Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yash_Sarkango_111521_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 21, 2021 |
Start Time | | 2021/05/21 19:00 |
End Time | | 2021/05/21 21:00 |
Key Words | | mhd |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 29.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.96 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 75.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yash_Sarkango_111521_2 |
Minimum Dst Value | | -8 |
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 THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEphbiAyNyAwMjowOToyOCBFU1QgMjAyMmJ5eJ0AAAGudEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiWWFzaF9TYXJrYW5nb18xMTE1MjFfMjogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtRSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAyMS0wNS0yMVQxOTowMDowMC4wMDBaIiwgIm1heCI6IjIwMjEtMDUtMjFUMjE6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoxLjA0NDE4OTk5OTUsICJtYXgiOjI5LjI4MzYxMDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX37o+sgAAAABGdBTUEAAK/INwWK6QAAKdpJREFUeJzt3XFoFGf++HGppklI0mgveCEEWYpiWvW0d6EXSs7b8+QuYkVFS4PY3hJyvYiVVjQ0eLnzqIItUuQQyd3pdQt+IaXlCEWOUAKuaLn8YSFIOIKEsnKR5ohFCaEsEiS/zy8PHfae3Z2dnZ3d2Znn/fojzE7mmXn288zM89nZZ2dWLAEAAMBTK/yuAAAAQNiQYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwULAVK8q625R5c6gEpWj0mzdvtra25l1zKTbNPgwYiMMeBSPBQqmVotE7Ojpu3Ljhy6bZh0uBqKLCsYOaZefOnZcuXbJeyrTMKXQlBZ3X5ufnjx8/vm7duqqqqoaGhgMHDnz55Zel21yprfheMfNX/C9r/vXr13fs2FFdXS2B6unpmZuby7v+TDYrySprA8nMtWvXPnnyxFrs0KFD1rTMb25ufvjwodRn69at2gpffPFFq5653mlepbjOJDHxZNMulG4fXpFNri3mapf0+XkbVE04P65zbStrxcqgos4nCDd2NbPcuXNnw4YNalq6yUgkInMKXUlBZ6hdu3adOHHim2++kenHjx//4x//iEajpdtceeSqksP5uRbbvXv32NiYtEsqlZLeS/Ikh+svaCWaXA306quvyrRaRuavXLlSVqheyvz9+/er+nR0dMjmrLWNjo7KnMz+uFClSLAcFglWgpVrE3kTrFwrcdigzo9rJ++dBAuhxK5mHPms+X//938yIX9lWs28f/++TNfW1srnUTl1Wpc95PS6ZcsW+egvqdhHH32kZsoZ6sqVK+rDq3y6tU/RZJn0CyHpcm1U1n/x4sXm5mbp1JfSTogTExMtLS1//etf7ctmrZv0AbFYTN7I2rVrz58/b61TkoYjR47ULZMJK4ewV6IEK50ETd6Cw/U7XEnW4rkaSJp+z549avratWvSFvJXvZT5//znP9UKZWZ6z9rZ2fn55587T7BkgQ8//FAaRZpGGsiKv30D2V8OKbRI5v6WdRdysqvY7Jb2Kyl0v80aSZuX2kybHdVhg9oc1/YVy7pA5oW09BbJG1Vx6tSpNWvWSKAOHTq0sLBgzX/33XcbGxsbGhpkhVm3ZdMiVh0kIJ9++qm1Tkkr5USUvhUgKxIs49y9e1d9CyB/p6am1MxNmzb961//kjPm4uKinJLknK7mNzU1qY+zclI7duyYmimnHjmLffvtt7K89I4vvfSSzeZ27NjR09OjVq79K9dGZf1vvPGGdf5Sp8IvvvhCTmrS6+ctm7Vussz+/ftlnfPz83Kytk6v/f39e/funV8mC8hLJzEsPsGSk770Fhs3bjx79mzWIvJO3V3BsllJ1uK5GkheSsAlkkvLvderr74qMVxa3hNkvlpYrVDexVdffSUTshKZXnLQkadXScJuxV9tIr1grgayWXOhRTL3t6y7kJNdxWa3zFu3gvbbrO/C5qU2035HddKgNse1fcUcVj69RfJG9U9/+pNEVaInC/T29lpnqj/+8Y+SkMl8yVMzdy3FpkWsOty8eVM+Z1pFjh49Kslu3jcFkGCZSM6Mcg6Sv1n/Kycy+cCnpuUjtXyMU18EWOTUY33Oy3qhJd3Dhw8HBwfl9CQfQFtbW0+cOCFz7Dcq61f9uvVSPtxLp65O+nnLZq2bfBKVz8FqWiask6zMv3fvnpqWibVr19q8l/QqeTJfkl3pADK76snJSelUrIrlXU9WuVaisWkgqZj63P/rX/9a1qaG60n3r6UsQ0NDkn4tLV/ZUpc50/tj+6tNMvM///mPmpaqSnNo7zRXA9mEotAimftbrl2ooF1F2y3z1q2g/Tbru9BeZpXrv+krsW9QNeHwuLbZln3l01skXdaoSgWsvei7776TTy9qWk4aeQ8imxZJr0NHR8cnn3wiE19//bWcFSVjy1o9IB0JlonkZCSnj/RTj3xA3L59u5wr1RlQXZlfWh6zJadaOWHJB1nr6pGTz8pZyRblw591TSXXRjPXL1t/77330mc6L1vQfPtkMbN4kfOXlgcL19XVpc+Rj8sbNmzI+sWr81DbrMSG1kD//ve/X3rpJenSnn/+eXkpf2Va+lRJttLrIzOlh/v888/lb/qVLScVzhX/vA3kPNXIW8R+fy5oV8m7WzqsW979ttB3Yb9abYFCG1TbbbImbfbsK+8kqulynQ2cbCtXi3zxxRfqKIjFYupTB5AXCZahtNOHnEmvXbu2uLgo0/I388QkHXbm1YWsL/OyTmG5Npq5/rm5Ocmx/vznP+etcK66pV8JUPmlNT/9CkqZr2AtZSRYIyMj8vl4YmKi0PWks19JXumpgyRYH3/8sbrYqbqWn/zkJ5n1OX/+vLyLDz/8UJvvJMHKewUrawPZrLnQIg4TLCe7St7d0mHd8u63hb4LbWbeULho0FwfTopPsPJGVRbI+mtZh1ewHO4tL774onzMi0QiDgefASRYhtJOH2vWrLHGWh0+fNj6r/Sp6gwlCZYsk7Ws/QlUPtdKf6++/vj222/7+/vlw6j9RrOuX5bZtGmTNfShoLJLy2NZDhw4sLDs1VdfTZ+vxgDJ/L1795ZnDJZEdXp6emn5Sx/Z+pEjR9T8S5cuSVdhDYxzvv50NivJWtymgYRkVLI29XPCTz75pKmpKf3je9736yTBUmOMRNYxWLkaSLr///73v1nXmatIkQmWk10