Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-10-20020909_222700_20020910_031200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/09 |
Start Time | | 2002/09/09 22:27 |
End Time | | 2002/09/10 03:10 |
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 | | 0.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-10-20020909_222700_20020910_031200-constBx0 |
Minimum Dst Value | | -69 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IEphbiAxMiAxMjo1Mzo1MyBFU1QgMjAxOeg+h9UAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMzktMTEtMjAwMjA5MTBfMDMxMzAwXzIwMDIwOTEwXzA3NTgwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wOS0xMFQwMzoxMzowMC4wMDBaIiwgIm1heCI6IjIwMDItMDktMTBUMDc6NTY6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjAzNzY3MDQ5OTUsICJtYXgiOjEuNTIxMzM5NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfTDZ+JMAAAAEZ0FNQQAAr8g3BYrpAAAj0klEQVR4nO3df3AU9fnAcUxAAmnzvUA0JpJApFjtCNWMOsSgIhIUEUXr0CiCKLW0KCNtzQ/kV2krtp3CqKMmNo0dZ0QjdjSjNXSYVtqBWhkoQ6UGsYogWCBBAkQNRrh8n7md2dne3W72ks35yT3v1x/M3rK/ns+zu8+zl8tlQBcAAAACNeCrPgAAAIBUQ4MFAAAQMBosAACAgNFgAQAABIwGCwAAIGA0WAAAAAGjwQIAAAgYDRYAAEDAaLAAAAACRoMFAAAQMBosAACAgNFgAQAABIwGCwAAIGA0WAAAAAGjwQIAAAgYDRYAAEDAaLAAAAACRoMFAAAQMBosAACAgNFgAQAABIwGCwAAIGA0WAAAAAGjwQIAAAgYDRYAAEDAaLAAAAACRoMFAAAQMBosAACAgNFgAQAABIwGCwAAIGA0WAAAAAFL/QZrwIDUjxEAAtcXN88333xzzJgx3W65L3ZNLUCSpf4J53ZRcbEBgIe+uElOmDDh5Zdf/kp2zT2/Bxi03kj9sUv0Uen111+/6qqrBg8enJeXd9dddx06dMh7fltb25w5c4YNG5aTk7NixQrvHVl8zndav379pEmTMjIyZO/z5s07cuSINT8cDldWVoZCoezs7OrqannpPT/R7XhEF/ew3bYTl9vCbkPttlO35RMdHEZ+wP/KysqKO9/ezgcffHDjjTeGImRCXgY48n0hatDsiM4444zc3Nzy8vL9+/d7rN6D4z948OCCBQtGjRo1aNAgWev666+X0zXuwUTNlIlvfetbzl3I9IUXXuhcwP6vXbt23XrrrXK2nHnmmZdeeulLL71kzT927Jgc55gxY4YMGSJ7v/nmm//85z93e8yxB9PjBWLJSXXy5Mne77oH+rpX8Mi12Llz59SpU78WIRNvv/2288DiXmL+0+d2JTols1WiLbOk/igkeo+45ppr5AFLytuJEydWrlwpRdF7/ty5c+W+fChi5syZzzzzTM+Ox/s4y8rKmpqa2tvbDx8+PH/+/GnTplnza2tri4uL90TIRF1dnff