Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Janelle_Holmes_010818_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 18, 2016 |
Start Time | | 2016/10/18 00:00 |
End Time | | 2016/10/25 00:00 |
Key Words | | general run |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -13.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.25 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 76.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Janelle_Holmes_010818_2 |
Minimum Dst Value | | -31 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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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.
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MGUPCdh8fn549e0rNq6SkZMSIEd6iqKgo+XOwEGABAIAnIV3VkydPKnml58+ff/311zVm4KcD5aWcbPHTPgAAwE25qqvSXi8/HSgv5WSLn/YBAABuCgGWa/FSTrb4aR8AAOCmEGC5Fi/lZIuf9gEAAG4KAZZr8VJOtvhpHwAA4KYq3lVJj2B4/vnna9euHR4efu3atQqul58OlJdyssVP+wAAADfFJMCiI8+ePbtx48bw4cMDAwMruF5+OlBeyskWP+0DAADclEZXlXf0aP7p0/amkJ+f/9JLL5GRAQMGzJs3T5oeFxdHptiyXqvvehJeyskWP+0DAADclFpXlZWSohcEMliNseRXsG7evBkVFRUUFEReFhUVNW3adOXKlWR8xYoVZFz6nV+N9dryrifhpZxs8dM+AADATal1VdcSEmiAlXvokNUU5Hx8fE6ePEnfunXrVsOGDaOjo8lfMm7Lem1515PwUk62+GkfAADgptS6qpKnT0mMlZWSYlcKOTk5o0aNCg0NlaaMGTOGzDBlyhQb12vLu56El3JWnCKQd3V2AAAAtDC8yZ0qKCig92AR6enp9erVW7du3V//+tfz58/bvl5+OlBeyskWP+0DAADcFNsAKy8vb/To0b6+vmT8/v37jRo12rVrFxnfuHHjO++88/DhQxvXy08Hyks52eKnfQAAgJti+BwsombNmu3bt8/MzCTTIyIi5s6dK802bdq03r1727hefjpQXsrJFj/tAwAA3BSe5O5avJSTLX7aBwAAuCkEWK7FSznZ4qd9AACAm0KA5Vq8lJMtftoHAAC4KQRYrsVLOdnip30AAICbQoDlWryUky1+2gcAALgpBFiuxUs52eKnfQAAgJtCgOVavJSTLX7aBwAAuCkEWK7lyeXMzc2tX7++fFuWlJSMHDnS29vbx8cnOjqavHQsZX7aBwAAuCmGDxp9/vnna9euHR4efu3atQqul58O1JPLOWjQoIkTJ8q3ZUxMTOPGjS+KyEhsbKxjKfPTPgAAwE0x/KmcZ8+e3bhxY/jw4YGBgRVcLz8dqMeW8/Tp02+88cajR4/k29LPzy8pKYmOk5GAgADHEuenfQAAgJvS6Kry8o7m55+2N4X8/Hz6Y89NmjRZvny5NP3KlSt16tQh71pdr9V3PYnHlrN169ZLly4tNd2WXl5eubm5dDwnJ8fb29uxxPlpHwAA4KbUuqqsrBS9XiCD1RhLfgXr5s2bUVFRQUFB5OWmTZv+9re/kYn03T59+kyePNnqem1515N4Zjm3bNkiCAK9xUq+LatVq1ZcXEzHyUj16tU1EnlOk1PzDwAAUEFqXdW1awk0wMrNPWQ1BTkfH5+TJ0/St/7v//6PXsU4d+5cvXr1Hjx4YHW9trzrSTyznI0aNdqzZw8dxxUsAADgkFpXVVLylMRYWVkpdqVAOs1Ro0aFhobSl/Hx8W+99dbTp0+7des2ffp0W9Zry7uexDPLqXbBCfdgAQAAJxje5E4VFBTQe7BKxW/lN2rUaMSIEa+//npRUZHt6+WnA/X8csq35ezZs9W+RWjXJuenfQAAgJtiG2Dl5eWNHj3a19dXmrJixQoyw2+//WbXevnpQD2/nIrnYJFw21sUFRUlfw4WAiwAAPAkDJ+DRdSsWbN9+/aZmZnSu6tXr37zzTefPHli13r56UB5KSdb/LQPAABwU87uqtq1a7ds2TJ718tPB8pLOdnip30AAICbcl5X9ezZszlz5jRq1Eh6UoPt6+WnA+WlnGzx0z4AAMBNOa+rIim//vrrhw8fdmC9/HSgvJSTLX7aBwAAuClXdVUIsCheyskWP+0DAADcFAIs1+KlnGzx0z4AAMBNIcByLV7KyRY/7QMAANwUAizX4qWcbPHTPgAAwE0hwHItXsrJFj/tAwAA3BTDB40+//zztWvXDg8Pv3btWgXXy08Hyks52eKnfQAAgJti+FM5z549u3HjxvDhwwMDAyu4Xn46UF7KWXEWfz0aAACgatLoqo7mHT2df9reFPLz86Ufe9boExFgUbyUky1+2gcAALgpta4qJStF0AtksBpjya9g3bx5MyoqKigoSDHP3Llz27Zta8t6bXnXk/BSTrb4aR8AAOCm1LqqhGsJNMA6lHvIagpyPj4+J0+elM+wdevWd955p6CgwJb12vKuJ+GlnGzx0z4AAMBNqXVVT0uekhgrJSvFrhRycnJGjRoVGhoqTTl16tSbb755+fJlG9dry7uehJdyssVP+wAAADfF8CZ3qqCgQLoHKzs7+6233tq7d6+96+WnA+WlnGzx0z4AAMBNsQ2w8vLyRo8e7evrS1+SkQULFjiwXn46UF7KyRY/7QMAANwUw+dgETVr1mzfvn1mZqb5W/gWoUW8lJMtftoHAAC4KTzJ3bV4KSdb/LQPAABwUwiwXIuXcrLFT/sAAAA3hQDLtXgpJ1v8tA8AAHBTCLBcyzPLmZycHBoaWqNGjTp16vTp0ycvL49OLykpGTlypLe3t4+PT3R0NHnpWPr8tA8AAHBTLumqcnNz//3f/11jBn46UM8sZ1hYWFJSUmFhYXZ2dv/+/du0aUOnx8TENG7c+KKIjMTGxjqWPj/tAwAA3BQJdM6cOVPJKx06dOh7772nMQM/Hajnl7OgoODll1+m435+fiTwouNkJCAgwLE0+WkfAADgpiIjI3v06FFYWFg5q7t79+4333xTq1atEydOaMzGTwfq+eWMj48PDg6m415eXrm5uXQ8JyfH29vbsTRd2z6ePHnowrUDAIBbIP0d6f6eqywvvPBCYGBgWlqadq4QYHmI1NTUhg0bZmRk0JfVqlUrLi6m42SkevXqGstqtySnZ92SZ8+Kdu7slpgYmJ1t4dcJAAAAqjgEWJ5gx44dDRo0OHjwoDTFra9g7dzZXa/X6fUCGQ4d+uLx47zCwkuVnw0AAACHIcByeytWrKhbt+6RI0fkE936HiwaWtFh69a2CQm+ZOTUqZ8rPycAAACOQYDl3qZOndqgQQPzb0/Mnj1b7VuEdm3yym8fT548lAdY0qUsMlRyTgAAAByGAMu9md8yRb9GUVJSMmLECG9RVFSU/DlYVTzAKiy8YhpgCQiwAADA7SDAAi2V3z7u37+uFmDdu3e+kjMDAADgGARYoKXy28fVq/FqAZYYY2VUcn4AAAAcgAALtFR++0hLG6cRYG3e3LyS8wMAAOAABFigpfLbx8GDAzUCLDKcP7+wkrMEAABgLwRYoKXy20dycrB2gKXX+1ZylgAAAOyFAAu0VH77SEjQfasX5mnGWJWcJQAAAHshwAItld8+Out1gl4gwyLToGq5XpigF1aL4wkJftL8ly+vTUoK3Lq19YMHNys5qwAAAGoQYIEWZ7ePkpKnp0/PPHlyqvS7zjS6IsPHemGOXuiiF6aKQVVTcWJrY7x19uwcOn9Cgm69XvhIL0ToheOZixTpX7+erNf7JiUFPH2K340GAIDKgwALtDi7fVy8uIIGTCTMolOkAKuNcUQ+7mcMsE6cmFpqfOz7ENmcTRP8YxL9L11aRVMj724Q59+3r49aHvae+40uu/cWflgagD1yHnXp0kry19UZAahUCLBAi7Pbx9Gj0fqyT/0CCu9eKZUFWO/KwiZp8DUGWDdubE5I8Kfjoabz6PRCcnIQSeru3VP+4pRmhvR1v6ePLy4uVGTgxo2d8mWdWlgArjx6lL1//4D9++XfC9adOzfP1fkCqCQIsEBJ8ds7Tl2XXu8vv9Eq9euvpVjH31KAFWCc8/btVGkp8zk76YW8vCN62ZQP6PUtEmklBW3f3uHw4RH0fDpU7ytfEJ8kAtgifeJEvU53esv0zfEt9s39+FF2Np1+9OgwEkUdPDicjO/a1QNfUgGeIcACLU5tH5cvr1MefDtbCKoUV6fMj9edLM353ebWc0wXpCMfyUK0UtkFMzqs2txiwK4P3kt5L+tBlvMKDuDu9HNN9sGtbdqQiVu3tpemkBMYtW8B37lz8tmzIleXoPTq1Y3JyUEXLixz3iqePCl89CjXeelDFYcAC7RUsH1s2dKCnM5evrxaMf3x47wdO7paOPiusBJgCZaO1yGWZguWBVWKa2BT9MJgsmBiYEpKJ/OPIOlI2OawihQcoBIcOzbp9u3jlb/es7NmKXfDPsL160nyKffuZVh7oJ2wZUvL3bsjjh79+u7dU5VfCikbJ05MoVPOnJmekBBw9+5JJumfO/cbTf/AgUFMEgS3gwALtMjbR8nTpwcGDjz42WeZixcnN2umjxH08bqtW9vt3dt39+4e27Z13Lat7aZNzRMSDMeU/fsHy4+kihPW7ds7qx1zrQZY603nb2nDIhaHJpqrI8FZe3EkKCmosisdwAbSLrBvX2Qlr/rwJ58o99wRgnRPJB0ePLih1/tajbGkIStrh1152Jq11TfBd9CBQUVmF8OePFHeaknFZsSm5qXS8YSElvK1JyU1PXPmZ+llcXHhtWtJFm8YSLuTllmQaTF9Mr/8Rn58KgoIsEALaR+7d/c8dernZ0VF+pUkohL0vcUI5Btbj5sWDzEas1m87CQfJhufhkWGgY5GV3T40LbZvksMefw4r/OOzvRlqfjtxWPHJun1fhcvln2+YPtHHgUFmXoxTExP/5rtxgInKS4s3BMRcXzixDsn0orz812dnTKV33+TwOXw4ZFHj0bvHzlYueeGKwOstLRvyA5i1yFCHtAUF+dfuLBEevngQZZiF5N2z2EHh8mnb9oUojf8aGkLRebf3/E+nT/l3Dzpo8z5ZHHjF40tDklJht+NILt/dva+lJROHYxP6Zt8fLIi/VOnptNFtnzV8vGdnFJxA60zppObe0gxPylgduEVB7eEDTIzY+mqc3L2//77AL1et2vXhwUqoSE4CQIs0ELaR9mxZp3suDPH7uiKDjt3hickaJ3U9rI5NqKPem9esQDLajAnzbZW9rLX7g/ikprO1QstxMtg/fTCz2XH4mbGguiKiu4+eHA9KSkgOTmEdhvk1PbRI8ONwOTdLsakjhz/Vq3myan2rUe3yMidO8d27+193vjgCYWHD7NOnpyamblU0f2QA7raeby9SMqFhZccXjwxMYDUyfbt7Zhkhoni4gJSKPOnBpApJHTOzJxLt+P27R3pdL1ObCmrjA21peCMMItkibQNcRV+Vmc+dWqK7QEWiQ8OHRqu9vW9stIJgnz+M2dmkr/y2Uh73rWrW1nYERuk3HlDlftyQgIti+FcYppeWGnD8WHfvr50XWfOzJKfbvUvT7NJQkIAOYb8uClMvofSdw8eHHzvXqaU2oULS69e1evNdueexhniZBPny7KxQTxzI3t3uHF3lt6SpyPVTGbmAjoPOUp0FSM2Mn7r1m56b2jr8pR1pOHRRX7/fSgtWqBeJ6WT/ShbsWlIg8zO3k8iJMV08Ss+OkXezp79TZrh0qVFapW89/dPtVtLxSUntxQ3lpDyYwf9RkE/RXd61izzojk7G1UBAizQUh5gVcrQZKOt0U9b8RmkFYmuLH5LUW0YZm2GOLOySB1MQoLfhQtlx7ukpGD5YfqD8s5gOa1w+sDV4KRgOkP35ODuxpk/1wvxx3+gs5HD05Ur8RcvrpKv8c6dE/fuZaSlfSdN2batPKwh/Xd+keWw4Pz53zIzF+25tSckOST9dvqeJQP9xPo/eX0rWSpmc9iX5PAt3gt8/fouaamzZ2eQ4/u9e2ek1W3a1Cw//zR56/jx7xWVQDuDjIxYafETlzeSmjG+FaDWAklJ09O/O3x4SEpKV5LJ9PSx27d3fvz4ttr8pGMjEScJcKUpOTkHSGhL0qFh4u+/f0xXutJwQx4JLnT9UzonJPhPTA4hfWEPsZvsJlZ4Z2Mnanj1i+n2bc/4otHC8wsF8TFv0ifgDx7c0OiETBub7saNbRZn67G7B92VaPvMzt5HJp7NP6sTr8SsSp2/wVfQbTTM8NOHhlaWmjo2MdGfdtviZ/2G06EtW1r/mqCbonmlRx+o+lZfsTJDtBcXhz17Ikj29u7tTV/6yfYUxY0BTUz3vo6WUiPbt52lXfVT4wzyezfbyhb0lU0PMk3TPKqTD9IhK0wsrDQnGf9BL6wR56HbVJ7U7t090tLGByQGKOI203NRXWKin9UrgrLmYfk8VpF5xTkYXWNSUkhFWnJSUnOLzSPBz6/kqaHsGRnTyKYZLT5HmuTTs7+4jQALtNgSYC2VjceKv2ljPs96a4nQeeTHr0B24VHFhzBrMwwRP7icq1K038QjdT/jy2BZWLZW7C0C9MLmA5H03aNHo7XXlZt7+PDh4SrVqFNModtxx44uZfWW4F8qRi337p0/fHiENFsrWfoBsvGPjCPv6oUY48yyay2ODMtUeyndgQOf3L9/jWRP/BBHl5oatWnTu+YpkJ4gObmp/N7hbdvak2Bu587u0jzp6d+kpY0ur5aNhg+wtm5tRaesNq3SSSpVffToqB073ifhlDIPQ3SWdxhN4gWJvQ/MvqBKpktrDDddUWJiwJq0b6akvH/H+HFSXt4REjeb14l5NDb1xFR5WdobLhF9RKbrjJ9zyQeL38+lw0RZY1C0aj9xTyQbVL9CdXHpMXU/WmsYaWlj5U92UORQL14qnimOmF+6nmKWmtrl7fbGGeQBnL9sQfP1kmGG+Dg9eXWtNlujfKkI2bgUya0ybIKPS00DrDmmy767pWWpeJFVu64WmV51k+/sJGSxuMhy2Vq+FYvfSbxMS/aOEyemyJe6enW9vCFdurQmKanJjRtbbGnkljO8sWwkUKy6jsbjDK1DevWdnFuSfd/ZXy89deoX07M+aUcLPn9+AfPVIcByATeqdCnAihG72LFm7fJ9cVfpII5HiuN+Zh8HTBIndtA8Xiw2C2ICTF8qBl/Ndyt/aGc8fx0pK9QYvTBCvA9DOrX92vRg+qMsjvSVLai9roXigYmcFk+X3eRhcVhBanWj0CGpqfyMP+X6JvEqRflso03T17h22FW21Hox/7HWek097YBlg3zbRcumdxTD0JnK615aQ3JycFHRbel8/T0x8UgbFtTZVuS1dP4NZin0tCPAOn588p49vR4+zE1NHaM