Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Anatoly_Gusev_121703_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 13 1997 |
Start Time | | 1997/02/13 4:30 |
End Time | | 1997/02/13 5:54 |
Key Words | | Substorm |
Model | | BATSRUS |
Model Version | | v7.42 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -25.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Anatoly_Gusev_121703_1 |
Minimum Dst Value | | -16 |
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.
Satellite data B plot for GOES-9 for time period of this run.
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Pme3Kysrgb2BpI/jz70nlAAAADpVOgjVv3rzTTjvNbJeVlbW0tJjt5ubmTCaTXt5VsT9MDgAADqqwaF80SqSfy5cvHz16dPC3RwYOHNjR0WG2tRH85fak8ljMDwAA3PIngJZCP5999tmRI0f+8Y9/DEp64QlWAe0FAMBT/gTQou/n3LlzjznmmJdeeilc2NOfwfJnfgAA4JA/AbS4+3nPPfeMHDly5cqVVvns2bNjf1owqTzbxVPuz/wAABSpl19++atf/eqwYcN6+CNV/yeTyXzyk5/8z//8z/RW+RNAi7uf0RO8Y8eObO73XVVXV2dyampqwr8HK7Y8S4IFACgtJ5544t13371t27beOZwONG/evE984hPPPPNMym7+BFBf+umWP/MDAFCkFKr27t3bywd94403Ro0albKDPwHUl34WznpU1tfNAQAgTV+FqvTj+hNAfemnW/7MDwBAkSLB6lu+9NMtf+YHAKBIkWD1LV/66ZY/8wMAUKRIsPqWL/10y5/5AQAoUoWHquBjx4ccckhFRcWUKVOampoKPK4/AdSXfrrlz/wAABQpJwmW2di/f//GjRtvvfXWCRMmFHhcfwKoL/0sHD9FCAAoIimhqnXZsu2NjV2tYfv27Ycffrg2rr/++jlz5gTlDzzwgEryOe5Bv1tKfOmnW/7MDwBAkUoKVZsWL54/frz+HTTHCj/B2rx5c01NzcSJE/Vle3v7Zz7zmUceeSSb+4N12u7o6DjocfP5binxpZ9u+TM/AABFKilUNS1YYBKslhdfPGgNYeXl5StWrDDfevvtt0ePHl1bW6v/tZ3PcfP5binxpZ9u+TM/AABFKilUde7bpxxr0+LFXaqhubl5+vTpkyZNCkq++c1vaoe77747z+Pm891S4ks/3fJnfgAAipTDD7kbbW1t5jNY8sorr4wYMeLxxx//6Ec/+sYbb+R/XH8CqC/9dMuf+QEAKFJuE6zW1tbbbrvt1FNP1fbOnTvHjh373HPPafsXv/jFKaec8t577+V5XH8CqC/9LBw/RQgAKCIOfw+WDB06dPLkyWvWrFH55Zdffv/99we7zZw586qrrsrzuP4EUF/66ZY/8wMAUKT4Te59y5d+uuXP/AAAFCkSrL7lSz/d8md+AACKFAlW3/Kln275Mz8AAEWKBKtv+dJPt/yZHwCAIkWC1bd86Wfh+ClCAEARIcHqW7700y1/5gcAoEiRYPWtou9n7COlpKdNnZ2d06ZNy2Qy5eXltbW1+rLbBy2o0QAA9DASrL5VIv2MJlixu9XV1Y0bN25tjjbq6+udHA4AgP7G4S8aPeSQQyoqKqZMmdLU1FTgcf0JoCXSzzwTrMrKyoULF5ptbVRVVTk5HAAA/Y3DP5Wzf//+jRs33nrrrRMmTCjwuP4E0BLpZzTBGjZs2JAhQ0466aRZs2bt27fPlJeVlbW0tJjt5ubmTCbj5HAAAPQ3KaGqtXXZ9u2NXa1h+/bt5o89f/rTn3744YeD8g0bNgwfPlzfPehxD/rdUlIi/Yw9YXv27Fm