Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit396-12-20030123_224500_20030124_032700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2003/01/23 |
Start Time | | 2003/01/23 22:45 |
End Time | | 2003/01/24 03:25 |
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 | | 25.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 131.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit396-12-20030123_224500_20030124_032700-constBx0 |
Minimum Dst Value | | -31 |
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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzoxNDoxMyBFU1QgMjAxOAsplN4AAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzOTYtMTItMjAwMzAxMjNfMjI0NTAwXzIwMDMwMTI0XzAzMjcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMy0wMS0yM1QyMjo0NTowMC4wMDBaIiwgIm1heCI6IjIwMDMtMDEtMjRUMDM6MjU6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjMzNTExMTk5OTUsICJtYXgiOjIuMTQ0MTI4MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfUmtst8AAAAEZ0FNQQAAr8g3BYrpAAA6RklEQVR4nO3df3wU9Z34cQg/EkLkm0iABAMGAYt9BEwx9fgRNWJQFNRgYy8qQk70oBSv0fIjFSzxpJjrA3xEH1RoiZU+DmvEnE1tROrlmvNCQS+eweYgaqxB07sosU11bYME4fu+fO7m9mZ3Z2d3Z3dmd17PP3hMhtmZz7w/M/N5z6/PDDkHAAAASw2xuwAAAACJhgQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACxGggUAAGAxEiwAAACLkWABAABYjAQLAADAYiRYAAAAFiPBAgAAsBgJFgAAgMVIsAAAACyWUAnWkCEJtToAEBvROHgePnx4+vTpQeccjUXTFsAJEmorDLRTsbMBgIFoHCQLCwuff/55WxbNMT8MBM1yCRXQUE+VXnzxxSuvvDI5OTk7O3vFihUffvihGt/X17d8+fLzzz8/MzNzy5Yt3j85evTotddeO3r06IkTJz755JMGC1K8R7700ksLFixISUmRxa1cufLjjz/2+9tAk509e3bDhg3p6ekZGRmVlZXyp/H4QGsXaPpQix1o/iGtlHFMent7J02a5F2eIf+XNj7U4MR15AMFx69QCxloobrIjxkzxsLIR4MuMlrJhw4dOmHChLKysu7uboOfh1H+np6eNWvW5ObmjhgxQn61aNEiCbLfwuhGysCXv/xl70XI8CWXXOI9gfZfHR0dt9xyixydRo4cWVBQ8Nxzz6nxf/zjH6Wc06dPHzVqlCz95ptvbmpqClpm38KEPYEv2UhOnToV+aLDEO1cwaCuRXt7+/XXX582SAZ+85vfeBfM70HMfPX99re/XbJkSfogGZA/faeJZapEWmYgoUIT6jHi6quvlhMsSac+/fTThx56SNoVNb68vFyOvx8O+vrXv/7jH/9YjX/77belSdu3b98f/vCH999//7bbbgtpcQsXLjxw4IDH4/noo49WrVq1ePFiv78KNNnu3btnz5793iAZ2LNnj/H4QGsXaPpQix1o/iGtlHFM5BC2bds2XYLld/6hBiekQjot8oGCE1JkAhXSzFb66KOPrlu3LrzgxIxvgqUGvvjii//4j//49re/XVhYaPDzUMv/u9/97sILL5TZHj9+/M9//rMkpr/4xS+uu+46v4XRjZQBSZVeeOEF7b9+9rOfyRjfBOudd96R7HD79u1y/JHc5dVXX/3a176m/kuWdc8998gEn3/++cmTJ5999tmrrrrKuMx+CxP2BGH/JO4SLOO67uzsHDdu3I4dO3oGyc4if8pI44KZr765c+du2rSpb9B3vvMd+dN3GhIsh4iP0Mih5Fvf+taEQTKgnRVJ1crmm5OTI2el6s+/+7u/Gz9+vJzeffOb35QtVZvs3P89dfBdhLQoqampanjs2LHSuqhhybG0A7FkVDt37jRfbIMtT1q10aNHB52D92SyI0nLp4ZlYP78+cbjvXmvXdDpwyi29/xDWimD8XLwmjp1an9/v5kEK5LgBC2kAyPvNzh+hVpIg4UqsltNmTJF2hjj+ZuM/MDAwIMPPjh58mQ5HZe8QY002N937dolbVtKSsqcOXPa29vVeDnX/8pXviIj