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.
Satellite data B plot for Wind for time period of this run.
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d+u89WojAMurZT+ZgAQBAsCQrsC5durR27drZs2drub+/f+bMmXv37tWyNJZWDgwMlLjfcMJxMH4GM6IAAACZpN+D1djYuHDhwuPHj2v9HXfc8cQTT7hqjzzyiNaUuN9wwnEwfgYzogAAABne5D7aBONnMCMKAACQQWCNNvXsJ3OwAAAgWBBYo0tK/cyriqoRTOGMKAAAQAaBNdqk2s+4wEqqKQAAgPoGgTW6pNpPBBYAAEBlILBGl1T7GRdY48ePb2homDFjxpo1a6ppCgAAoL5BYI0uqfaz0DD09PTMnz+/tbU1Xr8Iw28vAABAWkBgjS6p9rPIMJw7d27s2LGJNAUAAFB/JPui0aampsWLF3u/ilPBfsMJx6n2E4EFAABQGYkILLd88eLF9vb2WbNmVbnfcMJxqv30hmH58uVHjx7VQm9vr3T0ypUrK24KAACgvikU+D7//Pw77zzW0/PowMDH5bZgP/bc0tKydetWt/LkyZOTJk26cOFC8f2W8mk9kVI/806f6ujokHZWUQPZ2tra399fQSMAAAAhUCjwSV11ds7RnzRW6S1IP7W3t8+dO1fLe/bsmTlzpvto1apVDz744JD7LeXTeiIYP4MZUQAAgExCAivKhAkTDh06ZB9de+21W7Zs0cLx48enTJkyMDAw5H5L+bSeCMbPYEYUAAAgk/QtQkmodevWWQZL7Nix4+qrr85kZ+88/PDDpey3lE/riWD8DGZEAQAAMklPcjdsDpYxe/bs1atXT506dXBwsPT9hhOO69lP5mABAECwJCuwLl26tHbtWokqt2bbtm2qsGnTprL2G044DsbPYEYUAAAgk/R7sBobGxcuXHj8+HH3aUdHh90lLGu/4YTjYPwMZkQBAAAywx/4br755m3btpW733DCcTB+BjOiAAAAmWEOfFu2bIm+qaH0/YYTjoPxM5gRBQAAyAxn4GtsbJwyZcr+/fsr2G844bie/WSSOwAABMtoBT4ElhGMn8GMKAAAQAaBNdoE42cwIwoAAJBBYI02wfgZzIgCAABkEFijTUr9LDRxqr29fWyWtra20hthDhYAAIQGAmt0SbWf3jBs3Lhx7ty5Z7K0tLSoWHFTAAAA9U2yLxptampavHjxiRMnqtxvOOE41X56wyB11d3dbctaaG5urrgpAACA+ibZn8q5ePFie3v7rFmzqtxvOOE41X56wyD57H5RUgsqVtwUAABAfVMo8J3//Pxj7zz2aM+jHw98XG4L7seei0zCQWAZqfaz+Jg1NDTE6xdh2M0FAABIDYUCn9TVnM45+pPGKr2FCxcutLe3z50716vz+OOPL1q0qJT9lvJpPZFqP8lgAQAAVEYiAivKhAkTDh06FK2wc+fO2bNnX7x4sZT9lvJpPZFqP4vPwYrr6NKbAgAAqG+SvUU4MDCwbt26aOTt6emZMWNGb29vifst5dN6ItV+5n2KsK+vj6cIAQAAipPsJHfDzcFSLL766qtfffXVcvcbTjhOqZ+Fpk+1tbWV/h4sr8GkbQQAAEgvyQqsS5curV27dvbs2VZsbm7esmVLBfsNJxzXs59McgcAgGBJRGA5GhsbFy5cePz48fhHPEWYl2D8DGZEAQAAMrzJfbQJxs9gRhQAACCDwBptgvEzmBEFAADIILBGm3r2kzlYAAAQLAis0SUYP4MZUQAAgMzoBb4vfelLRT4NJxwH42cwIwoAACD+8A//8KOPPhrhnT755JMtLS1FKoQTjoPxM5gRBQAAEMuXL7///vtHco9SV3/0R3/0wgsvFKkTTjgOxs9gRhQAAECcPn36y1/+8piR4ktf+lJLS8vOnTuLWxVOOK5nP5nkDgAAkCrCCcfB+