Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit334-07-20020828_103000_20020828_151400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/28 |
Start Time | | 2002/08/28 10:30 |
End Time | | 2002/08/28 15:12 |
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 | | -16.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 30.90 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 166.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit334-07-20020828_103000_20020828_151400-constBx0 |
Minimum Dst Value | | -23 |
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 Polar for time period of this run.
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yhIT0wEDSDYgDAshjxYEDHcXFXJfLWT09qkuXdtDDgmJxQG9v0/j4P3dWkeCYGxFRvHMnb/dgDQ0ZSLFJ4cvKErguC7Dv0o4d5H8qb8MGTpbe0HCG7tO9do2/XzCAJ8rLy1944YW5c+d65swqPz+/n/3sZ3/84x8dl4rnHSiLhFJPdvGzfYyZTGTTn7ViBd3BI160iDyW7dmjTk42dXVxXToXVFQcpF2ISvWhg15EX1RkVKs9WTAnjY2ZpNJQUn7SF3JdFmDfsNHYKpVy9T/V0iKh/x29vRpOCgBe5Ec/+tE777zT5am2ShZ07ty5n/70pxcuXHDwNH52oO4glHqyi2/tY3x0ND8qSrJ0KY1WGUFB5FGVlNQikZDUxXXpXKDTKUg0uXjxufR0kVweabnjyorm7Fm6f66/rc2TJXTSyMiA0cjH8Ac+wGAoRboCZ5CuamRkxMMLvXr16v333+/gCXzrQN1HKPVkF6/aR1lCgnzjRhqtcp95Rh4Zea2y0hvPwCV9xpUru+i38+7uOsdPVicn0yrzcycWAADnuOqqHC+XVx2oWwmlnuziSfuoOnz44qZNNGfkbdxYEBPjvWmDnlmSnR2al7e+svLQpM8fM5maUlP1RUUeKBtMk8nUVVy8k/yQCa7L4iPIJ1ldfaSuLtHBXl4ABCxuCaWe7OK8fbTJZDW//z2NVtmhodLQUENpKbdFmjKjUV1WlpCfH0VPaR8aMjj/2mGjUZWURJKW+4o3HaTzc6k6vqqpKZXumGxuTuO6LD6ivv4U/Uj1enzHALsQsLgllHqyi8P2QYLU1VOnaLQiuSozOLijuJi319M5NjxsJF1vUdHL5q4ioKLigFYrdukdSLri7ZANJF3J5ZGkaqSOXJeFY/39bTk54eSHTHBdFh/R0VFMvo1IJEEYCgQcQMDillDqyS5O2kf9qVOlb75J88R58xWCTamp3nUOO4OED/LNu6xsD8kf6eki8piXt2EKBztaJBJ6qjtJmUMGfu0rGhoy0H0MJSVxXJeFe2Tl4mAWu0gDGxnBLQ3Akel3VcwQDLfeeutdd921fv16rRMn+CJgUUKpJ7s82T7GR0eVx49fNg+9w/yokpK895ggUV19hCSPjIwl5DEzM7i/v2XKva9RrW76v/+jMWtQx69v801NqSRd4XJCAOAEKwGLToyNjbW2tr722msikWiay0XAAkc80z5otLr0//4fDVXpixeTDNH42WdtMpmXHhMk9PqivLwNeXm/INFKIgn68kvx9A8bMVcUestdgABYMTioKy7eWVoaz9znAMCSg66KfEXvVipdfYfu7u7bb7+dTGzduvXUqVPM/A8//JDMcWa5k/7Vlwilnuxya/sg4Wmkt7c0Pl7x3HPMuFbpIpGusJBve2hc1dur+fqMq4V1de+zddtanp/qDuAmanUy/W9qb5dzXRbgI3tdFfmWTjuXSTOW5R6s9vb23bt3BwUFXb9xHatpyZIln3/+OZlOSUkh08PDw5Mu15m/+hJfqGdHR8e9995ruc7Gx8d37drl5+fn7+8fFxdHfnU831Vuah+krbdduCANDaUjhTLRynDlCskQ7liiJ9F7C+bkrMnKCqmoOMh1cQC8Xne3kvw35eSEY/wLsMleV6UVi2kXM+kt1KxuhkO6zpqaGvqnr776asGCBaQnJY9k2pnlOvNXX+IL9dy2bdtbb71luc4SExMfeeSRRjMykZSU5Hi+q9htH2Mmkzo5ueLQIcuzrLIef5wkra6aGh+IVmNjptZWaUHBFnpKu5vOzB3U6a7ExlYdPuy9x08BXIWDg+CAva6KbCRJxmqTTX7LcMt30Ov18fHxy5YtY+bs27ePPOGdd95xcrnO/NWXeH09lUrlD3/4w8HBQct1FhAQkJGRQafJRGBgoOP5rmKlffRqNJ3l5flRURfWrLGMVoVbtpTExZm6urz0CsGJSkvjSbSSSp+oqDjQ1jb5v/TUMEM2YPRREJShIQPOxAKbWDzJnTIajfQcrOs3bhpbcc8996Smpv7gBz+4evWq88tFwPIaK1eu/OSTT65