Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit377-08-20021208_224800_20021209_033300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/12/08 |
Start Time | | 2002/12/08 22:48 |
End Time | | 2002/12/09 03:31 |
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 | | 28.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit377-08-20021208_224800_20021209_033300-constBx0 |
Minimum Dst Value | | -35 |
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 GOES-8 for time period of this run.
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bmjshhBBCiI44jsDas2dP//79xd6jR4/q6mqxV1VVOTk52Xa/Xiy+TE4IIYSQa9K+3t5ucJB8pqam3n///dq3R7p169bQ0CB2WLQvt1tztwjbByGEEKIv6nSgjpDPiIiIe++9d//+/ZrLDRjBakd6CSGEEEVRpwO1+3xu37797rvvTk5ONnXs6DVY6rQPQgghREfU6UDtO5+rVq269957Dx8+bOa+bt06i28LWnNvus4qV6d9EEIIsVMOHDgwffr0nj17dvCSqis4OTn96U9/+uKLL2ynSp0O1L7z2bKC6+vrm4z7Xbm7uzsZ8fDwMN0Hy6J7EwUWIYQQx+J3v/vdypUrT548eWOiQ0R79uz54x//uHfvXhve1OlAVcmnvqjTPgghhNgp6KouXrx4gyPNy8u77777bHhQpwNVJZ/tx2yorLOTQwghhNiis7oq2/Gq04Gqkk99Uad9EEIIsVMosDoXVfKpL+q0D0IIIXYKBVbnoko+9UWd9kEIIcROocDqXFTJp76o0z4IIYTYKe3vqrRlxzfffHOvXr3Gjh1bWlraznjV6UBVyae+qNM+CCGE2Cm6CCyxXL58+ejRowsXLnRzc2tnvOp0oKrks/3wLUJCCCF2hI2uqiYlpTYr63pDqK2tvf3222GZNWvWxo0bNfcNGzbApTXxXvOsI6FKPvVFnfZBCCHETrHWVZWHh/v26YPfNTWW6QhWRUWFh4dHv379cHjhwoWnnnpqx44dTcYP1sHe0NBwzXhbc9aRUCWf+qJO+yCEEGKnWOuqSv38RGBVJyZeMwRTnJ2dMzMz5dSxY8fuv/9+T09PmLC3Jt7WnHUkVMmnvqjTPgghhNgp1rqqxkuXoLHKw8OvK4SqqiovL68BAwZoLsuWLYOHlStXtjLe1px1JFTJp76o0z4IIYTYKTouchfq6upkDRZIS0u75557du/e/etf/zovL6/18arTgaqST31Rp30QQgixU/QVWDU1NUuXLu3bty/sp0+ffuSRRyIjI2H/8ccfH3vssbNnz7YyXnU6UFXy2X74FiEhhBA7Qsd9sMCdd945cuTI/Px8uE+cOHH9+vWat9WrV0+ZMqWV8arTgaqST31Rp30QQgixU7iTe+eiSj71RZ32QQghxE6hwOpcVMmnvqjTPgghhNgpFFidiyr51Bd12gchhBA7hQKrc1Eln/qiTvsghBBip1BgdS6q5LP98C1CQgghdgQFVueiSj71RZ32QQghxE6hwOpc7D6fFoeUrI02NTY2Llq0yMnJydnZ2dPTE4dtjrRdiSaEEEI6GAqszsVB8tlSYFn05u3t3bt370IjsPj4+OgSHSGEENLV0HGj0ZtvvrlXr15jx44tLS1tZ7zqdKAOks9WCiwXF5eAgACxw+Lq6qpLdIQQQkhXQ8dP5Vy+fPno0aMLFy50c3NrZ7zqdKAOks+WAqtnz5533HHHww8/vGbNmkuXLol7jx49qqurxV5VVeXk5KRLdIQQQkhXw0ZXVVOTUlubdb0h1NbWyseen3zyyW3btmnuJSUld911F85eM95rnnUkHCSfFivs/PnzSUlJrq6u8+fPF5du3bo1NDSIHZbu3bvbDtMGumeBEEII0RFrXVV5ebivbx/8rqmxTEewKioqPDw8+vXrh8OgoKDf//73cJSz06ZN++STT64Zb2vOOhIOkk8bFQZlrY1UcQSLEEKIIljrqkpL/URgVVcnXjMEU5ydnTMzM+XU//7v/37zzTew5Obm3nPPPWfOnLlmvK0560g4SD5tVFhpaWmvXr3EzjVYhBBCFMFaV9XYeAkaq7w8/LpCqKqq8vLyGjBggBzu2bPnoYceunTp0rhx49auXduaeFtz1pFwkHyaVdjYsWMzMjIuXLiQlZU1aNCguXPnivu6deusvUV4XVWuTvsghBBip+i4yF2oq6uTNVhNxm2PHnnkEXd39/vuuw+9bevjVacDtft8WlwatXPnzkcfffTWW2994IEHoLjPnTsn7mgQaA1ORjw8PEz3waLAIoQQ4kjoK7BqamqWLl3at29fzWX79u3w8NVXX11XvOp0oKrkU1/UaR+EEELsFB33wQJ33nnnyJEj8/PztbO7du168MEHL168eF3xqtOBqpLP9sO3CAkhhNgRHd1VPffcc//617+uN151OlBV8qkv6rQPQgghdkrHdVWXL1/+xz/+8cgjj2g7NbQ+XnU6UFXyqS/qtA9CCCF2Ssd1VQj5vvvuS0pKakO86nSgquRTX9RpH4QQQuyUzuqqKLAEVfKpL+q0D0IIIXYKBVbnoko+9UWd9kEIIcROocDqXFTJp76o0z4IIYTYKRRYnYsq+Ww/3KaBEEKIHUGB1bmokk99Uad9EEIIsVN03Gj05ptv7tWr19ixY0tLS9sZrzodqCr51Bd12gchhBA7RcdP5Vy+fPno0aMLFy50c3NrZ7zqdKCq5FNf1GkfhBBC7BQbXVVKTUpWbdb1hlBbW6t97NnGshkKLEGVfOqLOu2DEEKInWKtqwovD+/j2we/a2os0xGsiooKDw+Pfv36mflZv379iBEjWhNva846EqrkU1/UaR+EEELsFGtdlV+pnwisxOrEa4ZgirOzc2ZmpqmH0NDQxx57rK6urjXxtuasI6FKPtsP3yIkhBBiR1jrqi41XoLGCi8Pv64QqqqqvLy8BgwYoLkcOnTowQcfLC4ubmW8rTnrSKiST31Rp30QQgixU3Rc5C7U1dVpa7AqKysfeuihmJiY641XnQ5UlXzqizrtgxBCiJ2ir8CqqalZunRp37595RCWr7/+ug3xqtOBqpJPfVGnfRBCCLFTdNwHC9x5550jR47Mz89veYpvEVpElXzqizrtgxBCiJ3Cndw7F1XyqS/qtA9CCCF2CgVW56JKPtsP3yIkhBBiR1BgdS6q5FNf1GkfhBBC7BQKrM7F7vNpcUipsbFx0aJFTk5Ozs7Onp6eOLTt3oZI25tuQgghpCPplK6qurr63//93214UKcDdZB8mlWYt7d37969C43A4uPjY9u9ndERQgghXQ0IncOHD9/gSOfPn//SSy/Z8KBOB+og+TSrMBcXl4CAALHD4urqatu9ndERQgghXY3JkydPmDChvr7+xkR38uTJd999t2fPnhkZGTa8qdOBOkg+zSqsR48e1dXVYq+qqnJycrLt3s7oCCGEkK4G+rv+/fvfdKO45ZZb3NzcDhw4YDtV6nSgDpJPswrr1q1bQ0OD2GHp3r27bXdrYdqgAzJBCCGEODjqdKAOks+bOIJFCCGEdHnU6UAdJJ83cQ0WIYQQ0uVRpwN1kHyaVdi6dessvi1ozb1lCNcVHSGEEEJagzodqN3n0+LSqMbGRnd3dycjHh4epvtgWXRvosAihBBCOh51OlBV8qkv6rQPQgghREfU6UBVyWf74VuEhBBCSDtRpwNVJZ/6ok77IIQQQnREnQ5UlXzqi321j0uNl2AW1ReVni4tP1OeWJ144fKF/Lp8zcPZi2dhZtVm4WzI0ZBdRbv2V+3fXrg9uzYb9uL6Ypi5p3IjKyJxFX45p3Jg35y/eUfhjnkJ874t+tYz2RN+vFK8vsr9ak78HI9kj9WHVr+f9v6G3A3wsLd8LzznncoLLAssqS/ZXbw7ujL6y8Nfrsla41/q753tHXkscnXm6qCyIITzde7Xk6ImLU5eDHN67PR3D7yLEHYX7YaHsKNhMH8o+QFRIPypMVMXJi385OAniOjgiYNIkgQOO7xFVEQgih+P/AgXv1K/ynOVyCBymnY87eSFk3CpOV+DooA9vioep2Ai72cvnUVBoXxwWHuhFt4K6gs25m4MLQtFmPj55PggurDyMCQbfpAFJBsZhzsS/FbCW++kvIMEb8rdhLz8M/+fSOo3Bd/A3Jy3eXnqchQI0o8klZ81VARShSjKTpfBBYlHAgrqCuAhvDw8pSYFh5knM1ERFWcqkLv6hnrEWHWuCpek1qSiwLcWbA0oC0A24Y5EptWkoZwPnTyE0JBNhJ9xIgM/hHO49rAWDgpB8oif1gZgR/OQdgKzrqFOO4UahyN+CBCFFlMZg2Qj9ry6PCQguToZJqJA5cIRp5ByrVHBLhYzEB3KXPNmo90SQhwM++pA24Mq+dQXtA/0QOib0U+gR2kydhituRDSBD0KelB0V+hgcC3CQaeFy+GCHkUcDf1WTTK6zIjyCPRb6L3QiaIX35K3RUTMhMgJaw+thcL4IusL6d5wIToz9KboXL8t/hanviv+DoIAPe6Q4CFj943t49sHv75+fWEODxkOc1bcrH6B/dyT3N383V4Kf0k8yM/FzwXmwKCBMHE5zKcCn9Lczbz1C+gH09Xf1fSU6e/pwKfNwjH7IQEw+wf0txbOlYgCDRE9FWAhBPEwIGgAzMHBg1uGIxl/JuQZmMNCh8F8NuRZQ6SB/U29DQg0hPBc6HOGUgodriXeYoLF81P+FtJj6k0S/Ljf46annvB7QgthaMhQLdnirv0kF5JsSZVZguUnUQwJ+r8S7uvbt6UHyfLIvSPFRP0+H/Y82tLLES9LGsZEjIE5NXoqyvONuDfgiLOmBSilIeEMChrUsklIRK9FvQZzYtREmKP2jhq3b9xb+99C4Pi9mfDm6PDRL4S9gFNToqfAnL9/PrTpe2nvwR2X/Hn/n2fEzpibMBfJW3Zg2YjQEZ8f+hwKdUv+FvwLoOFg4oc2D40bWh4qYvqzjM+gHQ1SuDwUQhaHEJTw8H3J9yvSV0Cgo53vKNoBE0oXf6LPsz7HPwV+9h3bh6tijsUgTGjlBYkL8JdBdBDu+CEc31JfuEDySqQIAX9JRBp8NBgu+PchSfAAzQ2RjWcSBAvpCUfYcVaeJfCDzparIMrxP0XUeHQRzYrbAv71+MkDDAR0xdkKxIKbA/7XuDngVoObA0yxiPwVEy4deq8jRHcosIgt0D7Q86H7fDb4WXQw02Omw1yRtgK90YacDbgp/3jkR9xhcaPEHRk3Wdzx0VdJd4IuTeuHcJWEI8pAeh3pRy0Kkcd9DZ30kwFPap232U+659bqFaMwesL/iZYe5JRIomEhw1r26xKR1h/DHB853pD4vc+hR3wx/EXIBSQDPSviknxJOJJx9NZIGH6SF5Eyr0a+ChN9LcpqZuxMXDs5ejKCQkc7NNTQ/UMHSEQIGYWJiF7d9yoSibK60v0HPa0VoJiiycwyPih4kKYPzASNqUoQbyIpJLVufm6IDoGIwpCqHB02WuzQB2gAsMCPnELDgDk7fjYumbBvAsxngp9pWc5oRVp0Zum5khJjUqWRmNW71IukB4Wv1ZpZOBKRhCM5khIz+0lrkUKz6EHqS7SgmGZ6V66ScGy0QGl115TmcupJ/yetpUdKQ3KkNS1TD/KXkVMWw5FD8SDhWPxHSMuRf6UUgpmylHCkOkQQm7U903CkrqUxSCHgcjklFSeVCG3axyiFkU08FcDED7UMEy3NIILj34CHefvn4Z+4JGUJdKFnsidkJaThzqKdMKOOReHw0MlDMniMO1La8TSINig86DMZrYTCa2oWaq18UCSkPVBgEVugfVi7R1u8O1/pLI13ZxEBco+22FuY9l5aaLgXa+NMeLjHvfvtpLdhiigxu31DgsAieg4CZWrM1I/SP4LOw0Mzbrgw8TiOm+/XeV9DxPzt8N9mxc2SkTAZWsPNFw/TMhOE+3LFmQrcl3F3xtmk6iQ8oMsMl8wEyWN0+ZlymPCPx2uZ2cGdWnvOxi+yIrLqbBUuxMN6fFU8HtNl6A4/RKdNGMlwoBkymQUPCBmXwzSdV8IpmfgzjBycyoOJrgKHMg0qYwC4ChnxyfHZV7Hvy8Nfor+B/IWJvie6Mhq5Q2aRHZhQxtDHKCV4O3D8ALwhEJySsUb8ECzSDAscYZeI4GI6nwUXHEq/ZTbYgFNIDJKEAkGBp59IRxQF9QVa4lEaCBkeEDKqqfR0KczcU7kbczciPTBTa1LhAg84hbQhTNilhOsv1hvK+VwVPBTUFSDLsCAcqHyZf0Q4KISEqoQV6St2Fu6clzDv/bT3Z8bNhKjdkrcFjsi+V4oXTqFJ/P3w3+H+7oF30WCQyNjKWCQvudowsJpXl4fGgDYgjQRpRmKk5cAFpQr/CHxPyZ41WWsQ2qiwUXMS5iCiN+PfhAWH2wq3rc5cDQ/QBKsyV0FDz4qdhejejHsTohnS+b2093CIVgqpsSR5CdqzNHX8cUylOXzClP+F2J8MfBL/CygYEWcizV+LNIyoTYuZhnDG7huLv5L8vzRBIwN4MtA7OWoyQoCahwlRK/+pISEGxYP/i+ZtcNBVA6Uip0RaSWgiiF39XCXBpoN/klRJg8VRYZHCNp4BrnnPuaIsjfccicjsGUkSPDbCkJcZsTP6GJ8HUBG4byCDE6MmorKQ3y8Of7EgccGqQ6uQqZUZK3Ez+fzQ52g2MsWPCvq2+FvtLyOT5mFHw+DyXfF3m/M3o/H4l/qj1e2v2o/D4vpiNEs0Wpmdx31D/lb4s8jfFn8c09ULdodFhWp6c5B71zWFrNxLpVi0MUvTKEzDhF0c7UUfU2ARc8zeIsR9BDeRDbkblqcuX5+9HvedD9M/xI0b/YSmorT7IG5Vo8NH/zP/n7gxRR+LRueEnhUdFW49uCuhp9lRuAO3qqCyIJiHaw+jm8T/Ch0t/mC46aDf0v5jphJE/mPSvaErhVDAvQnXiuaQU/bylyPEBtL4oeFkal6kuUyfoZE3GZs6/g7o4OGOxi/TavhfyOR709XjNAgEnuGO/4ssxcMlMGUarqm5oxI9LQpSRHxT87OEuCB8UQkSDjzIojo8k0BGwI704Kx0kwhN0iOrAOFBlvfhhgBTnlsgQQ6eOIgQoLYhUiGpcXPwPeIL1SuCBr+1WWvdk9w35BhWN+KWAhOOUD9QrjDxQAVRpQ2yyqCmzIlbHBSXG9SVwWxLSk6Emulkt+WnR+Mp0ZQyUmj2ExUoI3OStoGBAzUBigSL/pOhX9xF4dMjyQNafN7+eVNipuAGuyx1GXQ/brmeyZ67S3Yb1n0W74K5MW8jJOAHaR/gDoySwT0W0nxd9jqoxm8KvoGH9TnrJ0ROWJi4UCapUZg49fHBjxH4irQViAhPEbg/uye6Q1BOj50uk9SrMlYhupWZK6GG4Q2e30l9B+Hg+RZ+kB4UOE79JeMvcPz04KfQpp5JnpCtr0W9hgS/lfDWW/vfgjcEgtLzSvWCh0VJi2CHgocdNTU5ejJilHgXJy82zImnLkMI6C9QIMNChskUB1KIq2bHzYYHlAnsyC+8vRH/BhKAx+nhocPhB5oYHlACOPXegfeQYOQL+UUy4AdlghDgiAJBO/lr5l+Rx69yvzK0n0NrYCJqWTgLZYyubU/xHvjE0xEegaCP4eEvB/8i8+b4IVPiuOfIHnhGG0ZzxbOfPKnijymPXmj/8pSOlo/mjb8J/mX431FgEVtYax/acnK576M94fYqHQAhhHQocv+B8pNlnaLnZJmXvKcir02gw8Mz3o9HfoQygzu65G2F29BnQ7tAELx/wCBQZsbNRAeM7vnVyFfRzaP7R6+8/MBy9O5whzkoaBAUGyyyUlOWdYo8ErusL9Q0nBzKrKhIK/M5VuOqQRFnV5Yt+j7eUqiJo8w+W1wm0cdkNsDirPFVI3wyBGhJWfYxmaS2EdFV4VifvpAQLE5cmJaSLOi0mHHTcGykx8XfxXYByk9SYnF2XiriqvWjlsIxnRO3WIxySkZzpd6l1nAhBRaxhTrtgxCiOKbr6EXDyWQ3lFxdQ528lCpDgNqkuTxkwpQBvKzaLHn/tOxM2fbC7Xjm9M72Dq8wvDewpWCLT46PvI2Lw+Cjwe+nvb8lf8vo8NEfpH0wKmzU3IS5MmUJE2JuXKRhlnZS9CSYshDthbAX4D4sZBh+sLwe9zpMXIVTs+Nn9zG+coFufnL05Dfj38QPQQ0JHgJZCVOiWJG+YkToiPn754/bN25azDSZpIY3GXnSvC1JWQJzZuxMnIJPRAEBKi8JvXfA8IrGqkOGQS+EBvfxkeMnRk9EOB+lfyTzqvCw5tAaeFibtXZewrx3D7w7PXa6YVo8/k0k76ODH+EqeDBMy2Z9sTx1+eb8zSgQFA78e6V4rcpchVNwQa7hQSbQIXYXJi1EUEiGRLQycyXC+TTjU5lbl9n5KTFT8JsdNxunlh1YBsdFSYtkDR9MFCk8P7f3OVk4K2JIZuSRQnhAXP0C+0k5y9gbDhEgTsnkuwyUugVcJftM35SSqXNtDFWdDlSVfOqLOu2DEEK6CJq8gym7isjyR1n1qC1FEmSZhEwNWwznmtjYQ8QBkNzJ5Lu2hEumxWUZnCxHEQ/a0jGxaNeiJGUhCtQzaiTkaEh8VTx+fqV+SdVJ0IjZtdmQ1AX1BXCRd2xjK2PV6UBVyae+qNM+CCGEEB1RpwNVJZ/6ok77IIQQQnREnQ5UlXy2H36LkBBCCGkn6nSgquRTX9RpH4QQQoiOqNOBqpJPfVGnfRBCCCE6ok4Hqko+9UWd9kEIIYToiDodqCr51Bd12gchhBCiI+p0oJ2QTwcoXAfIAiGEEHLjUacDpcBqLXyLkBBCCGkn6nSgFFhtwQGyQAghhNx41OlAO0dgWaODotDcGxsbFy1a5OTk5Ozs7OnpicM2h69TSgkhhBCFUKcDdcwRLGtReHt79+7du9AILD4+PvqGTwghhBAbqNOBqiWwXFxcAgICxA6Lq6urvuETQgghxAbqdKAOK7B69ux5xx13PPzww2vWrLl06cq303v06FFdXS32qqoqJyenNoevT0IJIYQQu+X8+RqYtbVZDQ11lZUxJ05kwCwt9TtxIr2oaFdlZVx6+ori4t1xcbOystbGxs5ITV2qTgfqyPk8f/58UlKSq6vr/PnzxaVbt24NDQ1ih6V79+42LrexVkyd9kEIIcTxuHz5AsyLF8/CPHOm/MKFk9XVieXl4TU1qYWF26uq9mdmri4rC0pMXJCbuyklxevQoc9hxy8pyT0yckJyskdQ0EAc+vr2iYwcDzMg4CmY2s/Pz8Xo2M9o9je69JVT6nSgnZbPjIwMSJ/bb7+9o1VLSUmJNlLFESxCCCGOSmPjpbq6fFhOnMi4cKG2uHh3VVVcdrZ3To7PgQPvxsbOyMxcFRU1CXYIoISEuf7+bhERYyB6/P1dm4XREybC6GmjY19T5dT8e1wTVXKtpp/kJ6fCwkbBjIqaiOiio6cGBw+JiHhZnQ600/LZt2/f995778yZMx0dUWlpaa9evcTONViEEELsnVOncqCfiop2lZYaBpmgnBIS3goJGRoZ+SoEDUQMzODgZ6wLoydNRVVLYRQaOlwbmtq3bwJ0GALfu3ckBFNs7MzQ0BEHDrwHZZaTsx6xFxd/e/jwl0eP7j16NKSyMqa2NquqKv7MmXIcXrp0Fkltah4qg/5rUqkD7bR83nbbbadPn+6gwMeOHZuRAf1+ISsra9CgQXPnzhX3devWWXuL8LqqXJ32QQghpEMR2XHhwskmw9qVOhxCoJw+XVpWFlheHg4VBfly5IhvevqKzMzPg4IGxsW9Ad0TFDSgpTyCEoIZGNhfU1G+vn39/Fzwi4h4JTh4SFzcbPg5ePDTqKhJkEdxcbOys9cj/IKCrTU1KYgO8VZUREIYHT+ehpQgPVqqtKS2E3U60E7L529/+9uioqIOCnznzp2PPvrorbfe+sADD3h5eZ07d07cGxsb3d3dnYx4eHiY7oNFgUUIIaQ9yMImUy5ePHviRAZ0CcyzZ8uzs70rKsKzstbk5m6Ij58TEzMlOnoyNFNs7AyIIagfKCEZN5KpuhZLmixMyYWHvxgWNioxcWF4+OiCgm8OHvykvHxvZubqyspYSKX6+qLz52tkKbqOIqk9qNOBdlo+//73vz///PMVFRWdlYD2oE77IIQQNdEGb2CeO1fZZJyYg1Kprc2CWjp+PM24wmk/1FJJyR6opczMv/r7u+3b92pExJioqImRkRNCQ0eEhg4zLkUaDTMkZKgmlVqMPLkYR576acpJ008yECVzdvv3L9i3b1xOzgboJ4inmpoU6KfOLaU2oE4H2mn5tLtX8+woqYQQQjSgii5fvgCRdOZMORRJZWVMXV1+UdGumprkjIzPysoCU1K8srPXx8RMjY+fGx09OSxsVGTkq1BCMrAUEzPdOFD0gsm82xUBJFNy8pacv/8TLZWTyClRTsHBg4z2gUbzqcjI8ZBiqanLEW9e3qaEhHkFBd9AqBUW7igo2FpVFQ/9BCUHhXf6dCnSL6vXHQB1OlBV8qkv6rQPQgjpgshkHJSTzL5BNpWXh5eU/FBa6p+ZubqwcCf0SlbWGigbaCaonODgwbIUSYSRrFIKChpoFEZPWloM3sdEPz3VcuRJpvBkUCoqaqJxeOnPkEdQbEah9mZi4tuwlJR8h/QcOxYFs7Y2C5oJggk6TwbG1ESdDlSVfOqLOu2DEEI6CBFJMC9ePHvuXGVVVXx9fXFh4fbjxw9Aphw54puYuCAzc1Vysmdysgf0SmTkhLS0d8PCRiUnL4HciYt7U5s7M9E9fbVVSjLa5Of3uKV35QwCa+/e52T+DqHBjpAhlfbvfysqalJW1lpItPz8LUhDUdGOlBSv4uJvs7O9i4u/LysLhJKrq8tvuRictAZ1OlBV8qkv6rQPQghpPfI2vkxpnTiRUVubVVrql5PjU1DwLygV6BXja2vrwsNHJyUtCg4eEh7+YkjIs4GBA0UMyZtxzQNLFjYRMF2WZNFDUJBhGi46ejLM5ORF0GSHDn2emrocacjP34xfVVVccfHuurpCJOzChZNIJJIqI2GdXXiqoE4Hqko+9UWd9kEIURZts2+Zhrt06WxZWeCpU3kQK0eO7MnI+Cwt7f2srLVQTllZayBlUlOX+fm5REVN1oSOle2X3CzJpr7aVbI7ZVjYC/AZFjYaCiw0dER09FSYycmeISFDMzP/atxlwAfKqaBgR2Hh9qNHQ06dyqmpSdHWKsmuB6QLok4Hqko+9UWd9kEIcQBEbUB/nDlTXlUVX1kZU1OTWly8u7w8PD19RUnJnoSEedArUC0pKUsjIsZERk4MD38xOHhIdPQ0eTPOOKE20rfFF1Gunph7yrfFjt5yGBHxErRXfPwbslYJUikxcREiTU1devDgxykpXhUV4fn5m+vrCyGVGhrqoJZk6rDJuK0Ah5ccCXU6UFXy2X74FiEhpNOR+Sz8Kioiz56tMK5YSsvKWiMbUWZlfZ6e/qHxm3GLIGIgXAID+yUmzoe4CQ9/yVT9XP0SXD9r2wc0T8k9ZVwYPsBEYLngEIGHh49GINBMsGdkrIyPn5OXtwUpKSraAQFXVhaIpMpe3tpGmp1dhKSTUacDVSWf+qJO+yCEdDTQTI2NlyBEZBOB8vLwEyfSoZmOHYvMzFxdWuoPnZSZuSoiYkx4+MvBwc9ACclUWkjIs8ZptaetLeWWVUrNb8lZGFgKCRlmXLE0xdewy+Ws4OAhMTEz5CW4pCQPuGRmfh4bOwNSCSmpqUkuKtoFtVRbmyUbH8gIk2gmDjKRVqJOB6pKPvVFnfZBCGkDMloDtQTxUVeXL7+qqviTJzMLCraWl4cmJi7IyfkqMnJCcrJXUNDA0NARzVt1/9++SrJhktmO3qarvIODn9XMoKDB/v5uQUED9u4dgQATE98OCxuVkbFy375xubmGD8YVFOzIz98M9VZZGYPfqVO5FRWREEmmw0uE3ADU6UBVyae+qNM+CCGmyGhNTU3K+fM1JSU/HDsWlZW15uDBTzIzP4uLm5WW9kFw8JD9+xcYVx2N1abVtBGj5rm2ftbWeovMat7++wVZ+QTHkJBhsbGvyyt4aWnvV1fHG1csFR89GiJzcEgYRJIMhrX8YAshXQd1OlBV8qkv6rQPQhRBPtZ2+nQpzNraLIgVGewpKNgKCZWT4x0bOyMpyR2KJzLyVaNIetrSlJyLtqTJbEpOfrK/5b59rxin5GYHBQ1MSJibmLgAmik/f0t2tvfx4weKi3cjMdBwkEpICdQSEsMJOOIwqNOBqpJPfVGnfRBi74g0kTVDxm/fFuTnby4rC4Bsysj4TN5oi4mZpi1FCg9/0dq7cjLm1Pyu3BPNmulpuEdGjg8M7JeauiwsbFR29j8gxYqKtmdmrj5yZE9R0S7jR+sSYJ49WyETc5ySI8qiTgeqSj7bD98iJKSLIO/ty8t05eXhMGWmrKYmpa4uLyFhXnLyoqSkRbGxMxIS5kD3xMXN0saNZHmTxZEnGV4y275SVjtFRr4GFQVBlpi44MiRH7OzvaurE/Grq8u/ePGsqCVOzBHSGtTpQFXJp76o0z4IuWGcO1fZ0FAnS4hOny6FZqqtPQwpU1rqD4WUlbUWgiklZUl4+OiwsFEhIUONK5Oe8W3+WEpw8DMt5VGzfnpSG5Rq/q5c38DAp6CZ4uNnI8CcHJ+kJPfi4t0pKV5HjvgdPvwlYjduFnXly3FNzXuUE0LaiTodqCr51Bd12gchbQNypL6+KCtrTVVVQkVFJKSSvLxWW5tVVhZ46NBqiKTm/bjXx8fPkU3AIY+gnAIDBzZ/i/dpbWBJtgK3uD9TcPAQzRuUE5RWWNgLkZHjQ0NHpKd/hCjy8jZDPx09GlxYuB0JOHEiQ8Qc5+kIufGo04Gqkk99Uad9EHL58gXZ3PLUqRz8iop21dQkZ2R8VlYWlJzsmZu7KSFhXlLSopiYKRERY2JjXw8KGhgfP9v4Etxo3//74O5V+1uayiOL2xDIy3Syz1NExCs4jImZBiEVGTlh//75iDE7e11q6vLKylhoprq6PJgnTx7Kzd0IDcf14IR0ZdTpQFXJp76o0z6IQyLf4pUlROXl4aWlfsXF3xt33/4uJcUrL29zVNSkzMxVYWGjIJUgmIKDBzXv0mS6o/eTLYVR85Scq2/zd+Vk5s5EORkEVmzsDOM+40sQbELCW/7+btHRk7Ky1uTnb5KNyKur46Hkzp6tgmAy/WRKZ5ccIaS9qNOBqpJPfemI9tF4yXLnoblfPGvcNLnOsA3P6dJSuFcnJl44ebIqPr42K6suP/94Wtq5ykocXr5wAS7wdionR+zna2rkB//wKY4wK2NiECzCwSm44/L6oiIJB6ca6uthXkIvFx8vEdUVFJQFBpb6+ZVHRBRs3Xo0NPTgJ59URERkfPZZZVxc4fbtNampRbt2wU/x7t25GzeW/PBD+ooVZUFBqcuX42zsjBk53t64JG/jxqw1a3DV4XXrUry84CFz9eqqhITDX36JcHBhZWxseXg4YkfaEB2Czd+8+cTBgzBP5ebiFFKIU0gz/ODweHo6YsQppKq+uBjxooiQYNhx+dGQENjhob6kBGnDtXCsy8vL9vauiIw0ZCQkBGdhgYlUIT1p778PR6SqPDQU3soCApA2WHJ8fHAKlyNf5WFhBg/79sElf+vWJHf3A+++u3/+/KhJk9I//BBm9j/+ET9nTuG2bYZL/P1xefH336N8UBTF332HAJEYlAZOGQohMBCBo2C1AsQhTiE9MJM9PctCQlBoldHRSNiJjAzUCGpNygEWFMKZiorcH75GxvOjNh8vTi88tLMsP7Ag918Hkz49fHhdVMRraWkfBgUOiIszDC+FBA+1JowCr3w4xcIuAwHGF+hCgwxrnkL9Rxj00w+DA75/KmjPM0FbBgf8s3/45hcDNj8V6TPB/++uSd7ukV4TMtZ+FrhwYOTiCVEfTMQv+p0pIe5DMtasips168iPP2b9fS2KMXGJe/6WLSjSrM8/z1y1Cq0F5YOSKfruu8QFC0p27za0otBQlNuxqCiUDIoI5YD6Ol1Whhq8WF8PE4WAcpPmbe3fRAjpdCiwiDlmbxHiJg5pgh8UiegV2NHzna2oQAeA/h4dnkgfWKBU0CNCG8GO/g8C4lhMDPrXvE2b0CsnvPVWzLRpQQMHJr79dmC/fmkrVuwbNy79o4/CR49G9xw6YsTekSPDRo3Cqcjx4/1cXKImT/bt0yfipZdgBvTvD1P7Bbi5wdz73HMww8eMgRlqtAc8+SQuxA8Wg+OIETDDnn8eZsiwYQYP/frB9Ovb90o4xsNQ4ynEDhPJM5xq9iA//yeegBn49NOGS556qqUHOfQ3Rioe/Mw8SDjGZJuGY+bN39XV4GHAAENKBg9umXE/Y0rEMfiZZwzejJ7FXfsFGj2EPPuswduQIQYPLi620yNRm/3kqisJNubO4k+uvZIjixGZJPtKRJYK0BDCiD6BQ57yndXH70UXmL4T+/i939f3o8d9Vz7uu6mP32pX3119/NYZ5JHfN8a1SnssjS39IKeM5o9XT8ntNgxQ+W0xzNb5r3/S9/s+/l+4+W7t4/vXx30/7OP7fh/f1/v4vt0nYPSTiDpo2CDf51Ed/X0HIF+P+z5hK+O+jz9uoXCMjldKWLxZ8iAtJ9B6AUotS3uWekfUcAwZOjR25kz8j6DVIsaMgT5DA85YuRKqFyIV0i1/0yaIdYOiDQuD8D1+4ADk2qnsbPx56woL8T+FUKtJScHfFn9wWOQBA7oNh03WH4cIIdeEAovYAu0DN3GoEJEdImJEiAQPGtRSH4hj6PDh1+jXjY7SqfhZ75akRxfTTED4af2xTX1wRRgZOyfRHObhiIAwnpI+zP9qGSH+JUei5ETViTTRUiJSBv0czOipU3EWPRwCR8joNXGIq3C4d9QoeAh74QXtErP0mAo+rR9tmZ5go/aSECT7WkWYlox4k3ACrxZqUqHhRvEaYcxXiDGPgc0KFdcaEmys64iXXzYke/RoSRuuhVqNnDABajhmxgwcQh/jVOz06b4mSlciMqiT/n1CRz0H5RQxcRxUS9i0533n9PGb4ua7oI/vm3383unju6KP/5onoJwCNhnXKm0z6ifLyklEkom0+qH5lBz6PA7N5PeRi++GPn4eLgbBNPNxg1Cb0AdSyfflPgaRNMxYy4ONRfdEczu8uiVLRUiZSCFIDaI6UBpaxlOXLYPoSXnnHZyKf+MNlMn+hQtRnvglvPkmnhziZs7EqX1jxxpCGDUKdtQ+2gMaG+oFltChQw1tZtIkmHj80CLVBKjUuFSfVOiVlmzxn2VsLVrjbPmThhEiTUJaTnMLlBIQx3BjjUdPmYKnHWQhZurUxPnzkxcvTlywIHPlyrhZs/DIhEov/vZbw5BbYCDE3JE9eyDdCrdvLwsKgqQ7bhzilUFWbfTxVE4O7PhB1UG6nSk3vrR4li8tEseEAssxaWxsXLRokZOTk7Ozs6enJw7bFg7ax1W3b+ONO8iooszuzlfpFaNSEYEVaOzIcd8Pf/FFQ1fk5YWbdeZnn0GLHPz0U3RRyUuWwD1hzhzcu5Pc