6dGlVVdXUqVNNycCBAzs6Osy2NgYNGpReZwrnXQAAwKGkULVp0+L588fr30FzrPATrM2bN9fU1EycOFFf/vKXv/zYxz6mQvPda6655q677jrocfP5bikpkX6mnDBl1sGTKp5gAQA8kRSqmpoWmASrpeXFg9YQVl5evmLFCvOtv/3bv33ooYe0sXr16hEjRuzateugx83nu6WkRPqZcsKampoqKirMNp/BAgB4IilUdXbuU461adPiLtXQ3Nw8ffr0SZMmmS/nzZt3wgkn7Nu37+KLL7733nvzOW4+3y0lJdJP64RNmTKloaGhvb29sbHxzDPPvOmmm0z57Nmzk36KsEun3J/5AQAoUg4/5G60tbWZz2Blc7/2aOzYsdXV1aNGjVK0zf+4/gTQou9n7EejHn300ZNPPnnw4MFjxoxRxr17925Trgmh2ZDJqampCf8eLBIsAEApcZtgtba23nbbbaeeempQMnfuXO3wX//1X106rj8B1Jd+uuXP/AAAFCmHvwdLhg4dOnny5DVr1gTffeyxx44//vi9e/d26bj+BFBf+lk4fooQAFBEejpUff7zn//Zz37W1eP6E0B96adb/swPAECR6rlQtX///h/+8Idjx44NflND/sf1J4D60k+3/JkfAIAi1XOhSjWPGjVq6dKl3TiuPwHUl3665c/8AAAUqb4KVSRYhi/9dMuf+QEAKFIkWH3Ll3665c/8AAAUKRKsvuVLP93yZ34AAIoUCVbf8qWfhePXNAAAiggJVt/ypZ9u+TM/AABFyuEvGj3kkEMqKiqmTJnS1NRU4HH9CaC+9NMtf+YHAKBIOfxTOfv379+4ceOtt946YcKEAo/rTwD1pZ9u+TM/AABFKiVULWtd1ri9sas1bN++PfhjzykfmyHBMnzpp1v+zA8AQJFKClWLNy0eP3+8/h00xwo/wdq8eXNNTc3EiROtfe6///7zzz8/n+Pm891S4ks/3fJnfgAAilRSqFrQtMAkWC+2vHjQGsLKy8tXrFgR3uFXv/rVKaec0tbWls9x8/luKfGln4XjpwgBAEUkKVTt69ynHGvxpsVdqqG5uXn69OmTJk0KSv70pz8df/zx69evz/O4+Xy3lPjST7f8mR8AgCLl8EPuRltbW/AZrC1btpxwwglLlizp6nH9CaC+9NMtf+YHAKBIuU2wWltbb7vttlNPPdV8qY0f//jH3TiuPwHUl3665c/8AAAUKYe/B0uGDh06efLkNWvWRL/FTxHG8qWfbvkzPwAARYrf5N63fOmnW/7MDwBAkSLB6lu+9LNw/BQhAKCIkGD1LV/66ZY/8wMAUKRIsPpW0fcz9pFSZ2fntGnTMplMeXl5bW2tvkwv78ZBC203AAA9qU9CVUtLy4c//OGUHfwJoCXST+uE1dXVjRs3bm2ONurr69PLCzwcAAD9jRKdlStX9vJBp06d+nd/93cpO/gTQEukn9YJq6ysXLhwodnWRlVVVXp5gYcDAKC/ufLKKy+99NIdO3b0zuG2bdv2rW99a9iwYQ0NDSm7+RNAS6Sf1gkrKytraWkx283NzZlMJr28wMMBANDfKN6ddtppA3rLoYceOmHChJdffjm9Vf4E0BLpp3XCBg4c2NHRYba1MWjQoPTypDpT9EAnAAAocf4E0BLp5wCeYAEA0O/5E0BLpJ8D+AwWAAD9nj8BtET6aZ2w2bNnx/60YFJ5tIYuHQ4AAOTDnwBa9P2M/WhUZ2dndXV1Jqempib8e7Biy7MkWAAA9Dx/Aqgv/XTLn/kBAIBD/gRQX/pZOH6KEACAAvkTQH3pp1v+zA8AABzyJ4D60k+3/JkfAAA45E8A9aWfbgXzY92OdTNXzHyh+YXwd9v3t89dO/exdY/t69wXLm94p2HO6jnb2reFC/WlCl/Z+op1iAVNCx5f/7hVQ9POJhW27mm1Dvf0xqfXtK2xamjc3qiGWTW0dbQt3rT4vb3vWTurAVt2b7EKdSBVko1QoVWtbNq1yeqaaZvKozXEFqpV2j9aQ7RrsurdVdGd1QWdkWi1L7a8aDVYXy7ZsiTaDJ2j5zY/Z+2sA6mG6OF0OqIjqd2sExQ0I1oIoDTkf4FreYldAAun5T32cLFtiy1c1ros2jaVaAGM7hwbCGKXcetwJFhIE8yP65+/fvz88Wf88ozwlFJupEL9UyoTftXERRNVOH3Z9HDh7ctvV+GEJyeE559iv6lBVYV3Pv9X56vwlhdvCRfet/I+U0M4v1GeYWpQQhbe+YrfXqHCG1+4MVyoXFCFlQsqw5mBalOdKtd3wzur/dEalMmZNoSzNI3JBb++IFqDafC1v782XKiESeOjkbQypIuevUg76yXhwrrX61SoysOXt/IwdUHl1lpgarCG3dSgBoeXJNUQO2jmLFvDrqTWnPpwDTqJ5z59rpqh71qHU+H3Gr4XLtTh1Larl1xtrXRqqrpm9UJzSTurnnChzpdaVftSrbWwKr+/+Q83W8mxRlg1W13TOVKdsxpnWTVondWdg3UuNCV0IqxZLYveWvTTN39q9UIpu/qrhNU6nBoQXay1m6a6tS7rcKo5mq2q5mgarfZH71JUoS4lq2uaM8qhVR6tIZqIm7ZFQ5FaFRsjYyNcbKFpXp6FGopoeeygZXMdjNaQFPZiC5MaHCvpcLF75n84rSSxwTt6H5jNXUpWiQ70xIYnojNNJVqOrObpS00JqxmaY5c+d6muI6vNqnbGqzOss6/5rwtcV2K4UO3XOhC9Xswi/OCaB8OF2lOLibVMqWGqU22wroK7XrtLq6W1rupAWtDU5vC4aeZoRVK5rujwzro21WBrXY0NBNo266r6GN7ZBAK1LVyoa1DHOvups8M1qD1a5VQerIokWEgTzA9NU00yzenwd022oX9WhNNEV6EVZRXGVKhvhS9jvdDUYIUBk69UL60OFyo6mlwhPKeDGqyL0GQbusLDhfWr6s3O4bgVpGjWRajOmgaHC3XtmZ3DK5qWQlP47Ve+Hd5ZqZVpcLjLirtmZys1MUme1WVzbVvpUZCVagUM76yrXYVKksKFZtitpUQpSOygmWG/+DcXhwtNmmid5aAG1R/e2Qy7WhIuDIZdi3tQ2LSzyRRaS61WKNPg8KCZBTGaiJsF0Vr7NIamhnAirkPH5pRm0KwkWMu6qSEcXRTmTQ3W+mtuBqxBm7N6TnSmqTbTYH03vLOS+GgNJq+1atCYKDhFazB3L19c/MVwoeKQqcF68GwabF2e5izrW9FUXv+soKVYqJ11WsOFyhE1UTUBwjVo3qpEg2wloLqWtbNVg86RjqUrLjzbdXGZQbPitL5U6LWuWRP2VIMVp62wZ5hzZE0eTUs1WOfCqkFdVg3qY7hQF6AKrXswNVjDqDZYyZAZNOvEqQb1TtddeLbr0Oqayq0Tp3sM1aBzbY1D7EwzhdYIq7PRVTGYq+HLM1jTrMOZy9Na04K5ajXYnDhrTTO90L/w5amBNYW6ZYrWYDVYy2y0y1qQY7tsLnCNcLgwWJHC5yhYkay7u9hAEAxauMvBsAdrGgkWbEk/RaglMnpbpgkavcnWAqEkIPpeleZi9DZdNUTfntPlrVBq3WmZpwLWSp3NJRzRG1y1SoHQuv1ShbowrHU2mwtFuuSsw6lVCrTW0wItCooN1lqfzS2Uuuytw6kGrarWjZ2OomoV3qwGazeV6yIPF+pL7Rle+LK5kdQypDZYNWhktDRYNehwyk6sAJnNJcfRQVPapN5ZgUGnTFmUtfBlc7mmumzdZ6sXWoKtNEjnQhFLccg6nNZuLXxW2zSSyiGs8K9OKWhpZ+twyia1BFtt05fRmwG1QVFBO1sn1KyeulMPF5qgpWaEHwAEq6c1f0zQstJE0wYdLtzgpFzBJOKK6+HCIKcMNziowWqwaYNiSXiEg5zSerxhUnmrwbGpfFJWamrQiQ4XBmEvPAODsGcFrdiwZ+6grFQ+adBMKq9EJFyYHvasXCH2/icYdiuXMoVWNhabKwTZhnX3kv+g6YowhVY2Zm5crXlibvmsmZb0MMakR9awxz5gTnoqrxOqi84qDG75rGtZ64DmlVYVqwatBlZmrAbrcLrGrWii9usKtRZAVajFxJpRWhW1TOlwVohRG3SirUVYPdUValWbza2KKrce+yUFAk0nHdEKc2qV2hZ0mQQLafyZH+jntJDFvkcT+7ZL7IfDtGe0XIEk9uN3Wk+jn7RTqI7m92qVFUKy/387Eft5Qa31VqKpViliWZmxVnkVRm8GFMwUnKxEUw3THUK0I9rZeqiQzcVvhQHrZkBfqlrrQbJ6obRGNVsNVtBSqmFFU4XG6qXV1vMD1aAcQjtbh1MafcVvr7B6p04paFlZRTY3aEp3rDaoRHHayvxSwp7SAus06RQrQ7JuBnQutKcabJ199UsNtrqsyaBoamV+OnEK8xoKa7Kpy9rZSnY1LNo5eveiQdA9htUGHV29s9pg3giOzjSdjugnU3U4tTZ6SxxLA57nntlc2hR957qrYi/wouZPAPWln275Mz8AAHDInwDqSz/d8md+AADgkD8B1Jd+uuXP/AAAwCF/Aqgv/XTLn/kBAIBD/gRQX/pZOP4WIQAABfIngPrST7f8mR8AADjkTwD1pZ9u+TM/AABwyJ8A6ks/3fJnfgAA4JA/AdSXfrrlz/wAAMAhfwJoH/SzBAa3BLoAAEDv8yeAkmDli58iBACgQP4EUBKs7iiBLgAA0Pv8CaB9k2Al6aFDBOWdnZ3Tpk3LZDLl5eW1tbX6stv1O2opAAAe8SeAluYTrKRD1NXVjRs3bm2ONurr62N363b9AAAghT8B1K8Eq7KycuHChWZbG1VVVW7rBwAAKfwJoCWbYA0bNmzIkCEnnXTSrFmz9u3bZ8rLyspaWlrMdnNzcyaT6Xb9bhoKAIBP/AmgpdzPPXv2LF26tKqqaurUqaZk4MCBHR0dZlsbgwYNSnl5ymfF/JkfAAA45E8A7bN+NjQ0KPU5/PDDezpr2bBhQ/CkiidYAAD0IX8CaJ/189RTT73jjjt27drV0wdqamqqqKgw23wGCwCAPuRPAO2zfh522GE7d+7socqnTJnS0NDQ3t7e2Nh45pln3nTTTaZ89uzZST9F2KVT7s/8AADAIX8CaJ/187jjjlu3bl0PVf7oo4+efPLJgwcPHjNmzPTp03fv3m3KOzs7q6urMzk1NTXh34NFggUAQE/zJ4D2WT9/8IMfXHjhhZs3b+6rBhTCn/kBAIBD/gTQPutn0f1oXhE1FQCA/smfAOpLP93yZ34AAOCQPwHUl3665c/8AADAIX8CqC/9dMuf+QEAgEP+BFBf+umWP/MDAACH/AmgvvTTLX/mBwAADvkTQH3pZ+H4KUIAAArkTwD1pZ9u+TM/AABwyJ8A6ks/3fJnfgAA4JA/AdSXfrrlz/wAAMAhfwKoL/10y5/5AQCAQ/4EUF/66ZY/8wMAAIf8CaC+9LNw/BQhAAAF8ieA+tJPt/yZHwAAOORPAPWln275Mz8AAHDInwDqSz/d8md+AADgkD8B1Jd+uuXP/AAAwCF/Aqgv/XTLn/kBAIBD/gRQX/pZOH6KEACAAvkTQH3pp1v+zA8AABzyJ4D60k+js7Nz2rRpmUymvLy8trZWX3avHn/mBwAADvkTQH3pp1FXVzdu3Li1Odqor6/vXj3+zA8AABzyJ4D60k+jsrJy4cKFZlsbVVVV3avHn/kBAIBD/gRQX/pplJWVtbS0mO3m5uZMJtO9evyZHwAAOORPAPWln8bAgQM7OjrMtjYGDRqUsvOAVL3SXgAASoo/AdSXfho8wQIAoA/5E0B96afBZ7AAAOhD/gRQX/ppzJ49O+mnCLt0yv2ZHwAAOORPAPWln0ZnZ2d1dXUmp6amJvx7sEiwAADoaf4EUF/66ZY/8wMAAIf8CaC+9LNw/BQhAAAF8ieA+tJPt/yZHwAAOORPAPWln275Mz8AoLR1du7buvWV/fvb+7ohvvAngPrST7f8mR9IoXU5trC9fVu0/N13V0X337Onde/e96xCLfS7dm2K1rBjx7poDR0dbdEaTM15FurlsQ2OLdThooVqVWwbYiNWlwYttlrtGa1ZNcQOWlvbmjwHLakGDXv0cGrD7t1brELtpjgdrba5+YVozTt3NkV3VsM2bVocHeTW1mXRw6nOlpYXo23YsmVJtAYVbt/eaBVqcN56a5HVOx1ozZoHrZ21z5tv/nTt2rnWYKphq1bVW71T11577S51JFyoF77+el1j4yxr5LXbSy/VWkOhi2Xp0mrVbLVh2bLpzz9/veoPl69b99jixV/csOGJcOE77zT8+tcX/OEPN4cbrG1V+5vfXKzvhndWtfPnj//9768NF6pTL7xwo75ljY9qePrpc3VOw4X6csmSqzU+4UJdbi++eIv2t06HmqpCa4S1s8ZH4xkuDAbNqkHjs3r1HGtKaB8NhVVDNjeBo4U69apB3woX6tSoC5s3P2ftrBLtbLVBdWpwrHHQPmqtpopVw8qV9+nEBV32J4D60k+3wvMjuvBlc1dLNGDoarGWBkNXS3QF19TXNWAVavpqQltrnL7U6hmtWbPZmv2mtbq8rUCro2udtRYd0fK9fv3j1oKodUfXT+yVuXHj01YNapgWCOtweu2KFTOt2KA26CLUkmoNhVqry1hDZHVNS6e1nOmFr7zybS3W1shrN6191qqhCnXBay0IF2okX311hmq2Aob6+6tfna/FK1yo9eWpp87+7W+vCDdY29pzwYJK63BmBVfN4UKdHe25aNHE8BRSDQoM2tk6nJqqQnXE6sWTT05QDdbp0G7a2RofVajDWTVo2ujlqsRa7tVU1aBzFy7UJNGeik/hGag5qS6rEmsR1ynW4awatM8vf3nGc89dag2auqyarUHTa9UGnZFwoaaN9lQl4Uml9phB03QN79zQ8D0V6nDhwqRB06nUzsotwoWakCpU/A53WS9UDeqdlRboQNEGmxq0fzg+adhVqH8a0mgbFNfDhTpxKtThwl3WtuqMnmVFdBWqnnBhU9MCc7jwkqL2mBqsq8DUoLkdPkdBDdY50jCqUNM7XGhmu9VlvdDUYJ0jU4OV3OhCNjuHlzVdL6bQmlRqqjlH4UJNP7NzeFnTJDeFmhjhnc2waxqHC5VSmJ3Dq2hw4rTOhHdW+805Cg+aehp7lrVbdDVYvvx2M2jh9TZp0JThRWswXbbmSdBgncHwzhqu6Dwxc9WaJ0EN1rCb2a6WhAu1VJqdw8u7llNTqD6aEhIspAnmh5mRCtXh7+qS1nWif1aG9OyzF2ln67bMRBGFh/AKHiwEVoZkarCWM1ODtZwpBpgarBs7RcdonA6uinBiEVwVVoNN8LaWMxMD9C8ccpQ3mKVEt7PhnTVcKlSMDC9GaqepwbrxNTVo0Q8X6v7PLCXhXEqrmKnBSk1MFLGWktgVXItCbJfVVHOOwoWxK7iCtynUd8M7xy5GiuXRs6xBM4VqYXTQFI1iB81KbWNX8NhB02inDJo1T9LDnjVoJuwlDVp4niQNmpntqid20GJX8HwGLQh7sYOmUQoXKo6aQQtfXMGgWWHPdNlaDWLDnuaMqcG61zddTgp74YwwKeyZXMEa9qDL4TRa0yA2wTLpkVWDMuNoDdn/j/RWvtKlrFTZpHbWzVW4MDaVV+ahEh3RuhXUCOgKtUZS7dRgRp9gqUSJlFWDFmqdJqtQNehYqsR6cqM5pq5ZtxNKc9XgIIEwdI50LI2kdRNusjErMzZ3UDpiPoMWGwhiU/mkmWaWcWuJiE3lg3liLRFmNbBWZrMaaH/rHlVdVmGwtpNgwRb7U4TmUtHUyWcFN9PUWsFj7/aCoGWlR2Y5s25wzZVpXRVBimZdFfknWKrNhBzryjTPNqynAuppNAZoTExqonvB8M7Kt6I1aCHQ4fTPykpjnyvEPozRKqbxUZCzHne9+uoMDa+1nOnWUHFXNVgPY7Qaqs3WUqujq1qrBvVUZ9+K6NncMqdzaq0vOh3qtfXQTiuXIpP2tx5J6qSrzVYN6pSOZT0/UINVrSqJPvZTZmDFQn2puWfNB71Q80c1WFFEJ1Q7R9+40XpqJVJqvNqgna0G645Z5866BDRoyj+sZzzZXIzUoFlPYbdsWaIRtu7+NWh6ueKxNWi66DQ+Vg2aS9pZ9YQL1VP1VwHVGjQ1OPqsNOndLg2C2mA93FXQVbXWgzEdTjMn+l6eRkZXllWDDqdCayRVg2Zg9I0b9Su2Bl1u1kWkBqt31jhkcydUU8WqQcOiY0UfwKtf0Tc61TZ1LfombOxTedUZ+yZ17JsAsW9GZxPeYu4hXTpW/m+IZ+PerNeeGsnosGscojtrN50j64jmrYzoOdJM0wy0zrK+1M7RNqsN0Rp0gqJvMmZzUyJaqJfHvt0fPhYJFtIE80MRSJHMigHmfWitv9b01W6KAdEVXMu9tXrqUlHA0FVh1aDAr1AUXX8VNaOf59D1o9Uz+gGL/N8i1PWjSqw1Qldm7MdE9PLo9aYrLdows3P02lbb8l9/Y69hNTV2mcu/MKUcAFA4Eiyk8Wd+AEDJ69wX97MXcYXS0WbfXu5pbV332GNta+xPzW5vbHx31Sqr8K1Fi1759retnVXn2rlzrZ3VAFX75k9/ur/9gLu+lhdfbPje96wa2rdtW3nffZsWH/C0VS98/vrrn73oImtnNaxx1iyrcMe6dX+4+eYVMw94p142Pv3063V1Vq+bX3hBO+tbVhvUsNVz5hxYQVZdWzZ9uuo3X/oTQH3pp1v+zA8AJWDve+/ln0PsbGqKliuHUPiMFm5ZssTaWZF4wxNPRLMNxX7FY2vnra+8orQgCL3G7i1bFOabFhzwuWy98LW77lpaXb1r04FvRi9Y8Ptrr7UivbqgPaO5wqszZmhnq21rHnxw0cSJSjjChUpBnj73XKUm4cRCbXju0ksXVFZabdOx5o8fr/3DvVMKokL9e6fhgDcHnpwwQYV6SbhQKZcK1QydqWgNGs/wzr884wwVqiPhQg2OCtW28PgENayqP+Cd/V9fcIEKf3PxxeFCjUC0wTo1plCnKbyzRkaFT5194EckH3zQ7KzjBoVqjylcfvvtpsSfAOpLP93yZ34Abln34obCUvSpQDYXv6OFir6xjxBal9kfE1G1KgxHLEOxMxr+Va2CtNU8vfatRYus8C/vrlplRc1sLqivf/xxq82qUDVED6e8RFHTOpyqjT5XUMN09/96Xd2BFbwfDl+85RYdNFyoOhd/8Ytv/vSAz02qqYrcCv9WhvT89dcrVFvPPEyUtYK3alDkVmZgtU11aueG7x3wIXclMSpUzbG5gpUJKUKrUC0JF5pcQf/yyRVMDcoYor3QPyVwQaHOuym0GmxyBTU4XLh6zpx8cgXjpdpaFf7q/PPDCZZ6anbWuY4ezuqFmmTylfCU0HyItkF+e8UVKtQohQtNcmMNe9ITLBVqZ82fcKGOonmi+RNug+aMCrWz5nZ4ZzPCygutGsw80aQNCjUmqlPlQQ3+BFBf+umWP/MDKbqUK0SDtCj8R0OvVlXdH1tpgVZ2hVgrqOtAWuZ0Z2m1RAuZlk6Fk3ChvvzDzTevnXvg77Zob9cyrfhthV7FaS3BLS8e8NFstVa379aSqhqWXH21wpv17oZaq7XeivSqUIVa7sMN1rbWXy3KVhxaMXOmVnC1LVwYu4KrBnNPb703YSK9DmfVEPtcweQKVtAykV6VhxscxGmrwYqv0aCls6NCNTg8wkEN6x474GcOYp8rmHGwGpyUK2gk88wVlJmZQmuETehVTA13WTPK7GxlYyb0WjXEDpoaH1uDOhuN05ql0WxDs10jrCNambRGQFPCSkBjcwUzV1WtNbGVAWtiWwmErrgXbrxRXbMuLiVGS6urrdmuq1XXbHhOZnNLgepUufXQTl9aabFpmxIy6+FcNneaokuEdraubkODHH3KGEs1aBijzymjdyPZ3N1L7OFiF7rY+x8dKDw4/gRQX/pZuJL5W4SxaYEuy+jFpj2jF3w2t7hHd9a1Hc0htDRo8bKOqCtNK751xWofrVy6CbNq1lKrZc7aWXelusO2oqmWBt1HKoewHiGoTi3im5874McI1FrdBSoAW21QDarZWv5Ug1Z2KzUxuYLWZWsFV4xUNLUOZ57/q23hwuAGN7yA6kSYdxCsNyz02mjICcKeBjm8s+JN9HDmXQx9K7wEB22wIr1pg4YoXKi7drNz+EQryTCFVoSLfa4QmysEt+nWGzr5vwehM266bKVHZtCsSK+xMjVY58ikaFaukP4wxnqfyKRH1ls/5kbfSrCCt12st35inytohPVyzUDryYTGR+XWsw2dR42YdS40PprYSkSsi0sDroTDSjR1OnSircHR4ZQp6gq1rmW9VpehFdSTHvtpZyuzMTurMLqe6KKIBnvtFpsBxK5psXtmkz9ZhV5T1AG0S3zpp1vB/NAiogU0/BQ6m5wraDnW8m3d+ih1UAJh3ehradAyHc0VtJbpnsx6xq4bEa3sWkCtGhQdo88VzN2e9W567AqubRMjrcOpC9FH+kGcDq+quo+JzRUUP6K5giJN7A1uSq6gf+FbpSBwWpmQqSGfXCEInFZ8MqG3kFxBedj83Ec0woWKhdEakgbNpGjWwxi9UDvrnxXMdHbUa2sclI2p0HrrRwm0WqUOWvNEZ1k7Wymsxkc7W+dCJ1El6qB1n63eKa+1Egi1U22z0qBs7jGPzqmV1yruaqpYkV6xXGOri8uqQXNYF511vahC1Wxdnua5ghpmXZ4aAY2YlSskfZxIk02VWDXozkHXuHX7rvFRDdEHADpcNNvQziqMpgux9z/Z5BwC6M9IsJAmmB/KjaK3yOm5gnV7arIN/Yt9rmDFyPyfKyTlCumfVwhHegUVU2hF+thcwTzSn3/gJx6ChzFWtmFSNKsNeqHGR/+sSG9yBevpvUZYNWvww4UKrqpTaaKVbSinXDRxolWDxkdDYeUKClfqnbpmtSH2CZbJFaxnYNmEXEG902myHjaY0GtNkmxu5BWnrSir+KrQG332rkGOfVAf+05BbKEO1KUHAABQCBIspAnmR+yHPJJyBfPJROvmWyFWe1oPhJQrLP7iF6O5gjIVJXPWU4HWZcu0s/XWhkKmUrclV19t3XzH/sRN0qdolVKog9YHC3QvrpTFeiqgYKydrWqzudt0ZTbRe/otS5ZEg/2uTZusYxmxCQTP/wGgGJFgIU0wP8yPKUUfAMTmCtYH/QLkCgAAT5BgIY0/8wMAAIf8CaC+9NMtf+YHAAAO+RNAfeln4Urm1zQAANBX/AmgvvTTLX/mBwAADvkTQEuzn0lPmzo7O6dNm5bJZMrLy2tra/Vlt+t31FIAADziTwAtzX4mnb+6urpx48atzdFG/YF/Darw+gEAQAp/Amhp9jPp/FVWVi5cuNBsa6Oqqspt/QAAIIU/AbQ0+6nzN2zYsCFDhpx00kmzZs3a9/+/UKqsrKylpcVsNzc3ZzKZbtfvpqEAAPjEnwBayv3cs2fP0qVLq6qqpk6dakoGDhzY0dFhtrUxaNCglJcPSNXjrQcAoOT4E0BLpJ8pec+GDRuCJ1U8wQIAoA/5E0BLv59NTU0VFRVmm89gAQDQh/wJoKXZzylTpjQ0NLS3tzc2Np555pk33XSTKZ89e3bSTxF26ZT7Mz8AAHDInwBamv189NFHTz755MGDB48ZM2b69Om7d+825Z2dndXV1Zmcmpqa8O/BIsECAKCn+RNAfemnW/7MDwAAHPIngPrSz8LxU4QAABTInwDqSz/d8md+AADgkD8B1Jd+uuXP/AAAwCF/Aqgv/XTLn/kBAIBD/gRQX/rplj/zAwAAh/wJoL700y1/5gcAAA75E0B96Wfh+ClCAAAK5E8A9aWfbvkzPwAAcMifAOpLP93yZ34AAOCQPwHUl3665c/8AADAIX8CqC/9dMuf+QEAgEP+BFBf+umWP/MDAACH/AmgvvSzcPwUIQAABfIngPrST7f8mR8AADjkTwD1pZ9u+TM/AABwyJ8A6ks/3fJnfgAA4JA/AdSXfrrlz/wAAMAhfwKoL/10y5/5AQCAQ/4EUF/6WTh+ihAAgAL5E0B96adb/swPAAAc8ieAFn0/Yx8pdXZ2Tps2LZPJlJeX19bW6sv08m4ctNB2AwDgH38CaIn00zphdXV148aNW5ujjfr6+vTyAg8HAADy4U8ALZF+WiessrJy4cKFZlsbVVVV6eUFHg4AAOTDnwBaIv20TlhZWVlLS4vZbm5uzmQy6eUFHg4AAOTDnwBaIv20TtjAgQM7OjrMtjYGDRqUXp5UZ4oe6AQAACXOnwBaZP1Mym96/wkWAADohu5F3qJTIv0c0LufwYoesauFHtbQy4crjRp6+XClUUMvH640aujlw5VGDb18uNKoIaW89JRIP60TNnv27NifFkwqj9bQ1SN2tdDDGnr5cKVRQy8frjRq6OXDlUYNvXy40qihlw9XGjWklJeeou/ngAOZws7Ozurq6kxOTU1N+PdgxZZnSbB6voZePlxp1NDLhyuNGnr5cKVRQy8frjRq6OXDlUYNKeWlx5d+Oldcc7o/1NDLhyuNGnr5cKVRQy8frjRq6OXDlUYNvXy40qghpbz0+NJP5/yZIj2NkXSFkXSIwXSFkXSFkSw6nLBuYq67wki6wkg6xGC6wki6wkgWHU5YNzHXXWEkXWEkHWIwXWEkXWEkiw4nrJuY664wkq4wkg4xmK4wkq4wkkWHE9ZNzHVXGElXGEmHGExXGElXGMmiwwkDAABwjAQLAADAMRIsAAAAx0iwAAAAHCPBAgAAcIwECwAAwDESLAAAAMdIsN7X2dk5bdq0TCZTXl5eW1urL8PfbWlpOfbYY5N+B8mTTz75