Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: SWMF-01_2000-11-TP-01_081123_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2000/11/03 00:00 |
End Time | | 2000/11/09 00:00 |
Key Words | | Global GIC Modeling Challenge |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -19.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | SWMF-01_2000-11-TP-01_081123_2 |
Minimum Dst Value | | -159 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIFNlcCAyNyAxODowNDowMiBVVEMgMjAyMwVCoCQAAAG1dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiU1dNRi0wMV8yMDAwLTExLVRQLTAxXzA4MTEyM18yOiBTV01GIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMC0xMS0wM1QwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMDAtMTEtMDlUMDA6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMy44NjczODE1MDA1LCAibWF4Ijo5MC4zMjIzNTE1MDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19DIRLfgAAAARnQU1BAACvyDcFiukAADEhSURBVHic7d1/bBd3/cDxslLKh9IxTIcV++2wGwJbHKD7JSO1sk5Cto6RBkXE2kEBEQmbDf6oVZZaJ4rbsijOJYyhZm7ZnHMuBgmGIe5X5pLJmklwI6uObKQsJaQxDWlIv6/0HS+3933uPve5z/vzuffn7vn4o7nP9e5973u97/N+vz73ubtPxTgAAACMqoi7AgAAAElDggUAAGAYCRYAAIBhJFgAAACGkWABAAAYRoIFAABgGAkWAACAYSRYAAAAhpFgAQAAGEaCBQAAYBgJFgAAgGEkWAAAAIaRYAEAABhGggUAAGAYCRYAAIBhJFgAAACGkWABAAAYRoIFAABgGAkWAACAYSRYAAAAhpFgAQAAGEaCBQAAYBgJFgAAgGEkWAAAAIaRYAEAABhGggUAAGAYCRYAAIBhJFgAAACGkWABAAAYRoIFAABgGAkWgLSrqDDfEx49erShoSFnycXYdDHKBJAv3ocA0q4YGckNN9xw5MiRWDZNghUBQYNxHFLl4dy5c3fddVdjY2NVVVVtbW17e/vzzz8vM2fNmnXhwgVnsbVr1zrTMr++vn54eFg6joULF2oFLl682OlQKj7Irw69vb01E3p6etzzc67oOHz48LJly6qrq2UX1q9fPzQ0lLPwfOdr/OqWs84V2bjnZzKZNWvWuHdBU3i4/AoZHBy85ZZbMhNk4uTJk9H21685ZH5LS4ua39HR8e677wbUMKBNs7LhSPYqxnkmiYmRTUdQ7Fzh9OnT27Zta2hokEaUg1MOwoMHDzr/HRgYcI7PFStWyEt3xbK2UdajIuum5TCQY0NiO3PmzL6+vqzLlDJVIi1DAA6O8iD9VHd3txrqzp8//9RTT8kQKNOrV6+WabWMzK+srBwdHVUvZf6qVavGJ7oA+TB96NAhp7QDBw7IHPewlLMCe/fubW5ufn+CbFpeaguEKUS6XamGjJdSSelPZWAOLjzf+X786hamztoy7iFB8gkZCbKuZSRcfoVIknHPPfeMTejv75cMI2Th2ny/5li+fLmMl1K4/Ov++++/7rrrAirpV4if2I/krIqRYIVcpewSLMmuJBPatWuXHJbjE40lrSCHgfrviRMnJBuWY1Udn/v27ZPU+c033wyumN9R4SUZf1dXlywjh8emTZukfO8yJFiwBAdHeZAPdu7P9w7p2tra2tT0s88+K8OS/FUvZf6f/vSn8YkuQGa6O6ylS5c+88wzeQ1LMtI733fIhJSgLZBvRyO7IzsVXHi+8/0UI8ES//3vf/3OUhgJl18h0sruxbx1iLC/7ubQhDwT