3XG/hiXnq68S5s0r2b0bz+Xle/fi+bt6//5SP7/KmBiZ5KpKSMBNvCI8HM/o5SEhBrN5hkumt2RmCo4Zn30Gz7kbN+LZHe4VkZG4ECEgHMP8S1wcegWcwlXoAwwRJSfjLOy1WVl4rJe+AZ0B+gaYcLl09iySgb4BdpltlFnI06WGrbHluV/6DPiBpaGuDj9cC1OGAGGvio+XKUuZo5ToZEJQ5oBgIkB0VyfS09FFwU9NSgpMxCjDhzDPGAcRT+XlISMI4XhamoxDIHCk1tC9FRbCRDJkjhVnESYOZUYVPpESBNjUPMcKU+bj8MMhTPEgGZc8wpSZKVkwhF/tycMNDXVlJaFnzpRl7l91rCIqNXppdoZ3QuTchMg5IcFD/Xz77t07yrgYfJRxxdJgXyvbf8suA/JKnbZLeMAPT/r/4LYv4JXAPU/vj1gY8sOzGQkro36YlJu4IXHX/LzIjalfLz34r4+zN69L/Xx5wbZtKe8sQZ2i/SDvaE4yB5ezfj3qHU3iwHvvQfse8fVFjaOgMlevRtNCCR83ljPaGCwo27rCQtjPHT9uGJetq5OiQO3IzHVLbKgEKTGZ0ZZwUMjiiKtgShXAEaaUNuoLRQ07flJ9qBrD3HFGBszaw4eRNiQ72dMz7YMPYl9/HXpu/4IFIUOHpq1YAfGHPOKvGjN9ukh806cIEeXywHBl7NPiGKpRXwZYHHIzeUa6Mh589U3gipIzyla5CZg9CUh6xDHGKMqTFi6Ez8SFC5GFmClTEt56C9WX9uGHUHIF33yDmwDqC7cOmUcu/v57/J1RuTI7j/aP+sK/Uv5ZUkEceCNdAQosx8Tb27t3796FRmDx8fFpWzhoH7ijoX8q3LEDFmgddEiQI+j4T+Xm4r4GU/QB+g/c9I/t24dn2erUVHjAwysc0aOgh+Bdzy6QtdXnzlXiV1eXD+lXXZ0k+zMZv6G7NSnJPStr7b5944xvuhm+uSsru0NDRxhfhRtqbUm4v/8TRuU0QDPlW79+fi5BQQMRTnKyZ0TEmIKCb4xvzMWVlQWePl1aVRWPZMjLfZ1dNnaG/NegCEXV4T8IExIcMk5bxXWmrExm+WGHjsRPHjkMzyERERA0hdu24XEo3SjaoidODBs5EgIo4pVXoN5iZ82SIS4ZmdMepcxGwmSoTB7JbExSXxnvtDSYfWVEViaXZWTObKzReK2MMkZOmIBYYEKuQXTuGzsWZvLixXDJXb8eT27IKe5jKAF51sINCppVhtZEQDcZn4uaOK5G9IACyzFxcXEJCAgQOyyurq5tC0ed9qECECtQTlAt5eXhx45F5eT4HDniB80EWRMXNyszc3Vw8JB9+8ZC9Bh/fTW11LzxkoVdBmTTJvEgYkteqQsMHBASMhySC4IsJcWrpGTPwYOfVFcn5udvPnUqF2lASurri2BCPMl3hUnXR3QbRFtTswSRIbf6oiI8RME8XVoKmSKvj0Cxna2ogGirzc6GoDkWHZ27caOs3IcFz2yGdya2bImbNStn/XpZQCZzrOGjR4e/8AKUXNDAgTJ/HfXaa77NU9UyKubr4iLa68qqRBlyM6o6G0JNhvHMllHKKZGJElH0tGmGIcAZMxB73OzZMVOmyCo3yM2CrVvlRQ3TsU88aspqNsPgcW4uHE/l5RmeQgsLYYc7ZJxoXBnVNh08lsIkDok6Hagq+RR69OhRXV0t9qqqKicnp7aFo077sGugVAxTdbVZp07lQLsUF++GhIKgKSraDeWUnb0uPHx0QsJbphNzop/kk3MB1l+mCw42qKWoqPEwY2KmQ3hBgUVEjImJmXLw4F9SU5cfOeILZYZIc3M31teXVFbGnD9fc+ZMOdIjn3np7LIhdow21d7UPPkur9rI1Dx+p3JyZDa8av9+KJ5Sf//4OXOyvb0h2g4sXx43c2bs9OmxM2eGDB0qb8xAwMEMk2WCZhOgJosX/W28zyHzrSZTqOar94yOQUYVKEN3WkQyhieO4cYVjZBucIx7442wUaMS5syJmjgRLhBwsTNm5G7YYBhy8/eH7jwWE5O/eXN1UhLkWkVkJApBpuylZGRymXRB1OlAVcmn0K1bt4aGBrHD0r17dxueb7LJDUkv+T+0T/bCIiM9UEsQTzLyVFkZCylTUvJ9UpJ7To5PWNiohIR52o5NZttXyviTqCjzbQiM+zxBLRn3anod/uPjZ8fETD1w4F2Ej19VVRyEmnz2DimRrcA51ETsFxEiIk1kjO1oSAj0imwUUvCvf0HZlOzZk+zpWbhzJyTOoVWrIsaMiZ01C6InatKk6EmTggYOFIkW+eqrvs0vJlt8T+XKC7zGGVKLr99eeYH36pear/rJiz4mQ25mEcn0a8zUqTD3z5uHAJPefhvpTFq0KP3DD9Pefz9n/frU5curExMhQOvy8pBN2dJFNqnBPxv6VWZFKdE6CHU6UFXyKXAEq4sD2dRkqJr4s2fLoWNKS/3T01fEx8+BWjJ+svcNX8O+3mN8W3yyt3nk6QlNJJmtFhcPshwqJmYaTIQZGjoiOfkdyCbEBcFUURGJBMDSZFRyTVROhLQCbWVbk1GoXayvN6xDzcmBiMEhTMPkYG5uqZ8fpExZYCBMuJw8dKhg69ayoCCYhi3idu+WwTZooOJvvzUouTVrwkaN2v/WW1ETJ+IXOX588JAhMA1KzmiGGacvLb5zcGWjEOuL2K68UCyCT3Z+MWo72csGZvhLL8FMXbYsfPRoJC9xwQJoTShOpF9e9Gmoq0MeocZqUlJQAlxK23rU6UBVyafANVg3Em0JdmPjpdraLEgW4/dMMktL/Sor49LS3k9J8Tp06K8QOqmpy4OCBspsXXj4i5pUarEk3M1oWvi+iqwNj4h4xaic3oKQysj4JDNz9ZEjPxqFmp+scEKS6uoMKzyonAixO0TEyMCSvOFbGRMjbzRD9ED6FG7fXrRrFyRa0XffJcybl/vVV1GTJqWtWGGYDH3ttaCBAwMHDoRKg3KSGckQ424gsjmL5S36THd0u9qDDLNJCDHGnTtSvLziZs1KN25kiHiTFy/GoewwXBERAfea1FTtzWV5yUnyotqCM3U6UFXyKaxbt87aW4TXVeXqtI9rcuZMOX75+ZurqxMhaIqLv0tMXJCcvCQ8/IXg4CEQTzCjoycbX6kbbu1luuaV4/+nnLSVT2FhzyOEAwfei4yckJe3ST7Zi+iOH0+FbIJmQryVlTFnz5bD3tQ88kQIIWbIJiDaC6Slfn71xcWGrWXz8gq2bj0WHZ3j4wOJlrtxY8Znn+Vt2pS4YMHBTz6B/EpydzeMaRlfJjBfWya7EsrrnJY25riyG4jsTShbJcs+IC4ushdg5PjxiOLgp5/GTJ168LPPoP8gxZI9PSHL8jdvRnog0ZCkI8avYpw4eNCwT4pxFxvjOoUUeZFCZjbl/QBZlievWXRyiVtBnQ5UlXwKjY2N7u7uTkY8PDxM98GiwJJFTjAvXjwrIz3nzlXi9lNfX1BUtOv48QOHD39ZWLjDOPK0JD7+zZCQoZGRr0ID7d37nPbGnMWfKKfm1+iebl4n/gyUU3j4i/7+bqmpy8LDR+fmboR+OnLEt6BgK9TSiRMZMtrEzQgIIZ2LbKlzIiPjbHl5WWBgyQ8/lAUFHf7yy2ORkTCLdu+OnDAh/eOPDd/beO21qIkTY19/Pfyll6CW5MsTsnhfdhv2t7Qxh5/JRy8s7twhjrJn9ZUd1Jo3SfZ3ddXG5GST5H3GxXCwG94SmDs36e23kz08kpcsgYbLMO62WLhtm2FjjogIyDhtx0HkEdINsgxyrakjt+RwyA7UIqrkU1+6fvswfU+toaEOh2fOlEMw1dZmVVRElpdHQCfl5HwFWZOR8SnM5GQPCCbInZCQZ40f931GW7EEGWSysMnCyFNw8GATz4Ph3/gdX6+EhHkHDrwbETGmsHBnRsZnx4+nlpeHnz1bjgQgGUiSKCf5ji8hhNg7ZpN9OIRqOZ6W1mSc04RwkY058jdvLvX1hTKDyklfsQK6J3nRIoikA8YlX8leXtrnIvya99248uEy41ehrrmDWqD1EbWr3hK4+msNItTkmxyxM2bATFq0yLBD77vvxs2alfb++yleXvjJWwJHfvwRLvLZ1vLQUPmA7NGQEMg1yNCKyEhtM2pZnGc6nNb1O1C9UCWf7acLvkUIzSTKCRJKXqarrk4qLNyenr4iMLBfSspi48Kmef7+biEhw0y3cbr6ZTqr2zjhcqNmGmqyDeZTIqH2758nc3bJyZ4nTqQjaqShri5fRr+4DQEhhFwXpuJMvnJRX1R0prwcAgWSRQ4h0Qq3b6/NzjbsT5GcXLRr19G9e7O9vSHUSr7/PnP16rLAQKgf0T0F33wDeRQ/Z07I0KGhI0ZEvfYaLPvnzQvs10/2wg178UVNbFkUarY+tGryIVqLn9USkSebtMW98QYCTJg7V3ZQ6yId6A1AlXzqS8e1jwsXTkKgVFREnjlTAalUVRWXk+OTn78pPf1D46aXq2JipqalfQjNFB8/x7iwaZhRMLlaf5nu8Zb6SUabZIFUaurS0NAR+/cvRIDJyR7p6R9BMxUV7cjI+OzEiYySkh9Ony4rKwuEjKuvL4KK4gbihBBiR2gvOZoOI8k3lOQzBqV+fuURERBtkGj5xj1j87/+OnbGjMN/+xskWpK7u2Fv21deCXn22eAhQ2AaBrqef963+TuzV4Ta1a9zygCbOJqdosAitmh9+7h48axMzEEt1dQkHz78ZWVlrHGvy10QTMnJS2JipkRGToiJmQGtExv7urYJk4wYtfgy3eNm2zj5+V2ln+RlOiinqKhJWVlfRESMychYlZTkjnjz8zcbl6InQTNdunRWljcRQgghtpHRNe2Lq9r3WJua19TLZ8tlfrAqPr4sMLA6KSl348ajwcHQZ/n//GfUpEkHP/oofPTo2FmzKLCILbT20dBQJ+M6lZUxp07lGvcF8E1MXCBDTXFxs6GT/PxcRPfIppfN31dxsbQNgUsLb64ytRce/qIoMOiq9PQV0GTZ2f9ITV1eULAtK2tNQcHW6urE8vLw06dLkRLO0BFCCOmaUGARW6B9xMZOj4ycGBRkur57iDaGZPE1utDQ54z7DrxgfPNuFPxHRIyJjp68b9+41NSlUVGTcnJ8EhLmlZfvzc3dWFt7uKoqXjZBkO03ZWKO03OEEELsFwosYgu0j5b6KSRkuOyT6e/vFh7+EsRTZOSEnBzvjIzP6uryKioiL16s1/a65EomQgghCkKBRcwxe4swKmrivn3jCgq2ZmWtkW/6nj5deuJEBmQTdwknhBBCLEKBRWyhTvsghBBCdESdDlSVfOqLOu2DEEII0RF1OlBV8qkv6rQPQgghREfU6UBVyae+qNM+CCGEEB1RpwNVJZ/6ok77IIQQQnREnQ5UlXy2ny74LUJCCCHEvlCnA1Uln/qiTvsghBBCdESdDlSVfOqLOu2DEEII0RF1OlBV8qkv6rQPQgghREfU6UBVyae+qNM+CCGEEB1RpwNVJZ/6ok77IIQQQnREnQ5UlXzqizrtgxBCCNERdTpQVfLZfrhNAyGEENJO1OlAVcmnvqjTPgghhBAdUacDdcx8WhttamxsXLRokZOTk7Ozs6enJw7bHL5OKSWEEEIUQp0O1DHzaa3+vL29e/fuXWgEFh8fH33DJ4QQQogN1OlAHTOf1urPxcUlICBA7LC4urrqGz4hhBBCbKBOB+qY+UT99ezZ84477nj44YfXrFlz6dIlce/Ro0d1dbXYq6qqnJyc2hy+PgklhBBCVEKdDtSR83n+/PmkpCRXV9f58+eLS7du3RoaGsQOS/fu3W1cfpNNOjz1hBBCiMOhTgfqIPm0oXtKSkq0kSqOYBFCCCGdiDodqOPns7S0tFevXmLnGixCCCGkE1GnA3XMfI4dOzYjI+PChQtZWVmDBg2aO3euuK9bt87aW4TXVeXqtA9CCCFER9TpQB0znzt37nz00UdvvfXWBx54wMvL69y5c+Le2Njo7u7uZMTDw8N0HywKLEIIIaSjUacDVSWf+qJO+yCEEEJ0RJ0OVJV8th++RUgIIYS0E3U6UFXyqS/qtA9CCCFER9TpQFXJp76o0z4IIYQQHVGnA1Uln/qiTvsghBBCdESdDlSVfOqLOu2DEEII0RF1OlBV8qkv6rQPQgghREfU6UBVyWf74VuEhBBCSDtRpwNVJZ/6ok77IIQQQnREnQ5UlXzqizrtgxBCCNERdTpQVfKpL+q0D0IIIURH1OlAVcmnvqjTPgghhBAdUacDVSWf+qJO+yCEEEJ0RJ0OVJV8th++RUgIIYS0E3U6UFXyqS/qtA9CCCFER9TpQFXJp76o0z4