Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit305-01-20020619_041700_20020619_085800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/19 |
Start Time | | 2002/06/19 04:17 |
End Time | | 2002/06/19 08:56 |
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 | | -14.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 150.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit305-01-20020619_041700_20020619_085800-constBx0 |
Minimum Dst Value | | -2 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIEphbiAxMyAwODowMToyMiBFU1QgMjAxObvLLsIAAAHNdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDUtMDItMjAwMjA2MTlfMDg1OTAwXzIwMDIwNjE5XzEzNDAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDYtMTlUMDg6NTk6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA2LTE5VDEzOjM4OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuMDg1MjYwNTAwNSwgIm1heCI6Ni4wODQ2NTA1MDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19W4Q09QAAAARnQU1BAACvyDcFiukAACIfSURBVHic7d17cBX1+fhx5BqSlm8CkZhIIkiZSgfoyKgDQ0BAQJFW0XZoEBJAatMqjPTCxXIrbYG2Uxh1ULA0dpxBudhBRgt0nFbasbUyUIZKDQJVblruRAgajBB+z2Tnt7N9zu7mnMPuspf36w9ms9ndz57n2d3n2bMnnFZXAAAA4KlW13oHAAAA4oYGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8FvkGq1WryL8EAAieHxfPt956q1evXi1u2Y+hqQUIm8gfkU4nFScbALjw4yJZXl6+cePGazI013wPEUxPRD6Imd4qbd68eciQIR06dCguLp40adLx48eN+U1NTbNmzcrPzy8oKJgzZ478aK5u5TSK0+pbt24dPnx4Tk6ODDd16tTTp0/bru60mNNmMx3OaXmxe/fuUaNG5eXllZSU1NTUWOOW+pLr6uqqqqo6d+5cWFi4cOFC56i7Dfr+++9/7Wtfy28mE/Kje6idBs00OMmJvNNGnA5+w6lTp0pLS62rZBqEjCLvB/V6zSBcd911RUVFFRUVR48edVk9i/0/duzYo48+2r1793bt2sla99xzjwTZdmfUTJn4yle+Yh1Cpnv37m1dwPzV3r17H3zwQcl++/btb7vttpdfftmY//HHH8t+9urVq2PHjjL6/fff/6c//anFfU7dmawXSNWpU6eLFy9e/dBZ8LsncMm12LNnz+jRo7/QTCbeeecd647ZXtwySp/tGZ1OfQmyVaItUyIfjkyvEcOGDZMbLClX58+fX7