Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: sayi_zhang_011723_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2023 |
Start Time | | 2023/01/04 18:00 |
End Time | | 2023/01/04 20:00 |
Key Words | | 3 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -13.81 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.59 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | sayi_zhang_011723_3 |
Minimum Dst Value | | -9 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
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AAMDoEfcidw53DRaprKycMmWKRqOhvyY/LUSCxWGmnsz0KAAAgEHsBGtgYGDfvn0zZsyg8b6+vueffz47O5vGKceiif39/XZul51wzEw9melRAAAAg9j3wfLy8goLC2toaKDpmzZt+vbbb/nZjh07RlPs3C474ZiZejLTowAAAAbcyd3dmKknMz0KAABgQILlbszUk5keBQAAMCDBcjdm6slMjwIAABiQYLkbM/VkpkcBAAAMSLDcjZl6MtOjAAAABiRY7sZMPZnpUQAAD6a5rtmdv/to1dH+wf7h52YbEiz3YqaezPQoAIAnudR5Kf5yfNaNLMU1hZ/cbyb3FD3jMF8zf33G+vQb6e4uo0TZE/ju/36fGvBUw6kTdSeO1x6n4cemH2mKrk9nMltZZxnN81XNV/8Zao3Dw5fxtfG/NP/S3tcu3O6tu7deznzZR+7D9xo74Vi69ezs7Jw6dapJT8TExDxhFB0d7dDa2OlRAICR1nG3o7Wn1enF95fvnyn/T5JU2F5obc5V2lXCjMrasChxkRsPaLX1tu2/tJ/KIFPKQhNDPyr9iHJBaqK3C972SfAxKSpN8U3wpYFvAYuDr9w3UB44RzUnPDn8o5KPym6Vdd/rrrtTd7rx9I8NP3b1d1F9KaeZnzjfT+EXqAyk2WQqGeUxwi1S4KN5jtccp/KYt0/NnRpKpx5JmMwG4Y1Gx/3XuBnzZsSlxdlehFtqqABWKshOOJZuPXft2hUXFyfsifj4eJlM1mEUFBREL+1fGzs9CgAeqaKr4h8V/1ieujxYFbwqbdUCzQKTuLVQs1B+TU5z/nr11xBNCBdrFycupkgvSgFS2lJmKWeZbHSeZt61366ZzEl5QFx53FC8V/j4y/2jMqLOXTl3rPrYazmv7cjZYS2l+LjkY34NSdeTKLcwz05sDyHqEO5ICS3or/APUASsy1j3U9NPlJ3YrlpmW+ZsxWxuc0PLyv2Fm6Zk6EXti0s0S2idJnkDzeaX4OdQIUdz4BIskyG+Nn7YDEmYKvHjR0qPhG4N/d8//a+9CZb1UonyhpQ+idazpqZm2rRpAwMDwp6g7Eqr1XLjNBIYGGj/CtnpUQAYi/T39K/nvL40aenW3K2n6k/d7LvJTe8f7H/14quuRFlKF/QD+gZ9Q3hKOJd10d+FiQszb2TuyN0hPHcz03jgZFHiIsp1ooujh1Ic+q/NAy3csDtvd+7N3PXp62lbLuYEvgpf2zNQQvPv+n8HqYKcWXmCLy3uJ/ejTHGoHRxM4MbcYDHBGsqxqr74IXvrD9l/OV512P4Eixv+8P/+QCnaMz7P/PnQnx+cH6z96tOsT//41B+/KPnCRoJFrS1TyrbmbGUnHEu0nmFhYWfOnDE8mhh5e3sPDg5y4zRCL+1fITs9CgBSQNlSoDIwSBkUmhg6XzM/tizW4mz13fXZN7N35O3w+GBvPtifjW3J3tLa02rxUNzXtV/bkwK6cQhUBL5d+Pb7xe+HJ4UPHe569ABYQELAXPXctdq1R6uPflDywcrUlZTjOr0tLnuWqWRhiWGUrA+lR7UW0ibKrhISZtJAOVZ8TXx+e/7vht+Frdp5tzPlesqJuhNcgnWi9kTC1YTKG5XvRL8jk8lohoyMjOeff56ff9u2bQcOHDAYr7jKuJFBS1EtfBQ+AfKAl9Jf+rrua+HK2QnHUqwn9Zy/vz83LuwJk14ZN26cyYKP2TTSxQYAD1Z1u2pl2soQdUhsaez93+9bmy21NfXBiSRLwe/tgrf5S2Gu6q+aXLLtxOCrGP5qHnEHqsWuvF1tvW27Cnc5vRJKKfh2oLQpWBNsbVtLk5emtKbY7hpa1WrtauFSrtTuwbh8ZqA8MFgZbNq28qGDfAGKgDmqOXwmREu9mvUqV5jegV7KBRu7G0/Vn1JcVdh4q9iPVnKh+cJ39d+19LTQyvPa8+RX5eoWdWVXpe0rz7jAR8nTjd4b56+e56+44hOssqp/mKRW5msQevLJJysrK7l/+fr6nj59mkYaGhqmTJnS398vXGrYUrFAivWcPn16YeGDax5xBAsARlldd115Z7kwNL6Z/+Yw8djRKO54SjRHOSe5NZkrDxfF6a+w2GWdZeEp4UGKoE2Zm27336YpF65dsHCRtdx0SqAiMEAeQIma+b8eZDlJS/9a9Nefmn4yCefN+mbzq7Io7aBsgz/FaTDmB4cqDn1U8lFBewEV21rO8aL2RX4le/L3uJ6atPa2JrYkJl1PWp6ynOpoobO4bEk+dAzpi8tfuLg5CbIW+O7d666tPV5T86/+/i7710ApVFxcHHcEi2g0mmeffZZGoqKiDh8+bM927fmvJ5FiPa0dfDK5BovvZjvXKX5BAcAFFEEL2wtzdDkmiYLBeFSj7FbZG3lvzNfMD00KXZ+5PrYk1uRS5e573RltGRT1TzWc2p67fZV21bKUZQsTF0ZlRr2S+QpFTYqgfnK/EHXIytSVWy5uWZe+jv6VfD3ZYuSmLUakRVjMMEZtCFYHX+sZumD8w+IPZXKZv8KfAv+y5GUHyg84nW1o27S0kqGfpCkC3yt6j8+QqB22ZG/Zf2m//p7euTXzqPuoH2mFV/RXXFwViMv1wGe+Bi8vL358xowZe/funTp1Kn/sw57tshOOpV5P818R6nQ6/IoQYEyjdGFHrumvyYZ+kCX3G/asGXeViYupDPcrs9DE0A9LP6T8Q/RUyTfBd1feLsoIL9++TENBe4GNi7ITWxNbe1px20wQnbgJ1sDAwL59+yip4qecPXuWZjh58qRD22UnHEu9niY9ER0djftgAbgR5UY5N3PeLXiX+0k8ZSqzVbP3le37uenn9Nb0mts1ee15dXfqTJai7EHdov6+/vsdeTtcv/DIXUNEWoR+QP9N4zerUlfNT5zvn/DgWqtgVfCixEUvJL/wWeVnxe3FvfdND8hxEq4mBCoChUmeTCmrvF058p0GjBIlweJ5eXmFhYU1NDTw/z137hx3ltCh7bITjpmpJzM9Ch6JEpQcXc7GrI2UzSxQL3g3/93v6r+jPCa/Pf+NnDfWatfuv7S/+1630+untCn1eurfLv1tddrqIFVQQMLQFTkB8oBFqkXLUpb5y/2HfhPk1tNnozb4KfxWpKzYmr11vmY+d28kqvvK1JVFt4pE7FCAUTDSgW/FihVnz551dLvshGNm6slMj4IEddzteDP/zUWaRZS7zNPMe6vgLTvPB+nv6V9Of9nJXEE+kzvCROkRbZf+DuVJCl+TS33dmzat0q66eOPi55c+D1AECKdvy952tumstk3LN1TLby1/yfrLLMUsrvyU/1Hml3I9peZOTUpLSltvG99orT2twiushXS9uleyXjG5jSTXVrTmk3WmZzoAxrQRDXynT58W3qnB/u2yE46ZqSczPQrDSmtNm5c4jwurXHwNVgUfv3ycshmKzfIW+Wrt6gc/wJbPnKuam9+ezy9bd6fuq+qv3sh/4yXtS3sK9/D3sKZlU1tSaRBeMvzrlV8XJy229kOzVzJfEV65XNBe8FbeW+sz1u8t2ftD4w8flXwUKA+0J0dx8+DUDQIoq1urXVvfXT9qnW5RY3fjmYYzpbdK3VsMgBEycoHPy8trypQp/O/9HdouO+GYmXoy06NgLr0tfWPmxkWaRQEJAU5kAzONp43WpK8ZiYM9TjwPxI2ZE3fZ0M68nea5Uf9gf+aNTBqqu6qPVB+hTDFIGUQt5if3o/x1e872qq4qt/Q+ALPcFfiQYHGYqSczPeoEF5/b6l4UtrWtWv4Wz/d/v591I+vdwndNTjmN9WGWYtZ7Re9dvn2ZO+hFf1NaU2KKY+Ivx+vv6enlj00/br64OSI1YnHi4tnK2Q+eN2IlSeLueMRfVsWNL01a2tTd5M6+BABRIcFyL2bqOVyPUoiiUH266fSFqxcoWnff686+ka1p0bT81jJCRaItJrUkhSaFmh85oJ3+AHmA+fESmrmiq0LEMnxQ8oF5AKbo+0bOG+sy1/kofPiQPF8zP/l6Mr+g/Ko8MiMyKiMqQhsRqAikgWY4WH6QP0HW1ttW2lHKXXZNbXio4tDatLXLU5Z/UvqJtetjMm9k/rVk6GaGtBJ1i5oaP70t/R+V/4gtid1/af+y1GVcmwwlBwlDT2AQ4S7Ycl8Ll+PwiYhCtANLQaqgb+q+4apZ2lm6ULPQzgWpbHGX4kS5GTQAsAYJlnsxU8/HHqPEJVgV3N7XLpze0tOySLNo2HM0FIlf0r5k8bkElI19Xfv1u0Xvbszc+KL2xXcL323sbjSf5x9V/1iRsmKeet6ixEWzFKb3PnYsLUjwXZ66/Ofmn3vv9+bocl7LeW2heuEC9YLw5PC/lf7N5LaBtOmzV86+X/T+5qzNK1NXzlbNHjpu4e5zUnNUcxZrFgcqA/0UbvjF/sqUldSVwlailvy04tOt2Vs/r/i8rOORu1keqDggfDSYTCFLaUvh7katH9DvLd27PnP9lpwtHxR9wB1e+rX5V2rqueq5MpVsVeoqkw3xbvffFt5+KUAR8K/L/7r22zXKPsfu0UQAkBQkWO7FTD0FD/eerZxdfKuYJr6U/tKIBvJhHws/gptOcH8W5fbBR+7zQsoLX1R9kd6WbvExsQAAHgwJlnsxU09BgiXBYa5y7rsF7+Z35EekPvKwDl+571rt2m9rv12YaO9JJSeG+er5Pzb/+Hbh269kvWLyIHdR7pot+sDnjjSyPn39+avnPyn9ZJV21ZKkJVsubvmx4UekUwAA4t5o1Nvbe9myZc3NzS5uFwmWp6EetX1EJzwp/J+X/1l9uzr5WvLBioOHyg9xj7nYlrPNX+4/ElkCrXaNdo3J49Vs+6b+GxGOiskfPOI0SBW0LGXZL1d+sWfTvfd7KYl5IfWFeZp5izWLaVx45yFuhv+79H8LNAtmK2fP18x/Lfu1pJakytuVJ2pPUMbTqG/kLr3anrddmLFxnRIgD3gh+YUvq7+83X+78U5jti4bDzUDAHCRuI/K6enpiYmJmT59uovbRYLlCcyfGP155efmx2OiMqLsXGHhrcI16Wv85H6+CUNPTl2iWRKeHL7t4rbijmJ+HuU15fqs9cIHYsxRzXk9+3VNi0bEZ43RqpJakw6UHzhafVR42XuuLjcsMYyKN9N4goxyOEqhLly9gKukAQBYYy2V6b7Xfbz2+L9q/tXV3+XoGviHPZtH2GG3a89/PQkz9RT0aN2duk0XNy3QLNiYuTFHl+PGUgEAAIwQa6kMZVfc/j/lWPavQa/Xx8TEyGQyk3lOnDgRHh5uz3bt+a8nYaaezPQoAACAQaQES+jJJ5+srHzkl9FJSUkzZszo6emxZ7v2/NeTMFNPZnoUAADAIPYpwv7+/ri4OOERrJqammeeeaalxfRukUiwOMzUk5keBQAAMIh9kTuHvwZLp9M9++yzubm5jm6XnXDMTD2Z6VEAAACD2AnWwMDAvn37ZsyYwb0MDAw8ffq0E9tlJxwzU09mehQAAMAg9n2wvLy8wsLCGhoazP+FXxFaxEw9melRAAAAA+7k7m7M1JOZHgUAADAgwXI3ZurJTI8CAAAYkGC5GzP1ZKZHAQAADEiw3E2K9UxNTQ0ODvby8ho/fvyGDRt0Oh3/r5iYmCeMoqOjHVonOz0KAABgcF/g+8Mf/mDjv+yEYynWMzQ0NCkpaXBwsK+vb+fOnZRscdPj4+NlMlmHUVBQEL20f53s9CgAAAD57//+77a2tlHe6A8//EAB2sYM7IRjqdeT0qxx48Zx45RdabVabpxGAgMD7V8POz0KAABAoqKi9uzZM5pbpOzqj3/8Y1pamo152AnHUq+nSqXij2B5e3tTvsWN0wi9tH897PQoAAAAaW9v/9Of/vTYaPnDH/4QFBSUlJRku1TshGNJ17O8vPy5555rbm7mXpr0Cn9ki2e770ep0AAAAGAFO+FYuvXMyMh4+umny8rK+Ck4ggUAADCmsROOJVrPc+fOTZkypaSkRDjR5Bos4TO9h8VOjwIAAEgWO+FYivU8cuTI5MmTq6urTaZzvyLU6XT4FSEAAMBYxE44lmI9bVw+FR0djftgAQAAjFHshGNm6slMjwIAAEgWO+GYmXoy06MAAACSxU44ZqaezPQoAACAZLETjpmpJzM9CgAAIFnshGNm6slMjwIAAEgWO+GYmXoy06MAAACSxU44ZqaezPQoAACAZLETjpmpJzM9CgAAIFnshGNm6slMjwIAAEgWO+GYmXoy06MAAACSxU449uR6WnveDgAAALgFO+GYmXoy06MAAACSxU44ZqaezPQoAACAZLETjpmpJzM9CgAAIFnshGNm6slMjwIAAEgWO+GYmXoy06MAAACSxU44ZqaezPQoAACAZLETjpmpJzM9CgAAIFnshGPR6vn444+LtaqRwE6PAgAASBY74RgJFgAAAIwSdsIxEiwAAAAYJeyEY9HqSU32uCXjxo0TaxMkJibmCaPo6GhHiydiMQAAAMAJ7ITjsXQEKz4+XiaTdRgFBQXRS/uXZadHAQAAJIudcDyWEizKrrRaLTdOI4GBgfYvy06PAgAASBY74Vi0eop7KtAib2/vwcFBbpxG6KX9y7LTowAAAJLFTjgeS/U06RXzlO4xm0axpAAAAGABO+FY5Ho2Nzc/9dRTwgveRTyyhSNYAAAAYxo74Vjkek6aNOnEiRN8GiQuk2uw6KX9y7LTowAAAJLFTjgWuZ7UcCOUXRke/opQp9PhV4QAAABjETvhWOR6Tpgwoa+vT9x1CkVHR+M+WAAAAGMUO+FY5HoePHgwKipqYGBA3NW6jp0eBQAAc/e6u3taWwd6e0Vc52B/v/7KlTt1dc3nzmnmzpX7+6vmzMnauLGrqor+25GXl7ZmjVImU8+de3Hr1usaDRXAZA2/37/ffPZswZtvZm7enBEVVf7ZZ7q8vLsdHVTOW2Vlzb/8ol21KmnRorw339Tl5NDMohSb1t9RVKRvaqLy0LjJf/WNjRWff1599GjfzZsWF6di3MzJKYmNzd2+PSU8nKosDwhImDlT7uOTuHjxnZoa80V+u3ZNu3YtzUCzsROORa7nSN/J3Wns9CgAiKtFpeICw9Dg41P7zTeVf//7UETx8ZH7+l7cuNFaHGKZLju79uuvO8vLLf639sQJarqhkOznV7B7t1gb7SgoGAr21C8+PsqAAG4TXOBPXb78QQ/OnKkKCkoOD+c7tOn06UdKnpOTsny5PDCQulg1d65m8WL1/PkKevlwcW6pBOHLUR8U/v6JS5dmRkZmREamrl6d8sIL1JIPKuvnRxVMCg9XUAsYm0Lh5yd/2A7Ob9HPTxkUZO8ajLPJrfyXnXDMTD2Z6VEAa2hvtWTvXtq9Ltizp6Ow0N3FEQftTF85f5727/N37bqRni76+iv+/nd7IgrFcm5ICgu7euGCo1vpvHQpNTx8aA3GYwDtublc0tb0888U3ROMYfKRLfr5UT/SUqLXV9/cnL9jR+rKlUmhoSkrV15TKIT/bc/LKz9woOnMGZotZ8sWzbx5GevX93d1CefpbWujLIcvaub69SabyH/rLQtt6OdHayv+6KPyv/2NmiJxwYKCXbvKP/uMMgmquzokhFZrMB4x6igtpa3T+M3cXD6FovBPLe9K9uCuVInBgZ1wzEw9Pb1HKczo8vMbf/ihs6LC3WVxj7sdHWWffJJo3NdUzp5N3/sdxcUW56TQVRMffzk+3vzYOGkvLFSFhMiNByeSliy5plLRd/oIlZnWXP/NN8pZs/ivHtqoJjT00oEDd+rrudMB97q7hyLKlSt2rpP2v6u++OJSXFzO9u2lH33UdO5c2osvDrvfabKvyR0AyN25k4rRmpJCw526Om79VKrbly/TwBWPqkDhNmPdOs38+bSvn7V5M4VG2oce2iK1oaWV8wP1VObGjYXvv09xtP7bbylDoqSh+MMPK48epdDO73Y/MtA6aU969uykpUtTli0bir5m89R/9535aaCqQ4dSli7VvvSS+TEVauG8N95Qz52buHBhypIl/1mna0cpVLNm0ZswKypKLgjeScuWNZ49e0+vp+0W7NzpyhGFB4O//1AG9mgTKefMubhtW/HHH6csX57g60stSclQ9bFjiuDgoa7x909fs+ZGVpb5myf39dctVGTOHC65SYuIsFYMarShHMVKdbI2bKCcXimT0WzOt6qf3zW53NXmwjByg309S596jw/HPGbq6dYedfHcP0WyjpKSmq++qv3mm+ojRxq+/77pp5/ou1s1d26C8TyFhfexvz/taCYtWsTFOZqSGhFhsqNpe4u0FXlAwIMA6eub8/rrXFTgVB8+rKTvSv4z4++vWbAg+y9/yX3jjdQVK7I2bao/dYq+lLlT9ekvv6wwHq5PCg/nLk0w0XfrFn37U5Ar/uCD7O3bc7ZuLf34Y4qytd9916JSZf/5zw9iLVdT2p2dN0+zcKHceAB8+E81BRhjVJYLCswP9KVfc/w4nyukrVljbSXmRxGGjr0HBHAD7T3rcnOtteet0tKkxYvlxoSDSkIpVPq6dcK9fEeH/1Scy2MoJzBeAzGiw3+6YKwPfn6NxrNC5Z9+avFdYbn6NOfIN7J7Bh8fylbtbwoRtztCa5Y//HQMHRQU9NrQzowLG6UvPc28eZQiDH0h+PrSTog6OJg++yV//St9jfDXV+Xt2KFesCDrlVduV1byXwK0O9f088/0LTe0OJXB11cVHKxduTL5hRfoa/PurVvcV9DVCxcyX3lFNXu2Zs6cvDffpO9P7ouXdrEK336bdvlsnaezMf3h3g59WWlXrbq4ZUvezp2UT+ds25a9dWtKePjQlyrtIy1cSHsa9O3Unp/fptWmR0bSzkwCV1++bankISH0tXyrrMz8u67uxImh06ncd93DE5S08uqjRykOcvMgwfI01KNVf/97Du0iR0XRXqxmyRIVvU0pNPr7094evemvKZXtBQWOXkLYmpqabDywz7+P1bNna9esqfz8c3rLDgV1Y2AWvtFpd/N6UhK3OGU8HUVFpbGxF199lfYOaSiKiWnLyODXT+Up2rNH+OYW4auHgrHZNynlRvrm5gG9nkoi7ubMh8SFC7vr6ujrJn/XLoVMJpGYTV8roqyHvgErPv+8q7y87G9/o+9iidQOg4sDvT24/RN639Z//XXtiRPcWSpKnUcpL/HxUQUGZkRGUji3dkRQWoOPj8bk0NqjA6V09P1G7Tm0V+PKx4T2oARfWWkrV5p/UdOGKPvh9zBvZGS0paXRRBoSlyzhC1ywZ0/e66+nr11b9803zgUaD2bxcnjnIMHyNNSjjn47mEyhz7Bq3ryc7dsLd+/WhITIRzgLwcDUMLSrN2uWCCeMbGzCz+9SXBz/ibiZnT10FNC4a0v75fLAQNWcOeqQEAV3TNT1kjzcY+a3TrvCSuOvjbhq2lPZoXn8/GhvnvaJFfT34bIm86SuXNldX99RUiLmlTTcCS9Ka0JCWh/uEdmDGlYdHGyhfwMDrXa98UBLzpYt3A7eraKiKwkJhTExQ3tofn6082Nxx6/h++/5bpIbj81w13e7Xnft6tXcJmrj483/mxkZmb1lS/pLL105e5bmKfnoo//Uhev3wMCqQ4e4MmeuX2++Btq5vWXp9H3fzZutyckdpaWGR89EX09OFr4h6W1Q+M479K6gd1S54C0NYwUSLE/jcII1poah6DV3bsE77/TpdFXHjol5CMpmrB06/CuTjWY1LcQP48F2Sn+Tly+/Zfxq5tzT69NfftkkDx6KQ0FBuTt21H79dYb1/easV1/lTxpmbdrEb/TBCK3T6UButsXE0NBOS0faaWex4uBB2vrFLVvK9+8vi4vTrl2rDAwcuqDH11f+sDDyR69wotS/+Zdffrt2rauyksIV5RzNv/7a/fDyKYdQ3XX5+VcuXOiqqqr58svERYv488WZmzYVvvde6osvUoqWsmxZxWef3Xfhp+8mF3W5uKN85fz5S/v3573xRtqKFYmLF6soM/P3V8pkma+8Qqu9efGiwvzTQcnNa6/RZ8fpjVrT39VF1TG5hq/q4MGhY+c+PtR6d2prRd+ocNNck/7W0lK2f3/VF19w52iGTtxnZV3csIFyFFVwsEKY+fn6Np05Y7KqgrfeouyNypy2apXFU/y23bt9m/IhauEuwfkyR1Eb0tssa+PGhn//2+mVgEQgwfI0I51gyR/u75qnIDRo5s7NjIpSupCL0BfclV9/bS8u7igrs+dSKvo+Eh4SJ10VFWkREfylCTQkLV1ac/y4ylKp6Mu0KDqau7KVQ9G64sABzfz5SuNPl/PeesvizU54FMyqjx6tPHRIeN+X3Ndes1g72vO+rtGYr4S+kWkQ69YvFlEeJvzxEVWwr73difVQbmftmira4S567z3++gNwu7u3bhVGR1NfJy5ZUufIAyEAwHVIsDzNsD1K+/pZmzapQkKGfoNGu7xBQbR/mbR4Me24D+3kWTrUQUlVyQcfCC/95gz09lJWYS2g6pubL8XF0b61Ojg4deXK8k8/vXP5snCGttRUymC4swZymazwvffsvzjdaU0//ZS6YkVqRMTVCxdG7kdzHMq9Lu3ff+nTTwfMms4z6K9cadVqnTtuBADg2ZBgeYLHHuX6Ci0e8AcAAAA7IcHyNOz0KAAAgGSxE46ZqSczPQoAACBZ7IRjZurJTI8CAABIFjvhmJl6MtOjAAAAksVOOGamnsz0KAAAgGSxE46ZqedjjykU/gkJvmp1cEnJ3q6uqp6e1sFB/B4QAABg9CDB8jRDNxpNmGk+ZGW9+vvv9/v7u2znW7dvV2k0IQkJPjTI5QEpKSuqqo4ODJjevZrWQOu5dw+3lAQAALAACZansZZgmQxy+dDf9PTIhoZ/V1b+4+LFzZROGfMqa/P7q1RzNJrFavX8R//lU1QUc+/eqN5Is7//dm7uVrnclyuDUimrqjpM6ePdux1Xrpytrf26rS3d0eSPksjc3NdondQy9Dct7cXu7nqLc1JyWVX1RUHBnvb2AjFqAwAAHggJlqehHuWSp1EfKDnz45MeYWZWUvKRo7Wg9Kik5ENK5ih5SkwMbWg4TfnTzZvZJSV75XI/h0qlVM5OTg4rLd3b3PwzpZK5ua8nJi5Uq0OysjZfu6bo7R16SM7ly/+0nYzyTWq9bX2Mp2Xn5OS8rtVGKBQBD48C+iYlLS4t/USvb7ZdZcrburoq79zBXdEBADwBEixPI+zRtrbUlJTlxkuyHE6YRM/SVKq5+fl7amr+qVIFCbeSnPxCd3cjX+b+/ttq9Tx3JIijN8jlPtQpCoXV44XGwZdyU5rTmLfNvnjx1draE3fvOv9sYAAAGE1IsNwpNTU1ODjYy8tr/PjxGzZs0Amech8TE/OEUXR0tEPrtNijTU0/ZWSsS09fU1KyNyfnteTkMAreFoO6RrOgquoof5FWT09rWtrah6cO/5MQKBQyWiHNL3byYTvnsJCpuD1bctPgo1T6KpWUgflrNHPV6hCtdm1d3fH29kLzC+YAAGD0IcFyp9DQ0KSkpMHBwb6+vp07d1KyxU2Pj4+XyWQdRkFBQfTS/nXa36O//37/9u3LnZ3l3d2NNOLcFev9/V1ZWRuFsV+h8M/J2dbQ8ENy8lJHEya7B7+rVy/wZaB0sLr6SErKchry89+6dk157Zo8P/9NpVLm0Go1mnl8I9A6Gxu/pyoolYHG854PzvcZr0ULKih4