l727psG5599tC34U20/UObE3Y7zZO1plOa02HZydr4v3339+zZ4/KROXIsgZpqTFYUip9DJa2Led7ixwFMlM+bxT67mAsdg5DaeeF0dHR5557buXKlevWrZMe2vrvp59++vzzz8tn0y1btrj7ivDLL7+UjqG2tlZWLh8WJZlI/4li1o3mWr8U3Lp1qxoVXmhZ6Ql6enrkjcjJWrI069O2zD927Fj1sqNHj+YdWqF9GeFuvvRM8kbkpXzClhN6+g+XCl1/3hpqK8lc3qaBlpaH2kis1GCUb775RqbTh9p4kmBJc6jff/X29lrxT2+4rA104cIFmZN1/bmKFJlgOdlV8u6WDuuWd78t9F1oM3PtJM4b1H630crm3Xu11tSWcXKwS44ViURkGTmy0n/xJ8eXZFTWrwgzt+V8b5HDVn1LmDUyQCZ2Dhjn66+/lnOx37XA/0f/5Bz7rcYaa1UeBw4csO4MBzjB2Q2mkM+yCwsLDx8+dP5VIEqNBCsv9tusJN20RuyVwSeffJJ+pwbACc5u8EZ1Nn5X6n9cunRp7dq1tbW16Te0zKry38tSQCqZVxDrXGbO91ujSEDUPYfLQPbSdevW5bpNDJALCRYAAIDHSLAAAAA8RoIFAADgMRIsAAAAj5FgAQAAeIwECwAAwGOmJFiZdxMGAAAe8rurryymhIOGBwCgdOhnNWEOB5k1AADlQT+rMSUcNDwAAKVDP6sxJRw0PAAApUM/qzElHDQ8AAClQz+rMSUcNDwAAKVDP6sxJRw0PALn0aNHyWRyYWHBXXEpGPTiEgF3xVOpVNCLP3jwwF3xxcXF4BYXUnx2dja4xWdmZlwXn1kW3OL0sxpTwkHDI1ike3722Wdlv41EIqcL9+677z7zzDN+FRerV6+W4vIWiikuf90Vb2pqKqa4vGspXl9fL3Hwq3hNTU1/f7+L4uvXry+m+LZt26T4008/ffTo0fIXb29vl+KrVq3ypfjPf/5zKf7UU0/95je/cV1cvP766y6K//KXv/Sx+N69e1XxAwcOFFPc7xNnZQlzOLhNA4Lr/Pnzbm7zBwD+8fvEWVlMCQcNj6B48ODBwYMH1dlKPkx3dna6+ED5hz/84YUXXli9erUvxcWPfvQjKd7e3l5Mcfnrrrhst5ji8q6leFtb2+9//3u/ij/33HPuiv/iF78opviuXbukeCQScXf5rcjie/fuleItLS0nTpwof/HXXntNijc3N7/99tuuizc1NR07dsxF8ddff/3ZZ5/1q/hvf/tbVfnf/e53rovTz2pMCQcNj0CIx+Nyfl+x/PWWTPtdHQBwin5WY0o4aHhUuOnp6a6uLnXhKhqNFjPSFgDKj35WY0o4aHhUsng8Xl9fv2J5bPLQ0NDi4qLfNQKAwtDPakwJBw2PypRMJqPRqHXhanp62u8aAYAb9LOaMIeDXzegwl29elXdUKC+vp4LVwACjX5WY0o4aHhUlJmZGevCVXt7+9TUlN81AoCi0M9qTAkHDY/KMTw8bF24On/+PBeuAIQA/azGlHDQ8KgEMzMzr7zyirpw1dHRwYUrAKFBP6sxJRw0PHz32WefqXtc1dTUcOEKQMjQz2pMCQcNDx/Nzs5a97jq6OiYnJz0u0YA4DH6WY0p4aDh4Zfh4WF14aq+vv7y5ctcuAIQSvSzmjCHg9s0wEcLCwvr1q2zdj/ucQUg3OhnNaaEg4ZHmSWTSSu74h5XAEKPflZTieG4fv36jh07qqurGxoaenp65ubm1PxirkjR8CizhYUF2Ydlx/vxj3/sd10AoOToZzWVGI7du3ePjY09efIklUodP35cki01v5jGo+FRfupmVxMTE35XBABKjn5WU+nhkDSrqqpKTZNgIUCmp6dlr1u9ejVfDgIwAf2sptLDMTo