4y0k6+biPZJlgXvvvVeGfNmpzs5OJ4dzVpQ5W7ZsUWcNZUItEHxWLN9VZM7PfvYzyUJUO8pLSUfUyRvJlY8dOxZQrObUqVOS4mcyGVlXchTn9GHw7gRsVBIXCYsER0K0e/furPsr5UgM/SIsqz/wwAPuOfJSZmoV0/gdFV5SN2cvZMKb0HsjrwU8Z9BET0/PzJkzZVtr164dGRlx5n/rW9+aMWNGbW2tFJh1WwEBd+ogB/ATTzzhlClp5ezZs91bQWKQYJUH6UfWr1//4osvat2QvJQ3p/ooKZ3C6tWrpQuQaek1ZL5aWL35582b9+qrr8qEFCLT464OJcxgL/2Rs2mZkJfaAvkmWDKgOp2jX+H5zvdT+gTLSLj8CpHhob+//8KEvr4+71m0CPvrbg6HlC+jo3NyIietkKybi/dIlgVWrVp1boJMqE24V9yxY8fKlSudBeRlzpLzXUXmd3R0OAOqvJRRXHZc9lESF+d8oV+xbldddZWK5NjYmOyLN48JqFvWjUohspjUTZaX4yrrLtTV1Q0PD/tFQ/IS7b9SlCQlwTHxOyq83AmWpINZ3/ve96w74DmDdvfdd0vQJDiyQFdX17Zt29T873//+5KQyXzZrvfIUQIC7tTh6NGjn/jEJ5xVtm7dKrls8F6jTJFglQfps3p7e+VtKR1KQ0NDd3e304vJe1h9nFq+fPnAwEBra6tMS6epdfQPPvigDFrjE+cD1Hl197AU/Bl93NOPeM925JVgST2lmxscHAwuPN/5foqRYAV/RWgkXH6FyEfwOXPmqMaSidOnT4cs3G++1hzOwsL9/U6wrIV4xXsky8z//Oc/alqqWl9f7y5ZyBxnF2RCdl9bwCvfVWS+yiOdl07G4D4F6FesH1m3trY2/O74bVSOLjUtE1l3QTuYvaeLAlap8FDzA44Kzbp16zZt2jQ6QSayvve971l3wN2yBk0q4Bwk8iHKyQ4l0fce3tq2AgLursMNN9zw+OOPy8TJkycbGxslY8taPZQ7EqzyI+9b+dDjnCp444035AOo9BQLFiyQl/JXpqWrcq4tVV2AzJSO45lnnpG/7vMB4z59otYDGjyDJR/g5s6d63wrEVB4vvP9RtaQCUfW1f2WkU/S7ovcixEuv0Ik8+jv73euwcr6LUmY/VW8zeGQjcpn6yVLluSsakAhAUpzJLvlTNlD5vR5lRm8vN/LnDn6+MQ5vObmZjkw1LHnfHec7+74LZ91F7znqNxLSjoinz3c/xoZGcl5BstNOyq8qZi87+TdJ6nMnj17nJIDqq29DBM0N+8C4bflF/CDBw+qg7yzs1N9qEAikWCVK3eHK8PS/v37169fP/6/d+ynPvUp57/Oe1sGy5qaGuf6ifDD0rjneiB5qS0QMsF6+umn5RPba6+9FqbwfOf7ySvhCF4m5G4aCZdfIdpYG/70mHd+1ubQ5DxBGKaQkOUX+0iuCHEGy71AyDNYea0SMsHyK9ZNUsxnn31W8myZlr/eOISsm3t55wyWrJh1F6R1vF9pOUtGuwbLK+dRJ+RQ6ejo8M4PjnDOoMkCWW+GDXkGK+TBsHjx4r6+vjlz5oS8+AzliASrPMjnORnG1Fn9999/f8eOHe4xW8Yh6RTUTViPP/54XV2d+1NRzo4+TK+n7miTfqeQ2+LkE6fU8/jx4yELz3e+n9InWEbC5VeI6pqda7Ai30Xo1xxbtmxRj344d+5cT09PcP7qV4hfNeI9kismrsEamZD1Gix1EZLsuCywcuVK59tJyee8X8UGr1JgguVXrNvMmTPVPZVykKxbt84bh5B1cy/f3t6u4rN69eqsuyAJhKQR99xzjwqIHIQHDx50ljxx4oQkIvv27VN3ocqEvMx5F2HwUeG2detW2Vkp+cCBA3Pnzs36/bXWWNpGcwZt165dbW1tKtGU8p3sUF2DJWu5r8HSthX+YJCDXGZKjuieGT4BRVmgOcvD888/L/1dJpOprKyU3k2GQPdnrOHhYfnAp77jf/fdd2XafQ7fSII1PnHpcfCDndxn8v226LewX+H5zg/eYrQ6B7wMUHi4/AqRTl89ekrIhHuMyWt//ZpDhrqFCxfKSxmKcj7aKqBNs+5dvEeyLLB79251g5i6219bUcb4bdu2qdjKWO4scP/998ucrOX7rZKztsEv/Yp1kySjqalJItnY2CiZrjcOIevmXl5aXMIuIZJA+Z1GkuRDojdr1izZtHps1