Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit366-04-20021111_234300_20021112_042800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/11 |
Start Time | | 2002/11/11 23:43 |
End Time | | 2002/11/12 04:26 |
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 | | 25.53 |
Dipole Tilt, in Y-Z GSE plane, deg | | 8.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 181.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit366-04-20021111_234300_20021112_042800-constBx0 |
Minimum Dst Value | | -5 |
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 Polar for time period of this run.
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D9RCp1JNfPtU+mouLVfv2pS1ciCHtAADAoa5qYGDAyyu9ePHi7bff7uAFPtWBepRU6skvn2ofLFrlb9yojo/v1euFLg4AAPgEoboqx+v1qQ7Uo6RST375SPugRJUbEXH84YcpYJ2PjRW6OAAA4EMQsIQllXryS/D20Wc0NuXmygIDKVoVPvtsS1mZsOUBAN/XpdXiILekIGAJSyr15Jfg7UMRFkbRKvOxx+QhIVqZTNjCAIDvo3/D6EOD/ivrUKuFLgt4CQKWsKRST34J2D7Ox8ZSukoNCaHPyjNRUUIVAwD8S/3Ro+xiDU25uUKXBbxk4l0VdwmGa6+99qabblq1apVWq53gehGwwBFB2oehqKh87172EXli/frqxERcpR0AnDRkNmsSEuhzY3gQtxCQCl4CFpsYGhpqbGx8+eWXg4ODJ7heBCxwxMvto99kaikrYxcRzXz00czwcPwPCgAAjjnoqowlJe0qlatLaG9vv/7662li8+bNBw8e5OZ//PHHNMeZ9Y77WzGRSj355eX2kbFsGUWrtAUL6Lli/35vrhoARGbIbKaH0KUAb7DXVemystjJkHEzlvURrKampu3bt4eEhNCPZrP5/vvv/+KLL2g6KSmJpvv7+8ddrzO/FRMx1LO5ufnWW2+13mfDw8Pbtm0LCAiYNm1aVFQU/eh4vqu81j5KoqPTFi6UzZtHfwklr77aqlR6Z70AIEomjYY+UujR5cRIGvB39roqrUzGAlZzcfG4S7BGXWd5eTn71eXLl2fPnk09KT3TtDPrdea3YiKGej733HNvvfWW9T6Li4u79957ayxoIj4+3vF8V3mhfdAfQGlMDPsbyFu3rmL//m6dztMrBQBxq0tOZp8qDXK50GUBj7PXVQ0PDlIXo8vKcmkJBoMhOjp6wYIF3JydO3fSC9555x0n1+vMb8XE7+upUqnuuOOO3t5e630WGBiYmprKpmkiKCjI8XxXebR9DJnNLWfPsmtcZT/xRM7q1eP+kwEA4Ix+k6ls167zsbEDPT1ClwU8jsdB7ozJZGJjsEhZWdktt9ySnJz84x//+OLFi86vFwHLbyxZsuTQoUNXrt5nU6dObW5uZtMUugMCAhzPd5Xn2gf9Y8FGXCkWL6ZnTUKCh1YEAADixm/AMhqNO3bsmDt3Lk13dXXdfffduZavW3399df33HNPj1VkR8Bi/LueCoVizpw5bCiV9T6bNGkSN+COJiZPnux4vk3XOOSJ6pTGxCiWLJHNnTsy4uq11zBIAgA8pLO2Fp8wosfjdbDI9OnTly9frtFoaP6aNWs++ugj7mV79+5dv369k+tFwPIPlKBPnDjBpv36CFZdcvLp7du5a1wp9+zBZx8AeAi7qjs98L0ZccOV3IXl3/W0d2DJj8ZgdajVmsRE9mHHrnGFEVcA4FHcl8gaFQqhywIehIAlLPHU03qfHThwwOa3Be3Nv+LiLuelffTq9Y0ZGezyoewaV3XJyRNfLPis/n7TmTNR9DCb24QuC0jakNlcnZiIq7qLHgKWsMRTz1HXwYqMjAyw2L59u/V1sGzOv+LdgEWfbu2VlXLL/QTZtwVV772HqzCInlYrO3ZsDj3q648KXRYAED8ELGFJpZ78mkj7MLe3K8LCuGhV+vrrDXI5LqwsBd3dOoUijB6dnbVClwUAxA8BS1hSqSe/3Gsfw4ODeWvXpgQFsdEPxVu31iQlmdtwtkhChocH6SF0KQC+0W8y0UPoUoCnIGAJSyr15Jcb7YPiVLrl0lb0KHzmmXO7d+OcIAAIqEOtTgkOpofJ8sV7EB8ELGFJpZ78cr59DJnNJ7dsSV+0iEWrnCefLHrhBfpc82jxAADGxX2XkCaELgt4BAKWsKRST3450z6GBwdzIyJS77uPfYRlP/54zurVLWVlXigeAMC4Bnp6yvfuVe3bh9vmiBWPFxq99tprb7rpplWrVmmduEYjAhYjlXryy3H7oGhVuHlz2sKF31zdasUKRCsAAPAyHm+VMzQ01NjY+PLLLwcHB09wvQhY4