/c53Nnj27o6ODTpPQ7efn53i+q6bTPshXB51C0fDJJ5ah6vyiReKAABIRyLcKX9oB09Ojqqw8pFBEmwNWqFs7gGvV1ZnBwdlhYXy7s3Vvr6alRYLOD9yE3gUBZ2LBROwGLIPBsHfv3kWLFpHpvr6+hx56SC6/0eT+8Y9/PPzwwwMDAzZf5Y5SeQvvrqdUKl24cCE9lcpync2YMYM54Y5MzJw50/F8m25xaGoFJtFK9ec/W0Yr2dNPK6KjjVevevsJ7BONj48WFMSYB2JY1tDwCQlb7l7imMnEt3hKclVmZjD5EKqrj3BdFvBN5D+LfHvJyQnHbQPACovjYBFz5sxZvXq12nxDtk2bNn3wwQfM044dO/b88887uVwELO9AEvTFixfpNJ/3YJFevyk1lbm5Df2pPHSoMSWFb4GALRrNWYkkKC9vI8kW+flRXBeHMyMjA+RzIB9CVdVhrssCPot8mSEtra4uUa1OxoCuwMBI7tzy7nra27HEn3OwTF1dFQcPXvrVryyj1dXTp3UKxdQWzX99fdra2hMy2Tp6SntPT70nt/j05E1efbw9Parm5rThYa+/WAH4jLnhIw4UAgMBi1u+U0/LdXby5EmbVwvam3/dxVU+6ZOHDIbu2lp5ZKTs6acto5X644951fe7Az0sKJEEy+WRDQ1nPLz0ptRU3t6dEMB9DIZSsTiA/ODOAcBAwOKW79TTahys2NhYP7Pdu3dbjoNlc/519gIW6de16enigID0Rx+lPb148eLM4OCv8vN7VG4/CYlb3d3KioqDdDgGkq44KUOrVEo/dp//tAGs9Pe34TQssISAxS2h1JNdNttHR3Gx+qOPmDsxk58Lq1croqMH9HqfGXDBsfz8KBKtsrJC9PoiDm9Dqy8qcuYWEAAAvg0Bi1tCqSe7mPYxMjAwqNOVJSRcfvVVy0OBV3btqktM9NUT2CfqIOmyeCe9DU5R0XauiwMAAAhYHBNKPdlF2kefVtsul6eLRJmPP24Zrb44erRFIuG6gJ4zNGRobk6TyZ6m+66MRjUuYgIh0Jw9mxUSUnviBNcF+Qby/6hQRBcWbsXNc+A6AhbXhFJPdpH2ceNGgYGBN8+yCgyUhoY2fPqpz5/AbqWnR6VQPG8e6Wo5eSwrS+C6RP+EA4XgVnkbNpD/fYn5xrf80diYQq8lbGkR0Nc8sAcBi1tCqSe7aMAiP0XbttUcO+ZLt7Vx3pUrseZodWMUzby8Dbw6u5Y51Z0/GWt8fHRw0NfGkhUyrVicGxGhTk7muiDf0N/fRv4Z5fJIXv0/AldYHGj01ltvveuuu9avX6/Vaqe5XAQscIS0j9I9ezRnz3JdEG40NJyRSkOl0idItLpw4cnm5jS+RYfmtDQasAylpVyX5SbS7ZGPy/PjVgCAYLF4q5yxsbHW1tbXXntNJBJNc7kIWOCIcNqHld5eDYkIWVkhJCtkZ4dWVR3u7KzgulA2OH+veI8RiwPIh3blSizXBQHf19/flpsbwbf9yuB5Droqg6G0u3vyHfxW79Dd3U1v9vzoo49+9tlnzPzm5uZ58+aRv0663En/6kuEUk92Cad9MMbHR3t6VGSrbd5rFSaVhjY2pnBdKG+i1YrLyhIwCCR4gEZzlp6J1dycxnVZgEv2uqq2NhltIZNmLMs9WO3t7bt37w4yn3eYmZn54x//mMykf928efPhw4cnvsqlUvkeodSTXcJpH4xLl3bQ6wQxEAMAzw0NGQoKYgoKXqyu/p1SeZzDQemAW/a6KvJ9jwasjo7iSd/Bkr+/f01NDf3T//7v/37yySdkor6+/p577unv7590uc781ZcIpZ7sEk77uG6+LikvbwM9mT03N6K9Xe4t2+sxk0mdnOzDd9QGcIDpRMkE12UBbtjrqsbHR0mraGub/CQKy3fQ6/Xx8fHLli2jv547d+7BBx8cHR3dsGHDe++958xynfmrLxFKPdklkPZhNKrV6mSJZAk9mb2y8tC1a950gz/mvoT6oiKuywLgaT09qvR0kfmG67htlECxeJI7ZTQa6TlY1823nnvooYdiY2Pvv/9+0zevo0fAooRST3b5fPsYHjbq9UXZ2avoGVcSSZA3nnHVUVx8Y5SygAASFLkuCwAHyD/y0JChpuZYdfURMs11ccDT2A1YBoNh7969ixYtYuakpKSQJ/z5z392abk+34EyhFJPdvlw+xgbM127Vk3HFJBIltEL37x3cPZejWZQx68hJAA8iTlQiBPeBYjFcbCIOXPmrF69Wm3xffXs2bMPPPDAyMiIS8v14Q7UilDqOX1W5/pxXRz2kWhlMJTK5ZFkW5yRceOwoELxQlubjMznumgAMEW9vRqJJAgHCoXJ3V3Vk08++emnn7q6XJ/sQG0SSj3Z5WPtY3x81GhU0yEYyIaYPF68uKmuLrGvb/IRewGA54aHjSZTl1qdrFIl4fuSoLivqxobG3v//fcfeughZqQG55frYx2oA0KpJ7t8pn2QrW13t5IeEKTRKj8/qqbmGPnWy3XRWDM+OtoqlbbL5VwXBIAzzLhHOFAoKO7rqsg733///VeuXJnCcn2mA52UUOrJLh9oHyMjA52dFXSvFR1kPD//OaXyuC9FK4q5LyGuJQTBMhrV5N+c/PDz1gvgJrjZM7eEUk92eXX7GBszka1tTk64OVotMp9r9Vxl5SFfHWS8XS6nAauzgvuupaVFUlFx0Fc/auCzoSGD0Xg1Pz+KfK3C0X+BQMDillDqyS4vbR8kWpENq0y2ltlrVVAQU119xOe3tvqiIj6kK4Iehy0u3sl1QUCImAOF3jjqCkwBAha3hFJPdnld+xgZGejurv1mtHqxtvZEf38b10UTFnpMVqVK4rogIETDw8bCwq0KRXRPT53Pf62C6whYXBNKPdnlRe2DbEbb2nLokKHnz//cfEAwpqrqMDavnBgfH/W9s9zAu5AWSL9lTXofOvB2CFjcEko92eUV7aO1VVpTc5Te6IaJVhUVB9HBAwiZXl9EDxRqNGe5Lgu4F4sDjd5666133XXX+vXrtdrJv5wjYFFCqSe7eN4+1Orky5dfo9tQehr75cuvKpXHBwcFPaZ5f1sbRnUHGB8fbWg4o1IlXbtWZTCUcl0ccCMWb5UzNjbW2tr62muviUSiaS6X5x0oi4RST3bxsH0MDxt7elRlZQky2Toarej51NXV75DvqbgNWWdFBb0vYbdSyXVZwHeMj45eq64eM3nf6J1Go5puKFpbpVyXBdzFQVdVaihVdk++MbR6h+7ubuZmzw7uboKARQmlnuziVftoakqtqjr89aHAGz+ZmY+JxQHNzWkYDoChFYvpYA1tMhnXZQHfUZaQQBqVIjqa64K4zGAopZsLsgHhuizgLva6KlmbbKF5gzhpxrLcg9Xe3r579+6goCCr53zwwQdhYWHOLNeZv/oSodSTXZy3j5GRgb4+bWlpvFz+LJOryE9OzhqpNLSj44rJ1MVtCflmzGRSJyc3nDkzPuqtN64GHiqIiSH9lDQ01BvbVVubTKM5W1r65qVLO3BBsU+y11WJtWIasIonu9DBajeVv79/TU2N5ROys7Mffvhho9Fo9aoplMr3CKWe7OKwfbS2SuvrkzIzlzGhih4KrKp6u7b2xNCQgauCAQhQr0ZTc+wYT0ZZmwKdTkE3Ixg6xCfZ66pGx0dJxpK1Tb473/Id9Hp9fHz8smXLmDlffPHFAw880NTU5ORynfmrL/HuekokErKyZ82aNW/evM2bNxsMN+PF+Pj4rl27/Pz8SNyOi4sjvzqe7ypO2odanUy+a1rur7pwIUwqDdXrL+PCQODWyMCAKimp4cwZrgsCrhkeNspka7OyQlpa0vV63EvK17B4kjtlNBqZc7B0Ot2DDz6oUChcXS4ClndYvnx5RkZGb28vWdNbtmxZtWoVnZ+YmPjII480mpGJpKQkx/Nd5cn2MT4+WlV1uKDgxa9z1Y0BF0pL36iuPoLjgMATjSkp9BS3jmIMreR9enrqcSton8RuwDIYDHv37l20aBH9lUx89NFHU1guApb3Icn6jjvuoNMBAQEkeNFpMhEYGOh4vqs80D7GxkwDA/q8vA3ky+XXAy7cuFerRpOKK6t9gI9d16kvKqIXafY5MUYO8E13t5JuZK5e/ainR8V1cYA1LI6DRcyZM2f16tVqtXrin3AVoU2+U89z584tXbqUTs+ePbujo4NO6/V6Pz8/x/Nd5db20dur0esLSK7KyBDRrZ5EsiwzM1ivv4wTUadvzGTi/KL6oqLtJCs3NPjUATUSrYYMOAXQW+l0isbGT+kI7xi4wWdgJHdu+Ug9y8rKFixYoFLd/O41Y8aM4eFhOk0mZs6c6Xi+Tbc45I5atLXJ1Opky7Os8vIiCgpi+vq0IyMD7lii0PRqNNLQUPJDJjgsBu3GSMzisAw8p+3TVnR665njXuratWq62amt/RNupeUbELC45Qv1zM3NnT9//uXLl5k53rUHa3x8tKkptabmqGW0KizcVlFxEGdZsas5LY2eKqQVizksBlndxcU7SX/GYRn4rK2/jV5DLtZyuZoEiLRMpfI4vTC5zYlLzIDnELC45fX1TElJufvuu0tKSixness5WGNjJvO1gfsso1VV1ZHGxhTyJ1YWAZaGjcbS+HjyM2z0qVOgfIyyW0kD1hnfOorqFZjzsWprTwj85lo+AAGLW95dz6NHj86fP7+2ttZq/smTJ21eLWhv/nUXV/k028fwsNFk6lapkkpK4iyjVWPjZ7i/PQAhbZWSdDWAI+Nc0GjOfvHF7zMzl4nFAdiP5dU4iTIdHR3/9m//5uAJCFjeYeKpUb29vdfN413Fxsb6me3evdtyHCyb86+7OWCNj4+2t8u12vS8vA25ub+QSJZkZCxhbsZMtmItLZndTtwWCgDAA5j9WJWVv9HpFGQLxnWJYCpI0Jm4A8LdXnnllXXr1jl4AgIWOOJk+9Dri/T6gkuXdly8+LzlnirLaEWegP3wAMA3anVyWdkeekGGj13xKhzPPfdcZGQk3e/gAV1dXfv37587d251taMTTBGwwBEH7aOjo/irr+RyeaRcvnFiqJLJnlEooisqDlRXHxkYaMedbQCAt/r6tHTDVVa2l2QsXMvsdTo6OpYuXer4ingW3XbbbSKRqLy83HGpELDAkYntY3BQV1aWcPnyKxNDVWbm8tzciC+/PI87UYAA9fe3YR+t9yLfGOvrT9NNWV1dItfFAV+AgAWOMO2DfKXr6qrJyQm/cCHcMlTl5KxRKJ5vakrF6QsgZJ2dFfQmBDjF0HsNDRnowA0FBS8UFMQYjWquSwTeDQELHCHtQ6k8XlNzlGx3JJLHvj6nKjArK6Sh4dP2djnXBQRHxkymmmPHqo8cGRnAIQ/30mrF9L8DF6N5tf7+tubmVOZwYSfGgIVpQMACR0j7+OaZVeuKi3eS73kYvMoraMViOtxocxrHt