3lM5f+qioVPwIOCkpSJ4T+dmIFCU01QvHjn1Xqn7/4q1bexTrNS/O/v0DMjOXaDQtiyk3MZ1hgVjJOtlJjvwyz4/iUULeLOU7cpC4C6wV95c2YlLyFR06ZHLaoMjb58YREkt9ZfZuS7Nsq5XRT2UGtQVXWppIg60A0yJYbVHdxdn27esnn7m/aXyvMwSa47RbrzT/F6bT6XYnjU0+cam4A85WqY2fVFYhtaL796/L2tiuUmsU6dDgkl417Gy66gCTpm5xl9edPTuT/M3MXErOHy5fXpuaWn5PxaNHOeKBwvB5uuIymOGOYWOCWVkpdOK9e5dsOaRYLWB29r6zZ2fIyutLspGRMZfk4eFDw7lTfkbGvfPni/Pzk8PC3Kivr6AqVE43qnQpwFJ2OeKwRjY9WDb+nfjud+IHLvNlZ34WL/CsVdnzW6sfIjV6RFcNTY0jrYzlks77+5gdxy1WmiDe9tFUvDBgyxqDxL9NNA8Watf5epvOFmHbGukwToztftELg4wbYqlmHmgE6SsuNVnMkmLb0dm+Nb7ULpH5sGVL2UWpuWZp0oGcuEfphSW21YxiUAsf18frll1clng90eoelJExS5bV1nTk9u00aYYDBz7Rm670a+P8P5pVVHuxJsPEkQ2y/okE3OsOlt1bc/ToqJSUzrdvp1vc7tofds+zVFidaR6aWFqQzjnL+PID2eLmM0unUm1VqldtQTp0V9l83WUXdWaoLx4ozvC52XSr61UbvhArNtKGOVvLTh7k+VHMNle8CWy6ONswsVyLZNn7RSXbesNlmMDt2zuLHyaWTeliLUt+ssWXiRuXbpSCgnO0Oe3Y8Z58FeR8hk4XI574/fs/fvAgKzf3sHTlSZpzpFm1m69dJ54UKbb7avFcq6UsfJwvu3wu5u08WSMd3yB+evCleN4i7VP68SYJilfcDffe0TWuEgP0BeIxgWy4T8w+vM7LO7p//8CHD28ePTpCCtQuXlyWnNzcviv3SwU36usrqAqV040q3TzA6iu+XCmelHRU2WlbijNI+5V81xpk1gotHq/7itGGvUe6qjCQ4gwX92H5IUxxQJQfXywmYvHRqWrDCtrliwcaxbVDtUV04hltlPHWnLZ2llFxcfFb27pJP5XU6GxDZXlTpBAldqgDVdKXeqymsjTXiJ29r1g0eg7dVHb4HmtzSZuprFRq+dPPTNfeg5KSmphn9eFDw7fMch4Z/u7Z00expSYaw0HFZVrF55i08fiLrYXW7ZSTU6SnTyVvbu5A6yWpDTDrb9Rar8n0ZYa3RpltVovzSy2hk3qzGaeeSe2r16PFxZupz0COTr+qtMNJZldZ2A5iczK0gXDN2XyN2yLWdEobMZPyg4ZO3OVHiE1attXKgwCrJxK+xqPHd7KUy2Is8Trrtm1tFJvmyJEv5av4WAwu1xtCFl3nlE6/Wjv4mA+/mqYvf2uu7LsIX1tqJ9K9Da0NMdDKUlmE18NY5+tVnpXYzzgy0/aYSTZMEFuy4ubCJeJppHTm40Z9fQVVoXI+p47VKkpKSkaOHOnt7e3j4xMdHU1eOpxVRaPvb+34RYel6gdExf1YFoMMXdX7ENCuQV4oxTHuZxsWt+vbkfLOWBGd2JLPDeJJZEUK2188wx5m6XrPIhsWNw+POopnlqvNSqF9vJOnKb8sqpPVTIz9d+/JV7FU7OTay971SzT5xt++7H0/nfrpqex2KPnHnVIQGXdwmH+Cv5gr3Wqxr5LnlsYfw81y0sGG3A7e9SFd17wKbNCuKvUvWAr7yqaLN9l8aDqnWiPsYCypeYNZL4Y43SpwiTpE7C8dWNCumMDhwa7g4yOzKV3MpkgnqEPMKtPGNrDSeKeHfKDRiZ+lD+vn64Wp4m37k822qZSgvZWptiPLG5vO7ARS8SkHOZMP3xy63iwdta7EcksWT88mmrZJOrLS2CwHiYfNIOMiY42h1Xrj4eVdcco0BFguUQmVHhMT07hx44siMhIbG2t9GUtIVhetN7krWbDtxEhj3/5M1nZXW0vHA4YPnJz+cvEUVnq5VryvItCGG/PpEFfhz1t9jSnIr/cMsvkZsKNUDsfDxE9X5XlbLwY3TWWfZK0WL3XMN0vB/KZ1GmA5sC3o+ehq9VpaeXHls2dFRUV3D+QeKFtXgm5h5kKy+2xM8O0snmQvUe9yAlRibvOjv8WzcPOB1syPts2sMXRXCbAsnlw1Ez9zkU9Zox5MSC3T/MYp7TsvbRkcbsxtKrxqG7eOkw565pcDK16ZgsljJsqCDFuWsvecjW61Vqa3nVgcAo05WaUyg796w7NlkPYy+uFphDFjevXvXfkZTy0UX5sQEGC5RCVUup+fX1JSEh0nIwEBql+D10ayat6eQm1opmqfBwnijUfS7trKhqTcfXD2pbiepkfSb+08sNrYbdsy0CCmu/0LbrBttm6y8UWyU1jS2L4xndPiJUC9o71vtLVgcV5CgPktg00S/aSrC6G2XX/SHix+mG4+dBCLGVyxdQnGran4AoRGv+VnFg2r9XNNZIsorhNUMM9Vf4h12v2j74phzQzNa4eODVKCGzQP7EwGWxr5HPG2AY2c6MVvAjEpuDQ+2aEUEGC5QCVUupeXV25u2Y+M5uTkeHt7O5aOxQCrgkNz2R5b1e5VryJDZVYL23VVWs4DTD9VtGUw73Js7C1CXNRQXb53/GxnHuQz02/DfGZtkSHi5T23vh/ArsGu2ysdGAKdEGDNED8Oc3lrtH3YwCi36yqcAgIsz1StWrXi4mI6TkaqV6+uMbPGPWHOCLDakZ1/Zdn5EJOL2J43oFqcMYw3m1LBm888ZlDrjSpyuWKVzf2Tu/TcwSsF340VTcTeswJ7B50TAiy3G5x9mc32AQGWy5w4cSIgIOCll15yxk3uVf0K1lLDVzC0H8SAAYOzh+/dp3d3u2GNzXcBusUQuNbw/8O1FU3H2e0tEB8OVKUBAZbL+Pr6jhs37sGDB85I3Kn3YFVwmKUXfpju+qaPAYP5F5H4HJzRGTO5CabqDKubGv5/PrUqVrVi0JverYjBhQMCLJepUaPG/fv3nZT47Nmz1b5FaNcmd0aANWCD69s9BgyC2BV9V7EPffq6uggYKmGY1qNs9Jdurs+M1UHt0c10iJji+hzyMyDAcpnXXnvt0qVLTkq8pKRkxIgR3qKoqCj5c7BcHmC1Xuj6dl/BoeK3YmBw+UcYgeLTm4LXVSgRvW2P8KZDl0T/0RVYF8uyb3B9/TMZvl5j02wVLOyq8p8ycn2RrQ4adyDNb8OmCBFThXltDD8TTsaDVpdX8ncVSLPqNMjg1dbn8Y1XfStwvaAzXkRAgOUys2bN6tix482bN12dES3OCLA8YNBxH2CFViwuoUOQDQcyJw1hi4VfPxX0YRVKRH5D8WLxkfobxGcwSjP0l437Jfod+no4w1uPp0WavLTxIQ5lxV8ixLZzWeUzHJZ9YNPZTqj4HHAH0iebeHx/k2ny1cl/bWJ4hctiS4ThW5HL/xvL/ts4v6/4hSTFxHeXGEIrxeQ5HYX5rct2hOEO3XtHjqiLOgrLQoX+44VOsw2X2dovqmh90sHf/tvmRg4Xho8UPh4vfN+/bErzxcL3vcsvDejEmvyhl7A2UPA3RloB6wW/eGHwWEGv0z3Izb50Mb3UrX61pYKqXDmd+iR3VjgJsOw9eUKA9cUXQuhK+xYJWaWcolc51lfGfSrG0YokEqgXdu78ICGh/KffUlLe37On95AZ/iErdb8nLiwsvLBBfJTrrLXhqVO/39Kmjb6XSQpxZ+fYtUbSvzYRo9J3FygzT7+Za8vvBJBhxBeG/2uaCJGThTlrDdGhsyvcScOyFoa7o6w2mE6LDVcr1X40wuIihusx/YS4tsp3pnUvf9F9Y9mzN+mD7OnD0uz6GQb50IWk013Y4Gvop9Xmof9nhjuS/sJWZaPa1dUxTmizUpgwxJATMoHEDdJbPaeV3YtmeRhoPN9oVX4JRzGQxccOFaKGlU8h6f8SbjnBSX2E9r8J89oKocZDR/AqQ642dBf0o4WYD4RRQ4SpPcreivzBQhL9fjI85m9xCztqKXCdchqtBzpC3iVF++7j8ndXBQktlvu1WiCsMdaMogN1Vd9dyXgpJ1seE2Bpf3HX3h598bsuKIL/eqHHNENWP6isrwjIq0V+0CfdPB3Vyu06YcjXsqTilfO3m2f4v/D9YMWCLRcLSzba9IM2QauF7o7edCyNVqR+3tcLVxMSEv3KA6ykkCC9X3lbI3vQ/shIckYrX06RjQhr1yT0sh6ONDzVpEg38EXZJQSrOR8/UPbqOzEyU+/Uq/Kw3vCDQ1oRCR3mtTP8D/+57KUtJ0hffq76pjT2w0aTp5xvEJ+BuUFvR8Aq/fShn/iTDPTV8lAh4kfhw5/M5t9oIQ82DjrZsj9GCB1iTd+VjSsWJVHFN4MM4cuilvats5f47FP5pKlDy1/Fzvu0eXLzCaMMQWmCr8lz0BIDAjJipZ9hFK6uWXNi8mSyKz3MyiJ/5XtTgji+0U+3tlOYvE58E3xvG3+Umtr0Uff2sap5bZbcjPx9b0ObBFnij3NyDn7+ecnTpwUXLz59+HBrmzaJwYbH96ZPmCAle3XjRqsdKPteuUripZxs2Rtg6Zxwf5JdT45RC5XMr3XLZ9YIsIJXyObfKMS1K3sVZNvNH6wGnV4X2758QuWsVG+sfJ0YUe2OjLy0YoV8FtJCWm9pTfL21ZGozdGDZ3cqO9tLHTPmwODB8nzGjTQ8c2r4uKZkZn+9f/9dffOOHLmxZcuzoqLszNPSbBE/iP9JSdcIXy8X/GTBB4nqOseUX5CXOowQOy+klRVNpSZDl1lftrvxdzCmynujrwS9xsm9YGGNo4eI/wMNPwrkJ36eGCJW+Kyl5fPEdjT8/2K4obydZyuTCjPOGbjGOFHcalGymXpZ+uGgFaGyVwGCvp+gbyvMHmY4QQ9bLKwLED6coVWGIOc/z0k+WIyH3vtVmNqz7JV2wDTi0Ij9AwfSV7O6GMIXv/UmM4QuVS7Sd6Lh/6ZQkx+tSAgIUGzBtaYBlnywes5G8jxxZHlkZhiJVc713qzyojVfKsR0EUd1ukPDhn0wO8CYjs6WOuw6uyzuT/3qK0UpyLBgSkCY2PLH7/nSYgKJvvY/C9a0HprohUt7y56MdmHlSvO+hoQyR8eMIX/pS3JkOL9oEflre2/1tOTpezvfu1x4WW2G0M3l7b7rjq6LMheFbQo7c/eMnb2iHRBggRZ7A6yAtUK/iY4cQ8uPO2ZT7Pp1XrWfizL/2VQyDFoujBQv6X+jlqDYi8d01i1tbjguS9eKybAqWLwMvtHwkY10Av3uAsvpBK9S9gFN1gjvz/U1X51audZeNPlu0Mz3DVXdbrFJCqTqIn4xmeKn9x3yja7Jep34btmBuOk634CEAEX6abfTyOZOvJqYlpcmTUwKCkod96WeHlt1OnsbT+HVq0mRXTtuajfv/DztOaU1yk9PU7p0oS9XBgtFt29n7dxJp3/xpd+7C4V1Xcp/vSZseXkf47/BrFbNN8fq8leKt8if8X3VF9QLvxp/kc3wWz1rrK7KwjD+Y0OD6ST/bJBsDRJIzTd2z50MARN5o90CQ6d4esYMUkV7e/emW4F0OdKCS8N0tF0NjzImJfXxpOl2EPQbyl7+pBcGGncu/3hllk7NmKGYQvpyk6Ylv34p/hTuejHGcvYTcQPWGT6kW9DaQgwhfxX5vYXjxpomho9yHtwru5Khl4UI/qYBVtBqk8VndS4bfZyXd+izzw4NGXJ961aayKZmhl9inNjXMP/QUaZBVbzyatbQL2UVmGBShMFjjZ+1fS/olwn6DwR9kGBWAmFLy5Yk4Mi4l3Eiqfw3+mhOSDCx6dqm1NupZESjAqV7sQuKC6TdbU9EhN7PL3vfPvrW0N8HyXfGR9nZ8jQeyO4SJpmhExNCQooLCy+uXLlvwAAy8cS0acX5+Q9v3izbf3W6czExUj20F38+nIzbewDxAAiwQAtpH/lF+TYeDXtOMfSF6/3tPoxqfH5n74d3rfTCL5amm3/Vi3Ry+i8tP/W4p16YP0EYO8R4mGvdOjEoyDzVy2vX/j5ggF68ij4louyIGdNJmDWq8/IT8w7H/bKgZwtyYG33m2E6OdbLF04Q45WElDmtklsOOzyMHCXJIFU7PRx3SOkgzU+2QkKwye/L3dq9m8z5w4kfmiY2FStKd7swu1Q88gYlBpGJRc+sn/ytv7x+/PHxiomzzs4iqe3O3k1f7uxmeKrO9g4dWDUqix4+fUhHSK+2t2/frJQU+rLo7l3HEiQdQ+b8+bMO/Pjulnc3XNswYN+AT/Z9ciTnSHzMqF0R9CdchQMDB4771JfW3qcHP32QlbWre/czs2bRd6W6pr9JvETem8YI+lWGSMjO5mltiBT07ezrh45dOzjjk7CyqNLfX99c7OnJ8K6hn7uavGHPnogjh7/a+3mE/kNhTbDwU3fdvo8+upaQIF8vSefSqrIfz00OC0vp2JGENfKc6cXPraZ/LGyYZRJJ/Ma4/GXDz90M/1cHlcf0vgmGEvol+cWdi2u2qdnQr5QLrQ1UJiIVjZK/qbhVnMTrbX9TLqgXLGyIrC1bpHfvX78uj6hIhFH2VqCgH2wYISHIzgMrgxOaRuyJIMs+fPJwX86+20W3L21J2tyixZmff97Wtq1hfp2ONPIzM2dmzJ2bs3dvWeu9ft32izckTbWanD6k5Y6bO/Ie59nVqErFWIqc1di7lFzWrs3J00P10wwNJnFV08LCKxVJzU0hwAIttH1IFz+kYc7ZOYGJgfIpZB7pVbeYJnYdT/0rcP8HOUULkX1P5D3xYNfRbLYuZlP6ThJPHC0FWKTb0Pcqn0CvWt9JT3/y8OHd06fPL1woryJyHCQxARnZP3BgYkDAnbQ0RR0WXrlCuu3MRYu6pHQpq71OQnJQEEnNav3vurkrIDFgYeZC7dnIOa78DJWt/NOnT06bdufECSelXwWRbZoYEiK1gGv3r+TmHtq2rYOeNHLSNhY63FrNBuMZ/45OnUhko/f1zTZ2sfZm2K4PU0plAUeCpUgiM36NPAoxyfN7JpdqKvrjehuF8f0MP1AdpheWkoBgUvlt1KTVSfkhpw3H7hyTTkIKL1489MUX9zIyksVP8RICDVeum8k+zW8vfgngfFyclEKCbJ2KPPzUTZj4Udl423mGLZLUtKlag98TGZkUFHRzx45Sw69x/CjVQ6kYlJCwnvx9lJ1t17ZgS160Y2d2uDAnxK09e65s2GBv4/QYCLBAi9Q+xqSNId18v739miQ2Id05mZL1MKvD9g6d5gpjBxluTCahQHFBwZU1a+i+NPGY4S6GoHjfnd26SXt7E5VvzLaowDdyQ5YLTWVfT/stxvDhyPTlytlCzRacRaMd4/GxrXF6pPgy4YOyDxTohSKGCi9dOj55smP9KFSmb9O/NbSHPZGK6fLPMR9cu0aafanYuUoz5J87R+/X2dq2bWJQUHLTpunjxlVq1m0gFeHa5s0WZ7jzMC842RDs9NB3Lrx61SQolAVYC2T7lNr386XvlK26tKr1ltaBCQFxbQ03TQ8ca7jhWr4b6mV38dtVnJu7d28MC+n1a9NWy/zjdv9gPsOTwkKa7JZWrejnyH7xwk8bRiyc8UmCTnfos8+WXlj6/fHvpSupNkpL+3bLlnb379+waymnyi8u+8zBP8Hf1XnhHQIs0GK1fRybNCkxIOC4+C0PNfQCmG6jkBhi4UYD0ll9Oqr8ZYCdjy0ZN1hoJrtH9bt+gt7fwklqiNmCC1uI/9