6mn4Fq7GxUfKtjRs3nj17tqD10PAos3g8LntdZ2en3xUBgHKgn9VUdDgmJyc3bdp07949bf7du3d37drV39+vzV9hK5lMlqnewNLSwMCA7HW9vb1+VwQAyoEES1O54bh58+aGDRvu3LmT9b/z8/N1dXXO16ZyrEKvewGuqWc5X7161e+KAEA5kGBpKjQcIyMj69atsxkd7C7Bevnll72oHZDH4uJifX297HI8bRCAIUiwNJUYjkuXLrW2tmb2TLFYTN2q8f79+/v37z9y5IjzdaoE68UXX/SyokAO6iZYkmOlUim/6wIA5UCCpanEcGQOn1LzR0ZGtm7dKi9bWlr6+/sL6rrUeqTDK02Vgf8h+6rsbzt37vS7IgBQJiRYGlPCobIr+buwsOB3XRB+J0+elJ3trbfe8rsiAFAmJFgaU8KhfjAvf2/duuV3XRB+7e3tjHAHYBQSLE2Yw6F9z6h+Nn/+/Hm/64XwU/dwZ4Q7AHOQYGlMCYc0vLrx48GDB/2uC0JO3cO9pqaGEe4AzEGCpTElHNLw4+Pj8retrc3vuiDkLl++LHtaNBr1uyIAUD4kWBpTwiENr25NxLPhUGrqy2j563dFAKB8SLA0poRDNfy2bdtkYnJy0u/qIMzUPdzj8bjfFQGA8iHB0pgSDtXwsViMng8llUqlampqePYlANOQYGnCHI7Mu5WeO3eO725QUlNTU2qEu98VAYCyIsHSmBIO1fCJRILRxygp9WNV9jEApiHB0pgSDtXws7OzMtHc3Ox3dRBafX19XCUFYCASLI0p4bAaPhKJMD4GpcMIdwBmIsHSmBIOq+G7urpkenR01N/6IJQY4Q7AWCRYGlPCYTX86dOnZVr++lodhJO6mS3fQQMwEAmWxpRwWA0/PDws093d3f7WB6HECHcAxiLB0oQ5HJm3aRDJZFKmI5GIv3VDKKkbrXF9FICBSLA0poQjveHVKBkexAvPdXR0yK41PDzsd0UAoNxIsDSmhCO94dXvvBKJhH/VQQgxwh2AyUiwNKaEI73h1Z2KhoaGfKwPwocR7gBMRoKlMSUc6Q2vRiLHYjEf64PwYYQ7AJORYGlMCUd6w6srDR0dHT7WB+HDCHcAJiPB0oQ5HFl/Rbj0/VgZwTh3eKitrY172AIwFgmWxpRwaA2v+sKpqSm/6oOQYYQ7AMORYGlMCYfW8OrbHB4YB68kEgnurwbAZCRYmkoMx/Xr13fs2FFdXd3Q0NDT0zM3N2f9a3BwsG7ZqVOnClqn1vDnzp2TOQMDA97UGMYbGhqSPaqrq8vvigCAP0iwNJUYjt27d4+NjT158iSVSh0/flySLTX/ypUr27dv/3ZZNBqVl87XqTW8ut7AD77gFUa4AzAcCZam0sMhaVZVVZWaluzqxo0balomOjs7na9Ha/jZ2VluWQQPMcIdgOFIsDSVHg7psawrWLW1tZJvqWmZkJfO15PZ8JFIhCHJ8AQj3AGABEtT0eGYnJzctGnTvXv31Eut8awrW5YVtrSFu7q6uOQATzDCHQBIsDSVG46bN29u2LDhzp071hxvr2CdPn2aQTPwhPrNRHd3t98VAQDfkGBpKjQcIyMj69atm5iYSJ+pjcGSl85XmNnww8PDdIrwBCPcAYAES1OJ4bh06VJra2vmXUDVrwjn5uaK/xWhSCaTfK0DT6jxfIlEwu+KAIBvSLA0lRgOm+FTp06d8uQ+WIoamMwDc1AM2X/UXjo7O+t3XQDANyRYGlPCkbXho9EoFx5QJEa4A8ASCVaGMIfD/leEoq+vT+YPDQ2Vv24IDUa4A8ASCVYGU8KRteHj8bjMj8Vi5a8PQoMR7gCwRIKVwZRwZG348fFxmd/R0VH++iA0GOEOAEskWBlMCUfWhlc34BaMc4c76plL/FQCAEiwNKaEI1fDq0fIZd4SAnCCEe4AoJBgaUwJR66GVwNo4vF4eauDkFDPA2AYHwCQYGlMCUeuhlc/ARsYGChzfRAO3d3dsv/IXuR3RQDAZyRYmjCHI+9tGpa+/4onGo2WuW4IB0a4A4BCgqUxJRy5Gl4NUm5ubi5zfRACjHAHAAsJlsaUcNg0vLoIkUwmy1gdhAEj3AHAQoKlMSUcNg3f1dUl/x0dHS1nfRACjHAHAAsJlsaUcNg0vOomuRM3CqVGuPOoJQBYIsHKYEo4bBp+eHiYZ8nBBUa4A4CFBEsT5nA4+RWhSCaTjKRBodQIdx4DAAAKCZbGlHDYN7x0k/wWDAVRI9zb2tr8rggAVAQSLI0p4bBv+Gg0ync9KAgj3AEgHQmWpuThkB6ooaFB4t7Y2NjT01PqzeVi3/B9fX2MVkZBGOEOAOlIsDSlDceBAwf27t27sLAg0/J3z549hw4dKukWc7Fv+Hg8ztUIFIQR7gCQjgRLU9pwVFVVPX782Hop09XV1SXdYi72DT8+Pi4LdHR0lK0+CDRGuAOAhgRLU9pwSDqV3gNJglVbW1vSLeZi3/BSyZpl9JdwQo1wJyMHAAsJlqa04di/f//OnTvn5+dlWv7u2LHj8OHDJd1iOoe3aVDa2tpkmampqfLUDYF27tw5vlMGgHQkWJqSh6O3t7eurm7lypUNDQ1Hjhwp9eZyydvw0lnKMvF4vCzVQbCxtwCAhgRLU6HhyHrZqaArUpkrtF9AXZMYGBgouK4wjxrhPj4+7ndFAKBSkGBpKjocmQmWV6vKpEbVRKNR15uAIVKpFCPcAUBDgqUpbTju3bu3du1aCfrK71VVVTkvXs4ES/0urLm52fUmYAhGuANAJhIsTWnDIfnKRx999OTJE3fFMxOsxsZGSdE2btx49uzZYlaVlfreJ5lMFrRmmIYR7gCQiQRLU9pwSLhdZ1dLuVvr7t27u3bt6u/vz1zeRt7NdXV1yWKjo6OuKwwTMMIdADKRYGlKG47GxsZixqnYtNb8/HxdXZ0nq7Kop8vJX+erhYHUlU7u6AEA6UiwNKUNx4ULF+Tj/uLiorviZU6whoeHZbHu7m7nq4VpGOEOAFmRYGm8D8dKW8UMcpdcbXp6Wibu37+/f//+gu6q5aThk8mkLBaJRJyvFqbh16YAkBUJlqZCw5F1+NTIyMjWrVvlZUtLS39/f0GXEBw2fE1NjSzJxQnkoka49/X1+V0RAKgsJFia0oZj5cqVJV2/cw4bPhqNypKJRKLE1UFQMcIdALIiwdKUNhwNDQ2PHz8u6SYcctjwfX19suTQ0FCp64OAYoQ7AGRFgqUpbTjef/99+cT/3XfflXQrubh4tE48HucWR8iFEe4AkAsJlqbkXxEWM8jdQw4bfnx8nJt0IxdGuANALiRYGlPC4bDhU6lUzTIuUSATTwQHgFxIsDSmhMN5w7e1tTHIBlkxwh0AciHB0pgSDucNTyeKXDZv3szTKgEgKxIsjSnhcN7wfA2ErKyvj/2uCABUIhIsTZjD4eJXhEsMZEYOY2Nj7BgAkAsJlsaUcDhv+NnZWVm4ubm5pPVB4Fy8eJFLmwCQCwmWxpRwFNTw6maSDLVBOnUTWgbnAUBWJFgaU8JRUMN3dXXJ8qOjo6WrDwKHtBsAbJBgaUwJR0ENf/r0aVle/pasOgiYBw8erFq1ii+OASAXEiyNKeEoqOGHh4dl+e7u7tLVB8Fy7do12SU6Ozv9rggAVCgSLI0p4Sio4ZPJpCwfiURKVx8Ey4ULF2SXOHnypN8VAYAKRYKlCXM43N2mQampqZEiPDAHSnd3NyPcAcAGCZbGlHAU2vDRaFSKJBKJ0lQHAaNGuE9OTvpdEQCoUCRYGlPCUWjDq9/kDw0Nlag+CBD1lXFTU9Pi4qLfdQGACkWCpTElHIU2fDwelyKxWKxE9UGAqHu4d3R0+F0RAKhcJFgaU8JRaMOPj4/Tp0I5f/48I9wBwB4JlsaUcBTa8NaTfRnnjoMHD8r+MzIy4ndFAKBykWBpwhyOYn5FKNra2qTU1NRUKeqGAGlqamJPAAB7JFgaU8LhouFjsRi/zMfMzAwj3AEgLxIsTYWGI9dlp8HBwbplp06dKnSFhdbh3LlzUmpgYKDQgggTNcKde7gDgD0SLE1Fh0NrrStXrmzfvv3bZdFoVF66XpUTiURCSsmGCi2IMFEPpiTPBgB7JFiaig6H1lqSXd24cUNNy0RBFxVcNPzs7KyU4vm+hlO3nOWbYgCwR4KlqehwaK1VW1v75MkTNS0T8tL1qhxS9+9OJpMuyiIc6uvrGeEOAHmRYGkqOhxaa2kvq6qqMpe34aICXV1dUnB0dNRFWYSAuoopORZ36wAAeyRYmooOh+9XsNT4G/nroixC4NixY7IDbNmyxe+KAEClI8HSVHQ47MdgyUvXq3JoeHhYCnZ3d7soi6C7deuWuvbZ2trqd10AoNKRYGkqOhxZf0U4NzdXnl8RLn3/lN9IJOKiLILu8uXLKsF6+eWX/a4LAFQ6EixNhYYj1/CpU6dOle0+WEpNTY2UZQiOgTo7O9UdsCYnJ/2uCwBUOhIsjSnhcN3w6lf6iUTC0+qg0o2MjEi7r169+tGjR37XBQACgARLY0o4XDd8X1+flB0aGvK2Pqhki4uL6kmUtDsAOESCpQlzOIq/TYOIx+NSNhaLeVs3VLIzZ85Io69fv57nDwKAQyRYGlPC4brhx8fHpWxHR4e39UHFmp2dXb16Nfc/A4CCkGBpTAmH64ZPpVI1yxjnboje3l6eQQkAhSLB0pgSjmIaXg3H4WEpJpicnFy1jF8OAkBBSLA0poSjmIbv7u6W4sPDwx7WB5Wpo6ND2rq3t9fvigBAwJBgaUwJRzENf/HiRSne19fnYX1QgdSN+2tqamZmZvyuCwAEDAmWJszh8ORXhEvfPzKFce7hlkqlIpGINPTg4KDfdQGA4CHB0pgSjmIa/sGDB1K8qanJw/qg0qhbM7S2ti4sLPhdFwAIHhIsjSnhKLLhpd+VNTDwOaxmZmbq6+u5NQMAuEaCpTElHMU0vHS6q1atkjW89tprHlYJlSMWi0n77ty50++KAEBQkWBpTAlHMQ1/+vRpayBXb2/vgwcPPKwYfDc+Pq5uzTAxMeF3XQAgqEiwNKaEo8grWNXV1bKGlStXyt/6+vp33nlndnbWw+rBR+rWDDwNCQCKQYKlMSUcnjT85OTkvn371KUsSbPOnDnz6NGj4lcLH3FrBgDwBAmWJszh8Oo2DZrp6WkrzWpqahoaGuIpOgFl3ZphYGDA77oAQLCRYGlMCYfnDX/r1q3Ozk6VZrW2tl68eHFxcdHbTaDU1K0ZmpubuTUDABSJBEtjSjhK1PDXrl3bvHmzSrPWr1//2WefkWYFhXVrhpGREb/rAgCBR4KlMSUcJW340dHR9vZ2lWbJBE8tDAR1a4ZoNOp3RQAgDEiwNKaEowwNf/ny5fXr16s0a9u2bWNjY6XeIlybmppS9za7ffu233UBgDAgwdKYEo7yNPzi4uK5c+eam5tVmrVz507678rU3d3NrRkAwEMkWJowh6NEvyLMK5VKnT9/fvXq1Wq7Bw8e/OCDD+LxOD82rBDqzqLcmgEAPESCpTElHOVv+EePHg0ODkovbmV4PT09Za4DslJ3Fj158qTfFQGA8CDB0pgSDr8afmZm5le/+pVKsJ566qnu7u5EIuFLTaBcvXpV3cCMm8QCgIdIsDRBCkcxX/n52PDSkb/++utbtmxpaGiwhsDH43HuvVR+EvPW1lZpAkmz/K4LAIQKCZYmSOEopvEqoeGld5e8SrIrlWatXr16cHCQYUDlpJ7bza0ZAMBzldDPVpQghSPoCZYlkUgcPHhQ3SZA7Nu3j+8Ny8C6syg/7QQAz1VUP1sJghQOabzGxsaqqqqNGzeePXu20LIlqpVryWTy5MmTTU1NKs3avHnz5cuX+aVh6ahbMxw+fNjvigBACFVgP+uvQIbj7t27u3bt6u/v1+avsOVLVfOSjGpoaMj63lDyLcm6JPfyu15hY92agdgCQClUbD/rl6CGY35+vq6uzvnyld/wiURi37596ntD+cv3ht5St2Z45513/K4IAIRT5fezZRbUcIQvwVJmZmYGBgas7w23bds2NDTE7w2LxK0ZAKDUgtLPlk2QwhGLxaanp2Xi/v37+/fvP3LkiPOywWr4VCp1+fLltrY2lWY9/fTTra2tf/nLXxYXF/2uWvBYt2aQVNXvugBAaAWrny2DIIVjZGRk69at0oQtLS39/f0FjQcPaMMnEon29nZrGFkkEnnnnXcmJibItJxTt2bo7OwkaABQOgHtZ0vHlHAEt+HHxsZUdqVuMaCsX7+eTCuvhYWFXbt2qYiNj4/7XR0ACLPg9rMlEuZwBOJXhE7cvn07kUhILiUT6Xd2INOyMTs7+9prr6korV271u/qAEDIBbqfLQVTwhGmhpdcamxs7K233pLsSsu0bt265Xft/KfS0PQLfvv27fO7UgAQcmHqZz1hSjjC2vCSTAwODqpB3GRaiUQiGo2qONTU1MRiMYmDzOTHgwBQamHtZ10zJRzhbvjFxUXJJCSvikQi6ZnWyZMnDcm00lMr9ZDH2dlZvysFAAYJdz/rginhMKfh1Rdkzc3NVqa1atWqurq6N998c2JiImSP4pHMcmRkxPqhpaRWZ86c4XoVAJSfOf2sQ6aEw7SGl8wjkUjEYrE1a9Zog/3b2tq6u7vj8Xigh8ZLzeUtWFfs1q9ff/HiRVIrAPCLaf1sXqaEw9iG//LLL1euXKnyqvShWtbFrc2bN0u+de7cuWvXrgXiazWVWlkD/GVCXgY3UwSAcDC2n80lzOEIzW0aiiRpUzKZVCnI1NTU8PDw4ODgvn37JOVSjz5MF4lEDh48KPnW1atXK+0S18LCwunTp627VESjUUkKK6qGAGAsk/vZrEwJBw2f1aNHj0ZGRs6cOSNJVdZ8q66u7gc/+EFLS8vbb78t2czt27etXK2cHjx4cOHCBesK3M6dO3kSNgBUFPpZjSnhoOGdkHzr1q1b8Xj8rbfeam9vz8y3LM3NzZs3b5ZEJxaLDQwMSPZz9epVSXqmp6fdDYRSl9kmJiYSyySZk2r87W9/+9nPfibpXW1trdruK6+8Ikme528cAFAk+lmNKeGg4V1IpVJ///vf1RCuF154QdIpSarSf5+YS01NTSQS6ezs3Lt37w9/+MNnnnmmq6tLUrGDBw9Gl7W1tUWWyZJ51yaeeuopyfnUo74BABWIflZjSjhoeNfUVSXt/g4zMzO3b99W15nOnDnT19cnyZNkVM5zpsxLYlJ227ZtKgN75ZVXJCHbvXu3+q/M8evtAwCcoJ/VmBIOGr6cHj16ND09LWnZBx98oL5n/OlPfyqp2Geffaa+AZyamkouy3tfLpXDBeLnjQBgMvpZTZjDoV0j8bs6hnrw4IEv4+IBAOVEP6sxJRw0PAAApUM/qzElHDQ8AAClQz+rMSUcNDwAAKVDP6sxJRw0PAAApUM/qzElHDQ8AAClQz+rMSUcNDwAAKVDP6sxJRwubn0JAACc87urrywGhUNr+4JeUjwoxYNVW4oHZXMU96t4sGprcvGscwxnUDgCtKdSPCibo7hfxYNVW4oHZXMU93B5GBSOAO2pFA/K5ijuV/Fg1ZbiQdkcxT1cHgaFI0B7KsWDsjmK+1U8WLWleFA2R3EPl4dB4aDtXSN0rhE61wida4TONUJXDKKnMSgctL1rhM41QucaoXON0LlG6IpB9DQGhYO2d43QuUboXCN0rhE61whdMYiexqBw0PauETrXCJ1rhM41QucaoSsG0dMYFA7a3jVC5xqhc43QuUboXCN0xSB6GsIBAADgMRIsAAAAj5FgAQAAeIwECwAAwGMkWAAAAB4jwQIAAPAYCRYAAIDHApxgrfhe+syHDx8eOnSourp6zZo17733Xq6yg4ODdctOnTrlZH7IuA7d9evXd+zYIcs0NDT09PTMzc1Z/yJ0efc6tWQkEtGKmxC6Ivcckw/YYkJn+AFb/Ns39oBdso1e1tOgxuRj1hLgBEvR2viNN97o7e19/PhxKpV68803P/roo8wiV65c2b59+7fLotGovLSfH1YuQrd79+6xsbEnT57IMsePH5fDT80ndHlDp5w4ceL9999PL25I6IrZcww/YIsJneEHbPFv39gDdil39Cw2CZbhx6wlbAmWpNuyN6hpmUjfJ6wlpYFv3LihpmWis7PTfn5YuQhdOjnwqqqq1DShcxK6u3fvPvfcc4uLi+kzTQvdkuM9hwM2U6Ghc1E2rFyEjgPWkh49S+ZuxjGrCXOC9fjx49ra2swlZabsLmpaJqxlcs0PKxehSzc6OmplEoTOSej27Nnz6aefajNNC92S4z2HAzZToaFzUTasXISOA9aSHj2LTYLFMauELcE6fPjwm2++mVomE5lJd2YRa5lc88PKRegsk5OTmzZtunfvXtZVEbrMIjdv3nz55Zczi5sWOhd7DgesUsxBZ/gB6+Ltc8BatOhZbL4i5JhVwpZgPXz4sLu7u7q6urm5+dKlS42NjZlFSK4VF6FT5NSzYcOGO3fuWHMIXd7Qbd269auvvsosblTo3O05HLBLxR10hh+w7t4+B6ySGT2LTYLFMauELcFK9/HHH7/xxhuZ87WvgeWl/fywchE6MTIysm7duomJifSZhM6SK3QrMqj55oTO9Z7DAVvMQWf4Aev67XPALuWInsXmNMgxq4QtwTp69Ojc3JykxqOjo5J3T09PZy6pfsggi2X9gUPm/LByEbpLly61trZOTU1pqyJ0eUOXq7ghoXOx53DAKsWEzvADtpjQpTPwgF3KHT2LzRgsw49ZS4ATrKwfLz7++OPm5ubq6uqdO3dOTk5qy1vTp06dynorjlzzQ8Z16HJ9qlsidA72ulwzTQidiz2HA1YpJnSGH7BF7nW5ZpoQuiXb6NnMt6ZNPmYtAU6wAAAAKhMJFgAAgMdIsAAAADxGggUAAOCxoCZYhT7Fs8jnVuZaba6xfs5r63DrAAAgQILarxf6FM9inltps1qHiVGRWwcAAMEShn690IeYOnxuZbpcq3WRGLnYOgAACJYw9OuFPsTU4XMr0+VarZRqbGyUhGnjxo1nz54ttLYOtw4AAIIl8P16oU/xdPHcSiervXv37q5du/r7+wuqrcOtAwCAYAl2v17oUzydP7dSG3vu5MLY/Px8XV1d1uKFbh0AAARagPv1Qp/i6fq5lfartaQnWA5r63DrAAAgWILarxf6FE8Xz610stpYLKae7Hv//v39+/cfOXKkoNo63DoAAAiWoPbrhT7F08VzKzVZVzsyMrJ161Yp1dLS0t/fn0qlCq2tw60DAIAAoUcHAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx0iwAAAAPEaCBQAA4DESLAAAAI+RYAEAAHiMBAsAAMBjJFgAAAAeI8ECAADwGAkWAACAx/4fJYvGcjZmKYEAAAAASUVORK5CYII=)
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