Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Emily_Hyatt_030212_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 03, 2001 |
Start Time | | 2001/07/03 05:00 |
End Time | | 2001/07/03 06:00 |
Key Words | | dipole |
Model | | SWMF |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.62 |
Dipole Tilt, in Y-Z GSE plane, deg | | -5.30 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 136.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Emily_Hyatt_030212_1 |
Minimum Dst Value | | 18 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIEp1biAxOSAxMzoxODoxOCBFRFQgMjAxN5m0HK0AAAGodEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiRW1pbHlfSHlhdHRfMDMwMjEyXzE6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgUG9sYXIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDEtMDctMDNUMDU6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDAxLTA3LTAzVDA2OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MS4xMjg5NDk5OTk1LCAibWF4Ijo0LjMwNDY1MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX10A++WAAAABGdBTUEAAK/INwWK6QAALs9JREFUeJzt3X9wFOd5wHECiiRAZk42AYkKGQI0sit+DFUdiAQRimwTg2OlUROlkQ0elEIdUV8zAjQF29ASo86AI7vUnAuZKFPsKkRD1BawJqOWPy6NxiPXtFUjhSixjOXkMDJRzJFK6LDUp9p2e977tXe3d7u3+/38odnbe/fdd5/3dO9z+3PGFAAAAAw1w+wGAAAA2A0JFgAAgMFIsAAAAAxGggUAAGAwEiwAAACDkWABAAAYjAQLAADAYCRYAAAABiPBAgAAMBgJFgAAgMFIsAAAAAxGggUAAGAwEiwAAACDkWABAAAYjAQLAADAYCRYAAAABiPBAgAAMBgJFgAAgMFIsAAAAAxGggUAAGAwEiwAAACDkWABAAAYjAQLAADAYCRYAAAABiPBAgAAMBgJFgAAgMFIsAAAAAxGggUAAGAwEiwAAACDkWABAAAYjAQLljBjBh9FhJeKz8aPfvSjFStWxKw5Fau21EfdUo0BbIb/LphJ/X7nix6RpOKzUVFRcfbsWVNWbamPevobY6nNB1KKzzqSMiNEwvUYskhiDdAspaeSycnJvXv3ulyu/Pz85uZmeanMP3/+/MaNG3NycgoLC7dt23b16tXo5V999dWqqqrc3Fwpv2PHjvfeey+4GaEhjVI+0qbp75df//rX0rYVK1bMnj1b2vnII490d3dfu3ZtwYIF4+PjarGamhp1emxs7GMf+5iUkVXce++96nYpm3zPPfcE59CJfU5SsZ9p3rx5wVtkYM2m1BlcuWLhwoWPPfaYno9HMutKeFkrrwswCp9aJMWoL76MS7A8Hs/atWvfnCYTJ0+eVOZv2rTp7Nmzo6OjN27cOHTokCRD0cvff//9Fy5c8Pv977777s6dO7ds2RK9bTHL69nASB588MGvfvWrP/3pT2/duiU503e/+91Pf/rTMl8yrTNnzihlrl+/PnPmzJGREeXlK6+8Iu8qqygrK/uHf/gHtbbvf//7Mif5nZSpSLB0LpKJCZYy8c477/zBH/zBH/7hH6auMSRYQHR8apGUSF98Mv/FF19cunRpdnb27/zO73i93m9/+9srVqzIzc