Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_082708_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | December 12 2007 |
Start Time | | 2007/12/12 06:30 |
End Time | | 2007/12/12 11:00 |
Key Words | | substorm, velocity effects |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -33.10 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 91.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Martin_Connors_082708_1 |
Minimum Dst Value | | -26 |
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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IEp1bCAwOCAxNjo1NzowNSBFRFQgMjAxN/IyPOsAAAGxdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiTWFydGluX0Nvbm5vcnNfMDgyNzA4XzE6IE9wZW5HR0NNIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDctMTItMTJUMDY6MzA6MDAuMDAwWiIsICJtYXgiOiIyMDA3LTEyLTEyVDExOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC40MTMwOTE5OTk1LCAibWF4IjoyLjI5NTE0ODAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX13/MG6AAAABGdBTUEAAK/INwWK6QAAM6xJREFUeJzt3X18FeWZ8HFJQghJjAmElyCEhBcNLSIiKphYAQPGNaxRs5hKUBAsqeIaurwEiEAtrLQLlvKxEpfoZndZiJrdxoqYfj5Zzh9xoRYF2qwcEBXc0A0SbdS0GyQKz7W5n2ee0/u85CSZk5lz5vf9I585k3m5z3XNmfs6M3NmrrgMAAAAU11hdQMAAAAiDQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmo8ACAAAwGQUWAACAySiwAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgtApLniCvP3bAcPHhw/fnyXSw7FqkOxTAChxucWPrBDR1gLxQack5Pzb//2b5asms+jiQgm+gybWniTncW3vvWtS5cuGWNkeMKECd3diZi103G73ffdd9+gQYNiY2OnTp366quvmrLY0JFwrVq1Kjk5OSUlpayszIjkhx9+mJ+fn9xJBuSlGv/mm2/OmjUrLi4uLS1t8eLFn376qRp/xZ9LSkrq2fL9MZYc5PtqbGy86667EjvJwO9+97tuhSVIzc3Njz32WEZGRv/+/eUN5uXlvfHGG0H+19+mYsomHYrjTJLTCxcu9H7VPRDqmiBwpgJsS1d4UeM///xz2drHjx8/cOBAWeA999xTX1/vb+0+t21/Hxxtxt6+86BRlqEH2GjCm3zspXP65S9/aYz5xS9+IWMsKbDef//9YcOGbd269eOPP5au6Ne//vX999/f+8WGVEVFxZQpUz7qJAO7du1S46dPn75u3brWTmvWrJGXavzs2bP379/f1tb2ySefLF269O677/Ze5rPPPrtixYqeLT+wINN06tSpIUOGbNu2rbmTtEdeyshg5g3e2bNnR48e/Td/8zfHjx//n//5H6k1X3/99TvvvDOY/wbYVEzZpENRYAU5S9gVWIEzFXhb8tcwmf3RRx+VLH/11Vfnz59/+eWXb7/99sDN0Bbl74MTYJaQosBCD7DRhDf52L/yyivZ2dnGmGnTpr366qvG7uDkyZPSdQ0aNEi+f997770tLS3GjLKvHDlyZL9+/by/gHoO7Ny5U/a/cXFxsmT5LhugMQ8++OCmTZt8/ks60SeffHJYJxkwjgT4W76/8QGWY7wdeSlfl2+44QaZV5bgc9dskMpGCiY1LANGJOPj47/88ks1/MUXX8hL73llgoSEBG2k9CiZmZnSafV++d689/I+9/vz58/fsGGD55j169cXFxcbs/z4xz8eOnSobBWPP/64NFiN/+abb370ox9lZGSkpKQsWrToj3/8ozG9z1w88sgjUhr6a2rg/wbYVLrcpLWJfb4XY2KfG4z3Bu+pu7No2153N11PAT6tgRcSYKUlJSWyQJleAuXz/QbOVJfbks+5Bg4c+Pnnn/tbpk/aovx9cDyn995reSaiy2D62+A7Ojqeeuqp9PT05ORk+Q7gc13B7Ihuu+22vXv3Gg2W7xJpaWndDQvCGgVWeJPPs+wmxo8f/x//8R/y0uVyybCMMXYEkyZNOnDggHwxlQ/2smXLlixZYsx4zz33/P73vzdeaos1BgoKCk6fPi17nx/+8IfeuzlPsq/xd6pLdli5ublNnWbOnCn76MDL9zc+wHI8347syGpqamSvJzu1xYsXB2iz7HyNPa981ZZdqhouLCyUhUvQWltby8vL5aX3vLW1tTNmzNBGSj0nO2tTlu8tyAJLEvHBBx94jpGXw4cPN2aRGJ7tJAMbN25U47dt23bHHXd89NFHf/jDH6QH/cEPfmBM7zMXEmTpw/w1NfB/A2wqXW7S2sQ+34sxcYANxl/bujuL90epW5uupwCf1i7b5nOlsmndddddv+80Z84cn2+hy0wF3pZ8ziUrnTdv3ltvvSXvxd+SNdqi/H1wAsyiJaLLYPrb4KX0l8+1vE0ZX1pa6nNdweyI6urqJkyYIJuu+pfsiLZs2RJkNBAZKLDCm/rYv/DCC3/5l395ufPI/N///d9f9rPj++KLL+SrlTHjmTNntOV4v5SB5uZmNfynP/1JvpgGaExMTEx7e7vPf40ZM+a9995Tw/L1euzYsYGX7298gOV4vp1Ro0bt2LHjv/7rvwK0VomKirp48aIaloHo6Gg1rM6bqO+sMmDstQ1HjhzJzMzUeibZmV5zzTXHjx/v/fJ9CvI8haxFS4R0M5IdYyFGDP/zP//TiGFWVtaJEyfU8Llz56RVxvQ+cyEL9Ow+ta/4Xf7X36bSrU3a33sxJg6wwfhcew9m8f4odWvT9Uf7tHbZNn8rdbvdalhm9PkWAmeqy21JYzReSpDrr78+Li5O2rBixYouj9xobfP3wQkwi5YITz6D6W+DHzdunPehem1dQe6Ibrrppn/5l3+53HlOXBogqfHZPEQqCqzwpj72Fy5ckK+he/bskb/GGQ01weHDh2fNmpWSkqJ2f8Z+SoY9rxsNUGD5HO9TgMMSsp81dtMyIC97tt4Ay/F8O++++658oR88ePD48eONEw0++fuiLF9P16xZY1wjJS8953K5XOnp6W+//ba2tOrq6rlz5/Z++f4EWWANHTo08FEHnzGUXtmzp5QezudKjZeyQO8jH0H+N/ARrMsBN2lt4sDbVZAbnqfuzhLkR8nfYj0F+LR2q22e0xtnr2R6n28hcKa63Ja8F+hJIiOF78MPP2xcraiVYt5rVHp2BMszEV0G098G7xlkf+sKckdUW1t77bXXfv3119/97nflK5/3W0Bko8AKb8bH/plnnpGvlcYhaGO8fLX6x3/8x88++0w+5PLXXwWjrlrwXmy3CqwHH3zwb//2b33+K8ijAl2ut1tHF2RPt2/fPqMz8MnfpR6y8/V3jZRUUSNGjHjnnXe8lzZ58uS33nqrl8sPIMgCS/bm3tfNzJ8/31iIEUMZMGIoPcHp06e7XKnxUnrNsrIyfxMH/m+ATaXLTVqb2Od76XKD0TZ4Tz04ghXMy2COYHX5ae3u5yiYI1iBM9XltuS9QG/yLeLKK68MPI22qC6vwbrsf6+ldBlMfxu8fCvzPoKlrSvIRMgu6Lrrrlu5cmVGRoZxgSCcgwIrvHW505fy4he/+IV8i/3www/vv/9+fxXMkCFDPE9s9azAev/992V1zz77bFNTk6zx7bffNn4atm7dOuOSBflaWV5eHnj5/sYHuZyioiLZ/ckeTQosKYYCtHnnzp3+fuUnC1dHmNauXWvs37dt25aenm50Wp7eeOONW2+9tZfLD6zL7/3KiRMnUlNTJRHGL7/kpXGUQmaZM2eOum5JBozLR7Zv3y6xlc1A4va73/3ugQce8LkK4+WZM2cktsavz/7whz+8/vrrQf43wKYSZB0T+L10ucFoG7ynILcxfw3r7qbrqctPa3c/RzK9cQ3WnXfe6fMtBM5Ul9uSz5jcfvvtL7/88rlz5y5evChb/tKlS6UZPqf0Fzd/HxxP/vZaSpfB9LfBb968ecaMGTKX5zVY2rqC30jk+5iMrKysDPBmEalIc3jrcqcvvb58Uevfv7+UBTt27PBXwUjdkJyc7P3fbhVYQvZB9957rywqNjb2pptuMm5u1N7e/sQTT6gf3ciAcXS9uwVWkMvZu3evvOu4uLgbbrjhwIEDARosXzHl+6W6H9Xq1auNw/tSAeTl5V3VSfoG4yzJFV7a2trUv3Jycmpra3u5fH+0lXpHRvPb3/5Wlp/QSXrWY8eOec6ifnmXkpLy/e9/3ziF9M0338gWkpWVNWDAAPnabbyXANvAxx9//Mgjj0j3HBMTM3jwYEn9wYMHg/yvv02luwWWz/fS5QajbfCegtzG/DWsu5uupy4/rd39HMkE3/ve9yQ4EqKnn35aluzzLQTOVOBtyeeW+e///u+yEFmvfAYzMzMff/zxzz77zOeqvReiRvr74Hjyt9cKMpj+NngpCuU7z8iRI6X9UlD6XFfwG4ls2OPHj+/o6NDesr9oIJKQZsBZImnnHknvJdSkTpJax+pWWOzrr782rtDvG3Pnzt2zZ09frhH2we4JcJZIKkoi6b2ESGlpaXNz85kzZ+64447ly5db3RyLHT582Pi1YKh98803L7zwwnXXXWfcqQFOw+4J3eZ9XsD+/VxYtLlvGmnDN95jkfReQmT79u0jR44cOnToo48+ym0CEhMTn3/++b5Zl2ycGRkZUtL1zepgQ+yeAAAATEaBBQAAYDIKLAAAAJNRYAEAAJiMAgsAAMBkFFgAAAAmc0qB5fMH8AAAwCxWd/X24pRwkHgAAEKHflbjlHCQeAAAQod+VuOUcJB4AABCh35W45RwkHgAAEKHflbjlHCQeAAAQod+VuOUcJB4AABCh35W45RwkHgAQA+0t7db3YTwQD+rcUo4SDwAoLv27NkTFxd3/fXXd3R0WN0Wu6Of1TglHCQeANAtbrc7KSlJ3UKzsbHR6ubYHf2sJpLDwR1mAQA943K5kpOTVfcxYMCAtrY2q1tkd/SzGqeEg8QDAIJUVVUVExMjHUdhYWFOTo4MbN++3epG2R39rMYp4SDxAAClo6Nj3759p0+f9vnf8vJydeCqrKxMXtbW1srw8OHDuQwrMPpZjVPCQeIBAMratWulU4iNjf3Nb37jWTadOXPmgQcekH/FxMRUVlYa4ydPniwjq6qqrGhs2KCf1TglHCQeAHC58/DViBEjPK/QHTduXF5eXm5ubr9+/eRlYmJifX295yxSWsn4rKwsq9ocFuhnNU4JB4kHAIjS0lLpEZKSkm6++WYpra7w8qtf/UqbRWqyjIwM+Vdtba0lbQ4L9LMap4SDxAMAqqur1RnAQ4cOqTFSPLnd7n379pWXl19//fUbNmzwOeP27dtlxmnTpvVdW8MN/azGKeEg8QDgcI2NjYmJidIdPPfcc92dt729PTU1VeZ1uVwhaFokoJ/VOCUcJB4AnKytrS0rK0v6guLi4p4tYePGjTJ7fn6+uQ2LGPSzmkgOBzcaBQAohYWF0hFMnDixx7cMbW1tjYuLk4UcPXrU3LZFBvpZjVPCQeIBwLG2bt2qfh546tSp3ixHXSDf42NgkY1+VuOUcJB4AHCm119/Xd2Wvfe/AWxqaorp1MtCLSLRz2qcEg4SDwAO9POf/1xdJbJq1SpTFrhw4UJZ2vz581taWkxZYMSgn9U4JRwkHgCcprm5OSkpSRVYJ06cMGWZjY2NaoEJCQmtra2mLDMy0M9qnBIOEg8AjiLVlfrZ4JVXXqmeKmiWsWPHqhqLE4We6Gc1dgnHm2++OWvWrLi4uLS0tMWLF3/66afe01y6dGnVqlXJyckpKSnyaZGXwS+fxAOAcxjVlfyVYXMX3tDQYNZFXZGEflZjl3DMnj17//79bW1tn3zyydKlS++++27vaSoqKqZMmfJRJxnYtWtX8Msn8QDgECGtrpTnnntOlp+amhqi5Ycj+lmNHcPx5ZdfJiQkeI+fPn26FGFqWAays7ODXyaJBwAn6IPqSsnLy+O+o57oZzV2DEdtbe2MGTO8xyclJRm/2jh//nxycnLwyyTxABDx+qy6utx5ywb18JwePHgnItHPamwXjiNHjmRmZp48edL7X1FRURcvXlTDMhAdHa1N4P1QdO7kDgCR59y5cwsWLCgpKdno4ZFHHhk4cGDfVFdKTU2Nun+p2+3ug9XZHP2sxl7hcLlc6enpb7/9ts//cgQLACBGjRoV4Ov0wYMH+6wl6rZYU6dO7ejo6LOV2hP9rMZG4aiurh4xYsQ777zjbwKuwQIAbN++XRVSsbGxZWVlxhGsefPmDRw48Pbbb+/LxrS1tWVkZEhjysvL+3K9NkQ/q7FLOLZt25aenu7zKKuRs507d/IrQgBwssbGRvXE5RUrVnh3GZYcRlJ3bRAHDhzo+7XbB/2sxi7h8D7Gazzw3MjZpUuXVq5cmdxp9erV3AcLABxF6qfJkyfL/rykpMTqtvyZsrIyaVW/fv3GjRvX3t5udXOsQT+rcUo4SDwAhLsVK1bIzlyKGOMbuE1I5ad+USjuvvvuw4cPW90iC9DPapwSDhIPAGHN5XKpM3GHDh2yui0+NDQ0pKWlRUVFqTJr2rRp1dXVUngdPXrUIY+Fpp/VOCUcJB4A7OPs2bPLly8P/ud+ra2t6lryjRs3hrRhvdTU1FRWVmYczbrqqquu6HwstBNqLPpZjVPCQeIBwCbq6uri4+PVRUvf/e53gzmhVlxcrA4LhcXdENrb2ysrK9XlYsqrr75qdaNCjn5W45RwkHgAsJxUHqWlpd6/ajJOqPmcy7if56lTp/q4wb305ptvDhs2TBofExOzZcuWsKgOe4x+VhPJ4dA+wFY3BwAcrbGxUR3UkWrjRz/6UUVFRV1dnecJtcGDB2dmZs6ZM8fz/uyPPfZYbGys/Femt/od9IQUVerafDFjxoympiarWxQq9LMap4SDxAOAhZ577jl1/6qsrKyjR496/sv7hJq3fv369c3Tb0Kkvr5+5MiR8kaSk5NramqkzIq8uznQz2qcEg4SDwCh9u67786cObO4uNjzEFRJSUlaWpqqk2Q4wB0WVq9eHRUVlZ6e7jl7Xl6ezDhmzJhwP7/W0tJSUFCg4iBvc9CgQa2trVY3ykz0sxqnhIPEA0BISeWUnJwc4CjUP/3TP3W5EJ81x+nTp8O9ujJUVFT0799fBSTC7phFP6txSjhIPACEjhRA+fn5qm4YNGjQ+vXrtUNQkyZNsrqNduFyuTIyMrzvmGV1u3qLflbjlHCQeAAInZKSEtnNpqamSq3gfXVRWF8+FSLaHbOGDBkyZcqUp59+2up29Rz9rMYp4SDxABAiW7ZskX1sXFxcQ0OD1W0JM94X+IfvSUP6WY1TwkHiASAUqqurVWVQU1NjdVvCWHl5uQrjb37zG6vb0kP0sxqnhIPEA4DpGhoaYmJiZAe7detWq9sS9hYsWCCRzM3NtbohPUQ/q3FKOEg8AJjL7Xarnw0uW7bM6rZEgpaWFhXP2tpaq9vSE/SzmkgOh/YLYaubAwCRw+VyJSYmyq61oKAgAn4BZxPPPfechHTcuHHheBtS+lmNU8JB4gHALG63OyEhQd0w8+zZs1Y3J3JIqTpx4kQJ7KZNm6xuS7fRz2qcEg4SDwCmcLlcxg1Fs7KyrG5OpKmvr7+i88nWYffUQvpZjVPCQeIBoPeqqqrUVe2FhYXvvvsuJwdDQWIrES4uLra6Id1DP6txSjhIPAD0knErgbKyMqvbEslOnz6tHowdXvcVo5/VOCUcJB4Aeqy9vb2oqEh2pDExMZWVlVY3J/KpWnbq1KnexwgPHDiwbNkyG951jH5W45RwkHgA6JmDBw9mZmaqC4Pq6+utbo4jSEWbkZEhMV+5cuXp06dbWlp2795dXFxsPFpHHD161Opm/hn6WY1TwkHiAaC7pJwqKCjo16+f+sHgsWPHrG6Rgxi3yFfxNwwePFgNHDp0yOo2/hn6WY1TwkHiAaBLHR0dLperpaWloqJC3S9AREdHy9+hQ4dySXsfUwcORWxsbG5u7tatW91ut4yfNWuWjFy4cKHVDfwz9LOaSA4HNxoFgG6RPlsdrFK7zZEjR27ZsuXs2bP79u1rbm62unWOI5G/995716xZ09bW5jn+1KlTMZ0aGxutaps3+lmNU8JB4gEgMCmh1O1DxfTp02tqajhkZVvLli1Tt9G3uiH/H/2sxinhIPEAEIBUV1lZWeoSnxdeeMHq5qALki/1qCKXy2V1W/4v+lmNU8JB4gHAH6O6kr+cCgwXGzdulJTl5ORY3ZD/i35W45RwkHgA8InqKky1trYOHz5cEldbW2t1W/4X/azGKeEg8QDgjeoqrG3fvl3lzg5Xy9HPapwSDhIPABqqq3AnddW4ceMkg1VVVVa3hX5W55RwkHgA8ORyuZKTk6muwt3u3bslicOHD29vb7e2JfSzGqeEg8QDgKeUlBR1y6sPPvjA6ragVyZPniyp3LJli7XNoJ/VOCUcJB4ADOraHfHtb3/b6ragt1wul6QyLi7u+eeft7AZ9LOaSA4Hd3IHAG+NjY3SGctecceOHZafV4Ip1JVY1j6gkH5W45RwkHgAuNx5WbQ6o1RSUmJ1W2Cap556ShVYJ06csKoN9LMap4SDxAOAWLFihewPx40bpz3eDuHuxhtvlMxu377dqgbQz2qcEg4SDwAul0s9JNjCE0kIkdraWvVzQqvuiUU/q3FKOEg8AIdrbW3NyMiQneHGjRutbgtCQp38teqeWPSzGqeEg8QDcLji4mLZE06bNs0Od/1GKEhppW