Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Gilbert_Pi_101917_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 09, 2013 |
Start Time | | 2013/02/09 00:00 |
End Time | | 2013/02/10 00:00 |
Key Words | | RadialIMF |
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 | | -18.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.41 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 104.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Gilbert_Pi_101917_2 |
Minimum Dst Value | | -10 |
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.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIEphbiAwOCAxNjoxNzoyMyBFU1QgMjAxOaIg1cIAAAGrdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiSmVmX0Jyb2xsXzEwMTkxN18xOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgQ2x1c3Rlci0yIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDE1LTExLTE2VDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAxNS0xMS0xNlQwNjowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0xLjAyODYyNTUwMDUsICJtYXgiOjI5LjM4MjMxNTUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2m4xtuAAAABGdBTUEAAK/INwWK6QAAHiJJREFUeJzt3XuMVPX5P3AElRUasotUCoVVpFRtkFRaG+lqixQ0LdF6SVq8VkNbepFIL1xSREtbtSbFiGkFS23SpCrBRklToWka+aOXlEBJ261QrDekFrkolcUuIC6/T5jfdzL97MzZ2dlzltk9r9cf5OxwzmfOeT+z+zzMzjADjgEAkKoBJ/oEAAD6GwMWAEDKDFgAACkzYAEApMyABQCQMgMWAEDKDFgAACkzYAEApMyABQCQMgMWAEDKDFgAACkzYAEApMyABQCQMgMWAEDKDFgAACkzYAEApMyABQCQMgMWAEDKDFgAACkzYAEApMyABQCQMgMWAEDKDFgAACkzYAEApMyABQCQMgMWAEDKDFgAACkzYAEApMyABQCQMgMWAEDKDFj0tj/+8Y8TJkwYMCDDx15x8UzvhWPZJFzlIySLuz5RDxgPVOh/fFfT2y6++OInn3wy07swYPWaLBKu8hFiwKpz/fKioHq+AUhZlz9Vhw0bdujQoeQVCk466aSRI0fOmjVr586dtZ1DNc+CFJTe2NHRsWDBgsbGxqampkWLFoUvk/ffv3//zTffPHz48BEjRtx1111drj/gf4VAajjJhJ0TVihdJ2x84AMfKL26sH3eeed1qy9m8TxTl4+Qmlc+IWuW2rZt2zXXXBMeKqeeeuqHP/zhJ554oif3m8rZrl+/ftq0aQ0NDaNGjZo9e/a+ffsyuqMqGcvoNzyUSVnPO25xh3feeefVV1/9xje+cfHFF9d2DrUNJStXrpw8efKLx4WNVatWJe9/yy23hCnwteM+85nP/PSnP03ev9T999//zW9+s4aT7NZulW4MPf6Xv/xl8Zannnoq3HLCB6yeXGkPZdrdn3vuufAPhh/84Ac7duwIE+Sf/vSna6+9tif3m8rZzpgxY926dW1tbbt3754zZ87MmTMzuqMqGbDoNzyUSVnpePTd7373rLPOampquvXWWw8ePHjsf59K6XKFgv/85z+nnXZa8a/CRDJmzJiTTjopfBm61O233z7yuLBRfNqjhwPWlClTQsspbIeNlpaW5P1PP/300JwK22HG6jwOVjqNw4cPjxs37l//+lcNJ1lp2W7duGbNmtKru+iii5544olKO993331nnHHG8OHDv/rVr4Yzj1YuW4vkcnf3kKj64csVK1aceeaZDQ0N4cxbW1sTlo1s3749DDfhWoYNG3b11Vfv3bu3mstJvtMvfelLYcGwfwiq7PVef/313/ve9zrffqzyI7b45W9/+9sLLrgg3Gm468LE3zmost9xnXNLcODAgaFDh3Y+t87PfZYu2GWYlU7s7bffXrJkSXNzc2NjY5g7y95XQiGK53DJJZc8/vjjxRMO8+uoUaPCz43ki4WsGbBIWfEn47Jlyz7xiU+8+OKLb7zxxo033vj1r3892qHLFcLP5V27di1cuPDjH/948a8+/elPv/rqq4Uvw0/n6dOn7zzu0ksvvfPOO6MVahuwQp8oNok9e/aEn/7J+4cBK+xW2A6TVpf7F4VOGfpNNWdYdpGeD1gh4QkTJvzhD38IX27YsCFsh1sq7Ryi/tdxYePb3/52tHKXteisu4dE1Q9fXnXVVS+99FJo2EuXLi1OipWWLTVp0qRnnnnmv//9b2jDt9122+c///nqL6fsnd5xxx2f/OQnXz3usssuK3sJYUR44YUXKl1a2Wsvfhkmhl/84hdhvAjTw+zZs8vunPAdV5pbgrVr106dOjXh9Mou2GWYlU4sjJvh7p5//vlw+7x588reV0Ihiufw61//+rzzzgsP3cJfhXy+//3vd3mxkDUDFikr/nw899xz//GPfxS2X3vttfAv72iHhBVKhX/1/v3vfy/+1csvv1zc8+yzz3722WcL262trePHj4/uorYBa+DAgUeOHClsh41BgwYl73/TTTfdcMMNu4+7/vrrTz755OT9C0I/eP/7379169ZqzrDSIlXuFkVauufDDz985ZVXho3LL7/8xz/+ccIKxahDOTpH3WUtOuvuIVH1w5dh/i5sv/XWW8WnOSstW8mbb745ZsyY6i+n0p1u27atsB0OLHsJ4YHR3t5e6dKijejLsWPHPvjgg6+88krZvy1I+I4rza2SLVu2jBs3bvv27Qmn1+WCZcOsdGLve9/7ik8BVrqvhEKUnsOFF1746KOPHjv+e9hwAqE0idcKvcGARcqKPx9D7ylt6mFqiXbocoVjx59AWrx48bRp04p/Vfqi7IaGhmLHChvhy2iF3nkG6/XXXw9zVRgER44ceffdd7/nPe9J3r9g9erVV1xxRTWnl7BIlbsl3Hjo0KFRo0Y99thj4c/iL+nK7pwcdZe16Ky7h0TVrzSLVFq21KZNm8KDKpSs8OAsztDdvZzS/Yu/vQr7p/4M1p///Oerrrrq9NNPnzBhQvH319HOCd9xXb5RY8OGDc3NzRs3bkw+vbILdhlmpRMrDbnSfSUUovQc1q5de8455xw9evS6664Lk2jZq4BeZsAiZcWfj+Hn3UsvvZSwQ5crFBw4cKD0NVilf5XRM1jdfQ1WqR/96Edh2Kpm/w9+8IO///3vqzm9Lu+0y92Sb7z33ntPPvnk4m9VunwGK2xU/wxWwut+angGq5ovq3kGK9z4s5/9LEzGoSWHPzs/YKo8t9L9u3wGKzww7rnnnuRLCwNE8dmXXbt2ReuEkeJXv/pVcYKPsq35Oy7M+qNHj968