Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit382-10-20021221_054900_20021221_103400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/21 |
Start Time | | 2002/12/21 05:49 |
End Time | | 2002/12/21 10:32 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 29.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 177.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit382-10-20021221_054900_20021221_103400-constBx0 |
Minimum Dst Value | | -51 |
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.
Model values plot for Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxODowMDo0OSBFU1QgMjAxOO2Xw0sAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzODItMTAtMjAwMjEyMjFfMDU0OTAwXzIwMDIxMjIxXzEwMzQwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTEyLTIxVDA1OjQ5OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0xMi0yMVQxMDozMjowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjQuODc2OTY0OTk5NSwgIm1heCI6MjEuODY4MzM1MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfYnb5VgAAAAEZ0FNQQAAr8g3BYrpAAA6jklEQVR4nO3df1wc9Z0/cAIk2QDFJcFAIkHSEIN9kIgpelhogilRrGjR4+w2wUhMbLgrXuk1JsQQk9yRyl0TH2ixoRfi4T3SipGH7lWMXB+c23tEpTm80DvOoBLFlHgYsV11227MxvB9H5/7zq27O7Ozu7M7s/N+Pf/gMTvMj8+PmXm/Z3Z2JmEKAAAAADSVoHcBAAAAAMwGCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxlgnWAkJrKsPABCeaBw8X3311aVLlwZdcjRWbahYYKjCQCRYd6TcdoztGwBAQTQOkmVlZc8++6wuqzbUMT/2hTFU9c2EdbOGeqr0wgsvrFq1avbs2QsWLLjnnnvef/99Mf7tt9+uqqqyTqMB+ijGv/jii2vWrLFYLDT9pk2bPvzwQ4UVCd4jL126tG3bNlpmRkZGU1MTfQw4r9xa5GaXG69Q2oDFk5s+1OUEJFfIhM/zmWtycnLRokXe451O54YNG+bOnZuZmbl79+6gy1fZ5so1jeuWl5tYrvByO4Xg3yOatHw0+NRXaoQZM2ZkZWXZbLbx8XGF2cMo/8TExF/8xV/k5eXNnDmT5qqsrKTGDFgYn5E08KUvfcl7FTR89dVXe08g/WtkZOTOO++kXWDWrFnFxcXPPPOMGP/RRx9ROZcuXTpnzhxa+ze+8Y3+/v6gZfYvTNgT+EtPTz9//nzkqw5DVDMMaVuiDYkORwqBIPLCxDJVQloWFOsGCvUYceONN9IJFsXsTz75ZO/evRTMxPgbbrhh586dzmk7duygj2L82rVrjx075nK5zp07t2XLlltvvTWk1XV0dKxcufKdaTRw6NChgHPJrUVudrnxQUvrUzy56UNdTkByhVSel8LVD37wA+9p6urqKDS+P+2uu+564oknwmucgEzZ8nITyxVebqcQ/HtEk5aPBv8ESwx89tln77333ve///2ysjKF2UMt/9mzZ6+88kpa7KlTp/74xz9S0H3++edvvvnmgIXxGUkDlCr9/Oc/l/713HPP0Rj/BOutt96ioL5///4zZ85Q7vKrX/3qT//0T8W/aF333XcfTfDpp59+8MEHTz/99OrVq5XLHLAwYU8Q9izxmGCJAer0P/uzP1u3bl30CoMEy1DM2UB0KPnud7+bNY0GpLMi2iAeeeSRnJwcOisVH//2b/92/vz5dHr3ne98hw400mRTn79Y4r8KCmMpKSlimAYouojhjz/+WBrvjSZITU1VLrbPiihRo3gphmmgtLQ0aMW91yI3u5rFBiytwu4kV7tQlyORK6TCvBSolixZ4na7vaeZN28eZRtimHIsKUZG0jgBmabl5SZWU3jvnWJKpkcibHmPx7Nr167c3Fyr1Up5gxipsL8fPHiQ8hiLxVJSUjI8PCzG9/f3X3vttTSS/iUyIf+d3af6H3300Zw5c2igvr5eStPJ4cOHaYxy+QM2+7333ksnYwHrKDeLd9mOHj3qvQqq3TPPPONfeIrlLS0tAVdB1aFKyRXAe6UKB8kpmcZXPniGOov