5sZsna6Wc1NgpHlz/3682vAkk8ACfbu3ev7AYTExNPnTpldVsQKlI6q4OUljydkH5WY7twBC6wQrFYAIhsGzduVN9LKyoqrG4LQkvd4WzatGl9v2r6WY3twkGBBQAmcrvd6q5X/fr1465XEU9SnJqaKul2uVx9vGr6WY3twhG4wJLtJj4+fuLEiT/72c++/vprUxYLAJHKeODglVdeuXnzZqubg76gDljm5+f38XrpZzW2C0eXGbpw4cLhw4ezs7NLS0u95w0gZE0GADuqqqqKiYmRvV9hYSF3vXKO1tZWdczy6NGjfble+lmN7cIRZIY+/vhj+Vpm+mIBIDKUl5er75ZlZWVWtwV9rbS0VFJfXFzclyuln9XYLhxBZqipqWnYsGGmLxYAwt2xY8ceeOAB2enFxMRUVlZa3RxYQLpIdUfZvvzRKP2sxnbh8M6QMaaoqKixsfGrr746fvx4bm7uE0880ZvFAkDkefTRR9WBq8TExPr6equbA8ssXLhQNgPva2lCh35WY6Nw+Ltkyhh+5ZVXJk2aNGDAgLFjx65bt65bP4ch8QAiXltbW0JCguzuoqKijh07ZnVzYKXGxka1JeTn5/fNr0fpZzXmh0MSWV5eLjVQXFyc/F2/fv2FCxdMX0t3kXgAka2jo0O6UvWDwX/4h3+wujmw3jXXXKMOWOzYsaMPVkc/qzE/HE888cSsWbOkdpZKS/7OnDnzySefNH0t3UXiAUS2kpISdS8bt9ttdVtgC3V1df3791dX423ZsiXUj0iin9WYH45hw4Y1NTUZL7t7NXqIkHgAEUy6T9nLxcXFNTQ0WN0W2IgUVStWrFDHsWbMmOHZO5uOflZDgQUA4a26ulr1oDU1NVa3BXZUX18/cuRI2UKSk5NlI2lsbAxFpUU/qwnJKcLc3Nz33nuvvb1d/sowpwgBIEQaGhrU3US3bt1qdVtgXy0tLQUFBcbPyKKiokpLSzf+P+vXr1++fPmhQ4d6swr6WU1ILnJft27dmDFj4uLi5O9TTz1l1UXu3MkdQGRzu93qSTjLli2zui0IAxUVFbGxsQEeedLY2NjjhdPPapwSDhIPIML867/+a3x8vOzcCgoKQn39MiLGu+++O2PGjPz8/I0e8vLyVIF14MCBHi+ZflbjlHCQeAAR5qqrrlLnelpbW61uC8KbFOg33nijbE5SbPV4IfSzGvPD0djYmJ2dPXDgQFudnrNDGwDALNu3b1d71/z8fKvbgkhw9OhRdRV8j+t1+lmN+eGYNm3aD3/4wz/96U+mL7k3SDyAvrmfdR+Q77FxcXGyW3v55Zetbgsih7oKvscHsehnNeaHQz72f/zjH01fbC+ReMDhHn/88f79+//VX/2V2+32d8WSuj3y97///bS0tJKSkgBTWkiaNHnyZNmnSQutbgsiSi8PYtHPaswPx+jRo0+fPm36YnuJxANOJqVSdHS053UL48aNy8vLKywsnDZt2v3335+bm6tuFORNTVlUVDRz5szeXAJsFnXfSGlVW1ub1W1BpOnNQSz6WY354Xj++eclQ83NzaYvuTdIPOBYLpdL3csgPj7++uuvl9LE32/UY2JisrKyrr322tjY2PHjx3tPKVVaRUWFhYe15L3EdOrlLYsAn3pzEIt+VmNOOPztrbjIHYC1qqqq1H04CwsLjUM+UiG53e59+/ZNmDBB/vWtb32rrq7u1KlT3rMbU3772982dmgTJ06sr6/v2/fxv6TPy8jI6M1VMkCXenwQi35WE8nhsFuRB6CPlZeXq49/WVmZzwmkfjp06FAwR6RkmoaGhr179xqHtfLz86Um87xwXl3C9cwzz9x6662bN282/RKu4uJiWe+0adNseGUYIkaPD2LRz2rMD0e/fv1MX2bvkXjAUaTWKSoqUmf9KisrzV3yli1b1DnHqE4TJ07s8hKuRx999OGHHz558mSXy//ggw+WLVu2Z88erT6rqamRpSUmJvo80gaYqGcHsehnNeaH4+qrr/7v//5v0xfbSyQecI7f/va348ePV+VIiM7lNTc3L1myRL5Pel/CNWrUKBkeMmRIdy/hktJt06ZN6oSmd32WkJAgL2X2ULwdwFPPDmLRz2rMD8ezzz573333nTlz5tKlS6YvvMdIPOAQbW1t6gEycXFxbrc7pOvaunVrenr6ggULtEu4jAe6GZdwjRkzJvAlXNXV1er6KmXgwIFjx47V6jOpF0P6dgCDOohVXl4e/Cz0sxrzw+HzILnpa+lBq6xuAoCQk4ImPz9f7XZuvPFGq5vz/zU3Nz/XSbuE6/Dhw7/+9a9zcnLUyMmTJ7/yyitSt6nSULsY/+qrr+bqK/QNdRCrX79+8hWipaUlmFnoZzVOCQeJB5ygpKREPuwpKSlPPfWU3W4Wo3hewuV5hnH48OGVlZX+6id5L9u3bw/1ATnAkyrrhZT4wUxPP6txSjhIPBDxpHBRZwYbGhqsbksXPC/hkr9lZWU8sBl2U1dXJ9tnbGzsuXPngpmeflbjlHCQeCCyVVdXq2/bNTU1VrclWNLmmTNn7t692+qGAL516+eE9LMap4SDxAMRrKGhQf34buvWrVa3BYgc3fo5If2sxinhIPFAROro6Hj11VfVJU3Lli2zujlApAn+IBb9rCaSw2G3XzICMN3MmTPVB1y6AX5hB5gu+INY9LMap4SDxAORx+12R0dHy6c7ISHBeM4gAHMFeRCLflbjlHCQeCDCuFwudWZw2LBhdXV1VjcHiFhBHsSin9U4JRwkHogkVVVV6qr2wsJCjl0BoRbMQSz6WY1TwkHigYhRXl6urrsqKyuzui2AIwRzEIt+VuOUcJB4IAK0t7cXFRVd0flY5crKSqubAzhIlwex6Gc1TgkHiQfC3ZIlS2JjY9Uzj70flgwgpLo8iEU/q3FKOEg8EEba2trq6ura29tbWlp2795dXFycmpqqTgv279+fR/IBlgh8EIt+VuOUcJB4IIyop8wOGjTI81Z2KSkpiYmJ27Zts7p1gEOpg1hxcXF/93d/5/1f+lmNU8JB4gGb8z5YpXblubm5W7du5agVYAeTJk1Sn829e/dq/6Kf1URyOLiTO2B/9fX1M2bMuOGGGzw/rWlpaTKmoqKCWzAAtvLSSy+pD+nVV1+tfe2hn9U4JRwkHrCb9vb2TZs29evXj4NVQBhpaGiYMmWKuuBdho3x9LMap4SDxAO2Ul1dnZGRYRyyys7O5mAVEC7k06oueI+JiZHPshpJP6txSjhIPGAThw8fzsnJUXXV5MmTX3/9dfWDQavbBaAbOjo6li1bpj7IW7ZsuUw/68Up4SDxQB/zPCIl9VNjY+Py5ctHjRql9sjDhw+vrKyUfbSFLQTQS9u3b1cPrSopKaGf1dgoHF1ejX7p0qVVq1YlJyenpKSUlZXJy24t3Iw2AghKQUFBVFTULbfckpubO3LkSM8L2GW8fH4DPzUWQLioqalJSEjgx2TebBeOABmqqKiYMmXKR51kYNeuXaYsFoCJ1KXr2m945TtuVlbW8OHDZfixxx6zuo0AzLR8+XIKLG+2C0eADE2fPn3//v1qWAays7NNWSwAs3heuj548OCSkpK6urpTp04ZE7S0tFjYPACh0NDQEB0dTT+rsV04AmQoKSnJ2DufP38+OTnZlMUC6KX29nbt0nWXy2V1owD0nebmZvpZje3CESBDUVFRFy9eVMMyIPWy97wBhLDRgIPl5eXJZ5NL1wGHo5/V2C4cHMEC7M/7sTZcug44HP2sxnbh4BoswLZ+9atf5eXl3XjjjZ7HhgcPHpyWlvbSSy9Z3ToAVqKf1dguHN4ZMsbs3LmTXxEClqivr1c3blZ4rA0ADf2sxkbh8HfJlDF86dKllStXJndavXo198ECQqq9U0VFxcSJE9WnUj038Dvf+Q6PtQGgoZ/VOCUcJB7oloKCgpiYmPj4eFVajRw5csuWLe+99151dTXVFQBv9LMap4SDxANB0s4G5uTk1NTU8MNAAIHRz2qcEg4SDwSmnQ2MiYlJTU3dsWOH1e0CEB7oZzVOCQeJB/xZtWqV1FLG08TU2UBuuQ6gW+hnNU4JB4kHfKqrq+NsIIDeo5/VRHI4uJM7EEB7e3tpaalxQvDpp5+2ukUAwhj9rMYp4SDxgKfGxsbJkyer0mrr1q1WNwdA2KOf1TglHCQeuNz5QNZ9+/b99Kc/jYuLkw9FVlbW0aNHrW4UgEhAP6txSjhIPCCGDBlinDQvKSnhjlYAzEI/q3FKOEg8HM7z7lYDBgyora21ukUAIgr9rMYp4SDxcJr29vZDhw5pd7eKjY2dOnXqkSNHrG4dgEhDP6txSjhIPJxm9OjR6qnM3N0KQB+gn9U4JRwkHs7Bs24A9D36WY1TwkHiEfG8zwZed911v/zlL61uFwBHoJ/VOCUcJB4RbPPmzaNHj77yyis5GwjAKvSzmkgOB3dyhxO43e5+/fpxNhCAtehnNU4JB4lHRHK5XMnJybJ5S421bt06q5sDwLnoZzVOCQeJR+SpqqqKiYmRbbuwsPDcuXNWNweAo9HPapwSDhKPCFNeXq5OC5aVlVndFgCgn9U5JRwkHhGjvb29qKhIPae5srLS6uYAwP+in9U4JRwkHpaTwqixsbGgoCAzM/MnP/mJ2+3