI8srUV6dar7uV15UPf254TmGO9QTPlA1TlIT0f7hIc4vJSea62+RXJoeLFJJmvDFj5qaZUae40E786UB9qWfbdfukzl4dAGhHih1R55M21Wy6d+O91q+tlR0rM3Gn6EBRuNTcAD76+dHhIr3eTGiNX9NKpqlI/4eLth/erlimf+EbwGXd/nVa1ajAh07hTwfqSz3d8qd9AOgwMVedzjecj/lyVkxRXX1d1GOQlEjmbp9rPfGjGSoGKbVsrN4YLp366lRzE1L4xiDFHZOTrPFrye4lmuf8HfPDReZK38KdC61X+rRllMCitk/V6apmv7mGrsOfDtSXerrlT/sAYBXVo586d2pFxYqoL7ErW0wrmaYUEi5SIlH4mPzK5HBqUeaY+PJElVpPC2lxKrLejq1EYr7UZp3w3o33Rj0TcmvtVpOTFHrCE5qv0eVvzbfWsaSqRIuLuik7k27WRuv404H6Uk+3/GkfgJ/q6usW7lxovVyVaLxipUxjfdCipjLPOqo6XdWkKHhkkTWazNk2x5SGJwyenW191GTu5lyzxPAJnuBhklqr8ITmad3WZJZoTFFaXNRJo6hHhwPN8qcD9aWebvnTPoAMpuCycu9Ka1Yw4cP6aMfaM7XmSdZKNuEJzXfTrI92TDT+kMjo50dbr8ppZTTDqMdXaraKZYpo4aKyY2Wa0Jr2RBVcULYgKidphpxSQgfzpwP1pZ5u+dM+gHSnPBT1bCHzFTPr+aTCykLzGyPWaKI0o0xjfX6j8kpJVYk1CQUvSHndgQzkTwfqSz3d8qd9AB0p6kTLqXOnFu5cuLR8qTWdLN+zfFrJtA2HNoSLNlZvzCnMGf38aOstU2OLxsbcS1ReV86zjgDn/OlAfamnW/60D8AhxaOiA0VRD280z4RcULYgXLSiYoW5YGf9UlvMQ7fjf9Xk4MmDhZWFPAYJ6Ej+dKC+1NMtf9oHfBaVPJSTnv7g6ahnZ2v86OdH6/9wkaKViTvW5xJpKhXduf7OcNGmmk05hTkKUtZLb/Pemaei5XuWh4uOnj366LuPWh/kDaBT+NOB+lJPt/xpH8gAMWdoVlSsWLJ7ifUF5i5vZZdwUZCTrF+yG//ieBWNLRobLlKuijmfVHSg6L4377Oeo0o09+MknfKbtQBawZ8O1Jd6uuVP+0BaUF6JevLQ0vKlOYU51tuMFGVM3LF+Ae3O9XeqaMwLY8JFZcfKzNforM9z0tw0bdSX2rSqUT92C8AH/nSgvtTTLX/aBzpSeV25Qo81Jyk/jS0aa30EdvCQJGumCR66HT7HU3G8wuQk60mjkqqSGW/MsD6PO9H47GzrL+8CQDx/OlBf6umWP+0DraDwEfUg7+2Ht08rmWa9JUhTmbhjvZdIWcekqPBDm+IDlnLS9Nenr9y7MmpVo35HBQDagz8dqC/1dMuf9uG5qDt7FEryt+ZbU4sCkPlSm/Uu75mbZpowFL6dSPM0RUt2LwlPWHSgaOLLE63fsEs05raYHycBgK7Dnw40E+pZU1NzzTXXJO+zhoaGWbNmZWVlZWdn5+Xl6c/48S3lT/vIbMpPCknWG4lk+uvTR6wbYX2mQPCrJuHLZBpjTkRZw5BikOZpfQJ4ovG7clofnhoAIIP504FmQj3vueeehx9+OHmfLV68eMiQIXsaaaCgoCB+fEv50z7SRV19XdT5m4JdBdNKplm/thbzs3HKSTE/G6cYpKKJL0+0LnRj9canP3g66itvnGcC4DN/OtC0r2dZWdl11113+vTp5H2Wk5Ozdu1aM6yBYcOGxY9