Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit307-07-20020625_022600_20020625_071300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/25 |
Start Time | | 2002/06/25 02:26 |
End Time | | 2002/06/25 07:11 |
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 | | -13.93 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.93 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit307-07-20020625_022600_20020625_071300-constBx0 |
Minimum Dst Value | | 3 |
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 Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIEphbiAxMyAwMToyNjo1MCBFU1QgMjAxOddjJ1cAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDctMDgtMjAwMjA2MjVfMDcxNDAwXzIwMDIwNjI1XzEyMDEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNi0yNVQwNzoxNDowMC4wMDBaIiwgIm1heCI6IjIwMDItMDYtMjVUMTE6NTk6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoyLjk2MTQxOTk5OTUsICJtYXgiOjUuNDE4MzgwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfazKThUAAAAEZ0FNQQAAr8g3BYrpAAAio0lEQVR4nO3dfXAU9f3AceQpIWnTC6TEIOHBlFY6Ia2MMtAEBAzIgw9oHRtAHpRaWiRj2goJhofSVmg7hRFHCZbGjjMiEjvIaIkdxko7WCsTy9CmBnkSQrQ8BAgQNCGG8PtMdn471+/dbvYu+z02t+/XH8ze3u73+73PZ3c/3727HN2uAQAAwFXdrvcAAAAA4g0TLAAAAJcxwQIAAHAZEywAAACXMcECAABwGRMsAAAAlzHBAgAAcBkTLAAAAJcxwQIAAHAZEywAAACXMcECAABwGRMsAAAAlzHBAgAAcBkTLAAAAJcxwQIAAHAZEywAAACXMcECAABwGRMsAAAAlzHBAgAAcBkTLAAAAJcxwQIAAHAZEywAAACXMcECAABwGRMsAAAAlzHBAgAAcBkTLAAAAJcxwQIAAHAZEywAAACXMcECAABwGRMsAAAAl3X5CVa3bl3+JQBA7Om4eL733nvDhg3rsGUdXV+vWkANgpUuf2RYHdwc9ABgQ8dFMi8vb/v27delayZYLorLFxV7XT6Ikd4q7dy5c9y4cQkJCRkZGfPmzTt16pSxvq2tbenSpYFAIDU1taSkRB6auwdLSUkJ24vV7kePHr377rsD7WRBHobd/a233po4cWJiYqKMasGCBWfPnrVv1mp9pO2I/fv3T548OTk5ecCAAeXl5fbtKNGwj3wUIbVpub6+PjMzM/ipSIPjn8hbRTKKQYZtx5XI66CM0xz8DTfckJ6eXlBQUFdXZ7N7FOM/efLkokWLhgwZ0qtXL9lrypQpcoUJOxhlpSx885vfDO5ClocPHx68gfnUgQMHHnjggb59+/bu3fu222577