8RLfTbXRRh+22nbjcFnYbaredui2f6OAw8k5r1qx58MEH4+7LVlJSsmTJkraIxYsXy8ueDU7SxDZY1sTp06c//vjjn/zkJxMmTPBYPdHjP3DgwMiRI2Wzzc3Nn3/+uXTVr7322nXXXRf3YKJmyoS0Sq+++qr9X6+88orMiW2w3nvvPekOf/Ob3+zbt096l7feeus73/mO9V+yr3vvvVcW+OKLL1paWl588cWrr77a+5jjHkyPF+jxKv2uwfLO9X/+85+zzjpr9erVByPk4pKXMtP7wPynz+1KdKLBSr5+PApyK3nggQdyI2TCfiqS1MrpO2LECHkqtV7+6le/Ovvss+Xx7r777pMz1V6s638fHWJ3IeVw6NCh3vOHDx8uJdOallrofYPu6mmD5SRtRGZmpjUtF5KUbWtaJkpLS73nJ7qdbqOLOmw/+01o4bgp8Bgr5/K9GZy49Iy8XCZFRUVSM+LuyyZDLbFY08ePHw9q5L/88stly5YVFhbK47j0DdZMj+u9pqZGaltGRsb48eN37txpzZdn/UsuuURmyn9ZnVDsxR4V17Fjx4YMGSITP/jBD5wdbX19vczxPv64Q3TPPfdItYsbo9sqzmNbt26dcxcS3UsvvRR78HfccccvfvGLuLuQcCQotwNw7tTjJtnlMvjeN89EV4m9b8dNq9tp4LR7925pMSWWrKysW265pbW11U843juVE0A2KMvLQPUg17NmzYp6H3r58uV33nln1IFF8Zm+Lvcr0Rb35HcOeLeDJg8hP//5z0eNGpWdnX333Xd/+umn1vzYqzV2X36K9ZVXXvnCCy/YByxPC3l5eT7DN1Y/brAkqZMnT94fcc0118j5as2XnN18883yPGq/lMUORMjET3/6U3t+1EQUOYEeeeQR+50Gt/lSCOXZwpqWiignmfdh977BamxsnDhxojUtF4N9Jchh2Ht3m5/odrqNLuqw/ezX/8JuKfCZst4MTlx6Rl46ErmHOveVk5Mjd+2LLrroscceO3XqlDX/tttuk+tOboLy3Lx06VJ52fvBEdIuyPi8//77R48eXbRokTXT43qfMWPGhx9+KNlfuXKl3ZHI3fkPf/iD3MrlTj1v3ry4g+YsHgcPHqyqqrLeIZAO46qrrnrxxRdluqGhQaY7Ozu9jz/uOSnHIHUrboxuqzjvS3JUY8aM+fvf/y4vN27cKNMyJ/bGJUUr7o+ExNSpU2fOnLl58+bPP//c7TC6fNwkPQbfbZuJrhJ7346bVrfNOo0bN+6NN96QkOXMvP/++7/3ve/5DyfuTuXclpH8OGLKlCk9yLXkSM5n5xx5ec4553iPic/0dblfiU6xJ79zwLsdtNWrV1977bV79uyRq1Jawx//+MfW/LhXa9S+/BTrP/3pTxdeeKGc4dZ/yTX7y1/+0jtq8/XjBuu888575513rGl51Bg9erQ1LTnbu3evvZi8tBf797//7VwsasLJ6r7lkc5+F9dt/uzZs+Xp5HCEPEoOHDjQ+7B72WBt3769qKjIvpLT0tKsW7+QifT0dO/5iW6n2+iiDrvb/fpf2C0FsTt1W77HgxOXnpGXe9z555/f3NwctZY0K1u3bpWqY99GrR+LWCMvE/bNupcj/41vfMN+88Dmcb1Lb2RNf/bZZ9ZbUKKgoODxxx//6KOPnBuJrTFO8mgutwjrvw4dOiRpqq6uln/tT/UleuZI1pylMfYthNhVov736aefvummm7oiPy367W9/G7uAtZeOjo64B3D8+HGpbd/+9rczMjJkAB988MG4bwl0e5P0GHy32BNdJfa+HTetbpt1IyMwYsQI/+G47XTXrl3WtKwYNwTvXMupEpUjWdi+qAfEsA/eT/q63K9Ep9iT3zngTnEH7YILLnj33XetabkiZC/WdNyrNWpfPov1ZZddtnbt2