RokRydxvxVq1b179//g2YysXr16jS37776yJEjt2zZUl9ff+LEierq6jFjxtiu7rSY02YzHc5p+X379klNXbNmzdmzZw8fPjx+/Hj36E2ePFmq1PFm48aNe/7557OIycCBA+fOnVvX7IknnpAfbcdqcdBMg5OcyDttxOngN0jxWLJkiXWVTIOQUeT9kNpgGROXL1/+6KOPfvjDH5aXl7usnun+f/jhhzfddJNstra29tNPP5Xy9tprr9199922O6NmyoS0Sq+++qr5q1deeUXmpDZY+/fvl+7w17/+tRwn0ru8/fbb3/jGN4xfyViPPPKILPDZZ5+dPHly/fr1d955p/s+2+5M1gtkvUrkGiz3XB84cOD6669ftmzZsWbLly+XH2Wm+45lkT61qXTqCw3WNRTecMil5PHHHy9qJhPmXZGkUA7fbt26yV2p8eMvf/nLrl27yu3dY489JkequdiV/711SB1Cjsvc3FxjWsq8HKnGtEwMGjTIup0WOa1uJVUtLy+vxU1ZF3PabKbDOS0vdX3FihUuO6NefpcuXeRMNqal0ruXK6dBJeayb8b0uXPnzBQ4hdpp0KsJjq3YRN5pI1bWg19I2ejZs2dDQ4N1lUyDkGbkP//88/nz55eVleXn50vfYMx0Od9XrlwptU1u0wcMGLBnzx5jvtzr33rrrTJTfmV0Qqknu3r5H3/8cceOHWXiu9/9rrVDrampkTnu+28byYcffljuEGxfo9Mq1n3bsGGDdQh5dS+//HLqzj/00EM///nPbYeQlyMvymkHrIO6XCSvOATf/eKZ6Sqp123btDodBlZycyItpryWTp06PfDAA6dOnUrn5bgPKgeAbFCWl0BlkesJEyao95UXLFgwceJEtWNKmumzcjmjbeuL7UlhTUSLwZSbk5/97Gfdu3cvKCiYMmXKhQsXjPmpZ3HqWOkU8cGDB69du9bcYbmLKC4uzjQsoRXeBkuSN2LEiKPN5M5bjldjvuTm/vvvl/tR80dZ7MNmMvGTn/zEnK8mFDlQli5darb8cniZx5bcTMhBY65eWFgopahPnz5PPfXUpUuXbLfmtLrVpk2bhg4d2uILty7mtNlMh3NaXo57ibMc0HKCVVVV1dXVqY2klnlZ3ZiWem87rslp0G9+85uSTTmFZLh58+bJj+ZYtqF2GvRqgmMrNpF32ohJHfzi3nvvffHFF9UqmQYhzchLuyDx+c9//nP27NkZM2YYM13O97Fjxx48eFD2edGiRWZHIqH7/e9/L5dsuSJPnTrV9vVai8SxY8dmz55tvEMgHcaQIUPWr18v0+vWrZPpxsZG9/23jaTsg9Qn29fotIr1uiR71atXr7///e/y47Zt22Ra5qReuORQMR+jK6NHjx43btzf/va3Tz/91Gk3rqRxkXQJvtM2M10l9bptm1anzVr169fvjTfekJcs15Bp06Z9+9vfTv/l2A4qVyGJ5EfNRo0alUWuJUdyPFvnyI833HCDe0zSTJ+VS0ac6kvqSWFNRIvBXLZs2V133fXBBx/I2Sot4w9+8ANjvu1ZrMZKp4j/8Y9/7N27txz5xq/kXP7FL36RZjTCL7wN1s033/zuu+8a03KrIbfXxrTk5tChQ+Zi8qO52L///W/rYmrCyuiy5ZbOfBe3devWxkVWyESbNm2sy8t1fMeOHXJCmkeS4r662LVrV48ePVxOUdvFnDab6XBOy8uEnDMnmlVUVEyePFltR0WvsrJS7tWM5eXGum3bti6vxWlQ4812IwUyYZ7qhtRQOw