1dt27dwMCAZnFlYsOGDX/3d3+nVnLlypXCwsJf//rX+lcdvZ7Lly9/4QtfuPPOO+fNm/f5z39eyRI0u1V07mVZv369JDrKtEyUl5eHlpE0aM6cOfrLS042d+5cPZsZpXxYoZWErXb27Nlhoy2p0tatW5Xpf/zHf5Rl//7v/155+cADD8i7SoWShAVvl3T09773Pf0JlhT4y7/8ywULFkgHfe1rX5MkT7Pg+Pj4k08+uXCaTCi7oKL3V7yLyJznnnuuqKjoIx/5iPLyxIkTd999t/K57evri1KtRtgPW8zNib7SXbt2SYVSXgIV8weGpOB33XVXzHXFbG1wQIJXpImhpmTMzf/ggw/+4i/+YsmSJfn5+Y8//vjNmzeV+YFA4KmnniouLna5XEePHg27riibo7Yhri8TIBVIsJCUKAnWli1bfvazn8n35je+8Y077rjjc5/73M9//nPlpbJfZCokwerq6rrnnnvkm1eZuWPHjpaWlrhWHb2eVatW/fM///N//dd/yfdsY2NjQ0ND2Kr0/FyWYUMdM65duyaDgaaAbOmRI0fUPUwxy4vOzs7Kyko9mxmlfFg6E6zPfvazX/ziF3/4wx9KiILnT0xMyOAkA7ZMNzc3S1K1d+/eqendJAUFBfKuUqEEXHLof/mXf5GXFy9elGmZE1eCVV1d/c40mTh48KBmQRl3Zf7wtE2bNj399NMxa453EZn/yCOP/OIXv1Bf1tTUDA0NSW8eOnRITR8jVRss5octStvCrvTAgQPSQb+YJl0QV4IVMw5RWhsckEjrCi0Zc/OPHTv2mc985s033/zVr35VX1//9a9/XZl/+PBh+VTLV4fMd7vdYdcVZXPUNsT1ZQKkAgkWkjIjhDr/l7/8pTL9m9/8Rl76fD715ezZs9Vimonf+73fe/nll2Xipz/9qfwSlcL6Vx3cgJj1vP/++zJfs/awL8OaOXOmklhMTecfs2bNCm3bggULBgcH9ZQXb7zxxtKlS+V3f+hmhm1ApPJh6dmiqemYyNC1evXq3Nzcj3/8401NTeov/ieffPKb3/zm1PTewR/96EfKqP/ss8/K/OBVvPTSS5JJT00fbfybv/mbqQ93cZRdR0qBH//4x8r0f/7nfy5btkzTeGmSWqCvry+0QKh4F5H5b731VvDLsJ/bSNVGEvbDFqVtkVaq7vqVBaMnWJJk1E1LIA6a1gYHJOy6YpYMu/klJSU/+clPlOmrV6/efffdyvTy5cvVnXaR1hVlc4LboP/LBEgFEiwkJcpApedl6ERnZ+cnPvGJ27dvf/nLX37hhRfiXXX0enp7e6uqqvLz85UxXs1yUrEHSwaVZ555RtIRPeUvXrxYXFz82muv6dzMKOXD0plgqSYnJyXF2bZtm7oH7tKlS2vWrLl161Zpaam8vOeee8bHxyXCMj94FTKzsLDwlVdekb/q8TidbZACY2NjyrRMSJKnWVDmRC8QKt5FZH7wefqRPhiRqg0W88Oms23B5dVjYVI+0udfTe6/8pWvyCdN57qitDY4IGEbFrZkzM2XxDE44ZZfIKFNjbSuKJsT3Ab9XyZAKpBgISmGJ1jy/bhy5co9e/YsWbJEPQtH/6qj1yO/dL/zne9cv35dvnPlr1pYc36J5mVYes6pkhxLPUcqSvn29vZFixa9/vrrOjczenmdlegxOjp6xx13qC8lwXrppZd27Ngh09u3bz969Ojq1atDV3HkyJGsrCz1cExcCZa6W0Im9O/BitJfCezB0vNSzx6sSB+2eHfIBZfXvwdLI+a6YrY2VOhZWXFtvqQ+Q0NDodWuWLEidA+WZl06Q6f/ywRIBRIsJMXwBGtqOoGQl6dOnUpg1dHrKSgo+P73vz8+Pv7zn//8C1/4glr4Yx/7WH9/v1pM8zKsEydOhL0q8NFHH5VlJyYm3n777cbGRnUPUKTyx44dKy4uVgfOmJsZs7yeSsLOEZ/+9Ke/+93vXr16Vdov7dy5c+dnP/tZ9d1vfvObd91119/+7d/KdFtbW15ennLQMEqFU3EmWA888IByDpZMhJ4ntH//fvXMm6qqqgMHDijzo/RXpEWS/NxGqjZYpA9bzEqirFQ9B+vBBx+MK8GKua6YrQ2lCbumZMwKW1tbpUlSg6Q+//Ef//