q7IT73lACQFcQ+vH+nHDZacc/YpKxPy0pqWnDk/GSov3RaLmogiJ9mKFSuuvPJK7/mffPKJ1D+5NcszysMPP+x8KHFeKs7jibs7t1u/c6Y8xRYWFm7ZssWe07O3Cvxvxy06t8MO9n0UtxT4TFmA72CpGvmGhobp06e7rbtv3z57eXkqXbx4sf3JD3npvX23+VFnu/PStnlc787F7Jf//Oc/Z8yYMXz48DFjxtg/13Nb2DqeJUuWOD/wJ8/ZsoD9M0qP43cjWYt9V8Pe6aBBg6J+wiVxSQ/nXEwWyMvLe/755+Vf+6dsUdvxeAfLJrdE6Zzuuuuu2PeDu3zcJH0OvlOiq8Tet6P+13uzTvIYIHmUa8c6qew+ONFwnMvbmZLl44bgnWt58OvBO1i22PRFXTJuV2Lcg7FfOge820GTdtPZAtonatyrNWpfPot1Y2PjN7/5zVOnTt1+++3ydOQ9Jv1CP26wfD4hOR/OZCJ2Mesn0HFJwbY/K+Nn/pNPPilF0fuwfTZYsaTs5efnb9u2zTmzBx92SWg7TnGjizrswD+DFXeoPcbKuXxQn8HSNvIXX3zx5s2b3dbdv3+/VHRrWu65ffEZLGmJEnoHy7lY1Eu5ff/xj3+0K1nUxR61sMRiv2mxY8cOeYZ++eWXzz33XPs90UTPHKmI1dXVUTPtnV544YVvvfWW87/+8Y9/jBo1KmqxRx55ZODAgfaPS2IbLDk3Vq1a5X0kFqm+X//612Pnd3uTdBt8j5tnD97B8vPSzztYMvPZZ5+VRxQp1fJv7Iglei75eQfLO9fSMcR+BmvWrFlx9+vGLX1d7leik/fJ3+2gSevz4Ycfxm427tUatS+fAy5X69ixYysqKuQqsD8I2K/14wZLHjftH+tK67106VJrfuxFMmXKFOvjBTIR+1GAs846y/nTkNmzZ8vLzs7Ojz766P7777efGNzmy0UiByCn/gsvvFBQUGC/ieqmZw3W6tWrCwsL7YvcVlNTE/fXmtzmJ7qdbqOLOmy37cTltrDbULvt1G35RAcnLlUj3xX5zosrrrgiavny8nK5LcotT8ZZLrqFCxda86XhkOvOem5+6KGH7IajlyP/8MMPT5w48YMPPnB+qsP/9W4fs9zT5ZilwZK+1poZdbE71z1y5MiyZcvGjx/fFfkwn9zo//a3v8n0q6++eskll1g//fE4/rjX7969e2XX9m+WSTivvfaavaT0zbKXv/71r8cjNm7ceNFFF/3617/22GBXvAbrvffekw5yzZo1MjInT57csmWL/VuEV1999Ysvvnjo0CG5OuSY58+fP3Xq1Ljb9L5Jug1+1Hg6+cyX2wC6vXTbrJOMxiuvvCJDIaeQDEXsiCV6Lsny9mewrrvuuh7kWq7fnJwcyZH9W4Ty0n7Hy21MfKavy/1KdPI4+f0M2qOPPiqDJluQa+rtt9/+7ne/a82Pe7VG7cv/ySBPoTLzd7/7nXOmzwbUQP31uLsi7zTKjd76xQSZsN+BjL1IrF+Qyc7O/uEPf+j8/QVrQipfKBSyX65bt27cuHFnnnmmVDU5oaWX955fX18v15U8MZSVlW3fvt3jgAf8r27ne6wr2tvbuyItv/T71tefVFVVOb9wKO78RLfjEV3cw3bbTlxuC7sNtdtO3ZZPdHAY+a7I90A2NjZGLW+N8ODBg+XRU+6V9rUmpf3666//vwi59ds/BOnlyEs5kSIxYsQIuWalFFkz/V/v1oQ0pvLMnZGRIe3RG2+8Yc2Mutidwzhs2LCbbrrJCmHOnDnWB54scgzWR/49jt/tyt23b98999wjqRw4cODw4cNvueWWN9980x6N3//+95deeqk1gDLx7LPPdrvBATGVT0gxky3LUclVcNlll9nfg/WXv/xF5sswyjgUFRXdd999zqvJuU3vm6Tb4EeNp5PPfLnF6/bSbbNO8pAgqR80aJA80jz++OOxI5bouSQLfP/735fBkSH62c9+JluOG4JHrsW//vUvuVgyI6RL27Fjh3NHcS9qn+nrcr8SnWJP/oQG7fTp0zL/ggsukPuAPBjYd4m4V2vUvvyfDHLqjhkz5ssvv3TOdDtnzNdfjxsAEIj+W8CST/ok6XW+6qNIklOnTnX7a1vBmj59+vPPP5/MPfYprisAUI0Gq1uLFi06ePDg3r17r7322h/96Edf9eEkydatW+3fFuxrp0+ffvrpp8eOHWt/U0MK4LpCn4t9A9zAG3q/OMhEpWRQCBxnRbceffTRESNGnH322ffee28KfH2AT1/72teeeuqp5OxLTsJRo0ZJS5ec3SUH1xUAAEDAaLAAAAACRoMFAAAQMBosAACAgNFgAQAABIwGCwAAIGBaGqy4v68OAACS7KvuCJJETZxqMgoAgLH0lGM1carJKAAAxtJTjlM5Tp3vSQIAYCw95VhNnGoyCgCAsfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzlWE6eajAIAYCw95VhNnGoyCgCAsfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzk2KE6fX1jV2tpaUFCQaIb0ZBQAAGPpKcfGxdnt0C9YsGDVqlU0WAAA9Dt6yrFxcXoPfXNz8+jRozs6OmiwAADod/SUY+Pi9B76G264Ye3atd0uluhmAQBAEugpx8bF6TH0GzZsuPzyy8PhsNtiAzz14UEDAAAf9JRj4+L0GPqxY8du2rSp28US3SwAAEgOPeXYuDg9hr43b0rpySgAAMbSU46NizN26N1+GtjLzQIAgCTTU44NitPt3SkaLAAAUoOecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxyriVNNRgEAMJaecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxyriVNNRgEAMJaecpzKcfLHngEAMIqecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxyriVNNRgEAMJaecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxwbFGe3X1i1fv36SZMmZWRk5OXlzZs378iRIwltPIhjBAAAPaenHBsXp8fQl5WVNTU1tbe3Hz58eP78+dOmTQtkswAAIDn0lGPj4vQ59CdOnMjMzAx8swAAoO/oKcfGxelz6BsbGydOnBj4ZgEAQN/RU46Ni9PP0G/fvr2oqGj37t2x63rom+MFAAB+6SnHxsXZ7dBv3LixsLBwy5YtwW4WAAD0NT3l2Lg4vYe+oaEhPz9/27ZtwW4WAAAkgZ5ybFycsUNvz1m9enVhYeGuXbsC2SwAAEgyPeXYoDjdPjJlT8d+rKq9vd3/xoM/YgAAkAg95VhNnGoyCgCAsfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzlWE6eajAIAYCw95VhNnGoyCgCAsfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzlO5Tj5W4QAABhFTzlWE6eajAIAYCw95VhNnGoyCgCAsfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzlWE6eajAIAYCw95VhNnGoyCgCAsfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzk2KM5uvxE0HA5XVlaGQqHs7Ozq6mp5mdDGgzhGAADQc3rKsXFxegx9bW1tcXHxngiZqKurC2SzAAAgOfSUY+