5b9UJuS7s+sC9cc//nHUqFEysHr1au0MSjz55JMyxrj8fmN+1113SWvndx0D/cS7bPv37/dehKzdc88951v422+/fevWrX4XIasjKxWoAN4LNThIngsQfOODZ6g/8T1u+63WQJuBNznplRRT1mXMmDFLly7t7e01szrGC5UNQGYo00ugwqjrO+64Q3ff47vf/e6yZct0BdMxWX1CdlXZMdXwJ5984rvn+t34vQMeNGhyEvLwww/n5uZmZGT81V/91WeffabG++6tvssy01hfccUVzzzzjFZgOVvIzs42ufrxJT4SLKnU4uLi7kFy5i3bqxovdXbzzTfL+aj2p0z2u0EyUFVVpY3XDejIBvTII49oJ+uSYMk5hBqWTEs2JjUsW4yURDYF2TSXL18uJxDGxTZo/BoaGoqKioKuuPdksjNoe4IUTytVoPGB1i7o9KEWWzf/kFbKYPwNN9zw9NNP68ojw5mZmXJMycvLe+yxx86cOWO8UkFX1kwhHRh5v8HxK9RCGixUkQxGjrlB528y8pIuyCLefffdP/zhDxUVFWqkwf5eUlLS1dUlZX7ooYe0jER2yfr6ejmUy5F65cqV2sTeC/JuPHp6ejZu3KiuEEiGceWVVz777LMyXFdXJ8OnT582Lr/fmEsZpN3yu46BfuJ9XJJSTZ8+/de//rX82dzcLMMyxvfAJYcgv7eExPXXX//1r3/90KFDf/7znwMV45yJg6RB8APNM9Sf+B63/VZroNl6mzVr1q9+9StZZWme165de/fdd5tfHb8L3bx5s0TyPwZde+21YdS11JFsz95j5M+srCzjmJisPlFaWiprIesrDZCUVv70ncZ34/cOeNCg7dix45prrnnvvfdkr5TU8P7771fj/e6tumWZaawPHjx4ySWXyBau/kv22erqauO1jlPxkWBddNFFx44dU8NyqiHn7mpY6uzEiRPaZPKnNtm///u/e0+mG/Cmsm85pdOu4t55551yFvLRIDllHD58uBo/bNgw2drU+LKysvLycuNiB9qX3njjjSlTphjson4nS0pKUod+IQNSGOPxgdbOePpQi+07/5BWKtD4l19++fLLL1dPpfiWR5rS1tZWOSZqO3l4wTFZSKdF3jg4OqEWMtBCFTkmXnzxxcePHw86f5ORnzZtmnbxQGOwv0tupIb/9Kc/qUtQYtKkSY8//vgHH3ygWzXfNdXIqbkcItR/ffjhh7KmlZWV8q/2LFqoW44cJbybRt9LCL4/0f3vD3/4w5tuuunc4N2iH/3oR74TqKX09/f7LcAnn3wibdull16akpIiAVy3bp3fSwJBD5IGwQ+07qH+xPe47bdaA802EIlATk6O+dUJtNCOjg41LD/0uwrGdS2biq6OZGKtERniQyu8meo79z83KNVvZUBLm7z5bvzeAffmN2gzZsx466231LDsEbIUNex3b9Uty2Rj/dWvflWdIr7zzjtSAKkCv8WLd/GRYMk2p22yMiB/qmGpM92TwoEm0w3oyEa2ZcuWK664Qv35+9//XvIqOQTLucj3vvc97eRDTmq9r2xlZmZqs/XeVbzL47ssOT2dPHnya6+95j2Z7899Jwv7UoFu7cK7juJbnkDzNxBoJr7jZ86c2dLSYlCec4MXloMGIYwrWM6PvJngBC18oEIGWqhSV1d34403mpl/oPG6rd1719YY7O/ek2l//tu//VtJScnYsWOnT5+u3dcLNLEqz6ZNm7yfGpTzbJlAu0dpUP5A5Cjhe9qgLXTEiBG6O1yyXpLDeU8mE2RnZ//0pz+Vf7W7bLr5GFzB0sghUTKnFStW+L0qGfQgaTL43kL9ie9xW/e/xrP1JidaUo9yrFYblZYHh7o63tNrNRXoFrxxXcvpShhXsDS+1afbZYqLi7/zne9oz2DJn74z8V0774AHDZqkm94poLah+t1bdcsy2Vg3NDR86UtfOnPmzG233SZnR8YxiV/xkWCZPEPyPjmTAd/J1B1ov6SZ8ftg0A9+8ANJttRwYWGh97NZWoIViO++JO3TxIkTX3/9deMf+p0skoddvNcujCeBghY7UPTMzMTv+EDned66u7ulvTFeqVCfwYqLyJsJTtDCBypkoIUq+fn5hw4dMjN/k5GXlCikK1jek+n+lMN3Y2Oj1pLpdnbdxJ9++ql20eLo0aNyDv38889fcMEF2pW8ULccaRErKyt1I7WFXnLJJa+++qr3fx05ciQ3N1c32SOPPDJ8+HDtdolvgiXHom3bthmXRJHW97zzzvMdH/QgGSj4BgfPMK5gmfnTzBUsGfmTn/xETomlqZZ/fSMW6rZk5gqWcV1LxuD7DNYdd9zhd7mBBKq+c4PZj/EzWOeCbfxBgyapT1dXl+9s/e6tumWZDLjsrXKiuH79etkLtAcBE098JFhyuqnd1pXUe/PmzWq8705y7bXXqscLZMD3UYBx48Z5392488475c/Tp09/8MEHa9eu1c4YZGeQBckm/swzz0yaNEm7WPrkk09qtw7Lysq8n0TxS1e8HTt2TJ48Wdt7Awk02a5du/y+1hRofKC1CzR9qMUONP+QVspMTLzLI2GXnVZ2SFm0bBL33ntveMEJqZBOi7zBT3yFWkiDhb744ovz5s2LMDg63/ve94qKin772996P9Vhfn9XA7JVyDFdtgpJsCQ1VCN1O7v3bz/++OMHH3xwzpw55wYfQZMD/SuvvCLDL7zwwle+8hV198eg/H5jfuLECVm09maZrM4vfvELbUo5T5Ol/PM///Mng5qbm/Py8r7//e8bzPCcvwTrnXfekQzy0UcflcicOnXqtdde094ivOqqq5599lk58ZM6lTKvWrXq+uuv9ztP44NkoODr4unNZH0FCmCgPwPN1ptE42c/+5mEQjYhCYVvxELdlmR67Rms6667Loy6lvZCzr2ljrS3COVP7YpXoJiYrL5zg6m/rIW6gvXAAw/4Tf0NNn4zQaupqZGgyRxkn/rNb37zl3/5l2q8371VtyzzG4OcyMnI2tpa75EmE9B4ER8r09/fL02pejFBBrQrkL47iXpBJiMj4xvf+Ib3+wtqQBqP9PR07c/9+/fPmjVr5MiRkkXJBi25vBoviZTsP3JmsHDhwjfeeMN7EXI8kr1F5i/tk8FD7n4vMPheePB4PEF/q00mKb/k+6r7k40bN3p3OOR3fKC1CzR9qMUONH8zAdFmYiYm3rWsFpqcnCwnRrIna1tCqMEJqZBOi3yg4PgVaiENFlpYWNjQ0GBy/iYjL82JNBI5OTmyT0lTpEaa39/VgJwIyTl3SkqKpEe/+tWv1Ejdzu69Rueff/5NN92k7uMsX75cPfCkSBnUiZNxZfldl/fff/+uu+6SQ8fw4cPHjh27dOnSw4cPa9F46qmnCgoK/t8gGfjJT34SdIZDfFq+c4MvkMqcpVRSd1/96le1frD+6Z/+ScZLGCUOU6ZM+eY3v+l3lxwS7CAZKPi6eHozWV+B1jfQn4Fm602Sfqn6ESNGyFnB448/7huxULclmeCv//qvJTgSor/927+VOftdBYO6Fm+++eaiRYtGD5Is7ejRo94L8ruzm6y+c4NJtsxcbUiShOluRyq+G39IQfviiy9k/IwZM+RIKycG2l7vd2/VLcv8xiCb7vTp0wcGBrxHBj2gxZeEWhkAgIEEa8CiSvIkyXXsLkWMnDlzRnsSPzZuvPHGn/70p7FcYuyxswGAW5BgBVVRUdHT03PixIlrrrnmvvvus7s4MdLa2qq9LRhtX3zxxQ9/+MOZM2dqPTUkKnY2WMn3ArgDD+hxUchQJeRKwXJsFUHV1NTk5OSMHz/+nnvuSdTuA3ylpaU98cQTsVmWbIS5ubmS0sVmcTZiZwMAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWMwtCZbfl9gBAIBV7G7qncUt4aDiAQCIHtpZHbeEg4oHACB6aGd13BIOKh4AgOihndVxSzioeAAAood2VieRw8HDdwAAxAbtrI5bwkHFAwAQPbSzOm4JBxUPew0MsrsUABAttLM6bgkHFQ8bdXd3Z2dnjx079ujRo3aXBQCignZWxy3hoOJhl56enmuvvVY9CDhnzhy7iwMAUUE7q+OWcFDxiD1JrSoqKlJSUmTzGzp06LBhw2Rg3759dpcLAKxHO6vjlHC89NJLCxYskKYoOzt75cqVH3/8se80Z8+e3bBhQ3p6ekZGRmVlpfxpfv5UPGLJO7UaPnx4eXl5Z2fn3r175c+0tDQZtruAAGAx2lkdp4Rj4cKFBw4c8Hg8H3300apVqxYvXuw7ze7du2fPnv3eIBnYs2eP+flT8YgNv6mV9r9lZWUyPj8/nwfeASQY2lkdJ4bj008/HT16tO/4uXPnShKmhmVg/vz55udJxSPajFMrRU4hpk2bJhPIlLYUEgCihHZWx4nhaGhoKCoq8h0/ZsyY3t5eNXzy5Mn09HTz86TiET319fVySpCUlGSQWmlaW1tlGpmysbExloUEgKiindVxXDjeeOONKVOmvP32277/JQ3Y6dOn1bAMDBs2TDfBEENRLzpcaWBgYPz48WobW7p0qZnnq2pqamTizMzM7u7uGJQQAGKAdlbHWeFobm6ePHnya6+95vd/uYIFB1q7dq1sXSNGjLjlllvM/2rRokXyq6KiIh7GApAYaGd1HBSOurq6iRMnvv7664Em4BksOM2+ffvUbcHW1taQfiinCjk5OfLbqqqqKJUNAGKJdlbHKeHYsWPH5MmTOzo6fP9Lq7Ndu3bxFiGco62tLS0tTTat2traMH7e1NQ0fFBLS4vlZQOAGKOd1XFKOHwfmfJ4PNp/qYGzZ8+uX78+fdDGjRvpBws26uvrU+8DlpeXhz2TzZs3yxxycnK0e98AEKdoZ3XcEg4qHtZSD1EVFBT09/eHPZOBgYHCwkKZT0lJiYVlA4DYo53VcUs4qHhYqKqqSr0G2NXVFeGsuru709PTZW41NTVWFA0A7EE7q+OWcFDxsMrBgwfVg+1NTU2WzLChoUFmmJKSUldXZ8kMASD2aGd13BIOKh6W6OzsVBectm7dauFs16xZox49rKystHC2ABAztLM6bgkHFY/IeTye/Pz8aDwy9bvf/W7o0KEy59TU1IaGBmtnDgAxQDurk8jhoCd3WGvZsmWyIc2YMUN7xdVCTzzxRHZ2ttpWS0tL6eQdQHyhndVxSzioeERo586dshWlpaW1t7dHaREDAwOyFNW3Vnp6+u7du6O0IACwHO2sjlvCQcUjEi0tLeoLzfX19dFeVnd395IlS9SlrMLCQr+97wKA09DO6rglHFQ8wnb48OExY8bIJrRu3bqYLVQyuaysLPV2YVVVFZ8sBOBwtLM6bgkHFY/wSGaTmpoq24/kWDHOcvr6+u6++251KWvGjBmHDh1qbm6OpF9TAIge2lkdt4SDikd41q5dq1Kcyy67zJYCSFIl2ZX2rsbs2bNtKQYAGKOd1XFLOKh4hGHfvn2qT9Ft27bZ+LnA/v7+zZs3q34cRo0aZVcxAMAA7ayOW8JBxSNUbW1t6oW+2tpau8vyX5577rmRI0dKeSTts7ssAKBHO6vjlnBQ8QhJX1/ftGnTZLMpLy+3uyz/a+/evaqriM7OTrvLAgD/B+2sjlvCQcUjJIsWLZJtpqCgwGkPlZeVlUnB8vPzea8QgKPQzuokcjjoyR3hqaqqkg0mMzOzq6vL7rLoeTwedWmtoqLC7rIAwP+indVxSzioeJh08OBB9WB7U1OT3WXxr7W1VfV62tjYaHdZAOC/0c7quCUcVDzM6OzsTE9Pl61l69atdpfFSE1NjbrGxicLATgE7ayOW8JBxSMoj8eTn58vm0pJSYndZQlOPSVWVFTEw1gAnIB2Vsct4aDiEdSyZctUn+mSadldluB6e3tzcnKkwFVVVXaXBQBoZ/XcEg4qHsZ27typekBob2+3uyxmNTU1DR/U0tJid1kAuB3trI5bwkHFw4AkKOqx8fr6ervLEprNmzdLsXNycmzsaB4AztHO+nBLOKh4BLJ79+7Ro0fLFrJu3Tq7yxKygYGBwsLCeHluDEACo53VcUs4qHj41dnZqbpJmzRpUpw+Ld7d3a3efKypqbG7LADci3ZWxy3hoOLhV11dnUqw4vpR8YaGBlmFlJSUtrY2u8sCwKVoZ3USORz05A5j/f39ubm5sm088MADdpclUmvXrpUVSU1NXblypd1lAeBGtLM6bgkHFQ9flZWV6oODcXpz0Jski+PHj1fnEocOHbK7OABch3ZWxy3hoOKh09HRofo4OHLkiN1lscaPf/zjpKQk2dSXLl2aACkjgPhCO6vjlnBQ8dApKiqSrWL16tV2F8RKv/71r9PS0vgUNIDYo53VcUs4qHh427dvn/qWX19fn91lsVhLS4vKsTZv3mx3WQC4CO2sjlvCQcVDI0lVVlaWbBKSZtldlqior69X/abScQOAmKGd1XFLOKh4aFavXi3bQ2Fhod0FiSJ1iU7U1dXZXRYArkA7q+OWcFDxUFpbW9Wz7R0dHXaXJbpqampks5c1bWhosLssABIf7ayOW8JBxePc4IdlCgoKZGOorKy0uyyxoPqhSEtL42vQAKKNdlbHLeGg4nFu8LODsiXk5uZ6PB67yxIjqgNSybHa29vtLguAREY7q+OWcFDx6OnpUd/sc9Uts4GBgdLSUlnrrKyshL8rCsBGtLM6iRwOPpUDb8uWLZPNYMmSJXYXJNYkxyouLpZ1nzZtmmSZdhcHQGKindVxSzioeJdrbm5Wn0Pu6uqyuyw28Hg8hYWFEoEZM2YkXtdfAJyAdlbHLeGg4t1sYGBAEgvZBrZu3Wp3WWzT29v7pS99Sd0rPHHihN3FAZBoaGd13BIOKt7Nqqur1cUbl3+h75lnnlG3yxcsWGB3WQAkGtpZHbeEg4p3p/7+/rVr16puzZuamuwujs16enrUV3TkX24UArAW7ayOW8JBxbuT6pdBXHXVVXaXxRE8Hs+8efMkINXV1XaXBUBCoZ3VcVA4gr7uF8lbgVS8Oz3wwANqa/mXf/kXu8viFOp5/6ysrP7+frvLAiBx0M7qOC4cxglWNGaLRNXd3a06vqqtrbW7LM6iurPnU9AALEQ7q+O4cJBgwSpLliyRei8tLbW7II7T0NAgkcnJyXH5U/8ALEQ7q+O4cBgnWJmZmampqXl5eY899tiZM2csmS0S0t69e9UG09vba3dZnCg/P1/iI1GyuyAAEgTtrI7jwhG0hk6dOtXa2jp//vyKigrf3xqIWpHhONrNwfr6ervL4lD79u1TfbtzEQuAJWhndRwXDpM19P7770sLavlskRi4ORiU5FWSXZGDArAK7ayO48Jhsoa6u7snTJhg+WyheDyelpYWu0sRJm4OmqQClZ+fb3dBACQC2lkdx4XDt4a0MWVlZe3t7Z9//vnx48eLi4vvvffeSGYLAxdddJFErLy83O6ChIybg+b19/dnZWVJrBoaGuwuC4C4Rzur46BwBHpkShvev3//rFmzkpOTp06dumnTppB68aHizevp6UlKSlK1UFRUVFtb6/F47C6UWdwcDElNTY2Eq7Cw0O6CAIh7tLM6bgkHFW+SZFfqu8jnnXee5LIqzUpJSSkrK2tsbHT4A9HcHAyVdhGrubnZ7rIAiG+0szpuCQcVb4aWXcm/MuzxeCRlKS4u1i4rSu5SUVHR2tpqd0n94OZgeKqqqtSlSrsLAiC+0c7quCUcVHxQuuzK+78kd6murs7Ly9MyrYkTJ2ZkZNxxxx3OuVbEzcHw9PX1qcS0ra3N7rIAiGO0szpuCQcVb8wgu/ImbXBFRYW6qaSRPyW5WbduXV1dXXt7uy23Ebk5GInNmzdL9EpKSuwuCIA4Rjur45ZwUPEGTGZXGkmhvv3tb6ekpGRnZ6elpeneTpDx+fn5d9xxx9KlS2PTUTg3ByMklS61xkUsAJGgndVJ5HDQk7sZoWZXvjo7OxsaGqqqqkpKSlTfld5+/vOfW15mHW4ORq6ioiJOO+YA4BC0szpuCQcV71fk2ZUvj8dz5MiRFStWqARr3Lhx8qclc/aLm4OWkNofPkjSZbvLAiAu0c7quCUcVLyvaGRX3l566aV58+apm4b79u2zfP7nBj+oN2zYMG4OWqK8vJyLWADCRjur45ZwUPHe2tvbf/7zn0c1u1IGBgZWr16tLmVt3rzZ2pk3NTVpPXVx+SpynZ2dw4cPl2w4etsDgARGO6vjlnBQ8RrJrrQHpKKaXWl2794tLbd6T82STuElb6usrFSrMHLkyFtvvTXyeeLc4NeoJKQVFRV2F8Rdtm3blp+f//DDDzc3N3d0dPg9W+AUAs5HO6vjlnBQ8Zqmpiate4WYXauQhaoX/aQh6e7ujmRWXV1dBQUFMitJ2qqrqx3euXx8aWtrk8COGDHi3XfftbssrtDX13f//fcP8Sc3N1e280WLFpWXlxcWFsqYxYsX211ewAjtrI5bwkHFa+6++26JRkZGRoSJTqjk1FzdlJTELuzH3uvq6lTHENL8RPXZeddS/TVkZ2eTuUaVhLempiYzM1OlU0OHDr3sssuKioqmTZumTkV8yTTf//73Q/oGKxBLtLM61odD9v/NmzdPnTpVjtTy73e/+91Tp05ZvpRQUfFKbW2teurcls/dyPm6+vBOGI+9ezwe9RS2KCsrk1lFqZAuN27cOBVkur2IHjlP0Do0kaRKThV0dwAl/erq6pLxjY2Ne/fuveuuu8aOHatd2YpN93JAqGhndawPx7333rtgwYL29nbJtOTfq6+++lvf+pblSwkVFS/keK2ehbLxAB3eY+9tbW2qQUpLS5McMaoldDnZZzds2DB69GgexoqG5uZmdYNbPQHZ0NBg/rcHDx7Mz89Xv5WBpqam6JUTCAPtrI714ZgwYYL3vScZljGWLyVUVHxPT4/6xM3atWvtLsv/PvZ+8cUX/+hHPzJ4tlfU1NSoiaVRkcliXFR3amlpUTHfunWrLQX45S9/eeuttybSXWDJXFWPuOouuZwnhHETVn4iZ0c5OTlqPsXFxXS+n8Ckuh9++OHx48db/gp2lNDO6iRygqV7gsGWMjiE7Khz5sxR9yMc8mzNE088EfTZ3tLSUu2OVUVFBU+fxFJ9fb3KsXbu3BnL5UrGoF5m1O6gSS5iycuntpATm+nTp6elpakO29LT06uqqiLckuXn1dXV2qNasqd0dXVZVF7YT2pTTkHl6KdVcVJSUlw8FOHydtZXVG4RynnVsWPH5Cgg/8owtwhtpx5slxNf53RxJCVJTU2VUs2dO9f42V5p5hsbG+0urxvJUV7FPzb9uEoty5agKn3o0KGqXVF/pqSkSNYlEzjk9MC8p59+Wmsj165da+EOKC2unHWolxLkX2mPjx49atXMEWNyCtHQ0LB69Wrd18bGjx+v9oLCwkLnn2a4vJ31FZWH3Ddt2nTRRRfJPi//Pvjggzzkbi97H2w30Nvbq7vlp3u2V711uGrVKrtKiOrqapVjNTc3R2kRcsSQus7Ly1MtiuTZ69ate/vtt2UbkC1E/ku9GKFkZmZKVuG0LdnA8uXLpdjJycmHDx+Oxvw7OzuXLVum5XBcyoovf//3f18wSF0t1nYBSZfl9EbVphwk1dMdzs+x3NzO+uWWcLi24p3wYHsknHPJzbXUd6DT0tIsfyKqr69PEjjVeKgrrDU1NX5vhXR3d8uUWhImLrzwQjl/c/izKTE7t9FesH399dejuiBYRbZz2Xq9r9NL/lRVVSV7me9l2njJsVzbzgbilnC4s+Id9WA74pd6KEq2paAvGUjbcOjQoTvvvHPZsmVVgd19993XXHON6tJsyODrC/v27TNz+6+trU0SPi0nEzHuzs28WJ7b9Pf35+bmyrJ4x9b5dF2gia997WtB06a4yLHc2c4asD4c7e3t8+fPHzVqlPeNZMuXEionlCHGHPhgO+KUbD/qDbhAj/H5PpZr0qJFi8LobkDKc99996nntNatW2fFKlos9uc2dXV1sri8vLzYLA7h0XWB9sorr5h/D9T5OZYL21lj1odDGvWHHnroT3/6k+VzjoQLK96BD7YjfskBXX2wZcaMGc3Nzf39/YEey50wYYIaWLNmjd/LV+qeo7j//vsjKdLLL7+sLhFJbmfValrClnMbWZDqvuHgwYOxWSJCEkkXaBqH51gubGeNWR+OlJSUzz77zPLZRshtFe/YB9sRv/r6+tRrByI1NTXQY7nS0jc2Nho/sCX/u2/fvsj73ZCZDBl8fsVRWYVd5zbbt29XFwVjuVAEZUkXaBon51hua2eDsj4cF154oQPfZHFVxWvdeMbpg+1wLMkYtLv/xo/lxowUYMjgM/jSjNlVBm82nttIBqwea3NIKFxOdooHHnggLy9PHY0t6QJNcWyO5ap21