BnMiAIAAKSWcMJxMH4GM6IAAACpJZxwHIyfwYwoAABAagknHNeSn+XOqWIOFgAAQKoIJxzXkp/VjEo4IwoAAJBawgnHteQnAgsAAKCmCScc15KfGpXx48c3NDTMmDFjzZo15W47TFYBAABAiYQTjmvSz56envnz57e2tnrri78DbVRMBQAAAEc44bhW/Tx37tzYsWNLrx/OiAIAAKSWcMJxrfqJwAIAAKg5wgnHteTn8uXLjx49qoXe3t7FixevXLmy9G3DGVEAAIDUEk44riU/Ozo6Zs2apbGZNGlSa2trf39/6duGM6IAAACpJZxwXM9+MskdAAAgVYQTjoPxc0RGdHBg4Mwbb5w9eNCtOX/smNZ8fv58oU36f/1r/RX69N9+97uLJ08OfPyxW6PG1aDWW1GfqlikhfQjFz47c6bQpxfee++Dzs7fvP22q3zggQf05zaR+6rw6YcfFmrhk8OHoz2mDlR9jYtrsOfRR9/burVi+8/19CQ7xAAAdQwCq96wEVUkU3A9vW9fxe1YNJWQsuLRTZv2futbv/zxj614eP36zjlz9PdRd3cmKw62Nzer+Mb3vmcVFMhVX/rAiid37XrmuutcfcXa1+69d9eiRe889phVOPjgg/r0ua9+VZareOqll6x97cgq7Pja11TUf9e+il1f+YpUha1Ry3LZxW8JCxWdBDS98vN16y799rcqSiXIPBngBIcZ/Pbq1eayLJTNasGK+t99663a45s/+IHVV1eYPSYpZIb1wLtPPmkVXrnzThVfvftuK0rcqKhOUK+qKNm05/bbowa88I1vmMumqKy+/rRg9a0DVc3qyxIV1YIpnhPbtll9M0D1zR5XX5ZYBdNwGl/1dtRgNajWXs+9E0T9qaI2txFRfTPAVdh///1RA7whVj/ro2iPeUOsY0aNq442dF2qIdCR5o5ADYe2svblkXatCn1791oFk6TuABByLSr633/qKfWe2rGiTgc16A45b4jtqJBtdoRkcoqwiCYeEpkaPSbVlEbfSWS13/vss796/nmnieWRKrj6cUmqFqz3DJkaNVj2a3c6dyo2GAASBIFVb9iImhrQn8soeJdmSwi54OFdmhUYLFj+4kc/sjXWmv6sqEBlRW2VySZXrKj4ZxUsuOrPdurJBa20oqpZfW1oa0x/qFkrakelGKBIaUVJKKsg7aWiRIYVpa7KMvjY5s1WtHifuMFxA3bfdFPUAO03aoDG0TOgeA/H6//s299O1uARHuJ4fdPcGmgrHtmwISr6JbaK97A3xDoFrEFX3xShDiGTRHENLYkp75yC9ER/XJJKUluDppnUTlQTa6W1r2pW3zSxJKnVlxSzBq1DZPDOG2+MGmySV39mgMx+celSWSgZZxV0dkQNVoOmoS3NqavB8/Pna3P3PUo9GZWkUnJaVnc5Seqho062OQUcR30SzaqOPNq7jk87AjPZPtSyk+CZXOLcOeglzi1zH9X0GnQ1KGVsRY2UKkSvtBAyCKx6ID4Hy4sl8UuzxZKXV6ywFrxLczyY2ZVX13ornt63T5d1BQBrXw2qBa2x9jORWGIaThcdmaQ/S584AxT1rb6ina71sseuZfqvxtWgS8IdXr8+mkJ7/6mnzB67WCuEeAabvy5aW7DUn7oik409psBcfe06arACSVQuuHyMC5aWw3P5mHj0tR545c47rWjBTMLXrsUu5+eSfBbM3Oa6lMsp/UWTiKrgopeXwVKD1mMuWujSr/ouPySX5Yvat3yJ6tsQqCetgqXQnB5ygsmGQGbYELsGzQCNqWVQvCFWfWvQSV5viFXfxsjFby9JKXEfFUzlin5FSiu6Y8z71uEN8Qho6HIl6QhL2HJFv0vruiF2WVLLI7qz2AkaS5q6y4h3UqhBnVayyimweJKyLHQu68RXg2Z//FuHu+7ZWeMS5+4Y845Jl7m376JxEW95a6eJ42gTeeQUmJc49wzOZL86RhVhZqiZBsVxPewuI/paot7QOeLSqGnDy0PXFgisesNG1N0NsdOm3EuzE0xuSpDd3Sj9m5nVd1/s4tjtmEJfhcslfmnWtVvFE9u2uQq6rkVvx3gG2HdZZ7CKChtqYfhmfekSLAPSc11TV8ie6BQrFYd10ptlVQtNs5Nu05CZujK829a68kYlqT5VnFBEd+HH0hXRWWjR++beEKtZu2usCGcVTBG+uHSpNah2TJQ7SWryQhWcPVHR745JdxJZNFXwNpfdNDvnsuyJfkvR+WvBz1yWarGbqnaSqhFLoSlGWn3tSLtT+1bfiX5319XT0C6HZxbKHtMTTl6429YlStIqs6Txr0leklIHgzSfS7llslc2VY7qjyhDpnWrlKRxgeVpYh1s+lagUbD2XZLSHTND5qHtS4UzWEdIZ/Z7oF2pdAzo+Fdld2X2zmKbeemSjkOKfs/g+I3+ESA6lTPew54k1VlvJ4VpenWIPorONBhdEFj1Rt4RjV+aFUWiR6F3aQaAIfGmQKUQT8SXq6EtgRSVpNJY+rMW4tHXLiOK6LbH+ExKy6o6hWoKT+HcomP8Rn+5+sZL63p3gTOxW4SSdNr29dZWq6/ueu3ee6NfLL15gVpv9V2CyrtFqD2qguy3C2mJ32ylIK1Bz+AhFWFcknoa2psa4dK6bm6oNehSbkMaHEffWtV4UmeB3Wd3SdB4HrrctO7ogsCqN8IZUQBIOd6UpjjeDS/vURUvSemirwmgTw4f9uSCF32l8yz8j9b3RrnzzHXX6c9Nb7WUm8vLeonzuMHeLUL1QDSrGhdYniS1jJf+3Dw8WRK9R2ma23W4Z/CQGSxZ62lij3ge2htiD09DZ2J5aE+SOgOsfjxH6OWhR5hwwnE9+8l7sAAgBLxXgZzety8qF0xPuHmBdU/8FqH3HINURfQWYeLEFZ735Ic3kzKepCz08HKhJyE8SZqJPb9lj+I6OeXl/Ny8wCKPYiRIOOE4GD/zjegbZ95o3t6so2xv3+Wj6sl3n1z99upne58dWesAAKBW+cd3nvjz52/8j93Lznz2ewUj3ebNyi93mp1XP3Hcs8CmyeLT7CTppEGd3rJZa8c2b3aS1LsLbI8FSBGWolkRWGVzxRVXJNXUcJB3RB/tedSOYi2oePLiSSsu2nX5RvXW97ZqeemLS+20Ed0fdXd+0PnxQLivhVRXqKNG2woAgLTwH/55gcWOvT3P563gPfnhvc0u/jSSN2kscby32Z3et88Elns0xHve3Ju1NuRzDPE3Qkucuec0EVhlU4sCa2/fXstgSTapKNlkxVu7b7UK39r7LTtt3jjz+zzqrpO7rLju55cTuU+9/9Tqt1c/+e6TJZqx+dhmtalNBgazkz3P9Xz7Z9/W33sX3lNRK/WpJN2GI5eP8md7n9Wa773xvfOfX56Be/DsQRnzu3/7nXNB6tDME2//5m3Vb3291UlA7UKf2u7EvtP7VN/8teJNu2/6xgvfcJpJlqi+251qylptYntU8bpnrlMPPP+ry9cRyc2oAaqmppwezeQEmTMYAKDOuO/h3wusuf93zqF9+QVWuU9+xB+8GG7sFy9c/snmbLk3JrpZa/ZCn7jAsnuOz8+fn/exAO+5BARW2dSEwHrsncckXyRoCsX7w58clmIwuSMe+sWDOij+9JnrbY3kjgksaQ6rMCeXybXiby/9Vps78SFh8bUdX9OnP/rF5Qe8tXerb4JmyBSap/BeOvWSFdcfvvz8kSlC/beiDLMKMiOTlV+mh5wBVnQGe/WPnT9mDUqilWLwr/t/7RlsDaoR6zGZbXu0+uL+/fer8g/e/IEVpf+0yYMHHzRJp/+qIK+lZa2C2pFtEo5WVIXHso9sqatdBe3FCUqZpPpO8AkNh9a4EZdCVVGe5j0AMlmdHVWEEohqzQlQLciXTUc3Oc1q9V1xuFEPyH71j1mo/9L3MslZ6GlodZ0O+LtfvdtVUAtlGWz1XYerqA7RwLkKnobWsipoIKr2tW4hDVzr6LTSaegG8Z3NT/zLX96441vLavpXy6L07d0bfYzAZq259wVmYrcIPUXovS7Y+8kNBFb5DY0Zc