Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-10-20020320_054100_20020320_102500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/20 |
Start Time | | 2002/03/20 05:41 |
End Time | | 2002/03/20 10:23 |
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 | | 7.04 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.44 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-10-20020320_054100_20020320_102500-constBx0 |
Minimum Dst Value | | -17 |
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 Geotail for time period of this run.
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ly41rpc4Eau52Hjt2bODAgf9qN2jQoLy8PFFus9nCwsLE92NFREQ4fg+Wy/IaBiwiIvIt999//zvvvFNeXn5rDocDrV+//g9/+MOWLVsMVlNnAlWlnXKpMz6IiMikMFVdu3btFh/0+PHjXbp0MVhBnQlUlXbKpc74ICIik/LWVGV8XHUmUFXaKZc644OIiEyKAcu7VGmnXOqMDyIiMikGLO9SpZ1yqTM+iIjIpBiwvEuVdsqlzvggIiKTavxUpX0Fw2233dauXbvQ0NCCgoJGHledCVSVdjae0xd+eLs6RERERqQELLFw48aNM2fOzJ07NyQkpJHHVWcCVaWdcqkzPoiIyKQMpqqy9PSK7GxP91BRUdG6dWsszJw5c9WqVVr5ypUrUeLOcet915eo0k651BkfRERkUnpTVVFqanzPnnjUm7Ecr2AVFxdHRET07t0bL69evfrwww9/9dVXWF67di2Wq6ur6z2uO+/6ElXaKZc644OIiExKb6oqSEgQAat0//569+AoICDg8OHD4q2zZ8927do1MjISz1h257juvOtLVGmnXOqMDyIiMim9qcp2/ToyVlFqqkd7sFqtUVFRffv21Uqio6OxwjvvvOPmcd1515eo0k651BkfRERkUhJvchcqKyvFPViQmZnZsWPHdevW/fa3vz1+/Lj7x1VnAlWlnXKpMz6IiMik5AassrKyhQsX9urVC8sXL17s3r379u3bsfztt98+8MADly9fdvO46kygpm8nQvSAAQPatGnToUOHlStXikKbzRYeHm6xWAICAiIjI/HSuNxT6owPIiIyKYnfgwVt27YdNmxYXl4eyidOnPjxxx9rqy1btmzKlCluHledCdTc7czNze3UqdPq1avPnz+fn58/btw4UR4bG9ujR4+TdliIi4szLveUOuODiIhMit/k7l3mbicS1fLly+uWBwUFJSYmimUsBAcHG5d7Sp3xQUREJsWA5V3mbme7du0WLlzYvn37tm3bTpw4sby8XJT7+/uXlpaKZavVarFYjMs9pc74ICIik2LA8i5zt7Nly5bjx48vsQsNDZ08ebIo9/Pz0770DAtYzbjcpRaGmqxNREREEjBgeZe52+nv72+1WsUyMlZgYKBWzitYRESkMgYs7zJ3O0NCQpCrxPLZs2e1gMV7sIiISHEMWN5l7nauXLny6aef1j4i1H5NNCYmxuVvC+qV13h4ytUZH0REZFIMWN5l+nZGR0cHBgYGBARMmDBBu8ndZrOFhYVZ7CIiIhy/B8tleQ0DFhER+RYGLO9SpZ1yqTM+iIjIpCR+0ehtt93Wrl270NDQgoKCRh5XnQlUlXbKpc74ICIik5L4p3Ju3Lhx5syZuXPnhoSENPK46kygqrRTLnXGBxERmZTBVFVWll5Rke3pHioqKsQfe37ooYfWrFmjlefn57dv3x7v1nvcet/1Jaq0Uy51xgcREZmU3lRVVJQaH98Tj3ozluMVrOLi4oiIiN69e+Plxo0b//M//xOF4t1p06YtWbKk3uO6864vUaWdcqkzPoiIyKT0pqqCggQRsEpL99e7B0cBAQGHDx8Wb/3P//zPF198gYVjx4517Njx0qVL9R7XnXd9iSrtlEud8UFERCalN1