Pi9Bj6kpKSpqYma1omSktLA9ksAABIDj3l2Lg4PYY+KyurtbXVmm5paQmFQoFsFgAAJIeecmxcnB5Dn5aW1tnZaU3LRHp6euy6HvrwoAEAgA96yrFxcfIOFgAAqUpPOTYuTj6DBQBAqtJTjo2LM3bo7Tk1NTX8FiEAAP2XnnJsUJxuH5myp8PhcEVFRSiiqqqK78ECAKB/0VOO1cSpJqMAABhLTzlWE6eajAIAYCw95VhNnGoyCgCAsfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzlWE6eajAIAYCw95VhNnGoyCgCAsfSU41SOk79FCACAUfSUYzVxqskoAADG0lOO1cSpJqMAABhLTzlWE6eajAIAYCw95VhNnGoyCgCAsfSUYzVxqskoAADG0lOOg4+zo6Nj6dKlo0ePzsjIkH+XL19+8uTJwPeSKD0ZBQDAWHrKcfBxLly4cNKkSTt37pROS/695pprHnjggcD3kig9GQUAwFh6ynHwcebm5u7fv99+KdMyp9u1wuFwZWVlKBTKzs6urq6Wl7HLfPDBBzfeeGMoQibkpf+j0pNRAACMpaccm9Jg1dbWFhcX74mQibq6uthlSkpKlixZ0haxePFieen/qPRkFAAAY+kpx33yI8LJkye/8847HR0d8q9M+/kRoXRLTU1N1rRMlJaWxi4zdOjQEydOWNPHjx+Xl/6PSk9GAQAwlp5y3Ccfcl+yZMl5552XkZEh/y5btszPh9yzsrJaW1ut6ZaWllAoFLvMbbfdtnz58mPHjrW1tS1dulRe+j8qPRkFAMBYesqxKXGmpaV1dnZa0zKRnp4eu8yBAwdGjhxp/WFBmfj444+jFhjgqc9jAAAAnvSUY1Pi9PMO1uTJkxcvXmx/Bkte+t++nowCAGAsPeU4+Dh37txZWlo6ZMiQhN498vMZLNkmn8ECAKD/0lOOg49z/PjxK1eu/OyzzxJaq6amxu23CO1kSBO2dOlS6x2shx56KG4T5kZPRgEAMJaechx8nBkZGZ9++mmia4XD4YqKCus7rqqqqpzfg2Un47333rv++uv/L2Lq1Knvv/++/+3rySgAAMbSU46Dj3PkyJEffvhh4JvtJT0ZBQDAWHrKcfBxPvXUUzNmzDh48GDgW+4NPRkFAMBYespxMHF6fz+CCaNpwjEAAKCcnnKsJk41GQUAwFh6ynHwcZ5xxhmBb7P39GQUAABj6SnHwcd57rnn/ve//w18s72kJ6MAABhLTzkOPs41a9bceuute/fudX7VwldOT0YBADCWnnIcfJx8yB0AAMSlpxyncpymNXkAACinpxyriVNNRgEAMJaecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxyriVNNRgEAMJaecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHpsQZDocrKytDoVB2dnZ1dbXbt8Dv2LFjypQpmZmZ+fn59fX1/revJ6MAABhLTzk2Jc7a2tri4uI9ETJRV1cXu8zu3bsLCgqee+65o0eP7tu37/bbb/e/fT0ZBQDAWHrKsSlxlpSUNDU1WdMyUVpaGruMdFRPPPFEz7avJ6MAABhLTzk2Jc6srKzW1lZruqWlJRQKxS6Tm5u7bNmyvLy8YcOGzZkzp62tzf/29WQUAABj6SnHpsSZlpbW2dlpTctEenp67DIy88477zwcUV5ePnfu3KgF4v6daf4WIQAAhtBTjk2J0887WLKM/Jc1LT1WTk6O/+3rySgAAMbSU45NidPPZ7AmTJggfZU1fejQIRosAAD6Fz3l2JQ4a2pq3H6L0E5GfX39rFmz7B8R3n333f63ryejAAAYS085NiXOcDhcUVERiqiqqnJ+D5YzGcuXL8/JycnOzp49ezYfcgcAoH/RU47VxKkmowAAGEtPOVYTp5qMAgBgLD3lWE2cajIKAICx9JRjNXGqySgAAMbSU47VxKkmowAAGEtPOVYTp5qMAgBgLD3lWE2cajIKAICx9JTjVI6Tv0UIAIBR9JRjNXGqySgAAMbSU47VxKkmowAAGEtPOVYTp5qMAgBgLD3lWE2cajIKAICx9JRjNXGqySgAAMbSU47VxKkmowAAGEtPOVYTp5qMAgBgLD3lWE2cajIKAICx9JRjU+IMh8OVlZWhUCg7O7u6ulpeui3Z2tpaUFCQaIb0ZBQAAGPpKcemxFlbW1tcXLwnQibq6urcllywYMGqVatosAAA6Hf0lGNT4iwpKWlqarKmZaK0tDTuYs3NzaNHj+7o6KDBAgCg39FTjk2JMysrq7W11ZpuaWkJhUJxF7vhhhvWrl3blXiG9GQUAABj6SnHpsSZlpbW2dlpTctEenp67DIbNmy4/PLLrY9nxc3QAE99evwAAKBbesqxKXH6eQdr7NixmzZtsqZ5BwsAgH5HTzk2JU4/n8HqzZtSejIKAICx9JRjU+Ksqalx+y1Ct58GJrR9PRkFAMBYesqxKXGGw+GKiopQRFVVlfN7sGiwAABIDXrKsZo41WQUAABj6SnHauJUk1EAAIylpxyriVNNRgEAMJaecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxyriVNNRgEAMJaecpzKcfK3CAEAMIqecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxyriVNNRgEAMJaecqwmTjUZBQDAWHrKsZo41WQUAABj6SnHauJUk1EAAIylpxybEmc4HK6srAyFQtnZ2dXV1fIydpn169dPmjQpIyMjLy9v3rx5R44c8b99PRkFAMBYesqxKXHW1tYWFxfviZCJurq62GXKysqampra29sPHz48f/78adOm+d++nowCAGAsPeXYlDhLSkqkebKmZaK0tNR7+RMnTmRmZvrfvp6MAgBgLD3l2JQ4s7KyWltbremWlpZQKOS9fGNj48SJE/1vX09GAQAwlp5ybEqcaWlpnZ2d1rRMpKeneyy8ffv2oqKi3bt3R80f4KmvDh0AAPijpxybEqf/d7A2btxYWFi4ZcuWhLavJ6MAABhLTzk2JU6fn8FqaGjIz8/ftm1botvXk1EAAIylpxybEmdNTY3bbxHayVi9enVhYeGuXbt6sH09GQUAwFh6yrEpcYbD4YqKilBEVVWV83uw7GTEfqyqvb3d5/b1ZBQAAGPpKcdq4lSTUQAAjKWnHKuJU01GAQAwlp5yrCZONRkFAMBYesqxmjjVZBQAAGPpKcdq4lSTUQAAjKWnHKuJU01GAQAwlp5yrCZONRkFAMBYesqxmjjVZBQAAGPpKcepHCd/7BkAAKPoKcdq4lSTUQAAjKWnHKuJU01GAQAwlp5yrCZONRkFAMBYesqxmjjVZBQAAGPpKcdq4lSTUQAAjKWnHKuJU01GAQAwlp5yrCZONRkFAMBYesqxmjgBAIABvuqOIEm0xBklOQlmL8buiL2wl5TZEXthL6mxl9SjdNRS6aRMpb0kbUfshb2kzI7YC3tJjb2kHqWjlkonZSrtJWk7Yi/sJWV2xF7YS2rsJfUoHbVUOilTaS9J2xF7YS8psyP2wl5SYy+ph1GDL1xgxiI1xiI1ZiIvSA7OM/jCLclYpMZYpMZM5AXJwXkGX7glGYvUGIvUmIm8IDk4z+ALtyRjkRpjkRozkRckB+cZfOGWZCxSYyxSYybyguTgPAMAAAgYDRYAAEDAaLAAAAACRoMFAAAQMBosAACAgNFgAQAABIwGCwAAIGA0WBqFw+HKyspQKJSdnV1dXS0vnf/b