7b1+QZDR3praDiD/bjejqxBhSJaIllGb+FFVivXJQJvhYAFjtCAlZGx5PLlV2trT3BdHHCNUa2WBAWli0Q9Ki7va3vlSqz57t1nOSwDgEuY094vXnyuqGg77gwNU4CABY6YB9zSDA9jNHBvNWw0cj6YO70AvrBwK7fFAHBJe7u8quowjVklJW/gNFNwFQIWOCKc9gHu09iYUlAQg7H7fYChtLR4584WiYTrgngISVT5+VFisYgeLsRefHCJcDpQodSTXcJpHwAwKUV09PmFC9NFovFRAe3L6e1tolcX5uVtID8GQynXJQLvIJwOVCj1ZJdw2gcATEqVlEQCVklcHNcF8TQSqurr/0wPFxYUvFhXl4jBk2FSwulAhVJPdgmnfQCAMzg/pY9DJSVxmZnLxeLF5kEc9nR0FOOsLHBAOB2oUOrJLuG0D982ZjJhKCyA6RsbM2VlhZivrQ4ij0rlcdxXB+wRTgcqlHqySzjtw4f1abWZwcHkh9vBGgB8g8nU9dVXF+lZWVLpKjKh1Yq5LhTwkXA6UKHUc/qs7mrJdXFgulokEjrcaFNqKtdlAfARBkNpXV0iPSvrwoXwnJxw3NkCrAinAxVKPdklnPbhw8ZMpqrDhysPHRLy2TMA7lBff6qgIObrG7M+lZ8fhVvdA0M4HahQ6sku4bQPAICpqao6LJWGisWLzHuzVufkhLe2Sn3+9lAwKeF0oEKpJ7uE0z4AAKajrCxBIgmie7Ok0ifS00WNjSkmUxfX5QLOCKcDFUo92SWc9gEAMH01NceyskLo3qzMzGDyqFJ90N2t5LpcwAHhdKBCqSe7hNM+AADY0tiYYr7Hzo0RsySSpeSxvHx/a6sU93UVFOF0oEKpJ7uE0z4AANjV0iIpLt6ZmbnMPG7WEvKoULxQXX2kpwcDpgiCcDpQodSTXcJpHwAA7tDRUVxVdTg7eyUJWOnpgeQxO/vJ/PwonAjv84TTgQqlnuwSTvvweWMmU+2JEzXHjnE1WENdXaJMtratTcbJ0gG41duraWg4o1BEm2OWyHyG1jIyUVNzVKsV41x4nyScDlQo9WSXcNqHz2uXy7kdblQsDjAfIonmZOkAfDA+PtrdrVQq3yXRKiNjqfnQ4Y19WjLZM0VF21tbpT09Ktzf0GcIpwMVSj3ZJZz24fN6NZp0kYj8XKuu5qQA1dVHsrJCcFMRgOvmpEX+F/Lzo3JynmIOHaanP0oeL17cXFFxEHeS9gHC6UA5qKcPfLg+UAVgDBuNpi4ciQAWoCGxpb+/rbExpaLi1+aDho+TR3rtYUbGUrE4oLw8oaHhTG+vhutiwlQIpwNFwJoKH6gCALCr/tSp8wsXXtqxg+uC+JThYWNnZ0Vl5aHLl3eYB3d4zBy2AmjwksnWqlQfdHQUY6AHLyKcDhQBayp8oAoAwK6CmBgSsNJFojETLoJzC6NR3daWq1BE5+f/kjl0SMPWhQtPFhZubWxM0ekUQ0MGHEbkM+F0oNwELHvcvejx8fFdu3b5+fn5+/vHxcWRX6f2PsJpHwDgpM6KiiuxsVoxTqdzu5GRgbY2WUPDZ5mZwRcuhDMHEMXin9M9W+npokuXflVRcVCrTdfri0jkwtAP/CGcDlRYe7ASExMfeeSRRjMykZSUNLX3EU77AADgs74+bV1dYnX178TiADqqFg1b9IdGLolkKYlcCkV0aWm8RvO5Tqfo72/juuDCJZwOVFgBKyAgICMjg06TicDAwKm9j3DaBwCAVxgeNg4O6urrTzU1/S0/P6qwcBsdVcscsxYxkYv+ZGSIsrKWKxQxVVWHm5vTOjqKSeTCgUXPEE4HKqyANXv27I6ODjqt1+v9/Pym9j7CaR8AAF6qr087NGQgkaux8a8FBTGXL7/K3Gr6/HnryJWeHpiVteLixecqKg6oVEk0dfX2asg7jIwMkOw1Nmaij1xXy+sJpwMVSj2pGTNmDA8P02kyMXPmTAdPdnCumHDaBwCAzyBpyWTqamxM0Whu7OUqKNhq3pv1qFXYsgpeEskSkr0yM5dlZ6/Mylqenb0qJ2eNXP5sUdHLxcWvVVcfqa3945dfnmttlZJARlIdyWHYGeaAcDpQzupZXV0dGBh4++23ezK1YA8WAAAw6F6uhoYzTU1/UyiiCwpeEosD6GAQE/dyOflD0phUuvLSpR1Xrrx+9epptTrZYCij59rTA5EC3w0mnA6Us3ouWrTowIED/f39nlwozsECm8ZMpqrDh0vj4zFQJIDAkRg0Ojqg0ymuXausq0u8evXj0tL48vIDxcWvlpcnkMeSkjcUiucVihip9Ins7LD09MD09MXOBC96KlhWVkhmZrBCsTk/P6q8fH9ZWcLVqx+RBTU3/72+/lR7e15TU2pXV01bm6y3t4nGsu5uJYllg4M6UjwfCGfC6UA5q+esWbP6+vo8vNCTJ0/au4rQpVUunPYhEMwdCRtTUrguCwB4B3ockASg4WHjtWvVJJA1NJy5evX0lSuvX7r0K6n0xvFEOkyX6z+LmCG+6P2CsrIeJ7/KZGslkiC5/Jckol28GE2DGnksKNhKHouKtpPAV1ISR55WWXmooCCmru4kCXCtrZkqVVJX1xetrVKTqbuzs4KUnI6DPzIy4PnPTTgdKGf1vO+++zQajYcXOj4+Hhsb62e2e/duy3GwELCEbFCnywoJyQwO7lYquS4LAPgCeiZWf38biTJtbTKtNl2t/lipfK+8/MDlyzvz83+Zk7MmKyuE5KevB/FaZPOCx6n+/Jx5pBEtI2MJDWrkUSpdRR5zcyPII8lhJLQVFm4jEa24+DVSpCtXYklQKy9PyMvbUFn5dn5+FHkk0xUVh8hjVdXb5CVffPFecfHO2toTJNXV1BwrLNxaXf078+M75JHEO/Lm5N1ycsIvX95hnt5JpouKtpFH4XSgnNXzT3/605o1a9rb27kqwHQIp30Ix5jJNDLAwZc5ABAsksBGRgZMpi4SwgYHddeuVRuNar2+yGAoa25O0+kuNjamfPmlmOSY+vqksrKEysq3SHwpK9tLQk9Z2R76KJdHlpTEkRBDghGJL5cubSch6eLF59LTRSTDMRdO0oBFw9bXkS7AKth98/HnFs8JsDgp7Z9/tYxx9PHr+Y5+hNOBclZPr740z4uKCgAAAkTP1urvbxseNup0ip6eehLXvvpKrlQeb27+v9LS+Lq69837nI6QiFZefkAmW1tS8iaJaFeu7CYR7fLlHRJJUEHBFpKuyNPM0/RxM5mTl7fRvA9snXl6A51DHnNzf0GCXV5epFQaWli4LTs7jDySabrvCnuwYHLCaR8AACBk9FQzy0d65ha9wTZ9pGGOzp/0vC7hdKBCqSe7hNM+AAAAWCScDlQo9WSXcNoHAAAAK0bHRxU6hXA6UKHUk13CaR8AAABTYxozdZm6TtWfSlYnh0pDI3IjFuIkd3BMOO0DAFzSWVFRvHNnc1oa1wUB4MbAyIBuUJdYl/iH2j+I0kVh2WEkVC06v2ghHWwQAQscE077AACXFMTEkE4kXSTCqB8gEKYxk0KnKDGUJJQl/Lri1wHigNCs0BuhSvzPULVUsvQp2VN7y/amNKYIpwMVSj3ZJZz2AR7DyZDKwDp1cjLpUIq2b+e6IADuouxW1vfUH6k+clx5PCQrhB74ezTjUatQtTxz+QsFL5ysO1mkLzIMGZiXC6cDFUo92SWc9iE0/W1tRrXa88stLY0XiwPq6095ftHAumGjkesiALBG26clP0mqpNNXT6+VrX3u4nMkPAVlBJHHAHEAefz5+Z/fCFjpNwLWOtm67UXbzzScqeisMA7b/kcQTgcqlHqySzjtQ1B6NRpxQAD56tUul3t40enpovPnFyoU0R5eLgCAFcOQIa057XPN55HyyJcKXyKx6fGsx8njYvHiG3FKfCNOBaYHksc1F9ZE5EYcrTl6qv5U9bXqtv62UfNAWY4JpwMVSj3ZJZz2ISgdxcV033ZTaqqHF93cnFZYuLWjo9jDywUAINRGdZIq6V3lu8GZwU9eeJKJUHQfFZ1+MvtJ8teDFQePVB8p7ihW9ahM5vFFXSWcDlQo9WSXcNqH0JBopU5OxunJAODzNL2aMw1nSFoKkgStkK5g9lEtTr/xuDJ7JZm/r2xffGl83ld5RfqiAZbOExVOByqUek6fl942EQAAgGrrb0ttSn33i3dDskLIDxOqRBki8hghi4jIjfjo6kfkObpBnTPH+6ZAOB2oUOrJLuG0DwAA8GqmMVOpofT01dMb8jbQPVX0Wj96Wvr63PWR8si05jR5u3xqh/xcJZwOVCj1ZJdw2gcAAHij0fFRaas0riRuTc4aJlTRs6nW5a4Lzwn/q+avsjYZWwf+nCecDlQo9WSXcNoHAAB4kS5TV5G+aF/ZPlG66OY5VebHsOywIEnQ6frTqU2p5DkcllA4HahQ6sku4bQPAADwCgqd4ljNsVBpKDM21VLJUvJ4oPzAceVxTa+G6wLeJJwOVCj1ZJdw2gcAAPDWwMiAsltJclVEboTlNYDr89ZH5UcV6Yva+tu4LqM14XSgQqknu4TTPgAAgIfk7fJ3le+ulK5kbk2zRLKEPO4v33+q/pRuUMd1Ae0STgcqlHqySzjtAwAAeILEpiJ90etXXl+RtYKetE4PBT514amQrBBpq1TVo+K6jJMTTgcqlHqySzjtAwCmoE+rVR4/ri8q4rog4CPEWvGhykN0HxX9EaXfGLlqX+m+48rjfN5fNZFwOlCh1JNdwmkfADAFl3bsIJ2gJCgIdwWAKRsdHzUMGWKvxK6+sJqGKrq/KiI3YkPehkJdobJbyXUZp0I4HahQ6sku4bQPARo2GvOjomRr1xrVaq7LAt6q+sgR0iGSVsR1QcArqY3qnLacsOwwehyQ2V/1u+rfJauTuR1kYfqE04EKpZ7sEk77EKB2uZzug68/dYrrsoAX66yoGDN5Ylxs8CVpzWlHa47SWyzTn7WyteE54Zf1l/kzzsI0CacDFUo92SWc9iFApFO8tGNHflRUr0bDdVkAQCgS6xJfvfwqk6vIz68u/SqhLIGH4yxMk3A6UKHUk13CaR8AAOA+pjHTzuKdEbIIGqroKFYnak+kNad55s6AniecDlQo9WSXcNoHAACwbnR8tHOwMyo/KiQrhEaroIwgUbpI0iLxiqEWpkM4Hah311MikSxbtmzWrFnz5s3bvHmzwWCg88fHx3ft2uXn5+fv7x8XF0d+dTzfVcJpHwAAwCLTmKmpt4neGZBGq1XZq8Jzwmu7a43DRq5L5wnC6UC9u57Lly/PyMjo7e3V6XRbtmxZtWoVnZ+YmPjII480mpGJpKQkx/NdJZz2AQAArCDRqrm3OTgzmB4HpAMuRCuitX1arovmUcLpQH2nnkaj8Y477qDTAQEBJHjRaTIRGBjoeL6rhNM+AABgmki0aulvCckKEWWIaLQiuSr2Sqx3DRDKFuF0