bXXjPUXLlyQcQ4bNqxPnz7S+3333ff22293OObQwUS9QSg5nZubmzvfdRR0zwmsshBdv66M1qqcud6RQ0zLFF0+HJFeIyZMmCA3WA0NDZcuXVq9erXUG2P9pk2bRo4c+XE7Wdi8eXNoU+vXr3/yySfD9mK1+5gxY0pLSxvaLVu2TB6G3X3SpEmVlZWNjY2nT59euHDh9OnT7Zu1Wh9pOwcPHpRZy8svv3z+/Pna2tqZM2fatxPR+RN1SMP2ImVszZo1wU9FGpyw4jLyJmWvSAdp1Y4rkdchdIJlLFy9evXTTz/96U9/mpeXZ7N7pOP/5JNPBg8eLM3W1NR8/vnnMmF9880377rrrrCDUVbKghTpN954w3zq9ddflzWhE6xDhw7J7PC3v/2tHCcyd3n//fe/+93vGk9JX4899phscOXKlTNnzmzbtu2OO+6wH3PYwUS9QdS7dLkJlk0WruMEy6qcud6RQ0ywFN4NhxzETzzxRHo7WTDviiSFUpUHDhwod6XGw1//+tf9+/eXG4vHH39cLjTmZtf+974/tAupNElJScayTH2k9hjLspCbm6tsLC0PHTpULqlhR2u1u7Qvh76xfPHiRbM7G7J9cnKyfbMdjtZhO1LXn3vuOefjiej8iTqkob1IAcvKympqagp+qjPBCStuIm+y2cvJIK3a6WTkv/jiixUrVgwaNCgQCEjFMlbanO9lZWUyj0lMTBw9enR1dbWx/u2337711ltlpTxlzIRCT3Zl2BcuXOjTp48s/PCHP3zxxRfN9eXl5bLGfvxhI/noo4/KXVPY12i1S/DYKioqgruQV/faa6+FDn7WrFm//OUvw3YhL0delNUAgju1uUheswi+/cUz0l1Cr9th02p1GASTmxOZ3MhrSUlJuf/+++vr6528HPtO5QCQBmV7CVTY12uTBavjzXzo5FiVe4Bf/OIXQ4YMSU1NfeSRRy5fvhw2bjaCy1nwGEJPiuAGOwym1cBCz+LQvpwU8bFjx27dutUcsMxfMzIynBzVXYJ3J1iSvPz8/Lp2Mk9fuXKlsV5yc99998n9qPlQNvuknSz87Gc/M9crCwo5UNauXWvexMvhZR5bci8oB42yvZwYcnhZjdZq9wcffFBGLoeL3GQsX75cHnb4wnfs2DF+/Hj7ZjscrcN25LiXOMsBLSfY3LlzZZD27Ugw09LS5DTOzs7esGFDa2urzQuJOqShKZs2bdqWLVuUpzoTnLDiJvImmwmWk0FatdPJyEuhkq6PHDly/vz5oqIiY6XN+T5jxoxjx47JCSv36OaMREL3xz/+US7ZckVesGBB2HEGF4mTJ08WFxcbb/DIDGPcuHHbtm2T5VdffVWWW1pa7McfNpIyBqlPYV+j1S7B1yUZ1bBhw/7+97/Lw927d8uyrAm9cMmhYvXVgqlTpz700EPvvvvu559/bjWMaw4ukjbBt2oz0l1Cr9th02rVbLCcnJx33nlHXrJcVxcvXvz973/f+csJ26lcmSWSn7abPHly2Jdgk4UOJ1hOjtV169bdeeedH3/8sZwUDz/88E9+8pOwcbOilLOwwwjbYIfBtBpY2LNY6ctJEf/zn/88fPhwOfKNpyQ+v/rVr+xfbBfi3QnWzTff/OGHHxrLcquRlZVlLEtujh8/bm4mD83N/vOf/wRvpiwEM2bZckt3+PBhY0337t2Ni6yQhR49egRvL+n/+te/XlNTYzVaq92NDxGM7mShw/Nk3759Q4cONa/aVs3aj9Z5O7Ig58zpdgUFBfPnz7dvxyBXiqqqKrk8medVRDEx2IRUSdmuXbtGjRplfFsl+KmogxNWPEXeZFXtHA7Sqp1ORv5rX/ua