2tpaUFDg9lUxbut6bxM+uQ3jgP+V0LqkJhAew7hjx44pU6ZkZmbm5+fX19f7X5fU9J7PSyYrK8v/uuQFgaDB0qi2tra4uHhPhEzU1dU5/3fBggWrVq1yq+Ju63pvEz65DaOfr0YkNX3KbRh3794tDyTPPffc0aNH9+3bd/vtt/tfl9T0np8xXLNmzYMPPuh/XfKCQNBgaVRSUtLU1GRNy0Rpaan9X83NzaNHj+7o6Iiq6PZLt3U9tgn/3IbRo8EiNcnhNozSUT3xxBNxVyE1SdDtGH7xxRdFRUUHDhyw55AXJAcNlkZZWVmtra3WdEtLSygUsv/rhhtuWLt2bVdMRbdfuq3rsU345zaMMv45OTlDhw696KKLHnvssVOnTtmrkJrkcBvG3NzcZcuW5eXlDRs2bM6cOW1tbfYqpCYJuh3Durq6u+++2zmHvCA5aLA0SktL6+zstKZlIj093ZresGHD5Zdfbn3gwO0tE7d13eYjId7DePLkya1bt8rz9KJFi/yvS2oC4TaMMnHnnXcejigvL587d67/dUlN73mP4enTp88///zm5uaE1iUvCAQNlkZuz2djx47dtGmTNe3WYPHM16f8DOO+ffvizic1fcpjeOWlNS09Vk5OTkLrkppe8h7DhoaG6dOnJ7oueUEgaLA08vigT7e/rcanFvqUn2Hcv39/bm6u/3VJTSDchnHChAnSV1nThw4dittgkZq+4z2GF1988ebNmxNdl7wgEDRYGtXU1HT7OzJun8FyW9fPNtEtt2EsLy/fuXPnF1980dzcPHny5IULF9qrkJrkcBvG+vr6WbNm2T8idH7ch9QkgccYvv7661dccUXsKuQFyUGDpVE4HK6oqAhFVFVVxf2WF7cGy21dP9tEt9yGcd26dePGjRs8ePDo0aOXLFnS0dFhr0JqksNjGJcvX56Tk5OdnT179uy4H3InNX3HYwwnTJjQ2NgYuwp5QXLQYAEAAASMBgsAACBgNFgAAAABo8ECAAAIGA2WRuvXr580aVJGRkZeXt68efOOHDlizU/0T5+6bSeK2+ptbW1z5swZNmxYTk7OihUrPA447tdG8AdZAQDGosHSqKysrKmpqb29/fDhw/Pnz582bZo1P9E/feq2nShuq8+dO7e8vPxQxMyZM5955hnvw45qsPiDrAAAY9FgaXfixInMzExrujdfu+fcThS31YcPH+78hsYJEyZ4H2pUg8WXAQIAjEWDpV1jY+PEiROt6d784QjndqK4rS4NlvNvjHT79yiiGiz+nAUAwFg0WKpt3769qKho9+7d1sse/+nTqO1EcVt99uzZ9ldg33HHHQMHDvQ+2qgGiz/ICgAwFg2WXhs3biwsLNyyZYs9p2fvYMVuJ+oz6W6rf/LJJ9JXZWdn5+bmPvzww+ecc07c1Z2bdb7kHSwAgLFosJRqaGjIz8/ftm2bc2YPPoMVdztR/HxY6sknn5Rmy/uY+QwWAKC/oMHSaPXq1YWFhbt27Yqan+ifPnXbjs/Nzpo1a//+/W1tbS+88EJBQcG7777rvZ2oBos/yAoAMBYNlkYDYrS3t3cl/qdP3bYTxW31+vr6/Pz8oUOHlpWVbd++3f8Be28WAICvHA0WAABAwGiwAAAAAkaDBQAAEDAaLAAAgIDRYAEAAASMBgsAACBgNFgAAAABo8ECAAAIGA0WAABAwGiwAAAAAkaDBQAAEDAaLAAAgIDRYAEAAASMBgsAACBgNFgAAAABo8ECAAAIGA0WAABAwGiwAAAAAkaDBQAAEDAaLAAAgIDRYAEAAASMBgsAACBgNFgAAAABo8ECAAAIGA0WAABAwGiwAAAAAvb/wG4us8cpNhwAAAAASUVORK5CYII=)
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