uwdXoS5cuTUhIkO05MTGxvr4+FO0EgB6gn9U4JRwkHn3vxRdfzM3Nfeihh+TvyJEjr/Bl3LhxeXl5+fn5s2bNClwwed4+ND4+XuqzPnsjANAl+lmNU8JB4tGXpBiSskmrpWJiYrKysoYNGxYbG3vDDTdIaeVdb0kdtmTJkpqamra2NllOR0eHdvvQ6Ojo/v37yxir3yIA/Bn6WY1TwkHi0Qe0Ykjdnmru3Ll1dXWnTp0yJjPODMqA2+1+7bXX1K0WEhMTPaux1NRUqaXUCUHP24dymysANkQ/q3FKOEg8Qmrt2rVSVyUlJXkWQydPnnS5XMHM3tbWdujQIRk4fPjwpk2bcnJy1P0XuH0ogHBBP6uJ5HBwJ3eEQnNzsyqbWlpadu/eXVxcPGjQINOLodbW1nvuuSctLe2ll14yodEAEGL0sxqnhIPEI7Cmpqa6ujrjpfrF35QpU5KSkqSE2vj/rF27Ni4uTjanUaNGaddXXcEtqQA4GP2sxinhIPEwSC3l+Xs9qaUOHjwYGxsrG8ktt9wS4Bd/Gqm0ZOKtW7e63W5ZyOnTp617TwBgMfpZjVPCQeKhtLa2DhgwoMtaSv3ib9SoUUOGDFmyZMlGD0VFRTNmzNizZ4/6oR8A4DL9rBenhIPE43Ln3RPmzJnjs5aSeuu2227bsmWL9os/AEAw6Gc1TgkHiXcy7e4JsbGxN910E7UUAJiIflbjlHCQeKdRV6kvX778lltu0e6e0NLSYnXrACDS0M9qnBIOEh/x8vLyRo8eXVhY6PPKKm4lBQAhRT+rcUo4SHxEMu5Epe6Erl1ZNX78+P79+8vwunXrrG4pAEQ4+llNJIdD63HLy8v37dvndrs5jBHufvzjH8+aNWvq1KnaTRPi4+OffPJJzyurWltbjx49am1rAcAJKLA0TgmHVmyNGzduzpw52dnZ8+bNe+2116i6bMu4v5RxsColJcXnnaisbikAOBoFlsYp4VD98fTp06W08nnfI1V13XnnnbNnz160aBHHuuygtbU1MTExKipq/PjxnplSD1EuKSnhTlQAYBMUWBqnhEMSrx6mK6RskuJpw4YNqre+9dZbA1ddc+bMkWnuueeeY8eOWfsuHMLnlVWeB6uampqCfIgyAKBvUGBpnBIOn4lvbGw0LtZRVVd5ebnqzqdNm+az6ho5cuSSJUtqamra2traO/Xt+wh76u4JK1asmDt37tq1a43bo69fv/6aa64ZPHjwdddd5xnwlJSUCRMmVFVVcbAKAOyMAkvjlHAEn/j6+nrtWNdPfvITmT0qKkq6f6Pjj46OjomJSUhI2LVrl+fJxMZOIXkPNqbKpmeeeebhhx+WUsnzwTLz5s2bM2fO4sWLe/aMP6vfGQAgKBRYGruE49KlS6tWrUpOTk5JSSkrK5OX3tNo3XC3lt/LxJ86dUpdan348OFNmzbl5ORIveV9MvHmm29Ww4888ojnsZnCwsL77rvPs/JQIxcsWBB2l9irWmrRokW33XbbwoULgy+bFKlKJVDqIqr8/HwjIOXl5WPGjJEN4Kc//SkHqwAg7FBgaewSjoqKiilTpnzUSQZ27drlPU1vkmd64s+cOSMVxoQJE2bPnh3gEq7gyULuuOOOjIwMWeY///M/m1h1yXK6PJWpyqYNGzZIzacdgpIqat68ed/73vcCPxo5MzNTDf/FX/yFMW9paamqROfPn+959wSpVhsaGkx5dwAAO6DA0tglHNOnT9+/f78aloHs7GzvaWxVYGnUycTXXnutsLAwPz/fs0Z56KGHVOVRXFzsWbWokVOnTu3yEnspuaTo3LNnT3erLimbXC7X0KFDExISSkpKPMsmaaQUTN06c2fUUtIqVTZJ1eVZNknNVF1drbVQ/ssF6QAQ8SiwNHYJR1JSkvGEuPPnzycnJ3tPI8lLTU2Nj4+fOHHiz372s6+//jr45Vub+EOdvEcaR3FUfVZVVTVs2DAJxXe+853AVdcdd9yRnp4uhdEPfvADz9OOOTk5N99886JFi3pQNmVkZKjhgoICY5lSlqmRRUVF2g081TlTAAAuW93P2pBdwhEVFXXx4kU1LAPR0dH+prxw4cLhw4ezs7NLS0u1fwWuIULY+tBQVdeLL74oJVdcXFzg20n4K5uuvfbaESNGZGZmrlixwiibli1b5vMQlNR8+/bt0w5BuVwunuIHAAgsHPvZkLJLOII5guXp448/7nIaT2GdeM+LqFTVtWfPnrS0tEGDBv31X/+15wVPsbGxUlQtX77cs2zyqampyYG/dgQAhEhY97OhYJdwBHMNliepD4YNGxb88h2S+NbW1ubmZqtbAQBwHIf0s8GzSzh27tzp71eERs6KiooaGxu/+uqr48eP5+bmPvHEE8Evn8QDABA69LMau4Tj0qVLK1euTO60evVqz/tgGTl75ZVXJk2aNGDAgLFjx65bt65bd1En8QAAhA79rMYp4SDxAACEDv2sxinhIPEAAIQO/azGKeEg8QAAhA79rMYp4SDxAACEDv2sxinh6Nb9OQEAQHdZ3dXbi4PC0We5Z0WsiBWxIlbEihy1oj5eV1hwUDgib4NmRayIFbEiVsSK7LCiPl5XWHBQOCJvg2ZFrIgVsSJWxIrssKI+XldYcFA4Im+DZkWsiBWxIlbEiuywoj5eV1ggHGGMrdn+yJH9kSP7I0dhgTRpCEcYY2u2P3Jkf+TI/shRWCBNGsIRxtia7Y8c2R85sj9yFBZIk4ZwhDG2ZvsjR/ZHjuyPHIUF0qQhHGGMrdn+yJH9kSP7I0dhgTRpCAcAAIDJKLAAAABMRoEFAABgMgosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwLKLS5curVq1Kjk5OSUlpaysTF6q8Vf8uaSkpODn9TcePeMvnh9++GF+fn5yJxmQl8HPS47M5S+era2tDz300KBBg1JTUzds2NCtecmR6YwdmufIYOJMjvqSzzQFGG8gTQoFll1UVFRMmTLlo04ysGvXLu9pnn322RUrVgQ/bzDLRPD8xXP69Onr1q1r7bRmzRp5Gfy85Mhc/uK5cOHCoqKic53mzZv30ksvBT8vOQoRrYcOJs7kqO/5K6QCFFikSaHAsgvplffv36+GZSA7O1ub4KuvvsrMzDx79qwxxti+/c3b5TLRLf7iGR8f/+WXX6rhL774Ql4as5CjPuYvnoMHD/7kk0/UsNRYOTk5xizkyCpaDx0gzuTIQsEXWKRJQ4FlF0lJSS0tLWr4/PnzycnJ2gRS7C9atMhzjLE1+5u3y2WiW/zFs7CwcP369Z9//nlra2t5ebm8NGYhR33MXzylwJKXalgqLc84kyOraD10gDiTIwv1oMAiTQoFll1ERUVdvHhRDctAdHS053+/+eaba6655vjx492aN/Ay0V3+4nn27NnRo0erixJk4Pe//33w85Ijc/mL54IFC+bPn/9JpwcffDAmJib4eclRiGg9dDBxJkd9rwenCEmTQoFlF4FL++rq6rlz53Z3Xqd9XQg1f/HMzc1ds2aNcQ2WvAx+XnJkLn/x/Oyzz6SuSklJGTZs2ObNm4cPHx78vOQoRII/gtXlNOQodHpQYJEmhQLLLgKfnJ48efJbb73V3XmddsI71PzFc+DAgf6uwepyXnJkrmDi+fOf/1yKreDnJUchEvw1WF1OQ45CpwcFFmlSKLDsYufOnf5+XvHGG2/ceuut3rMY27e/eQMsEz3gL56y1ygvL1dHsNauXevz4lxy1Df8xXP+/PlNTU2SoL17944aNerEiRPGLOTIKloPHSDO5MhCPbgGizQpFFh2cenSpZUrV6p7Ka1evdrzBiE5OTm1tbXesxhbs795AywTPeAvnu+//35eXt5Vne66664PPvjAmIUc9TF/8XzxxRdHjBgRHx8/e/bsI0eOeM5Cjvqedns/NTJAnMmRJXymKfB4NUCaFAosAAAAk1FgAQAAmIwCCwAAwGQUWAAAACajwLKLN998c9asWXFxcWlpaYsXL/7000/V+O4+NTOYh0NrUwbTDNNnBwAgglFg2cXs2bP379/f1tb2ySefLF269O6771bje/PUTH8Ph/akVUj+mhGi2QEAiEgUWHb05ZdfJiQkqOEe37HN++HQPgW4WZxnM0I0OwAAEYkCy45qa2tnzJihhnv8zAHvh0P7FKBC8mxGiGYHACAiUWDZzpEjRzIzM0+ePKle9uypmYEfDu3JX4WkNSNEswMAEJEosOzF5XKlp6e//fbbxpieHcHyfji0z2vSL/upkLyb0cvZAQBwFAosG5GqaMSIEe+8847nyJ5dgxX44dCevCskn80I0ewAAEQkCiy72LZtW3p6utvt1sb34KmZ/h4O7ZNWIflrRohmBwAgIlFg2cUVXtra2i736KmZ/h4OHXiNgZth+uwAAEQwCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACYjAILAADAZBRYAAAAJqPAAgAAMBkFFgAAgMkosAAAAExGgQUAAGAyCiwAAACTUWABAACY7P8AHVYROzoOoI4AAAAASUVORK5CYII=)
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