IiDW5SfjozMWLKEOyFISQvjGwAAwPscRBmjsaS9XeXqEtrb29nNnu+7777PP/+cm19fXz9z5kz67bjrHfe3YiKVevLLZvtQ7tlzYs2ab04IrlyZv2FDu2r85gswQb16PW54Am7rN5lKY2JKoqPxdULxsRdldLosdk2+cTOW9RGspqam7du3h4SE0I9paWk//elPaSb77caNG2NjY8ddrzO/FROp1JNfo9rHud278yIivjkh+MgjmeHh6PDAOyhdsQuqNcjlQpcF/BI31B13khAfe1GGu+hxc/M4d2YbdTO6adOmlZeXs1/913/916FDh2iiqqrqlltu6e7uHne9zvxWTKRST35R+xgeHOwzGvM3bOC+IZi2aJE8JMRQVCR06UBC2lUq1vw0CQlClwX8UmdtrSIsLD00lCaELgvwzO5oluFBylg6XZZLSzAYDNHR0QsWLGA/Hjly5K677hocHFy9evX777/vzHqd+a2YSKWe/KL2kbFsmezbS4ayjydjSQm+jAPe1yCXU7rC+R1w25DZjJtJiBKPg9wZk8nExmBdsdx67u67746MjLz99tvNV7cfBCxGKvXkF7WPb4axr16dv2GDSaPBPVMBwK/5fszq7dUbDEUVFR8UFGwqLPxtenpoUdHzmZnhFy/+Va2O7+szCl1An8NvwDIajTt27Jg7dy43JykpiV7wl7/8xaX1ImCBI9Q+Cp55piQ6ulevF7osAAAT1aXVpoeG0sOb33o2m9s6OtQUjNrbVSaTpqkpt7Lyz2fORFVVfaJU7tHpsuvqkhsaUlWqfSdP/j49PSw1NZiNHBrzmEvP2dm/zs5eWV+fTO9qbT1Hz93dOqOxxGvV8UE8XgeLTJ8+ffny5RqrFnL48OE777xzYGDApfUiYMFoo8b64R6CACAaXh7q3txcXF39mVweQsFIJpvHhaSrH7+yOUehCKM3njy5JTc34tSpLRkZy+TyBdxrUlLmWp6D6Dk19X56LijYXFT0gtF4xmAoktqdQD0dZR5++OHPPvvM1fUiYIEj0mkfACAFAz09Zbt28X6xhtZWZWOjQqn8Y3HxS8XF2/Lz1588+bvs7JW2jkKNhKf09EUpKcFy+QNc8GIhid5I76quPlRVddBsbhsauupUJs2hxFZaupOyV2pqiCVgBVuWMJdbMpuTl7cmK2uFTpdJBeOxmj7Lc13V0NDQn//857vvvpu7UoPz65VOByqVevJLOu0DAMBVw8ODSuWeoqLn7ZzR+yb0lJZGV1Tsv3TpWGVl3OXL+XV1yf39nf39JspPnZ21JpOGwpnZ3E4Tzq+6u1tH7+roqGpokF++fIKWfOLEBpkskAU19mDTpaU7qqsT+/qMIj6s5bmuipZ8++23nz592o31SqcDlUo9+SWd9gEAktJvMrk9/oGCUW+vobBw8/Hjy63jVHp6qFwekpOzUqEIy8tbm5GxjDKQN0/YUWhraSlTq+NLS3dSYdhYLnYa8fjxh1NSgk+f3pabG3HxYgIFPsp23imVF+Bmz8KSSj35JZ32AQDS0VlbmxIcTI8OtdrV9/b1GSm7pKSwAVVz5PL5FKpqar5saJBT8BoY8KFL2FC2Ky/fm5Gx1Gqk16+4k5I5OatKSqIbGzNqapKqqj7OyVldWXng/PlYZ24s42sQsIQllXrySzrtAwCko0Eud2OoO4Wn/PwNx48/zKJVZuaj2dkrOzqqfCpUjUWJsKkp9+LFg3l5a0+e3JKSEqxQLLUaIB/EjeKSyQJZveiVjY0Ko7HEX84qImAJSyr15Jd02gfwhf5ppofQpQBwZMhsVu3bp9yzx5mh7pSfenv1SuWewsLnWLQqKHimrGyX/16PamjITOGJDR1LT19kCVXhcnlIVtaKUd9MzMt7uqBgU23t4erqRL2+QKXa19p6juJaW1u5Wh2v1aacPh1Jf+8dHS4fCOQXApawpFJPfkmnfQAv9Pp81gPRhNBlAZio7m5dc3NRWtpC7oRgVtbjubkRohm91NWlpZjY0CDv7zcNDw/So71dRVFSJgv89huOgZbINW9U8GLP385n33/cQGFLrf6oqOiF8vJ38/LWVlYeoEVRkqNlevpIGAKWsKRST35Jp30ALxCwwI84vmQDpSjrAexy+fyUlOCWljLvl9P7WNJSqfaVlLxOGUuhWEJbIC3tQbYdLAErxHKlrocsc/7vYhPWpxrZc2rqfZaLoz6emRmuUv2vRpPg0pclncTjhUavvfbam266adWqVVqtdoLrlU4HKpV68ks67QP4QtGKHv4ydAOkjBuJVXv4sPX8oSHzmTNReXnrWLQ6eXLL+fOxvb0GHx9r5SFU6/5+k06X1ddnNBpLTKaampqkjo6LTU259Kvubh2FzrKyXcXFr1gGzq+m5xMn1lAYzcpayQUyFrbYRVbT0hbK5SHnz//BYCiiJfNSSB5vlTM0NNTY2Pjyyy8HBwdPcL3S6UClUk9+Sad9AIDUdOt0irCwtIULrb9LSP8bNDYqWLSimFVdnSjNXOWG3t6RO6qxzMT+xWptVba1lVM8LS/fq1CEZWc/YTmleB8XtjIzw0tLYyi90StHXVXVJQ66qhJjicqJ70WOWkJ7ezt3s+dRdzdxcr3j/lZMpFJPfkmnfQCABI268TNFBMoBaWkLjh9/mCY8cTJLyihCNTXlarWpOTmrs7IetxrFNY9