0U+GhoaktqFaG9vH5ulra2tFJO8Se5//tMbo3JhSPbvv39z5xwdKZ98kn0J9cXe1uf//cqullff3WIV5j7bnFVg11lx7f6/tvZ3fPCvmay8sOJ/euWbVuH2Pcuy+uNPLcez9b2tVkELmaw+m//8/Ki+kdpQURrlcNYAndKewvMEk4SXFSXF8tY3/XRdzmAJBaugqBw1WBLHKtzafautsXgpdfKNF74hhWQKRl7Ypzftvsnqe4owboAnST2FFzdAu7M11mOSVlGF55KOt++5PdfDt5uDXg9vPrbZDLb6atbq60IpGyRATXCoaBWcIrQR+epzl18C+cCBB6IG60DSR9GkpppS/8h+UyRxRWg5P/WkFbVeXjtNr/pqSiY5CehJUn1qBpiOj4v+4hr6w08/NINdfU+SyiOpMdlvJske+5LgRsSOSf2ZxopraKuv/66HvayqdH/0Prt6Xjt1SdPhJi5J1dWyx42IDhLT0E4ybjuxTWvciJjmdkNWLtqRHWOlZ75hWNERqCunzgg3GVcHZ3SIddZEv6W4y87SF5cWatO71WBf3aNfS4rz41/+WGeN+2Jcc0iHeW9YjP5oLAKrbEYgg7Vx48a5c+eeydLS0qJi6dvaiC7rmvf7RG7nn/z6wnFbf/bswTO50DI4OLBnz+2dnXPezAWzvXu/paL+rM4H2amA+ns7F5wef+baNZ1zfpwLZv9l980We/7P22tUPH7m7ZbOP1Gxrfs2q/DTV7/9d51z/mnH1z7PhROFH/258/DEqZfeOLb57Pl3L5v3274X3t3y81N7rKgT+97X7tWJZ3ork71np0u/uy7oSqGz2n3qEkIuA6RPVd/klzh3rmf7y3c+t3flQDbaKdh/743vqb4F40w23GrZ5Fde/vX4P61/+7+/fupFK0rHRGetaXNJNK1xCRVTbO7C5MkFXYAsWstsqyDpFtXEnsCK5/yqzBEOqQj/x4G1VrQnIZwivGPPsrwGeAbHc35STtGcX7mSNC6wPA294cgGq2BDEJewniRNvMc8g90Qu28ROqStfdNY3n3zTCxb4N221kGro05Fp9jiScrobet4j32l6ytzImlgd0zaEKs1K8qkaI+pvrUZN1jGqHF3zKuC1kilWTHeY/oaoOWn3r/8HizvLI4rQkvrugrWRU4gpgEvDSzbolnVON63jjhezm/XyV3RmQnanVoo0r6Hl4eOnxR3vnKnijow7KAa8qTwGPJWgy532lYXQztmdAxLS+kYcGPqnUSqr7NGmxdKvQ95ofawL5YyLzpG0ckkVaJ2ns3+5oa1r6Jd+e2LKAKrbEZAYElddedeHKKF5tzt4VKwEd25a9Hmzjn/3DnnYvZcdYLpRPbap5VW3JU7bX6TfUXgL37xo8HsYafi9u3NqtCT+7Le1fUVFbfnTpvn3v7hnZ1zVqrCh9tVlCyzBvfmzlu1bGvMAFXYvfsm/Z3NXlk+++zMM89cp09fyOVXJPWs/QvZ81D/9ZEaOZm7g2aK8JVXLv/yjFqQbe++++S/FbgH+v77T8mjd3NfnbVs9nyQDX7a3Cz85S8v//bOkSMbtEb2X8omYGSw9UBfVtJJllnxxZxgOnx4vYrPPfdVc7C//9evvnq3Nu/LScCf7W//l503vv725V/C+dVv3vxfr9z5D6/e3Z+9kEl3PvXqqideXPruh11W4f8dWi/Z+vBr91rx9IUTD+xZtval5Wc+vfzbwP/tZ99e9tNFW3v+3or/tP+7K7tavr9r0WefX1Dx1Ke9bS//1Xf2LH3/k19ahSfe+Yfv7//rzlwwu2fff7YLmV3cT/325JKdC//suXk7TnRcbn/XTbdIDez8s8v2H1z3Hek/9djJn6p47NSLf9E5598pWO76C6tw566/UGs3bP9TiWMV//fhh639Rw7/T2vfigt23GD1Pb2iK+mcL87zM8XmcoTeTdV49PU0tK1xoUtb2Tw/S5pmYopQOsCKll9R+/riHp8XKHlkBsQ1tH35VvSyopdVjQez4po4ni0oLmHjSUoTTE7CDnmj30tSKhSVZXA8+kp7RYdYZlga2M0l8AzweixusOUIFf6t6Ayw+CoRf+PO36fqXf7DRLyTsDLAvqcVSqhYUjOqV7zo6+VjvCSl2rchUE9aBZeHtkS4Dio5Jfct+sa/dXhzOUxeuBFRfSu6+qbR3VksA6yLnGb17pt7QyxHrHhv7jrjDbF3qyET09Ae5X7riNf3Eude/Uz2PNKyuxHv3WrQV2772mAWSsCZR+5bjXdMOkXojpl4ys2bXKtNVMGtsWNMJ6ml6t29EbsOeCcFAqtskr0VmJempqbBwUFb1oKKpW9rI/rRR92SFJIgpj+0YPLCBJM0RHf3rSq+njsK40hSSDo4+XL+/DFJk7O56CUdJgniitIrEkASKEdzwUZaLapXPAPiCm/IFJoVO3Pn7c9/vs6Kv8peu8+d65HWUdEpKq++9JMVP8qeh0MqwsQN9hTekAa8885jUQPikrR4fXW7VZDss/rdr923pnPO3+TuAvf2PluWwRprK/4sl97Y8UUR/9aR//VfO+fo783DD1uPaXeSaP/w/GXFtv3DZ+58acVfR+6g2aQxd8tMF6zoFCiJ7KjoF6dOvSRjXE70s+zvMV2MfN3XF4OzkdyAPlX9/tyl+YWTu6U4pf/cd9kX3nms6/DfXUruu2w0H+Nux7isqt1UlYwzH71gFtcrXiwZMqnpSdi4JPUeVYlPs5MlWuOCjfeoijaPBj+No4V/pwjlWjT8x7GbtoWi6ZCKcMj77MUVYTz6egbHo2/xqZ9xA7w8tLp6TkTEu5kGThMXN1j1rYfdtw5PLgw5lcJLUmZyt62dXvGGOBO71VCc+K0GL0mp9q0DrYfjj095Uz/tGHP1XRrYKUKvh4cU/d4QF5pM4obYGtROrYddWvfu3IW0+Nced4zZVAcEVhrxRiUu6cYUJd6gYpXlV86VfGs8WZz+6M2d59IBCp8f5b4Yab3Me+ON79ktPIVG0xPSDVbhlVfujMqFAwceiIb/uL7ZseNrKnblvvtamy76Kug+//x8VfhF7kqqli0jZQb09e21lJVZKKGplmWhU5C//OWP9an2YgH+9Ol9ZsCRXP7D9M3u3JVRO4oqPI2IOegMlnKyCiYItCMr2h610lN4+/ffr6K8MMHh6luPDakI4wLLetil6CRWtIm65bPcV7f33tuqUTufS91bg67HPINdzm9PbtKYKTaNiCUpVUH6Xo18krs0a0Hj6A5Rb4ilrqx48ODl3wq0EXwuF609Da12rIdfy12avSGWO1b/WHbWmlDLsue93Hd39bl2/VHku7vdZ3eCTxVU/Oyz/G+I1ri8/PIK9f8Hue/i2lwd6BpUhWcOPKA/y0GKv3n9O9/Zs/SZo09Y8Veffrjt2D++8tHlJK6u3RJD0VuEXpLyX44+8WfPzVuyc+HpYZt3H80RZmL3NN+78J7Mc7mHOIqX0XuaXkJoSEVo9d0MIakEy384PWR6QjHYJKyLpnbXcsiUW7lTPyUObt9zezRLallVl7Hzwn8m+6UiKmEt/EtxWg94Uz8zuakRTqNbWldmuKezTbO6LvIMdtPsnH7SeaGD1n1L0cmo4/N0yXfcKsBLCJX1AiAnYf/qxb+0NftO71MPSNZczvm9+5Prs7NTOt95PJP9VmNJRDeV00tSqmgzL91sk+JTOeNpXZuaqb3YN0O5pk104OX1CIFVISdOnLjqqquiE94TzGxVn8FKIYpG/eVc9xW3oik0D32kWKXQaNFOlwlTVO/ngo1dOD6JzN4ojnakNgeqeO+X9hWNvpcu/VYNXsrlY7TgRWsplWh9M/g3uSup1ksD6c9V0Kdy2WlEz2BVk7JRBbt0qihhoeju5Ih3F1ibv/vuk6ofzQCVhdrxDPAMlkdy0FUYMudngszdhvaSlInnCIdMUpog05/1uVN4TpTv3HljtL4pNilIO+riBnga2ks6xjW0pwhlRnf3rfrUOlADbQa49n/2s29HexgyX5yCHc9guQk6pj9cPsYJGlN4Lv3jJSmHRNrigexbkgo9ampve0nwdYPeLUIP963D3bvwjsm00XfmzXs659zZOeexF2/LW8E7iyvAG2J1nU2udSrf8tClD3qU1IbjxEnYz4kTJz7++ONOBiWLNwdLxdK3DWdEobaQ/rC7xiYBnV45nJse6wkmVZNUOnlyl4lsKVQpG6koJ5olKNWam0Wn4CGF4VJu2urIkQ2q72bFSdDIANUxCahq0nCqYHorPs2uyrvA0pfW4IHcBJ3du2+KKjwv5yd7rFjoLnDpitBkelxDx2+qajkaWe0mbMWaO0C8qRQpJy76vWMyjnerYYTRyW7muXsX9r1LZttZLMNMMnr3RnrT8SMl4YTjhP1Uxw2TusrkniLs6+ur+ClCgPTj3XGTAtOV0eUgRx5LublbfqdP74vm/BRKX3vtXkUml2WUNIwqPFluCSd3F9WLvmpcV/9f5e4fSTKqKHXlekAfaY27SeopQi+WqNn9++9XBXdX2tK66kbbY/wusHdT9dixzdEUnZtm54KZ7IlO5awDvLvAcbzEuZY1ak6Des/WxDW0PSvz+uutgyP1uriykFU6ZtQD7uEhm62rI808smNMf/a1JC7iRwDvXodOw6jo9751ZHJDZstxg3WWaQRHa25MOOE4YT/Hjx/f39+fbJtR2traqnkPFgDUH9FYMiSSRxZsXPiv8qbqp59+aDnCQjaYJJXIKCQvPL0yAhSPvm4mpZnkpn66+0028WBH7lVn3m3rIXtsSLyHl6VyJH00HK4DrccKzfMbEgkLjYjMLnHyg5cl1VbWIS8Wfg9Wsri0bqFpYfa8uTrt83zvkyv0fLpW2tcedawlws8XfgNzgoQTjhP286GHHlq+fPmlS5eSbbZ6whlRACiOPZfgBI13U1UqQYFKocjFnsOH10dvqiqsWnCyAB+f7+Kl3Lybqu7dJW5OmKdXvLvAqm8PI7sbUvF7mmUh8yzcmoKs/i6w9+CF7DeD3XMM1uDzz893giaaj1EPq0I06egJMpdTdE+K2MPRzmBp3OKvp/HwNPSQuAzWqdzbT37zm7dH8q5xuQbHsWeHvWdxOgs/3JMsGheb/GoPG4UTjhP2c7jf5F4x4YwoAAwrCueKVU4euecu7RZbPFvgTQIr92Ur8frePU17kMLdYx2SuCL07gJ7b7Nzr99zM3i8u8DeszVx7MkPl1yRdrQuMslYaNqce47Be+4hXt97jiE+zc4zwD287O4JVonEtHZ3IvcuWfdsTcU5No/Tp/ft3n2TRuHT3Pv/qsSeT3/99VbrE5fW/XnuPRHe00hD4vWwliW79Wc94A1ZOOE4GD+DGVEAGGGknPTnEk5e+LcXW7gEmHt3idM3UirRd514CaH4+409QWZ6yMmF+OuCFd6iLx2QGjDB5KbNjTDxFxCaZHQP8XnPAits24MXlvTSpzZpzPWYJ2Hj+Rh7IbOTvPbwslRFUrPoPIUXN0CjL2edKI9LUmlNmeRcrjJJWQHqjagB9kpIlyP0ngWWYZZ2dcfYa6/dG71H6Q2xVlp9e19gOOE4GD+DGVEAGF28V4fEsXeXFIru8XfJeo8FmCBz78UYctKYBcvO1Lx0wP2ChVN4CsBysOIp8N5zDENOs0scT2DFE0Ley1Y8DS1l7NX3kpQjj9dj5U5M9J4FznxxiMMJx/XsJ5PcAaDuMUHmpmzHXxc85EsH6g9vmt2bb/7AHmMcpt25W4Sm8PT/2LHNWuMSQnZLtPS7wMOtCIfEHsV1P8s7ZAbLfqTk1VfvtruK8ff/RQknHAfjZzAjCgAQxR5jdC8dgJHno4+6pbfcbWLvxRbxt9l5Sco6I5xwHIyfwYwoAABAagknHAfjZzAjCgAAkFrCCcf17CdzsAAAAFJFOOE4GD+DGVEAAIDUEk44DsbPYEYUAAAgtYQTjoPxM5gRBQAASC3hhON69pM5WAAAAKkinHBcS35WI5jCGVEAAIDUEk44riU/qxmVcEYUAAAgtYQTjmvJTwQWAABATRNOOK4lPzUq48ePb2homDFjxpo1a8rddpisAgAAgBIJJxzXpJ89PT3z589vbfV/uXNMUUbFVAAAAHCEE45T7WcRbXTu3LmxY8eW1VRydgEAAEAlhBOOa9VPBBYAAEDNEU44riU/ly9ffvToUS309vYuXrx45cqVpW8bzogCAACklnDCcS352dHRMWvWLI3NpEmTWltb+/v7i9dnDhYAAECqCCccB+NnMCMKAACQWsIJx8H4GcyIAgAApJZwwnEwfgYzogAAAKklnHAcjJ/BjCgAAEBqCScc17OfTHIHAABIFeGE42D8DGZEAQAAUks44TgYP4MZUQAAgNQSTjgOxs9gRhQAACC1hBOO69lP5mABAACkinDCcTB+BjOiAAAAqSWccByMn8GMKAAAQGoJJxwH42cwIwoAAJBawgnH9ewnc7AAAABSRTjhOKV+FlJF7e3tY7O0tbWV22By1gEAAEAlhBOOU+2nNwwbN26cO3fumSwtLS0qVtwUAAAAjDzhhONU++kNg9RVd3e3LWuhubm54qYAAABg5AknHKfaT28YmpqaBgcHbVkLKlbcFAAAAIw84YTjVPvpDYNXbGhoiNcvwrCbCwAAAEUJJxynws9CGogMFgAAQD0RTjhOtZ/F52CpWHFTAAAAMPKEE45T7Wfepwj7+vp4ihAAAKAWCSccp9TPQtOn2traSn8PFnOwAAAAUkU44TgYP4MZUQAAgNQSTjgOxs9gRhQAACC1hBOOg/EzmBEFAABILeGE43r2kzlYAAAAqSKccByMn8GMKAAAQGoJJxwH42cwIwoAAJBawgnHwfgZzIgCAACklnDCcTB+BjOiAAAAqSWccFzPfjLJHQAAIFWEE46D8TOYEQUAAEgt4YTjYPwMZkQBAABSSzjhOBg/gxlRAACA1BJOOE6pn3knTpU7p4o5WAAAAKkinHCcaj/jAiuppgAAAGDkCSccp9pPBBYAAEA9EU44TrWfcYE1fvz4hoaGGTNmrFmzppqmAAAAYOQJJxyn2s9Cw9DT0zN//vzW1tZ4/SIMv70AAABQjHDCcSr8LKSBigzDuXPnxo4dW9YuKjQOAAAAEiKccJxqPxFYAAAA9UQ44TjVfnrDsHz58qNHj2qht7d38eLFK1eurLgpAAAAGHnCCccp9TPv9KmOjo5Zs2apOGnSpNbW1v7+/rIaHB5LAQAAoFTCCcf17CeT3AEAAFJFOOE4GD+DGVEAAIDUEk44DsbPYEYUAAAgtYQTjoPxM5gRBQAASC3hhON69pM5WAAAAKkinHAcjJ/BjCgAAEBqCSccB+NnMCMKAACQWsIJx8H4GcyIAgAApJZwwnE9+8kcLAAAgFQRTjgOxs9gRhQAACC1hBOOg/EzmBEFAABILeGE42D8DGZEAQAAUks44TgYP4MZUQAAgNQSTjhOo5+7d++eN29eY2PjuHHjVqxY0dfX5z5qb28fm6WtrW3IdpjkDgAAkCrCCcdp9HPBggU7d+4cHBzs7++/5557JLZs/caNG+fOnXsmS0tLi4qltxnOiAIAAKSWcMJx2v2UzGpoaLBlqavu7m5b1kJzc3Pp7YQzogAAAKklnHCcdj+7urpcBqupqUl6y5a1oGLp7YQzogAAAKklnHCcaj8PHjx4zTXXnDhxworeqLjMlmNMUUbIaAAAAChAOOE4FX7m1UB79uyZPn36gQMH3BoyWAAAADVNOOE4pX52dHRMmTLlrbfeiq705mCpWHqD4YwoAABAagknHKfRzw0bNkyePPnIkSPeenuKsK+vj6cIAQAAapFwwnEa/Swyfaqtra3092B5bSZtJgAAAJRHOOE4GD8BAAAgBYy2IhghQvEzE1PNxYujXn/UDag5g0fdAAyuewMwuO4NwOCRN6COCcXPzGgfVTV3GtScwaNuAAbXvQEYXPcGYDACK0FC8TMz2kdVzZ0GNWfwqBuAwXVvAAbXvQEYjMBKkFD8zIz2UVVzp0HNGTzqBmBw3RuAwXVvAAYjsBIkFD8zIQ3qMEEHVgkdWD30YZXQgVVCB1ZPOH0Yip+ZkAZ1mKADq4QOrB76sErowCqhA6snnD4Mxc9MSIM6TNCBVUIHVg99WCV0YJXQgdUTTh+G4mcmpEEdJujAKqEDq4c+rBI6sErowOoJpw9D8TMT0qAOE3RgldCB1UMfVgkdWCV0YPWE04eh+AkAAAAwYiCwAAAAABIGgQUAAACQMAgsAAAAgIRBYAEAAAAkDAILAAAAIGEQWAAAAAAJU8MCa0yO6MqzZ8/edtttjY2NV1555erVqwtt297ePjZLW1tbKevrkoo7cPfu3fPmzVOdcePGrVixoq+vz31EB5Z4BFrNqVOnepsH1YFVHkicxdV0IGdxJolO4Cwu0od5r5Ae9X0W17DAMrzBW7Zs2R133DEwMNDf3//Nb37z8ccfj2+ycePGuXPnnsnS0tKiYvH19U0FHbhgwYKdO3cODg6qzj333KOzy9bTgZnSOtC477771q1bF908tA6s5kDiLM5U14GcxZkkOoGzuFAfOooIrLo/i+tNYElHa5htWQvRwXY1NXLd3d22rIXm5ubi6+ubCjowis6rhoYGW6YDMyV3YE9Pz7Rp0y5duhRdGWYHGiUeSJzFhSi3AyvYtr6poAM5iz2ifeiIH3LhnMX1LLAGBgaampriNbVSx4Eta8HVKbS+vqmgA6N0dXU5DUEHZkruwIULF27dutVbGWYHGiUeSJzFhSi3AyvYtr6poAM5iz2ifegoIrDq/iyuN4G1dOnSb37zm/1ZtBBX0/FNXJ1C6+ubCjrQcfDgwWuuuebEiRN5m6IDC3Xgnj17rr/++vjmYXZgpqIDibM4SjVnImdxpqJO4Cz28PrQUeQWYd2fxfUmsM6ePbtkyZLGxsaJEydu2LBh/Pjx8U3qXjWXRQUdaOj6Mn369AMHDrg1dGCmtA6cNWvW/v3745uH2YGVHUicxY5qzkTO4kylncBZHCXeh44iAqvuz+J6E1hRNm3atGzZsvh67/6uisXX1zcVdKDo6OiYMmXKW2+9FV1JB3oU6sAxMWx9gB1Y8YHEWWxUcyZyFmeq6ATOYkfePnQUuULW/VlcbwJr1apVfX190rxdXV0S1EePHo3XtCcUVC3vkwvx9fVNBR24YcOGyZMnHzlyxGuKDsyU1oGFNg+tAys4kDiLo1TTgZzFmeo6MApncbwPHUXmYNX9WVzDAivvt4dNmzZNnDixsbHxhhtuOHjwoFffLbe1teV9x0ah9XVJxR1Y6Ktbhg4s+QgstDLkDizlQOIsjlJNB3IWZ6o+AgutDKcDM0X7sMh6t1zfZ3ENCywAAACAdILAAgAAAEgYBBYAAABAwiCwAAAAABKmVgVWuT/SWeUPUhZqttAkvtKtLXHvAAAAUEPUalwv90c6q/lByiLNliiMqtw7AAAA1Bb1ENfL/aXSEn+QMkqhZisQRhXsHQAAAGqLeojr5f5SaYk/SBmlULPaavz48RJMM2bMWLNmTbnWlrh3AAAAqC1qPq6X+yOdFfwgZSnN9vT0zJ8/v7W1tSxrS9w7AAAA1Ba1HdfL/ZHO0n+Q0pt7Xkpi7Ny5c2PHjs27ebl7BwAAgJqmhuN6uT/SWfEPUhZv1hEVWCVaW+LeAQAAoLao1bhe7o90VvCDlKU0u3z5cvs1397e3sWLF69cubIsa0vcOwAAANQWtRrXy/2Rzgp+kNIjb7MdHR2zZs3SVpMmTWptbe3v7y/X2hL3DgAAADUEER0AAAAgYRBYAAAAAAmDwAIAAABIGAQWAAAAQMIgsAAAAAASBoEFAAAAkDAILAAAAICEQWABAAAAJAwCCwAAACBhEFgAAAAACYPAAgAAAEgYBBYAAABAwiCwAAAAABIGgQUAAACQMAgsAAAAgIRBYAEAAAAkDAILAAAAIGEQWAAAAAAJg8ACAAAASBgEFgAAAEDCILAAAAAAEgaBBQAAAJAwCCwAAACAhEFgAQAAACQMAgsAAAAgYRBYAAAAAAnz/wGI8FzPpnh9CQAAAABJRU5ErkJggg==)
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