2adXBsxSnyThsxZ6qD//XXX7/jjjuMzwNZV8k0CGlG/ktf+pL55oHJ5XyX3siY/uSTT4y3oERpaenTTz995MgRl9fb6n/JLbhcIoxfHT9+XNI0Z84c+df8LFqmR45kwVoaU98qSF1F/fa555677777rjQ/LfrNb36TuoAxSkNDg+0OnDt3TmrYV7/61ZycHAngj370I9tb/xYvki7Bd3rtma6Set22TavTZp1IBLp165b+y3EadO/evca0rGj7EtxzLYeKypEsbJ6krVKYO59O+qycwutSX1JPCmsirGyDecstt7z33nvGtJwpcsU2pm3PYjVWmkX89ttvN+7u9u/fLzsgqbHdvSgKb4Mlx5x5yMqE/GhMS26snwyVH50WUxOKHEwLFy4cPHiw8WM6N99yr2x9Z8t6qrivLrenZWVl27dvt+62dXWnxbJ7qyCj7VjfFyksLFQvWe3hmTNnpLpLoZI7tsWLF5u3aLacBpV7mieeeML8DJb8mLquNdROg3r4DlbMIu+0EZM6+Pv27fvmm2+mruLVO1jqaLee2iaX8932Ff3zn/8cO3Zsly5devXqZT7Xc1rY2J+5c+daP3Ym99OygPmM0mX/nUgWUkuaOWi7du3UEy55XdLDWReTBYqLi1966SX513zKprbj8g6WSS6J0jlNmjTJ6VM47rFNM/hWma6Set1Wv3XfrJXcgEke5VwwDiqzD8705ViXNzOlnpKb3HMttytZvINlSk2fbYFw2lTqZcdlFZWIFoMpbai1NTQPYNuzWI2VZhHftGnTl7/85UuXLo0fP17ummxfRUSFt8FK8w7JenMmE6mLGU+abUmZafGzMlZHjx6Vi53tplxWX7duXUlJyc6dO512w2WxLD7sktF2ysvLrZ/sabHMWz3zzDNS8l1ekdOgcsbafgbLyinU1kG9+gxW/CKfzkasB7/THbZPn8GSliijd7BcXpFcpv/whz+YlUyd7GphOerMNy12794t98obN2688cYbzXfyMj1ypCLOmTNHzTQH7d2799tvv2391T/+8Y/u3burxZYuXdq2bVvzsUhqgyW5XrJkifueGOSO5Ytf/GLq/BYvkk7Bd7l4ZvEOVjo/pvMOlsx84YUX5JZDSrL8mxqxTI+ldN7Bcs+1dAapn8GaMGGC7bhOnNJnO6KpxfriflK0GExpfQ4ePJi6WduzWI2VZiLkLJZ7vJkzZ8rZYX5AMB7C22DJ7ab5+FZa7Hnz5hnzU0+SUaNGGR8vkInUjwJcf/31tbW15vKVlZXyY2Nj45EjR6ZNm2beMaxcudL2D4gqKirkyJCsy1qyP9OnT7fdW6fVly1bJvcW5tnrxGkxp81mOpzT8jU1NeaDJ3mlU6ZMUSuqaMvCkg65EKxdu7a0tNR86zijmEgZk2wa72D9+Mc/NsuYU6idBs00OLZiGXmnjTgd/E6rZBqENCO/ePHioUOHvv/++9ZPb6R/vhsTEjS5dsvRIg2WFBhjpjrZreuePn16/vz5AwYMuNL8ETS5oP/1r3+V6VdfffXWW281nv647L9tjTx06JAMbf5lmbyc1157zVxS+mAZ5S9/+cu5Ztu2bevTp8+vfvUrlw1esWuw9u/fLx3k8uXLJTIXL17cvn27+VeEd9555/r166VBl5zKPldXV48ePdp2m+4XSafgq3hapZkvpwA6/ei0WSuJxiuvvCKhkENIQpEasUyPJVne/AzW3XffnUWu5XyUeyTJkflXhPKj+Y6XU0zSTJ9L3NKpLy4nxZU0gvnkk09KMGULcq6988473/rWt4z5tmexGiv9g0TaRJn529/+1uXFRlF4X0BDQ4OUWOMPEGTCfKcx9SQx/kCmoKDge9/7nvXvFIwJOQTz8/PNHzds2NCvX7/27dtLlZIDWnp2Y7400dJBG/850+zZs803MI3lO3ToIN23HC5OH4ZwWj31vYH6+vrU1Z0Wc9pspsM5LX+l+U5LrgUSPam+1o9a276lIW2BXGVyc3NHjhy5a9cu1wQ6DioF45577vm/ZnJBMd9adwq106CZBsdWLCPvtBGng1+tmHWE04y8lBNprLt16yavXUqRMTP9892YkEZT7q1zcnKkPXrjjTeMmepkt0agc+fO9913n3GwVVVVGR94Msg+GA2uy/63crjWHz58+OGHH5bUtG3btkuXLg888MBbb71lRuN3v/vdbbfdZhzqMvHCCy+0uMFWKRXuSvPfeMqWZa8kd7fffrv5/2D9+c9/lvkSRolDjx49HnvsMaecul8knYKv4mmVZr6cXq/Tj06btdq8ebOkvl27dtJbPP3006kRy/RYkgW+853vSHAkRD/96U9ly7YvwSXX4l//+pdc1vKaSZe2e/du60C252Oa6bPdiNOWU+tL6kmRUTAvX74s82+55Ra5MssNw6ZNm4z5tmexGiv9g0QO6V69en3++efqJTtFIyoi/wIAAC5iUKgCI32S9DrXei+usUuXLqX5ZzRe+frXv/7SSy8FOWIwOPEAIM5osFo0Y8aMY8eOHTp06K677vr+979/rXfnGtuxY4f514J+u3z58nPPPde3b1/zf2qIE048XK3Ut6lDeEGPxE5mKpYvCp7jqGjRk08+2a1bt65duz7yyCNx+m8CsvOFL3zh2WefDWYsOTi7d+8uLV0wwwWMEw8AAMBjNFgAAAAeo8ECAADwGA0WAACAx2iwAAAAPBaBBmv37t2jRo3Ky8srKSmpqam51rsDAADQgrA3WPv27SstLV2zZs3Zs2cPHz48fvz47LZj+wftAADAK942AFEX9nBIR7VixYqr3w6JBwDAP9RZJezhKCoqmj9/fnFxcefOnauqqqxf2ZYREg8AgH+os0rYw9GmTZuJEyeeaFZRUTF58mSXhXnrEgCAa4I6q4Q9HJ06dTp58qQxLT1WYWFhdtsh8QAA+Ic6q4Q9HOXl5dJXGdPHjx+nwQIAIISos0rYw1FTUzNhwgTzEeGUKVPMX7WYSx4RAgAQDOqsEoFwLFiwoLCwsKCgoLKy0voh94xySeIBAPAPdVZJSjhIPAAA/qHOKnEOB48IAQAIBnVWSUo4SDwAAP6hzipJCQeJBwDAP9RZJc7h4BEhAADBoM4qSQkHiQcAwD/UWSUp4SDxAAD4hzqrxDkcPCIEACAY1FklKeEg8QAA+Ic6qyQlHCQeAAD/UGeVOIeDR4QAAASDOqskJRwkHgAA/1BnlaSEg8QDAOAf6qwS53DwiBAAgGBQZ5WkhIPEAwDgH+qskpRwkHgAAPxDnVXiHA4eEQIAEAzqrJKUcJB4AAD8Q51VkhIOEg8AgH+os0qcw8EjQgAAgkGdVZISDhIPAIB/qLNK2MPh1btQJB4AAP9QZ5Wwh+MqmyoeEQIAEADqrBL2cHiVMBIPAIB/qLNK2MMhCSssLMzNze3Tp89TTz116dKlrLfj7Y4BAAATdVaJRjguXry4Y8eOQYMGzZgxw2WxVq4C21sAAJKGOqtEKRyHDx/Oz8/Pbl0SDwCAf6izSpTCcfTo0aKiouzWJfEAAPiHOquEPRwVFRV79uz57LPPamtrR4wYMX36dPNXLeaSR4QAAASDOquEPRwbNmzo169fhw4devbsOXfu3IaGBvNXGeWSxAMA4B/qrJKUcJB4AAD8Q51V4hwOHhECABAM6qySlHCQeAAA/EOdVZISDhIPAIB/qLNKnMPBI0IAAIJBnVWSEg4SDwCAf6izSlLCQeIBAPAPdVaJczh4RAgAQDCos0pSwkHiAQDwD3VWSUo4SDwAAP6hzipxDgePCAEACAZ1VklKOEg8AAD+oc4qcQ4H72ABABAM6qySlHCQeAAA/EOdVZISDhIPAIB/qLNKnMPBI0IAAIJBnVWSEg4SDwCAf6izSlLCQeIBAPAPdVaJczh4RAgAQDCos0pSwkHiAQDwD3VWiUY4Tp06VVpaejXJI/EAAPiHOqtEIxyPPvrokiVLMk0ejwgBAAgGdVaJQDhqa2t79uzZ0NDAO1gAAIQTdVaJQDjuvffeF1988crVJY/EAwDgH+qsEvZwvP7663fccUdTU9OVNJLXylUg+wsAQBJRZ5Wwh6Nv375vvvmmMc07WAAAhBN1Vgl7OLx6I4rEAwDgH+qsEqVwqORl+sTQz10DACDRqLNKlMKRaYOV9cIAACAj1FklKeEg8QAA+Ic6q8Q5HDwiBAAgGNRZJSnhIPEAAPiHOqskJRwkHgAA/1BnlTiHg0eEAAAEgzqrJCUcJB4AAP9QZ5WkhIPEAwDgH+qsEudw8IgQAIBgUGeVpISDxAMA4B/qrJKUcJB4AAD8Q51V4hwOHhECABAM6qySlHCQeAAA/EOdVZISDhIPAIB/qLNKnMPBI0IAAIJBnVWSEg4SDwCAf6izSlLCQeIBAPAPdVYJLhwNDQ3z5s3r2bNnTk6O/LtgwYKLFy/6OiKPCAEACAZ1VgkuHNOnTx8+fPiePXuk05J/hw0b9vjjjwc2OokHAMA/1FkluHAUFRUdPXrU/FGmZU5go5N4AAD8Q51V4txg8YgQAIBgUGeVQB8Rjhgx4t13321oaJB/ZZpHhAAAxAN1Vgn0Q+5z5869+eabc3Jy5N/58+en8yH3zZs3DxkypEOHDsXFxZMmTTp+/Hh2o5N4AAD8Q51Vwh6OYcOGbdy4sa6u7vz584sWLRo+fHj66/KIEACAYFBnlSiFo76+Pjc3N7t1STwAAP6hzirBhWPPnj2DBg3q2LFjdu8qXbhwYenSpWPGjMludBIPAIB/qLNKcOEYMGDAokWLPvnkkyzWNbqxrl27HjhwoMXFnGS74wAAoAXUWSW4cOTk5Fy4cCHr1c+dO7dw4cLBgwdntzqJBwDAP9RZJbhw3HTTTQcPHryaLUiPlZeXl926JB4AAP9QZ5XgwvHss8+OHTv22LFjGa1VWVlZW1vb2Nh45MiRadOmWT+D1WIueUQIAEAwqLOKv+Fw/1BUOsnYsGFDv3792rdvX1paWl1dfebMGevGM9qTbF4AAABIA3VWSUo4SDwAAP6hzirBheO6664LbCwDjwgBAAgGdVYJLhw33njjf//738CGU0g8AAD+oc4qwYVj+fLlDz744KFDh5qamgIb1ETiAQDwD3VWCS4cwf/nnzwiBAAgGNRZJSnhIPEAAPiHOqskJRwkHgAA/1BnlTiHg0eEAAAEgzqrJCUcJB4AAP9QZ5WkhIPEAwDgH+qsEudw8IgQAIBgUGeVpISDxAMA4B/qrJKUcJB4AAD8Q51V4hwOHhECABAM6qySlHCQeAAA/EOdVZISDhIPAIB/qLNKnMPBI0IAAIJBnVWSEg4SDwCAf6izSlLCQeIBAPAPdVaJczh