GlL31Jmf+Nb3yjsrJSlgo+B0uzLv3dGvbLJLHfG0C8+JwhKTNCqPM1xcK+DFv+e9/7nvyKDQQCMVcdfWZoPefPn5ffzR/96EclR3nhhRfUwpK1uFyuSC/Dkh/H8svYNW3fvn3qgYkzZ86sWrUqOzt78eLFkqDIb/fo5UMD6Pf7w74Vs3ykKIVWEil6//RP//T5z38+Pz8/Nzd36dKlX/va19T2T00f2ZTQyZAm00NDQzKtHoGKVOFUhC6OVFK5ilAa8Md//MehV7qNjY3t3r1buXZMJtSDRFH6K9IiSSZYkaoNFunDFrOSKCv9oz/6IwmOhOjP//zPpeaY7dcfh5itDaUJu6ZkzAo/+OADmV9SUpKTk7Ny5crOzk5lviT3f/Znf1ZUVCRb+txzz4Vdl/5uDftlQoKF9OBzBst5+OGHX3nlFevUg/Rg2NPv3//93yUDNrsVcbt9+3ZWVlY618iXAEzENxosRH7UvvTSS/JzVr242tx6kE4kWDG53W6fz/fWW2995jOf+dM//VOzmxO33t5e9WrBVONLAKbjGw0WIkPskiVL5FtYMzPSgci46km4SfGuPf0yopExZWKb06y1tbWoqGjBggVf/epXM/GmA3l5eS+++GJ61mXglwCQGL7RAAAADEaCBQAAYDASLAAAAIORYAEAABiMBAsAAMBgJFgAAAAGc0qCFfY6dgAAYBSzh3prsXM46HgAANKDcVbDKeGg4wEASB3GWQ2nhIOOBwAgdRhnNZwSDjoeAIDUYZzVcEo46HgAAFKHcVbDKeGg4wEASB3GWQ07h0NzFWEgEDC7RQAA2BMJloZTwiEdX1RU9NZbb5ndEAAAbIgES8Mp4VB2Yn3yk580uyEAANgQCZaGU8IhHZ+dnS1/m5ubzW4LAAB2Q4Kl4ZRwSMd3d3dnZWXJRFtbm9nNAQDAVkiwNOwcjtBH5Zw6dUomJM3yer1mtw4AAPsgwdJwSjjUjne73TJdUFAwODhobpMAALANEiwNa4VjZGRk8eLFkTppcnJy7969LpcrPz+/ublZXuqvWa0zEAhs3rxZXpaUlPj9fgMaDQCA45FgaVgrHE888cSzzz4bqZM8Hs/atWvfnCYTJ0+e1F9zcJ2SV5WWlsocybS4ORYAAMkjwdKwUDj6+/uXLVs2NjYWqZPWr19/4cIFZVomysvL9VeuqXNoaKigoEBmNjY2JtxgAACgIMHSsFA4HnrooZdffnkqcifNmzdvZGREmb527ZrL5dJfeWidXq9XuajQ4/Ek1F4AAPC/SLA0rBKOH/zgB/fdd59yWlWkTpo5c+bExIQyLROzZs3SFJgRVWiFp0+fVi4q7O7uNnRrAABwFhIsDauEY+XKleqtE9KzB0tx4MABeUuqGhgYiKe9AADg/5FgaVglHHp2OBl4DlawmpoaeXf58uVq9gYAAOJCgqVhxXBoOkl9eeLECUOuItTw+/1lZWVSoLKykosKAQBIAAmWhhXDESnBmpyc3LNnj2vavn37ErsPVlg+n0+5qLChoSGBBgMA4HAkWBpOCUfMju/t7c3Ly5NiLS0t6WkSAAC2QYKlYedwxDypS6Ojo0O5qPDcuXNpaB4AALZBgqXhlHDo7PjDhw9Lyby8vL6+vlQ3CQAA2yDB0nBKOPR3fH19vRQuKiry+XwpbRIAALZBgqXhlHDo7/ixsbGKigopv27dOplOaasAALAHEiwNp4Qjro73+XxLliyRRerr61PXJAAAbIMES8Mp4Yi34/v6+pSLCg8ePJiiJgEAYBskWBp2Dke8VxFqnDt3TnkadHt7eyqaBwCAbZBgaTglHIl1fGtrq3JRYW9vr+FNAgDANkiwNJwSjoQ7vqGhQZYtKCgYHh42tkkAANgGCZaGU8KRcMcHAoHKykpZfM2aNX6/39hWAQBgDyRYGk4JRzIdPzo6WlJSIjXU1NQY2CQAAGyDBEvDzuFI8iT3YAMDAy6XSyppbm42qnkAANgGCZaGU8KRfMd3d3crFxW2tbUZ0iQAAGyDBEvDKeEwpONPnTqlPA3a6/UmXxsAALZBgqXhlHAY1fFut1u5qHBwcNCQCgEAsAESLA2nhMOojg8EAps3b5baSkpKuKgQAAAFCZaGU8JhYMdLXlVaWioVSqYl+ZZR1QIAkLlIsDTsHA4DryLUGBoaKigokDobGxsNrBYAgAxFgqXhlHAY3vFer1e5qNDj8RhbMwAAGYcES8Mq4Th//vzGjRtzcnIKCwu3bdt29erV0DLJ7JFKRcefPn1auaiwu7vb8MoBAMggJFgaVgnHpk2bzp49Ozo6euPGjUOHDlVVVYWWSabzUtTxBw4ckJpdLtfAwEAq6gcAICOQYGlYMRx+v3/OnDmh8y2YYImamhqpfPny5SMjIylaBQAAFkeCpWG5cNy8efPIkSNbtmwJfUs6b/78+ZJ7lZaWPv/887dv39Zfbeo6XtLBsrIyqb+yspKLCgEAzkSCpWGtcCgnVy1YsCDKbTzHx8d7e3vLy8vdbnfYxSNJXbN9Pp9yUWFDQ0Pq1gIAgGWRYGlYLhzvv//+M888s2HDhujFrly54nK59Feb6o6XnC8vL0/W0tLSktIVAQBgQSRYGlYMh+RYc+fOjV5meHh44cKF+utMQ8d3dnYqFxWeO3cu1esCAMBSSLA0rBKORx99tL+/f2Ji4u23325sbAw+B0vts7q6ur6+vlu3bknJ6urq3bt3668/PR1/+PBhWVFeXp60Mw2rAwDAIkiwNKwSjjNnzqxatSo7O3vx4sU7d+68fv26+pbaZ0qZnJycZcuW7d+/f2xsTH/9aev4+vp6WVdRUZHP50vPGgEAMB0JloZTwpG2jg8EAhUVFbK6devWxZUCAgCQuUiwNOwcjrRdRajh8/mWLFkia6yvr0/bSgEAMBEJloZTwpHmju/r61MuKjx48GA61wsAgClIsDScEo70d3xXV5fyNOj29vY0rxoAgDQjwdJwSjhM6fjW1lblosLe3t70rx0AgLQhwdJwSjjM6viGhgZZdUFBwfDwsCkNAAAgDUiwNOwcDrNOcg8WCAQ2btwoa587d+7PfvYzU9oAAECqkWBpOCUcJnb8Cy+8oGR499xzD0+DBgDYEgmWhlPCYWLH+3y+0tLSj370o9KG2tpaciwAgP2QYGk4JRymd7x644aGhgZzWwIAgOFMH2etxinhsELHe71eJcdyu91mtwUAACNZYZy1FKeEwyIdr94cq6Wlxey2AABgGIuMs9Zh53BY4SrCUB0dHUqO1draanZbAAAwhnXGWYtwSjgs1fEej0fJ+STZMrstAAAYwFLjrBU4JRxW63jlJu9ZWVnkWAAAG7DaOGs6p4TDgh3f1NSkPEjH6/Wa3RYAAJJiwXHWXE4JhzU73u12KzlWT0+P2W0BACBx1hxnTeSUcFiz4wOBQG1trfKwwoGBAbObAwBAgqw5zprIzuGw5lWEGpJj1dTUKDnW0NCQ2c0BACARlh1nzeKUcFi54/1+f0VFhbSwpKTE5/OZ3RwAAOJm5XHWFFYJx/nz5zdu3JiTk1NYWLht27arV6+GlpmcnNy7d6/L5crPz29ubpaX+uu3eMdLjlVWVqbkWDJtdnMAAIiPxcfZ9LNKODZt2nT27NnR0dEbN24cOnSoqqoqtIzH41m7du2b02Ti5MmT+uu3fsf7fD7JrqSdFRUV5FgAgMxi/XE2zawYDkkv5syZEzp//fr1Fy5cUKZlory8XH+dGdHxkmMVFRVJU6urqwOBgNnNAQBAr4wYZ9PJcuG4efPmkSNHtmzZEvrWvHnzRkZGlOlr1665XC791WZKxw8MDBQUFEhra2trybEAAJkiU8bZtLFWOJTL/RYsWDA4OBj67syZMycmJpRpmZg1a1bYxSNJeesN0tfXl5eXJw1uaGgwuy0AAOiSQeNselguHO+///4zzzyzYcOG0LecsAdL4fV6lRzL7Xab3RYAAGLLrHE2DawYDsmx5s6dGzrf9udgBevq6srKypJmt7S0mN0WAABiyLhxNtWsEo5HH320v79/YmLi7bffbmxsDD4HS+2zEydO2PgqwlAdHR1KjtXa2mp2WwAAiCYTx9mUsko4zpw5s2rVquzs7MWLF+/cufP69evqW2qfTU5O7tmzxzVt3759droPViQej0c5gUySLbPbAgBARBk6zqaOncORoSe5a7S2tkrjs7KyyLEAAJaVueNsijglHBnd8U1NTdL+vLw8r9drdlsAAAgjo8fZVDA+HGNjYwcOHFi2bFlubq78ffrpp8fHxw1fS7wyvePdbreSY/X09JjdFgAAtDJ9nDWc8eHYvXt3VVVVX1+fZFryd9OmTU8++aTha4lXpnd8IBCora2VrSgoKBgYGDC7OQAAfEimj7OGMz4cCxcuHB4eVl/KtMwxfC3xskHHS45VU1Oj5FhDQ0NmNwcAgP9ng3HWWCRYmcTv91dUVMi2lJSU+Hw+s5sDAMD/ssc4a6CUHCKsrq7+8Y9/PDY2Jn9l2qxDhPa4ilBDcqyysjIlx5Jps5sDAMD/sM04a5SUnOS+f//+j3/847m5ufL3qaee4iR3Y/l8PsmuZIsqKirIsQAAVmCncdYQTgmHzTpecqyioiLZqOrq6kAgYHZzAABOZ7NxNnlOCYf9On5gYKCgoEC2q7a2lhwLAGAu+42zSTI+HH19feXl5bNnz7bU+U9WaIPhJNR5eXmyaQ0NDWa3BQDgaLYcZ5NhfDjWrVt36NCh3/zmN4bXnAy7drzX61VyLLfbbXZbAADOZddxNmHGhyM3N/fmzZuGV5sAW15FGKqrqysrK0s2sKWlxey2AAAcysbjbGKMD8fdd99twdtg2rvjOzo6lByrtbXV7LYAAJzI3uNsAowPx4svvlhTU2O122DavuM9Ho+yo06SLbPbAgBwHNuPs/EyJhwzYjFkLUm20OwmpFxra6tsZlZWFjkWACDNnDDOxsUp4XBIxzc1NcmW5uXleb1es9sCAHAQh4yz+hkfjo985COG15k853S82+1Wcqyenh6z2wIAcArnjLM6GR+O3/qt3/rlL39peLUJsNphyvQIBAK1tbWyvQUFBQMDA2Y3BwDgCM4ZZ3UyPhzPPffc7//+77/11luTk5P6l3r11Verqqpyc3MLCwt37Njx3nvvhZZJJmFyVMdLjlVTU6PkWBa8ohMAYD+OGmf1MD4ciZ3kfv/991+4cMHv97/77rs7d+7csmVL2JqTaVXCy2YiiWRFRYVsdUlJidWu6AQA2I/TxtmYrBiOGzduzJ07N3Q+CVZcJMcqKytTcqzR0VGzmwMAsDMHjrPRWTEcnZ2dlZWVofOl8+bPnz9nzpzS0tLnn3/+9u3b+ut0Zsf7fL4VK1bItmdnZ7/22mtmNwcAYFvOHGejsFw43njjjaVLl16+fDlSgfHx8d7e3vLy8tCn71n8XlymOHXqlLL5ElWOFQIAUsSx42wk1grHxYsXi4uL9exruXLlisvl0l+zYzt+bGzswQcfnDNnjnKscHh42OwWAQBsyLHjbCQWCkd7e/uiRYtef/11PYUlUVi4cKH+yh3e8T6fr7S0lHs3AABSxOHjbCirhOPYsWPFxcVhx361z+rq6vr6+m7dutXf319dXb1792799dPx6nWF3OcdAGA4xlkNq4Qj9JQpSQjUt5SJM2fOrFq1KicnZ9myZfv37x8bG4urfuMbnWnUe5BKjsXzCgEABmKc1XBKOOh4heRYjY2NM6afCe3xeMxuDgDAJhhnNewcDq4ijOTw4cNKTGTC7LYAAOyAcVbDKeGg4zU8Hk9WVpaEpbGxMRAImN0cAEBmY5zVcEo46PhQHR0deXl5Epna2lpyLABAMhhnNZwSDjo+LK/Xq+RYFRUV6lUFAADEi3FWwynhoOMjGRgYKCgokPiUlpZyq3cAQGIYZzWcEg46Porh4eGSkhIJ0fLly7kNKQAgAYyzGnYOB1cR6ufz+ZTbkBYUFPT09JjdHABAhmGc1XBKOOj4mPx+/9atW5XbkHZ3d5vdHABAJmGc1XBKOOh4PQKBQH19vXIb0vb2drObAwDIACMjI1/60pcYZzWcEg46Xr+mpibloGpra6vZbQEAWNrg4OB9993HqTihnBIOOj4uklop/y2SbJndFgCAFUlqtX37duWe1SRYoZwSDjo+Xu3t7cq/TX19PbchBQCoLl26pKZW8lem//Vf/5VxVsPO4eAqwiR1d3crtyHdunUrtyEFAEhqVVNTo4yqubm5DQ0Ng4ODyluMsxpOCQcdn5ienh7lNqQVFRXchhQAHEuTWrndbs2gwDir4ZRw0PEJGxgYWL58uQSwpKRkeHjY7OYAANLq4sWL1dXVUVIrBeOshlPCQccnQ/6XSktLlduQcqt3AHAISa0qKyuV1Mrlch04cCDKoQzGWQ2nhIOOT5Lf71du9Z6Xl+f1es1uDgAghbq6uoJTq4MHD46OjkZfhHFWwynhoOOTFwgEamtrlRyro6PD7OYAAIzX2dm5Zs2auFIrBeOshp3DwVWEhpMcq7GxUbku1+PxmN0cAIBhglOrgoKC1tbWsbEx/YszzmpYJRyvvvpqVVVVbm5uYWHhjh073nvvvdAyk5OTe/fulYQ6Pz+/ublZXuqvn4430OHDh5X/QJkwuy0AgKTIL+e2trZkUisF46yGVcJx//33X7hwwe/3v/vuuzt37tyyZUtoGY/Hs3bt2jenycTJkyf110/HG0v6QrnFXGNjI7chBYBMpKRWynXiQiYSS60UjLMaVgzHjRs35s6dGzp//fr1koQp0zJRXl6uv0463nAdHR3KbUhra2vJsQAgg4SmVvIyyW9yxlkNK4ajs7OzsrIydP68efNGRkaU6WvXrrlcLv110vGp4PV6lRyroqKCW70DgPWNjY21trYqd5A2KrVSMM5qWC4cb7zxxtKlSy9fvhz61syZMycmJpRpmZg1a5amwIyoUt50RxoYGFD+UUtLS7nVOwBjyS+3oSCDg4MXP+z06dNt/+ev/uqv6urqkjnIZW+a1GrNmjUdHR0GHn9gnNWwVjjkv6W4uPi1114L+y57sKxpeHi4pKRE+SXEbUgBJ+vu7v7kJz/5xS9+8eD/aWpq2h6kvr6+8sPke2NJEGWneJKysrIke2hsbJSsq6+vz+yomG90dPTo0aPBqVVnZ6fha2Gc1bBQONrb2xctWvT6669HKsA5WJbl8/mU25DKP3BPT4/ZzQGQVoFAoKOjY/PmzcnnRhq5ublLPkyTn9XV1anZ28qVK2WRmTNnKpfgqOTXeHV19YEDBySrUH+lO4SkVpLmSgSUUJSVlaUitVIwzmpYJRzHjh0rLi4Ou/9D7bMTJ05wFaFl+f3+rVu3zpi+Dan8ijW7OQDSYWhoqLm5Wd01omQ28+fPV/dgtbS0tH2Y5hiffO0HHwTUeU/LsCTP6+rqGh4elq8jr9d79OjR2traoqIiTdImWZrMb21tlTI2PpioSa0kGZVop3SNjLMaVglH6A8X9aRptc8mJyf37NnjmrZv3z7ug2U18u1WX1+vfMm2t7eb3RwAqSL/7OfOnZPfVOq+otLS0uPHj8ug3tfXZ7WsxefzdXZ2SiJYXV2tOQRpy4OJsr1utzudqZWCcVbDKeGg49OmqalJ+a+WH4hmtwWAwYaHhw8ePKjuFsrNza2rq8usEwMkkTp16tSuXbsktbLZwUQltZJOUTanpqYmPamVgnFWw87h0OwSM7s5DiKplRJzSbbMbgsAY3R1ddXW1qoZSUlJydGjRzMxCwmW0QcTJdlVLqs8d+7c4cOHCwsLZ86cqaZWly5dSnN7GGc1nBIOOj7N2tvblS/i+vp6bkMKZC6fz9fS0iKphnpMTXKOdO4XSScrHEwMTptkXZL8HTx4sKGhQbkAs6ysLPq1lp/61KfSn1opGGc1nBIOOj79uru7lW+BT3ziE2FvbAbAymSMr6urU3dZybgumZajbncX78HEKPdbTjJtCqugoEC5rHLz5s2f+9zn7rjjjtWrV5u4p41xVsMp4aDjTXHy5En1x598j/T29prdIgAxSLogw79yczvln7empqarq8vsdpks5sHEDRs2ZGdnL1iw4PHHHzcqbdq+fbvb7ZZUzOPxKBdg9vT0JHmtZeowzmo4JRx0vCnkR9usWbMk+MpfsW7duvb2dg4aAhYkg7dkBuop0pJGyNAu/8Vmt8uKohxMtFnapB/jrIZTwkHHm0W+nXt7e+WvfBPNnz9f/a45fPiwo441AJYl4/rx48dLS0vVbGDr1q3nzp3jh5B+fX198p22fPly+Q1ps7RJP8ZZDTuHQ/MDwuzm4H+ehHXq1Kk1a9YoPSI/lDluCJhI/vsaGhrUXVbyy0d+CElOYHa7kJEYZzWcEg463lK8Xm/w9d4cNwTSye/3ezyesrIy9ffn5s2bjX3uLxyIcVbDKeGg4y2I44ZAmvX19e3atUs9Z0j++5qamnhGOwzBOKvhlHDQ8ZbFcUMg1eS/rK2tbd26deouq8rKyvb2dgvePBOZi3FWwynhoOOtj+OGgOEGBgYaGxvVx9LJhLy0zUP3YCmMsxpOCQcdnyk4bggk6dKlS6Ojo/L7pLKyUt1lJb9Y2tra2GWF1GGc1bBzOLiKMHNx3BBIwMjIyNatW2dM3x1U+d/Jy8vbtWuXWc9OgaMwzmo4JRx0fIbiuCEQxeDgYEdHx4EDBySvKigoCP5J+bu/+7sejyfKw1sAYzHOajglHHR8RuO4ISDkp8WlS5fa2trcbndFRYV6ZpUqLy9v7dq1q1evfuGFF8xuLByHcVbDKeGg422A44ZwGuX5d8ePH29oaJBPvnpHUJX86ti6dav8/Ojo6BgcHDS7vXA0xlkNp4SDjrcTjhvCrkZGRs6dO6c8UVh93HKw5cuXy1stLS1STAqb3V7g/zHOatg5HJzkbm8cN4QNRDmJSjlXfc2aNQ0NDa2trfK7ghOqYGWMsxpOCQcdb1ccN0QG0XMSlcyXd+VTLSXZL4sMwjirYaFwxNzVlMweKTre9jhuCAviJCo4B+OshuXCET3BSkW1sBPNccP8/PwHHnjgJz/5idntgiOMjY319fW9/PLLjz322MMPP8xJVHAUxlkNy4WDBAvJU44b3nvvveqoVlFRIXMYz2AUJZfq7Ow8evTorl27qquri4qKQtMpTqKCczDOalguHNETrPnz58+ZM6e0tPT555+/ffu2IdXCriSdys7Olq7PyclRz9Cqqanp6OjggSHQT2cupaRTJSUl+fn5M6avuuAkKjgK46yG5cIRs4fGx8d7e3vLy8vdbnfoslGkrMmwrqGhoe7ubr/ff/r06c2bNwc/P6ShoUHeMruBsJZ4c6mtW7fKF9Hx48e7urrUM6jkUyeLDwwMmLstQJoxzmpYLhw6e+jKlSsul8vwamFvIyMjra2t69atU4dJGT6bmpp4UpsDGZJLAVAxzmpYLhw6e2h4eHjhwoWGVwuHkAHy4MGDy5cvVwfR0tLSw4cPy+fK7KbBAH6//9y5c+qBYHIpIA0YZzUsF47QHlLn1NXVybfkrVu3+vv75Sty9+7dyVQLiJ6eHhlK1asOZ3A6vBGGhob++q//+pFHHvn6179+0AxK/rR48WJyKSBtGGc1LBSOSKdMqdNnzpxZtWpVTk7OsmXL9u/fH9d5ynQ8oggEAjK+1tfX5+XlKR8/TofXT9Ip5eku27dvLysrU2NoHeRSQBrMYJz9MKeEg46HHpwOH5OedKqgoGDu3Lkyce+995qyB+uJJ56oqqp66qmnyKWAtGGc1bBzODRf+mY3B5mE0+EVOtMpSUndbrfH4+np6RkdHZ2aDmBnZyf7/wDnYJzVcEo46HgkxlGnwyecTgEA46yGU8JBxyNJ9jsdnnQKgIEYZzWcEg46HobI3NPhSacApBTjrIZTwkHHw1iWOh1eMqGhaV6v9+LFi5ICtrW1VVRUzJ49e+PGjaRTANKAcVbDKeGg45EihpwOHzZDEkePHlUui9s+rba2tnJaSUnJkiVLIt3hKSzSKQApxTirYedwaAYYs5sDmws9HX7RokUrV678kz/5E0MypCjy8vKWTJM8Tyqvrq6Wda1evfquu+6StZNOAUgDxlkNp4SDjkfaKKfD33nnnUlmSELqUfZgnTp1qq2trb29/eK0vr4+ZY+X2dsKAP+LcVbDKeGg45FmY2NjCxculA/eQw89RIYEwPYYZzWcEg46HukXCARIoQA4BOOshlPCQccDAJA6jLMadg6H5jQXs5sDAIBtMc5qOCUcdDwAAKnDOKvhlHDQ8QAApA7jrIZTwkHHAwCQOoyzGk4JBx0PAEDqMM5qOCUcid8kGwAA6GD2UG8tDgpH9L6P+clgcRZncessnur6WZzFWdzwAk7joHBY+aPJ4izO4paqn8VZnMUNL+A0DgqHlT+aLM7iLG6p+lmcxVnc8AJO46BwWPmjyeIszuKWqp/FWZzFDS/gNA4KB32fMEKXMEKXMEKXMEKXMEKXDKKn4aBw0PcJI3QJI3QJI3QJI3QJI3TJIHoaDgoHfZ8wQpcwQpcwQpcwQpcwQpcMoqfhoHDQ9wkjdAkjdAkjdAkjdAkjdMkgehoOCgd9nzBClzBClzBClzBClzBClwyip0E4AAAADEaCBQAAYDASLAAAAIORYAEAABiMBAsAAMBgJFgAAAAGI8ECAAAwWKYmWJOTk3v37nW5XPn5+c3NzfJSmT/jw+JaNtJ8m0kmdMHF9NRpM8mE7tVXX62qqsrNzS0sLNyxY8d7770XvU6bSSZ058+f37hxY05OjoRu27ZtV69ejV6nzST5DytGRkYWL14cXIbQxQxdpDIOCd1U1C39t3/7twceeGDu3LmLFi361re+pX9Z50RPkakJlsfjWbt27ZvTZOLkyZPKfD03Oou0bKT5NpNM6FSawoQu5rL333//hQsX/H7/u+++u3Pnzi1btkSv02aSCd2mTZvOnj07Ojp648aNQ4cOSZ4avU6bSf4f9oknnnj22WeDyxO6mMtGKuOQ0E1F3tLLly9Lvn769Olf/epXV65c+fKXv6x/WedET5GpCdb69etluFKmZaK8vFyZjr7rJfqykebbTDKhizSH0EVaJOxbkijIj7/oddqMUaGTDHXOnDnR67SZJEPX39+/bNmysbGx4JmELtIi6luRyjgkdFORt1QyquPHj4ddhEFWI1MTrHnz5o2MjCjT165dc7lcyrR08Pz58+UruLS09Pnnn799+7a6iNr3kZaNNN9mkgldpDmETn/oRGdnZ2VlZfQ6bcaQ0N28efPIkSPqzj9Cpyd0Dz300Msvv6yZSehihi5SGYeEbiryli5cuPCpp54qLCy88847H3vssdHRUXURBlmNTE2wZs6cOTExoUzLxKxZs4LfHR8f7+3tlezY7XbrXzZ6nbaRTOhUmsGP0E3pDt0bb7yxdOnSy5cv66nTNpIPnXIqzIIFCwYHB/XUaRvJhO4HP/jBfffdp5zpEvw/S+im9H3qQss4JHRTkbdUJurr69+dVldXt337dv3LOid6ikxNsPQkwleuXAk73+HJdTKhU7EHK7HQXbx4sbi4+LXXXourThsw5FP3/vvvP/PMMxs2bNBfpw0kE7qVK1d6vV5lmj1YiX3qNGUcErqpqAOlvFSmJceaP39+XMs6JHqKTE2w9BzKHR4eXrhwof5lHXJ4OJnQqTgHK4HQtbe3L1q06PXXX4+3Thsw5FM3NZ1jcfpaaJlIoZsRQn+dNmDUpy64jENCNxV5SysqKiSvUqavXr0aNsFy+CCrytQE68SJE2EvRqirq+vr67t161Z/f391dfXu3bvVRdQvl0jLRppvM8mELtIcQhczdMeOHSsuLh4YGNBZp80kE7pHH31U3p2YmHj77bcbGxvVc7AInf5/WM1MQhczdJHKOCR0U5G39Fvf+tZXvvIV9RDh448/ri7CIKuRqQnW5OTknj17XNP27dun3k7jzJkzq1atysnJWbZs2f79+8fGxtRF1L6PtGyk+TaTTOimItwehtDFDF3ovgS/3x+lTptJJnRKmezs7MWLF+/cufP69evR67SZJP9hw84kdDo/daFlHBK6qahb+vTTT8+fPz8/P19+/IQ9yd3hg6wqUxMsAAAAyyLBAgAAMBgJFgAAgMFIsAAAAAyWqQlWvI/OjfKMydDHeYbS+dDQefPmxbV4pKfYAgCAjJapCVa8j86N+YzJ6AmWnkdUPvfcc01NTXEtHukptgAAIKNlaoIVTM+jc2Pe3yx6ghVz8Vu3bi1duvSdd95JbPGpDz/FFgAAZDQ7JFh6Hp0b8w790ROsmIufPHky+H5r8S6ueYotAADIaBmfYOl8dG7MZ0xGT7CiL/7BBx/89m//dn9/f2KLhz7FFgAAZLTMTrD0Pzo33j1YmjPfoy/e3t7+8MMPJ7z4VMhTbAEAQEbL4AQrrkfnpvQcrDVr1vzwhz9MeHFF8FNsAQBARsvUBCveR+fGfMZk9AQryuLnz5//1Kc+Fb21kRaP9BRbAACQ0TI1wYr30blRnjEZ9unFGlEWr6io6OzsjN7a6M8cDX2KLQAAyGiZmmABAABYFgkWAACAwUiwAAAADEaCBQAAYDASLAAAAIORYAEAABiMBAsAAMBgJFgAAAAGI8ECAAAwGAkWAACAwUiwAAAADEaCBQAAYDASLAAAAIORYAEAABiMBAsAAMBgJFgAAAAGI8ECAAAwGAkWAACAwUiwAAAADEaCBQAAYDASLAAAAIORYAEAABiMBAsAAMBgJFgAAAAGI8ECAAAwGAkWAACAwf4b3Yj2lnbSJM0AAAAASUVORK5CYII=)
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