vKX/aR9dReaKysLLQ+rNxJVUlw58bPv7F8dZzPyYnzdw0M1y0ZPcSE7Csj/lW/Jr++vSor7wpkxGVAKCl/OlA076et91227JlyxKf3Ge9evWqqakxw9XV1VlZWfHjW8qf9tGRjp49Onf7XMUaa2nMr5qYE1H6Zw1DilaKX+v2rwsXKSEVHywurytv45oDAFLkTwea3vUsKioaOnSouZUqeZ917969vr7eDGugR48e8eOtusVql/pkiphnQs7fMX/086Ott4cHv2pi/QpeTMCqOl2l8TFP6+ZUEwB0Ef50oGlWzyb5ZvDgwa+99lpQFLyMM1hOKCRZL8klGr+29ljpY7s+2hUuiv9VE/MNuykbpoSLNlZvVGnU7/JWHK9QLItaHwBAWvCkA02kXcBqIurEEvdgpai8rnzxe4ut18gUnhR39M9aas4nWXNS/O/yLi1fekfxHVE/96toxW+eAEAGy5gOtFmZU8/kfbZo0SLrtwWjxidauMvTq31sqtkU9ftuk1+ZHPXzuqv3rTY5yXr3knnupfWC3alzpxbuXKggxYU5AEAT6dWBtkXm1LPJc7Byc3OzGs2ePTv5OVjW8Yn0D1hRz+PeWrvV5KQNhzaES+/deK+KlJbCRcpJ83fMX1C2wHpKSeGp7FgZEQoA0CJdsANtJ77U061OaR8HTx6M+r7bvHfmRT2JIPhBX+tVOYUnvYCrcgCAjkHAQpx2ah919XXr9q8LP/QykfS7vNYTUVM2TFHRmBfGWGdbUlWidMXZJgBApyNgIU5b2kfMz8blbckzzwcPF22q2WRORFkfcKB55m/NV5Bq9VoBANABCFiIE98+jp49uqJihfURBuV15SYn6QXhUvNLwONfHG+NX4pWS8uX8kN1AID0RcBCHLWPsmNlRQeKrHcvmRNRY14YEy6ND1i1Z2o13vr4KAAAMgABC3HUPswdUU9/8HS4dO72uSoaWzTWeiLKXCLkvnIAgIcIWIij9mFORC0tXxouVXiKulcdAACfEbAQR+2j9EhpYWUhJ6IAAEgdAQtx/GkfAAA45E8H6ks93fKnfQAA4JA/Hagv9XTLn/YBAIBD/nSgvtTTLX/aBwAADvnTgfpST7f8aR8AADjkTwfqSz3brtsndfbqAACQfvzpQH2pp1vdAABAq3R2H95BfKmnc/FNpP1KmXlXW3T6zjxT69WuM8/UerXrzDO1Xu0680ytVyovyBi+1NM53lddauaZWq92nXmm1qtdZ56p9WrXmWdqvdp15plar1RekDF8qadzvK+61MwztV7tOvNMrVe7zjxT69WuM8/UerXrzDO1Xqm8IGP4Uk/neF91qZlnar3adeaZWq92nXmm1qtdZ56p9WrXmWdqvVJ5QcbwpZ7O+dNEHGKjtQIbrRXYaK3ARmsFNlor+LPRfKmnc/40EYfYaK3ARmsFNlorsNFagY3WCv5sNF/q6Zw/TcQhNlorsNFagY3WCmy0VmCjtYI/G82XejrnTxNxiI3WCmy0VmCjtQIbrRXYaK3gz0bzpZ7O+dNEHGKjtQIbrRXYaK3ARmsFNlor+LPRfKknAABAhyFgAQAAOEbAAgAAcIyABQAA4BgBCwAAwDECFgAAgGMELAAAAMcIWB9raGiYNWtWVlZWdnZ2Xl6e/kwurampueaaa6Ie3RE1bfw8M0BbNlqi8VEoRurzzABt2Wjr1q0bNWpUz549+/bte9ddd9XW1qYyzwzQlo323HPPffnLX77kkku00aZOnfrhhx+mMs8M0Ma3p/U1bLSYjdbtk1KcZwaIqmDUBkll2ozZaASsjy1evHjIkCF7GmmgoKAgufSee+55+OGHo5pI1LTx88wAbdlogSYvYKPFbLRbbrll7dq1x48fr6qquvvuu8eNG5fKPDNAWzbazTffvHLlyqNHj9bV1T300ENKqKnMMwO0/e0Zfg0bLWajtbSDyBhRFUzlaaIZ33sSsD6Wk5OjrssMa2DYsGFBUVlZ2XXXXXf69OkmzSX4M2ramHlmhrZstKgxbLRUNpooLlx22WXNzjMzuNpoyqa/8zu/0+w8M0MbN5r1NWy0mI0WlSe83Wjxly/ip82YjUbA+livXr1qamrMcHV1dVZWVlB02223LVu2LBFqLsGfUdPGzDMztGWjRY1hoyVS2GiyatWqkSNHNjvPzOBko504ceKRRx4JTvux0RKxG836GjZaInqjaaB3795K8H/0R3+0YMGC8+fPNzvPzBBVwagNkvCp9yRgfax79+719fVmWAM9evQww0VFRUOHDjUXgKPyeNS0UeMzRls2WqDJC9hoiRQ22rZt2wYOHLhr1674eWaMtm80cxfIVVdd9f7778fPM2O0ZaNFvYaNlmiupZ05c2bz5s3Dhg27//774+eZMeIrGN4gqUybMRuNgPWxqLw8ePDg1157zQxHva8yPoNHactGC3AGywynvtHWr1/fv3//t956q9l5ZgwnLe2jjz6aM2fOl770pfh5Zoy2bLSo17DREqndWrRv3z46gmTJGySVaTNmoxGwPhZzFbnZr0Jk/FXkKG3ZaAHuwTLDKW605cuXX3311Vu2bEllnhnDSUtLNGYsblxLZaNFvYaNlmJLq6ys7NOnT/w8M0YqFUzeIKlMmzEbjYD1sUWLFjX7nYVuEZfeo6ZNZZ5prS0bLWoMGy0RvdGeeOKJ/v3779y5sxXzTGtt2Wh/+7d/W1ZWVl9f/5vf/Obee+8N7sFioyVSu9sveSQbLRG90SZNmlRaWnr27Fm1t6985Svf+c53Up9nWouqYNQGSfjUexKwPtbQ0JCbm5vVaPbs2danbkS9r6KmTWWeaa0tGy0R8ZQUNloi9i7aJo4fP57iPNNaWzbaL37xiy984Quf/vSnr7nmmrvvvvvw4cOpzzOttfHtaR3JRks019IuueSS6667Lj8///Tp06nPM61FVTBqgyR86j0JWAAAAI4RsAAAABwjYAEAADhGwAIAAHCMgPWxlv6Mbtt/SDXq674pfg3Y+rKM+YFMAADSHQHrYy39GV0nv3OciH5mXSrThl+WMT+QCQBAuiNgNZXKz+i24jdBrdwGrIx5OBsAAOmOgNVUKj+j24rfBLVyG7Ay5ucFAABIdwSsT0jxZ3Sd/GRvzGtaF7Ay5gcyAQBIdwSs/5P6z+i29DdBY25pt65J+GHBqUzOGSwAALoIAtb/16Kf0XX1m6DcgwUAQEYiYH2spT+j24rfBLVyG7Ay5gcyAQBIdwSsj7X0Z3Rb8Zug8Utsdnwqk2fMD2QCAJDuCFgAAACOEbAAAAAcI2ABAAA4RsACAABwjIAFAADgGAELAADAMQIWAACAYwQsAAAAxwhYAAAAjhGwAAAAHCNgAQAAOEbAAgAAcIyABQAA4BgBCwAAwDECFgAAgGMELAAAAMcIWAAAAI4RsAAAABwjYAEAADhGwAIAAHCMgAUAAOAYAQsAAMAxAhYAAIBjBCwAAADHCFgAAACOEbAAAAAc+3+vdrYHioE4IQAAAABJRU5ErkJggg==)
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