Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Aaron_Breneman_012715_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 06, 2014 |
Start Time | | 2014/01/06 12:00 |
End Time | | 2014/01/07 00:00 |
Key Words | | RBSP/BARREL Jan 6 |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -19.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.09 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 197.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Aaron_Breneman_012715_1 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-E for time period of this run.
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np3+AbWkVqAqkHRQAQP/uuOOOt99+mzsK+UjZkYiCCP7xbem3km+ObOjo0aN//vOf4+LiRBZjZwBVbJ47d+4cOXKkn5/fqlWr+IPcLRbL5s2bfXtt3bpVeB0sFFhgJUwbZltdnaw9STsuAACnkKGqs7OTf1pprBTWWKYukyc2WlRUdMstt4hH5YntyhAreUqLnf7BJkOnwba0wvHsAOBdbIeqqtYqYY01aNt1/lUlYSVPabHTPxgUqAq0La1UFSracQEAuMbuUCUssPo8CiOaTE2e266TryoJK3lKi53+wRRTl8m2tFqbvJZ2XAAA7rA7VHVaOh3WWAUR35V9R74JLd0Duo8cCiwOK3lKi53+wY7tGdttqytDp4F2XAAAbnI0VJESSqTG4h6fF30u+XadeVVJWMlTWuz0DxY8eepJ29IqviaedlwAAAMiMlQl1CT0W2ORB38Jhuuvv37UqFHLli27dOnSQLbb76tKwkqe0mKnfyjb92Xf42B2AFAql4aqL4q/sFtgcRP78/fvP73/2WefnRw0+dPCTw8UHfi25Nt/Vvzz04JPk2qTXNouOwMoK3lKi53+oVRmi9luaRWmCaMdGgCANESGqoazZ/V5eVYz46riSMFkt8DiHu+fef9Xw35FJqYun7p291p+/prda+aunOvMdvt9VUlYyVNa7PQP5SGlVZA6yLa0mq6dTjs0AAApORqqqhMSuG8+2xqLo7qkst2D9XbK23MemfOHyX8gT8Nzwv/wv3/Y8O4GMv3oO4+S6X25+7glf7z4IwosDit5Soud/qEwU7RTbEurgMgA2nEBAEjP0VB1SaXivv/qT58WeXvR5SKrm+H82ufXu1S7uEJqT8qekWNHzn10LvmXTFvt9zpQeCAoMmhbxrY1SWtqjDXORKU8rOQpLXb6h2KsTV5r9zdBbZWWdmgAAB7haKiymM2kxqpOSHByDTnNOT9f/Hlv6t75j8+/I+AO/gqlO3fuJAss3brU9sgtq2/aL4u/5N4SVxnHzgDKSp4DZ1XI0w4HnLXk+BK7pdWTaU/SDg0AwIMGPlQJ1/BF0RcfZHzwq2G/Olx6mDzNysoaO3bsDz/88Pvf/z7yTKR4gUUe/mp/boKdAZSVPKXFTv/wanFVcXZLq1eyXqEdGihWp9FIOwSAq6QtsBoaGjZu2Xjn5DvJ9JUrVyZOnHj8+HEy/fPPP995553G3p5f31bvqMDiH+wMoKzkKS12+oeXMpqNdv9jB6gCPHR/U4Auk+nY8uXaqVN1qam0YwHoIUmBxRsxYsTChQuLi4vJ/NWrV+/fv59fbO/evevWrRO+K0gd9GjKo+/kvoMCC1zDTv/wLpeuXLJ7J0HuEV4YTjtAULLLBQVcXzv/f/9HOxaAHrSGKuF2y6+UC7+HVyStYGcAZSVPabHTP7xFWl2ao7rKP9LfaMavNjAYcvbuPfXMM4ayMtqBAPSQQ4Hl6qtKwkqe0mKnf3iFKSo7F1/gHmfqztCODgCADhRYdLGSp7TY6R9ytq9gn3+kv6PS6rvS72gHCABAEwosuljJU1rs9A8ZymrMcvhroMqfdnQAPTo7jQ0NZy0WM+1AgGkosOhiJU9psdM/5Gaqdqqj6urTC5/Sjg7gqsTE+yMjJ2dnv047EGAaCiy6WMlTWuz0D7rMFvO82Hki11PhHrO0s2hHCtBHVNR0UmClpuJitkATCiy6WMlTWuz0D7rE66p0XTrtAAHsa2zMyst7z2Aoox0IMA0FFl1KzrO+vn7cuHHCz9JisWzZssXX19fPz2/btm3kqXtrZqd/UCRyAPue3D20owMAkDsJLzR6/fXXjxo1atmyZZcuXRrgdtkZQJWc58aNG3fv3i38LPft2zdp0qTSXmQiIiLCvTWz0z8G06yoWfyx6sdqj9m9otUc7RzaYQIAeAcJb5XT1dVVVVX17LPPhoSEDHC77Aygis0zLy/v1ltvbWtrE36WgYGBGo2GmyYTwcHB7q2cnf4xOCpbK0V+Cqxpq6EdIACA9xEZqhoazur1ea6uQa/X33jjjWRiypQphw4d4udXVFSMHj2avNrvdvt9VUkUm+e8efMOHjzY3fez9PHxqa+v56Z1Op2vr697K2enf3jaBf2FbtFjrZYkLKEdIwCAV3I0VFVXJ0RGTiaPfmss4R6smpqarVu3Tp06tbvnNI6oP/7xj2Qm9+rDDz/85ptv9rtdZ15VEmXmGRMTM3nyZO4QK+FnOWTIkI6ODm6aTAwdOlRkJdeJ8mj8ine6/nS/5wb2PFSTaUcKAOCtHA1Vly6puAKrvv50v2sQ8vPzy8nJ4V763//9X24vRmFh4dixY1tbW/vdrjOvKoky85w4cWJSUhI3jT1Y8rE2aa14RcUtVnS56KXMl87U4y43AADuczRUWSxmUmNVVye4tAYyaG7fvj0sLIx7evTo0dtvv91sNi9fvvz99993ZrvOvKokyszT0Q4nHIM1yI7XHJ8XMy+rIWvViVX97q/StetoxwsAoBwSHuTOaWlp4Y7B6u49K3/ixImbN2++5ZZbTCaT89tlZwBVfp7CzzI8PNzRWYQufeTs9A/nmS3mj/I/KjOUfVn0pcgVFuyeGxisCjbjpiIAAJKStsBqaGjYsWNHQEAAP+fw4cNkgU8/tb6LBgosjvLztLoOFim3fXtt3bpVeB0sFFhuy9fnu1RRkUdAZEDR5SLagQMAKJmE18EiRowYsXDhwuLiYv7VI0eO3HbbbZ2dnS5tl50BlJU8pcVO/7DLaDY+eerJQFWgS0UVd9C6vkNPO3wA6eGi7SBDnh6q7r777m+//dbV7bIzgLKSp7TY6R8cQ6fB1X1U3G9/q5JWBagCyHSwOvhi60XaeQB4xOnTf4uMnJyV9QrtQAD68NxQ1dXV9cknn0ycOJG/UoPz22VnAGUlT2mx0D9IUUX+ffrU0y5UVCr/A/kH0htxi0BgS3T0LFJgHT++knYgAH14bqgia77lllvS0+1/26PA4rCSp7QU3D9ezX7V1UPUlx9bzlVjAGzS6VLPnt3e2JhFOxCAPmgNVSiwOKzkKS1F9o/VSaudrKiOlB1pNDXSjhdARrq6TP0vBDC4UGDRxUqe0lJG/6hsrXRyZ5W/yh8n/QE4kpHxkkoVWFp6mHYgAH2gwKKLlTyl5dX943zD+b25e53ZUxWkCtp4ciPteAHkTq0OiYycfOLEGtqBAPSBAosuVvKUlhf1D1OX6WTdyb/n/H1h/EInfwHEFdUBXFJaejg5+SGdLpV2IAB9oMCii5U8pSX//mG2mB888aBLx6o/kPgA7agBAEAyEl5o9Prrrx81atSyZcsuXbo0wO3KfwCVCit5SkuG/cNoNm5L3zYratbLmS87e2RVpH/p5VLagQMAgEdIeKucrq6uqqqqZ599NiQkZIDbleEA6iGs5Dlwdu8eTQspp3Kac6qN1ekNPZchcfWi6tvObqMbPwAAeJrIUHW24WyePs/VNej1ev5mzyJjIgosDit5SotW/1BdVLlUSPF7qsK0YRtSN+BMQAAAdjgaqhKqE7jRod8aS7gHq6amZuvWrVOnTrVaZv/+/QsWLHBmu868qiSs5CmtQesf+g69G/eo4R6BqsBXs14dnDgBAEBuHA1VqktX/1Y/XX+63zUI+fn55eTkCBeIjY298847W1panNmuM68qCSt5Sstz/eNc87k9OXvmx8x3o6JakrCkzFBm6jJFV0YbzUYPRQgAAF7B0VBltphJjZVQneDSGnQ63fbt28PCwvg5ubm5t912W3l5uZPbdeZVJWElT2lJ2D/CC8L1HfoliUuWHlvqQjmlmhyqDSX/ck+DNEEll0ukCgkAABRAwoPcOS0tLfwxWHV1dbfffntycrKr20WBBWIG3j9O6U658dvf3Ni5r2S8IkkKAACgbNIWWA0NDTt27AgICOCekokvvvjCje2iwAIxrvaPtPq0AFVAQGSAG8enf1P0jYeyAAAABZPwOljEiBEjFi5cWFxcbPsSziK0i5U8pUX6R2N7o7Gzz3FOOQ05H+R9wO2XmhE1I6IgYk3yGjcOpXop86WfKn4y4d6xAAAwALiSO12s5Ckt0j+sqiI39k7x+6hC1aGLjy1GRQUAABJCgUUXK3lKy7bAcvURpAr6rOgzbm0mk55uOgAAoDwosOhiJU9puVFgmbpMurarN1G+cqUqJWV9ZORku4+YmJl0s/M0UlAWFh5ISFiak/N32rEAACgWCiy6lJmnVqsNCwsbNmzY6NGjH3744YaGBm6+xWLZsmWLr6+vn5/ftm3byFP31k/6B3eslb+6z5mAz5x6hhRSNW01U1RT5kTP2ZS2KaMxg3uLRjPNUUXl6HH69CZpmsMttbVJnZ0GbtpiMWdm7oyLu8dkauzstH+FLb2+oKkpQ3ydaWlP26aZmvo4v0Bp6Xdq9V0xMfPJFrk5GRnPcYudPLlRirQAAFhBpZSpr6//zW9+I7IACizvNnPmTI1GYzAY6urqNmzYMH/+fG7+vn37Jk2aVNqLTERERLi3fq5/lJUd7uo9cMpoNu7I2GG2mI1GXVPT+e6efVSVlZUx+fnhUVEzXa2rRB5nz+5wJjxSnSQnr1Cp/FWqkKioeQ0NPdfqTUxczK8nJWV9be2J4uKvIiMD3A4mLm4Rl35Z2RHBfH+yWvO1y5zydRJZkrzkaFXckiqVcKY/18J99+3N49dGNlFS8i1fAvKs5rS11en1RSdPbkhNfUStni6IgTSOf3T0rFOnNl24cECvz+XfQlbOh90vk6k5L+/9U6ceT0/fcu7cGykpj6hUwb0rnxwVFZaQsNRorHV+bQAAEiKFTn5+/iBvdNOmTUuWLBFZAAWWcrS0tAwfPpybDgwMJIUXN00mgoOD3Vsn6R99S4SAuLgFA66fHNYfVg+VKkCtDuWfnju3u7Bwn0YzU60OlrCYG8xHY2PW+fNvWc1MTn7cdsnY2LttZ2q1YdRTcPJBqrrY2PnkExTOjIqarlZPUav9SSJVVbEFBQfOnXv72LFlOt0Zrr8VFX2WkrI2IeG+06efSki4R6udrlIFkkd8/H3nz//dYLg08P8mAKA8a9euXblypcFg/YeohzQ3N7/88ssjR448f/68yGIosJTj6NGjoaGh3LSPj099fT03rdPpfH193VunTYHlxsP/1KnHbNdsMumjo2dTrwM8/WhqyrZYzNTDUPTDPzFxaVLSurKyf2IXGgCbyHhHhr/rBssNN9wQEhKSmZkpHhUKLIXIyMiYMGFCQUEB93TIkCEdHR3cNJkYOnSoyHvFe5Kro51enyOyLVsGQ3l6+mbnd2sNfDy2epqQsEitDuSearXTzWbjxYuRiYmL09O3OIjKqVCjombwOUZFzbJdQKu186OqVuvyEWx42Hv4V1T86OL/IQAAKaHAUoLExMTx48enpaXxc6Tdg6VS9fziY3ckIxXJqVOPR0b2FCgaTejAc2lqOtd7lFKQk0OpWh2QlLS6s9OQlfUmFwYZXI8de4Bbm9FYU