eLh/XZhr9L6cdAPxi+b3x80qQ7x44V5+czrU7wBOV3oth/X1rV8Tgvb3uHDhdWrLBx/jsnTmzr0CGlS5eLK1bIA6zVsn1qlV7Iytpmfjs0+bN2XH/5B1UF58/f2rUr0d94gyXZ6fS6lBTpS3XCmVmznFNuA5KTn4/8kHWXxw+toDIhwAItzNvHwZyDvokmtyHPa2d4sBsdb7rO8Ixg+buB1uIt8mfA2PKX0i3OikBtPDlh3ahc0DC0F/SfCfpQ2Tm0OD0vNZVtwcGT5B46dHjkyPzTp12dEddQfGNO2qfWJwglJU8VP9XiFy+kdO5cXFhons6dkyfpXFc3bJAmFl5B3AMeAgEWKFXCs08fPnmYmpsaukIYPbjsONxzqtA+VlgcJjQz/Z681SfWyH8dLHS5yZvl84wR9MOFpS0MnyfSKTO7ls9WdnOGaYCVe/iwMwoO4BnS0yfk5Pyek3Ngz5he9BPTAL2wa1c4eev8+cVTjV+aC0tqfrdI62sKJU+fcnuDDng8BFigxantw2LI1PE3y4GU2jDq0/JQjD510DzAKv/mvk6Xf+oUWXV+RkZySMieSMPtNRdXrNgUElL2hfa1uq1t2+7u1QsHfQAbkRBq9dlfT52Z+eBBlqvzAlCFIMACLZUfYNn7U9BLwgxPtfHdKEwPF5KaNDn0+ec0kCJ/49rruid2ntqjbN7sffs0MnNs8eStM9rlZeOTQQAAYAABFmhxavtINn241J7IyERfX7sefNVEfNLj6qaG52+RkXsZGY/z8i4sWUJGpLWcnDo1KSjorDPvmQXg3MMn9n35DoAHCLBAi1PbR/bvv5ffCGX8Qpa/3t/2ACu2XfkrEpw5L6sAoGZv9t7AxMBuO7vZ8mxbAH4gwAItzm4fUniUb7zmNOjAINsDLPp/W5s2+wcNsvg1JQBwtsnHJ9NdMbMg09V5AahCEGCBlkoLsKQp6y6vk4dQfgl+FkOrYbsG0Y8FN7du7dQcAoC2S4WXPj/0+bST06zPCsATBFigxdnt42piYnJo6LnffpOmLL+43GqARX8v3eU/SQEAAKAGARZoqfz2EXM2Rh5LNd/U3DzAquQsAQAA2AsBFmip/PbxtOTppGOTQpLLfmp3TsYcRXSlS3Dj3ycBAABOIMACLS5sHxcKL6TdTis1/XF4MoxNHeuqLAEAANgIAZZ7S05ODg0NrVGjRp06dfr06ZOXV/ZzqiUlJSNHjvT29vbx8YmOjiYvHUu/KrQPeXQ188xMV2cHAADAuqrQgVYOzyxnWFhYUlJSYWFhdnZ2//7927RpQ6fHxMQ0btz4ooiMxMbGOpZ+VWgf8gBr3ZV1rs4OAACAdVWhA60cnl/OgoKCl19+mY77+fmRwIuOk5GAgADH0qwK7UOKrgbtH+TqvAAAANikKnSglcPzyxkfHx8cHEzHvby8cnNz6XhOTo63t7djaVaF9jH37FwSXXXd2dXVGQEAALBVVehAK4eHlzM1NbVhw4YZxuehV6tWrbi4mI6TkerVq2ss+5wmp2fdBlkPslydBQAAADtUkQ60EnhIOS3GPTt27GjQoMHBgwelKZ50BQsAAMDt8NOBemw5V6xYUbdu3SNHjsgnetI9WAAAAG6Hnw7UM8s5derUBg0anDlzRjF99uzZat8itGuT89M+AAAAGOKnA/XMcprfMlVYWFgqPgdrxIgR3qKoqCj5c7AQYAEAADgbPx0oL+Vki5/2AQAAwBA/HSgv5WSLn/YBAADAED8dKC/lZIuf9gEAAMAQPx0oL+Vki5/2AQAAwBA/HSgv5WSLn/YBAADAED8dKC/lZIuf9gEAAMAQPx0oL+Vki5/2AQAAwBA/HSgv5WSLn/YBAADAED8dKC/lZIuf9gEAAMAQPx0oL+Vki5/2AQAAwBA/HSgv5aw4xW/vuDo7AAAA7oefDpSXcrLFT/sAAABgiJ8OlJdyssVP+wAAAGCInw6Ul3KyxU/7AAAAYIifDpSXcrLFT/sAAABgiJ8OlJdyssVP+wAAAGCInw6Ul3KyxU/7AAAAYIifDpSXcrLFT/sAAABgiJ8OlJdyssVP+wAAAGCInw6Ul3KyxU/7AAAAYIifDpSXcrLFT/sAAABgiJ8O1JPLmZubW79+ffm2LCkpGTlypLe3t4+PT3R0NHnpWMr8tA8AAACG+OlAPbmcgwYNmjhxonxbxsTENG7c+KKIjMTGxjqWMj/tAwAAgCF+OlCPLefp06ffeOONR48eybeln59fUlISHScjAQEBjiXOT/sAAABgiJ8O1GPL2bp166VLl5aabksvL6/c3Fw6npOT4+3t7Vji/LQPAAAAhvjpQD2znFu2bBEEgd5iJd+W1apVKy4upuNkpHr16hqJPKfJqfkHAADwSPx0oB5STkXc06hRoz179khvSbPhChYAAIAL8dOBemY51S444R4sAAAAF+KnA/X8csq35ezZs9W+RWjXJuenfQAAADDETwfq+eVUPAdrxIgR3qKoqCj5c7AQYAEAADgbPx0oL+Vki5/2AQAAwBA/HSgv5WSLn/YBAADAED8dKC/lZIuf9gEAAMAQPx0oL+Vki5/2AQAAwBA/HSgv5WSLn/YBAADAED8