+eaByeZ8l7mRsfzZZ58Zb0GJzMzMZ5999sSJEzbj7Pa/5BZcLhHGU6dOnZIIlJSUyL/mN1ciPXJ69uwZPLMJfasgdBfl2RdeeOHee++91v5h3+9+97vQDYxempqawg7g4sWLUsO+9a1vJSYmSgCffPLJsLf+HV4kbYJv9doj3SX0uh02rVbNWpEIDBw40PnLser0wIEDxrLsGPYl2GShwwmWk2P1lltu+eijj4xlOSClWJibBcfNagBKObPpyKbBsMG0GljYs1jpy2ERv/32243750OHDskAJDW2L7cr8e4ESy4Z5gEtC/LQWJbcKF/CtdpMWVDIwbRq1aqxY8caD+1vvuU295577gleo1xMrXaX+fuyZcvM72DJw7C7G+QudtCgQXv37jXXRPdWQUTtyENjWSp9WlqafTvB5G7M/s2hSENqUsIyYsSIPXv2hD7l4jtYcRZ5U9iD3/kgrdqJNDjK0R58aptszvewI/nnP/85Y8aMfv36DRs2zPxcz2pjYzylpaXBX1KR+2nZwPyM0kkcFDfeeGPoO1hmp7169VI+4ZLXJXO44M1kg4yMjFdeeUX+NT9lU9qxee/EJJdEmTnNmzfP6j0M+9g6DH6wSHcJvW4rz9o3G0zuMSSPMl02DipzHhzpywne3syU8j0EU2fewXJyrMpsL/hmIPg46fCPTq6FlLOwwwjbYIfBtBpY2LNY6cthEd+xY8c3vvGN1tbWmTNnykw09CV0Xd6dYDm8Qwq+OZOF0M1sPrqWg9Lh11C+/e1vv/vuuzajtdpdjk6H38GSCceAAQM++OADJ83ajDaidvLy8qS6G8tydxJc5sO2E6yurk4uOlbP2g/ymm1IQ1OssG8/0u9gxV/kTaEX4ogGadVOJyMvZSaid7BsRiKX6T/96U8y0TEeKie7srGcieabFvv375d75e3bt990003mfX+kR45MaEpKSpSVZqfDhw9///33g5/6xz/+MWTIEGWztWvX9uzZ0/xYJLRaz5o1a82aNfYjMchd3Je//OXQ9R1eJK2Cb3PxjOIdLCcPnbyDJStfeumlc+fOSUmWf0MjFumx5OQdLJssBE/UzHdfTp48GdGxKjOMY8eO2TTeoeByFsz+pOgwmFYDC3sWK305TIRERu6ilyxZImeH+QXB+ODdCZbcbpof38oUe/ny5cb60JNk8uTJxtcLZCH0qwBf/epXgz+HmjNnjjxsaWk5ceLE4sWLzRu+srIyqz8g2rlz53e+8x370VrtLpdsGbnxDtZTTz1ldclet27doEGDzJO8w2at1kfaTnl5+ezZs80PqsxvRFm1I9vIeSLngMRQslNYWBhFTK51FFKba0rwU5EGJ6y4jHzYcEUxSKt2Ohn5p59+evz48UePHg3+9obz890MiFy7JSBStGTKaKxUTvbgfc+ePbtixYrRo0dfa//CilzQ//a3v8nyG2+8ceuttxqf9NmMP+wxefz4cena/CtCeTlvvvmmueXzzz8vvfz1r3+92G737t3Z2dm/+c1vbBq8Fm6CdejQIanK69evl8g0Nzfv3bvX/Pu1O+64Y9u2bTJBlwuajHnhwoVTp04N26b9RdIq+Eo8gznMl1UArR5aNRtMovH6669LKOQQklCERizSY0m2N7+Dddddd4V9CTZZMLeXy/vq1avl6JJc3HvvvREdq88884yMWdbIZv/+97+/973v2cfTYFXOgtmcFE6CaTWwsGex0pfzg0Ru/GTl73//++CVzieXnuXdF9DU1CRVxPgDBFkw32kMPUmMP5BJTU390Y9+FPx3CsaCFJVAIGA+rKioyMnJ6d27d2ZmplyPZM5urJdJtMygjR+sKi4uDn4DMy8vb8eOHfajtdpdTsspU6Z8pZ2cw0eOHAm7e+ibNI2NjTbNWq2PtJ1r7R+UpKWlSfTkXDW/am3VjhG9hIQEuReRk8fqSwlRhzTsO1XKBh22b9OvTyJvFckoBhm2nU5GXuqB3GwMHDhQXrtULGOl8/PdWNi6davcWycmJsr06J133jFWKid78Mj79u0rNc84AefOnWt84ckgYzAmuPZxCPtaamtrH330UamaPXv27Nev3/333//ee++Z0fjDH/5w2223Gae/LLz00ksdNtgtpMJda/8rWmlZRiUXrttvv938Baa//OUvsl7CKHEYOnTo448/bl7QlDbtL5JWwVfiGcxhvqxer9VDq2aDye2ZpL5Xr15yt/Dss8+GRizSY0k2+MEPfiDBkRD9/Oc/l5bDvgSrLJjtyC2QzOCNvxbcuHFjRMfq1atX5bXccsstco7LvNy8PFrF02BVzoKFnhQRBdNqYGHPYqUv5weJBHPYsGFffPFF8Er7194ldPkXAACwEQeFKmb+9a9/yVT1eo/iOmttbZUbhlj2eM8997zyyiux7DE2OPEAIJ4xwepQUVHRyZMnjx8/fuedd/74xz++3sO5zqqqqsy/FtTt6tWrL7zwwogRI8xfaognnHjorNAPnjx4Qe8Sg4xUXL4ouI6jokPPPPPMwIED+/fv/9hjj8XTzwRE50tf+tLGjRtj05ccnEOGDJEpXWy6izFOPAAAAJcxwQIAAHAZEywAAACXMcECAABwGRMsAAAAlzHBAgAAcJlfJlhh/6AdAAC45XqXem/xSzhIPAAA+lBnFfEcDmbWAADEBnVW4ZdwkHgAAPShzir8Eg4SDwCAPtRZhV/CQeIBANCHOqvwSzhIPAAA+lBnFX4JB4kHAEAf6qzCL+Eg8QAA6EOdVcRzOPiZBgAAYoM6q/BLOEg8AAD6UGcVfgkHiQcAQB/qrMIv4SDxAADoQ51V+CUcJB4AAH2oswq/hIPEAwCgD3VW4ZdwkHgAAPShzir8Eg4SDwCAPtRZRTyHg9/BAgAgNqizCr+Eg8QDAKAPdVbhl3CQeAAA9KHOKvwSDhIPAIA+1FmFX8JB4gEA0Ic6q/BLOEg8AAD6UGcVfgkHiQcAQB/qrCKew8HPNAAAEBvUWYVfwkHiAQDQhzqr8Es4SDwAAPpQZxV+CQeJBwBAH+qswivhcPJ9qba2tqVLlwYCgdTU1JKSEnkYUfsujRQAAKioswqvhMNJYjZt2jRy5MiP28nC5s2b3W0fAABEhzqr8Eo4nCRmzJgxlZWVxrIs5Obmuts+AACIDnVW4ZVwSGLS0tKSkpKys7M3bNjQ2toauk1KSkp9fb2xfObMmUAgEFH77gwUAACEoM4qvBWO5ubmqqqq3NzcoqKi0Ge7d+/e0tJiLMtCjx49lA262dI+egAA/Io6q/BiOGpra8O+O8U7WAAAeBN1VuHFcNTV1aWnp4eu5ztYAAB4E3VW4ZVwFBQUVFdXX7lypaamJj8/v7Cw0HzKzFlZWRl/RQgAgAdRZxVeCUdFRUVOTk5CQkJWVlZpaWlTU5P5lJmztra2JUuWBNoVFxfzO1gAAHgEdVbhl3CQeAAA9KHOKvwSDhIPAIA+1FlFPIeDn2kAACA2qLMKv4SDxAMAoA91VuGXcJB4AAD0oc4q/BIOEg8AgD7UWYVfwkHiAQDQhzqr8Es4SDwAAPpQZxV+CQeJBwBAH+qswi/hIPEAAOhDnVXEczj4HSwAAGKDOqvwSzhIPAAA+lBnFX4JB4kHAEAf6qzCL+Eg8QAA6EOdVfglHCQeAAB9qLMKv4SDxAMAoA91VuGXcJB4AAD0oc4q4jkc/EwDAACxQZ1V+CUcJB4AAH2oswq/hIPEAwCgD3VW4ZdwkHgAAPShzir8Eg4SDwCAPtRZhV/CQeIBANCHOqvwSzhIPAAA+lBnFfEcDn6mAQCA2KDOKvwSDhIPAIA+1FmFX8JB4gEA0Ic6q/BLOEg8AAD6UGcV3gpHfX19ZmamVZI6850qEg8AgD7UWYW3wrFo0aI1a9bYTLCibpnEAwCgD3VW4aFw1NTUZGVlNTU1McECAKBroc4qPBSOadOmbdmy5Zp1kmR9WlpaUlJSdnb2hg0bWltbnTdO4gEA0Ic6q/BKOHbt2jVq1Ki2trZrHSWpubm5qqoqNze3qKhIeaqbLY2jBwDA36izCq+EY8SIEXv27DGWnSSptrY2EAg4b5/EAwCgD3VW4ZVwRPqGU11dXXp6ekTtd26AAADAEnVW4cVwKEkyHxYUFFRXV1+5cqWmpiY/P7+wsDDqNgEAgIuoswovhsNqglVRUZGTk5OQkJCVlVVaWtrU1BR1mwAAwEXUWYVfwkHiAQDQhzqr8Es4SDwAAPpQZxXxHA5+pgEAgNigzir8Eg4SDwCAPtRZhV/CQeIBANCHOqvwSzhIPAAA+lBnFX4JB4kHAEAf6qzCL+Eg8QAA6EOdVfglHCQeAAB9qLMK98PR1NS0fPnyrKysxMRE+XflypXNzc2u9xIpEg8AgD7UWYX74SgsLJw4cWJ1dbXMtOTfCRMmPPHEE6734gS/gwUAQGxQZxXuhyM9Pb2urs58KMuyxvVeIkXiAQDQhzqrYIIFAAA6izqr0PIRYX5+/ocfftjU1CT/yvL1+ogwGIkHAEAf6qxCy5fcS0tLb7755sTERPl3xYoVfMkdAID4Rp1V+CUcJB4AAH2oswq/hIPEAwCgD3VW4X44qqurc3Nz+/Tpc91/IoGfaQAAIDaoswr3wzF69OjVq1d/9tlnrrfcGSQeAAB9qLMK98ORmJh4+fJl15vtJBIPAIA+1FmF++EYPHjwsWPHXG+2k0g8AAD6UGcV7odj48aNM2bMOHnypOstdwaJBwBAH+qswp1wdOuIK710coTXewgAAMQt6qzCL+Eg8QAA6EOdVbgfjhtuuMH1NjuPxAMAoA91VuF+OG666ab//ve/rjcbBa99TAkAQLyizircD8f69esfeOCB48ePt7W1ud541Eg8AAD6UGcV7oeDL7kDAOA31FmFt8JRX1+fmZlplaS2tralS5cGAoHU1NSSkpKI3iEj8QAA6EOdVXgrHIsWLVqzZo1VkjZt2jRy5MiP28nC5s2bnbdM4gEA0Ic6q/BQOGpqarKyspqamqySNGbMmMrKSmNZFnJzc503TuIBANCHOqvwUDimTZu2ZcuWa9ZJSklJqa+vN5bPnDkTCAScN07iAQDQhzqr8Eo4du3aNWrUKONrVVZJ6t69e0tLi7EsCz169FA28PivyQMAEK+oswqvhGPEiBF79uwxlnkHCwCAroU6q/BKOJy84cR3sAAA8CbqrMKL4VCSZD4sKyvjrwgBAPAg6qzCi+GwmmC1tbUtWbIk0K64uJjfwQIAwCOoswq/hIPEAwCgD3VW4ZdwkHgAAPShzir8Eg4SDwCAPtRZRTyHg9/BAgAgNqizCr+Eg8QDAKAPdVbhl3CQeAAA9KHOKvwSDhIPAIA+1FmFX8JB4gEA0Ic6q/BLOEg8AAD6UGcVfgkHiQcAQB/qrCKew8HPNAAAEBvUWYVfwkHiAQDQhzqr8Es4SDwAAPpQZxV+CQeJBwBAH+qswi/hIPEAAOhDnVX4JRwkHgAAfaizCr+Eg8QDAKAPdVYRz+HgZxoAAIgN6qzCL+Eg8QAA6EOdVfglHCQeAAB9qLMKv4SDxAMAoA91VuGXcJB4AAD0oc4q/BIOEg8AgD7UWYVfwkHiAQDQhzqr8Es4SDwAAPpQZxXxHA5+BwsAgNigzir8Eg4SDwCAPtRZhV/CQeIBANCHOqvwSjh27tw5bty4hISEjIyMefPmnTp1KnSbznzkR+IBANCHOqvwSjgmTJiwffv2hoaGS5curV69euLEiaHbdCZ5JB4AAH2oswovhqOxsTEpKSl0PRMsAAC8iTqr8Fw4Ll++vHbt2unTp4c+JclLS0uTuVd2dvaGDRtaW1udN0viAQDQhzqr8FY4jC9X9e/f//Dhw1bbNDc3V1VV5ebmFhUVhd3diuaxAwDgX9RZhefCcfHixVWrVo0dO9Z+s9ra2kAg4LxZEg8AgD7UWYUXwyFzrOTkZPtt6urq0tPTnbdJ4gEA0Ic6q/BKOObMmVNTU9PS0nLixInFixcHfwfLzFlBQUF1dfWVK1dky/z8/MLCQuftk3gAAPShziq8Eo6KioqcnJzevXtnZmYuXLjw3Llz5lNmzoxtEhISsrKySktLm5qanLdP4gEA0Ic6q/BLOEg8AAD6UGcVfgkHiQcAQB/qrMIv4SDxAADoQ51VxHM4+B0sAABigzqr8Es4SDwAAPpQZxV+CQeJBwBAH+qswi/hIPEAAOhDnVX4JRwkHgAAfaizCr+Eg8QDAKAPdVbhl3CQeAAA9KHOKuI5HPxMAwAAsUGdVfglHCQeAAB9qLMKv4SDxAMAoA91VuGXcJB4AAD0oc4q/BIOEg8AgD7UWYVfwkHiAQDQhzqr8Es4SDwAAPpQZxV+CQeJBwBAH+qsIp7Dwe9gAQAQG9RZhV/CQeIBANCHOqvwSzhIPAAA+lBnFX4JB4kHAEAf6qzCL+Eg8QAA6EOdVfglHCQeAAB9qLMKv4SDxAMAoA91VhHP4eBnGgAAiA3qrMIv4SDxAADoQ51V+CUcJB4AAH2oswq/hIPEAwCgD3VW4ZVw7Ny5c9y4cQkJCRkZGfPmzTt16lToNm1tbUuXLg0EAqmpqSUlJfLQefskHgAAfaizCq+EY8KECdu3b29oaLh06dLq1asnTpwYus2mTZtGjhz5cTtZ2Lx5s/P2STwAAPpQZxVeDEdjY2NSUlLo+jFjxlRWVhrLspCbm+u8TRIPAIA+1FmF58Jx+fLltWvXTp8+PfSplJSU+vp6Y/nMmTOBQMB5syQeAAB9qLMKb4XD+MGq/v37Hz58OPTZ7t27t7S0GMuy0KNHj7C7W9E+egAA/Io6q/BcOC5evLhq1aqxY8eGPsU7WAAAeBN1VuHFcMgcKzk5OXQ938ECAMCbqLMKr4Rjzpw5NTU1LS0tJ06cWLx4cfB3sMyclZWVdeavCAEAgD4uzwy6OK+Eo6KiIicnp3fv3pmZmQsXLjx37pz5lJmztra2JUuWBNoVFxdH9DtYoa3pQxee6oUuvNNFbHqhC+90EZte6MJrvcDgu1jHx3kSH13Ephe68E4XsemFLrzTRWx6oQuv9QKD72IdH+dJfHQRm17owjtdxKYXuvBOF7HphS681gsMvot1fJwn8dFFbHqhC+90EZte6MI7XcSmF7rwWi8wEGuEx3noKaTDU0iHp5AOeBPHJcLjmuUppMNTSIenkA54E8clwuOa5Smkw1NIh6eQDngTxyXC45rlKaTDU0iHp5AOeBPHJcLjmuUppMNTSIenkA54E8clAACAy5hgAQAAuIwJFgAAgMuYYAEAALiMCRYAAIDLmGABAAC4jAkWAACAy5hg+UJbW9vSpUsDgUBqampJSYk8NNYfPXr07rvvDrSTBXnofF+r9eiQVegaGhrmzp3bt2/ftLS0VatWRbQv6eiMbv8veKWTkJIOHcKmw2a9iXTAU5hg+cKmTZtGjhz5cTtZ2Lx5s7F+zJgxpaWlDe2WLVsmD53va7UeHbIK3fz58wsKCk61e+ihh1588UXn+5KOzlMqt5OQkg59rCZSNhMs0gFPYYLlCzJzqqysNJZlITc311hOSkq6dOmSsXzx4kV5aO5iXsWs9rVajw5Zha5fv36nT582lmWOlZeXZ+5COmJAqdw2ISUdMeB8gkU64E1MsHwhJSWlvr7eWD5z5kwgEDCWH3zwwZUrV164cKGhoWH58uXy0NzFvGZZ7Wu1Hh2yCp1MsOShsSwzreCQko4YUCq3TUhJRwxEMcEiHfAUJli+0L1795aWFmNZFnr06GEsf/LJJ4MHDza+1iALn376qfN9rdajQ1ahmzNnzuzZs0+3mzVrVs+ePZ3vSzo6T6ncTkJKOvSJ4iNC0gFPYYLlC1Y3cPn5+cuWLTO/gyUPne/LTWHUrEJ37tw5mVelpqamp6c//fTTN954o/N9SUfnOX8Hq8NtSEfnRTHBIh3wFCZYvmD1FYQ+ffpYfQerw335WkPUnITu+eefl8mW831JR+c5/w5Wh9uQjs6LYoJFOuApTLB8oayszOqvCJcvX268g/XUU0+F/Rqv1b5W69Ehq9DNnj27rq5OcrF169bMzMyPPvrI3IV0xIBSuW1CSjpiIIrvYJEOeAoTLF9oa2tbsmSJ8XtXxcXF5s/AHDp0aMqUKV9pN3Xq1CNHjpi7mNcsq32t1qNDVqErLy8fMGBAUlLSpEmT9u3bF7wL6dCq2/8yVtqElHRoFTYd9uuNBdIBT2GCBQAA4DImWAAAAC5jggUAAOAyJlgAAAAuY4LlC2+99dbEiRMTExMzMjIWLFhw9uxZY32k/zeqVTsKm/9adf/+/ZMnT05OTh4wYEB5eXlEo7X6iisAAF5DlfKFSZMmVVZWNjY2nj59euHChdOnTzfWR/p/o1q1o7Da/eDBg5mZmS+//PL58+dra2tnzpwZ0WiZVAEAugoqlu9cunQpOTnZWO7M7/IFt6Ow2l1mVM8991zUo2WCBQDoKqhYvrNjx47x48cby535nyWC21FY7Z6enr5ixYqMjIy+ffvOnTu3oaEhotHKBCstLS0pKSk7O3vDhg2tra1OXi8AALHHBMtf9u3bN3To0IMHDxoPo/6/UZV2FFa7y8LDDz9s/GfGBQUF8+fPj2i0hubm5qqqqtzc3KKiIicvGQCA2GOC5SO7d+8eNGjQ3r17zTXRvYMV2o7yxXObZuWhsSxzrLS0tLC7W/USrLa2lv+xFQDgWUyw/OLVV18dMGDABx98ELwyiu9ghW1HYbV7Xl6ezKuM5VOnTpkTLIejDVZXV5eenm4zBgAAriMmWL6wbt26QYMGHThwQFkf6f+NatWOw2bLy8tnz55tfkT4yCOPRDRa2aW6uvrKlSs1NTX5+fmFhYURBQEAgJhhguUL3UI0NjZei/z/RrVqR2HzX6uuXLkyLS0tNTV1zpw5Vl9yt+qloqIiJycnISEhKyurtLS0qanJ3SgBAOAWJlgAAAAuY4IFAADgMiZYAAAALmOCBQAA4DImWAAAAC5jggUAAOAyJlgAAAAuY4IFAADgMiZYAAAALmOCBQAA4DImWAAAAC5jggUAAOAyJlgAAAAuY4IFAADgMiZYAAAALmOCBQAA4DImWAAAAC5jggUAAOAyJlgAAAAuY4IFAADgMiZYAAAALmOCBQAA4DImWAAAAC5jggUAAOAyJlgAAAAuY4IFAADgsv8DR84EPdmyjyUAAAAASUVORK5CYII=)
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