4RAgAQDCos0pSwkHiAQDwD3VWCXs4tm7dOnz48JycnOLi4qlTp54+fTq77ZB4AAD8Q51Vwh6OkSNHbtmypb6+/sSJE9XV1WPGjEl/XR4RAgAQDOqsEqVwnD9/Pi8vL7t1STwAAP6hzipRCsemTZuGDh2a3bokHgAA/1BnlciEY9euXT169Ni3b5/LMq1cBbarAAAkDXVWiUY4tm3bVlZWtn379qy3QOIBAPAPdVaJQDjWrVtXUlKyc+fOq9kIiQcAwD/UWSXs4Vi2bFlZWdnevXtTf9ViLnlECABAMKizStjDkfpRqvr6evNXGW3Hnx0EAADUWS0p4SDxAAD4hzqrxDkcPCIEACAY1FklKeEg8QAA+Ic6qyQlHCQeAAD/UGeVOIeDR4QAAASDOqskJRwkHgAA/1BnlaSEg8QDAOAf6qwS53DwiBAAgGBQZ5WkhIPEAwDgH+qsEudw8A4WAADBoM4qSQkHiQcAwD/UWSUp4SDxAAD4hzqrxDkcPCIEACAY1FklKeEg8QAA+Ic6qyQlHCQeAAD/UGeVOIeDR4QAAASDOqskJRwkHgAA/1BnlaSEg8QDAOAf6qwS53DwiBAAgGBQZ5WkhIPEAwDgH+qsEoFwePIWFIkHAMA/1FklMuHIInM8IgQAIBjUWSUy4eAdLAAAQos6q0QmHDRYAACEFnVWiUw40slcK1cB7CQAAMlEnVUiEw7ewQIAILSos0pkwkGDBQBAaFFnlciEIzVzLeaSR4QAAASDOqtEIBxOfVJGuSTxAAD4hzqrJCUcJB4AAP9QZ5U4h4NHhAAABIM6qyQlHCQeAAD/UGeVpISDxAMA4B/qrBLncPCIEACAYFBnlaSEg8QDAOAf6qySlHCQeAAA/EOdVeIcDh4RAgAQDOqskpRwkHgAAPxDnVWSEg4SDwCAf6izSpzDwSNCAACCQZ1VkhIOEg8AgH+os0pSwkHiAQDwD3VWiXM4eEQIAEAwqLNKUsJB4gEA8A91VklKOEg8AAD+oc4qcQ4HjwgBAAgGdVZJSjhIPAAA/qHOKkkJB4kHAMA/1FklzuHgESEAAMGgzipJCQeJBwDAP9RZJezhaGpqmjVrVn5+fkFBwZw5c+TH7LZD4gEA8A91Vgl7OFatWtW/f/8PmsnE6tWr01+XR4QAAASDOquEPRwDBw7csmWLMS0TgwYNym47JB4AAP9QZ5Wwh6NTp06nTp0ypk+ePJmfn5/ddkg8AAD+oc4qYQ9H69atGxsbjWmZaNOmjcvCrVwFsr8AACQRdVYJezh4BwsAgPCjziphDwefwQIAIPyos0rYw7Fy5UqnvyJsMZfuTwwBAICHfO4IIibs4Whqapo5c2Z+s9mzZ1v/H6zschnMEcAoYRuCURiFURgl6qPE5oUkROLiGKcDNDajxOaFMAqjMAqjRHqIwEZJgsTFMU4HaGxGic0LYRRGYRRGifQQgY2SBImLY5wO0NiMEpsXwiiMwiiMEukhAhslCRIXRw6dECIp4URewom8hBN5gZK4A4JzIIRISjiRl3AiL+FEXqAk7oDgHAghkhJO5CWcyEs4kRcoiTsgOAdCiKSEE3kJJ/ISTuQFSuIOCM6BECIp4URewom8hBN5gcIBAQAA4DEaLAAAAI/RYAEAAHiMBgsAAMBjNFgAAAAeo8ECAADwGA0WAACAx6LdYDU1Nc2aNSs/P7+goGDOnDnyozG/rq6uqqqqc+fOhYWFCxcuzGhdp/lIX6v/zzozncCSFF/Z5sVlvom8+Mo2/lu3bh0+fHhOTk5