dqauwcPPFiwerqg42N5+qrT3c0aHu7Kx15nC4va4qS5c1x3KUctyMZX0Eq6mpafv27SEhIaNe89FHHy1btsyZ9TrzWzGRSj35JZ32AQDSRAFLuWdP2a5d3a26S5eOsWNX1dWJOM3tUd3dOrU6vqxsFztpaHUa8VdWwes+yxcLVpSURF+6dESvz+/rM1LkGnusy15XJdPKWMAqbi52XJ5Rh6mmTZtWXl5u/YKMjIx77rnHdPVwPQQsRir15Jd02gcASFOjQjHSBS+eI/s6MCUluLj45TNnosxm3OTeS7q6tJSZysv3KpV/pIyVmRnODaIfe6fF1NSREV0ZGcsUirAzZ16rrz9qMmk6OtTUVdk8wzg4PEgZK0uXNW4xrDs7g8EQHR29YMECbs6FCxfuvPPOuro6B+9yvExx8+96yuVy2tlTpkyZOXPmxo0bjcZvrr8yPDy8bdu2gIAAittRUVH0o+P5rpJO+wAAaerW6eSPLkh5MYgdu6qtPTz+e8AzKCTRQ6/P7+016HRZzc3F587tPnv2De47jN9+P/FXVvdbHNlx1FVVVR2sq/u7Vpva3Hy6vb3C1auUjersTCYTNwZLr9ffdddd+fk2vhmNgMX4dz0XLVqUmpra2dlJe/rZZ59dunQpmx8XF3fvvffWWNBEfHy84/mukk77AABp6uhQs666pCT6fFksX99rAx719uopMGk0CY2NmRS51OqPsrNX5uQ8yV0egroqtTre+lFV9XFNTVJTU1ZnZ50zxyOtOzuj0bhjx465c+eyH2nik08+Gfddrv5WTMRTT0rWN9xwA5sODAyk4MWmaSIoKMjxfFdJp30AgASxy2x+c6Wrlxemh4a6cXdCEMTAQI9WK2P3W6SuivajTpdRVXWwuvqQJWP9ZVTYamhIu3w5r7X1XHNzscmksQSv1qGhAbY06wFY06dPX758uUajGfsrfIvQJvHU88iRI/Pnz2fTU6dObW5uZtMGgyEgIMDxfFdJp30AgNRQL5uSEiyTBV64sO+sfOexeSPjoWuSkoQuF7jM6juA5uHhQZPpYkeHuqbm89raLy0BK37U8a1vg9dfLNnri8bGdEpd3d1ay7Gu0SNqBgd7aJmUxmiCTY9dr+NSiZ5I6llaWjp79mz1t/9jTZo0qb+/n03TxOTJkx3Pt+kahzxWFQAAwViOf6SwY1d1dclDZnNpTMyZqKg+o7/eYVDK7HVVlLfa2yva2i5Q2Kqv/weFqosXP7E8H7QXuTSav9XV/f3SpSMNDanV1Z/V1X1FM9m7WCDTaD61HAkrGxoaQMBixFDP7OzsWbNmnTp1ipuDI1gAAK7q7KyVy0NSUoLPn4+tqNhv/QU0k0bTqlQKWDZwg5NdVX9/x/DwYF9f88BANwUvk6m6sTFdpzteVXWQYpPNyOXgQSnNMrg+vr7+qNnc5vzFI8TH7+uZlJR08803nzlzxnomxmAB+L7qxMSc1at1WeN/Vxy8gxt3RV2j9fx2lYrdPKcpN1eosoEbJthVDQ0N0KOt7UJ7e+WlS19T86iuTqyvT66r+3tDQ8rlyznNzaeNxpLW1nOXL+daAtnIoSzKWLRe1pBksnlpaQuKi7dSZKfo1tur7+83SacD9e96vvvuu7NmzaqoqBg1/8CBAza/LWhv/hUXG6J02geA58hDQqjPpowldEFgZFR7fv6G/Pz15869pVTuGfWdwebiYhaw6o8etbcE8EFe7qoGBrqo5SiVX15//Xes7wjOPWSyuSkpQdLpQP27nmOHRnV2dl6xXO8qMjIywGL79u3W18GyOf8KAhaA15Xv3UsZa9QdhUEQWq3M8fWuGuRy2lPDg7iMuz/553/+57EHIDztxRdffPzxx9vbVe3tlWVlu86e3Wm5j/VCLmZJpwOVSj35JZ32AQCi19xc3NiYnpe3Njc3gt2Z2B59fj4lLcQsf7Fu3bqIiAh23MEL2tra3njjjRkzZiivHq43NGTu7+/UaBI0mk/PndstnQ5UKvXkl3TaBwCIm8FQxI4r6PU2LsltraWsjJ0o1Mpk3ikbTFBzc/P8+fMdfyOeR9ddd11wcPDZs2cdl0o6HahU6skv6bQPABA3ylUsYDU1jTOAnRvq3qhQeKdsIErS6UClUk9+Sad9AIBYDQ2Zq6sTq6s/bWxU6HRZ1heKtKdVqTQUFQ2Zzf0m3DkH3CSdDlQq9eSXdNoHTFB3ty47eyU9HA9tAfA+ylXs2BVNOP+uXr0+PTQ0JTgYl8UC90inA5VKPfklnfYBE1RXl8xdFFvosgBcpbVVyRonTTj/rqbcXHaiUJOQ4LmygYhJpwOVSj35JZ32ARPU12csKnrh5Mktzty4HsBrhobM9OjsrKWHS28cHhws37u3bNeuLq22V4/jsuAy6XSgUqknv6TTPgBAfEwmTVraQnq4mq44FK1SgoNlgYHNxcW8Fg3ETzodqFTqyS/ptA8AEJ/6+qPs5GBDg9y9JRiKitiJwurERH7LBqInnQ5UKvXkl3TaBwCIT3+/6dy53efPxw4M9Li3hOHBQXV8vHLPnooPP6RncxvOgIOzpNOBSqWe/JJO+wAAMRkaMldU7Fer42li4kvjjmNhwDs4TzodqFTqyS/ptA8AEBPu5KBLl2awhxuJpS8oGOhx82AYSI10OlCp1JNf0mkfACAmra1KmSwwJSXYZNLwssB+k8