Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit271-04-20020330_224000_20020331_032500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/30 |
Start Time | | 2002/03/30 22:40 |
End Time | | 2002/03/31 03:23 |
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 | | -11.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.54 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit271-04-20020330_224000_20020331_032500-constBx0 |
Minimum Dst Value | | -11 |
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-10 for time period of this run.
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uLMf2XrLrzMt3ncHmA+SEEEIIqZWGWXuXwU3SmZiY+PDDD6v3jbRo0aK8vFyOcaDe1m7vvE1YPwghhBBjMY8BdYd0RkREPPDAA/v371dnbsIIVgPiSwghhJgU8xhQl0/n+vXr77vvvvj4eP3Jxl6DZZ76QQghhBiIeQyoa6dz8eLFDzzwwOHDh63Or1ixwubTgvbOV9axyM1TPwghhLgoBw4cePPNN1u3bt3IS6qq8PDw+NOf/rR8+XLHsTKPAXXtdNYs4LKyskptvysfHx8PDT8/P/0+WDbPV1JgEUIIcS9+97vfffzxx2fPnr05wSGgTZs2/fGPf9yxY4cDZ+YxoGZJp7GYp34QQghxUWCqfvrpp5scaGZm5kMPPeTAgXkMqFnS2XCshsqaOjqEEEKII5rKVDkO1zwG1CzpNBbz1A9CCCEuCgVW02KWdBqLeeoHIYQQF4UCq2kxSzqNxTz1gxBCiItCgdW0mCWdxmKe+kEIIcRFabipUsuOb7311jZt2nh7e+fl5TUwXPMYULOk01jMUz8IIYS4KIYILDm4fv36yZMnp02b1rFjxwaGax4DapZ0Nhw+RUgIIcSFcGCqShISzqWl1dWHc+fO3XnnnTgYN27cqlWr1PmvvvoKZ5wJt9Zf3QmzpNNYzFM/CCGEuCj2TFV+eHhQu3b41Kqx9CNYBQUFfn5+nTp1wterV68+99xz3333XaX2wjocl5eX1xquM7+6E2ZJp7GYp34QQghxUeyZqrzgYBFYxbGxtfqgx9PTMzU1VX46derUww8/7O/vj/84diZcZ351J8ySTmMxT/0ghBDiotgzVRXXrkFj5YeH18mHoqKigICArl27qjNz5syBg48//tjJcJ351Z0wSzqNxTz1gxBCiIti4CJ3obS0VNZggaSkpPvvv3/jxo2/+c1vMjMznQ/XPAbULOk0FvPUD0IIIS6KsQKrpKRk9uzZ7du3x/GFCxeeeOKJyMhIHP/4449PPfXUpUuXnAzXPAbULOlsOHyKkBBCiAth4D5Y4O677+7fv39WVhbOjxgx4osvvlDOlixZMmrUKCfDNY8BNUs6jcU89YMQQoiLwp3cmxazpNNYzFM/CCGEuCgUWE2LWdJpLOapH4QQQlwUCqymxSzpNBbz1A9CCCEuCgVW02KWdBqLeeoHIYQQF4UCq2kxSzobDp8iJIQQ4kJQYDUtZkmnsZinfhBCCHFRKLCaFpdPp80hJXujTRUVFb6+vh4eHp6env7+/vha70AbFGlCCCGkkaHAalrcJJ01BZZNZ4GBgW3bts3RwMHKlSsNCY4QQghpbhi40eitt97apk0bb2/vvLy8BoZrHgPqJul0UmB16NAhJCREjnHg5eVlSHCEEEJIc8PAV+Vcv3795MmT06ZN69ixYwPDNY8BdZN01hRYrVu3vuuuux5//PGlS5deu3ZNzrdq1aq4uFiOi4qKPDw8DAmOEEIIaW44MFUlJQnnzqXV1Ydz587Jy56fffbZdevWqfPHjh2799578Wut4db6qzvhJum0WWBXrlyJi4vz8vKaMmWKnGnRokV5ebkc46Bly5aO/XSA4UkghBBCDMSeqcrPDw8KaodPrRpLP4JVUFDg5+fXqVMnfN26devvf/97nJRf33jjjYULF9YarjO/uhNukk4HBQZlrUaqOIJFCCHEJNgzVXl5wSKwiotja/VBj6enZ2pqqvz0//7f//v2229xkJGRcf/991+8eLHWcJ351Z1wk3Q6KLC8vLw2bdrIMddgEUIIMQn2TFVFxTVorPz88Dr5UFRUFBAQ0LVrV/m6adOmxx577Nq1a0OHDl22bJkz4TrzqzvhJum0KjBvb++UlJSrV6+mpaV179590qRJcn7FihX2niKsU5Gbp34QQghxUQxc5C6UlpbKGqxKbdujJ554wsfH56GHHoK1dT5c8xhQl0+nzaVR33///ZNPPnn77bc/8sgjUNyXL1+W86gQqA0eGn5+fvp9sCiwCCGEuBPGCqySkpLZs2e3b99enVm/fj0cfPnll3UK1zwG1CzpNBbz1A9CCCEuioH7YIG77767f//+WVlZ6tcNGzY8+uijP/30U53CNY8BNUs6Gw6fIiSEEOJCNLapeuGFF/7xj3/UNVzzGFCzpNNYzFM/CCGEuCiNZ6quX7/++eefP/HEE2qnBufDNY8BNUs6jcU89YMQQoiL0nimCj4/9NBDcXFx9QjXPAbULOk0FvPUD0IIIS5KU5kqCizBLOk0FvPUD0IIIS4KBVbTYpZ0Got56gchhBAXhQKraTFLOo3FPPWDEEKIi0KB1bSYJZ0Nh9s0EEIIcSEosJoWs6TTWMxTPwghhLgoBm40euutt7Zp08bb2zsvL6+B4ZrHgJolncZinvpBCCHERTHwVTnXr18/efLktGnTOnbs2MBwzWNAzZJOYzFP/SCEEOKiODBVCSUJaefS6urDuXPn1MueHSybocASzJJOYzFP/SCEEOKi2DNV4fnh7YLa4VOrxtKPYBUUFPj5+XXq1MnKzRdffNGvXz9nwnXmV3fCLOk0FvPUD0IIIS6KPVMVnBcsAiu2OLZWH/R4enqmpqbqHWzfvv2pp54qLS11JlxnfnUnzJLOhsOnCAkhhLgQ9kzVtYpr0Fjh+eF18qGoqCggIKBr167qzKFDhx599NHc3Fwnw3XmV3fCLOk0FvPUD0IIIS6KgYvchdLSUrUGq7Cw8LHHHouOjq5ruOYxoGZJp7GYp34QQghxUYwVWCUlJbNnz27fvr18xcHXX39dj3DNY0DNkk5jMU/9IIQQ4qIYuA8WuPvuu/v375+VlVXzJz5FaBOzpNNYzFM/CCGEuCjcyb1pMUs6jcU89YMQQoiLQoHVtJglnQ2HTxESQghxISiwmhazpNNYzFM/CCGEuCgUWE2Ly6fT5pBSRUWFr6+vh4eHp6env78/vjo+X49AGxpvQgghpDFpElNVXFz8n//5nw4cmMeAukk6rQosMDCwbdu2ORo4WLlypePzDQyOEEIIaW5A6Bw+fPgmBzplypSXX37ZgQPzGFA3SadVgXXo0CEkJESOceDl5eX4fAODI4QQQpobr7/++vDhw8vKym5OcGfPnn333Xdbt26dkpLiwJl5DKibpNOqwFq1alVcXCzHRUVFHh4ejs83MDhCCCGkuQF717lz51tuFrfddlvHjh0PHDjgOFbmMaBukk6rAmvRokV5ebkc46Bly5aOz9vz0wGNkAhCCCHEzTGPAXWTdN7CESxCCCGk2WMeA+om6byFa7AIIYSQZo95DKibpNOqwFasWGHzaUF752v6UKfgCCGEEOIM5jGgLp9Om0ujKioqfHx8PDT8/Pz0+2DZPF9JgUUIIYQ0PuYxoGZJp7GYp34QQgghBmIeA2qWdDYcPkVICCGENBDzGFCzpNNYzFM/CCGEEAMxjwE1SzqNxTz1gxBCCDEQ8xhQs6TTWMxTPwghhBADMY8BNUs6jcU89YMQQggxEPMYULOk01jMUz8IIYQQAzGPATVLOhsOnyIkhBBCGoh5DKhZ0mksqB8bczduOLrh6vWrTR0XQgghxGWgwCKOQP1oF9QOn+C84KaOCyGEEOIyUGARRyiBFXgkEJ+zV882dojXKq5d+ulSY4dCCCGENCoUWMQRqB9Hy47GFMWIzPKN952XNC/9fHojBQdpNSh8UKfQTrHFsY0UhBVIy+Zjm0vLS29OcIQQQkwCBRZxhNQP6A+IHgisZ0Oexf8xe8YYHtC1imvRhdHfZn8rSm5RyqKwk2GNvfAL6eq4pSOCmx43fX7y/JQzKY0aHCGEEPNAgUWssfkUYcmVEugPSCtRP0fLjkISGRVi3oU8yCmRVj5xPvg8v+15HC88uNCoIGqy4eiG5WnLRTg+F/Ic/g/dNbRSk3qRBZGNN0pHCCHEDFBgEUdY1Q+Ij6zSLOgeyJGxe8cG5wWnnUs7e/VsQ1ZNbT62Gb51Ce0iAksmB7tt7SYDSwgCwg4hhueHl5aXGjWmhVAkuM8OfxZ6InRSzCQc+8X5rcpY9XHqxzjuENzhyPkjkJWGBEcIIcRsUGARR9isH6OjR6vpQq8tXvh0Cu10rOyYk3JERNLRsqP5F/MDjwT6x/uL1tlwdENMUYy4ST+fjq8jdo/A+e5bu4viQUA9t/Vs+EJ7iMLE4kR4CG8jCyIrNeGIEH3ifFS6JER8IO/srdAqvFzIxVuEEEJsQoFFHGGzfkBzzE2cG5AQABXyTPAzIkc6hXSCHIkujHbgG6TVmD1joMa8d3njkv47+ot+Wnhw4cbcjTXdi5LrFdZLySw1xOU8VoIsPD9c/EkoScgqzdL/JCNz/bb3+yH3hxVHVoizPmF9Om7pWDNdiAbSi58gE+sUH0IIIWaAAos4wkH9gFoKPRGaeDoRukTEFj4r01fadFxypWTAzgE9t/UUZ15bvPC/x7Ye+D8kYoi9IHDVhqMboGCghAouFcxLmrcoddGo6FFDdw3Nu5DnOObzk+dDzL0R/QaCWJ62fE3WmqNlRyu1pVdKYFldIgvtRZAhdUgLPFGL7q0cK38ca0pCCCHmhAKrMYN0/cx1PgkiR77N/hZiS1aIiwITJaTGjcbtHQfdsy57HZwln06OKYqp0yxbZEGk+DMtdhp8+Crjq9HRo/966K+9w3ovSV2CcKHJ4GZdzjpx1j64Pf533doV/weFD6rUdoJYm71287HNTob46eFPfeJ8Pkr5CEJwQfICBASdNzxy+OzE2UvTliLVBi72J80QvsOAEFI/3EADOAkFlrM05F2EsrAJigRaR2bcOod27hXWa0TkCN8436mxUxu4bBxqDPpscPhg/UiYPAPYPsiipWTbBXxeCn+p57aeyw4tQ6Bv7LaMY72661VoI+elVc10SUByjI8Miel3Ro0tjvWP91djY7TNrguKFeULAY0aBSXd1NEhLgbamaG7htpc+UDcDFgle1v8uKgGqAcUWPWhrkkYHjncImUiX1VLrNSacbWAveHA+A0KHwShM27vOPyfmTBzwM4BMhuoPghOjS1BAEUWRPrF+Yk8KrxcWNcQF6Usglx7P+l9BPTegfdwDBFZqd1a/bb36xTaKel0Er7iWA2V4Uy3rd2GRAwRmRWcFwxP+FhiE4L6gLJATZB3EihZjGMIqfD8cPk6P3k+6hUKzrLyb5tl5V+30G44Aze4RInmgISA3mG9t+Rt2XB0A4uV6EE9QUOBmoMa0tRxIY0LWhVp9tGqwBzAuKzKWBV2Mgwthm+crxtoACdpGoFlj0YKQp2vqKjw9fX18PDw9PT09/fH13r7X9dLUMOgMFDhBu4ciA5cREHEmD1j/OP9jZ1Kg2+ik/Rm8tPDn0LHQFrZFHPrc9YjVmj4DIyJ2uNeFp/JWrS397yNUEZEjZCfPjn0yWeHP7O3lqupSD+fjrwqulQEYeH8Lhtp59Ka9sHJ/Iv5m49tdrAzCLROdGF0YollaSA0LnqWOaU5U2Onzj0wF9au69auMmv8cvjLkNpSaqg2Ujpj94x9M/pN9Qwp/g+LHDYyaqQqSq8tXvAEQeRdyJMzsr0IGtOaMYHwoqQ2IdLrmx47Hf0re2tSzQxuXnRypKOCVgjWofm0is4jfS0IqZUZK2Xa5KXwl6R3bXn2a0vVs18UWI0ZZONnrr0gAgMD27Ztm6OBg5Ur63mf1y8JCSUJ85Lm1VxF3uTALho7bQetBkPuE+fjG+uLfgwaDgQxMWai3F1oO2SHLZkqla0ooFGOlh2FUZdBryZBbWEvjx1AfzhzFXpmluGcrd0gO5BGx7IMObM2ey0++gyH2oDmrvUBBfgceiI0tjgWtmp+8ny4l9lYIAMDIo8gZ0XtQWqLjkFYEEBq1Z38V1usyUfmeWVyeUj4EKQ9IPGG52FRjkjjiiMr1FuhEBlk18AdA8XBjIQZiNWsxFloTGWY9p1978jjEajz2WXZ6E5M3FdVB1DQzuQtcRtEmuMGsedg8r7JuO8MHNF3LWRsGPdIpTZaLLeJ1QPdzRy04Z1CO3UL7SaR/yD5A9zmsjm2tDY9tvZAEXvv8qbAaswgm05gdejQISQkRI5x4OXlZaz/RA+se7vqbegrtRX9MPNoOyq1W1F+gvaCShgZNVImDvAfNyTuzM3HNsM232QxqgRWl62W5mDIriGQMhB/NV0i/muy1oh8geBQa93wiciPUOIJHqqRMJxEoj4/8rk4ey3qNagi3zhfqJZXIl5RU6iVWr7JhVBdB04fWJ+zfn/R/iWpS9D7108uy5jTskPLoGX77bCMxncN7SqSCKkYsGOA7Fj2wo4XEIRchWP877O9j2gpKC3E4d0D76JZzy3LhbQNzgtGkmW7EHiSfDo55UwK3CBukGs1VTiShtjOTZzrG+8rsYJ2rNS0HbyC2GpX/VSsEmqi5CDO4Az2A+lCMlEBlqYtRXGnnk1Fo4wUrcteh4yNKIjA+b9n/R1xcMUOPVGgGkNd2VuUg0ZAPe6DcrfpDD0K9C5w66FLU3CpAFJMVUiIeFdf2SkTaujbQKOge4N7FjeFNAWNERz6SLihJJ/R60PTpBYDCDiJrK51WgMOpCBQgqsyV+n7bGEnwyq1Zh/JiToVBWcoJvHQPAbUbQVW69at77rrrscff3zp0qXXrlXVklatWhUXF8txUVGRh4dHvf03JqLuDiwlbLPNPbpwQ6r+mexQL+NGamcv+dzkAS1ECcog43wG9NPo3aNlUuzb7G9VxxptBNomibAIR4gJiADoMPRBR+weIYJGWi4Rjq9HvT46evTk/ZP16ZLP00FPy2ImGUuHP5+nfy6bx6rZNzXOJ85wjIyS5lh93jvwHprI7fnbYcNgomoG9H7S+0iRRD7/Uj5EDPSrvcE2GZObvG+y8/mGTECqocn0phENq1JUUr7Q0JnnM2EpA48EIrsG7Rykl4w1c+a50OdU8vFJPJ0Ik4MqgRqFEFW9QquNcPW61tXNrTuBmikLcdQZ1D1UYOlroaSgqCDx5yTOGR45XIZXcePAuusLEcWtf6RGOgm4rSDKwwvCUfFQ/WQVBC7Ezdic9zqWB8mtWja0PLhDh+0aJm3OpWuXkBCkC3prWOQw3Dh1eiesjHPb7BwKsixYnv6ee2Cu3F9LDy3FvY9mAbknzcj0uOmIFXJVOkJyLe5fnEH8UaxT9k9pV72wGH3jGfEzoNtySnMcx9Y8BtSd03nlypW4uDgvL68pU6bImRYtWpSXl8sxDlq2bOngcgdrxcxTP24OaA5wW2aXZuPgX7n/UtNY7Wzty9VIoL1Au6/vsa3NXouWbnBE1bOZaFYgUOQtjSKwZiXOgvHQPxwAH8QxxBmaMGl3ZHj86eCnpelE05NblgtxNmDngAXJC6Azgo4HqfEeNRKmH++RGcA/7/8z2jgoJDTQiOf6nPXoMooq1T8ECuUKZbPi8Ao0f6uzVi84uABSqdb5RyvqYZ8QK6vda5EzaJ3jS+KRk5EFkYizyl4xlhJ55ADy0zvCu131rDHsSt/tfVXCYW5xMH7veP1ImBx8kPwB7PTU/RYl573LGy794v1QRvC5Hg9tEMNRY9X6dVfycgh8ZPsY/din2PWhu4biP+4gGSJFBR67d2w73fK+Hlt7qFZCVLj6SMXA3YQQUe3rt9qvUXeZkWWv7WzNACI3kHbJCtzs+nTpH9pFtqDFsLp8buJc9Ga35G3B5a/vfl0GofUiFeGimYU2wl0J5dSuerdqGQtXnxe2v4ALZThcclh1gQ6eOYi2S25eOSkOOoV0EgdO3nTmMaBNls6UlBRInzvvvLOxVcuxY8fUSBVHsFwCNIvowIXnhzfSbqXQAehB6lteZQZkWFuB5gmtlTRVcI8WTZx9nPox4iYmX16GrdyjRzhh3wRxNmnfJFz+ZfqXuByGH62ng0UVEhAsBxpB2Aa4hLjMv5hvmWTUurM2G32EWFfx1ByAKoIG+vH4jzLyJNpL5inwFVmNr0g7jqG5xUhAL9Yc6JJlszLEpfYikQ9sDCw0slEG6vSSEWfkcRBXzDrXAkUp5SKTwoKMYM2Mnwk5hc4AxDQqgyzsk31ARGZBKONaWTmAz+LUxZAIJy6cwOWHzx1GfRCVAHs/98Dcdw+8K868QiyDvjLLD60gNQHiY1XGKlSGjPMZAQkBuGeTzyTj/oLagHqD4EA0cN9B64/cPfKViFcQaOrZ1EZ6HYXajVmtobQJaiyi9EnaJzPiZ4yOHv1VxleIedSpKMRWHhtCt2R/0X7UYWTIt9nfVnXJNLk5MHwgsmV8zPgxe8YsPLgQFR7aSBxIcaA5QpPyTdY30o2JK47bU7hHbbWDz4SYCQhdclhmFXCXwXM1IC2dTN84308Pf4pYwTE0n5M5YB4D2mTpbN++/XvvvXfx4sXGDigvL69NmzZyzDVYLgcMMIyuUR1KtPKWDVGjLMPjaEbRti5PW462VZY34WOzjYCNR1OL5jjpdBJEABoUsdZiBmzuue8f7w+bIa90rHR66y/YmOY8tdG0IGdgU1GCqA/QwWjTIUlf3WXZ+mR24my077AxyHOoXhTxtNhpVd3xHS/IxiXttKcW0MX3i/ODjemzvY+Yk92ndsPuooBQuBH5EdBkIv5G7R5lMbdRIxv+lk+TIz2TmueVYoZpt7pBoDyWpC5RhQgFBhFQc3QEZ+CJ6obhAPdvblku7jt5xFXW/1mN0MhHRIOoBDUsqv/I8Orfs/4O35x/oNgZ0JqhDtdpyq+yetBXBpYk2h1DbuhRoMYilwbuHChVXfSZ/PRsyLO4UAb/JOEyP1t54xNOyE+UFJQoGka1LTZyVR4Q/mfuP8W3v6b+FUq36FIRGsb6tczmMaBNls477rjjwoULjeS5t7d3SkrK1atX09LSunfvPmnSJDm/YsUKe08R1qnIzVM/mha19NXBYgIBAshqgk8PzqPFge2UJU3SPFk9Rrc6czXMtj0f1MYT+qec5Ok/vnWxCUF52TTeMAzo9MuiftVrf3aLjcVe0iPvG9a3ne4F6noH6OXX9UWfRMDN4mCKHwqjd1jvobuG2pMvMtmN/kw9rDj8lH1J0NVZdHARylStOkA70G97Pxn1fHHni/j/ZvSbqCHocUGWTYiZ4BPn80b0G1INZMs3Bw8/1pV6b1AiCzpFP43cPRI9vaVpS/UVVUbf0R/AgWQp8h9t3YAdA8TBD7k/oLGSHVvqsUgRfkKx4dNwuWkeA9pk6XzwwQePHj3aSJ5///33Tz755O233/7II48EBARcvnxZzldUVPj4+Hho+Pn56ffBosBqhqgpueWHl6NB2XpiK7pW0vnDTa4meo6cOyIWdO6BueiZpZ1LUz6gGzcvaZ5a8yHPDKNhQg/sm8xvcNWwyGGWNmjnAMdDR+qlRnzHomuxJmsNrCNEEv4vO7QMFj0gIQBGd3Hq4rXZa5elLVNdfPwftHMQqsTMhJkQZ6hL+D9692gxtCvTV4aeCC0rL0s6naTsvUxu4ifUqOVpy+VVDcaOdrgu6pZpwo1XFFAVl65dQj8NH9EWEM0oNWg4GaGsefuj7zQ3ca4oMBntxrXBecH7i/cHHgmE7IsrjoObOhW3rL6CVKpfKtDWye7QElt5vxnkFNpDe+0S6iccLzy40BBhZBTmMaBNls7PPvts4MCBBQUFTRWBhmCe+tHkoAeMRk3GnGQppYw8QSp1Cu3UK6yX2D+ZBRCZBc20JHUJ1BjsqCx/lok8qKjUs6n6dQ9qA4Vao4F2Cg2ZgyEu4qJANsHQRp6KRJ1B3bAqXwgmqT9S92RND1TXmD1jPkz+ENVSlgmrDyQaKuTf0v6G/kBOaQ5EBjoJ8FbVOlQ22ZYWP8G0i3WXtdj6t0u5AbhZag76uhwoOIiYMdFj2lU/p6I+0uZM2jcJlcHJNMpztaghsmEBpDmEGqQ51L9MyZkE8xjQJkunyz2a50JRdT9EYL2y6xWxYTXncT459An6l2jp2un2eWpX/dhRz209uZyZ1A8oIVQt/R6tap1vu+rH1lAbX9z5IvS9LIvRz0Griuob5zt532QZEZFZG9mrTLa6RnWVPkNdl+Y0W2SlkXuM+K7PWa9KSgrLspdKsJcq3yHhQ9Cds9pKygpoa6goOJNnftUIn3zmJc27WalpesxjQM2STmMxT/1oJqAfGXoiVDZoyb9o2cbpx+M/+sT5fJTy0TdZ36zKWCWjULIiR/ZBHrhjIAzekIghZT+VcVck0kBQrzbmbowviV+SuuSLjC9QtcZEj5kaO3XhwYVnr56VhTWonLJT61t73lICy2qFtX6pstUqQPnMSLDsJMSFfc0NFC6al8iCyLRzaVLiaJTwdWbCTJSp7EsHfdw7rLfNN0AsTVuKOqN/gQEuxxlc2+cfXs/80G7Tjs9uYmqaGPMYULOk01jMUz9cFHn4X9rEpo4LcUMcz+Wh4m0+tvlYGf42x5XErc9Zjw+0Pgzw6szV0E+JxYlrs9dGnYpCJ+HrzK8DjwT+I+cfOD8tdpp6pQykGxzgp2b4ci2iB02NrDdX2//WfPBCfsJ//UkItZzMBFyx0atd0jyOYLkhZkmnsZinfhBCjKLWJVYw1WKJ5Rm3LiFdZMKRQ7DNH9nJZeiuoQEJAZP3TfaP999ftD/sZNjO/J1LUpd8m/3t6OjRVtvsCUcCA/dNnlya5UqvHQSpS5Zs79fvRGjolZI6PxdpHgNqlnQai3nqByHkZgItlVWaJW9Gfzn85XbaVl6WpxoT5zZ11IhTyI7BVpPCUF1Wzn66dCne3x/Sqh4Cpam4fhXVs0rrS/q29+mD//umTEmeP//Y5s1W7pHG8tLSgshIHODrmZQUaLI9Y8aYx4CaJZ3GYp76QQi5+ahX7SaUJCxIXiCm2rKlU3N62J7Y5GjZ0X7b+8nTDGonrcAjgWU3bkt0MixMNErO+vWOPay4dk0EStNyIS8vrHfvbT17xkyYsGvo0APvvrtzwIAdAwYgCVu8vCQtlwstm8FePXv2Yn7+3nHjtnTsGD5oEM7j+OiGDUnvvivOzGNAzZLOhsOnCAkhNx9orN5hvV+KqHqETXbwas47/kMajowaaarH4qyQpZ/yFgp5z1W8vz9KLyHg3+NYV0pKID629+tnJbxES+GkjBXhK5yFdupUHNtku91CWiHmcdOm6Z/HSFm0CD8hVrFTpybNn48z0FsXT5woy86GrlLOQrt0wf+t3btbjjt3jh41KmHmTPMYULOk01jMUz8IIU2OPB5reTdfcNXbUQKPBDZbjQVpZW+tt2nZqY304H+lplf2TZ6cPH++9gbOG57CyVqzJrhDh6jXX4fjbT17QmOdTkoSpRLn54dLcK3jgHDJmZQUK28bSOqSJRKHmIkTIY/2v/MOEoJQ9G4QsaK9exH54GeeUY73jht3MiwMicJVOBPWuzeiVxgdbR4DapZ0Got56gchpJkARZVbliu76Q4OH4z/a7LWOHYv+2TmXciLKYopulwku37bdCzr6JNOJ529ejb9fLrj9xA7JrY4tndY77d3jQkfNjRq5Egn1xiVZmWdCA1VS3zcjJKEhISAAPyv1Fa1iwSRr3qQXTgf3L69OEieN+/wp58eXLgwzsdHpuFip04tL60S1sgxuI+dMiVh9myc3z95MhRMxJAhcLZn3DhoIASEIJxf4wVZZpX/F/PzEQEopC0dO8JDxzOVRzdsqIr2Bx+kLV169ey/X+IJb1G48K1SW4llHgNqlnQai3nqByGkWVF4uTChJEFklvcu78n7JssWcZXaC2HKysvmJ8+fGjv1tajXLHsshfVpV/2GKPUyvin7p/jE+RRcKoBXkFPRhdGrMlfB8ejo0bKZkzh7NfLVATsHfJnx5dzEufUYi8pZv17MLSyrPTew/T+VlVkEhK+vCAiY8wbljhPA2N/MdeVIfuLcufp5QIierd26hQ8aVFOvFMfG7hkzJmP16pRFixKrVyzlh1v2LxXltHvUKPxHjlXqhJr+s+XZZ2UyTgk1aCO91qkJdFVhdHTh3r3b+/VDxHLWrYPPxTExKIu948ZZJvi6dbtUVFTrqBiUH3RV+sqVtbo0jwE1SzqNxTz1gxDSDNl8bDOklewI/1zIc5Z3Fe96RW0lrz6yp3zvsN7tqt+3qD5Vr5wKe145kz1R2wfdsDPq00GW98O8vvt12WUg70LetYpr6hV+VkQWRMLZ+hzLqu3LhYXRo0fDQqsRFyuKYmIs8e3USYIK7tDBMvQyZszOAQOsnkerOZVWV6AwoOSgGFIXLw7r1QthHfvhB6iKxhgwu5CXBzEUOXw4AkXaJV3x/v56N86EeyYlBdcii0Sc4ZLSrCyZatz2/PPQr3lbtuDr7hEjtvftu61nz7jp0xFuzvffQ+VkrlqFM1EjRkjepi1blr127aWCgvPpNl7IkxccfINKe/ppi0TTygV5hf/QggblTRXmMaBmSaexmKd+EEKaLYFHAi0vLdg5UC+JeoX1gmD6OPVjKLDE04kQPcfKjq1MX4nj4LzgnSd39tver8e2HuJYXvvzyub+g1Z2WPCJt49v+0/e6TFrute86Z2n7J4AtTRQ03Cy9bzosBfCLC9k9Ap65sPkDxceXPhdzneLUhZ9kbz8tZCXB+2wvMYKOk+/wS+Ugc0RlPSVKyXKW7t339qt24ktW3I3bhS7DnWinEFehPXuvb1fP5lgqtSkG8RZ7NSpJ8PCToSGwgH8dyBZCiIjoVRknbX6bNUWX+975x3x53RSUllu7sGFCyHC4H+tS51sglghqrteeaVq1dS0aYlz54a/9BKOs9ZYJnOhmaAg5dgKJAQxsZo0vFJSYpV1SEvMxIkx48fL0JSI15pTewJ+RSZDU1ZJWG11VM3NFJDtVRH28UGcJaN29OtnmZH8858RJXsSud6Yx4CaJZ0Nh08REkKaG6Xlpenn0yfGTPzk0CcQOp8e/vSqtluRg0vOHc0+m5WxPmf9vAPvffulb8DsLv8a2tdisKuXJ6tFytAfYf37ffN8O5+PLQNdfddbxsCe/rHGvBRObrb8f/67js9setr/X6NUWLDN23r2hBQojP73SwmhEiCYEgICkrQ1RvptCCAIoFEyVq8+EhiIS1KXLEmcM0cC2fPWW1AnUa+9ZhnC6dED/0Oee87y/9ln4T9CsZr4E9UFT5IXLKiaPvPygstDixdD91Q916bJLJlWE9+UENk3eXL4oEGZq1fH+/unf/nlzgED5Lk5myAgJCpeW8ptEYivvioL1fE5smKFkmvwU07WlCyiLKNGjnSm0GXVOVSpMyNhapm8fJCByCs1b4tcQv7jqyogxA2XwOfi2NhGWhJnHgNqlnQai3nqByHEPbhcWAhhkfT++2Jodw0ZAgstYmLnwIERQ4Yc+uQTi5gIDISzuOnT9TN3EB8/PNPu6xe93pzf7r23n/6zfzvf6e2f29DumU3t8N+yJ+qK9u03t5vl0xHOIGLUjF5JQoL4s3vUKOgVseJxPj5y0t5aKBEionssWmfSpL1vv10VH21d0c7+/fFfliVt0WIoUubohg1F+/ZlrFoVP2OGJY3aYFJYnz5QaTgJMaEGhM6kpEDMQTNZfHvxRUkpFJisXvr3kiZtx4GQ6pjohRHEx8X8/IMLF8JN5PDh4s+uoUPlpTcICEoRP+m3Vzi2eTPOQLnWTLLs44AoOVOUoudk0ylnQDzxgYpSy7b2jhtXqY1dIdWIvLFPHdaKeQyoWdJpLOapH4QQ9yBt6dKaa6JhXLf363cyzPoVLlAS0ENQYJlr1qQuWZK7aRNU0dHvvksICIBKOJ2UdO7IkfAxr297c/j2V4esGeCV8913hy1vXV8V2qlT4qxZ0BC4Srw6oik2NSqGM5BZOwcMkJXaNoFGEWEUpO1WgMhAUkSNHInjQ8uWQYucS0vDSXwQmZL4eLhHxPSKUISRqCXHIz0QefjIgJllqdalSznr1+Nr/MyZlm3H33rLIkfGj7cMuc2ciWjvGTcOX/e8+ea2559Xgk9GwuBGr1QQaM2RKgcP4jleim4USBqEae6GDSggFEeQboPQm4Z5DKhZ0mks5qkfhJCbCQywga+lg2/QDXlBQdA9kAWQHRABWX//+9ENG6Bv9owZ4zgsJ2eI9M6gMEQe4aP3PHn+/LDeveWBuFqBJ8WxsVAnZUeP6jWKg4EWhCWByqr5OD8/WVwFzQc15kyg9lATfGo7KP0HCgwiFQIUAbnQ+wRlyC2sVy+oVVSGmxy6eQyoWdJpLOapH4SQmwA0CgTB3rFjZVwk46uvCiIjr547B4lwubAQIsOetrA3IoJLzqSkRI8ebRnC6dlT1MDFgoKbMBkESQc9Z3PiKS842CJHNm5sjHChb04nJV0pKSmKiWmMZJ5PT48YMgQ6dZe3Nw6OfPEFVKNaeu9ayIykTBTefMxjQM2STmMxT/0gpLlx9exZe2t39KMdJQkJUCfOG1p1LbQOLiyOjYU6iZk40fBHqGySHx5eNSiiTTmJJJI36W7t0WNLx447+vWLGjEiauTIrLVrD3/6afoXX+wZM+bAu+8Gd+iQEBAAS5/7ww/Za9ce37QJQg0ut3brJrNj+B/+8su40Mn1PYZgb+hru/ZsWljv3jctJsQmuC9kJXuThG4eA2qWdDYcPkVIiADtkjh3blFMTJ2uOp+errbhQcuuji/m50MfHNu8GSeVHspZvz7Ox0e5UctTSrOyoDbwkTd1XMjLy924UX49ERoKtbFr6FB4oiaMjm7YgK9wnLJo0enERFkaDPFUmp2NC9VMWcyECXCcNG/evsmTZQm2euNH2tKlcKmPm+EgeuczMxFzmb9LXbJEHpLfpj3pptZ63/DRNiuSB9+Cq1+1W9PB/qlToaus3nbXhCAyKLubsJsoac6Yx4CaJZ3GYp76QZobP126lL12rdValvLSUsidRuqPIkQrn+XpLTUOAYWkBBBcQvRAi5xLS4OascykBAZW6p4mO/DuuwkBAeEvv4xjWQetVkCHdu0KhQH1czIsrGpN9IQJ0F6HtI189o4dCxEG2yw/yXY+iIPF2fjx0E8xkyapB9bgWC3iDu3UKUwbEJLhHIQSpHsbif7ZtKr9r7VV0vgf/tJLEYMHi4Nd3t5QBsc3bXImn+EABVTrduHIE+SP7GmEj14GQSBmrFp19tAhSMBTUVHx/v6pH38cPXr07pEjQzVRFTViBGKYvGABTiZq67tlbtHybJ23984BA3I3bEDO3+TFy85wkx9YI80Q8xhQs6RTqKio8PX19fDw8PT09Pf3x9f6+WOe+kGaFdA6WWvWiB3FQV5wsJgrUTwQLnrH+kGXgwsXQrtA8djzGbIGuk2eY4c2guiB4zMpKTgPgQJpAjUgT7ZDsuzVxnugDOBMHnSH+MhcsyZr9eod2vPz4Vp8tmmyBjrg8unTJ3fsuOHpd218KGrkyH2TJx/QNjoS9aM+OwYOtGwOqZ0MEd2jDcngk/zhh5BZOevXI+iqB820kZ5tPXrETZ++r1pmZXz9NUSYHMuG1Nv7WnZ7CrlxQAjKCaGkLV1qiYm2Ojve1xcXyggZtKPesczc7R03DueRt+fT06FgkG+QMkc+/xwyKHnePGSXvFFuu7Y95j5tN6nYqVOL9u8/ERoqm2RKuajdCuRzOinJmToAMS2LqfU6D+IMX1Fw9dshk5CbiXkMqFnSKQQGBrZt2zZHAwcr67sowTz1g9jD8XtPrZAZMUgT2FR9Dx4noZMsb2TTfBOTCRssA0LKgsIBtFTW2rXQHKKl1AAM1AlUjoxeRGg7G8UHBMDAQyVA34T17i1jGOI4asQIREBkFiQCrD6EFxzISzmCtHdiKCEi74ZTM2X6IZ+YiRNh42WdrNI9N+gnTcRAbCE++995B/ILPh/9/vujGzbsHDAAX9O/+ALySPYfghvIgksFBfAwztdXTe1BSch+SNBMiKrs4oh4IubQE1XJf/995Iz8FD16dKUmNRDErqFDJQ8hxZDtJYmJyGpkI2TZ6QMHcjduRCYgCfJ8mV6p1FxxBWdQmRmrVsH/nQMHWuSaltvbX3ih5kiY7MkkD+2rjSv1Hxk/2zN2LLRX0vz5+B/n7w+JhlTUoxIS4oqYx4CaJZ1Chw4dQkJC5BgHXl5e9fPHPPWD2AT2HpYe1rpS00OWAZXvvoOxhF0/9Ne/QrVAMUC1wHDiZOKcORaFoU2KWUTM4MEw+UXR0bCpMrISMXgwfNunCZFdQ4bIhoc7+vaF8jgVGVkYHS3vFAvVhnPw66ndu0/u3Kk32/F+flAAEdq2isHV+y7KB1GFAjswdy5iIsoAgVp2kqwePoFEwEfGdWRgSZzt0AQEPomzZyfOmlU13jNsWGinTrINNDRQkLaA+siKFWnLlkm4BxctSp4//8TWrcgEkS/q4Xb5Cn2pRIzszCQbMyryw8NlPZY4VsuwcAxVJF+hR2V4TOkS5LbSSY03CQWxhbLep+0epJSlaCyoSeRAYkCAZZOhf/1LXhWH+gCNCMG3U1OuavxMtu1G+TZSPAlpzpjHgJolnUKrVq2Ki4vluKioyMPDo37+uGX9cLCM93RSUp0GbBoC9ArsrnqTg01sxtPeyhjtxSFVP8FCw/zD+MlDVRAZOIY5V6+JyN24EfYe8kg2EIISOvjhhzCT8f7+EujVs2dh46vGewYPDh80aLf2TgyrgRz1Eo9/z0m1bx/Wt+8ub+8g/cNiuke9gm98UYneHxET4UOG7B03DqJNogq9UhIXB+ONyIjOgDSBdU9+/3243zN2LFQXRJv4IwuhkHYcy/tiLRNwXbuKwsMnc82aopgYaAIIguLYWOQAUoqr1GIvlAhyzGqAR2bK1LHNfYDgFfLZ3rrmem+uKIu96ndtA0EyoVBz//lPZAgqzJWSEnlW3/HzhpCAlocT4+JwVfqXX6KMoIlvVpQJaUa4pQG1iVnSKbRo0aK8vFyOcdCyZUsHjm9xyE2Jb6Mj80cwDLDWaPFhesXg4TzkBf7DrCqrjAObryltODBRMOR5W7dCyux5800x+TBaMKKw9xANYrmPbtiA4wPvvbelY0dIjT1jxsT7+qZ89FHyBx9ACVnWIAcHI8JIDmIub7GAXYd8QdISZs7EJTLtVTVac+OzV9BV6q1nES+/DP0hT3IFVSun45s3n9I2+LEM6syZA9+qptI037Z2746Y75s40fL6kQ4dZFRDXvuVoi1PFmuKlOIY50WipS1fDs2Xv3MnTqZ/8QX8PLR0KfRl1urVBxcssIxpaZGMnzEDQtDmomnoGwcLmZEVVu/rgCeyigs5ee3SJVyOr8ilmyagCSEmx20MaK2YJZ2C4SNYMFeyGLbewATqDacaD5DNeE4nJkLWyEIZ9ZCRPKKF/6r3j2NYZYuzoiJ06yFHYDXPZ2Ye27wZPeaEgAAZwKjU5mtip04tzcmBG1mevHvkSBj7ME0ryEIWCAVZRLJNG97Yqr1XVb0INuKVVyxrifz88P9saqpIH8QNFjovOBiGPN7fH2IFxhtnEHkoMxkfKklIsLxJfvXqopgYXIXUwX1+RASUh8xGyRSYvOMCeiVi8ODw6me4Il99FUqlKiaaA5ufrdoCF3l9/fbqGS79R94Ru+ett+AJxJBFRWmLsv/tQFsuLeNGYdokXey0adv79ZNly+oj4zEQfIgV8hZ1QI1eINUoUCTZ8TNcKEEkv9bn0eAzirIh79DQT8kp5EG/evtJCCH1hgLLPTFwDZYIGnlkGnoCn+x166A5Uv7yl4ghQ2J9fHAcPWrUgXff3Td5cspHH+Er1AYM9kHtyeqDH34Isy3jLvgceO89OIMSwjEEinoQKah6CW2Ipiqix4zBT7u1FTkR3t7QB3AGW56zbp1eH1T91+aV1ErbnQMHhlcvBJGf5L8ayNk3YcK+6ldTyfiKTF0hkkjskRUrcNJq3a74sOvVV/UTT1Vap1u30GrH+995B1pkrzyOfuOiYP1EGKQbUgfZB/mVWf2sHDyXZd1B1a+nRbYjA5O0N2