eXOlHaI7ihbsMsxKJxaGxc7PYEX3VWUhQjLnn3/+/PnzzzrrrOILBOHEMmCRsuIPvgceeGD69Olbt24NP+/+9re/ffazn4126HKFYN++fUuWLLnooovKHrt48eLi6zPCv6HvuOOOaLfahpIVK1Z0612EN9xwQziB/fv3P/7442PHji3+NqTS/sHTTz/90Y9+tJpzS1ikhlmqyxsTdr7ssssKr8EKG51fL1WpFu9+97sr/Rq0y/Iln1ilLystWyrMKE899dShQ4deeOGFa6+9tvMDpspzK92/+Bqsyy+/vOwlPPfcc+F+77///rBmuOuNGzd2fhdhmOaXLl168ODB8Ni78sori7fPmjUrzBnhWykMWGEYKtwYZVvbd9yyZcuam5uL02FZ0R1FC3YZZqUTu/vuu6dOnRqOKn0NVnRf1T9IwpgYbvzJT35SemOVPwEgCx58pKz4E+2dd9558MEHzz333MGDB4d/XK5duzbaIWGFouHDh4c28/zzz5c9tr29fe7cuYV3GIWN4q8Sqh+wBvyvwo3hX8Phn8KNxy1cuLDsr1dK93/kkUdCzxsyZMiMGTO2bNnS5frHjv9fmsVAulRpkUqTUOf9UxmwCu8ibGpq+vKXv9z5DZuVahH6d4ix7Jpdli/5xCp9WWnZUmHAPeecc0455ZQwW4RHaecHTJXnVrr/F7/4xRBOiOg73/lOWLnsJYTR4eqrrw6BnHrqqRdeeGHn/wertbU1/HOi8G7Bhx56qHh7mN3DCYfbL7jggmeeeaZwY5Rtbd9xnR8wbW1t0T7RHUULdhlmpRM7cuTIt771rTFjxoTcwtxZ9r6qf5CEMCdMmPD2229HV5dw7ZApDz7StH///jASneizIH0aVfX++te/jhs37kSfxQl29OjRzu/2yNQVV1zx2GOP9eY9QjI/NEnN4cOH77vvvhkzZpzoEyF9BqwuzZs3b9euXS+//PInPvGJr33tayf6dE6wTZs2Fd8tmLV33nnn4YcfPv/884v/UwPUAz80Sc0pp5zyoQ99qPOrVivp/LuJjLp4r91RT9T5SdbVydSnBx54YMyYMWecccYXvvAF/03Au971roceeqh37is8OM8666ww0vXO3UGV/NAEAEiZAQsAIGUGLACAlBmwAABSZsACAEiZAQsAIGV5GbDKvgceAEjLiW719SUvcSg8AGRHn43kJQ6FB4Ds6LOR/hyHpy4BoHfos5G8xKHwAJAdfTaSlzgUHgCyo89G8hKHwgNAdvTZSF7iUHgAyI4+G8lLHAoPANnRZyP9OQ7vIgSA3qHPRvISh8IDQHb02Uhe4lB4AMiOPhvJSxwKDwDZ0WcjeYlD4QEgO/psJC9xKDwAZEefjfTnOLyLEAB6hz4byUscCg8A2dFnI3mJQ+EBIDv6bCQvcSg8AGRHn43kJQ6FB4Ds6LORvMSh8ACQHX020p/j8C5CAOgd+mwkL3EoPABkR5+N1Esc69evnzZtWkNDw6hRo2bPnr1v377C7Wk9C6XwAJAdfTZSL3HMmDFj3bp1bW1tu3fvnjNnzsyZMwu3p1UwhQeA7OizkXqM48CBA0OHDi1sG7AAoP7ps5F6jGPt2rVTp04tbIeCjRgxYsiQIRMnTly+fPnRo0drW1PhASA7+myk7uLYsmXLuHHjtm/fXnrjoUOHNm3a1NLSMm/evIRjByTK+MQBIL/02Uh9xbFhw4bm5uaNGzeW/dsdO3Y0NjbWtrLCA0B29NlIHcWxevXq0aNHb968udIOO3fuHDlyZG2LKzwAZEefjdRLHMuWLWtubt62bVt0+6xZs1pbWw8fPrx169bp06fPnTu3+FfdqqXCA0B29NlIvcTR+SVTbW1t4fY1a9ZMmjRp8ODB48ePX7x4cXt7e+kh3Vo//ZMGAI7TZyN5iUPhASA7+mykP8fhXYQA0Dv02Uhe4lB4AMiOPhvJSxwKDwDZ0WcjeYlD4QEgO/psJC9xKDwAZEefjeQlDoUHgOzos5H+HId3EQJA79BnI3mJQ+EBIDv6bCQvcSg8AGRHn43kJQ6FB4Ds6LORvMSh8ACQHX02kpc4FB4AsqPPRvpzHN5FCAC9Q5+N5CUOhQeA7OizkbzEofAAkB19NpKXOBQeALKjz0byEofCA0B29NlIXuJQeADIjj4b6c9xeBchAPQOfTaSlzgUHgCyo89G6iWO9evXT5s2raGhYdSoUbNnz963b1/h9o6OjgULFjQ2NjY1NS1atCh8Wdv6Cg8A2dFnI/USx4wZM9atW9fW1rZ79+45c+bMnDmzcPvKlSsnT5784nFhY9WqVbWtr/AAkB19NlKPcRw4cGDo0KGF7SlTpoTBq7AdNlpaWmpbU+EBIDv6bKQe41i7du3UqVML28OGDdu7d29he8+ePY2NjbWtqfAAkB19NlJ3cWzZsmXcuHHbt28vfDlw4MAjR44UtsPGoEGDEo4dkCjzUweAvNJnI/UVx4YNG5qbmzdu3Fi8xTNYAFD/9NlIHcWxevXq0aNHb968ufRGr8ECgPqnz0bqJY5ly5Y1Nzdv27Ytun3FihWV3kXYrVoqPABkR5+N1EscnV8y1dbWduz4/4M1f/78xuMWLlxY+v9gGbAAoE7os5G8xKHwAJAdfTbSn+PwLkIA6B36bCQvcSg8AGRHn43kJQ6FB4Ds6LORvMSh8ACQHX02kpc4FB4AsqPPRvISh8IDQHb02Uh/jsO7CAGgd+izkbzEofAAkB19NpKXOBQeALKjz0byEofCA0B29NlIXuJQeADIjj4byUscCg8A2dFnI/05Du8iBIDeoc9G8hKHwgNAdvTZSF7iUHgAyI4+G8lLHAoPANnRZyN5iUPhASA7+mwkL3EoPABkR5+N9Oc4vIsQAHqHPhvJSxwKDwDZ0Wcj6cfR3t5+xx13jB8/vqGhIfx55513Hjp0qKpTKfdUU1rPQik8AGRHn42kH8fcuXOnTZvW2toaJq3w56WXXnr77bd344Q6DVipnJXCA0B29NlI+nGMHDly586dxS/DdrilGydkwAKAvkafjfSBAWvEiBFDhgyZOHHi8uXLjx49WttZKTwAZEefjWTyK8Lp06c/++yz7e3t4c+w3ZNfERYcOnRo06ZNLS0t8+bNSz42QbevBACojj4byeRF7osXLz777LMbGhrCn0uWLKnyRe7//4QqV2jHjh2NjY21nZXCA0B29NlI3cWRUKHu/raxymUBgB7SZyN1F0dUoVmzZrW2th4+fHjr1q3Tp0+fO3dupT27tSwAkCJ9NpJ+HGEeamlpOe2007r7+qeyL5las2bNpEmTBg8ePH78+MWLF7e3t5fuX/1ZKTwAZEefjaQfx0UXXbR06dK33nor9ZV7QuEBIDv6bCT9OBoaGg4ePJj6sjXwLkIA6B36bCT9OM4888yXXnop9WV7SOEBIDv6bCT9OB566KGrrrpq165dqa/cEwoPANnRZyOpfRBNnf8nn/VwDgDQX+mzkbzEofAAkB19NpJ+HCeddFLqa/acwgNAdvTZSPpxvPe97/33v/+d+rI1qLdfUwJAf6XPRtKP4/7777/mmmtefvnljo6O1BevmcIDQHb02Uj6cXiROwDkjT4byUscCg8A2dFnI3mJQ+EBIDv6bCQvcSg8AGRHn4305zjq7XVgANBf6bORvMSh8ACQHX02kpc4FB4AsqPPRvISh8IDQHb02Uhe4lB4AMiOPhvJSxwKDwDZ0Wcj/TkO7yIEgN6hz0byEofCA0B29NlIHcVR9qmmjo6OBQsWNDY2NjU1LVq0qOYPkFZ4AMiOPhupuziiCq1cuXLy5MkvHhc2Vq1alcqyAECK9NlI3cURVWjKlCnr1q0rbIeNlpaWVJYFAFKkz0bqLo6oQsOGDdu7d29he8+ePY2NjaksCwCkSJ+N1F0cUYUGDhx45MiRwnbYGDRoUPKxCTI8aQDIN302UndxeAYLAPocfTZSd3F4DRYA9Dn6bKTu4ogqtGLFikrvIuxWLRUeALKjz0bqKI6yL5nq6OiYP39+43ELFy4s/X+wDFgAUCf02Uhe4lB4AMiOPhvpz3F4FyEA9A59NpKXOBQeALKjz0byEofCA0B29NlIXuJQeADIjj4byUscCg8A2dFnI3mJQ+EBIDv6bKQ/x+FdhADQO/TZSF7iUHgAyI4+G8lLHAoPANnRZyN5iUPhASA7+mwkL3EoPABkR5+N5CUOhQeA7Oizkf4ch3cRAkDv0GcjeYlD4QEgO/psJC9xKDwAZEefjeQlDoUHgOzos5G8xKHwAJAdfTaSlzgUHgCyo89G+nMc3kUIAL1Dn43kJQ6FB4Ds6LOReo8jrWehFB4AsqPPRuo9jrQKpvAAkB19NlLvcRiwAKD+6bOReo8jFGzEiBFDhgyZOHHi8uXLjx49WvM66Z4YAFCkz0b6RhyHDh3atGlTS0vLvHnzEnYbkKjXzhYA8kafjfSlOHbs2NHY2FjbsQoPANnRZyN9KY6dO3eOHDmytmMVHgCyo89G6j2OWbNmtba2Hj58eOvWrdOnT587d27xr7pVS4UHgOzos5F6j2PNmjWTJk0aPHjw+PHjFy9e3N7eXvwrAxYA1Al9NpKXOBQeALKjz0b6cxzeRQgAvUOfjeQlDoUHgOzos5G8xKHwAJAdfTaSlzgUHgCyo89G8hKHwgNAdvTZSF7iUHgAyI4+G+nPcXgXIQD0Dn02kpc4FB4AsqPPRvISh8IDQHb02Uhe4lB4AMiOPhvJSxwKDwDZ0WcjeYlD4QEgO/pspD/H4V2EANA79NlIXuJQeADIjj4byUscCg8A2dFnI3mJQ+EBIDv6bCQvcSg8AGRHn43kJQ6FB4Ds6LOR/hyHdxECQO/QZyN5iUPhASA7+myk3uPo6OhYsGBBY2NjU1PTokWLwpe1raPwAJAdfTZS73GsXLly8uTJLx4XNlatWlXbOgoPANnRZyP1HseUKVPWrVtX2A4bLS0tta2j8ACQHX02Uu9xDBs2bO/evYXtPXv2NDY21raOwgNAdvTZSL3HMXDgwCNHjhS2w8agQYMSdh6QqFfOFwDySJ+N1HscnsECgPqnz0bqPQ6vwQKA+qfPRuo9jhUrVlR6F2G3aqnwAJAdfTZS73F0dHTMnz+/8biFCxeW/j9YBiwAqBP6bCQvcSg8AGRHn4305zi8ixAAeoc+G8lLHMn/gwMA0EMnutXXlxzFkW7t87Na6gvW82qpL5if1VJfsJ5XS33B/KyW+oL1vFrqC9bzalks2NflKI56fmjW82qpL1jPq6W+YH5WS33Bel4t9QXzs1rqC9bzaqkvWM+rZbFgX5ejOOr5oVnPq6W+YD2vlvqC+Vkt9QXrebXUF8zPaqkvWM+rpb5gPa+WxYJ9XY7iqOeHZj2vlvqC9bxa6gvmZ7XUF6zn1VJfMD+rpb5gPa+W+oL1vFoWC/Z1OYpD7WsmupqJrmaiq5noaia6npBeJEdxqH3NRFcz0dVMdDUTXc1E1xPSi+QoDrWvmehqJrqaia5moquZ6HpCepEcxaH2NRNdzURXM9HVTHQ1E11PSC+SozjUvmaiq5noaia6momuZqLrCelFxAEAkDIDFgBAygxYAAApM2ABAKTMgAUAkDIDFgBAygxYAAAp66sDVkdHx4IFCxobG5uamhYtWhS+TL49rWP7gYTLHPB/untszqNbv379tGnTGhoaRo0aNXv27H379lV/bM6je/rppz/2sY8NHjw4RPe5z33utddeq/7YnEdXsHfv3rFjx1b6nhVd2csc