gzrw/HEE0+UlJQ47baUeyp+27Ztqv2T02i7y4IE1NzcPH/+/C1btjjnyK76KXDC3XDbX9pVt1/Z953gySefVIdiy7tAO+fUHMs97axJ1oQj6KOsliwlwlLZUoYYk3OmSZMmqfV966237C4OEAuy2avnwwoKCmxsbJzw0m5nZ6dkeCkpKbbnmi4nCZD6CsXQoUND/bC9+UWo7W3atGlRWkSoXNLOmueWcLik4uXILms6ZswY3taGq/T29qrnw0pKSmy5X+mcl3YlAlKMqqoqG8vgci0tLep12r/4i7+I6omu5FjnnXeeOqN2wuO2LmlnzbM+HJKwWz7PyLmh4rUHfp2wpwExJo2N6lvIlo4bnPPSrrTu6mFqvt1pi8bGRvUkXGlpaQyq4G/+5m9UguWER5/d0M6GxPpwXHDBBf/5n/9p+WwjlPAV39bWpvZqrl3BtSS3sKXjBqe9tKu6A+BQEHt1dXVqC5SEOzYXMmUp6l6kbPwxWJyxhG9nQ2V9OB599NFbbrnlxIkTZ8+etXzmYUvsiu/r61N9EZWXl9tdFsBOse+4wfYH233R6agtampq1MWkGF9DraysdMibDYndzobB+nA45yF3XansLkIULVq0SD3hy00BIJYdNxw7dkxdOXbU16jodDT2VJYjJM2K8aI7OjrUBm/78T+x29kwuCUcCVzxqjnJzMx0wj14wAlUxw0XXHBBVL9U6PF4srOz1Zti7777bvQWFAY6HY0ZSWdXr16trpva9TafesHC9ncJE7idDY9bwpGoFS9nqGrHDuODbkCikjZv9uzZsmuMGDHi2LFjUVqK+ga2SE5O7uvri9JSwkOno7EhW1ppaam6gBTe128ssXv3bilDcXGxXQVQErWdDZtbwpGQFd/Z2aleBt66davdZQGcpbq6WmU/Ufq2xObNm1Wz+tRTT9n+5qBfdDoabdoHOmUzsPcZc8mnU1JSpCRRvWQbVEK2s5FwSzgSr+Jl387Pz1cd/9hdFsBxpMm54YYbxowZo/osaG5utnDmzvwGog6djkbVsWPH1A1i2bo6OjrsLs5/X0+192Q78drZCCVyOJz2oL211FMmM2bMcM53EgCnkb1DvQIiqYZV3RbY1RlEGOh0NEqamppGjx6tWhaHPJ6hHheZNm2ajWVIvHY2Qm4JR4JV/M6dO2P2nhQQ1wYGBrQ3vFavXh1h70SdnZ22fw/HPDodtZz35iQkzXLI43faq6M23qxMsHY2cm4JRyJVfGNjozqBrq+vt7ssQHzYt2+fekilqKiot7c3vJl4PB71QZ5FixbZ+z0c8+Kx01GHpCy+urq6VDzlCFxdXf3qq6+GvS1Fg+0dYiVSO2sJt4QjYSr+nnvusaUvOyDetba2qotPubm5YVz6lYyquLh4yGAHnnF0Xz6+Oh2VIC9evFgKXFFRYXdZ9CSS6sVM2X6OHDlid3H8sL1DrIRpZ63ilnAkRsXLYX3UqFHq/CleTqAB5+jp6VE9BoXxUr3q60hStPjqcC4uOh2VkO7evbu0tFS9Fq26FpOAd3Z22l20/yIH3vLyclWwsrIyx15gO2d3h1iJ0c5ayC3hSIyKV++JpKamxtcFf8A55OReayyrqqpMNpbqKygpKSnOvHRhzFGdjkrA1eVDyVokx5UsSn3mSzNhwoTzzz9f+7OkpMTeHhDa2tpUCSUpd/6B194OsRKjnbWQg8IR9HW/s2fPbtiwQU5xMjIyKisrQ/rWYQJUvNbvjhNeCQbimuQc6kHGYcOGbdmyxfhJGu2px7q6upiV0ELO6XRUSqJevps+fboKqSJH9dLSUkkOtKuDnZ2dknupx+bEnDlzJBszedn+rbfeuvXWW2+66aYDBw5E+IyUJNaqnPn5+XFx4LW3Q6wEaGet5bhwGNSQ7H6zZ89+b5AM7Nmzx5LZWkV2/oMHD0Zps46LfneAOCIHEO8LJ1lZWUuWLFm3bp1kUZKIaG25DKvsJK47O3BIp6NNTU1awOVoVlhYKFE9cuRIoMypp6dHJsjMzFQ/mTZt2s6dO3UPGElOJhmwZMzl5eUFBQWqsszUbKAlyjTNzc333Xff2LFj1RwkenH0GqaNHWKRYOk4LhwGNTR37lw5I1HDMjB//nxLZmsJ2S3VZj1q1CjLv0oWR/3uAHFkzZo1kyZNmjlzpm+rnJKSkp+fv3DhQvXU47Jly+wubETefPPNoYMkF7GrDB0dHeolgwkTJjz11FPmXxSQ5EbyKu1O4vnnn3/ZZZctWLDAbzolJDGSNU1KSjKoWZmbzOf222+XtKy4uFjGqCfVdGQmNkYsPDZ2iEWCpeO4cBjU0JgxY7TrvSdPnkxPTw9pthE+Fd7X19fQ0KAOCrLDt7W17d27V85sZOfUTrA0UrY5c+asXr26pqZGNnetJ+XuQSEtN7763QHilOxosoNXVVWVlJTongpKTk6OowsYfqlGd8jgvTZbCiBnieoB9sLCwvDewZQDuFSQeohbd4Fq0aJFciiW888jR46oh+p6BqkfGtSsLzmYz5gxo6io6Mtf/rL8edttt1kZhZiwsUMsEiwdx4XDoIbkZOL06dNqWAaGDRvm+1sDGRkZP/jBD5qbm+VEyvfGvOyWkjP5LlS7Yjx16lSZSXZ2dl5envfTA1pGNX/+fDmvuvTSS33zLTWBnE4lDfrHf/xHk9GIx353gAQgu5601qo5Lysrs7s4kZIE8brrrhs6dKgcNmP/LFFjY6O6klRaWhp5qqq6qpHz7VdeeSWMF/pUzc6aNUuKtGLFCjlPluyztbXV9+VQJ78taMyuDrFIsHQcFw6DGorwCpav3NzcgoICyV1uv/32kSNHqjzG+IqxRtIsOVhUV1fLscP3opSUU3KynTt3rl27Vk6GdClXamrq9u3bgx5o4rTfHSCR2Pv1XGupniZi/DphXV2dOiOV9t6qs0TJh+I3+4kBuzrEIsHScVw4DGoowmewLr300ltvvVXSnWnTpmm9rQSlXTG+6aab5s2bt23bNtm3w9hqJeX65S9/efPNN0+ZMkVL7+TkyeAncdrvDgBnkqOQOvTF7F0Z1b3FEDpGjjlbOsQiwdJxXDh8a0gbs2vXLgvfIpRzKUlcjhw50tjYKIlOaWlpYWFhZWWlwRVjq8j88/Pz1XFHBvx+KzSu+90B4EzqwCInmTF45ED7Zp8sNNrLgo4tHWKRYOk4KBy6S0fe49XA2bNn169fnz5o48aNcd0PlhzdJJPT7kLKbuD9BFi897sDwJnkyKMe69y+fXtUl6IuwMtxzK5exV3Olg6xnNbO2s4t4XBmxff391dXV2v3K8vLy7u6uhKj3x0AzqTeKJTDjvaenbUkuyotLR0S1veIYKHYd4jlzHbWRm4Jh5MrXk41Kioq1NnGsGHDkpKShsR/vzsAHGvJkiVDovOW2YkTJ+bNm6eyK3s/cYPYd4jl5HbWFm4Jh/MrvrOzs6SkRHuyPt773QHgWHK0GT6otbXVwtk2Njaq88Nx48bFxYdlElvsO8RyfjsbY24JR7xUfFlZWW5uLtfVAUSVegK9sLDQqhl2dXWNHz9enSKG9AYSoifGHWLFSzsbM24JBxUPAJq+vj71iQhL3qTRPoOTmZn5jW98g16RHSLGHWLRzuokcjgCvZYIAKitrZUDY05OToStb0tLi3ovp6ioiC6RnSaWHWLRzuq4JRxUPADoFBQURPjCcn19vfYZHC5cOZDqEOvyyy+PwbJoZ3XcEg4qHgB0WlpaVIfG4fWrXFtbq3rsq6ioILtypmPHjql7OI8//ni0l0U7q+OWcFDxAOBr2bJlQ8L6oHV1dbVquWPZ0xJCdeTIEVVNCxYsiPayaGd13BIOKh4AfHV3d6tO+EJ6mb+iokJ11L579+7olQ2W2LBhg1TWxIkTo32VkXZWxy3hoOIBwK+tW7eq76KaaYC1jtolLauvr49B8RA59X2kxsbGqC6FdlbHLeGg4gHAr/7+/tzcXDlI1tbWGkwmqdWBAweKioroqD3ubN++XWpt0aJFUV0K7ayOW8JBxQNAIHV1dXKQHDFixPLly6sCuPzyy9XTPFlZWe3t7XYXGSHo7e1VN4LDe5vBJNpZHbeEg4oHAAPqKzdByWRvvvmm3YVFyMrLy6X6Kisro7cI2lkdt4SDigcAAzfeeKMkT8XFxYGuYFVUVBQVFf3DP/yD3SVFONTrhFlZWdF71J12VieRw0FP7gBgXl9fn91FQBTl5eVZ9XEkv2hnddwSDioeAOBmqlf3oqKiKM2fdlbHLeGg4gEAbubxeNR3jTo6OqIxf9pZHbeEg4oHALjc6tWr1aeNojFz2lkdt4SDigcAuFxbW5u0hunp6f39/ZbPnHZWxy3hoOIBAJgzZ440iHv37rV8zrSzOm4JBxUPAICkVtIgSppl+ZxpZ3XcEg4qHgCA/v7+9PR0aRNbW1utnTPtrI5bwkHFAwAg1q1bJ23i6tWrrZ0t7ayOW8JBxQMAIDo6OtQXuz0ej4WzpZ3VcUs4qHgAAJSioiJpFnfu3GnhPGlndRI5HHwqBwAAX/X19dIs5uXlWThP2lkdt4SDigcAQBkYGMjKypKW8ciRI1bNk3ZWxy3hoOIBANBUVlZKy7hs2TKrZkg7q+OWcFDxAABourq6pGVMSUnp7e21ZIa0szpuCQcVDwCAtyVLlkjjuH37dkvmRjur45ZwUPEAAHhrbGyUxnHGjBmWzI12Vsct4aDiAQDwNjAwkJOTI+3jwYMHI58b7ayOW8JBxQMAoLN161ZpH0tLSyOfFe2sjlvCQcUDAKDT09MzbNiwpKSkw4cPRzgr2lkdt4SDigcAwFdycrI0kZmZmQMDA5HMh3ZWJ5HDQU/uAAAYu/jii1UrWVlZGcl8aGd13BIOKh4AAF8ej2fHjh3Dhw+XhrK2tjbs+dDO6rglHFQ8AACBSGolDaWkWc3NzeHNgXZWxy3hoOIBADCgPp6Tnp7e0dERxs9pZ3XcEg4qHgAAAwMDAyUlJarr0TC+n0M7q+OWcFDxAAAY83g8+fn50mIWFRWF+lIh7ayOU8Jx9uzZDRs2pKenZ2RkVFZWyp++00TyViAVDwBAUD09PVlZWdJolpeXh/RD2lkdp4Rj9+7ds2fPfm+QDOzZs8d3mkgqj4oHAMCM1tbWtLQ0aTerq6vN/4p2Vscp4Zg7d+6BAwfUsAzMnz/fdxoSLAAAYqChoUHdLJIBkz+hndVxSjjGjBmjPVJ38uTJ9PR032lUV7Opqal5eXmPPfbYmTNnzM+figcAwLzq6mppOtPS0lpbW81MTzur45RwJCUlnT59Wg3LwLBhwwJNeerUKans+fPnV1RU6P5riKEolh4AgIRTXl4urWdWVta//uu/Bn3mnXZWxynhMHMFy9v7778fdBpvVDwAACGRpKqoqEhdpJg5c6bxxLSzOk4Jh5lnsLx1d3dPmDDB/PypeAAAQtXb23veeedpHyvs6+sLNCXtrI5TwrFr165AbxFqdVZWVtbe3v75558fP368uLj43nvvNT9/Kh4AgDC88MILOTk5KsdKT0+vqqrym2bRzuo4JRxnz55dv359+qCNGzd694Ol1dn+/ftnzZqVnJw8derUTZs29ff3m58/FQ8AQNja2tpUP++B0izaWR23hIOKBwAgQgZpFu2sjlvCQcUDAGAJv2kW7ayOW8JBxQMAYCHvNCs5OZl2Vsct4aDiAQCwnKRZs2bNor9JX24JBxUPAEA0tLS0jBw5knZWJ5HDQU/uAADEQE9PD+2sjlvCQcUDABA9tLM6bgkHFQ8AQPTQzuq4JRxUPAAA0UM7q+OWcFDxAABED+2sjlvCQcUDABA9tLM6bgkHFQ8AQPTQzuq4JRxDAABANNnd1DuLi8IRg7qPzebFUhy4lIRZEZbiwEWwFGcuJWFWJGZLcRsXxZT9jaXE9SJYijOXkjArwlIcuIgEW4rbuCim7G8sJa4XwVKcuZSEWRGW4sBFJNhS3MZFMWV/YylxvQiW4sylJMyKsBQHLiLBluI2xNRKbKPORL04EJXiQFSKA1Ep8YuasxJ7gjNRLw5EpTgQleJAVEr8ouasxJ7gTNSLA1EpDkSlOBCVEr+oOSuxJzgT9eJAVIoDUSkORKXEL2rOSuwJzkS9OBCV4kBUigNRKfGLmgMAALAYCRYAAIDFSLAAAAAsRoIFAABgMRIsAAAAi5FgAQAAWIwECwAAwGIkWAG99NJLCxYsSElJyc7OXrly5ccff6zGv/jii1deeWVycrKMX7FixYcffuj727Nnz27YsCE9PT0jI6OyslL+NB4P8yKJLfUSJQYBHPI/Qv0tlRKhQAEMdGQz81sqJUKBAkizkpBIsAJauHDhgQMHPB7PRx99tGrVqsWLF6vxV1999fPPP9/X1/fpp58+9NBDcqjy/e3u3btnz5793iAZ2LNnj/F4mBdJbKmXKAkaQIMEi0qJkkABDHRkM/NbKiVCgQJIs5KQSLBMkY1+9OjRvuPlIJWamqr9qbUic+fOlUOYGpaB+fPnG4+HeWHElnqJtqAB9E2wqJRoMxNA3ZGNSok2MwGkWUkYJFimNDQ0FBUV6UZ+9tlnjzzyiPf5n7YnjBkzpre3Vw2fPHkyPT3deDzMCyO21Eu0BQ2gQYJFpUSJmQDqjmxUSrQFDSDNSiIhwQrujTfemDJlyttvv+09Uj1WMn78+M7OTt+fJCUlnT59Wg3LwLBhw4zHw7xIYku9REnQABrcIqRSoiRoAP0e2Yx/S6VEyDiANCsJhgQriObm5smTJ7/22mu+//XJJ59s2bLliiuu8P0vTjWiJ5LYUi9REsYVrKC/pVIiZBxAgyObwW+plAgFDSDNSiIhwTJSV1c3ceLE119/PdAEsjP4fTaLm+XRE0lsqZcoCeMZrKC/pVIiZBDAoEc2KiVKzASQZiVhkGAFtGPHDjnD6+jo0I2/8847jx8/fvr06Q8++GDt2rV+b5bv2rXL72sdgcbDvDBiS71EW9AAGjyDRaVESaAABjqynaNSoi9QAGlWEhIJVkBDfHg8Hhm/f//+WbNmjRw5ctKkSatWrfr973/v/RM1cPbs2fXr16cP2rhxo3eHJX7Hw7wwYku9RJtx8L15jzf+LZUSoUABDHRkO0elRF+gANKsJCQSLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8FCnAn0qdpQv4Rq5uuqBj8/Z+IzxgalVXp7eydNmmQ8BwBAPOLIjjgT6FO1oX4J1czXVQ1+rjFOj4w/rLtmzZpt27aRYAFA4uHIjjjm/anaSHrh031d1VskXWgalFYcP3586tSp/f39JFgAkHg4siOOeX+qNuzvSPh+XdVbJB+BMSituOGGG55++umQ5gAAiBcc2RGvdJ+qDe9LqMZfVw3683Om0yNdaV9++eXLL79cPdFFggUAiYcjO+KS76dqw76Cpfu6qu7R9VCvYPl98t23tDNnzmxpafE7BwBAAuDIjvjj91O1kTyDFejrqmZ+HjQ98lta38+VGM8EABBfOKwjzgT6VG2oX0I1+LqqmdlqjHMjgw/rmpwDACAecWRHnAn0qdpQv4Rq8HVVb2F8xthMaXXTRBgTAIDTcGQHAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxUiwAAAALEaCBQAAYDESLAAAAIuRYAEAAFiMBAsAAMBiJFgAAAAWI8ECAACwGAkWAACAxf4/07atl9iOKOQAAAAASUVORK5CYII=)
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