IIYQQHVGnA1Uln/qiTvsghBBCdESdDlSVfOqLOu2DEEII0RF1OlBV8qkv6rQPQgghREfU6UBVyWf74VuEhBBCSDtRpwNVJZ/6ok77IIQQQnREnQ7U7vNpcUipsbFx0aJFTk5Ozs7Onp6eOLTt3oZI25tuQgghRD3U6UAdJJ9mFebt7d27d+9CI7D4+PjYdm9ndIQQQghpDep0oA6ST7MKc3FxCQgIEDssrq6utt3bGR0hhBBCWoM6HaiD5NOswnr06FFdXS32qqoqJycn2+7tjI4QQgghrUGdDtRB8mlWYd26dWtoaBA7LN27d7ftbi1MG3RAJgghhBAHR50O1M7yaU3f3PgRLEIIIYS0gbb1vHaHg+Tzphu7BktHOrqp3YCmzCi6QviMoouEzyi6SPiMoouEf2Oi6Jo4SLbN6m/dunUW3xa05t4yhBsG/zyKROEAWXCMKBwgC44RhQNkwTGicIAsdFnsPtsWBx4bGxvd3d2djHh4eJjug2XRvYkCi1GwItSIwgGy4BhROEAWHCMKB8hCl0XRbHcd+OdRJAoHyIJjROEAWXCMKBwgC44RhQNkocuiaLbVQdmW3dVgRXQRWBFdBFZEF4EV0XGwZB0c/nm6CKyILgIroovAiugisCI6Dpasg8M/TxeBFdFFYEV0EVgRXQRWRMfBknVw+OfpIrAiugisiC4CK6KLwIroOFiyDg7/PF0EVkQXgRXRRWBFdBFYER0HS5YQQgghRGcosAghhBBCdIYCixBCCCFEZyiwCCGEEEJ0hgKLEEIIIURnKLAIIYQQQnSGAosQQgghRGcosOyJxsbGRYsWOTk5OTs7e3p64tD0bHV19W9+8xtrm5pYu9Z2mMQi1grtpqu5rmtZEW3ARqGlpaUNGTLkpz/96d13371hw4bWX8uKaAOt/Ef06NGj9deyItqAtUIrKCgYMWKEkxFYcNj6a1kRbYYCy57w9vbu3bt3oRFYfHx8TM/Onj37o48+stavW7vWdpjEItYKrTVb9rEidMRaoeXk5OBhY+vWrSdOnCgpKRk3blzrr2VFtIHWFNrq1avffvvt1l/LimgD1grNxcXFy8vrpJHFixfjsPXXsiLaDAWWPYF/RUBAgNhhcXV11U5lZWU98MAD586dM+vjtUNr19oIk1jDWqHZEFisiI7AWqFBUX3xxRcWL2FFdATXLLQLFy7cf//9ZWVlmgsroiOwVmh33HFHXV2d2E+dOoVD7RJWRMdBgWVP9OjRo7q6WuxVVVVOTk7aqWHDhn3zzTdNLfp47dDatTbCJNawVmgo7Z49e+Lm9fDDD69Zs+bSpUvaJayIjsBaofXq1Wvp0qV33XXXnXfeOXHiRDy1a5ewIjqCaxaaj4/PlClTTF1YER2BtUJ76aWXli1bVltbi//CO++8g0PtElZEx0GBZU9069atoaFB7LB0795d7CEhIX369JGpcWuDKNauteZObGC70M6fP5+UlITnvPnz57f+WlZEG7BWaLBMmDCh0sjYsWMnT57c+mtZEW3AdqFdvnz5v/7rv7Kysq7rWlZEG7BWaGVlZb/97W9lJRwsR48ebf21rIg2Q4FlT1h7knjkkUeio6PFbk1g8elER1pTaCUlJRbdWRE6YqMwcSh2aKyePXte17WsiOvFdqFt3779ueeeu95rWRFtwFqhDRo0aPHixdoaLBy2/lpWRJuhwLInbCz9ueb7a5xf15HWFFppaWmvXr1afy0rog1YKzQ3NzfoKrEfO3bMosBiReiI7UL74x//GBMTc73XsiLagLVCu/32262twbrmtayINkOBZU+sW7fumm9zWFuDZe3a1oRJzLBWaGPHjs3IyLhw4UJWVhaeEefOnatdworoCKwV2oYNG8aPH69NEZqu/mFFdAQ2Cs3f3/+JJ55oeQkroiOwVmgQSe+8846MYC1ZssRUJLEiOg4KLHuisbHR3d1d9jLx8PCwuB+JNYFl7drWhEnMsFZoO3fufPTRR2+99dYHHnjAy8vr3Llz2iWsiI7ARqEtW7asZ8+ezs7Or732msVF7qwIHbFRaG5ubnv27Gl5CSuiI7BWaLm5uc8+++z/MzJ06ND8/HztElZEx0GBRQghhBCiMxRYhBBCCCE6Q4FFCCGEEKIzFFiEEEIIITpDgWVPBAYGDhgw4LbbbrvrrrumTZtWU1Mj7tf7kU5r4bTE4r4PrbzcWuwnT56cOHHinXfe2bNnz+XLl7evSAghhJCuCAWWPTF48OCAgID6+vrKysqZM2cOHz5c3K/3I53WwrGGmcBq5eXWYp88efLYsWOPGRkzZszGjRvbXCCEEEJI14QCy16pq6v76U9/Kvb2bBBnGo41bHzD2Mbl1mL/+c9/broJpJubm+3YCSGEELuDAste2bNnT//+/cXenk8cmIZjDRsCy8bl1mKHwDL9jAk/vEAIIcTxoMCyS1JTU++///6cnBw5bPNHOs3CsYY1gWX7cmuxv/baa9ou26+++uott9xiO3ZCCCHE7qDAsj8iIiLuvffe/fv3ay5tG8FqGY61TxlaFFjXvNxa7MePH4eucnZ27tWr14oVK371q19dX/4JIYSQLg8Flp2xffv2u+++Ozk52dSxDWuwLIZjjZYCqzWXt2YF2Jdffgmx1Zo0EEIIIXYEBZY9sWrVqnvvvffw4cNm7tf7kU5r4VjDTGC18nJrsY8fP760tPTkyZPbtm37zW9+k52d3cpkEEIIIfYCBZY9cVML6uvrm67/I53WwrlmjNd1ubXYN2zYcPfdd99xxx2DBw9OTU3Vt4gIIYSQrgAFFiGEEEKIzlBgEUIIIYToDAUWIYQQQojOUGARQgghhOgMBRYhhBBCiM5QYBFCCCGE6AwFFiGEEEKIzlBgEUIIIYToDAUWIYQQQojOUGARQgghhOgMBRYhhBBCiM5QYBFCCCGE6AwFFiGEEEKIzlBgEUIIIYToDAUWIYQQQojOUGARQgghhOgMBRYhhBBCiM5QYBFCCCGE6AwFFiGEEEKIzlBgEUIIIYToDAUWIYQQQojOUGARQgghhOgMBRYhhBBCiM5QYBFCCCGE6AwFFiGEEEKIzlBgEUIIIYTozP8HIOXVShmatA4AAAAASUVORK5CYII=)
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