l08aIiLEweEtJSVsbLMkHcpNOBSqWe/JJO+wB/URkXV7ZrF742D+Pq6zPSg8cFcicKqw4e5HGxIFbS6UClUs+JG3VXS6GLA/B/uLvwUszy6Io0Js3R+qM97o6MBgENDw+yW+Lwv+TBQeWePSXR0bVJSZqEBJwrBMek04FKpZ78kk77AL/QbzKlh4aODIXJz/fcWihXLUxbSDku9nys59YCHsLdGMdgKPLE8luVSly4AZwhnQ5UKvXkl3TaB/iLIbPZ01+Vp4AVIg9BwPJTen0+C1hGY4knlt+t07GA1ahQUGv0xCpAHKTTgUqlnvySTvsAsMZOEZr6TUIXBNxhMBS1tHhwHDplLMOpU9krV6aHhuJW0GCPdDpQqdSTX9JpHwAAzmsuLvbOcEDwX9LpQKVST35Jp30AgAiYTJquLq0XVjQ8OFgaE1P0wgtNOTlNubn0oxdWCv5FOh2oVOrJL+m0DwDwd83NxWz0VXu7yjtr7KytZcexag8f9s4awY9IpwOVSj35JZ32AW7r7zeVle06d26327d7A+AFd/V2vd6DXzK1ZtJovvlG4aFD/SaM2IOrSKcDlUo9+SWd9gFuq6tLZr2aVisTuiwgaUND5urqxNraw8PD3jthZygqqvvqK8VDD6UEB3v06iHgd6TTgUqlnvySTvsAt5lMmrS0henpod4Z+wJgU2dnbXe3TpBVG0tK2HGsiv37PX0NEfAj0ulApVJPfkmnfcBEDA2Z6SF0KUC62OgrmSyQrzsPuqoyLu7Ma6+lPfigp6+CC35EOh2oAPUUwcYVQRUAxEpj0gx68VyYL/P+6KuxuCu848INwEinA0XAcocIqgAgSrvKdlFnvuXkFqEL4hOGhswaTYKXR1+NpY6PP/vGGyfWrVOEheECpCCdDhQByx0iqAKAKK3OWU0BK0wRJnRB4Crc/chV+/YJXRYQmHQ6UGEClj2eXvXw8PC2bdsCAgKmTZsWFRVFP7q3HOm0DwD/ompX7T63u7i5WOiCCK+7W9fXZxS6FN8YHhwsiY7O37CBAtb52NhevV7oEoFgpNOBSusIVlxc3L333ltjQRPx8fHuLUc67QMA/BE3vL2zs1bosvyfDrWa+16h0GUBwUinA5VWwAoMDExNTWXTNBEUFOTecqTTPgDAH3GXYRNwePtY/SZT2sKF7AKkhqIi3EhHmqTTgUorYE2dOrW5uZlNGwyGgIAA95YjnfYBAP5oYKCnsjJOo0kQdnj7WENmc9uFC7LAwJGYlZiIjCVB0ulApVJPZtKkSf39/WyaJiZPnuzgxQ7GikmnfQAA8Iu7U+HxZcsUYWHGkhKhSwReJZ0OVLB6KpXKoKCg66+/3pupBUewAAAE11xcXPHhhyxmnXrpJU1CAm5ZKB3S6UAFq+fcuXPffPPN7u5ub64UY7AAQNy6urQ5Oavz8zf09/t6ZCmNicmNiMBlSKVGOh2oYPWcMmVKV1eXl1d64MABe98idGmXS6d9AIB/qa5OZMPbm5pyhS7L+MxtbSnBwRSwzsfG1iQlDfT0CF0i8DjpdKCC1fO2226rra318kqHh4cjIyMDLLZv3259HSwELAAQga4ubW5uREHBJt8/gsX06vUNCgUu3yAd0ulABavnhx9++MgjjzQ1NQlVgImQTvsA9/T26n3nGo8APo47jnVi7dq8tWvbVSqhSwQeJJ0OVLB6+vVX8/yoqOB9ra1KmSyQHiaTRuiyAPiHbp2uPjmZHcc6s317g1w+ZDYLXSjwCOl0oFKpJ7+k0z7ADfX1R9kgGJ0uS+iyAPiN4cHBohdeSF+8WDZvHsWsC3/6U0tZmdCFAv5JpwOVSj35JZ32AW4YGjJXVOxXq+NpQuiygLR0dKi7u3VCl2JC+oxGdhlSdtKw6i9/MWlwJFhUpNOBSqWe/JJO+wAAf9HUlMsOnfrU/Qfd0K5SXfz0UxazUu+7j13EoSk3F5d9FwfpdKBSqSe/pNM+AMBfcPcfbG4uFrosPKBEpXznHTYqSzZ3Lj2Xv/MOLvsuAtLpQKVST35Jp30AgL8YGOiprk6kmCV0QfjUIJcrY2NTgoK4k4bq+HiMf/dr0ulApVJPflH7eDL3yYjciDPGM+oOtdDFAQAQs5aysouffMJOGirCwihpXXj//fK9e3XZ2dWJiea2NqELCC5AwAJHqH3MsRy5npcyj57fPPvm/or9Rlz3CADAYwxFReV/+hM7aXjsV78aebacOsxbs6Zg0yZjaWmXVit0GWF8CFjgCLWP3xb+dknGkjnf/K2PPB7PenxF1opThlM4pgUA4CEV+/cX/OY36YsXc0Pg2UM+fz49n46MPLllS7tKhRHxPgsBCxzh2odMK3vvwnv3y+/nYhY7phV1JiqmNEbn59+XBgC/MDw82NioMBiKhC6I9wz09HSo1b16vT4//+Tvf58SFMQGwrMHO4146euvO71+QzYYFwIWODKqfbSZ26o6qrYWb12asdT6mNbDGQ+HKcJOGk6a/OSmYADgj7hr27a2KoUuizCGzGatTFYaE5P39NNsqBZ3TKts1y51fHy3Toc7SfsIBCxwxEH7OFp/9H3V+0sUS+bK5rKY9UDaA4GywGPaY9oujA8AAP41NMhZwGpvx138Rg5uVR08mL9hA7sifIrlyFb6Qw9R8Lqwbx8LW0KXUdIQsGA0l26baB4yG/uMu8p2