dGjR53/vvHGG5KIqI22traGeQ5W8FHhJhmJLOAt2U1rLG1ncwZtfCLHmjNnjiwjbwT3HX+SMMmb0bmL0Lut8AeDvMvUt4Ru4bsXlAWaE0BaMICFd/LkSUky4q5F6WhPPyk2yUqdB78hqehuAKQFCVZOO3bsGBkZGR4e9vteMpEkm3QuyCuBxx9/3P2kBiQV3Q3Mq84m7krZqyzCVRaVzKkc61xie/bsmTVrViaTcT+INfFkfx966KHSbEsOwsbGRvUsNyQbCRYAAIBhJFgAAACGkWABAAAYRoIFAABgGAkWAACAYSRYAAAAhqUlwfI+QRgAABgU91BvlySHg4YHAKA0GGc1aQkHDQ8AQPEwzmrSEg4aHgCA4mGc1aQlHDQ8AADFwzirSUs4aHgAAIqHcVaTlnDQ8AAAFA/jrCYt4aDhAVjrvffee/vtt+OuBVAQxllNWsJBwwOw0x/+8IdJkyZJH9XV1RV3XYDoGGc1aQkHDQ/AThs2bFDP6vvQhz4Ud12A6BhnNWkJBw0PwE4PP/wwz0NGAnAAa9ISDhoegJ3OnDlDgoUE4ADWpCUcNDwAOz3yyCMkWEgADmBNWsJBwwOw0+OPP06ChQTgANakJRw0PAA7cQYLycABrElLOGh4AHY6cOAACRYSgANYk5Zw0PAArEWChQTgANbYGI7BwcFbbrklM0EmTp486fyrt7e3ZkJPT09eZdLwAOz097//nQQLCcABrLExHAsXLrznnnvGJvT39y9evFjN37t3b3Nz8/sTWlpa5GX4Mml4AHbiGiwkAwewxsZwVFZWul9WV1erCcmujhw5oqZlYunSpeHLpOEB2GlgYIAECwnAAayxMRzt7e39/f0XJvT19clLNT+TycgcNS0T8jJ8mTQ8AGuRYCEBOIA1Nobj1KlTc+bMUd2NTJw+fVrN1xqvqqpKW7EiUIlqDwD54C5CJAMHsMbGcLS2tvb39zvXYC1btkzN5wwWgOThGiwkAwewxsZwaKemnJfaNVjyMnyZNDwAO509e5YECwnAAayxMRyLFy/u6+tzrsHS7iIcGhriLkIAifHaa6+RYCEBOIA1NobjzTffXLZsWfUEmZCXzr96enp4DhaAJNm5cycJFhKAA1iTlnDQ8ADs9Nhjj5FgIQE4gDVpCQcND8BOo6OjJFhIAA5gTVrCQcMDsNNvfvMbEiwkAAewJi3hoOEB2OnJJ58kwUICcABr0hIOGh6AtUiwkAAcwJq0hIOGB2AtEiwkAAewJi3hoOEB2GlsbIwECwnAAaxJSzhoeAB22r17NwkWEoADWJOWcNDwAOy0detWEiwkAAewJi3hoOEB2Ompp54iwUICcABr0hIOGh6AnfixZyQDB7AmLeGg4QFYiwQLCcABrElLOGh4ANYiwUICcABr0hIOGh6AtUiwkAAcwJokh6Pig+KuDgBkwY89Ixk4gDVpCQcND8BOP/rRj0iwkAAcwJq0hIOGB2CnzZs3k2AhATiANWkJBw0PwE6PPfYYCRYSgANYk5Zw0PAA7ORcg7V48eK46wJExzirSUs4aHgA1lIJVldXV9wVAaJjnNWkJRw0PAA7nTlzRiVYvb29cdcFiI5xVpOWcNDwAOz00ksvqQRr586dcdcFiI5xVpOWcNDwAOzU1tamEqxrr7027roA0THOatISDhoegJ0aGhpUgnXJJZfEXRcgOsZZTVrCQcMDsJNzBuuyyy6Luy5AdIyzmrSEg4YHYKedO3eqBOs73/lO3HUBomOc1aQlHDQ8ADs5CRYXuaOsMc5q0hIOGh6Anbq7u1WCddNNN8VdFyA6xllNWsJBwwOw04033qgSrEsvvTTuugDRMc5qLA3HwMBAa2trJpNpaGjYv3+/M7+3t7dmQk9PT14F0vAA7HT99derBGv27Nlx1wWIjnFWY2M4jh8/3tTUdODAgQsXLgwNDW3btk3N37t3b3Nz8/sTWlpa5GX4Mml4AHbauHEjP5WDBGCc1dgYjs7OTvdZK4dkV0eOHFHTMrF06dLwZdLwAOzERe5IBsZZjY3hmDFjxoMPPlhfX19dXb169erh4WE1P5PJXLhwQU3LhLwMXyYND8BOK1euVAlWe3t73HUBomOc1dgYDnWq/Pz586Ojo5s2bVq7dq0z371YVVWVd8UAJao9AOTjM5/5jOqjZCLuugDRMc5qbAxHJpOR1EpNS5pVXV3tzOcMFoCEca7B2rx5c9x1AaJjnNXYGI6WlhZ3guUkUto1WPIyfJk0PAA78RUhkoFxVmNjOPbv379p06bRCV1dXR0dHWq+uotwaGiIuwgBJMbSpUtVgjVv3ry46wJExzirsTQc/f39M2fOrK6uXrNmjXORu+jp6eE5WACSxHkOFg8aRVljnNWkJRw0PAA7zZ8/XyVYH/3oR+OuCxAd46wmLeGg4QHYacGCBfwWIRKAcVaTlnDQ8ADstGjRIpVgrVy5Mu66ANExzmrSEg4aHoCdrrzySpVg3XrrrXHXBYiOcVaTlnDQ8ADs5CRYbW1tcdcFiI5xVpOWcNDwAOx06aWXqgTr+uuvj7suQHSMs5q0hIOGB2Cnuro6lWB98pOfjLsuQHSMs5q0hIOGB2Cna6+9ViVYn//85+OuCxAd46wmLeGg4QHY6fbbb1cJ1tatW+OuCxAd46wmLeGg4QHYicc0IBkYZzVpCQcND8BON998s0qwNmzYEHddgOgYZzVpCQcND8BOO3fuVAnWli1b4q4LEB3jrCYt4aDhAdhpw4YNKsFqamqKuy5AdIyzmrSEg4YHYKc77rhDJVhz5syJuy5AdIyzmrSEg4YHYCfnK8LNmzfHXRcgOsZZTZLDUfFBcVcHALK4/vrrVR+1cePGuOsCRMc4q0lLOGh4AHaqr6/nMQ1IAMZZTVrCQcMDsFNbWxt3ESIBGGc1aQkHDQ/ATs41WDIRd12A6BhnNUUPR2dnZ21trcR9xowZ69evL/bm/NDwAOxEgoVkYJzVFDcc7e3tK1euHBkZkWn529bWtnbt2qJu0Q8ND8BOJFhIBsZZTXHDUVVVdf78eeelTFdXVxd1i35oeAB2IsFCMjDOaoobDkmnRkdHnZeSYGUymaJu0Q8ND8BOJFhIBsZZTXHDsWrVqtbW1nPnzsm0/F22bNm6deuKukU/NDwAO5FgIRkYZzVFD0dXV1dNTU1lZWVtbW2MNyHT8ADs5CRY27dvj7suQHSMs5q0hIOGB2CnBQsW8FuESADGWU1awkHDA7DT9OnTVYJVX18fd12A6BhnNcUNx+Dg4KxZsyTolf9TVVVV1C36oeEB2Km5uVklWO3t7XHXBYiOcVZT3HDIB7J9+/ZduHChqFsJg4YHYCcuckcyMM5qihsOCbcN2dU4DQ/AViRYSAbGWU1xwzFjxgz3c7DyMjw8PGfOHK3Bent7ayb09PTkVRoND8BOJFhIBsZZTXHDcf/993d2do6NjUVYt7u7e9euXe4G27t3b3Nz8/sTWlpa5GX40mh4AHYiwUIyMM5qzIejMlDIi9xPnDjR1NQkmZm7wSS7OnLkiJqWiaVLl4avFQ0PwE4kWEgGxlmNpeFoa2t74oknxj/YYJlMxrmiSyby+tUdGh6AnUiwkAyMs5rihqOysjLCWkePHl2yZImadjeY1njek2EVgSLUBACKzUmwduzYEXddgOgYZzXFDUdtbe358+fzXWvhwoWvvvqqmuYMFoBkk7xKJVizZ8+Ouy5AdIyzmuKGY9euXZ2dnf/973/zWsvv5JN2DZa8zKvMvOoAAKWxfft21dFdcsklcdcFiI5xVlP0rwijXeTu8N5FODQ0xF2EABJj8+bNKsG67bbb4q4LEB3jrMb2cGgN1tPTw3OwACRJU1OTSrC+8pWvxF0XIDrGWU1awkHDA7DTxz/+cZVgbdiwIe66ANExzmrSEg4aHoCdnIvceUwDyhrjrCYt4aDhAdjJeUzD5s2b464LEB3jrCYt4aDhAdipu7tbJVj53gMEWIVxVpOWcNDwAOx011138TxkJAAHsCYt4aDhAdjJ+YqQbgpljQNYk5Zw0PAA7ESChWTgANakJRw0PAA7ffe733USrFdffXX37t2HDh2Ku1JA3hhnNWkJBw0PwE533HGHk2BNmjRJTYyNjcVdLyA/jLOatISDhgdgpzvvvNP7A6xvvfVW3PUC8sM4q0lLOGh4AHZyX4PleOWVV+KuF5AfxllNWsJBwwOw09VXX+1NsN5555246wXkh3FWk5Zw0PAA7FRfX+9NsN5+++246wXkh3FWk5Zw0PAA7HTddddxBgsJwDirSUs4aHgAdvre977nTbDOnDkTd72A/DDOapIcDq3Dirs6AJCFc5F7a2srXxGifDHOatISDhoegJ2cBOvmm292EqzBwcG46wXkh3FWk5Zw0PAA7OQkWCtXrnQSrGPHjsVdLyA/jLOatISDhgdgJyfBamlpcRKsv//973HXC8gP46wmLeGg4QHYyUmwbr31VifBev755+OuF5AfxllNWsJBwwOwk5NguX/1+eDBg3HXC8gP46wmLeGg4QHY6Tvf+Y5KqhobG50Ea2BgIO56AflhnNWkJRw0PAA7Zf2pnLgrBeSN41aTlnDQ8ADsNGfOHJVUXXzxxSRYKF8ct5q0hIOGB2CnVatWqaTqi1/8opNgvfbaa3HXC8gP46wmLeGg4QHYKetF7s8991zc9QLywzirSUs4aHgAdnISLGdCjIyMxF0vID+Ms5q0hIOGB2AnJ6/q7u7mGiyUL45bTVrC4W74K6+8UrthZ9KkSZWVlTFWD0BqOQnWjBkzSLBQvjhuNWkJh9PwR48e9d4R7chkMvHWE0DauL8ZJMFC+eK41dgYjsOHDy9btqy6urq2tnb9+vVDQ0POv3p7e2sm9PT05FWmavgXXnghILty/OY3vzG8SwDgw0mw5s+f7/RC/BYhyg4JlsbGcNxyyy2HDh26cOHC6OjoXXfdJcmWmr93797m5ub3J7S0tMjL8GWqhp80aVKYBEv52c9+5qzu3N0zbdo0szsLIOWyXuTOXYQoOyRYGtvDIWlWVVWVmpbs6siRI2paJpYuXRq+HG/+JMlWXV1dJpO54YYbwmddQvI/8/sJIK2cvOrrX/+608/Ix8u46wXkhwRLY3s4Dhw44JzBkmRI8i01LRN5XS/lzZM++tGPasuEP79lZNcAQHzve99THcuUKVPoZFC+OG41VodjYGDgqquuGhwcVC+1xnPObDnCn4W65pprsm7xwQcfDJNmLVq0qBj7CyCFpD/hUxwSgONWY284jh49Onfu3GPHjjlzTJ3B2r59e/DCYXKssbGxCDsFABrntwhra2vpYVC+SLA0lobj6aefbmxs1H6NS7sGS16GL1D1Wdu2bQu5/E9/+tPu7m7tMgh3giVJWPitA4CfFStWeD/CcZE7yg4JlsbGcOzZs6ehoeH48ePafHUX4dDQULS7CB955JECrxt1f74Uu3btKqQ0ABh3XeReWVnpdC8vvfRS3PUC8kOCpbExHAGXI/T09BTyHKzCub895CQWgMLxoFEkA8etJi3hMNXwb731lrsTnDx5spFiAaRW6ROsLVu2qK1cdNFF8nJsbGzmzJmzZs1yfqtHPj3+8pe/LGodkDwkWJq0hMNgw2uXwP/5z382VTKAFCp9guXeUMA9PZykR15IsDRpCYfZhudkPgBTbr75Zm9yU7yfyhkcHPTLqMixUAhGQ01awmG24d0PXOaQAlAI5zENbsW7i9B9KX2RcqyOjg5Za/r06cWof4Brrrkmlu1CYTTUpCUcxhv+oosu4kMegMJlfdBo8X4qJ6/sSpHu7oUXXnAX8pe//GXatGmSyvzxj3/Uyo/xTiBnu1deeWUptwuFBEuTlnAYb/izZ8+6O6ApU6aYLR9ASjg/leNmfCvqxFVeP3ivcf+Sj19V77zzzmLviOZzn/uc2tCGDRucjaqL91FiJFiatISjGA2vdVXGyweQBlkvch8ZGTG4iaNHj3o3MXny5IceeqiQlEtxn6byllbsX63OWiU+8caCcVCTlnAUqeH9eplourq62tra+IkMIFWyJlhmr8H60Ic+5N3Efffd5yzw8ssvq9zoxhtvPHv27A9+8IPHHnvs7rvvDpljffzjHx/3+ZGx9evXG9wRr6z1aWpqKupGkRUJliYt4ShSw69atcr9rr7zzjujlVNbW8sjTIF0uvrqq70pgvZDYQXKmvqEXHf16tVhciz3Zaluxe7N/Oqzb9++om4XXiRYmrSEo3gNX/gXhVmvbCDHAlLikksu8ct+RkdH//a3v504caKQ8sfGxrzdy9133x2+hFzJVQ4vv/xyIfWPVrdLL720eBuNxb333jtpwjXXXBN3XbKrIMH6oLSEo3gNLz1gIYlRwAUQ7733XpHqDMAeMl563/7qX87LX/3qV5HLL6SDUiZPnpy1j/J74sM//vEP98v/+7//i1z5YAsWLPDrP9V17ocPH/7FL37x73//u0gVyOns2bOSQNfU1Lz99tsFFuU9PGxjbcXikpZwFLXhtV5GurDgC1SnTZvml1fxRSGQNlmvwTp+/PiJEyecl1OnTo1cvrvYL3/5yxFKkA7N3S8514l6z42JH//4x+Mf7BVllddffz1y/d1uvPHG+fPn7927d+PGjX/5y1+y9qKOm266yZk2svUInC49Wn/e2NgokbzsssvGP9iOH/nIRwxX1IQY42yntISj2A3vTZhkjvvqTumh/K5RcEjfcfr0afecotYZgA0k6fH2Bs8991xtbW3O3qC+vn7KlCl+aVNra6tWbORKOiVce+217vla17d69WrvKhUFf1zM2XnmJB9rC6lAZIUE3z0cXHHFFaaasnjsrFWM0hKOEjR8IXc7+93nLG+qYlcbQLy8t/hVVVU99NBD3o5CW9H9CPh//etf3pK11X/3u99FruT8+fMrfE6kubssv/nitttuy3ej+T50PkBcXwgENF9OP//5z4N3at26dcWoc2QR9jHZ0hKO0jR8hBxLVtH6LPf3BXxLCCTerFmztG7hoosuqqmp8XYX2oruDmfy5Mnaf2+//fbg1Q2SrUtlfvjDH7pnem/fCV+g+0tJU0zvdG7aiTdvGwWYPn16mJ26/PLLi1f/fMUSZJslORyxvLs++clP5kyz5F3X0dERsualqTaAuLS0tIQZSp3ewK+H0YrVFiv9p7Vf//rX0Tph6SELf/ypV85HDJ45c8ZZuLKyUvt1ID8rVqyYO3fuY4895v2Xdy/a29tDBiH8foUssASsqowN0hKO0jd8JpNRt9RWTHRtQt6xTz75ZJh13W/LefPmFbuqxbBo0SJnL66++uqQa9nZawBFlfUxDX4CvjXTinX/S1KHWHbNW8mcV2cHpFaSxFx66aXB8ZHkzC9E06dPV7dm19XVVbh+Tufee+8NKLCvry+gtvX19X7xH8926Zja6G233Sa7KdPvvPNO+ND5sefZ1FmDkGZpCUd5Nfzhw4edN085fkv4r3/9S+sCcq5SVVXl7Thqa2vt6TuK6r777qupqZk2bdqRI0firgtKraGhIfxoGsBdpj33IwfXM8zyFZ57hpRly5ZdfPHFX/ziF2W6ra1Nugt1TdKuXbtCRkxWqa6uzrmYZGxf+9rXctbW+9+s1+a71wr4zcSQu1ARd/u6ZQ1CmqUlHGXX8O73zx133BF3dfLj/QwavHzAh/K47v0ppXzDhYSZN29e+NHU7cMf/vCePXucl7/97W+3b9/uXUxy9xj3btGiRVkr/4c//MG7sPeDVrTswb16tNh6eX9Ucf/+/e4FAqrhpnV3wfX3yrpHq1atihAl4/x2J7XSEo6ya3j3Rx97PqCE5H3/q/kzZsxQ35Y6z1D9xS9+kfMG7Pj2oxT+9Kc/eXd56tSpPGY2PXJ+RZh1THW6BWfOTTfdlPV5MfHu3bj/SSltsX//+9/exaI9xV7eVpK23nrrreMmHvGgkV5LbUVLlbTTUe57AAPq4K38W2+95V7A+2MhAWfd4vouWMm6O2mWlnCUXcO7L7cUg4ODcdcorAceeCBrJ5L1N4W8S3pHiHi7jGLTnnWkhSLu2qEU5IOH3zFQ8b8nI0iuoM13nmYc8N6x5BCaNm1a1l3TFiv8Z8ey0n5sI8Ds2bMlZ/rYxz4ma33uc58LOPulzqx7F3DuE1y3bp37v1OmTAk+l3bvvfc6Ff7hD3/o/tdtt93mTLsvCMtaTuxfB8e4dQulJRzl2PBlehIraz/ifdKPusZTm/ntb3973PM1QRnte74uu+yygD63IvASDSRG8GVA7odXqWc3yDvipZdecmZmXUvdVRPH3mTnV0kh73rvvxobG43X4fDhw/PmzVOPQtU2l/UpYjLT1DeMHR0dWX/S283ZrnZibGxsrKWlpa6u7hvf+EbOkIpHH33UeOhCqijDcbao0hKOMm1499tGcpS4qxNK5D7I/YNl2k9wqJmrVq1qamoKeSdmWdAikPVanKuuuiruaqban//8Z/XUgKlTp37/+9+XObNnz5Zp9ymHAmW9w0ORbeVcPeuKS5YsMVU9I86cORM+WSnBZ6r29nbn5u7gJTs7O0NWO4Cz0eDFJk+erJ3tC/hd51/96leSmmeNqslI5SPGTdspLeEo04bX3jwzZ86Mu0a5ReuAvF2qe9+7urrcp7vkc7zzCAy17n333Vf6PfV2bXmdM9CeJKki4HethhoJZCSeP3/+G2+8UbR9So6f/vSnWjCjndEJPr303HPPFV7VgAt0brrpppyrZx1i29raCq+YWb/73e/cb9sADQ0NcVc2C/dz8/MyZcoUdznuJ/jkFLJuL774YoS1jItx03ZKSzjKt+G195u6bNNmTlWzDhu1tbXe5x+uWLHCW452FVpOpbnfUPIbSXN/8pOfeJ9Sre3Upk2bAsrxDtvuBxV6n9CoyeuR0GkjaWjA6DVjxoy8SgtuiIBzLer4lwW8d5+5nywaPNA2NTWF2V/vit3d3XntZsnk/Fq8wu6++tvf/ra3yR599NGRkREtbZo1a1ZwUTlzrM9+9rPhK+ZeMcbfBYplu9ZKSzjKt+E/9rGPlVHv406qlixZ4r49St7z//znP9ViZ8+elQyjsrIyePzI2RFr/K5YWr58ufvZ0O6nv4rw5wXzrY/bJBdv6und1tSpU8MUm6pM6/Tp0zU1NXLYyCD9wgsvSGKhmjXfC2XCDz8hb0BzKlBXVycV09pO/quqfd999+Vb1Y0bN+as5Jo1a7wrZr2oyAZ//OMfA/ZXu8zIWupRpapxC6+z31GRVyFa5hpLjpVvnRMvLeEo64b33mSknlac8xNS6bkrWfiDBiJfYSorPvXUU+FLCNMZBYy1BV4J63dO5fXXXw9f/+AfXyp3xu+0V0Hr7+8P2KjBRyiFpLbrrmHI+GjlhPliMV5Zd9+5LzKddu7c6f4Ylu+XvPLxwxtSKeeKK64oUoW9Ksp5nC2GtISj3Bs+5PkMdXak9NfoqPEvzAP08pL1azh1NdJbb72llpk7d26YyOT0yiuvBNQk4NnQTnrU29sbYUgOc2HQ5z//+cbGxo0bN0Yb8id5yO4U3jqmZL3IyUhy405QAh5mG/IcWAnyLVXVQ4cOTZ48efr06eF/xuDyyy9319N8I5k2Ojq6bdu2urq6adOm3X777S+++GLcNUqC1tbWgKOrBL+KUVHm46xxaQlHAho+wvcgzm0ywQsor7/+usGKGbki6hOf+IS7TO+1LMoXvvCFvCLjF42sp0kCfnd2ks8tSNKRLV++3PkiMmCj6ok7+ZKPtkUd7FUoIlTMj3NjlBaxs2fPmt0RJ+Z+N99FLnnRokWqhJGRkbffflv+BmRsedXWrZAgNzQ0SIFVVVWFFIJyp91/nfMI/OY3vxmyZHXHonoLHzx4MOsyBR7DyZOWcCSj4eVzbYF9el7vPTXQPvvss5dddlm+F7sY2d9jx46FLzO4bvLfZ555Rlvl1KlTESKzbNmyQnaqsbFR2lH+uq9qjybg9n4jJE0ssIbjgaeO8qU69xtuuEEdmTL98ssv51ufCNdsBTxM3Nm7rGX6vWGd1Z2zd7L6D37wg4ghBj4orzedHHt//etfFyxYUFtbqx61evHFF7tLC/6CXlZXV4L+7W9/q0jEOGtQmYWjt7e3ZkJPT09eKyay4adNmxbtIt9iM/glhVNmmNupFO9XTgELF+/66FJS980V4zAo5FRWtNTKvRfunTJ7Uk0+6Ps9Q8hbh5BlfvrTn1Zp3yOPPOLMPH78uHYS1M5DCMnz2c9+tpSfyZW4d9ou5RSOvXv3Njc3vz+hpaVFXoZfNz0NH3CPuvNtYLHfY8HXM+Xl9ddfv/3227dv357vis5urlu3LnjJkDs1aeJRk+V+He6Pf/xj9asdbpX/E/JSJOcoUhNyyJ09e9a9lbq6urwOs3gfWH/55ZdLsvWtb33LPVOlX6YqJmmWEz0jBQLhOZfPh39LRhb3vtqlnMIh2dWRI0fUtEwsXbo0/Lo0fIB33nnHOQmc7xDrzFE/QFGmnH3Rxj9JpyQdkczj+uuvj6tupVekT70/+tGP9u/fr/0AlLx07lcAUEp5pVyysLoS8eGHH1YfxrKuHvc+2aWcwpHJZC5cuKCmZUJehl+Xho/m97//fVVVlbydvvrVr8ZdF5TOZz7zmcIzKnfX7P6RWgCWkM+Q6pGEa9eula5+6tSpjz76qPfOnoBTubK8yrfUZ6dSVt5+5RQOrfG898sE9/IlrCmQBF/60pe0LxMjpFZx7wSAEmGc1ZRTODiDBdjmvffeU9+iTps27cknn5RPwOpyro985CNxVw1ASTHOasopHNo1WPIy/Lo0PAAAxcM4qymncKi7CIeGhriLEAAAqzDOasosHD09PTwHCwAA2zDOatISDhoeAIDiYZzVpCUcNDwAAMXDOKtJSzhoeAAAiodxVpOWcOT7/B4AAJCXuId6u6QoHGbbPj2lGS/Q5tKMF5ie0owXaHNpxgtMT2nGC7S5NOMF2lxaMQosdykKh82Hps2lGS/Q5tKMF5ie0owXaHNpxgtMT2nGC7S5NOMF2lxaMQosdykKh82Hps2lGS/Q5tKMF5ie0owXaHNpxgtMT2nGC7S5NOMF2lxaMQosdykKh82Hps2lGS/Q5tKMF5ie0owXaHNpxgtMT2nGC7S5NOMF2lxaMQosdykKB20fGaGLjNBFRugiI3SREbpCED1NisJB20dG6CIjdJERusgIXWSErhBET5OicND2kRG6yAhdZIQuMkIXGaErBNHTpCgctH1khC4yQhcZoYuM0EVG6ApB9DQpCgdtHxmhi4zQRUboIiN0kRG6QhA9DeEAAAAwjAQLAADAMBIsAAAAw0iwAAAADCPBAgAAMIwECwAAwDASLAAAAMNiTrAOHz68bNmy6urq2tra9evXDw0NOf/q7e2tmdDT0+NeJd/5mor/CTlfk3UrshctLS1qLzo6Ot59993gQoxIRuiU4eHhOXPmlOwZKskIXcUHBZdgSjJCJwYGBlpbWzOZTENDw/79+4MLMSIZodOOuhkzZgQXYkQyQjc4OHjLLbdkJsjEyZMngwsxJRnRkzFi7dq1shczZ87s6+sLLsEeMSdYcpwdOnTowoULo6Ojd911lxwHav7evXubm5vfnyC5i7yMNt+PXxsHt73fVpYvX37w4MGxsTHZkfvvv/+6664LH4HIkhE6pbu7e9euXSXLEpIRupKFyy0ZoTt+/HhTU9OBAwdkR2S82bZtW/gIRJaM0LlJXxc80JqSjNAtXLjwnnvuGZvQ39+/ePHi8BEoRDKi19HR0dXVdf78edmLTZs27du3L3wEYmTRV4RyBFRVValpCfGRI0fUtEwsXbo02nw/0do+5FYkyw7eunFlHboTJ07IaCedTiwZQ/mGLpZwuZVv6Do7O0tz1spP+YbOvQvytj19+nTw1o0r39BVVla6Fyv9MDFeztGTcElqpaZlwkkTLWdRgiUfKJ2oZTIZORTUtEzIy2jz/URr+5xbkZkPPPCAfGII3rpxZR26tra2J554ImcJRVK+oVNf0Eh3OW/ePPlAHLzpYijf0EncHnzwwfr6eum1V69ePTw8HLx148o3dI59+/Zt2bIleNPFUL6ha29vl/fphQl9fX3yMnjrxVC+0XMnWOfPn8+5dUvYkmANDAxcddVVg4OD6qXWBk7Sne98P9HaPngr6tvlWbNmvfnmm8FbN6usQ3f06NElS5aEKaEYyjp0jhMnTqxYsWLHjh3BWzerrEMn891fN6xduzZ462aVdegcktYfP348eNPGlXXoTp06pa40FTJR+pN/ZR29devWyVt1dIJM5Ny6JaxIsGSUnTt37rFjx5w5ppLrgKvtstZEm6+tHuYM1u7du52MoQTKPXQLFy589dVXg0suknIPndu5c+dqampy7rIp5R46mXB/Gi7llzXlHjrlqaeeKv0JmHIPXWtra39/v3MNVom/5Cr36A0PD69Zs0beqvX19Xv27CnN3RWFiz/BevrppxsbG1977TX3TO2LWHkZbb6faMl1yK2ULLlOQOgqPIK3bkoCQudWygQrAaFraWmJ5euGBIROWbx48SuvvBK8XbMSEDptXCjlOZgERM9t//79HR0dwVu3RMwJlqSiDQ0N3lPN6laCoaGhrDcyhJ/vJ1rb+21ly5Yt6p5bGed6enpyHnlGJCN04UswKBmh6+zsVF9Gnzp1atWqVaW5ICYZoZMO2vm6oaurqzSddTJCNz5x23/OC5zNSkboJCvt6+tzrsEq2V2EyYje1q1bZaaE7sCBA3Pnzi3xdTiRxZxgBZzAkEwl6yM38p0fvMWc8zVZtyKfDxYuXChrzZw5U3vQSPEkI3Ra+cG7bEoyQuccdbNnz96xY4dzSqaokhE60d/fL+/W6urqNWvWlOYi98SETsa/gwcPhtxrI5IROskJ1POohEyULEVIRvTkQ5G6K6W1tXVgYCD87scr/q8IAQAAEoYECwAAwDASLAAAAMNIsAAAAAwjwQIAADCMBAsAAMAwEiwAAADDSLAAAAAMI8ECAAAwjAQLAADAMBIsAAAAw0iwAAAADCPBAgAAMIwECwAAwDASLAAAAMNIsAAAAAwjwQIAADCMBAsAAMAwEiwAAADDSLAAAAAMI8ECAAAwjAQLAADAMBIsAAAAw0iwAAAADCPBAgAAMIwECwAAwDASLAAAAMNIsAAAAAwjwQIAADCMBAsAAMAwEiwAAADDSLAAAAAMI8ECAAAwjAQLAADAMBIsAAAAw0iwAAAADCPBAgAAMIwECwAAwDASLAAAAMP+H0VskGtFX6nZAAAAAElFTkSuQmCC)
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