xcfHUqVNPnz6duiJ58ZVtXjZv3jxkyJAOHTpIXiZNmnT8+PHUFckLDNFusFatWtW/f/8PmsnE6tWrjfmTJ0+uqKg43mzcuHHPP/98+us6zUem1IUpncCSlAA4NVIuDRZ5CYCK/8iRI7ds2VJfX3/ixInq6uoxY8akrkJeAqDyMmzYsI0bN8o9/Pnz5xctWiRNcOoq5AWGaDdYAwcOlGuQMS0TgwYNMqa7dOkiVyVjWnqs8vJycxXzbHFa12k+MqUuTC6BJSlBSr/BIi9BcmlwpZbn5eWlLkleAuCSF2l/c3NzU5ckLzBEu8Hq1KnTqVOnjOmTJ0/m5+cb09JgyY/GtHRa5vwrlnPAaV2n+ciUujC5BJakBCmLBou8BMClkG/atGno0KGpS5KXADjl5cKFC0uXLrW+s0heoES7wWrdunVjY6MxLRNt2rQxpisrKydMmHCi2UMPPdS2bdv013Waj0ypC1M6gSUpAcjiESF5CYBT/Hft2tWjR499+/al/oq8BMA2L8Zns7p27XrgwIHU35IXGKLdYDndEJw5c0b6qoKCgqKiosWLF99www3pr8tNhlfSfwerxWVIioeyaLDISwBs479t27aysrLt27fbrkJeAuB0Xpw7d27hwoWDBw9O/RV5gSHaDVY6j7SfeeYZabbSX5fH5F5J/zNYLS5DUjyURYNFXgKQGv9169aVlJTs3LnTaRXyEgCX80J6LOtn40zkBYZoN1grV660/aOMCRMmHD16tK6ubu3ataWlpe+99565inm2OK3rNB+ZUhcml8CSlCBl8Rks8hIAFf9ly5aVlZXt3bvXZUnyEgCVl8rKytra2sbGxiNHjkybNs32M1jkBYZoN1hNTU0zZ87MbzZ79mzzvxWpqamRO7/c3NyRI0fu2rXLuop5Djit6zQf6Wv1v4yZLoElKcGwzYv7fGOCvPjKNv6tUtTX15u/MibIi69s87Jhw4Z+/fq1b99ebt2rq6vPnDljXd6YIC8wRLvBAgAACCEaLAAAAI/RYAEAAHiMBgsAAMBj0W6wnL4PNdPv2kzne1VdVhe7d+8eNWpUXl5eSUlJTU2N0w6nfo74SnpfTQ0AACIk2g2W0/ehZvpdm+l8r6rL6vv27SstLV2zZs3Zs2cPHz48fvx4991WDVY6X00NAAAiJNoNlpX1+1Cv5v95U9+rauW0unRUK1asSH9XVYPl8tXUAAAgiuLTYFm/D/VqvqlAfa+qldPqRUVF8+fPLy4u7ty5c1VVVV1dnfuupjZYTl9NDQAAoigmDZb6PtSsv2vT5XtVXVaXiYkTJxrfLV1RUTF58mT3vU39r4Fb/GpqAAAQIXFosFK/DzW7d7BSt6M+k+6yWetbUIWFhbarWzdr/TGdr6YGAAAREvkGy/b7ULP4DFaL36vqsnp5ebn1Q1Rmg+XE5dtDnb6aGgAAREi0Gyyn70PN9Ls2Xb5XNZ3N1tTUmM/4KioqpkyZ4r4d1WC5fDU1AACIomg3WE7fh5rpd226fK+qlctXdS5YsKCwsLCgoKCystLlQ+623x7q8tXUAAAgiqLdYAEAAIQQDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDHaLAAAAA8RoMFAADgMRosAAAAj9FgAQAAeIwGCwAAwGM0WAAAAB6jwQIAAPAYDRYAAIDH/h+xNsL8R82gCAAAAABJRU5ErkJggg==)
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