rcpZxWJWcEowPX+k/kjeIDfjAt8AwJ/h4UG9Pr+lBTeWuUqjQnFu927FQw9xg+JZ5Mp7+unSmJgONQbLCgMBCxxxqX0kaBK2ntrKYhY7rBV1OgrfOhSrzs5af79XCYCY9JtMxpKS6s8+K9y8OSMsjLtsadYTTxRs2mQoktDANR+BgAWOuNE+jtYffbPszaCUIApYvzr2K3p+qfilg1UH28y4got4GI0lOFMD4LMobFGiyl+/njumpQgLk4eEVH/+eVNuLq5f6h0IWOCI2+1D1a46cunIwrSFI0ezjs1FzBIZbqxxU1Ou0GUBANuGBwe7tNozUVEjw+EtR7NSLdeIL4mOFrpokoCABY5MsH1QnDplOMViFjuatbV4a4ImATHL3w0NmaurE2trDw8P4xo84A0DAz2VlXHU6oQuiF8aMpurDh7MjYhIW7iQAtbJ3/8eA7O8AAELHOGlfRj7jIWGQhazAmWB9Ly5YPOusl21nbUTXzgASAFFKzHd4FkolKs0CQl5Tz9NMet8bCybUxkXV33o0MktW7QpKXXJyX1GY2dtba9eX3/0qOqDD9JDQ09v3561YoXmb3/TymTmtjYpfzmxXaWiLWMsKaFN1FJWRs80bdJoaJqeadNZXyMDAQsc4bF9WMcsdjRrTd6ayNORGpOGr1UAgFgZDEWUrlJSgvHVioljx7GyHnusYNOmtAcf5IbDs5tMpy1aNPLM5lu+jfjNby03ok63/DZv3brM8PCqjz+uSUqivMWOh4nyqNiQ2UxBs/aLLyhi5qxaxW0Nmw/aRPL582nD5kZEZP/61whY4Ajv7UPfq8+7nLciawXXJNefWB97PhaXzgIAxyha9eEryXwwFBWdj41lgSnFchOe48uXj4Sn0FAuSLGwlfXooxSkil95hTKZYskS7rfsGqcsfrEolrFsGQteFNrqDh+uS07uuHixUaHo1etblUqKKSaNhp5bysoGe3romaYpkA0PDnbW1nrobj+0XirDud27L376KT3XHj5MUYlmdmm1tPZ+k4nWS8WjaXNbG033GY1Utqbc3JbS0or9+yvj4qjutAXsxalxHwhY4IiH2sfg8CAlqojciLn0v4Dlgg6b8jchZgEAeE1pTAzlpMqPPqK8RSFjoKeH0gYFI11GRkl0dGNmJjtdyL2+W6erSUrSHT9+JipK+c47irCwTEssYxHN+lgXm04NCRm5yrzlaBm7Rle65eIR7BgYO07G5mc//jg7EVm4efOFfftOR0bW/f3vuqwsln6uWEbr0zP7kUJbe2Vl1cGD2pSUsl27Lv71r/T6ig8+oFJVfvghPdMSKOQVbd7MxcGrHpYSyh94gBKkwnJRViohPVN5RqYt18S3eYwq64knCp9/Xh0fX/PVV5TVtGlptDUaUlNpuvH48ZH09o9/UGylR96aNSfWr8cRLBiHp9uHvlfPjmZ9MzarcPM+1T7c2RCcgXvcAkzQBG+qY25r08pkl3NzKejUfPnlud27z77xxsjRrKVLRwLW/fePPLPjYexa81bHvb6ZZs/WgYZdKNUyX75gAcWgE2vWyENC8tatGwlnlltfs6NrLCqx19t9sDhlCXkUqhyf4Bv1SL3vvpzVq4u3btUXFJg07gxlQcACR7zQPsxDZo1JYx2zthZvzW3KxVXgwR76L5Y++Ohf3pYyXNEbwLdQaOszGuuPHm2/cKE6MZHSiXLPnktHj1L8uvT11+V79zbI5RX792tTUmh+3VdfUTi7sG9fZnh40QsvUK7K+fWvuSNbLIpZRyiZZZrFNbklwFHkoncdDw+nZ8XSpfScsWwZBbIT69bRWnRZWeyE4MgtGjs7adXs9Kg6Pr4kOrr8T3+itVd8+CFNX3jvvdKYGJpPJWdj2Ck+TnBTIGCBI15rHxSn1B3q8Mxw+hsKSQ2h59jzsd5ZNfgdylXs01a1b5/QZQFvaG4uxiVtpYAdUaNkQ4+apKT65OT8DRvOvvlmbkQEpSKKQTVffFF7+HB7RQXlJIpxFJ6GBwdZEmJnM+mZ5vjIlVQRsMARL7ePnoEeZauSfdPwqdynNhduLjGWeLMA4BfoA5T+7yzcvJn+yxS6LOBxWq2MXaDBhG8cg19BwAJHBGkfqnZVgiaBnS58tvBZXMcBQMpqaw/jvkzgjxCwwBEB28fW4q3BKcFLM5ZSzIqrjBOqGDBKf7/p/PlYpXLPEAbJgVcMDw9qtTK9Pl/oggC4BgHLP8jl8gULFkyZMmXmzJkbN240fvvV2eHh4W3btgUEBEybNi0qKop+dDzfVcK2j56BHspYFLAey3osPDM8S5clYGGA4Q4nNDYqhC4LAIDvQsDyD4sWLUpNTe3s7NTr9c8+++zSpUvZ/Li4uHvvvbfGgibi4+Mdz3eV4O0jtyl397nd7Askj2c/HnUmStmqFLZIEtfRoZbLQ9LSFuKC2gAADgjegXqNeOppMpluuOEGNh0YGEjBi03TRFBQkOP5rvKR9hF7PjY0PXSebB7FrFU5q2JKY1QYjSGc/n4Tzg8CADjmIx2oF4innkeOHJk/fz6bnjp1anNzM5s2GAwBAQGO57vKp9rH5sLN3LWyNuZvxLWyAEQPaR78l091oB4lknqWlpbOnj1b/e09NSdNmtTf38+maWLy5MmO59t0jUMeq4o7dN26TQWbKGAtSFtAz9El0UKXCAA8xWgsSUkJTk8PxS0IwY9QP3XRdHFD/gZf60A9x8/qaTPfZGdnz5o169SpU9wcSR3B4lDzDVOEjdzBsGBTXGUc7mAIIEpqdTz7RkVzc7HQZQFwxDxkNvYZ9yj3vHH2jUBZIDvT4psdqCf4fT2TkpJuvvnmM2fOWM+UyBissdQd6sTqxEVpi6gRv1D0gtDFAQD+9fUZy8p2qVT7hodx30nwORSq6HG49vAnVZ8sTFvILpHNPZZkLPHZDpR3/l3Pd999d9asWRUVFaPmHzhwwOa3Be3Nv+JiZvLx9rEyeyW14ydznlyWsUymlQldHAAAELmegZ6DVQc/UH0Qmh66OH2xdaiaK5sbkhryh/N/SNAkDA4P+ngHyiP/rufYoVGdnZ1XLNe7ioyMDLDYvn279XWwbM6/Iq6AZeo3FTcXs2tlPZX7VFlL2SD+0wUAAL4VGYoUOkWYImxJxhLrUMUezxc9H3s+tqmniXol7i0+3oHySCr15JdftI+4yrhlGcuWH19OrTymNEbo4gAAgEhQYKIuZmfpzlGJKvBY4OaCzdTjnG4+be9+bn7RgfJCKvXklx+1j9D0UHYca3/Ffgx794SBgZ7KyjiNJgEDYgBA9HTduqgzUb/J/411rorIi6CZ5W3l+l79uEvwow50gqRST375UfsoaymjaMVi1qaCTUIXR4Tq6pLZV7qamnKFLgsAgEe0mdvOtZ4Lzwx/JPMRLlcFpwQfqj6U7+INMf2oA50gqdSTX37XPlbnrKY/hnUn1m05uaXIUCR0cUSlubmY0pVMFtjZWSt0WUDkurq0hYWbz5yJwuFS8I6egZ7E6sS4yrhAWWBIagjLVUGyIEpaFe0VlLrcWKbfdaBuk0o9+eV37YP+SChXhchH/jwiciOELo7YdHfrcMlH8ILKyjh2uNSAf5PAw2o7a7cWb91wYoP1qcBHMh+hmZ39nRP54pTfdaBuk0o9+eWn7SOmNIb+QnaU7oguiS5rKRO6OADgmtZWpUIRlpOzemCgR+iygDhpu7SlxtLwzHB6/N/QdVlg1Omog1UHeVmFn3agbpBKPfnlv+3D1G9i47FwHAsAADiqdtWXtV9S73Bfyn0sV92Xet/qnNWFhkJdt47HFflvB+oqqdSTX37dPrYWb2XHsRI0Cfz+2QAAgN8x9hm/qPliZHBVShCLVkszlkaejuzs7/TE6vy6A3WJVOrJL39vH7Wdtezw74b8DUKXBQAAhKHv1adoUwJlgQvkC1i0iimNSa5L9uhK/b0DdZ5U6skvah86XY7RWCJ0QdwXkRtBf0tbi7c6c9kSAAAQDfOQOUuX9XHVxxSt5svns2gVez5W0ajwwtoRsMARah/Hjv3q2LE5paUxlZVx/VY3AfAXpn4T/YFFno5kf1dCFwcAADyrxFiSezmX/rt+MvdJNnSdRauXTr2UoEnwWjEQsMARS8Cawz2ys5/IyVnd0lLqd1dCYgPeV+esxs0K3dDXZywu3lpSEj00ZBa6LCB+aGbgHvOQWd4gf0f5Dn3az5PN474bGCQLeuX0K4nViV4uDwIWOGI5RZilVsfJ5SFczEpJmUfP5eXvVlcn+ssxrXx9ftSZqNdKXgtOCY5XxwtdHD9DO5rtemoMQpcFRK6lpSwtbWF29kpcoAGcZ+o3Ha49vPPsyB0D56WMRKu5srmL0xe/dOql5LpkZatSkFIhYMFo11yNzTSb29rbK4qKXlAoHrI+ppWb+1Re3trW1nO9/jDCiR3HWpG1wox/kV3R0aFWKMIyM8NxlVHwNO4So83NxUKXBfzA4PAg/f8cczaGhSr2DcEPVB+4elsbT0DAAkdsto/6+qNK5R9TUoK4mJWaej89V1X9paFB7suH94/WH12bt3Zr8VYcx3IV7lgC3tHVpT15csu5c7vR5MAx+j85tyn37fNvj4Sq1JHLLtwvv/9w7WF1h1roon0DAQsccdA+env1BsPJwsLN6emhLGbJZHPp+cyZV+l/ULNbd27yjjBFGP0phmeGC10QAABwWZu5LbE68fWS17krWtH/zMcuHdN2aYUu2lUQsMARJ9tHTU1SSUm0TBbIHdPKy4soKNjU0aH2wUFaR+uPRuRGvFby2sK0hd4f9ggAAO6hCLW3fO/zRc9zY60oYH1c9bFQo6wcQ8ACR1xqH+3tqpqar9LSFnIxKy1tUUpK8KVLMpNJ47lCuoeNx1qWsUzoggAAwDh03bp9qn3PFDzDjbValLboUPUhVbtK6KLZhYAFjrjRPszmNqOxtKBgExuYZRmhdR89q1Tv+9QIraSapPDM8D8q/xh5OrLIUCR0cQAAwAZ21IpFK3ZFK/roztZl+/61oxGwwJGJtA/KUpWVcQUFz7CxWd+O0IpSq+N958toyzKWYTwWAIAPUneoo0uin8572jpaVbRX+MvXwBGwwBFe2kdDg/z8+Vj2rUMWs/LzN5aWxvjCecNdZbvoj5aehS4IAAB8o2egR6aVbS7YzEWrFVkrzrWc6/Grq6MhYIEjPLaPjg51Xd3f09IWWM4bjtx+Jyvr8dzcCKOxRNgDWrpuXZYua8vJLVm4iuYYZnNbSUm0UrnHd87tgog1Nxf7wv9dILiY0pHrWs1PHbl74Ib8Dap2lb8ctbKGgAWO8N4+KEsZDCezs1dyA+Hl8gdkskCN5m8tLWX8rst54ZnhGPBuk0aTwHZTU1Ou0GUBkaurS2aNrbtbJ3RZQDDyBnloeuiKzBX0mUwTDd0NQpfIfQhY4IiH2sfw8CB9hp45E5WWtoCdNExJGRkIX1HxQZcQFzLZo9xDf8z07P1V+7j2dpVcHqJQhPnFlfrBr3F3ZMJBLGlStiojT0c+lvUYu4HgFzVfaPy8JSBggSNeaB+1tYdPn45kI7Tk8gcsMeuA949mmfpNJcaSqDNRxbhBx9UGBnpwfhC8gJpZXV2y3gfucAJeZuwzJtUkReRFsJs0Lz++fH/FfqELxQMELHDEa+3DYCiqqNjPLlXKru9QWrqTPm29eZ1SnCgEAPAyjUnzUvFLIyOu5CMjrl4oekHoEvEGAQsc8XL7aGiQl5bGsKNZ7Lm4OFKrlXknZrFhldEl0V5YFwCAxJn6TWx4xoNpD7J/btt8+B5rbkDA8ifNzc233nqr9T4bHh7etm1bQEDAtGnToqKi6EfH810lSPtobi6uqNiflvYgd5HS4uKX6+uPeiFm6bp17EShL9yJHQBAlChIHaw6OHI19vRF9BwiD0ltSDX6zPUR+YKA5U+ee+65t956y3qfxcXF3XvvvTUWNBEfH+94vqsEbB9dXVqtVpaevogbAk8xi+YMePg6KCuyVuBEIfgLVbsq9nwsBg6CvzAPmePV8SNHrdIfZHcSfLPsTbH+Q4uA5TdUKtUdd9zR29trvc8CAwNTU1PZNE0EBQU5nu8qwdtHZ2dtXV2yQvEQNzaLYlZjo8JzMWv3ud04UXjFEnDz8taePLnF04kWJiIid2RccJgiTOiCAIwvQZMQKAtcrFjMotXzRc/LtDKhC+VBgnegXuP39VyyZMmhQ4euXL3Ppk6d2tzczKYNBkNAQIDj+a7ykfbBjmaxmMWOZp069bLnxmbpunXswECZcJfmElxV1UFcAcv3sYGDYhoXDKJUZCiiVrr8+HIWrV4qfkneIBe6UB7nIx2oF/h3PRUKxZw5c9hQKut9NmnSpP7+fjZNE5MnT3Y836ZrHPJIfdxiMmlqaw+npy+2Omm4VafL8sRFBFbnrJb4icLOztrs7JV5eWu9+UVOcAP9MzA4PCh0KQBsazO3ybSyp3Keok/U4JTg9fnrD9ceFrpQXuJTHahH+Vk9R+Wbu++++8SJE9yvuJdJ5AiWNeuYxU4anj4d1dxcPMxrHxNdEk0fB1tObuFxmQBgE4X4qqqDDRI4pCFB9CnKrslOzzGlMUIXx6t8sAP1EP+up70DS6Ifg2VPV5e2ri6ZxSy5fD49l5REd3bW8rgKdYe6qqNqf8V+muBxsQAwilodz85Ht7erhC4L8Ca5LjlMEfZY5mPsVs0m6R0L99kOlHfiqaf1Pjtw4IDNbwvam3/FxV3u4+2jo0NdXZ3IYha7jXR5+V4eY9aG/A300RCeGc7XAkFqmouLlXv2mDT+fccPT9NqZfTHK5MFCnvfd+ALOy24MnslfX4uSFtASUsrxD3QBOfjHSiPxFPPUdfBioyMDLDYvn279XWwbM6/Iq6AxbS2Kisq9rPb7LBnpXIPLzFra/FWdi/3iS8KpClt4cJjc+YUbNokdEF8Hf0V436XosFOCy5VLA1ThB2sOih0cQTjFx0oL6RST375UftoasotLY1hpwtZzDp/PnaClxgwD5mLDEVmid2Jj/q506cjz53bjVsQTlz+hg0UsM7HxgpdEABv0Jg0+1T71uStoYC1Mnul0MURmB91oBMklXryy+/aB8WskpLotLSFFLDS00PpubIyboLLPFp/dFnGsgRNAi8l9H3cBRpw292JGx4cbFdhXBFIxdq8tRStliiWHK49rOvWCV0cgfldB+o2qdSTX37aPgyGorKyXew2OwrFQxkZy+rrj7q9NDaSYGHaQh5L6MtaW5WUUGmjmcV1XzAA8JwSY0lMaQwbt7qpAOfER/hpB+oGqdSTX37dPhoa5IWFm+XyEIpZx48/fO7cbooObiyH/hULU4TFq9283ZA/Ghoy83vZCwAQq8HhwbKWsieyn2A3FaCkJbVhFfb4dQfqEqnUk18iaB9qdXx6eigblZWV9VhV1UH3xr/Th4gEx2MBADjGvgy0RLGEnmla6OL4EBF0oE6SSj35JZr2cfLkFu6KWbm5ETpdlqsXKI86E0UfH2vz1nqmgAAAfkbZqtyj3PNY1mPscjYaEy5HchXRdKDjkko9+SWm9mEyafLzN1hi1sgVswoLN7uUsdjYAtHfPKevz4i7OwOAM9j41CUZS/aW71XhIrFjiKkDdUwq9eSXyNoHRQe9Pj8nZ5XlO4YjlydVqfY5+d7aztr9FfvF/SFiMBTJZIFyeYi/XJGo6uDBsl27evX+UVoA0aBPQgpVzxY+i9OCDoisA3VAKvXklyjbR1eXtqYmiQWs9PRFmZnhtU7ffDS3KXdt3lqx3qxUo0lgF2igpCV0WcbXrlIdm0Mf73NU+5xNyQDAC3bsakXWCnWHGvcat0eUHahNUqknv0TcPhobFYWFm9kVs9LSFtG0Tpc17rtW56ymj5UQeYjnCygAs7lNqdyjVsf7xVcI+02m9NBQWWBgU26u0GUBkAplq3Jv+d6NJzbSJ+GWk1uELo5PE3EHOopU6skv0bcPjSaBMlZ6+jcXJj19OrKpyVFvnVidSOlqj3KP10oIDgyZzX1G3L3Ov3V1aV39xgkIKDwznB27oqSFY1eOib4D5UilnvySSPtQKvdw3zFUKB5Sqfa12x9rxT5TNCYNPlwAJqixUWH50wvBVW19X4mxZFfZro35I8euIk9HCl0cPyCRDvQKApZ7pNM+6H/oc+d2W04XjhzNyswM7+hQ2ztTFns+lj5iNhdu9nIhPYcqm5GxLCdnNY4lgDdVVsaxYX8O/qUBH7EsYxmOXblEOh2oVOo5cddcTejieFVvr764eCv3HcOTJ7fYzFjskg2h6aHeL6GHqNXxfjS8HUTDbG5TqfbV1SULXRBwpMRYsvvc7mcKnqHPvZjSGKGL4zek04FKpZ78ugYAAADcInQf7iVSqaeHeLqheKEhYhW+sHyswkeWj1X4zipEUAVxrEI6eYh32HATIoKWjVX4wvKxCh9ZPlbhO6sQQRXEsQoELLdhw02ICFo2VuELy8cqfGT5WIXvrEIEVRDHKhCw3IYNNyEiaNlYhS8sH6vwkeVjFb6zChFUQRyrQMByGzac1OGPx0dgR/gI7AgfgR3hI7Aj3IYNJ3X44/ER2BE+AjvCR2BH+AjsCLdhw0kd/nh8BHaEj8CO8BHYET4CO8Jt2HBShz8eH4Ed4SOwI3wEdoSPwI5wGzac1OGPx0dgR/gI7AgfgR3hI7Aj3IYNBwAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsERleHh427ZtAQEB06ZNi4qKoh/Z/Guu5tJ77c0HBxxstLKystDQ0BtuuOHmm2/++OOPnX8vdoQbnPyLmDp1qvPvxY5wg72NVl1dvWzZsgALmqAfnX8vdoQb7G20tra2NWvWTJ8+fcaMGTExMS69FzvCHgQsUYmLi7v33ntrLGgiPj6ezXfmSnH23mtvPjhgb6Op1epbb701MTGxtbW1vr5+9erVzr8XO8INzmy0vXv3vvLKK86/FzvCDfY2WmBgYHR0dJvFq6++Sj86/17sCDfY22jr1q1btWrVZYuVK1cePHjQ+fdiR9iDgCUq9PGUmprKpmkiKCiITTsIWNyv7L3X3nxwwN5Go0T1wQcf2HwLdoQnjLvRzGbz7NmzGxoauDnYEZ5gb6N973vfM5lMbLqjo4N+5N6CHeEJ9jbajTfeqNfr2TRlrODgYO4t2BFuQ8ASlalTpzY3N7Npg8EQEBDApukvZMaMGfTh9R//8R/79u0bHBzk3sL98dh7r7354IC9jXbTTTft2LFj5syZ06dPX7NmDf3Xzr0FO8ITxt1o9N/2+vXrredgR3iCvY32+OOP79y5s729nf4WXn/9dfqRewt2hCfY22gUsOhHNk1Jy3pjYke4DQFLVCZNmtTf38+maWLy5MnWv+3r6zt9+jT9e/Hiiy86/17HywSb7G00moiIiNBbrFq1at26dc6/FzvCDY432tDQ0L/927+pVCqX3osd4QZ7G62hoeG2225jI+FoorGx0fn3Yke4wd5Ge/rpp5966in20fTkk09ed911zr8XO8IeBCxRceY/ifr6epvz8d8JjxxsTOt/E2fMmOHSe7EjXOV4oyUlJT388MOuvhc7wg32NtqDDz746quvcmOw6Efn34sd4QZ7G62lpYVy1bRp02666abdu3f/6Ec/cv692BH2IGCJijPnwrVaLf0JOf9enF93g72NFhwcbD3QwWbAwo7gkeON9otf/CI/P9/V92JHuMHeRrv++uvtjcEa973YEW5wZqPt37+fwpbz78WOsAcBS1QOHDhg89scq1atUiqVZrNZpVLR/4i/+93vuLdw59ftvdfefHDA3kb7+OOPuePwtFOsR/9gR3iCg42WkpIyb968sW/BjvAEexuN+ubXX3+dHcF67bXXrPtm7AhPsLfR6HOJ/vemvfD555/feuutlZWV3FuwI9yGgCUqw8PDkZGR7KIy27dv565H8uWXX/785z//7ne/e8cdd0RHR/f29nJv4f547L3X3nxwwMFG27lz54wZM6ZNm/b000/bHOSOHcEjBxstODj4yJEjY9+CHeEJ9jZaVVXVQw899P8swsLCNBoN9xbsCE+wt9Hof7+bb775e9/73qJFi0pLS63fgh3hNgQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ASFblcvmDBgilTpsycOXPjxo1Go5HNd/UmnfaWM5a9G0g7vrG045c5v3YAAADfhIAlKosWLUpNTe3s7NTr9c8+++zSpUvZfFdv0mlvOfbYC1LO3GR67MtcXTsAAICvQcASLZPJdMMNN7DpiVwgzno59vAbsFxdOwAAgK9BwBKtI0eOzJ8/n01P5BYH1suxx3MBy5m1AwAA+BoELHEqLS2dPXu2Wq1mP7p9k85Ry7HHQwHLybUDAAD4GgQsEcrOzp41a9apU6e4Oe4dwRq7HAdD2m2WZNR8l94+du0AAAD+AgFLbJKSkm6++eYzZ85Yz3RjDJbN5djD+xEsl9YOAADgaxCwROXdd9+dNWtWRUXFqPmu3qTT3nLs4Tdgubp2AAAAX4OAJSrXjNHZ2XnF9Zt02lvOuGscd74zb3d+7QAAAL4JAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADz7/6GZ+xPTst5dAAAAAElFTkSuQmCC)
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