XZbNeRsYqKUj3ag9VqjYqK6tu3r3i5fv36++677/r16+PGjXv//ffdOa477/oSVdoplzrjg4iITEriTe5CZWWluAerxv61R927dw8LC+vSpcvVq1fdP646E6gq7Ww8/i1CIiIyEbkBq6ysbOHChb169dJK1q5dixU++eQTj46rzgSqSjvlUmd8EBGRSUn8Hixo27btsGHD8vLytHe//vrrbt26Xbt2zaPjqjOBqtJOudQZH0REZFJNPVU9/vjjX375pafHVWcCVaWdcqkzPoiIyKSabqq6cePGRx991L17d+2bGtw/rjoTqCrtlEud8UFERCbVdFMV9tylS5cDBw404LjqTKCqtFMudcYHERGZFP/Ys3ep0k651BkfRERkUgxY3uUL7SwtLe3UqZPjObPZbOHh4RaLJSAgIDIyEi+Nyz2lzvggIiKTYsDyLl9o56xZs15//XXHcxYbG9ujR4+TdliIi4szLveUOuODiIhMigHLu0zfzuzs7HvvvffKlSuO5ywoKCgxMVEsYyE4ONi43FPqjA8iIjIpBizvMn07Bw8eLP7epOM58/f3Ly0tFctWq9VisRiXe0qd8UFERCYl8YtGb7vttnbt2oWGhhYUFDTyuOpMoOZuZ3Jycs+ePcWtVI7nzM/Pr7q6WixjoWXLlsblLrUw1CTtISIikkTin8q5cePGmTNn5s6dGxIS0sjjqjOBmrud3bt337lzp1jmFSwiIiKNwVSVXpaeXZHt6R4qKiq0P/ZscNGBAUswdzv1LizxHiwiIlKc3lSVWpTaM74nHvVmLMcrWMXFxREREb1793Za5+OPPx46dKg7x3XnXV/iO+10PGcxMTEuf1tQr7zGw1OuzvggIiKT0puqEgoSRMDaX7q/3j04CggIOHz4sOMKmzdvfuCBByorK905rjvv+hLfaafT92CFhYVZ7JC4Hb8Hy2V5DQMWERH5Fr2p6rrtOjJWalGqR3uwWq1RUVF9+/bVSo4cOdKtW7fTp0+7eVx33vUlqrRTLnXGBxERmZTEm9yFyspK7R6skpKS++67Ly0tzdPjqjOBqtJOudQZH0REZFJyA1ZZWdnChQt79eolXmLhb3/7WwOOq84Eqko75VJnfBARkUlJ/B4saNu27bBhw/Ly8uq+xd8idEmVdsqlzvggIiKT8tZUxYAlqNJOudQZH0REZFIMWN6lSjvlUmd8EBGRSTFgeZcq7ZRLnfFBREQmxYDlXaq0s/EMbugjIiJqbrwyVZWWlv7Lv/yLwQrqTKCqtFMudcYHERGZFIJOTk7OLT7oCy+8MHr0aIMV1JlAVWmnXOqMDyIiMqnJkyePHz++qqrq1hyuvLz8lVdeCQwMzMrKMlhNnQlUlXbKpc74ICIikyotLe3Tp0+LW+X2228PCQk5dOiQca3UmUBVaadc6owPIiIiidSZQFVpp1zqjA8iIiKJ1JlAVWmnXOqMDyIiIonUmUDN3c6kpKS+ffu2atWqffv206ZNKysrE+U2my08PNxisQQEBERGRuKlcbmn1BkfREREEqkzgZq7nf37909MTKyqqiopKXn22WeHDBkiymNjY3v06HHSDgtxcXHG5Z5SZ3wQERFJpM4E6jvtrKysbNOmjVgOCgpC8BLLWAgODjYu95Q644OIiEgidSZQ32nn+vXr+/TpI5b9/f1LS0vFstVqtVgsxuWeUmd8EBERSaTOBOoj7czIyOjatWtubq546efnV11dLZax0LJlS+Nyl4y/8KPJmkJEROSz1JlAfaGdW7du7dy58759+7QSXsEiIiJqhtSZQE3fzrVr13bo0OHgwYOOhbwHi4iIqBlSZwI1dzuXLl3auXPnun/MMiYmxuVvC+qV13h4ytUZH0RERBKpM4Gau511b40Sf9XSZrOFhYVZ7CIiIhy/B8tleQ0DFvmi67bryWeS00rSrt64mleZh5LcC7ko9Ha9iEhd6kygqrRTLnXGB8mFoIO4U1VdhdyTeS4TJZXVlW5ua7CmeAs7R3jaY90TlxsX/0P8qNRR8w7O6xnfE4/HNj2G5+m7puM5dFvo1LSpz+993v1DExHJos4Eqko75VJnfNwCmObLfixzf/28yrxVx1YVXSpCnmj80VOLUr8+9XXhxcKkwqTyq+XZFdmozNqTa1fkrMDLgosFiCxYB+Vi/XWn143fPv6b/G9KrpToVQARB3sQa+LZcbWX9r+EiDMiZYTIPSNTRoZsCNlevL3uTtAtCQUJR8qPzNw9M+JgBFIR1ow5GoM9IJyJLIUVlh1ehgd29dze5x7d+CiCVFBCkJaoHkx4UByoV0IvPA9MHojnhxIfEoXYT+M7kIjII+pMoKq0Uy5tfOwv3R92IMxpgsTMl3U+y2n2FYX5Vflz9syJSo/Cu3WnZ6yD2d1pc8zx2H9GWQYOhBkRs369wQLhA8+nqk4hBFy+dlnsDdsWXy7+NO/T1SdW46X7mQb1yb2QG3kwEqkCexY7d3wXO8RuCy8VIogcKD0wNW1q7NFY8S42RNTAsVCH4kvFk3ZMGrdtHFqk7QQLvZN6IzqIyznuGLp5qLgMg62ww8vXL6NPtHdF5+AZhQg3WOGT3E+wCXIJKoPoo1UbvZpSlCKixpDNQ/D8ROoTeA7eECwKn9z2JJ4n7piIZ6SWBRkLkHUGbBqAl48mPYoSBJpXDr0yY9eMvda9aOa24m3DU4bPSJshNu+7sS+e+2/sj9VGpY56ft/zqMaY1DG1hZv6i3XEY3radOw2Lvdnf1fg+b3P4y1xOO3Rb2O/2oSU9BDKRT/UrrOxdp2gDUHiJfoTzy/tewnHRfZKK0lD3+LsYxnNX/L9kvgf4sduHYvw59hvRES3BgMWGdHGByYqTGaY6sTLyupKxBrkJxRiMnbcRBQ+vuVxMQsiH2D+w+SHmR6PpMKknSU7MQ1j2p62cxpWQExBNkI0QYzAy0HJg8S1B7zEhp8e/3RRxiIkFcdDIEAgUizPXo41n97+tIgF4qLFU9ueErFAHH3EltorKMgEqIBx0kKqwxHH7xhfexUkvpfY/K2st9A6hCrkif+79//+lCeSavPEsC3DtHUwo4skMWbrGC0c4IFm4vntrLfRhDe/f1MUPrf3OXTjR7kfYZ/zD87H/pEAnBqI1uGgT26tzT1YTWz4SNIjqCHCDQLTtrPb0DmTd07GMwr7JPVxPK54hB8Ix4HwXJulEoIdA5Z4xuPhxIdFNqobhqbunIo9P7PrGcfCgZsGautrl4te3Pciss60tGmOayKlIX3mVOSIjwhX5KxA8huVUtshqLNoJs4LekYENQwY1Bap9P3s97HmG9+/IQaP2Bs2wTMyE1L7P07/AyEYy4jR6WXpjRzhRERNhAGLjGjjA/MZZri5++Zi8lv83WJxveHxzY+LSIR0ghgRnRGNCVLEAszBKB+ZMlJMkJN2TsIc/Mfdf/zZbG2PRAhDmMj7beonLqiI6yhiJ9oDU/hrma+J62fIdiKKDd48uO5nQyLYiYCF1CUKRUYZnDx4+q7pCDTbz27H3O+Ut8ROxHUXrdpicy15iM+kxAWbKTunoBoTdkxwTAAjt4wUW01JmzJpxyTRIu3aDLoID1F5sb72+OzEZwisoib7S/eLws/zPkeTD5cfFtcCRaEIoFq808IQ6oZzhBw8e89sx/AkUhfexW4RR4ouFX196uvTVafjcuNSi1LRmch2eAv731e675v8bw6UHcBJRJ3FlbaSKyU43auOr0IKROG47eNqU+z2p3Cg5/c+L7YV1caeUYI6vHzgZewh63xW3eGE/SNFIRljwGgtWpixEFVyiphQfrUcR8d4w6mvuFohbl0nIjILBiwygvFx+dplPGrsc+2KnBWO8zqmxmWHly3OXOxYGHEwAoXaZ3+IFDN2zRDXckISQ8Q6H2R/gPk1rSQNa77+/eui8NPjn2KixZSPA2FyxVT9bva7IhuJzRGb3s9+/5Njn4jPhqIORkUejIwviBefBm4t2vpe9ntHLxxde3Jt7oVcTNjYz7rT63CgWXtmaYFDy2SLMhbV2D9iQ9RYdWwVnqemTUUEEbcciU8DX9j3AvLQm9+/iViAnCE+N9Q+Dbxuu45UhBXwQFuQVwovFaIO2gepSYVJqOFfDv9FNEH8UhtWQEhCD4jLSzgo4oiIleirGvsnniLJOX4gi22xIeqAmFgbQ3dORK++lfUWzgjyB7rL8TfmUBlEGYRIRKIvT3yJTvD0So/L379DIc6OiGUejqOfQVc7JuyEgoTG7I2IqHliwCIjGB8jUkYg0Ih7ejBPYxnJ4KuTXyEbiYtAWuHsPbMRHbRLGo4wKyNGfHnyS8z9Ttc2EA4QEZAt9CZ1ZBq8W5tR7B8w4fGP0/8Qtz+72QrUExFqx9kdY7eORTXEbdERByIm7ZiEOCj2iTDkctt6j4K0Ue8tPmiC8VcGiAtaY7eNRQcik2F9vQs2KEfyc7o/zFwyz2WKAYPzgjjr7eoQETUJBixy5vSFW9rHW+Ldy9cu180KLgvlOlV1aq91b1BCUMiGEO3TtIZBHkIKFB+l9YrvhX3iof32nFcgdy7+brF2m1fdz8t8zC0YMERE3sWARUYwPpYdXjZnz5xGZhpZii4VefRNBwa+yf8GWS0qParkSomsfTZSeln6qNRR4rNLIiIyNQYsMuLb44MXUYiIqIn49gTqSJV2yqXO+CAiIpJInQnUC+30gc71gSYQERHdeupMoAxYDeEDTZDuaGxs6qhRxdtd/NWXxqvmX80jIvIJ6kygDFgN4QNNkE584deuGTOk77mwMGnDhpDt28fb1Lg5rKAgISvr7Sv8pgYi8kXqTKDeCVh6mvrQNpstPDzcYrEEBARERkbiZcP241FVv/9+SVra1AsXcht2LHdYrXvOu/qKcOGGjD+KXNfFiwWHDy8rLt5eXV2Jx/dLlmwaMKAwyfX3ZjUYKp+RsSg+viceO3ZM2Lp1bFXVKRE+Kiqyf/yxLD09as+eOaWl+/PyPkU5HtgkO/u9zMzXrt7yv7XnsqsrK/NQT8TEnJwVP+r/Yib6c/fumfv2vSQam3XzG0DqQrvQOrSxwYlTkahKRM0QA1ZTHtJ7nRsbG9ujR4+TdliIi4urfxtX0AREiio3vqMBuUrMl999t9jlCmKqw+RqMPVCSUkaUtrp0+vKytKxT8QIlJw79x3ixZEj74tDOGYs7PbMmWSkn717n9+wIQThA2v+8MM3mLYxMV+7VoWd4IHCQp2vEnWqYV0HD0bioBs2BCclPYxDOCVIHBoVKCzciEOIY+nlPLx17lxmUVGqvYbxCBk5OcuRRVDVQ4cWJSQEHTnylwMHwtLTF4hmpqaOxvPu3c/gOSmptyjcuPFRPG/dOgbrJycPFIW5P//zyUePxiLsNjh1oaOwQ/FhJdqSn/8NzgUKsdvLl61ob0nJblRj27ZxOApaIYYHVkBNEhJ6iSqh85EL0aVIhJU//9JU7Eesk5TUF884147v4uSi5OLFwpMn12Zn/3TGf/jhWwwDpxMkxobLs4Zqo57nzh1KTh6UkjLceMgRETUFBqymPKT3OjcoKCgxMVEsYyE4OLhh+0ETxNSOWdZgNeSGqqrTu3bNwLx74sQXGRmLrPZvftecOLEa+9m//yV7Ugm5pPNF5JjUd+yYZJ+nH7w5Bz+C5y1bhuI5MTFEFCJpZWa+dtH+bZwIN6JQPDZt6u+4eXLyADynpIwUCQlRCXW7Zv/LPxrMvnjgLdSwoGADao5oIqISdo4DZWb+SduVU1dgZVEojrhly3A8b948NDPzVezQMeIgbYg1RStEPbUH0pL9wtUkrInq7dkzB8ui7Zs2PSbWSUkZZY8Lo+wHGnYzb/VDf2ZlvZmaOuro0RiEnj17nhNvIf0gylRU5BQUJJw7l4HOxz6LilJQiMSD3IOAgg7HuUAzkZOQ/GocgjLqj8KMjAWO9RTH3bx5sGPh7t2zcXQE3JsNfEi0xR4Ex4nCCxeOX7z57amIUGgIqoq45pjd0XBUSXTFli0j7AcahNZt3Ngf0RYvRc3Rq4cPL8vJiREj8/DhpfZAVoBtxYnDCRKZWOtkNNCd0U5EJBEDVlMe0nud6+/vX1paKpatVqvFYmnYftAEMUXt2/c8ZkTMZE7ppMZ+J41YB1O1zXZdzKybNg3AhIeVMSNietu2LVREnJsfgU3GCkgzx46tKinZhYl8//4Xt29/GrNpRkYUpti0tGmOwWXHjgl43rVremFhUn7+P8UcnJb2zPbt49PTF4o1EYOQ8A4dehXL27ePw67sF5xqjyiOnpIyQqyJeRrHPX36H6jDgQMvYW9ih1qAwIzueHREB2SCa9eqMK9nZb2NrIAmiws8ZWXpYs2tW0fbD/Sk41WcU6e+rrF/zpWX92le3uc3r0s9gecDB15GDe0pqjcWkBLS0qYWF//sxnkkHgSF4uKtOTkrRPpB92JvWK6sPJmeHoXYeuPGVZSIqIGwpaVS7foW0p5jlTZufEQrROds3NhXuyqG2IQ64IiiN9A59udHRf4TPbl58+OiCThl6HCcMmwr8hY6LTc3DuEGPYOUg1NjL+x787i1+/nuu8UYRegWx8tOGDbYsLBwI1qBNCkOJHpp69ax2Nvly8WiSthWi8va2UlJGS5iqKik2Fwr3LfvBbSo7qAlImpqDFi+yc/Pr7q6WixjoWXLlgYrG9wrBpgOs7Pf27LlcTFfYqZMTR1VXLwN5WLewjQf7/DJXWbma+ICBiY8LeIcPDgPs+OJE18i3Gif+4gEoM3B4pGRsQihARMwwhySGRLMyZNrkSG0i154S0yfKSnDxNxv/zAoU2uOWBObYG7GW4hEFy8WoBBRD6EhOXmQuBySnPyzyzAHDkSgzrt2PWNPHiE389bjIpBhh0gyWW+//f2SJcmbaqu9J2X2jtkTjn4Ug0OLy3U4BB4IYYiAOAqOlZn5Cp6RRcQ+UY5Gof6ihuKTRPSh02d5tuvXs997L/O1166Wu/sZH2qIA+HQOC7i4PXrl3/8sQxpyZ5Rxohe2rFjIvpt+/anxMUwx7bjLfvzePGypCQNCQn9Jq4PoQ/xEjvEM3oSYdHpshMGAEYFMqtjlSoqsrEHq3UfmowzeDNm9bPnv96OayIWx9+8VBlfe4FwPRKkuJdL+2ivtHQ/drJz50SxuT1LhWB4oHDPzlm1e0589Ob1sxB7kvsz6tmktwMSERljwGpyWVlZwcHBrVu3vpU3uUu8giUWMF1hYhP5Q7sisnfvc5s3Dz127BNMsY6fwmACxnTruGZOzgrH3SKEbd8+fvfuWeJaBSZ+xK/s7OUHDoS5MykimmCmz8//BvP6998vcb852BAPpBAcd//+uTgoKoYHAoqIO5jRUfOysgzEAjxQqIWJwqQk8fuDSfF9amf0L+25cGVPlzEIKQrbiusuIsmhqm7eg1+SliYOhDCHpFV16pQ7mxyMjCxLT3dqLJLftWtVODUVN//SIgoRVtBMnDIkJzwjlokwiiyLnkHcEfU8uXbtpuGP4dmdOtd17fLl4u3bqyt/+tYJdCbyVm5uLEaR02DYtWV6bZZNHHbwYCTWcXlP1fmsrNPr1h1P/lvyB499979vHv08Ju/rz1GOzt89d3b8Mz0Tx/SNj+oZ/3Kv/N3rjqT+5Xp1bfTH0ZGJ0YcIxw1rBRFRgzFgNblevXq9+uqrly5dupUHlXgPlraM6erSpaL9+186dOgVcY0nOfkxER3qbog52z6hxp0/n4Uk5DJboPDM6c0N++YnbeZuAMQLJA9Pf78MQWfjo48m9e5dlJWCuLBjQ+3VlPhv/4/BveRIEsiOhYUbcTj377P+saxs04ABG0JCNvbvL74PwrGxBQkJu2fOPPHFF9vGjctYuHDv88/vmDQJFcOa28ePL92//0pJY7/1AIe7WFCQPGgQ9olnx7fOJCfj6IWJiYib5zIzXW6OaIXNUTFsvmPiRGwi1qx7yo7GxmK1raGj45/umTS4r97e0CL0hqgMnhMefFAE0JQRIxKCgnZOmoTlTY899lP87d0bzwdefjl11ChRBzya6EvLiIgMMGA1uVatWl28ePEWHzQmJkbvtwg9OuXaytnvvVc7b7300uahQzGjl546cGLvF9l73k/858PfbXP9a4M3rl61XXcdYjDzIUNkLFqEfWZER2P+05utXUIFMLNmf/AB9oPA4fQuZvfrly/nrFhxbNUqhBVkDqcV0qOikEgw8TtthV2JcIBq46Fd9sCaWB9b4V08RGFlZV76wflOvwFXF9a/kJt7ICzs5Nq1CCWnvv768NKl2NuJNWtQPdStLD29JC3NqaNwaMQRBCb0T9qMGYgXW8eM2f/iiwhbSQ8/jMKN/fqJ6CAeqU88URvFpk3DM1b+bvFi1BbVxoJ1z57Dy5adXreuKDX1xOrV5UeO4LgVR49i+eyOHQcjI9OmTs16+21UKeutt7B8cN48EdcORUcj0Bz9+GOsk7N8OU4W3t08ZEhtiOnTRxx3x4QJWCfrzTexSW5c3PmsrKr8fJxZvLVlxAgtEtWGoZEjUTHUQWtjZV6eeGvr2LF43jtnDg6Bmhz96CN0V+WJE7Wdk5GBwITwtCE4GOvsmTkT5x1r1m4YFCQ2R8rEbi8WFuZ9+mneZ5+JKPZT3urVCy+xB5xTtwcXEZEcDFhN7p577jnlxqc8ctlstrCwMItdRESE4/dgeRqwMNkjpqSOGqVdHtCuIiQPHiwmUaygxRFkCEyxmX/6EybdlOHDERQcP6BBmCjaskXsRFyhSbTPiHgc/+tfEeOulJSIB8ITpnbkEjxjMtb2gLfE+mIix9T73euvY2IuSklBksBC7ew+fPhPh7BnhawlS2qzxeHDiFCIHeIt7B+p7mpFRe3E/OmnYm87Jk6snfKffBKNwuPYypW1EcQeXPBw86YorIYIuG3cOBwCgUDkJO2R0KuXlgAS7LkBD5H2EFAQYtAKsR/0