/gEogqZBryP2bixKqNGUWoaYoQmixx7tzkDz/c5e2N2JbExemfwBLhAlFYHBODqywjPXFxF/PzIX2gBdW8YaVuH8jUxYuhnG7O5pOEENIYVFRcO3MmBf+bJHQKLPdkxYoV9p4irFORw7FeH1S9cV2bPLK5kuYGZza3DdQ9grRFNg/UhAj+Q6ZYveBdvlppndAuXZRUEoUhaiNU0w0ychOkrV+GiJFIRr/xhmUR0rp1sVOnygQWdIPsdng8KCh77dqzhw7lrF+vhmGgPC4VFEDcQDjuHjUK+qZqjZHEp3reDYpnW/WrOaK0V8nu0J69gsKTRdz6aEtM0pYts5oCQ6D6fbSh8CCzbO5sqX+j6oW8PPhzKjISIvVkWBi+Wr0lzUGZ/nTpkoOBIlwLD+u0MzghhNTk6tWzKSmLsrPXWp0sKIi8fr3Rt1ZH0GFhvaOj3wgKahcZ+VpU1Mi0tE/Q3EJvNXbQCgos96SiosLHx8dDw8/PT78PVl0FFpSEZe+fr78+EhgIwSETT9Aucb6+UB57x4+PHD589+uvh7/8MuTO3rffxk9J77+/c8CAqiVEY8dCQMRNn354+fLUxYsjXnnFMgzz/vuW4aLPPoPKyVy1SjbjkW0eczduPPzpp2nLl8MBJFHqkiV5W7ZAHsXPmCFK5fSBA9AHuCR5/vzzmZmyzyG+ympl6JW948ZBr8jr4gujow8uXNjw/Z3FnxNbtyYEBBTu3p0XHFyalSWLylMWLcJJ0UwyGof0yk+WicvYWCRNXhxWkpDQwGgQQshN5ty5tLy84HpIoiNHAiFu8Dl9+t87n0VEDMGZ+Hh/Q+P4byoqriUmzt2zZ4wEHRLSWfv/rHyVz/nz6VZXXbyYn5a2tLg4FvLrypUS5RXkYEMiQ4FFHIH6UV5aql8CJWLFwdNt+p9sOqvfrBM8h6zRT2Y1Q0Tq1bqxNSFuD+wxDDNMlPxv6uiQ+gB5UVqaGRzcAaJk//4/Q7VAgjh/eUFBJC7curWbkixg+/Z+OBkTM9Hw2CKU6OjRu3Z5i4qKihqxc+eArKw1qalLMjO/RjQiIqp+Skqad/DgwrKyXCi/o0c37No1dNeuV3F+y5aO2n+v/fsnx8ZOCQvrg7QnJc3fu3dcrQkvLc3KyFhVVnZUf5ICi1hj8ynC9PSV6HOgOp44EVpeXqWQUKHRjObnhxcVVU1poWeQk7P+xImt+/ZNxt310098YosQlwfdenTxL18uhP3ATQ1bgqYAPX5lTmCJoaLwtbQ0B0YuLKz3jh0DYKvCw1/G/+joNxIT52Znr0tJWQQj1KRJIbWDgkZ5paT8BYIDCiM4uD0KUWTW7t0jcnM3ojJITajVK7hU9kIo1R5NQhA4hg/Z2WuhXeAbXNa8HNceO7b57NnUvLzgwsLdsEGwLHKtaHdxBjMEZ4cOfSL6aefOF1EDS0pumDGAe3xOngzLzFxdPbjVSZNTz4gK1P531w90yUeSHxX1Gio8QrxwIe/ixROIRny836FDS6DVTp8+AG8jIgZrc5HDEQqijXoOW0mBRRyB+gGBn5a2TKpaaGhnGd1FPTt+/EfccmFhvar7BB+gTxAa+pxWcZ/THHeDA7StqIKHDy+HP7ivDJx6vwmz+OYEGcu8JZXa3BAMyYEDc6stTQftvu6q/e+C/xERL8OSxcZOx0/btj1/o1nqoJzJBE1w8NPyk+qP6YHd4kBXk4CbXQllCAUUaFTUMH1RHj78GbRCfPwMlGl4uEVGbNvWQ/vfU99QwBM4s9l0QDxBV9U8D8miqgr+Z2R8iZ68XpDBpqiBJfWJiRm3d++4qKgROI6Lmw4tmJAwS3xA9KKiRqLn76AuQZ9BTm3Z4iXKKTJyWGhoJ+g8CLJLl4oQgZyc77dv74dPSsrihISAffsmweedO/ur+rxtWzd9fKR6I9+0O2IoYhsR8Yr8RIFFHGFZ5K5VlO3b+6DebN1qua927Oiv1acb2tPqqvacVsmGaN2IATUdHDkSiK4GbkKrbo0V6NMcPvwp7naIucLCaBkqw4WnTu1CJxiVPjp6FO6Kkyd36O9b2AP9WLTgOKCGg7YD4SJde/aMOXUqOj8/vFx7iZo9jWKzo1apjQHAxuTkrI+JmYge25kzKZcu5SMTYI3g4U1TPGgl0W7iYzXWTcwDjBPuI9xu+/dPrnkLy0duf2kQxFCpz54946KjRx87thG3akGB5YZNTf2rtCEwVLhtjxz5FJYVxkxuXtRt1HMxdTiPnhiMXHr6F3Fxvrt2DS0q2oN2wGqwBHec1E/2BOoEsjEvL/j06cTU1CXIZOR/cXGcNNTx8X6QJjJTJmIFiuHQob+iRFQm4/LY2KlKZ+AjrRmKDCW4datFeUMSWQV6/ny6ONbPsqFMoWBiYsZrYT2jrz97976NmCQnz4cM2r17tDIramhKjkV1VSt4L4lzzfbfJkgR2ltYFrTbMh5mhQx36fMNlkg0pYSO7kR4+EsQmhBqIrCSkuYXFETu3TteP/RFgUUcoQQW7kOYeSgA3EvSddi6tXtCwsysrNWopgUF4bgZUL+PH/8Rd47oJ0gEaIXk5A9wXn5V95KMpqLbERk5/NChJWiOcTvhXoWkQD3GV6myaIvVSJjM3Ndo5ftoN+RbqPe4LTXHzyUlvY82PTd3I26emJgJuBZtBG77U6ci0abk529H45KRsapO3WU4lmkRaDu0UPAQQqpSU0uSruoRvm5KgEJlWgk+3KXIEPyUlrZMZJP6Cc6kvRBbJeOC0pQgx/ATjsvKcqQtEL2FyKgk6Ifr8ZPNJqNSm+iRcQKbY/s4jwYiPf1LSQuS6WTOIBNQB1BwVmPyNxNEA1Vo377JSKD+vKQXLbvNDnRzAzmJKlpQEIHqmpVVtdUtapHcU1aOkS5oIKmHAFUaEh+1QuqV+g9DgmzBT1IVUfTIDdFPCA7uVRXFASoSyhH1LTx8kFaTB8ggNCKTl7dFBqFxIe6gixdPoLhPnNgK84zY4r7IzFyVnb0WPQSbdxbCwnnUTES4+mbprKmxN7XhgUFqJKNGn62Tdo+PQyqOHPkcpnffvinVvb6+aFhiY/+MOKSkLIYaO35804kToQgF5V6PnpXEvNmKNkQMRXD8+Ga0kGheRGKiQHH34SfHQ4C4tXHVvn3v1BQ00uZI+7NtWy8UPdQSqo3NfMB5VICSkiTUATQRaMeOHv2nfiAHzS8q2LlzhxMT50obAjeqd60Wy6Pll0ALC3eXlR1DvYKk1lcAic/WrT1xSWlpNuIvT/8hjajMMA1wj4p34MCcIMsc9Cg4aNR7HOGiwiOqaGeQA6qqoJpBQcLcSH1D2pHPuBm1WfUTFFjEEagfMt2uP4l6DAVjtegP97k9uy7jT/DnzJmD1asIn1H6KSjoad2tXnWDbd1q6ZfIckUraQUthQuTkubhNpOJc/HHqhtd/Xk66N8PkjwXVNs8hWqUcf+gLcvJ+UdMzCREoHpg/Hkt8lW9JS1FKeIbHCBpO3a8EFQ9nS9phLMDB96FyoyIeAUOQkKkFesulyAb0XwgJ3HHij9i0qqHB7oqAyPNomaKBmoBDQyydDpn4MLMzG8kW1AEiL9oWbRlUIFqtAxNA9pllYFwo5YvKNDGSTbGxfmjcUTnNS7OR/QK/qPJqNl+IZfEEldPGA1RlcFxvUJ8nOxrOgk8lNSlpHwMOXLmTDIMQGrqIqVT8UlO/hAZLkWMNhFSRi0QQRGg9iJKspZIqROcQTXQV2ychI1X5k0PcgnqBDmvPykdZfiDgtYnGf5AEKBq7d//Z/yHQEGhSIVXTzydOhV1+vQBuSlQ1vAchYiaDw2B1KGhD6qaMZmk+s0yGrFnz1hcFRk5TBt17io/RUa+isJC/RFpElQ904E+CbxKSVmon4iROoyUGr6MEnmuX9kjdxNipa07XqTF51nt1w67d49CzlTf411qKgP9R/wR0SZJRrOgZJaYQ73+kF4K6rw2ZjwBBRoTMx6XxMZORdCHDi1FeZ0/n4H7C8UnNQHSEMrj1Klo/Efp4w66aVIMmYYST0qar08yuqm4l8PDX9IaE/k/GLUdDSNijrsVH8iO/PwI5K3cp9UjPc9oOewl/hw4MBdKBW0UygU3hfOxUlpZvIK8hs6Qjq50EREKsk7aUughqWDIPVyL7EVU0UbpPUQm48ZEPdda+PcRZ5SOzaD1Od+cJ5cpsIgjDK8fuOdhHvLygtAfTUn5SFo0rZkYXN1qDEGrWlS0X4ZDZPIelh63KKwgbj/cWqrRxxm0HVlZ3+CqQ4c+gW3Lyvo7/EQLK1YqMXFOTMxENKBaI/6iNLu47XGrFxfHqBEX3Ma4mRMTA7T++hgEFxc3/cbm+xlllnbtGqL50xXmEJ2V3Nx/oplGlHCTyxxfcXEcGqzExNk1zQAiA1MqvTc17i2f1NS/SscRXkG3oT3F/9Onk8rKsiF3ECW9Y0mdrIRQCiw5eR7EXHWT10FsKvI2JqZqbE/vA+Js9QQy2tag6mF/JRwRDfwEQyvGW+8eTee5c4eqdeELWm7PkhUM2gM7Q6QRRLOLMhKNApuEY4kkkr979+uoBjZNeM05VqV7FCh9pA4+IMIXLpxACSJcMa43Ku+n9QlHw41mXcY+oVORUSJrYCQ0q9MRtgHVA+pHk7MDtBIfipJFfGSQT/yJjn4D5ah//hx5JT+dOLFF6VfxQWoOaiC8io/3Qw23mkCv1gddtMj30KbSOlcX5b+XGFd3FW5YklItrQZpcqq75tuzQbouB8IVXWVVc1QQ+g8MJGp1QUEEjKW9LlMDQcWDz9DB2uNd36B2qXE4CBdRM0qM4pbHvZ+a+jHitm/fRJTsvn1TUKmOH/8RdQmtR2ysryhUFDc0ZZBOoeIAeRIVNQL1ZP/+KThG+4Bw4aGMCtsSas+qe0r5o63X8dJn4PbtlvqDmDdG/tQELYC+QPfseUvN5cl9LQvjrDqZ+pqD6oED9DHQ/OLmQv4jnyUr9IPfdYoVvJKAUFtUf0PWh0hfFLVdOVaD9CKwHNNsBVNdocAi1jTJuwilN4l2s+G3FtoLfKQzpE7Ks+JQVNK4nzmTXC1KFqCZrp7Iv2GIq1oSTUAzkZ39LZzBQxkTwkFGxlfVjUukzWig/YLawIUwCWj60bTBGMggkMwEyboTZeRsjqgpEHnkDy45fPgz+JOXtwUqQYQjtAKkKqSk+AOVk5w8X+y3DASKbYB0yMhYeeJEiDahMxPtIBpcGcOHetD2gNkPmyqiE8UBH9AgIlY4loUXaNNlyK1SWygqUjUlZTFaf6QLnogKlF4yPlBpOF8dqzloysX+VZv/p6tzeCL8l4xFi7937zjxR8bDkI34dd++d9BHR3yg3rR5se3opqutbmBIEBPRZCKtwsL6ih1CqUHN4xLYYy3CVXETISJDiQ7GPkWuiTXdsaMfTDJ6AlqVqDJvEGcw3ocOLUW3OzV1sWa2qx77SE+3rNgVH2wKmt27RyMJ8fEztBmuj5FeRBIZjiqK3EBWBOkmVpAWzaJbZudluALhoshKSuJxIY6R20g+aiOyKydnHXRnRsaXkB1qkAC5Cg169Og/4eHZs4dQ1vifkbEKVRTRRuZkZHyNnxp7zWK9cWZHIrhBNUOeQLodOPCerQLtpopVfaCVkYcHDy6Asjxy5HP8RyUMqtEFkq8iy0RAINsdt1doiKBC6recEZUWlQq9R1SShIQZWj3sh86bGkjGzQiJf/x4EKrZqVNRuA3RRCDyUlXUR+4FVAPDVYs8lFdYeMPWOWgb0UxJg2AVIhphe6vg3RUKLOIId60faoRGmUm0vKmpf4VZEjMJU3T+fIaDlhHNB1o3tH21GiT9kJsVWn+9DI2O6sHXCVkPIdIEKZKROWl/EaJs8YJGGYYWhlPfDiLy1aZlDPSNDFAhB/Rtn4wYwSrD25yc9doqq5nSIS4tzVQDOWqpUGX1Iz9QGNBDSUnvwWe09WKKpIctsi86+k3Y9WPHNsGqyWP8mhxZiRDFeoklQ1oQAdVLru6vd9b1170gOGSnZqV0ZaMQyOua78eAb5cuFcgy1czMr5EiCBREMifnOyj7U6d2wTBoU6vLoEsyMlajMkDuIIdlOFPpMJHCMvIqg0kqwpcuFZ08uUMf4aSk95E0SBlt9cyP2pDbFBGRji2NTKwgYsqZjCehfGVFoL5SNdBoIWfcb0cV5AlUBVTIgQPvQnYcOrQY9VwkPhQzylRWeTvYHQC/oqzPnTuMigHFhrtGpgVlSR/OOF50CJ8Res07Sw/8wV1jpVFktauM91SPOPaUwXtnEi41Rxvyt3SZrl275BILEN0SdzWgNTFLOo3FjesHNE1u7g+yNMFqpl/m+5oqYvVGlhA56RiWW1vr0EUN56gVVHpkfgGCQC6Rtl6biuqWlvY32A99iMg0GYCp1PrfojCQt7A0spAOwkX0gboEtgSqC75BioWGdpJFuDA5+GRn/0Nb0TwRZSSPTCPCosAgyxAxdNkrtcLSpobXOFlk8oynk7kkwNolJ89H8pEPSILezuEk8k2G3CSXZO15dvY6MZCwc3UKizQquEdQIa2ehGgMZFKveoVip6Ki/TYDVUNlsbHTZO4Mt49MbcuTQDEx47Vx4kWNHWHSGLixAbXCLOk0FrevH/IQXFPHoslISpqnTUKtQF/c5hgGrJF+F2PZJFA/kGOPy5cLd+0aCvEh2YuvJ06E2hsmuXSpQPyMjZ2q3MgeOfggbko8wTd0ymWlWr1T3RjUXLMvo2hNEhlyc0C1LCyMtjnOLdIqLKyP9hhK1c6W+qbm9OkkbceZWUG6h/+Tkt5PTn5fjmVFZqUTj4yQZovbG1CFWdJpLOapH6alrs03Gv2DBxei9Td2kA8eWq0ZP3cubfv2fnv2jDHVog3iQmRkrJKpYVFC+Kqe50CvID7eX3omMvQrg8T4xMb64L8MG0dHjz5/Pv3UqSht9V4fJbPQu2jgW/BIc8A8BtQs6TQW89QPQgipE2ojcogq9A3UQwlWzuSFMLLbqvrIqJVMc1dWPZObBpmlllESN8A8BtQs6Ww4TfIUISGEuBZQTrm5G2XY9erVs7IFndWKdQUklDxQsm/fpLCw3oWFu2s+h1GnZZSk+WMeA2qWdBqLeeoHIYTUD7Wvt7Hb5xJXxzwG1CzpNBbz1A9CCKkHZWVHZedYqitihXkMqFnSaSzmqR+EEFIPcnLWB1Xt4B9aqY1mNdIO+MTlMI8BNUs6jcU89YMQQurBlSslsbFT4+P9Zc9h2bZXvwEvMS3mMaBmSaexmKd+EEJIw5G9eSG5mjoipOkxjwE1SzqNxTz1gxBCGk5eXnBCQoD+RajEtJjHgJolnQ2H2zQQQgghDcQ8BtQs6TQW89QPQgghxEDMY0DdM532RpsqKip8fX09PDw8PT39/f3xtd7+GxRTQgghxESYx4C6ZzrtlV9gYGDbtm1zNHCwcuVKY/0nhBBCiAPMY0DdM532yq9Dhw4hISFyjAMvLy9j/SeEEEKIA8xjQN0znSi/1q1b33XXXY8//vjSpUuvXat6s1WrVq2Ki4vluKioyMPDo97+GxNRQgghxEyYx4C6czqvXLkSFxfn5eU1ZcoUOdOiRYvy8nI5xkHLli0dXH6LQxo99oQQQojbYR4D6ibpdKB7jh07pkaqOIJFCCGENCHmMaDun868vLw2bdrIMddgEUIIIU2IeQyoe6bT29s7JSXl6tWraWlp3bt3nzRpkpxfsWKFvacI61Tk5qkfhBBCiIGYx4C6Zzq///77J5988vbbb3/kkUcCAgIuX74s5ysqKnx8fDw0/Pz89PtgUWARQgghjY15DKhZ0mks5qkfhBBCiIGYx4CaJZ0Nh08REkIIIQ3EPAbULOk0FvPUD0IIIcRAzGNAzZJOYzFP/SCEEEIMxDwG1CzpNBbz1A9CCCHEQMxjQM2STmMxT/0ghBBCDMQ8BtQs6TQW89QPQgghxEDMY0DNks6Gw6cICSGEkAZiHgNqlnQai3nqByGEEGIg5jGgZkmnsZinfhBCCCEGYh4DapZ0Got56gchhBBiIOYxoGZJp7GYp34QQgghBmIeA2qWdBqLeeoHIYQQYiDmMaBmSWfD4VOEhBBCSAMxjwE1SzqNxTz1gxBCCDEQ8xhQs6TTWMxTPwghhBADMY8BNUs6jcU89YMQQggxEPMYULOk01jMUz8IIYQQAzGPATVLOo3FPPWDEEIIMRDzGFCzpLPh8ClCQgghpIGYx4CaJZ3GYp76QQghhBiIeQyoy6fT5pBSRUWFr6+vh4eHp6env78/vjo+X49AGxpvQgghxHyYx4C6STqtCiwwMLBt27Y5GjhYuXKl4/MNDI4QQgghzmAeA+om6bQqsA4dOoSEhMgxDry8vByfb2BwhBBCCHEG8xhQN0mnVYG1atWquLhYjouKijw8PByfb2BwhBBCCHEG8xhQN0mnVYG1aNGivLxcjnHQsmVLx+ft+emARkgEIYQQ4uaYx4C6WDrt6ZubP4JFCCGEkHpQP8vrcrhJOm+5uWuwnI9JY8AgmoP/DKKZ+M8gmon/DKKZ+O82QbgBbpJHVoW9YsUKm08L2jtf0wejYtIYMIjm4D+DaCb+M4hm4j+DaCb+u00QboDL55HNgceKigofHx8PDT8/P/0+WDbPV1JguV0QbpAE9wjCDZLgHkG4QRLcIwg3SMLNCcINYB4ZjHvUbDcIwg2S4B5BuEES3CMIN0iCewThBkm4OUG4AcwjYgPePM0EFkQzgQXRTGBBNBNYEM7APCI24M3TTGBBNBNYEM0EFkQzgQXhDMwjYgPePM0EFkQzgQXRTGBBNBNYEM7APCI24M3TTGBBNBNYEM0EFkQzgQXhDMwjYgPePM0EFkQzgQXRTGBBNBNYEM7APCKEEEIIMRgKLEIIIYQQg6HAIoQQQggxGAosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLPenoqLC19fXw8PD09PT398fX/W/FhcX//a3v7W3qYm9ax37SWxiL9NuuZE6XcuCqAcOMi0pKalnz54///nP77vvvq+++sr5a1kQ9cDJO6JVq1bOX8uCqAf2Mi07O7tfv34eGjjAV+evZUFUUmCZgcDAwLZt2+Zo4GDlypX6X8ePH//hhx/as+v2rnXsJ7GJvUxzZss+FoSB2Mu09PR0dDbWrl175syZY8eODR061PlrWRD1wJlMW7JkyfTp052/lgVRD+xlWocOHQICAs5qzJgxA1+dv5YFUUmBZQZwV4SEhMgxDry8vNRPaWlpjzzyyOXLl61svPpq71oHfhJ72Ms0BwKLBdEY2Ms0KKrly5fbvIQF0RjUmmlXr159+OGHT5w4oc6wIBoDe5l21113lZaWyvH58+fxVV3CgnAGCiz3p1WrVsXFxXJcVFTk4eGhfurTp8+3335bWcPGq6/2rnXgJ7GHvUxDbrdu3RqN1+OPP7506dJr166pS1gQjYG9TGvTps3s2bPvvffeu+++e8SIEei1q0tYEI1BrZm2cuXKUaNG6c+wIBoDe5n28ssvz5kz59y5c7gXZs2aha/qEhaEM1BguT8tWrQoLy+XYxy0bNlSjsPCwtq1aydT4/YGUexda+88cYDjTLty5UpcXBz6eVOmTHH+WhZEPbCXaTgYPnx4oYa3t/frr7/u/LUsiHrgONOuX7/+P//zP2lpaXW6lgVRD+xl2okTJx588EFZCYeDkydPOn8tC6KSAssM2OtJPPHEE7t375ZjewKLvRMDcSbTjh07ZvM8C8JAHGQmvsoxNFbr1q3rdC0Loq44zrT169e/8MILdb2WBVEP7GVa9+7dZ8yYodZg4avz17IgKimwzICDpT+1Pr/G+XUDcSbT8vLy2rRp4/y1LIh6YC/TOnbsCF0lx6dOnbIpsFgQBuI40/74xz9GR0fX9VoWRD2wl2l33nmnvTVYtV7LgqikwDIDK1asqPVpDntrsOxd64yfxAp7mebt7Z2SknL16tW0tDT0ESdNmqQuYUE0BvYy7auvvho2bJiaItSv/mFBNAYOMm3Lli3PPPNMzUtYEI2BvUyDSJo1a5aMYM2cOVMvklgQzkCB5f5UVFT4+PjIXiZ+fn429yOxJ7DsXeuMn8QKe5n2/fffP/nkk7fffvsjjzwSEBBw+fJldQkLojFwkGlz5sxp3bq1p6fna6+9ZnOROwvCQBxkWseOHTdt2lTzEhZEY2Av0zIyMnr16vX/afTu3TsrK0tdwoJwBgosQgghhBCDocAihBBCCDEYCixCCCGEEIOhwCKEEEIIMRgKLPcnNDS0a9eud9xxx7333vvGG2+UlJTI+bq+pNOeP1bYu3zLli3PPffc7bffjstHjhx56tQpm5c7cOb4dciEEEJI84G2yv3p0aNHSEhIWVlZYWHh2LFj+/btK+fr+pJOe/5YYe/yLl26bNy48ezZs6Wlpe+99x60ms3La3VGgUUIIaT5Q1tlLqBafv7zn8txQzaI0/tjhTOXQ6XZ3LPOGWcUWIQQQpo/tFXmYtOmTZ07d5bjhrziQO+PFbVefuHChQULFtgbAKvVGQUWIYSQ5g9tlYlITEx8+OGH09PT5Wu9X9Jp5Y8Vji+XRVT33HNPZmamg6g6cEaBRQghpPlDW2UWIiIiHnjggf3796sz9RvBqumP1drzWkewzp8/P3fu3Geffdbm5fac6YOrQ7IJIYSQpoC2yhSsX7/+vvvui4+P15+sxxosm/5Y4cwaLIgne0u4anVGgUUIIaT5Q1vl/ixevPiBBx44fPiw1fm6vqTTnj9Oevvaa6+lpaWVl5cfP3584sSJ9tZg1eqMAosQQkjzh7bK/bmlBmVlZZV1f0mnPX+scPxK4//4j//47W9/O3bs2NOnT9uMrQNnVqEbmEWEEEKIsdBKEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYDAUWIYQQQojBUGARQgghhBgMBRYhhBBCiMFQYBFCCCGEGAwFFiGEEEKIwVBgEUIIIYQYzP+/0QbWKBgFo2AUjIJRMApGAZUBAO4I5IrjxcMoAAAAAElFTkSuQmCC)
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