/cTtgt8ptBt7efPNNSjGpLunp6Xfcccfk5KSa6iivlDYAWiBNTw2l3HGEDkd0UAq6rqCl9W4Q7xX5b8beUwatPp1O/M3f/E1eXl5GRsbGjRt///vfi/H++53/utSE3a9+9atPPfWUVGDK+xcsWKBmO4xT5kywaFOoqKgYn0Zn2A899JAYTz39jW98g85HpY802dlpNLBnzx5pvM+AD9rsHn74YekKQU1NDa2CthI6j29ubqaP/rPY7fby8nLlYvusjvYBaQegU0zasoNW3HstcrOrWWzA0iqEZ7nahbociVwhad7MzEyK4oWFhY8++ujFixelWb7+9a//9Kc/9Vk+HctodjFMh7agjRBGm/vXNK5bXm7ioIX32SmmZHokwpandIHqdfr06d/97neNjY1ipML+Xl1dPTY2RmXbu3evlJHQMb2np4cCAB3fN23aFLC+3iFnYmJi+/bt4gIPZRirVq16+umnabi7u5uGL1y4oFz+gM1OZaBoF7COcrN4H5eoVEuXLn3llVfoo8PhoGEa43/golAn3bHg45ZbbrnrrrtefvnlP/7xj3LFmFJxkFRofLllhjqL/3E7YLfKLdbbihUrXnrpJaoyHa4bGho2b96svjoBV0oHfGrJ96bddNNNISVYQdtBobTeDSK3Lv8pg1b/wIEDX/va19555x3av2pra//qr/5KjA+43/msS03Y7evru/rqq2lbFf+iva+1tdW/FqZhzgTri1/84uuvvy6G6VSDTqPFMPX0u+++K01GH6XJ/uu//st7Mp8BbyJnp1O60dFRMUZc7RfjacB/uz958uTixYsVjqcBV5eYmCiO3YQGkpKSlGf3WYvc7EEXK1daucOf3PShLsebciEpNA4ODtIxTtrVf/GLX1x//fXirhTv5d99993r168/N43O5pOTk5WXH2qbB6xpXLe83MTKhfffKeR6JMKWz8/Ply4eSBT2d8qNxPAf/vAHcQmKLFq06LHHHvvNb36jUN+Ez6MTejpEiH+9//771LxNTU30V7rnLNQthzZF78zG/8KD/yw+//3JT35y++23T01/2ff3f//3/hOItbjd7oAF+PjjjykiXnPNNRaLhRpw69atAS8kBD1IKjS+XN1DncX/uB2wW+UWK4daICcnR3115FY6MjIihmlG5Y6j0GCbFkY7+JTWu0ECrivolAGrX1BQ8MYbb4hh2rYpnInhgPudz7pUht3rrrtOnHe99dZbVABqzIDFMwdzJlh0yJAOKzRAH8Uw9bT3naH0UW4ynwEftGnu3r37q1/9qvhIafuOHTuke7Doo/fEdH6Zm5t74sQJ7/V6H0y9x3t/VLiK4z+7/1rCu1Tgvxy54ilPH+pyfKi5nnHmzBlp/PLly48fP+6//N/+9reUV1F0pFP5ffv2ZWdnKy8/jCtYJmt5uYmDtozPTiHXI6E2js/W7r1rSxT294A1+vd///fq6up58+YtXbpU+l5PbmJRnp07d3rfXkZn5zSB9B2lmvbxQZuiQgY8c+ZMn2+4qF6Uw3lPRhMsWLDgZz/7Gf2VvmXzWY7CFSwJHRIpc7rnnnsC3iQa9CCpsvG9hTqL/3Hb57/Ki/VGJ2bUj3RAEBuVlAeHWh3v6aWe8vk23Hti6QyEzveka+pB16VQWrlfUfiX03vKoNWnxNH7vELa5ALudz7rUhl27Xb7smXLLl68+K1vfYvOcwLWwjTMmWCpPDPwPjmjAf/JfL7h9kbhRLrHhTZKuXuwuru7Fy5c+Nprr6kptk/x1N8PFHAtYdzsolxa/2OH3PShLsefmrqPj49T/JCW6cN/+scff1y6vVSre7DM1/JyE6tpGe+dQq5HImx5SolCuoKlUCM66Pf29ko5t//tLN4faQeXLlr8+te/pjPvZ5999oorrpCu2IW65VBC09TU5DNSWunVV1/9q1/9yvtfAwMDeXl5PpM9/PDDycnJ0pcs/gkWbfA/+MEPlEsi0MnhF77wBf/xQQ+Sco2vcPAM4wqWmo9qrmDRyCeffJLOuyjA01//Fgt1WwrpCpaPoOsKWlp/yptx0AVS6jM2Nua/2ID7nc+6VDYd7Xd09vXAAw/Q9izd0mdW5kyw6HRT+jKYEvbm5mYx3n8nuemmm8TtBTTg/xX45ZdffurUKWn6u+++mz5euHDhN7/5TUNDg3TCR8dWWoW4gvXggw9Kx9YDBw7k5uZKu19QPsU7ePCgmt8lya1Fbna58UFL61M8uelDXU5AcoW02Wy069JuSR1BXXz//fcrL5/OF2kboH556qmnFi1aJF39DrVxAjJly8tNLFd4uZ1CblERtvy+ffvKy8vffvtt73tB1O/vYoC2IooEtBVRgkX5qBjps7N7z/vhhx/u2rWrpKRkavpWMwoP//qv/0rDP//5z6+99lrxTZ9C+QM2+7vvvkurln5FSNV5/vnnpSnpZIDW8stf/vLjaQ6Ho7Cw8O/+7u8UFug9Xhp46623KIN85JFHqGXOnz9/4sQJ6VeEq1evfvrpp99//33qOyrzli1bbrnlloDLVD5IyjW+T3t6U9lfcg0o91Fusd6oNZ577jlqCtqEqCn8WyzUbYmml+7Buvnmm0NKsIKuK2hp/SlsxmoW2NbWRkWiJdDe8Z//+Z/f/OY3xfiA+53PutR3K50H0sjOzk41rRTXTFilqenrkxR6xc8ZaEC6bum/k4gfyGRkZPz5n/+5/484KGJZrVbp49GjR1esWDFr1iwK1XQ8ojMAMZ6OYpWVlZdNo53t9OnT0nJ8uFyugAUOeK5PmT6l+eLxWtu3b1e4JhxwLXKzy41XKG3A4slNH+pyApIrpOiC2bNn0+kR7c8B7y/xXvLhw4cpjKWkpKxdu/bkyZNBl6+yzU3c8nITK/eI/04h1yMRtjxlA3QOk5OTQ/ss5Q1ipPr9XQxQtk1n6haLhdKjl156SYz02dm9W2Du3Lm333672K83bNggbngSqAwbN25ULr9cg585c+bee++l7TM5OXnevHl33HHHq6++KrXGP/zDPxQXF4ujCg08+eSTQReYECgAUwikJVOpqI+uu+466TlY//Iv/0LjqRmpHRYvXvyd73xHru+UD5Jyje/Tnt5U9pdcfeU+yi3W2wsvvEBdP3PmTDoVeeyxx/xbLNRtiSb49re/TY1DTfTXf/3XtOSg5VffDkFL689/Mw6p+p999hmNLygooGMspfh2u12MD7jf+axLfbfSRrh06VKPx6OmleKaCasEAACaMGXYi5L/+I//oFRV71KE7OLFi9Kvf2Ljtttu+9nPfhbLNeoFOw8AAASGBCuoxsbGiYmJd99992tf+9r3vvc9vYsTssHBQenXgtH22Wef/eQnP1m+fLn0pAZzw84DevL/VsuAB/S4KGSoTFkp0By2iqDa2tpycnLmz59/3333xeNDB9LS0n784x/HZl20OeXl5VFKF5vV6Q47DwAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaAwJFgAAAIDGkGABAAAAaIxLghXwR+kAAAAQY3pnBDHCpp5sehQAAMCw+IRjNvVk06MAAACGxSccs6knmx4FAAAwLD7hmE092fQoAACAYfEJx2zqyaZHAQAADItPOGZTTzY9CgAAYFh8wjGberLpUcHtdutdBAAAAF98wjGberLpUbJ79+6kpKS1a9dOTEzoXRYAAID/wyccs6knmx6lpMpisUjPc7NarSUlJfX19W1tbX19fUi5AABAR3zCsZnryfDRsZQ/FRQUUGUpx7rqqqsyMzP9H6FLKdeXv/zlxYsX09/3339f7yIDAAAjTMLxlLkTLG8celTKruivdKVqcnLS4XC0t7c3NDSUl5f7pFzLli2jCfQtNoDu3G53b28vru8CxACHcCywqafZezRgdhUQZVRPPPFEenp6cnKymukBTG/Tpk20L2RnZ3s8Hr3LAmBypg/HEjb1NHWPqs+uJBRIxsfHCwsLRVwZGRmJdiEBjIn2BXFl12KxuFwuvYsDYHLmDsfe2NTTvD0aRnYloXBSVlZG81KAOX78eJRKCGBkDQ0N4hvz+fPn4woWQLSZOBz7YFNPk/ZoJNmV4Ha7a2pqaAlpaWm9vb2alxDAyI4cOUIbf3JycnZ2Ng1gFwCINrOGY39s6mnGHo08uxLorL2+vl6EGYo3GpYQwMiGhobovIK2/M7OztbWVhqoqqrSu1AAJmfKcByQUer54osvrlmzxmKxLFiwYNOmTR9++KEYf+nSpW3btlmt1oyMjKamJvoY3vLN16NaZVeS5uZm8UVJW1tb5EsDMDin05mfn08bfF1d3dT0DpU8bXx8XO+iAZiZ+cKxHKPUc+3atceOHXO5XOfOnduyZcutt94qxnd0dKxcufKdaTRw6NCh8JZvsh7VPLsSKLUSPy1sbGzUapkAxlRZWUmbenFxsfReKfFd+Z49e/QtGIC5mSwcKzBiPT/55JPU1FQxfMMNN1DiJYZpoLS0NLxlmqlHN2zYMGfOnCg9YaGnp0fkWOvXrz99+rS2CwcwCMqixG87xsbGpJF9fX00MicnB7e6A0SPmcKxMiPW0263l5eXi+H09HTpSZgffPCB1WoNb5mm6dFXXnlFeiB7lJ5f5XA4xI0p5MEHH4zGKgB0JBIpOpHo7+/3+VdeXh5udQeIKtOE46AMV8+TJ08uXrz4zTffFB8TExMvXLgghmkgKSlJYV7/18KY7FU5LpertLSU6kLtcPTo0eitaHBwcMaMGeJsPnprAVDD6XRquLTR0VE6OaFtu6Wlxf+/uNUdINrMEY7VMFY9HQ5Hbm7uiRMnpDG4giXxeDziHpHs7Gzv7zWihCINpXE4mwd9NTY20kZ4zz33aLI0OkUpKiqiBVZXVwecALe6A0SbCcKxSgaqZ3d398KFC1977TXvkbgHS1JbWxvjp67v379frBHvKwS90CkWbYQzZ87U5KRC7EQFBQUKT2zHre4AUWWCcKySUep54MCB3Nxc/9Th4MGDcr8iDKmT4r1HxXl8WlpajJ+3Xl5eTuulkBPLlQIITqdz1qxZ4it+SvQdDkckS2tvbxc70fDwsMJkuNUdIKriPRyrZ5R6+t8yJU4xL1269MADD1inbd++3fs5WHwSLHFfSHJycoQBJgxjY2Pihnc8gBRiT6RElOWLRyrQLtDZ2RneoujMRPw8tqenJ+jEuNUdIHriOhyHhE0947ZHRYyh2KAmMERDV1eX+NEi7kqBGBMPe6Mt3+PxNDU1iVOv+vr6UK8tNTc3WywWmnfr1q1qpset7gDRE7/hOFRs6hmfPSo9laqjo0PHYlCkoTJUVFToWAbgxuFwiG8GpXTqyJEjIk8qLy9XeV9gb28vbbciM8vKylKZmeFWd4DoidNwHAY29YzDHu3v7xfZ1f79+/UtCQWzzMxMKkl7e7u+JQE+bDab/83mg4OD4q3MeXl5CrdS0RZLe434po8kTgvpHVC41R0gSuIxHIeHTT3jrUePHz8ubn4yyFtrenp6xA3CMfsNI3A2MTFhsVgCXkOif5WUlIit0W63+/yXMrC6ujpxoUvkYZRpUb4V6sO0cKs7QJTEXTgOG5t6xlWPUhIjrhiJ19AaBBWGikSxDSEHok35Lii32y22RukiE43p6uoqLi6WfiVD80Z4l3qot7pv3bo1IyMj7NvwAZiIr3AcCTPX0+dniXoXR62xsTHxJUhNTY2hUhmn00kn9Akyj8AG0JBIbvr6+hSm2b9/v/gOffHixdLLnejMhBIdTR6aFdKt7i6XKzExkaZfuHBh5KsGMLE4CscRYlPPOOnR/v5+8e1GaWkpnZTrXRxf4r5jimpDQ0N6lwVMS3w9RzmWminFi8/JsmXLurq6NNxr1N/qTistKysTxViwYIFWBQAwpXgJx5FjU8946FGPx0NHZ3GYfumll/QuTmANDQ1UvMLCQgPmf2AO4lerra2taiYWzzEh0bg7UM2t7t7vsBLXngcGBjQvCYBpxEU41gSbesZDj4rcJSkp6frrrzds+kIFE08nUvlIIYCQjI+PJycnWyyWiYkJlbMMDg5G6e2caq6lbd68WTwojjI82ilomHbkaBQGwBziIhxrgk09Dd+jR44cEd++UbTQuyxB0Am6+OrkiSeeiHYiePbs2e9973svv/xyVNcCxrFnzx7aEWw2m94F+V/Kd4OJjEp6h9XQ0JC4D8xQd08CGIrxw7FW2NTT2D1Kx2Vxl268/ARJREFyxRVXRC+W9Pf3i3f9RukLIDAa2pbEt2yxfyuUHHGre8DXcba1tYmTIu9fGhYVFdFI/+dHAIBg8HCsITb1NHCPOp3O/Px8oz2UQRkFwoyMDCrzjBkzTp8+HY3lS69GEZ588knN1wJGIx63VlBQoHdB/o90q7vPV5bikjPp7u72Hr9//34aWV1dHdtiAsQNI4djbbGpp4F7VLzItri42LD3XQX0y1/+MiUlhUpeVlYm3sytlbGxMfFAI4pqLS0t3/zmN8V9MNquBQxI7AtGe2GAuIfd+6Z7u90unhDh/3R4kZBZLBaVL/MB4MbI4VhbbOpp1B4V37VlZmZG6S7dqBoZGRFf6GiYY3V3d4tvSymjEr/G8ng84snduHfY3EZHR6mXKTUJ9anr0eZzq7v0loWmpqaA04s0Ud/3hwIYlmHDsebY1NOQPSoO3HS+29/fr3dZwqRhjkWzS4/nttls3lGW1iIeD2acW3NAc+KGcWN+US7d6k6bosiu6uvr5SYW3x7SWUEsSwgQL4wZjqOBTT2N16N0vm61Wk3wYHRNcqyhoSFxIxpFr4B3+otbW/BFoVm53W7xeihj/opW3Or+la98Rc1bFqguIgmjfTyWhQSICwYMx1Fi5nomfJ7exfkcyhLEr43McTNs2DkWhaL+/v4f/vCH4o4WahO5Xwvii0Jz6+7uFnci6l2QwP7t3/5NOpLQRh70l7Pi4VjNzc2xKR5AHDFaOI4eNvU0WI/W1taKX0uZ5npMeDnWtddeK8WtxsZG5dv88UWhoXR2dl5//fW/+MUvNFmayJ4Ne9+S9JvB3NxcNZu3eKmUmrf9AHBjtHAcPWzqaaQeFS/3SEtLGx4e1rssWgopxxoaGrLZbDNmzEiYfni995OEFOCLQuMQFx0p5Y38xZS0IyRMPwzdsD+kpYJt3LixuLhY/UNJxJvRcTIA4MNQ4Tiq2NTTMD36T//0TyIy9fT06F0W7anJsSiXKi8vF9cDKLW65ppr1N/jjy8KjSM1NVV0Im3P/k8rCIl4SZTJ+rS5uZkqtXnzZr0LAmAsxgnH0camnsboUfEW2wRTv8hPLsdyu91dXV2FhYWiBaxWKzWC+vfNeS8fXxTqjjqOuoByrMbGRtGhlZWV4T35iTYS8WsPk13QFU+dSEtLM+xlOQBdGCQcxwCbehqjR8Vvi+ivuV9V5pNjOZ3O1tZWMYbk5OS0tbVF8qwjfFGoO8qVqQvohGFq+pKk+AEgdXEYDxzp6OgQm0oUiqkzcbXV51HvAMwZJBzHAJt6GqNH//Ef/7G0tPT555/XuyBRRzlWVlYWNfvs2bPFA9/FjwSPHDkSeXIZ6heFbrebkgCjPb4yroknlknfDI6Pj1dUVIhebmpqCqmLxVP7TZmFiLstKysr9S4IgIEYJBzHAJt6sulR4xDRRfr+SNuHqYb0ReHXv/51mnLZsmUaFoA5cQe39+3tlFS1traK+wspZ1LzZoLTp0+vXLmSps/IyDDl92iTk5O0lfq/xxCAMz7hmE092fSocbhcruuuuy47O/uZZ56JxvKDflFI4a2trU1cICEzZ87E6+E0Qdmt+ELQ/18DAwPioedpaWnd3d2Dg4NSm1PK1dvbS71WV1dHnSK+LhdoO4ltDWKnuro6IdArCwHY4hOO2dSTTY/yIfdFodvtptBeVVUlrqaQ9PT0KL2Xmidx15TNZgv4X6fTSf+SkqdZs2atXLnSO52SZGVlZWRkUO+88sorMa5CzNjtdvHluN4FATAKPuGYTT3Z9CgrPl8U0t/NmzdLsZwSrOrq6p6eHkq5ovFearZqamqoJQO+0UhC/505c6Z3OkXtX1lZ2djYSPnZwMAAk1vipFcARf60MABz4BOOzVxPn9NlvYsDUSG+KExNTZV+pZgw/Z7d9vZ2ny8EkWNpRTxVIehdVsePH1+1atWWLVv4pFMBiad8mfjJLAAh4ROO2dSTTY9y88Ybb0h5VV5eXnNzs8IbdpFjRW5wcDABL4EJBeWXCdNPJzH3w1kAVOITjtnUk02PcuN2u+fNm0f9u337djXTI8eKUGtrawIeUB6i/Px8arS+vj69CwKgPz7hmE092fQoQ5RjKVy18occKxKVlZUJJn1sVfS0tLRQo9XW1qqZGNskmBufcMymnmx6FNRAjhUeymXFbwjwYKeQjI+PJ0y/GFt5Y6P/XnnllTTZkSNHYlY2gBjjE47Z1JNNj4JKuuRYlKDEdWricDjw0IHwiBecd3V1+Yz3eDwDAwOtra2VlZVz5syRbiik6Ts7O5H9g/nwCcds6smmR0G9UHOsgL+bo4RpeHiYMo9Dhw5t2rSpoaFhj4ytW7daLJbExMTnnntO+8rEBNWCmquxsVHvgsQfypao6f7kT/6EkmzvpMrnCWGXX345bZOzZ88WH2mDsdlsvb29uEEeTINPOGZTTzY9CiEJmmNJ+dNVV10lJqurq6uoqCgqKhKviwnD3Llz4/SpSOLJrhTv9S5I/KGtSzwYbNasWampqd7bA21LlLPa7XbpYRY0cVdXl/R6R5KZmUnTDA4O6lsLgMjxCcds6smmRyFUUo61dOnSbdu2hZo/UeQrKCgoLy9ftmxZwvTTTWkhchexaDLx2EmaLLzXp7z++uvr16/fv3+/5u0QFEX95Gn43io8YguRS6oCGh8fb21tLSwslGa84ooraMt8/PHHY1ZsAG3xCcds6smmRyEMjz76aND8qbS0lDKwLVu2dHV19fX1DQ4O+nxjSJGyvb19YGBAeV1ut5siq1h4ZWWl+tcj0vKbm5ul9/8cP348vMqGjWqdMP0Q1xiv1zROnz5NG9K3v/3tMB67OjQ0RJuN9DRd2gzwYk2IU3zCMZt6sulRCINIHcimTZvk8idt9fb2iktZFDL7+/uVJ/Z4PG1tbWJ6ifKbaqJB5IV79uyJ8XpBQlvCPffcM2PGDOoIyvvj+gcTwBafcGzmevpcitC7OGBoA9Niucbx8XHpJpumpia5u5i7u7vFYyoTpn9ZRoXcu3evuLRGS4hlgYuKihL+/2sfQUfU7+JLQ8rOR0ZG9C4OQGj4hGM29WTToxBHKKlqbW0V3/oVFxf7XDOjVIZGitSqoKDAbrdL/6qqqqKRlJ/FrKgTExO0xrS0NLfbHbOVghyXy1VWViby7Nh/WQwQCT7hmE092fQoxJ2BgYG8vDyRvognpA8PD4sUSlyl6Ozs9Lm+RemO+MYwvDvlw0AFEzeNxWZ1EBRlujU1NWKzwe86IY7wCcds6smmRyEeOZ1Om80m3b+cmJhIA1ardc+ePXJXjCimJkw/Jyk2T3yor6+n1bW2tsZgXaASpd2iX2ibwcPfIV7wCcds6smmRyF+dXZ2ivuXSUNDQ9BbmEVwLSoqisHXduIaG57DZEDNzc1im4nZ5UyASPAJx2zqyaZHIa7t2rUrMzNz9+7daiZ2uVwFBQUJ0X+0+tjYmLiiFtW1QNgotRJ38qncEpxOJ+7cAr3wCccGqmfAn/tp9UtAPj0KrAwODorIGvRZD5EQr3mpqamJ3iogQj09PWJLqK2tDfiLVBpJiTJtMP/8z/982WWX0ZTbtm2LfTkB+IRjw9XTP8GKxmIBTKO1tZU275ycnOg9eVLcH9bR0RGl5YMmHA6HeLNhfn5+ZWVlXV1dVVVVWVlZXl6ezxsPhSVLluhdZOCITzg2XD2RYAGExOPxiF/sR+8Kk3iAOB65ZHyDg4Pp6en+uZRAmVZRUVF5eXlFRcWsWbNoDG6Nh9jjE44NV0//BCszMzMlJaWwsPDRRx+9ePGiJosFMJOxsTGr1ZoQnce7Dw8Piytkmi8ZouHQoUPUX4mJiQ8//LDdbnc4HLR5+L+cp6urSzziYXR0VJdyAlt8wrHh6hmw6c+fP09nZqWlpcq3cMqdt0V4/xaA8R05ckTES83f8NPW1kZLrqur03axED2UE6vZDMQ3v0VFRXJvEQCIBj7h2HD1VGj6M2fOhP07Jj49CmyJeFlSUqJtvBSPPO3q6tJwmWAELpdLvIUp2r9CBfDGJxwbrp4KTT8+Pp6VlaX5YgHMwel05uTkJGj6PmbK1cT90XivsClJv0LFs+AhZviEY8PV06fp6aR8eHj4008/PXXqVEVFxf333y83ZUiLBTAlh8ORPE2rF