G2qY+eqrjpvvsO8t87XXUL29L7yA9dHJ6J9LRUUiBGuPRPvJEp2sPTbZX4oT57SmFpvEAwm15mawdjr6rmeecSwUG4pn0To8cFLQq0djYx3XPBgejhMkwjQyJboIAQjxGpVH7HNcM8V+BrV6nv7HP7AaOkSMJbQXwwDn1GlsAHaOMYP8ihOKnsS50DIxEdGtxIDV5D788MMRI0YUFxd7qwKNgfGBKICUkPPBB3vmzMHUhRl9j7iE0LMnJsjaSdd+PQlR5of4eMzK4oLEhoce0q5P1H6slpJSlJp66u9//2mijYhA7Di5Zg0iSObixY7JY/tTT2mXZP7/xGxPWtrdSJi597/0UtZbb4kw5Li5mJIRXFAllIgrH1uGDauNEfZrP3ikz5uHWu2fO7d2/ZsfLYl3tzz+eG3lb34IJfaJBmJ9ETicYL5HBEFo0D7/Qm7Q7tZKsF9lQVuwoNUzIzoa/XYgPNwx02AP6VFRe2bPFi8dr7iIC2DZy5ejxzYPHYo8oZcYECbQM0WbNyN7IbjsnDIFu0qbPj3e4YpXysiRtZ02Zky8/VrX9qefxspH3nsPVcr+4AMs75oxI++zz0Q0wT6te/ZgNcQdpEy8i/iClqKNSISIg6gzOufoxx9j8332/qxNZh9+iOYgc4vewHnHmkhaaIXoBMePHbW2YM8YJ3gL3VV7xW70aBFDceqxN71LoUREzRYDVtMf2Bvf5C5L7dc02GdN7bKKgFkzNy4OczCm/6MffeQYhhC/MB9jlkUGSp8/XxSK4JJs/4AJD8y42q7EbF2yc6f4OClFhKGHHkKYQKzBo/YikD11YbrNfvddTNXadIvJviI7GxMz4p3Y/PslSzIWLUL1rpSUiM8Hsb6ohrhGhYe4GRzzvThQbRQLCipKTj69bt25jIzM117L/+c/ER3wQJrEOidWr9brH+16GHKM+GwOldn34ou7Z87EtsdWrcIC6iDiF7KR1nA0AdkFNcQzdiIuDaaOGYOGYJNGnjXsHMEFzzg7Nfa7x/ASz2i4uPccuRC1ulTk+tvInIhd1bsa2oh4Z/wF9+jS2sBqT3XIZE5JUTsQdoXaItE6jhMiInMx0VzfSKq0Uy6MD8yaiCwGt04jJSBYHPnLX8TncU5xBMls14wZ4qM3BK+ChISStDSX+xG3K53LzMQ0jIQk5lo8I8YdjIzUPt7Cw2kP4lNIsbnLPeNdpArUExO2NmeLz9SQb7Bg3Dq9t2rs2QXZCNHqpw/+btbQeKu6xEVB1Me3L9WgdQjER2NiRC+h871dIyKipsKARUY8Gh9IQpg+Xb6FEIOg5nS7jPsQngqTkoq3bk0ICkKaaVb3LCPeic/mdkyalPf553h2+WFivZpVo5oUWrp75kyEZn57AhH5MAYsMtLcxsePZWWN+YIGIiKiW6O5TaBNR5V2yqXO+CAiIpJInQlUlXY2nknvxyciImo+1JlAVWmnXOqMDyIiIonUmUBVaadc6owPIiIiidSZQFVpp1zqjA8iIiKJ1JlAVWmnXOqMDyIiIonUmUBVaadc6owPIiIiidSZQFVpp1zqjA8iIiKJ1JlAVWmnXOqMDyIiIonUmUDN3c6kpKS+ffu2atWqffv206ZNK7v5p+5sNlt4eLjFYgkICIiMjMRL43JPqTM+iIiIJFJnAjV3O/v375+YmFhVVVVSUvLss88OGTJElMfGxvbo0eOkHRbi4uKMyz2lzvggIiKSSJ0J1HfaWVlZ2aZNG7EcFBSE4CWWsRAcHGxc7il1xgcREZFE6kygvtPO9evX9+nTRyz7+/uXlpaKZavVarFYjMs9pc74ICIikkidCdRH2pmRkdG1a9fc3Fzx0s/Pr7q6WixjoWXLlsblLrUw1GRNISIi8lnqTKAma6fLfLN169bOnTvv27dPK+EVLCIiomZInQnU9O1cu3Zthw4dDh486FjIe7CIiIiaIXUmUHO3c+nSpZ07d87JyXEqj4mJcfnbgnrlNR6ecnXGBxERkUTqTKDmbmfdW6Oqqqpq7N93FRYWZrGLiIhw/B4sl+U1DFhERERNT50JVJV2yqXO+CAiIpJInQlUlXbKpc74ICIikkidCVSVdsqlzvggIiKSSJ0JVJV2yqXO+CAiIpJInQlUlXbKpc74ICIikkidCVSVdsqlzvggIiKSSJ0JVJV2Nh7/VA4REVEjqTOBqtJOudQZH0RERBKpM4Gq0k651BkfREREEqkzgarSTrnUGR9EREQSqTOBqtJOudQZH0RERBKpM4Gq0k651BkfREREEqkzgarSTrnUGR9EREQSqTOBqtJOudQZH0RERBKpM4H6QjtLS0s7derkeM5sNlt4eLjFYgkICIiMjMRL43JPqTM+iIiIJFJnAvWFds6aNev11193PGexsbE9evQ4aYeFuLg443JPqTM+iIiIJFJnAjV9O7Ozs++9994rV644nrOgoKDExESxjIXg4GDjck+pMz6IiIgkUmcCNX07Bw8e/MUXX9T8/Jz5+/uXlpaKZavVarFYjMs9pc74ICIikkidCdTc7UxOTu7Zs6e4lcrxnPn5+VVXV4tlLLRs2dK43KUWhpqkPURERD5NnQnUZO10yjfdu3ffuXOn9pa2Gq9gERERNUPqTKDmbqfehSXeg0VERNQMqTOB+k47Hc9ZTEyMy98W1Cuv8fCUqzM+iIiIJFJnAvWddjp9D1ZYWJjFLiIiwvF7sFyW1zBgERERNT11JlBV2imXOuODiIhIInUmUFXaKZc644OIiEgidSZQVdoplzrjg4iISCJ1JlBV2imXOuODiIhIInUmUFXaKZc644OIiEgidSZQVdoplzrjg4iISCJ1JlBV2tl4/FM5REREjaTOBKpKO+VSZ3wQERFJpM4Eqko75VJnfBAREUmkzgSqSjvlUmd8EBERSaTOBKpKO+VSZ3wQERFJpM4Eqko75VJnfBAREUmkzgSqSjvlUmd8EBERSaTOBKpKO+VSZ3wQERFJpM4Eavp2ZmZmDhgwoE2bNh06dFi5cqUotNls4eHhFoslICAgMjISL43LPaXO+CAiIpJInQnU3O3Mzc3t1KnT6tWrz58/n5+fP27cOFEeGxvbo0ePk3ZYiIuLMy73lDrjg4iISCJ1JlBztxOJavny5XXLg4KCEhMTxTIWgoODjcs9pc74ICIikkidCdTc7WzXrt3ChQvbt2/ftm3biRMnlpeXi3J/f//S0lKxbLVaLRaLcbmn1BkfREREEqkzgZq7nS1bthw/fnyJXWho6OTJk0W5n59fdXW1WMYCVjMud6mFoSZrExERkc9SZwI1WTud8o2/v7/VahXLyFiBgYFaOa9gERERNTfqTKDmbmdISAhylVg+e/asFrB4DxYREVEzpM4Eau52rly58umnn9Y+IpwyZYooj4mJcfnbgnrlNR6ecnXGBxERkUTqTKCmb2d0dHRgYGBAQMCECRO0m9xtNltYWJjFLiIiwvF7sFyW1zBgERERNT11JlBV2imXOuODiIhIInUmUFXaKZc644OIiEgidSZQVdoplzrjg4iISCJ1JlBV2imXOuODiIhIInUmUFXaKZc644OIiEgidSZQVdoplzrjg4iISCJ1JlBV2tl4/FM5REREjaTOBKpKO+VSZ3wQERFJpM4Eqko75VJnfBAREUmkzgSqSjvlUmd8EBERSaTOBKpKO+VSZ3wQERFJpM4Eqko75VJnfBAREUmkzgSqSjvlUmd8EBERSaTOBGrudp44cWLo0KEWOyzgpSi32Wzh4eEoDAgIiIyMxEvjck+pMz6IiIgkUmcCNXc7g4KCoqKiyu3mzZuHl6I8Nja2R48eJ+2wEBcXZ1zuKXXGBxERkUTqTKDmbucdd9xRWVkpli9cuICXYhlJKzExUSxjITg42LjcU+qMDyIiIonUmUDN3c7Ro0dHR0dXVFSUl5cvWLAAL0W5v79/aWmpWLZarRaLxbjcU+qMDyIiIonUmUDN3c7CwsJ77rlH/O0aLJw5c0aU+/n5VVdXi2UstGzZ0rjcpRaGmqxNREREPkudCdRk7XTKN/369Zs3b552DxZeivJbcAWLiIiIGqDhIcBUzN3O1q1be+UeLAO3YOjwEDyEifbPQ/AQ5to/D9GsDmFq5u4dBKYFCxaIK1jz58/XAlNMTIzL3xbUK6+RN1B8Y0zzEOocwgeawEModQgfaAIPoQhz986xY8cGDhz4r3aDBg3Ky8sT5TabLSwsTHw/VkREhOP3YLksr2HA4iFUPYQPNIGHUOoQPtAEHkIR7B3JfGNM8xDqHMIHmsBDKHUIH2gCD6EI9o75cEw3HzwXzQRPRPPBc9FM8ER4HU+A+fCfTfPBc9FM8EQ0HzwXzQRPhNfxBJgP/9k0HzwXzQRPRPPBc9FM8ER4HU+A+fCfTfPBc9FM8EQ0HzwXzQRPhNfxBJgP/9k0HzwXzQRPRPPBc9FM8ER4HU8AERERkWQMWERERESSMWARERERScaARURERCQZAxYRERGRZAxYRERERJIxYBERERFJxoDlZTabLTw83GKxBAQEREZG4qX2VmZm5oABA9q0adOhQ4eVK1e6v63BPsmAXr+1+Dl/f3/3t+W5aAC9Tjtx4sTQoUMtdljAS/e35YloGL1+Ky8vnzhxYtu2bQMDAxctWuTRtjwXDaP9F+RY6E5n8kR4CwOWl8XGxvbo0eOkHRbi4uJEeW5ubqdOnVavXn3+/Pn8/Pxx48a5v61eORlzp9+WLVv28ssvu78tz0UD6HVaUFBQVFRUud28efPw0v1teSIaRq/fJk+eHBoaetZu7Nixq1atcn9bnovGcApY7nQmT4S3MGB5GSaJxMREsYyF4OBgsYxEtXz5cpebaP/A9LbVKydj9fbb1atXu3btWlhYqJXwXDQFvU674447KisrxfKFCxfwUtuEJ6KJ6PXbnXfeWVJSIpaRsUJCQrRNeC6alFPAMuhMngivY8DyMn9//9LSUrFstVotFotYbteu3cKFC9u3b9+2bduJEyfiR3ZtE+2fjd62euVkrN5+w094U6ZMcSzhuWgKep02evTo6OjoiooK/HNYsGABXmqb8EQ0Eb1+Q8DCS7GMpOXYnzwXTcopYBl0Jk+E1zFgeZmfn191dbVYxkLLli3FMhbGjx9fYhcaGjp58mT3t9UrJ2PG/Xbjxo3/+I//yM7O9mhbnosG0Ou0wsLCe+65R9yGgoUzZ864vy1PRMPo9duECROefvpp8R/UU089dfvtt7u/Lc9FYzgFLHc6kyfCWxiwvMzgZwvHHxADAwM92pY/lzSAcb+tXbv28ccf93RbnosG0Ou0fv36zZs3T7sHCy/d35YnomH0+u3cuXPIVQEBAe3atVu8ePFvfvMb97fluWgM969g1bsOT0RTY8DyMr1PwUNCQhxvcXAZsPjJulzG/faHP/whLS3N0215LhpAr9Nat26tdw9WvdvyRDSMO/22YsUKhC33t+W5aAz378Gqdx2eiKbGgOVlMTExLn+PY+XKldoV+NDQUMdbf7R/YHrb6pWTMYN+27Bhw4MPPlh3E56LpqDXaZgPFixYIK5gzZ8/3+X9vDwRcun1G/53KigowIlYs2ZNp06djh49qm3Cc9GknAKWQWfyRHgdA5aX2Wy2sLAw8dU+ERERjt9EEh0dHRgYGBAQMGHCBJc3uetta7BPMmDQbyEhIevXr6+7Cc9FU9DrtGPHjg0cOPBf7QYNGpSXl6dtwhPRRPT6DT8BdujQ4Y477ujfv39GRobjJjwXTcTpC/lEoUFn8kR4HQMWERERkWQMWERERESSMWARERERScaARURERCQZA5aXJSUl9e3bt1WrVu3bt582bVpZWZko9/TPc+rtx4ne5hs2bHj44Yd/9atfYfNJkyadPXtWSm2JiIjUxIDlZf37909MTKyqqiopKXn22WeHDBkiyj3985x6+3Git/kjjzyybt268vLyysrKV199FSlKSm2JiIjUxIDVjCDctGnTRiw35qvhHPfjxJ3NkZ9cfoVjA2pLRESkJgasZmT9+vV9+vQRy4354waO+3FS7+YXL15844039C6AeVpbIiIiNTFgNRcZGRldu3bNzc0VLxv85zmd9uPEeHPx/XV333338ePHpdSWiIhITQxYzcLWrVs7d+68b98+raRhV7Dq7sfpa3/rvdR04cKFRYsWPfTQQy4397S2REREamLA8r61a9d26NDh4MGDjoUNuAfL5X6cuHOzFDKW3i1cntaWiIhITQxYXrZ06dLOnTvn5OQ4lXv65zn19uPmbidMmJCdnV1dXf3DDz/MmTNH7x4sT2tLRESkJgYsL2tRR1VVVY3nf55Tbz9O9Db/+9///vvf//6Xv/xlp06dnn322XPnzkmpLRERkZoYsIiIiIgkY8AiIiIikowBi4iIiEgyBiwiIiIiyRiwiIiIiCRjwCIiIiKSjAGLiIiISDIGLCIiIiLJGLCIiIiIJGPAIiIiIpKMAYuIiIhIMgYsIiIiIskYsIiIiIgkY8AiIiIikowBi4iIiEgyBiwiIiIiyRiwiIiIiCRjwCIiIiKSjAGLiIiISDIGLCIiIiLJGLCIiIiIJGPAIiIiIpKMAYuIiIhIMgYsIiIiIskYsIiIiIgkY8AiIiIikuz/Afg70LNDsZqZAAAAAElFTkSuQmCC)
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