p6urglJVtXoeveTyPDedmbUwqNVz9forfPt0dl4qLv6YUme5PCAxcfHt2zUW+7Gp6Uxq6ota7eqmpp+deCcAAIAQEiypoDRr3Lhx3DhlV1qtlhunkcDAQPvXI7Ue7eqq1WgWmWdaSmWwXD7LRpZQUvI+pYC0hrt3O6qrj1ZVHRaeSXQI95tHyiGEEwcGeimTyM19vazsk5s3L5r812m3bpXSwJWc193dUFLyASU3JqdrjVd3BdCgVM5OTY0oKorOzd2hUs0W6cicj/EQo4WjjEplUHt7Dl+89PR1FhcXFMMnNXV5Xt4bxcV78/LepDwsMXGBWj2fxvv6btpojevXk7Ozt5SU7O3vv81PpNy0uPj90tJYYRYIAOBhpBaOR47U66lSqfgjWN7e3pRvceM0Qi/tX4/Ee5S7T4Qw/2ho+LdaHWI8OEQRfegA2MWLfzFJUIDaraLiIOU01D7mvyRwLQkTYT2UaZkUuLv7qlo9xyyb9DdP+DSaub/9dt0trQoAMHIkHo5FJOl6lpeXP/fcc83ND35oZtIr/JEt3mM2jVKhQTIoH/3tt2v19f9OS4sQL/dybKD8qaLiM72+uaVFrdWucnxxv5qaf4rbLIOD/Tpd7tWrFyinF3fNAADDYiccS6KeFnOgjIyMp59+uqysjJ/iwUewYKTdv9+r1a4WHihSKGY1N//I/ffy5X9aO/+Ylraiv7+LMiStNoK/F8bDXzK6J2lLGDqbOSs3902Te5JdvfprSspylSpYrZ5DMygUMqUygLvk3/jrS8sFTklZ1turs9RmAADiYyccS7Se586dmzJlSklJiXCiyTVY9NL+FbLTo+C0mzezVao5/KGjsrJP7FlqYKDX5Pb9N29eVCgCbWdIeXlvFBXFPDqbb0nJR3fu1Gdnb3VL0ib8OQJVX6UKSkoKq62N7+u7aeexrt7e1tzcnZTkZWS8XFLycXt7AU5qA4AJdsKxFOt55MiRyZMnV1dXm0znfkWo0+lG9FeEAKJob89RqWab5zFa7Rp70o66uhMO3jx2xIfExAVFRe8XFf01M3NDZuYrTU0Pjv8NDOjz8rZbuwZOq11NmRZukwEAHHbCsRTraePyqejoaBHvgwUw0u7e7bh+XVNWFtfUdNqJwzm3b1elp0dqNPNVqhClci6NaDRzXUiSfNTquSUlsbdv1zQ1naV1uiVRU6vnXLumGInWBgDpYyccM1NPZnoUPB4laj09rTrdxYyMqMTE0OTksJSUFRUVnzv37MuKigPGM5Xc7SfE/TGmE4OvVvtiUdHu7OytGs1i7seh3GAyW0XFftEbFgBGATvhmJl6MtOjAGK5d6/7+nVNRsY6K084MB0oDbp0af/gYL9ef6W1NVmtHukjZH6Zma8UFu6pqPgsO3uzVrumtvaEu9sMAIbBTjhmpp7M9CjAyLl3T19f/93Vq/Lff79PWVRV1dGkpLDk5GVXrvzCP0jKxNWr57Ozt+Xn72ps/PHixVdH7WCYXO6TkRF5/z6u/QKQFnbCMTP1ZKZHAaSM8rCmpnMlJR9T1pWcHG48Njb0wCWFwm+4O1/QPLONjzpw+AYZKlVIVdXhtrYM/LARwO3YCcfM1JOZHgXwAPfudff0tFo7KnbjRoYYP7HkErvA6uqjTpTw1q2KxMTF5tmeQiHr6qpyrfYAnoydcMxMPZnpUQBG3L3boddfaW4+V1V1+NatYsPQ8xyrcnJeS04OM3m6pT3JVl7eLmv5HO/27cuJiaH2rDA19QWx7kyh1zc3Np65dats+FkBxgJ2wjEz9WSmRwGAU1q6V6EIcPBk4tz6+m9aWlLpb3Hxe1rtS2r1fKVydkrK8mFvHms+0IIVFZ8mJy+VywO4X2jK5f5a7Zqmpp9NLg77/ff7Wu2LD68e86UFaTAuZfF8qI9SGVhU9J4wIzSee/2lru6kyV1hS0s/Vihm0XbT0lZWVR3t6qocpdYHsIKdcMxMPZnpUQAw0dd3s6Ul8caNjPz8PSkpYZR1iXg3Crl86OKw1NTlyclLHH1MOOVtN29m0LJiFeZhkfyKij7Izd0hvDu/yQw5OVvLymITExenp7/c1VXh7i4ChrATjpmpJzM9CgD26+godvQoV8LQhVZ+anVIdfUR8xUaH3kpZrY0OgM1QkHB7osXX01OXmHpBKuPWh1cVXWYryblZMYDbI/MU1FxsK/v1ij2HoxJ7IRjZurJTI8CgKMGB/u12lX2JCI1NSftWVt29rZHjxjZn+v4mCwol/sXF39cWLgnPX1devrLlNa490Hjww4azfwbN9JbWpQZGZGJiYu02jUlJbHt7QWj0I8wJrATjj25ntaetwMAYNFvv12rrT1eW3uir++m62u7d0/f0VFK6xRO7OlpbWlRqdXzTPISlWrOnTs1dq65vb04O/svKSnL1OoFCoVMrQ5OT3+pvv5kbu5Ok/RLoQhsbU3ktqvTXUxNXeHGm/UrFLPu3Kl/2Di309IiKH00FthHLvdLTFyck/Naa2uK6y0PUsZOOGamnsz0KACMFS0tykuX4trbc0Z5u319tyiJrK//jlLAqqp/Wrx0jPKelJTlmZlRNg+/+WRmvpKb+5qd9/rnhsTEpYmJi2zPQ/lWVdVRPCPcI7ETjpmpJzM9CgDgqFu3Sq9eTdDrm6zN0NvbmpGx3niC0k+plGm1q0tLY/v7u4TzFBS8KfpBL8rzUlNX3LlTO+JNAKOFnXDMTD2Z6VEAAHehlKulRd3Y+LNe32gwXo7W09Pa3l548eJWFzOtlhaNtY1euXIuKSlUpZqTnb2Vy/loo/X13zQ3n713r9viIrbvZAsjip1wzEw9melRAAAJGhjo1WgeufIsMXHR3buP/OqQUiWt9iV7rhIznrj0sf8XoMb5Ldz9PyNjvcmdw2CksROOmaknMz0KADDW3bpVnJ//phM3d3Vh8JXLA/PydvX0tLm79h6OnXDMTD2Z6VEAAI8xMKB34kZlYlz75adSBRcXf1BSsjc39/XGxh/wmHCxsBOOmaknMz0KAOBhKL9Rq+fI5b4KhV9mZqTJY7ZVqqC2tnRKgKqqDicnL1UqA9XqkJqaLwsK3klLezE1dZng5CB3x9RDxcUxGk2Io1lXSsoLSLNcx044ZqaezPQoAADYo7dXZ3xgpczRk4la7dr09HWFhe+2t+e6uxJjDzvhmJl6MtOjAADgnIaG75XKIEfvlS+XB5SUfHj3boe7iz82sBOOmaknMz0KAACu6+6uu3498bffrtGQlbXBvmTLh5Iz7heLqakrrl27IMojATwMO+FYuvXs7OycOnWqSU/ExMQ8YRQdHe3Q2tjpUQAAEN3AQG9l5SHXHwSpVM5paDhFa+vpabXnVvWUolVVfVFf/43H3LWLnXAs3Xru2rUrLi5O2BPx8fEymazDKCgoiF7avzZ2ehQAAEaaXt/U0qLMytooxrO3fYyDr0Lhr1bPS02NKCn5sKgoJilpidlTjHz4KbRdhUJWVXWkvb2gsfGHmpp/1dTEV1f/0+SJll1dFbRCpdJfpZqVn79LCk8fYiccS7SeNTU106ZNGxgYEPYEZVdarZYbp5HAwED7V8hOjwIAwGgaHOzPz39dLvfjki2bT28cpUGplCUkWL69hUoVXFDwZkXFQUrI2tsLR//AGDvhWKL1DAsLO3PmjOHRnvD29h4cHOTGaYRe2r9CdnoUAADcbmCgt7OzvKnp56KiPWlpa1SquZSBuT3xsjZkZLxcXv5pauqLCgX/3G4ftXp+cfGH9+7pxW0ZdsKxFOuZkZHh7+/PjQt7wqRXxo0bZ7LgYzaNdLEBAABs6+qqKivbX1HxaWnpJ4mJC4Z9LpBaPffy5S9LSj4U3Nfe9ZOSDg8azYK+Pp2wIv39t/Pzd2k08xMTF+Xn77xy5Vc7r+hnJxxLop4mOdD06dMLCwv5f/Gz4QgWAAB4vLt3O65eTbhxI9P2bD09rb/91tLY+HNd3cnOzrIbNzIaG7+nTOjRu7DOLS//v99/v09zJiYudDHNUipn0foVigDrp0EDdLps28VmJxxLsZ7WDj6ZXINFLx1ap/gFBQAAGGsoM+vtbb18+UutdqXFZ2AbJzp/nEyh8FepglWqOWr1vOLiv5rc/p6dcCz1epr/ilCn0+FXhAAAAGK5e7fj+vXErq4Kk+mtrakpKSvFuGzfR6NZmJa2SqOZz044lno9TXoiOjoa98ECAAAYNQMD+vT0l4QJE6VccrlfVtarOl2Owfg7yvLyz+w86MVOOGamnsz0KAAAgFvk57+FBIvHTD2Z6VEAAAAp0Oub8vN3mvxSkp1wzEw9melRAAAASRE+GoidcMxMPZnpUQAAAMliJxwzU09mehQAAECy2AnHzNSTmR4FAACQLHbCMTP1ZKZHAQAAJIudcMxMPZnpUQAAAMliJxwzU09mehQAAECy2AnHzNSTmR4FAACQLHbCsSfX0+ITowEAAMBd2AnHzNSTmR4FAACQLHbCMTP1ZKZHAQAAJIudcMxMPZnpUQAAAMliJxwzU09mehQAAECy2AnHzNSTmR4FAACQLHbCMTP1ZKZHAQAAJIudcMxMPZnpUQAAAMliJxwzU09mehQAAECy2AnHzNSTmR4FAACQLHbCMTP1ZKZHAQAAJIudcCzRepaXl4eEhHh7e0+ePPnkyZP89JiYmCeMoqOjHVohOz0KAAAgWeyEYynWs7q6etq0aSqVanBwUKfTbd++nZseHx8vk8k6jIKCguil/etkp0cBAAAki51wLMV6RkVFCY9a8Si70mq13DiNBAYG2r9OdnoUAABAstgJx1Ks54QJE44dOzZp0iQvL6+IiIjOzk5uure39+DgIDdOI/TS/nWy06MAAACSxU44lmI9qfU3bdrU39/f19e3efPmtWvX8tOFs40bN858QRtGqfQAAABgBTvhWBL1NMmBvL29KbXixinN8vLy4qfjCBYAAMDYxU44lmI9g4KChAkWn0iZXINFL+1fp+2DWwAAADA6xM0ZJEuK9Tx58uTmzZv7jDZt2hQZGclN535FqNPpnPgVocEsa7b90u3zu70AY67Abi8ACuzxBUCBPb4AKPDoF8CDSbSesbGxEydO9PLyWr16NX+RO4mOjnbuPlgGd7+rxtzHYMwV2O0FQIE9vgAosMcXAAVGgiUiVuppcPe7asx9DMZcgd1eABTY4wuAAnt8AVBgJFgiYqWeBne/q8bcx2DMFdjtBUCBPb4AKLDHFwAFRoIlIlbqaWCpU0cIGtBFaEDXoQ1dhAZ0ERrQdey0ISv1NLDUqSMEDegiNKDr0IYuQgO6CA3oOnbakJV6Gljq1BGCBnQRGtB1aEMXoQFdhAZ0HTttyEo9DSx16ghBA7oIDeg6tKGL0IAuQgO6jp02ZKWeBpY6dYSgAV2EBnQd2tBFaEAXoQFdx04bslJPAAAAgFGDBAsAAABAZEiwAAAAAESGBAsAAABAZEiwAAAAAESGBAsAAABAZEiwAAAAAEQ2hhOsxx4STmxubg4NDfU2opGGhgaLy8bExDxhFB0dbc90j+R0A6ampgYHB3t5eY0fP37Dhg06nY7/FxrQzncg6ezsnDp1qsniTDWgwUobUsusXbuW3mATJ07cu3evtWXxKTa40ID4FHNceQca8Cl2+Y3k2Z/iMZxgcUze2dOnT9+3b9+AUWxs7IwZM8wXiY+Pl8lkHUZBQUH00vZ0z+ZEA1LekJSUNDg42NfXt3PnTvp0cdPRgAb7GpCza9euuLg44eJsNqDBrA0jIyM3bdrU399Pb7DNmzefOHHCfBF8ioWcaEB8ioWcaEAOPsWuvJE8/lPsaQnW448/LnxJabX5nNRzWq2WG6eRwMBA29M9mxMNKESfq3HjxnHjaECD3Q1YU1Mzbdo0SsKEE9lsQINZG1Kj0Zc1N04j/Fe2AZ9iK5xoQCF8ip1rQHyKTdj5RmLnU+xpCdaKFStiY2MHjfbu3Usvzef09vam/3LjNEIvbU/3bE40oJBKpeK/fdCABrsbMCws7MyZMyYT2WxAg83w1t/fL2wHfIotcqIBhfApdq4B8Sk2YecbiZ1PsaclWC0tLdwZcUIjN27cGHYRPuO2Nt2zOdGAvPLy8ueee665udniqtCA1howIyPD39/ffHE2G9BgVvF169Zt3ry5z4hGLLYDPsVCTjQgD59ig1MNiE+xCSfeSB7/Kfa0BCskJCQ2Npa/AkZ4aJfn8VmzQ5xoQA59vzz99NNlZWX8FDSgwb4GnD59emFhofnibDagwawNOzs7V69e7eXlNWnSpCNHjkyYMMF8EXyKhZxoQA4+xRwnGhCfYiHn3kge/yn2tATLJNW1mPmanN+ll7anezYnGpCcO3duypQpJSUlwoloQIN9DfiYGW46mw1osHLeinPy5MnIyEjz6fgUCznRgAZ8igWcaEB8inlOv5E8/lPsaQnWjBkz9u7dy18BI/wNFz8n9wsFnU5n8ZcL5tM9mxMNSLt0kydPrq6uNlkVGtBgXwNaW5zNBjSYtcy2bduoEagBVSoV7RbX1dWZz4lPsZATDYhPsZATDWhtcdYa0Ik3Ejuf4jGcYFnce6BPAndPDkIj1j4Y0dHRFu+xYW26R3K6Aa3tuhnQgHa/A61NZKoBDVba8OTJk5MmTaIGDAkJKS8vN5mfH8en2OBCA+JTzHHlHWhtIssNaM8biZ1P8RhOsAAAAACkCQkWAAAAgMiQYAEAAACIDAkWAAAAgMjGaoLl6AMmrc1P04OCgrjpkZGRra2t1rZo7dmT5lf2ObS4wcrjQgEAAGDsGqtB3dEHTFqbf8GCBRqNZmBggP518ODBmTNnWtzcsM+etJ0e2V7c/HGhAAAAMKZ5QlB39EmlwvlNCB/NKzTsam2nRzYWt/i4UAAAABjTPCGoO/qkUuH8PJr50KFDoaGhFjcx7Gptp0c2Frf4uFAAAAAY08Z8UHf0AZMm8/NLkaeeekp4W0iTGWyv1nZ6ZG1xa48LBQAAgDFtbAd1Rx8waT4/j2Y+cOCAMN0RXrru6BEsOxe39rhQAAAAGNPGcFB39AGTFuc3Ye3arGGfPenQNVj84jYeMgAAAABj11iN6I4+YNLa/Fu2bGloaKCRO3fuREdHW3tq97DPnrTnV4S2H12J7AoAAMBjjNWg7ugDJq3Nf+7cuenTp9PLiRMnmtxPy4SN51bacwhq2EdXIsECAADwGAjqAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgMiRYAAAAACJDggUAAAAgsv8Pr0GztM/y1BAAAAAASUVORK5CYII=)
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