dKC/lZIuf9gEAAMAQPx0oL+Vki5/2AQAAwBA/HSgv5WSLn/YBAADAED8dKC/lZIuf9gEAAMAQPx0oL+Vki5/2AQAAwBA/HSgv5aw4i78eDQAAALbjpwPlpZxs8dM+AAAAGOKnA+WlnGzx0z4AAAAY4qcD5aWcbPHTPgAAABjipwPlpZxs8dM+AAAAGOKnA+WlnGzx0z4AAAAY4qcD5aWcbPHTPgAAABjipwPlpZxs8dM+AAAAGOKnA+WlnGzx0z4AAAAY4qcD5aWcbPHTPgAAABjipwPlpZxs8dM+AAAAGOKnA/XYcqanp7do0eLll1+uW7duXFwcnVhSUjJy5Ehvb28fH5/o6Gjy0rHE+WkfAAAADPHTgXpmOTMyMurXr79kyZI7d+5cuXKlW7dudHpMTEzjxo0vishIbGysY+nz0z4AAAAY4qcD9cxykohq5syZ5tP9/PySkpLoOBkJCAhwLH1+2gcAAABD/HSgnlnO2rVrjx49uk6dOjVr1oyIiLh79y6d7uXllZubS8dzcnK8vb0dS5+f9gEAAMAQPx2oZ5azevXqPXr0yBaFh4dHRkbS6dWqVSsuLqbjZITMppHIc5qcXgYAAACPw08H6iHlVMQ9Xl5eOTk5dJzEWLVq1ZKm4woWAACAq/DTgXpmOQMDA0lcRcdv3bolBVgM78ECAAAAB1S8l3cLnlnOuLi47t27Sx8R9u7dm06fPXu22rcI7d3k/DQRbagHCvVAoR4kqAoK9UChHiT8VIXHlnPMmDG1atXy8fHp2bOndJN7SUnJiBEjvEVRUVHy52AhwHIM6oFCPVCoBwmqgkI9UKgHCT9VwUs5meOniWhDPVCoBwr1IEFVUKgHCvUg4acqeCknc/w0EW2oBwr1QKEeJKgKCvVAoR4k/FQFL+Vkjp8mArZAewAFNAmQQ3vgEDa5g7C3gBzaAyigSYAc2gOHsMkdhL0F5NAeQAFNAuTQHjiETe4g7C0gh/YACmgSIIf2wCFscgdhbwE5tAdQQJMAObQHDmGTAwAAADCGAAsAAACAMQRYAAAAAIwhwAIAAABgDAEWAAAAAGMIsAAAAAAYQ4AFAAAAwJhHBVjJycmhoaE1atSoU6dOnz598vLy6PSSkpKRI0d6e3v7+PhER0eTl9IizxkpkkpPT2/RosXLL79ct27duLg4tTVaXFxjdbbk9jlTDtQDUB7ZHry8vByoCqA8o0ncvXs3IiKiZs2atWrVGjt2rP3VAGXcqz0kJiY2bdr0xRdfJLnt1avXrVu3rOYKXMujtkdYWFhSUlJhYWF2dnb//v3btGlDp8fExDRu3PiiiIzExsYqFlS0y4yMjPr16y9ZsuTOnTtXrlzp1q2b9noVi1tdnXZusZOw4hntQW7atGlffPGF9tpBg2c0icjIyPDw8Fuirl27zps3z/YaADn3ag8hISHr1q0j4XVBQcG4ceNIaKidLLicx24P0gTJyQQd9/PzI3sRHScjAQEBipkV7ZLsHjNnzrR9XYrFra5OO7fYSZzBfduDpKioqGHDhtevX7c9J6DBfZvEn//8ZxIQ0HESYwUGBtqeE1DjXu2BBIV//OMftZMFl/PY7REfHx8cHEzHvby8cnNz6XhOTo63t7diZkW7rF279ujRo+vUqVOzZs2IiAhyxqC9LsXiVlennVuSWq1atcjO8z//8z+//PLL06dPrS4OVrlve5CQ89revXtbXRZs5L5NggRYZCk6TiItWxYHq9yoPdy/f3/SpEnmF7kRYFU1nrk9UlNTybl+RkYGfVmtWrXi4mI6TkaqV6+umF/RLskMPXr0yBaFh4dHRkZqr06xuNXVaeeWevz48eHDh8mpzNChQ7UXB6s8oD08e/bsv/7rv06fPq29LNjIrZtEz549u3fvTtf+4YcfvvDCC9qLg1Vu1B7ovVavvvrq+fPntZMFl/PA7bFjx44GDRocPHhQmmLv6QiZX36CWKtWLWk2izcS2ng6YnFx89zKXblyBaenFeQZ7WHFihXt2rWzXlqwgbs3idu3b5O4ysfHp3bt2hMmTPjLX/5ia8nBEvdqD8S9e/fGjh3bpEkT7WTB5Txte5B+qG7dukeOHJFPtPcD9cDAQPktDtLeosbhD9Qt5lbu2rVr5BiqvXbQ4DHt4Z///OfevXu11wu28JgmQf36668k2NJeO2hwr/YgITGW+W2aCLCqGo/aHlOnTiUnImfOnFFMnz17tl1fCYmLi5OuwIeHh1u98UWxuNXVaeeWrPHEiRNFRUWnT59u3rz5kCFDtNcOajyjPZSKX8/29/fXXinYwjOaBFk1OfW6e/fu8uXL69evf/bsWe21gxr3ag89e/YknUJxcfHVq1cHDx6Me7CqPo/aHs+ZKSwsLBWfMjJixAhvUVRUlMWHmiiuxI4ZM4achfj4+JA2rXHHosXFNVZnS25XrVr1j3/848UXX3zjjTdGjRr16NEjJpXDIc9oD6Xi+XF8fHzFKwQ8o0mQ7rxu3bp//OMfw8LCUlNTmdQMn9yrPdCu4Q9/+AOJqvv373/79m2ruQLXwpY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