1fTchKm34SoydLAgMRXwLF/dziwxSccG6ieAW+ZOnr06IoVK2bPnr1kyZKdO3d6P7EaCRaAv61btyZMvzuF9p3Il9bS0kJLq6+vj3xRYFiVlZXUy+Xl5bgZC2KATzhmU082PQrMvfHGG9JZCoXMzs5Ol8sV9tJoCbQcu92uYQnBaCYnJzX/chlADp9wzKaebHoU4Pbbb09LSxMPOkqYfiG0zWbr7e0N9fqE2+2meWkJ/j/yB5Pp7+8XXy7jFToQbXzCMZt6sulRAMHlcnV1dVVUVEgXtDIzMxsbGwcHBynTcjgcQdOmvr4+8bPE2BQY9CVeGh3VVwIATHEKx2zqyaZHAXyMj4+3trYWFhZKmZZ4KumiRYuUZ2xqaqLJ6G9sygn6kl4JUF1drXdZwMz4hGPt6+l2u+lMaMmSJRaLhf4+9NBD58+f13wtoeLTowByhoaGGhsbxXtvhMsuu4yiaVtbG/3Lf/ri4mKapq+vL/ZFBV1QLi6Sb9ok9C4LmBafcKx9Pe+///41a9YMDw9TpkV/b7zxxu9+97uaryVUfHoUQJnH43nyySe//OUv5+bmev9ulyKrd7LldDrF/VveP90F07Pb7aLfA+bcAJHjE461r2dWVpb381QieTpohPCqHABlExMT3d3d9fX1BQUF3jtLenr6nDlzcAMWTw0NDSLHevDBB/UuC5gQn3Bs5gTLG58eBQhPwGTrjjvu0LtcEGtut5sybLEB4IZ30ByfcByVrwgrKipef/112kvpLw3jK0KA+EJ77jXXXLN8+XK8IYenXbt20TFz5syZeEIHaI5POI7KTe47d+784he/aLFY6C/tqLjJHQAgvqxevZoOmy0tLXoXBMyGTzhmU082PQoAEDmHw0GHzezsbPzKAbTFJxyzqSebHgUA0ERJSQke2QCa4xOOta/n8PBwaWmp+AmScX7BZ4QyAADEEfHIBlzEAm3xCcfa15NOevbu3fuHP/xB8yVHgk+PAgBopaioiA6eXV1dehcEzINPONa+nhaL5fe//73mi40Qnx4FANBKT08PHTzz8/NDfVM4gBw+4Vj7el555ZVjY2OaLzZCfHoUAEArlFdRdoWLWKAhPuFY+3r++Mc/rq6uNtrjc/j0KACAhii1ouNnUVGR3gUBk+ATjrWpZ0IwmqwlwlLpUgYAgLjm8Xjy8vLoEGq32/UuC5gBn3DMpp5sehQAQFttbW24iAVa4ROOta/njBkzNF9m5Pj0KACAttxud3Z2Nh1F+/v79S4LxD0+4Vj7el5xxRX//d//rfliI8SnRwEANCcuYpWXl+tdEIh7fMKx9vV85JFH7rzzznfffffSpUuaLzxsfHoUAEBzTqfTarXSgdThcOhdFohvfMKx9vU0zk3uPqXSuwgAAHFsz549dCCtqqrSuyAQ3/iEYzb1ZNOjAADRIF3EGhoa0rssEMf4hGM29WTTowAAUdLY2EjH0urqar0LAnGMTzhmU082PQoAECUTExMWi4UOpyMjI3qXBeIVn3DMpp5sehQAIHrERay6ujq9CwLxik84ZlNPNj0KABA9Y2NjydNGR0f1LgvEJT7h2Mz1NNovGQEATKCuro6OqPX19XoXBOISn3DMpp5sehQAIKpGR0eTk5MtFsvExITeZYH4wyccs6knmx4FAIi2mpoaOqjed999ehcE4g+fcMymnmx6FAAg2l544QVx60Vvb6/eZYE4wyccs6knmx4FAIg2yqtEgnXbbbfpXRaIM3zCMZt6sulRAIBo83g869ato+Pq/PnzaVjv4kA84ROO2dSTTY8CAMRGYWEhHVq7u7v1LgjEEz7hmE092fQoAEBsdHR00KG1rKxM74JAPOETjtnUk02PAgDEhtvtxuufIVR8wjGberLpUQCAmBFvztm8ebPeBYG4wSccs6knmx4FAIiZ0dFROrpaLBan06l3WSA+8AnHZq4nXpUDABBtlZWVdIDdv3+/3gWB+MAnHLOpJ5seBQCIJfFMrLy8PDyvAdTgE47Z1JNNjwIAxFh+fj6e6g4q8QnHbOrJpkcBAGJs//79dIytrKzUuyAQB/iEYzb1ZNOjAAAx5nQ6LRYLHWZHRkb0LgsYHZ9wzKaebHoUACD26uvr6TDb0NCgd0HA6PiEYwPVM+DP/S5durRt2zar1ZqRkdHU1EQfw164FmUEAIAAhoeH6TBLx2qXy6V3WcDQ+IRjw9XTp+k7OjpWrlz5zjQaOHTokCaLBQAAbZWVldGRtr29Xe+CgKHxCceGq6dP099www3Hjh0TwzRQWlqqyWIBAEBbPT09dKQtKCjQuyBgaHzCseHq6dP06enpk5OTYviDDz6wWq2aLBYAALTl8XhycnLoYNvf3693WcC4+IRjw9XTp+kTExMvXLgghmkgKSlJeV4FUSw0AABMTbW0tNDBtrq6Wu+CgHHxCceGqyeuYAEAxKmJiQmLxZKcnDw+Pq53WcCg+IRjw9UT92ABAMSv2tpaOt42NTXpXRAwKD7h2HD19Gn6gwcPyv2KMKRO4tOjAAA6GhgYoONtZmam2+3WuyxgRHzCsYHqGfCWqUuXLj3wwAPWadu3b/d+DhYSLAAAAyouLqZDbldXl94FASPiE47Z1JNNjwIA6OvIkSN0yKU0S++CgBHxCcds6smmRwEA9OV2uzMzM+moOzAwoHdZwHD4hGM29WTTowAAumtqaqKjrs1m07sgYDh8wjGberLpUQAA3Y2PjyclJSUnJ7/66qt6lwWMhU84ZlNPNj0KAGAEc+bMoQNvRkaGx+PRuyxgIHzCMZt6sulRAAAjWL58ufhJeE1Njd5lAQPhE47NXE+8KgcAQC8ul+uxxx5LS0ujw29jY6PexQGj4BOO2dSTTY8CABjH8ePHk5OT6Qjc0tKid1nAEPiEYzb1ZNOjAACG0tPTI3Ks9vZ2vcsC+uMTjtnUk02PAgAYTUdHBx2EKc2iZEvvsoDO+IRjNvVk06MAAAbU2toqciyHw6F3WUBPfMIxm3qy6VEAAGNqbGykQ3FaWhqe8M4Zn3DMpp5sehQAwLBsNhsdjbOzs0dGRvQuC+iDTzhmU082PQoAYFgej6eqqooOyDk5ORMTE3oXB3TAJxyzqSebHgUAMDKXy1VWVkbH5IKCgsnJSb2LA7HGJxyzqSebHgUAMDin00nZFR2WFyxY0NzcrHdxIKb4hGM29WTTowAAxjcxMXHZZZeJ12xQstXS0jI6Oqp3oSAW+IRjM9cTr8oBADCsH/3oR3RknjFjhnSULioqQqZlenzCMZt6sulRAIB4MTY2Njk5abfba2trxVsLo5FpDQ0N4UeLxsEnHLOpJ5seBQCIR2632z/TSk1NpY87duxwOByUJAW8KT7grxE9Hg9lb4ODg/v27ROL+ulPfxr9SkBwfMIxm3qy6VEAgLgmZVopKSkJgeTl5RUXF1dWVtbV1ZWUlNCYZcuW0XBVVVVZWRn91ztF85adnU2L7erqwhMidMQnHLOpJ5seBQAwB8q0Vq9eTVnRzTffXF5enp+fb7VaA2ZOcnlYUVHRqlWrrr/+ekrIcnJyvP9bWFi4devWvr4+WoveFeWFTzhmU082PQoAYGLiu7+BgYHe3t6urq577723oKDgrrvuomG73e5wOOi/Tqcz4LwjIyNtbW2VlZXel7gsFsuiRYvmzp377LPPxrguPPEJx2zqyaZHAQBAmdvtplSsqampuLhYyrQyMzMpe9O7aObHJxyzqSebHgUAAPUmJyfXrFmTlJREYaKmpkbv4pgfn3DMpp5sehQAAEI1ODgovjdsbGzUuywmxyccs6knmx4FAIAwHD9+PDk5mYJFS0uL3mUxMz7hmE092fQoAACEp6enR+RY7e3tepfFtPiEYzPX0+cnu3oXBwAAjK6jo4PiBaVZlGzpXRZz4hOO2dSTTY8CAEAkWltbRY7lcDj0LosRTUxMUPa5efNmSkbDeGQrn3DMpp5sehQAACLU2NhIUSMtLW1gYEDvsujM7XYPDQ11dXVRm1RUVGRmZvp8O2S1WktKSurr69va2vr6+oKmXHzCMZt6sulRAACInM1mE2/XYfii6L179y5ZsuTGG28sLCwUN6X5ZFTisfiJiYnz5s3zf4a+SLlWrVp12223nThxwmfhfMIxm3qy6VEAAIicx+Opqqqi2EHJBKt3F/b39/skTJRm1dTUtLa29vb2jo+P0zQul6urq2t4eHhq+kFiDoejvb29oaGhvLzc/xIXNeDmzZt7enpoLspW+YRjNvVk06MAAKAJSgjKysoofBQUFFAaoXdxoo5yyqamJpEVJSYmrl+/fnBwMIx3NVJbPfXUU7QEcTVLyrTE01z5hGM29WTTowAAoBWn00nZVcL0Kws3btyod3GiaGxsTLw4KDk5ubW1lZLLCBc4Pj5O+dnU9ENcW1paKFUVKRefcMymnmx6FAAANDQxMZGSkiIygx/+8IemfF9hd3e3eJB9Xl5e9O7rP3v27Lp16/iEYzb1ZNOjAACgrYMHD86ePVvkWMXFxcePH9e7RJpxuVx1dXWiajabzel0RnuNfMIxm3qy6VEAAIiG7u5u8es5UltbK273jr0wboqSMzQ0lJ+fLx5I0dnZqdVilfEJx2aup88PGfQuDgAAxDdKbpqbmy0Wi0hKWlpaNEx31Kx96dKltPZ9+/ZFctP9xMQEzd7W1iYewVBUVBTLR1HwCcds6smmRwEAIKrGxsZqamrEqXt+fr7dbg86C+U0lJmtXLnywIEDIeVGHo9nYGCgtbW1srJSuhVMyM7Orqqq2rp1a3d39/DwsPLNYfRfKvbg4OCPfvSjpKQk6X7zxsbGWOaIU5zCMZt6sulRAACIgf7+/sLCQpGmVFRUeF8ECvr0c7nciHIgp9PpnVSJe88ll19+Oc27YsUKn/Hid45FRUXr1q278847//Iv/7Kuro5WUVZWlpeX5z8x+cIXvtDb2xv7duMTjtnUk02PAgBAbFAm1N7eLh71lJiY+KUvfemOO+6Qe/r5/PnzaSArK0suN1q9ejUNz5w5MzU11fu/9C9K1Ox2u88d6KOjozRyz5491dXV4lYqZZRp0aJWrVq1fPnykpKS06dP69JofMIxm3qy6VEAAIilycnJW2+91Seb8X/6+dT0o6HEQNDcSC6pUuByuQYGBsRFtfT09MOHD9PsDodDXBWLSs3Dwiccs6knmx4FAIAYo8wpJSUlMTHx+9//fhhPPxe5EWVjJSUlGzdujCQfmpiYaG9vpwQu7CVEG59wzKaebHoUAABij5IkVq8sDBufcGz0evpcNY1kORqWCgAAAMLAJxwbvZ5a9QSfHgUAADAsPuHY6PVEggUAAGAafMKx0etJPZGZmZmSklJYWPjoo49evHgx7OVoWzAAAAAIFZ9wHB/1PH/+/ODgYGlpaWNjo8Jkyo8AiVlpAQAAICA+4Tie6nnmzBmr1RrevHx6FAAAwLD4hON4quf4+HhWVlZ48wZ9xC0AAADEgLa5gWEZvZ42m214ePjTTz89depURUXF/fffL/1Lx06KzaqxFqzFHGuJ2YqwFqzFNCvCWkzA6NU+evToihUrZs+evWTJkp07d3o/HhcJFtaCtcTFWmK2IqwFazHNirAWE2Ba7QiZaaPEWrAW06wIa8FaTLMirMUEmFY7QmbaKLEWrMU0K8JasBbTrAhrMQGm1Y4Q283F4NAvhoWuMSb0i2Gha0wAXRgObPrGhH4xLHSNMaFfDAtdYwLownBg0zcm9IthoWuMCf1iWOgaE0AXhgObvjGhXwwLXWNM6BfDQteYALowHNj0jQn9YljoGmNCvxgWusYE0IUAAAAAGkOCBQAAAKAxJFgAAAAAGkOCBQAAAKAxJFgAAAAAGkOCBQAAAKAxJFgAAAAAGkOCNXXp0qVt27ZZrdaMjIympib6KP3r17/+9U033ZSamrpw4cLDhw+rn1dhmaCSXBsmfF56err6edEvmpBrxrfffruqqso6jQboo/p50TWRk2tDp9O5YcOGuXPnZmZm7t69O6R50S9akQ5Z3iPVNC+6Jn4hwZrq6OhYuXLlO9No4NChQ2L8m2++uWjRoiNHjvzud787c+bMt771LfXzyo0H9dS04SOPPLJ161b186JfNCHXjDfccMPOnTud03bs2EEf1c+LromcXBvW1dXZbLb3p911111PPPGE+nnRL9rySbDUNC+6Jn4hwfqfqHDs2DExTAOlpaVimDKq9vb2gLNIO4ncvHLjQb2gbfjpp58uXrz47Nmz0hj0S2zINWNKSsonn3wihj/++GP6KM2CrokBuTacN2/euXPnxDDlWGVlZdIs6JcY80mwFJoXXWMCSLCm0tPTJycnxfAHH3xgtVrFcFZW1q5duxYsWDB37twNGzbQSbk0i7Tpy80rNx7UC9qGdMa2ceNG7zHol9iQa8aampqHHnroo48+op2lubmZPkqzoGtiQK4NKcGij2KYMi3vtkW/xJhPgqXQvOgaE0CCNZWYmHjhwgUxTANJSUlimAZqa2vPTbPZbHV1dernlRsP6im34WeffXbVVVedOnUqpHnRL5qQa8azZ89eeeWV4kYTGnjvvffUz4uuiZxcG959993r168Xh7J169YlJyernxf9oi2fBEtN86Jr4hcSLKXzA+/TvszMzJDmxblFhJTbsLu7+7bbbgt1XvSLJuSasaKiYseOHdI9WPRR/bzomsjJteFvf/tbyqsyMjKysrL27duXnZ2tfl70i7bUX8EKOg26xviQYMl+k11WVuZ940LABAvfjkePchsWFRW9/PLLoc6LftGEXDPOmTNH7h6soPOiayKnpg0ff/xxSrbUz4t+0Zb6e7CCToOuMT4kWFMHDx4M+FuMw4cPS9fVbTab9+0+0k4iN6/ceFBPoQ1feOGFr3zlK/6zoF9iQ64Z6Yjf3NwsrmA9+OCDAe/YRddEj1wb0nFsfHycOuWpp55atGjRG2+8Ic2CfokxnwRLoXnRNSaABOt/nibywAMPiIf3bN++3ftpIg899FBmZmZGRsbdd98d8CZ3uXkVlgkqKbRhWVmZ3W73nwX9EhtyzfjWW29VVlZeNu2WW245ffq0NAu6Jgbk2pDOFRcuXJiSkrJ27dqTJ096z4J+iRmfB/iJkQrNi64xASRYAAAAABpDggUAAACgMSRYAAAAABpDggUAAACgMSRYUy+++OKaNWssFsuCBQs2bdr04YcfivGhvmJTbjn+Ar71U+XsCpMFXCwAAADEHoLx1Nq1a48dO+Zyuc6dO7dly5Zbb71VjA/1FZtyy5HjkwmpnD3oZEiwAAAAdIdg/DmffPJJamqqGI7k8W7ey5GjkAmpmV1uMiRYAAAAukMw/hy73V5eXi6GI3lBgfdy5ChkQmpml5sMCRYAAIDuEIz/z8mTJxcvXvzmm2+Kj2G/YtNnOXLkMiGVs8tNhgQLAABAdwjG/8vhcOTm5p44cUIaE94VLP/lyN17HjATUjm7/2TKiwUAAIBYQjD+H93d3QsXLnzttde8R4ZxD1bA5cjxz4RUzq48GRIsAAAA3SEYTx04cCA3N3dkZMRnfKiv2JRbjhyfTEjl7EEnQ4IFAACgOwRj33dwEpfLNRX6KzbllhN0jSHNrjBZwMUCAABA7CEMAwAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxpBgAQAAAGgMCRYAAACAxv4fj4r95cHQbrEAAAAASUVORK5CYII=)
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