8L+6dWxOojuWeKV/+ctfLrvssqFDh44ePfqRRx6p/tj8pFfQVweslStXTp48+cXjwsaqVauSb0/r2H6gy8tMGLBEV/YyZ8yYsW7dura2tt27d8+ZM2fmzJnVH5vz6C699NInn3xy//79Bw4cWLp0aZhTqz8259EVfOUrX7nnnnsqfc+KruxlVvP/YeY8umOVr3T79u1hpv/5z3/+xhtv7Nix47rrrqv+2PykV9BXB6wpU6aEllbYDhstLS3Jtx8r+aaq4dj+pMvL7PzTR3QF1VxmGBTCP+yKX4quoJrLDBPqkCFDil+KriDhMrdu3Tp+/Pj29vboe1Z0BZUuM2HAEl1RpSsNE9UPf/jDsodIL9JXB6xhw4bt3bu3sL1nz57Gxsbk24+V1L6GY/uTLi8zYcASXZeXuXbt2qlTpxa/FF1Bl5d58ODBe++9t/TJP9EVJFzmpz71qUcfffRYp+9Z0RVUusyQz4gRI8I0P3HixOXLlx89erR4iOiKKl3pyJEjlyxZMmrUqOHDh99888379+8vHiK9SF8dsAYOHHjkyJHCdtgYNGhQ8u1pHdsPdHmZCf+8E13yZW7ZsmXcuHHbt2+v/ljRHfu/18ScccYZ//znP6s/NufR/eY3v/nIRz5SeBVLpe9Z0SVc5qFDhzZt2tTS0jJv3rzqj81JdMcqX2nYuPHGG3cfN2vWrFtuuaX6Y/OTXkFfHbB6MiDnfLiu4RmsLo8VXbBhw4bm5uaNGzd261jRFbz55pt33XXXJZdcUv2xOY/u/PPP/93vflfYrvQ9K7ouL3PHjh3aRFkJCYQvC9thxhoxYkS3js1JegV9dcDqya94c/7r4Rpeg9XlsaJbvXr16NGjN2/e3N1jRVcUZqzSl691eWzOoxvQSfXH5jy6Ujt37hw5cmT1x+YkumOVr/Tiiy8Oc1Vh+7XXXis7YEmvoK8OWCtWrCj7ZoRKtx8rmRtqOLY/6fIyE16DJbqyl7ls2bLm5uZt27Z1PkR0BZUu86abbtq6deuRI0deeeWV2267rexrsETX5WVWeg2W6Mpe5qxZs1pbWw8fPhwee9OnT587d27xENEVVbrSRx555IYbbij+ivDWW28tHiK9SF8dsDo6OubPn9943MKFC0v/m42ytx8rqX0Nx/YnyRGV/Qex6AoqXWbn5xLa2tqKf5V8bM6jW7NmzaRJk0499dSxY8fOmTPn9ddfLx4iuoJqLrPSgCW6hEfd4MGDx48fv3jx4vb29uIhoitKuNI777xzxIgRTU1N4R9IZV/kLr2CvjpgAQDULQMWAEDKDFgAACkzYAEApKyvDliVPl63u59kXM2nfiYcnnB7lbt1+amZAECf01cHrEofr9vdTzLucjBKPry760S7VfOpmQBAn9NXB6xSpR+v293/RfPEDlgJn5oJAPRd/WHAKv143e5+DkzCp36Wle6AlfCpmQBA39XnB6zo43Vr+yTj5E/97PLwhNuTd6vmUzMBgD6nbw9YnT9etyefZFz6qZ8JL2kve2yl184n71bNp2YCAH1OHx6wyn68bk8+ybjSp35Wc3htz2BV86mZAECf01cHrEofr9vdTzJO+NTPstIdsBI+NRMA6Lv66oBV6eN1u/tJxgmf+pl8j13eXuXhlT41EwDou/rqgAUAULcMWAAAKTNgAQCkzIAFAJAyAxYAQMoMWAAAKTNgAQCkzIAFAJAyAxYAQMoMWAAAKTNgAQCkzIAFAJAyAxYAQMoMWAAAKTNgAQCkzIAFAJAyAxYAQMoMWAAAKTNgAQCkzIAFAJAyAxYAQMoMWAAAKTNgAQCkzIAFAJAyAxYAQMoMWAAAKft/Ye2x60VwYBEAAAAASUVORK5CYII=)
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