oL5Tz3Pnzi1dupROz549u6Ojg07r9Xo/Pz/H810lnPYBAADTQVJUqDQ0KOPmAcGtRVsPVR7y9rGspkM4HaiP1LOsrGzBggUq1c1zA2fMmDE8PEynycTMmTMdz7fpFofcVhUAAPAFhiFDpDxyVfYqGq1eLHjxYMVBIUcrSjgdqJfV02a+yc3NnT9//uXLl5k52IMFAABcISlqx6Ud6/PW02gVUxATXxqPaEUJpwP1+nqmpKTcfffdJSUlljM9cA7WRvnGhLKEKRYaAIShV6MZHx3luhTgOcZhI+kaXlC8YHkau2HIwHW5eAQByzscPXp0/vz5tbW1VvNPnjxp82pBe/Ovu7jKyZPpP8/mi5uP1RybfkUAwPfUJSaS7UTehg1cFwQ8wTRmSlYnx5fF095hZfbKtbK1vjcO+/QhYHmHiadG9fb2XjePdxUbG+tntnv3bstxsGzOv+56wAqVhq66cPPI+kdXP/LSu5oDgPsU79xJthDpItGwURDjGwmZQqf4g/IPtEd4TPJYSFaIz9w6kHUIWOAIaR+j46NF+qIgSRBJWvSfqrGnkczkumjAGn1RUatUiuM7MGVGtbri4EHSirguCLiRacyU25bL3EAwQBxQea3SV+9ywwoELHCEaR8DIwNnGs7Q/6tHMx4Nyw4TyFC8Pq9bqaQbzKbUVK7LAgA8pepRhWSFBEuCaS+Qrk3HMcFJIWCBI5btg3xTEWvFCeUJ9B9sRdaKqPwoErw4LB5Mn1GtRsACAHsMQ4a4krhoRTTd8h+tOarQKbgulHdAwAJHJrYP8q2F/LNtyt9E/9lIxkooS8ARQ692rbq6TSbz5CFCtTo5NzeirU3msSUCgKvIhp18qd5fvv/mpU6KzQcrDuKYoPMQsMARe+1D06shX2jWydbRf7wPVB9UX6v2cNnAe0kkQefPL5TLI7kuCADYNjAy8DfN3+gWfqlkaag0FEMwuAoBCxxx3D5IqArJCnlC+gT9J1T1qDxWMPBqNTXHSMZqanLvQUnjsDGtOU1tVLt1KQC+h2zbgyRByzKX0W17TVcNDlM4acxk0orF2vT0/KgoBCxwZNL2YRozpTalMmNlxZXEYQcy8MThqsOkWQZnBuNMQQAnGYYMBysOxhTE0K16sjoZQ/M4NmQwmLq6VElJV0+fzgwOlj31FPnkxAEB5BEBCxxxpn2QbzaSFslvKn+Dw4XAK0zAQugHcIa2T8uMcbWlYAv5D8KOq4nGR0f1RUXk50psbMmbb5JPK2v58huhatGir4ewWJi+eDGZiYAFjjjfPtRGdag0NCw7jLYvZCzg3MDIQFpzGkZBBHCGrE1GNt2LxYsD0wNDskJwxpWlYaNRKxZrUlNla9fmb9pEh9W90df9/OdMtJIEB8uffbby7bfJM3tUN06YQcACR1xqH3RXFg1Y2wq3Hao8hD0HAAA8R68Nf/7i83TrffGri9h0E6aurua0NPXHH2eFhMiefprul/rnPipzwJJv3HglNlbz+ecdxcVDButIioAFjrjaPmjGervybdoGzzadxdcgAIHorKgoiIlRJydzXRBwgbZP+/svfk+32HvL9qY0pnBdIi7d3FOVkpIdFpa7bt2NvVM0VJn3VGUuW0bCVvn+/fWnTl2rrp6YqKwgYIEjU2sfqh5VcGbw8szlAeIAUboIl3EBCMGlHTvol3vckdBbSFulZIWJMkRLJEvCc8KFeX+O8dFR8t2gVSqVR0bmrl/P7J2iB/4yH388Jzz8i+PHm9PSejUal94ZAQscmXL7MI2Z/q/p/+i3ogPlB85qzuJkSQDfRnog0jORmMV1QWByAyMDKY0p8aXxdCtd3lkutE20qavLUFpalpBQuHUr+QwygoKYq/+yli+XhobWHD1KmnR/29TvCISABdZu+aYpvw/JWCdqT8SVxNF/YPJVicVCAgAPjQxgRAzvkKRKolvm/eX7yRdgrovjOT0qVe2JEyW7d9/YO/XYY8xBwMxlyyRBQZVvvaU5e7ZPq2VlWQhY4Mj020dFZwX9NyZJ60j1EYxIBADAIU2vJqYg5sWCF8lmOUAcIITTZE1dXW0yWd3772cGB0ufeIIJVelLlpDHSy+/XHPs2LXqatZvF4aABY6w0j7I//NHVz+iMSutOW36bwgAAFNDvujSrXFqc6q2j51dNfw0bDS2y+UlcXE5FtcAZphDVf6mTVdiY8lfjWo3niKMgAWOsNU+1EZ1kCRoiWTJRvnGqPwoIXxnAgDglYrOivCc8OcVzwdnBkfKI311LIY+rVZz9uyVuLgbcerRR29Eq8BA8pgTHi5bu5b8qaO4eMzkibojYIEjLLaPG7cObbp561CBXwnMT/qiIq1Y7JntDgB4mHHY+HbVzQF0artruS4O+4YMBhKeCrduzQoJuRGq6DWAwcHksXz//oYzZ6ZzuvrUIGCBI+y2D8OQISo/an3e+o15GyNyI3x777R3MarV9AJ7soXiuiwAwDJpqzRAHBCWHfaU7KnYK7FcF4dNvRpNU2pq4UsvMdcAZpj3V13ctKlo+3byvXHS0arcBwELHHFH+2BGe09pTBHahcG8RTZSNGCRTRXXZQEANhV3FO8r20e3ur5x56jx0dFBnU6dnFy4dWvm44/fqJl5f1VWSAjJWMo//KFFIuHDYGwIWOCIO9qHcdi4tXDrpoubwnPCQ6WhGIaUJ7qVyna5nPXraEBoRgYGpjAkI7jJqfpTJFctyVjyevHrZJrr4kxXj0pFvgTKIyOZUEXPr1I8//yV2Nhr1dW8GigEAQsccV/7oDcWJT9nGs5gPxaAz6g6fJie+4Lz+bhlGjPJ2+UJZQl0OAbdoI7rEk1LY0rKpVdeoSet0xvXZIeGpotEqg8/1IrFfNhfNRECFjjivvYxMDIQVxK3rXDbkxeeDJWGqnpUbloQAHgSE7B4tS9BgE7UniDRKjA98GTtySJ9EdfFmQqS0Xs1mpK4uCx6HPDr/VVFL71UGh/fo1LxvI0hYIEj7m4f5AsW9mMB+JJho7E5Lc2twwuBY8ZhY2pT6pulb964z2C6qMvUxXWJXNatVH557hwdFJT+kMguDgio/+ijVqnUW3aOImCBI+5uH6YxU3xp/MuFLz8texrnYwEATB8dSjQwPfAv6r9UX6vmujiuaZPJao4epXuq6I9s3bq8DRsMpaX8PA7oAAIWOOKZ9sHsx0pSJXnjly0AAD6g513R8a6CJEHedWsy5fHjBeb7Lt8YcMF8Anvxq69WHzni+fGr2IKABY54pn2QjUJcSdyWgi2PSR4TpYuKO4o9sFAAAB9zXHmcxJPgzOCMlgyvGJFhfHR0yGAo3rkze+VKy7Osvvj971skEm85FGgPApY36ejouPfeey3X2fj4+K5du/z8/Pz9/ePi4sivjue7ypPtg+Qquh/LB64lBgDwpNHxUbIJPVBxgJ53ZRzm+9G0/rY2XWFhdlgY3Vl14yyr5cvTRaLWrKxupZLr0rEDAcubbNu27a233rJcZ4mJiY888kijGZlISkpyPN9VnmwfZANxovbE/vL9kfLI8JxwXFcIAOAkuu9qRdaKTxo+4fl5V50VFU1nz9JR12+eZbV2bW5EBN9GsZo+BCyvoVQqf/jDHw4ODlqus4CAgIyMDDpNJgIDAx3Pd5Xn20eRvoj+z5Gw5eFFg+eNeNU5IgD8pOnV7C3dS/dd8fm8q6bU1OojR5hcRX4KzQMuDOq8e4wuexCwvMbKlSs/+eST699cZ7Nnz+7o6KDTer3ez8/P8XxXeb59mMZMO4t3Riuif1v124MVBw1DnN1GCtytsvKQWBygUk1x9yoAEEmqJBJVnpY9TSZKDaVcF8c2dXJySXy8ZbSq+PWvyUyvuzDQJQhY3kEqlS5cuJCeSmW5zmbMmDE8PEynycTMmTMdz7fpFofcUp/JkM0E/S9MrEvkpADgARJJ0PnzC+XySK4LAuzrViqLtm8nPSjXBfF9cSVxvD3vanx0tPrIEdISbuYq8wjsqqSkVqlUCHflQsDiKat889BDD128eJH5E/M039uDRXWZukKyQgLEAX+q/VNKYwqfd3rDlGm1YoUiWqdTcF0Q7pEW3tbvrdei21QSF0f7VF89+sMHCp1irWztocpD5EfaKuW6ON8wZjKRNiDfuPHmsAvmM66+FIt95gR2ZyBgeQd7O5Z87xwshmnMVGIoofuxktX4Hgw+i3ydCM4MJl8n5O1yrsvCmua0tHSRqCAmhuuC+LLtRdvpFpJX+65GBgaKd+7M27CBRivJ0qWSoCBdYaH3Dmc1ZQhY3sdynZ08edLm1YL25l93cZVz2z50gzrS69y4kY76DC4qBF9V0VnhkwfEfeyKMF5RG9UHKw4e/+J4qDSUTHBdnJuGjUYSqXPWrqXRSrpiRXZYWE99vWBbAgKW97EaBys2NtbPbPfu3ZbjYNmcf92rAtZ189UxsnZZkCSI/L+mNadxWxgAN0lWJx+pPoLbGICTdlzawatrBk1dXYVbt8qefvpmtFq5Mic8vFejEcKJVg5w3oF6jFDqyS4+tA/yXc0nv98DALiKDij6nvI9sknckLeB6+JcHzIY8qOiLqxeTaMVyVV5Gzb0abVcl4sX+NCBeoZQ6skunrQPsVZ8su7k7iu7I+WROFboVnWJiRUHD+LEZAB+OlR5iASZtbK1ml4NCVscloRGq5w1a2i0yn7ySRKtBHiilQM86UA9QCj1ZBd/2oeyW0n3Yx2pPsJ1WXyWobSUbitJzOK6LABgzThspAcHgzODTWOc3aePRKtLO3bkfn0aO8lYJGmRmVyVh7f404G6m1DqyS7+tA/yXW1r4daw7LBCXaHaqOa6OL5p2GjMCglJF4l0CgydAMAvyerkAHHAK5deSaxL5GpAUZKiirZvz12//ma0euopRXQ0opU9/OlA3U0o9WQX39oH+QJHvrqR/+zUplSuy+KbxkwmUxdOtQZ2kObULpfjsBErohXR9MR2TvZdkRRVuHUrM/gC+SaWGxGBcwkc41sH6j5CqSe7+NY+NL0aeqDwWM0xrssCAJNQHj9+YySkoCDBXqjPCoVOEVMQQzZ6Wwu3evi75fjoaJ9WS3JVztensUvN0Qp7rZzBtw7UfYRST3bxsH2IteITtScutF04qznLk0uUAcCmqsOHSZecLhJht+h0ROVHeX7f1ZjJZFSrpaGh5IcZ14okLUQr5/GwA3UTodSTXfxsH8wApMeVx7kuCwDYNWw0as6eFdTdUVin6lGdvnqabPESyhI8s0QSrbpqam5EqxUraLS6sGZNQUyMb9+Y2R342YG6g1DqyS5+to8uUxf5Modb6ACAbztcdZhs6KIV0R7bd3WtujozOJj80Gglj4wsiYsjkcszS/cx/OxA3UEo9WQXb9uHtk+r0CnKDGVnNWd5dR8uAAC20BPbQ7JCPDDkFYlW0tDQrCeeoNEqPyqqND4e0Wo6eNuBsk4o9WQXn9uHYciAA4UA4JOU3crDVYfPNZ8jj8UdxW5dVrdSmR0WJl25kkYrRXR01eHDAr/LDSv43IGySyj1ZBef2wdzoDBJlTT5swEAvAc9sT0kK8StSyHRKic8nLlCUP7ss6Xx8YhWbOFzB8ouodSTXTxvH5pejUKn6B3uxdCjAHyG86NdRW+Js7Vwq5vev1ejKYiJkUVE0GiVt359SVwcohW7eN6Bskgo9Zy+W76J6+JMwjRmCpWGki1ESmMK12UBABtaJJJ0kUgRHY3+2xnydnlMQYxYKybfG91x6hWJVoVbt8qffZZGK9m6dcU7d2LVuAP/O1C2CKWe7LoFAAAApoTrPtxDhFJP1rm7iXigCWIRWIQXvT8WgUV43SJ8oAqeWYSvwgc3RfjPxCKwCE++PxaBRXjdInygCp5ZhK/CBzdF+M/EIrAIT74/FoFFeN0ifKAKnlmEr8IHN0X4z8QisAhPvj8WgUV43SJ8oAqeWYSvwgcHboT/TP7AuuAJrAj+wLoAt0LzAjfC9os/sC54AiuCP7AuwK3QvMCNsP3iD6wLnsCK4A+sC3ArNC9wI2y/+APrgiewIvgD6wLcCs0L3AjbL/7AuuAJrAj+wLoAt0LzAgAAAGAZAhYAAAAAyxCwAAAAAFiGgAUAAADAMgQsAAAAAJYhYAEAAACwDAELAAAAgGUIWOCCW75mNb+ioiIkJOSOO+64++67P/zww4kvHB8f37Vrl5+fn7+/f1xcHPnV8XyYlM11ccs3zZ49e+ILsS7YZXNFNDQ0hIWF+ZmRCfLrxBdiRbDO5rro6uratGnTnDlz5s6dm5CQYPOFWBfgDghY4DKr7ZdKpbr33nvPnDlz7dq15ubmDRs2THxJYmLiI4880mhGJpKSkhzPByc5GCnx2LFjr7/++sT5WBfuYLUiAgIC4uPju8zeeOMN8uvEl2BFuInVunjuuefWr1//lVlERMSpU6cmvgTrAtwBAQtcZrX9Ionqj3/8o+Nnkg4mIyODTpOJwMBAx/PBSfYClslkWrBgQUtLy8RnYl24g9WK+Pa3v200Gul0T08P+XXiM7Ei3MRqXdx55506nY5Ok4wlEokmPhPrAtwBAQtcZrX9uuuuu/bu3Ttv3rw5c+Zs2rSJfGWf+MzZs2d3dHTQab1e7+fn53g+OMlewCJftZ9//nmbz8S6cAerFbFu3bp9+/Z1d3eTf4c9e/aQXyc+EyvCTSYGLPIx0mmStCw/T6wLcCsELHCZ1fZr5syZkZGROrP169c/99xzE18yY8aM4eFhOk0myEsczwcn2QxYY2Nj//mf/6lUKm2+BOvCHaxWREtLy3333UfPByITra2tE1+CFeEmVuvil7/85bPPPks3UBs3brztttsmvgTrAtwBAQtcZrX9Il/yLL8gzp07d+JL8AXRTWwGrJSUlCeffNLeS7Au3MFqRTz++ONvvPEGcw4W+XXiS7Ai3MRqXXR2dpJc5e/vf9dddx06dOj73//+xJdgXYA7IGCBy6y2XyKRyPIUB5sBC6c4uInNgPXTn/5UoVDYewnWhTtYrYjbb7/d3jlYDKwIN3Fw5ceJEydI2Jo4H+sC3AEBC1xmtf368MMPmT3w69evtzz1h3nmyZMnbV6MY28+OGliX5Kenr548WIHz8S6cIeJVxHu2bOH7sF68803LTtmrAh3s1oXZOuk1WrJivjss8/uvffeurq6ic/EugB3QMACF1gNs8TM37dv39y5c/39/X/5y1/aPMl9fHw8NjaWDgu0e/duy2FmbM6HSdlbFyKR6Ny5czafTyewLthlc0XU19c/8cQT/59ZaGioWq22fD6dwIpgnc11Qb4B3n333d/+9reXL19eVlZm9Xw6gXUB7oCABQAAAMAyBCwAAAAAliFgAQAAALAMAQsAAACAZQhY4CyJRLJs2bJZs2bNmzdv8+bNBoOBznf1Pqn23seKvZc7cxtdB0tx8uUAAADTgYAFzlq+fHlGRkZvb69Op9uyZcuqVavofFfvk2rvfazYe7kzt9F1sBQnXw4AADAdCFgwFUaj8Y477qDT0xmjz/J9rNh7uYPb6DpT2im8HAAAwFUIWDAV586dW7p0KZ2ezl0mLN/Hir2XO7iNrjOlncLLAQAAXIWABS4rKytbsGCBSqWiv075PqlW72PF3suduY2ug6W4+nIAAIApQMAC1+Tm5s6fP//y5cvMnKntwZr4PlbjL9t7ub3b6E4c09zmUpy5Cy8AAMA0IWCBC1JSUu6+++6SkhLLmVM4B8vm+1ix93JnbqPrYCnOvxwAAGDKELDAWUePHp0/f35tba3VfFfvk2rvfZx8Wwe30XWmtE6+HAAAYDoQsMBZt0zQ29t73fX7pNp7Hyv2Xu7gNrrOlNbJlwMAAEwHAhYAAAAAyxCwAAAAAFiGgAUAAADAMgQsAAAAAJYhYAEAAACwDAELAAAAgGUIWAAAAAAsQ8ACAAAAYBkCFgAAAADLELAAAAAAWIaABQAAAMAyBCwAAAAAliFgAQAAALAMAQsAAACAZQhYAAAAACxDwAIAAABgGQIWAAAAAMsQsAAAAABYhoAFAAAAwDIELAAAAACWIWABAAAAsAwBCwAAAIBlCFgAAAAALEPAAgAAAGAZAhYAAAAAyxCwAAAAAFj2/wOTJtP+JkbNFgAAAABJRU5ErkJggg==)
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