mc98ZvDgwcOHD7/iiivefvvtfOosVYWMZNI+Aw7UU03vZ5JGMp/RSHqtn3MyW9hghneLLWRaZvMbDZbKsALnZJalshhwDt5XV1c3bty4tTnaqK+vD3/3hhtu+M53vpM0X08//fTHH39827ZtbW1td9xxx6RJk/Kps1QVMpJJ+/i5UiSNZD6jkfRaP+dktrDBDEQTLJdNLBKFjCRLZVjhc5Klsv/jfLyvsrJy4cKFZlsbVVVVwbcaGxvHjBmze/fufJbXHTt2DBky5KB1lrACRzJ2Hz9XjaSRTH/Qkv5aP+dktrDBTCphWnZ7JLMslQWPJEtlUeB8vK+srKylpcVsNzc3ZzKZ4Fuf+9znHnrooWwey+vOnTvvvPPO884776B1lrACRzJ2H20PGzZMy/FJJ500a9asffv29WgX+omkkUwZjWDQkl7r55zMFjaYSSVMy26PJEtltuCRZKksCiRY7xs4cGBHR4fZ1sagQYPM9tNPPz1+/Hjz7nj6zYF5z/uoo45644030ussbYWMZPo+e/bsWbp0qe7zpk6d2lOt70/S50/6aCS91s85mS1sMAOx85ZpGf5uPqPBUmkUMpIslcWCBOt9STcTY8eO/d3vfme2D/r09d1337399ts//elPp9dZ2goZyXz22bBhg+cjGZY0GjzBshQymIGUFYBpGXbQ0WCpzBY2kiyVxYIE630pb4d36ecytHB86EMfSq+ztBUykvns09TUVFFR0XPt7z/ymT9Jo8FnsCyFDGYg5fJnWoblMxoslYWMJEtlsSDBet/s2bMP+mMsSZ8cuuyyyxobGzs6Ov785z/feOONwQcL8qmz9BQykkmFU6ZMaWhoaG9v1zifeeaZN910k/Nm90NJI5kyGsGgJb3WzzmZLWwwk0qYll0dSZbKMCdzMstS2b+RYL2vs7Ozuro6k1NTUxP7i1iS0oJHH3305JNP/uAHP3jsscded911W7duzb/O0lPISCYVmhEePHjwmDFjpk+fvnv3bufN7oeSRjJlNIJBS3qtn3MyW9hgZhN+vRDTsqsjyVIZVuCcjC30c072ZyRYAAAAjpFgAQAAOEaCBQAA4BgJFgAAgGMkWP8n9uddt23bdvnllw8dOnTYsGG33377QcutD8OWlZXFHivpz3wuWrRo0qRJhx122PDhw6+55prW1tYutTbpb6kCAIBeRoJ1ACtlufLKK6dMmfJ2zkUXXTRnzpz08rCZM2d+/etfjz1K0p/5POussxYuXLhjx44tW7Zcd911wY8x59napL+lCgAAehkJ1gGslOWII45QrmO2lUtNmDAhvTzQ3t4+evTot956K/Yo+fyKOSVJwS/iy7O1YeG/pQoAAHoZCdYBoglWc3Oz2VZGFfzlgaTyQH19/VVXXZV0lHz+SMK8efNOO+20LrU2YP0tVQAA0MtIsA5gpSyXXXbZJZdcsiXnK1/5yqGHHppebuzfv/+v/uqvGhsbk45y0D9uunz58tGjR69atapLrQ0KBxz4t1QBAEAvI8E6gJWybN26VflTeXl5RUXFjBkzjj766PRyY+7cuZ///OetasOfSU9/gvXss8+OHDnyj3/8Y9LLk1obsP6WKgAA6GUkWAdI+VTTfffdp6Qqn/JPfOITS5YsSTlKymewlJwdc8wxL730UoGtDf8tVQAA0MtIsA5gpSyXXHJJU1PTtm3bHn744WOPPfb1119PL8/mflfCpz71qfSjJP2Zz3vuuWfkyJErV67sXmuT/pYqAADoZSRY/yf277k+8MADxxxzzJAhQ84666zly5cHOyeVy4QJE+bNm5d+rKQ/8zkgYseOHfm3NulvqQIAgF5GggUAAOAYCRYAAIBjJFgAAACOkWABAAA4RoIFAADgGAkWAACAYyRYAAAAjpFgAQAAOEaCBQAA4BgJFgAAgGMkWAAAAI6RYAEAADhGggUAAOAYCRYAAIBjJFgAAACOkWABAAA4RoIFAADgGAkWAACAYyRYAAAAjpFgAQAAOEaCBQAA4BgJFgAAgGMkWAAAAI6RYAEAADhGggUAAOAYCRYAAIBj/wuyocnYuDz99wAAAABJRU5ErkJggg==)
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