1z8uVZ7F4mtq8vk6Lh1EVVVUeTt/LBdUPAxN//y5RKNZip3NFXfY6p6HsnJD1mtxzZy25labVhv7tYlYGSk9U+iWu3Uc+feEpZ6J06suHgxqro6pro6oaPDYDI185vmjrVqba3s6NAXFn7V+7tbQGTkXbGxC7KyXj95cr1aPaV3o/69uVz9t/cj6Dl+S6OZdezY8tzcvcJ0bPcVGQxlaWl/tVs10n2QZNPTn9bpUl396AEABgIFltc7fPjwmDFjzpw5I5wp4TFY/LTZbDx58lFSqVy+XOhGpeKGgoJPCgsjuLGclFClpYfPnt1RX59WUfGj3H4MIkVMSsp6Uqzk5Oyxu4DVrilS65CZp05ttCq5eCkpG/Ly3rdaSXt7g4filxz5gMQ/I4OhlJS/3HRTU2529isZGTtbWor4t9tOZGXt0mjCBryzs6eUPHPmBY+lDgDQAwWWd9uzZ8/48eNtz54IDw93dBahSx85O/1jEERHz+zd5RYorDxOn97C7WWRW8nodUgDFhSE2/01VuSRmLisC7cWAAAPYGcAVWaetodMcadRWCyWzZs3+/baunWr8DpYKLBA8UixVVb2tUv7ulQq/5KSg7QDBwDlYGcAZSVPabHTP0DBjEZdWdl3arWzB/bV1CTQDhkAvB47AygreUqLnf4B7LBYzElJK/sts6KjZ+PXQwBwGzsDKCt5Soud/gFsqq1N7vcq/zExM/lL9gMAOImdAZSVPKXFTv8AxlksZq02tN99Wh0dLbQjBQDvwM4Aykqe0mKnfwBwGhsz+z06Pjp6Fu0wAUDu2BlAWclTWuz0DwArFRUq8UpLpQpoba2kHSYAyBQ7AygreUqLnf4B4Ehp6SHxSgu35QEAW+wMoKzkKS12+gdAv6qrY9Vqh5VWRsZ22gECgIywM4Cykqe02OkfAM47ccLhVR4uXDhAOzpwR0dHS11dal1dkk6XarGYTabm1tbqlpbSurpkkTMbcCEPEMHOAMpKntJip38AuKqh4Yyjnw5ra4/Tjg7619bWePLkI2r1lH4vihYXt7D3JNNAjSY4JmYeeWg0QYL7svtrtXfl5r6bnf0mqc+Et1oHRpCiPDPzpYKCq3elIx2G9Ap2BlBW8hw4q3vv0A4HQNba23V2y6ykpDW0QwOH9PqC2Nj5zt9JydUHKdri4+9JTHwgKmq6ShVw6ZIGF/jwXqS3REXNJDVTQ0PmlStVZWVHzp7ddvLkepVqOnfzeEfdgJ0BlJU8pcVO/wAYiIaGs7Zfr8nJ62nHBdYuXy6IiXHtjuASPrTauzo6DLTbAJxlsZhjY+e5/XGzM4Cykqe02OkfAANXV5dq+yVbUvI17bjgqra2OpduAe7RSkutDjMYykpKDuNALrclJ68hH2hs7CKjsdb21ebmHOfP8G1vbyD/dnYaVKpA8gGlpz9HPqMBfsrsDKCs5CktdvoHgFRUKut77xw//gDtoKDngPTISDs3/NZoply6pDGZmjs7r94QyWIxc8uTmU1N5zWagQ60zjxOnnzk7Nnt5eX/zM5+o6Eh/fz5t7h9XS0txWSkj46e0dh4jo+tu7cUIPUipbZ0B4k/M/NlYTVpNhtJOi0tJbm57+TlfdDaWt3d2+xkfkXF0fj4BWp1YGLig2QZPmsOWSYt7SmVqs+nqVJNFi5w7NgSbn5c3N38/Pb2xrKyI92CZuRI8gmq1aFq9V3XCui53SwNoKzkKS12+geAhPjvWcGXbyCOwqFLpQq2Ka3uqq6Oc/LtZEgmBY1en3fx4s+1tSndPSWOsbT0UErKI1FRM1JTHycVEimDyAedkLAkKWmtVjuN4t4ylSqQBNM7zcXgHxU17fTpZyoqfqyqSszM3GE01nN5GY013PVyjUbdQJrXYKg4duwBlWqaRjNVmHhBwX5SMAlOCOi5Qm/vHyF2Gic6erbt3yf84/jxB0npKbKARhNEIqmpOW41/8qVi/Hxi8jfOW63Z2zs3b31XM/esqKir5uacruvVWmVlTGknuN2gFlhZwBlJU9psdM/AKSVkfGCzde0P34MoiUmxvpImpiYOYOzae5Db27OSUl5VCY/ULr78Org3Xyo1cFuf/TsDKCs5CktdvoHgCdER8+1+r5GjTX4eq/F3+dTOH/+basfiQYN6QDl5T9eunQ0Ono2myWLBx4SNyMpqvjpgfyHZWcAZSVPabHTPwA8JDn5Iauvb/5YHxgE7e0NVu2fnv4c7aD66OgwxMTMiez9gSwj45Xi4gPccdb8Iz7+noyM548dW8xVEioVX1WwXp+pVP6FhT2X9o2LW2T7au+vtHbeFRU1XaO5izTjtZbseeTk7ObaMyWl5+TfK1cqyst/HuAny84AKqM8vajRvShUANnKzv573694f9oRMSQhYYmw8bOyXqUdkbNcOmiPVO22B4PzuGvTd3Tom5tzGxsz29t1WVkv95Zx/seOLc3NDU9KWpmZ+WJU1Dy+aCO1i1Wd5+BxdXm1+i69/gIfAKlrOzsN0dFzelcVkJ39Gn+UElnm7NltpMohj7Nnt5PFLl8usFqtRhNy6tRT5C0lJf/o6jLV1JxQq4OszlGoqelzOd/Tp58WFF6T8/LeIzOjomZYrbmqKtqqcQyGEg/tV2ZnAJVRnl7U6F4UKoCclZf/0+ovb9oRMYGM5cJmP3ZsOe2IwL7Ll0srK7Xk88rJ2Ws2i+3iJcVQcfGXBkOpk2vOzX0nIWHxAA/hdw87A6iM8vSiRveiUAFkLj//A+FgHxu7iHZEypeU9LBwX4vBUEY7ImAIOwOojPK8zjGpNmGxWLZs2eLr6+vn57dt2zby1O1QpQoJALKyXhbWWJmZL9GOSOGERyk1Np6hHQ6whZ0BVEZ5DkKj79u3b9KkSaW9yERERIR762GnfwAMjuPHVwprrPLyf9KOSLFMJr1gf+F82uEAc9gZQGWU5yA0emBgoEaj4abJRHCwm1fyYKd/AAwarTZMWGNVV8fTjkiZhCfbk2KLdjjAHHYGUBnlOQiN7uPjU19/9UK9Op3O19fXvfWw0z8ABlPfE+xxwLtHCKtY2rEAi9gZQFnJkzNkyJCOjg5umkwMHTpUZGGRY8LY6R8Ag8nq4kwJCUtpR6Q0wouLpqY+QTscYBE7A6js8jx//nxwcPCNN97oiWoGe7AAZK6tra7vD4XO3hSPogsX9iUm3q/TpdIOpH9a7VS+bcVP+wfwEHYGUNnlGRAQsGvXrtbWVk+sHMdgAcif1UmF8r8b9LUdQk/SDqR//I+wsbELaMcCjGJnAJVdnsOGDbty5YqHVh4eHu7oLEKXPnJ2+gcAFZGRAYLLYD5AO5x+ZGW9Eh09q7JSSzuQfrS0lArO0/yBdjjAKHYGUNnlefPNN5eVlXlo5RaLZfPmzb69tm7dKrwOFgosAPmwutQ4fsySRFbW6zi8HahjZwCVXZ4ff/zxPffcU1NTQzsQMez0DwBa0tL+JriFTgDtcJRAowm5dlvfMNqxALvYGUBll6dXnLInElL5999HzZx58ehR7qm+sLA2KakyKqpDj+vNALhGpfplJ1ZrayXtcLwe35jJyY/QjgXYJcMx3UNYyVNapH9ETp7MPYo++0wbEhI1axY/R+SR+OCDbTpd0/nzZCXG3r10DenphosXaScEIEdGY4137cQqO3Ik/6OPOlrkeFR+Q8MZvjHb2ijc4heAgwILxAgLLEkeKn//SH//5IceOr58eafBwG+oy2SKnjuXvBQzbx55Sl7SBAdffUtgIHmVW8xiNvdUeAEBZElNaCg/n1uD8CmAd1GpgviyoKnpHO1wxOjz8rj/mwXu3oPLo06cWMW3pMViph0OsAsFFoiRvMCy8yCl0rVaSuRxYs2aE6tW2ZZrMTNnlh45EkOKs2szTz3xRJvulz9bG9PT8z7+uENQzAHIUGtrlbdceby9oUEdEkL+r1UnJNCOxY7IyECuDdVqNy9PAyAJFFgghvQPlacLrEF8nFi3rstkMly82HTunCooiDwas7Kw3wtkQqu9iy+w6uvTaYcjxtTcfOXSJdpR2Me3YWbmTtqxANNQYIEYrn9YzOZIf39hpdLW2Njd+6tc1q5d5FWrdxUcOEBqF+rllPMPVXCw2Wg8/de/9vxGOX9+3ocfkqe2rcH9pkmGlgG2Kmm39oaGAa4ElEd4yQavOBJLhsxmI9+GjY1ZtMMBpqHAAjG2/cNQWurke401NcJjp8h08kMPndm+/ewLL6gCAuxUOYGB2rAw4ZzCzz4j71X1/hjBP6LnzUtet07r3LH2A3r4+x9ftarx3NWjYfrsyQsK6u6tk+pPn8587TWyZPzChZUxMWSmsBKNXmDnEtLG+vrI3vRz9uzhZ7ZWV59++um6U6dc+3hAcbTaUL4+uHJFpruI5ExwABZuoQ2UocACMZ7rH6Q6ydy5s+H06fh7742aOVOfl8fNNzU3m2wu9JD66KM9FVhAn7/pm/PzowWHXqU+9RQ3P/3ZZ4VVjmbWrOiZMynuHrvw4Yd8zLHz5wtf4ufzc6LCcNkepnV2GgQ7sYJoh+N91OqQaw2IXYBAGQosECP//uHkEVSNZ86Q+uzqnjN//1ObNjWdOxe3YMEglVm9e7w69Hqr+ceXLevuu9OLPEqOHOFiJqUnN6f8xx8914AgN4ISASfBuYy/olhm5i7asQDr5D+ASoWVPAdO5tc+ldzlgoK4hQsvxcaee+ONNp3OUFpqVfF49HFyzRrbmQ3Z2bYzzUZjYUSEKigoKixMExraJu97AIDbhEcRxccvpB2OlxFc6uI87ViAdSwMoBxW8pQWO/3Drk6DgT9anxRhpuZmQ0WFdvp0vgKLmj27KjaWzD++ejU3J/Wxx7j3Wsxmu4eaSf/w91f5+ycsXpz7zju2v66CNxJe2J12LN5EeJYA7VgAGBpAWclTWuz0Dw9JWbvWtiTqqb1sdpKp+x7LP/CHeurU5vx82g0A7qisVPOFQlnZt7TDEaPTpWZlvSKT3UUlJV/jHEyQD3YGUFbylBY7/cNzmgsLhXub+PlW9dDVmX0Lr5aysisXL0pQbAUEZL/6aun331NqA3CZ4KKjsq4VoqNnkSBPnFhDO5AeKSmPco2m0UylHQuw7nJRETsDKCt5Soud/uFpzXl5nX2vJq8vKuILoIydv1wRkUxHBgfHzp4tvB792e3bk9auLfvuO+6gfvJv7Lx5Ay+8tFOnVickyPOOcoyLjp4uuKFePe1wHDp16hkSYXb267QD6XH8+AquxTIydtCOBbzVsfvvJ9+NUdOnC2fGLVwYGRBQ8u23LcXFGS++aNLrUzdsUPn7pzzyiO2VIJuu3UuKnQGUlTylxU7/oIU7hGvg6yElV8kXX2inTBnIEfqawMC65OSBBwMDZzLp+QIrJmYm7XDEGAxltEO4im+x3Ny9tGMBr6RLSfnlKzEgIHPHjp7SyrljYW1nsjOAspKntNjpH8rToderAgMHtIvL318bEnKlooJ2KozyllsTykRXl4lvrpoaOd4kEQaZLi3N1HvTEVu1x4+nbdrEv5q0apUqOPjs9u0qSY+FZWcAZSVPabHTPxSvTadLeeihnouBDewnxQ6cqDhYGhpOCyqGRNrhyF1jYzauHwa8hGvXEaw/c8bqpT732xCcFS75g50BlJU8pcVO/2BWU3a2xq2vGG1ICK6A6ml8xRAVNY12LD3y8z9KTn5Invf4y8t7h2srtTqQdixAWdyiRfw3VeyiRZ1GY5fJVPzVVxk7dkhYPyWvX68KDnb05Wkxm9kZQFnJU1rs9A/glHz1Vc+lv1yvt8p++IF27AoUFTVdPr8StrXVcZGkp2+mHYsdKSnrrx2yNpd2LDBIzmzenLR6NSmnSg8d4mdKskdKf+FC9Jw5/NO2ujp+teRL0ioMU2Nj9htv2IbHzgDKSp7SYqd/gF3tOt2FAwc006a5+p2l8vcv++Yb2uF7vbq6VL7A0ulO0g6nOzX1Sa12anW1HI9wunRJxTXUxYvYsapwue++GyW4ES33qEtNbdPpNMHBTn5Hae66S/g0cckSfrro88+5DbXW1JQL/nSsO3nSpWMk2BlAlZmnVqsNCwsbNmzY6NGjH3744YaGBm6+xWLZsmWLr6+vn5/ftm3byFP31s9O/wBn6AsKji1b5trfggEBDWlptAP3YpGR/lzdEBu7gHYsPWR7eFNkZOC1ShT9zbuZjcbE++6LnjOnpbSUPE196imuHqr46afaEycGvneK/LnYVt9z6RPhTE8kws4Aqsw8Z86cqdFoDAZDXV3dhg0b5s+fz83ft2/fpEmTSnuRiYiICPfWz07/ADc0ZmQk2buXov19WpMntwuu7AVO0mpl9CuhnPGtlJf3Ae1YwH1lR44IK6ETK1e6V0Xl7NkTf999Vn/sHV+58srFi/y2DOXl8YsWJS5fbqyu9kQu7Aygys+zpaVl+PDh3HRgYCApvLhpMhEcHOzeOtnpHzAQFrM5as4cJ39G1ISE2F6aDxy5eDFScC4hrlLmkOC6rHW0YwGnVMXHn9yw4cyWLQmLF5NH8cGDEt4xjNvExZ9+il+4UBUSUnH06OAnyM4Aqvw8jx49Ghoayk37+PjU11+9+rNOp/P19XVvnez0D5CW2WjUhIWJ7dDy96+89jcAiONLh/j4e2jHIl9ecWch4JV9993Aq6joefNsrzuT+MADtJO7ip0BVOF5ZmRkTJgwoaCggHs6ZMiQjo4ObppMDB06VOS914nyeOigdAWffCL+LXnq6adpxyhrWm3oterBv/+lmaTTpXBNFB2NUwjl6PKFCzFz52pCQ9OefbbLZIqaOXMgdVXunj22m2iT3xEI7AygCsnTbt2TmJg4fvz4NMGhxNiDBTIUv2CB+Pdm2lNP0Y5Rjhoa0vmdWFeuVNIOR46ysl6/VmDNph0L9NFWVxclujPbtV1Wc72pgGZnAFVsnocPHx4zZsyZvherxTFYIFvZr7/e79fouddeox2mvPAFVnr687RjkSON5uqpAFptGO1Y2NVlMulOnz6zfbt22rSB11LqKVOuTgcERPr7qwIC4u+7T3/hAu0sXcDOAKrMPPfs2TN+/Pj8/Hyr+eHh4Y7OInTpI2enf8Dg6/enw9Jvv6Udo1yo1YG4TLkItTqIa5/UVOwEpaDm2DH3qqiomTNtqzFVUBB34VBDSYlRfj/8OY+dAVSZedoeMmUwGLp7r4O1efNm315bt24VXgcLBRbITe7//Z/IHRKPyeaQVYrOnNmMizWI4K8W1tiYQTsWhujS0ty+bDqpq7iVdLS05H34YU1i4oVPPjn52GNXKpXzIzg7AygreUqLnf4B1JmNxvNvv+3o6/jE0qW0A6Spq8vEF1hVVTG0w5GX9vYGvnEuXy6mHY7ylf/4o7N1Ve9i6oAA3enT3b3/x8+9+WZzbi7tDAYJOwMoK3lKi53+AfJB/qJVBQTY/b5W3XUX7eio4XfSxMTI4pLu8lFZGcUXWB0dLbTDUaBTTzzh5H6prJdfzty1i7sCO7AzgLKSp7TY6R8gN62VlY7+Stb4+zN4qdKoqFlcDaFS4WINfTQ356JlpJX77rsqF3/7006bZjYaaQcuL+wMoKzkKS12+gfIVozNXV25h91r4ShYff0Zfj+NbG8ISMWZM1uvnQEQQjsWL9bZWx6lOr2zqmePckjIhf37aQcuX+wMoKzkKS12+gfIXMz8+Xa/4i/bnEKrYHyBlZ39Ou1YZCQv7x2uWXJy3qIdi1dKdvKOotw+LX//hgycSeAUdgZQVvKUFjv9A7zCiRUr7HzvBwYy8ouhSnX1Yg0azTTaschIdPRsrllOnFhFOxYvk7pxY/9FVUBAZXw87Ui9EjsDKCt5Soud/gFeRB0cbDsS1CYl0Y7L444fX3PtYCNcrOEX8fH3XNuxh+vTOqsxO1vkTEBVUFD5kSO0Y/R67AygrOQpLXb6B3iXToPBdnhQK31XVktLMa6GZSsubiHXJkZjNe1YvIAqMNDhgep33RUzf/7lwkLaMSoEOwMoK3lKi53+Ad6o4rvvbAeJ/Pfeox2XB/EFVl3dSdqxyIVKFYBrNPTr8oULjnZZqQICcAKgJ7AzgLKSp7TY6R/gpSxms91h43JBAe3QPIK/GlZCwn20Y5GLyEiuwMJNhOyLE73JeodeTztAxWJnAGUlz4GzuvcO7XAA+nfqySftHp9LOy7pRUfjalh9tLZWo0HsSly8WOQoq3O7drU1NtKOUeHYGUBZyVNa7PQPUABVUJDtQBI9Zw7tuKRUVnYEh2EJCS4P5o/Lg3FUISEiu6zUQUGGigraMTKBnQGUlTylxU7/AGVoKS+3O6go6RATvsDq6jLRjoW+kpKD1/ZgBdCOhbKGs2fFL79+csMG2jGyhZ0BlJU8pcVO/wAlqUtLsx1d2urqaMclDf4wrFOnnqEdC32FhZ9zrZGYuJh2LNTUpaeL/BoYNWNGp4L+wPAi7AygrOQpLXb6ByhPks31qRvPnqUdlAQiI4O4kiI6WlG/frqnoOBTrjXKy7+nHQsdWnuXhSOPmLvvph0a69gZQFnJU1rs9A9QpMroaKtRJ/PVV2kHNVDp6ZvxoxjvxInVXGtkZbF1+6Auk+nE0qX2j7IKDSWv0g4QGBpAWclTWuz0D1CqNp3Oavgp/uIL2kENiE53Ese586Kj53BNUV2dQDuWwXPl0iW7pdWFfftohwa/YGcAZSVPabHTP0DZrMahluJi2hG5z2Ix8wWWwVBKOxzKtNrpXFPodGm0YxkMFrNZbe9s2dTHH6cdGlhjZwBlJU9psdM/QPHUfY8C9urfUPgC68yZ52nHQplWG8o1RXNzLu1YPMtsNNq9EEmkv7+STpJVEnYGUFbylBY7/QNYYHWmVafBQDsiN/G/i+F67tfuk+Ov7ItWJN53n93fBPU5ObRDA4fYGUBZyVNa7PQPYITV+OSlN4dOTl6P49wJk6lZ8VcZtXtfc/JIWMzuZSm8BTsDqJLzrK+vHzdunPCztFgsW7Zs8fX19fPz27ZtG3nq3prZ6R/ACLPRaDVQ0Y7IHXr9BRznTnR0tHBXBYuOnks7Fo8wNTfbllaxd9/tpX8YsIadAVTJeW7cuHH37t3Cz3Lfvn2TJk0q7UUmIiIi3FszO/0D2GFVY6mCgmhH5A6+wGpvb6AdCzUWi1ml6imw4uPvoR2L9FSBgdaXtpo3z6uPHWQNOwOoYvPMy8u79dZb29rahJ9lYGCgRqPhpslEcHCweytnp38AU1pKSvpcNygkhHZELuOv515WdoR2LNTk5X1w7afSQNqxSEw9ZYpVdZW9cyftoMA17Aygis1z3rx5Bw8e7O77Wfr4+NTX13PTOp3O19fXvZWz0z+ANRfV6j41lrt/hNCSmLiUqy0KC/fTjoWac+fevHawv0IOSKqMi7N7MHvTuXO0QwOXsTOAKjPPmJiYyZMnc4dYCT/LIUOGdHR0cNNkYujQoSIruU6UR+MHoOjkU08Jx7Djy5bRjsgFp05t4mqLY8fupxhGWdmRhIT7aO1Fq65O5BohP18JF9gsPHDAtrRKWrOGdlzgJnYGUIXkaVX3TJw4MSkpiX+JXwx7sACccXrTJuFgVvT117QjclZ29u5rdyScRzGMmJi5JIbY2AVUtp6c/BDXCNnZXn+fnKbcXDv3E1xAp2FBEuwMoMrM09EOJxyDBeCklPXrhUNaVVwc7YicotOdGvwTCU2mZr0+TzinuPjLqKjp5N9Bi0EoLe2vXAtUVcVQCUBCttVV5ssv0w4KBoSdAVT5eQo/y/DwcEdnEbr0kbPTP4BlmpAQ4cBm0utpR9Q/k0nPF1gdHS2DsMXOTiOppcjmSkq+GYTNOSM1dSPXAqQ1aMcyIHF33y3sge0NDbgQgwKwM4AqP0+r62Bt3rzZt9fWrVuF18FCgQVgS9X33iO0w3EKfyJhbe2JQdhca2s1t7mcnL2DsDlnaLV3cSFdvKiiHYv7rO4tiPveKAY7AygreUqLnf4BjOsymYSDXNTMmbQj6p9aHcKVFydOrB6cLVZVxeTnfySfK29FRgZ7+x6s6JkzhR0v5dFHaUcEkmFnAGUlT2mx0z8A2hsa+hwBs2MH7Yj6kZh4H1deaLVTaMdCh0YzxavvF3TqsceEXU47YwbtiEBK7AygrOQpLXb6BwBR/NlnXnSnwpyc97gCS632vgulDpzFYuZ+JPXSAqvw00+FnS318cdpRwQSY2cAZSVPabHTPwA40XPmeMudCtva6li+5bPgTs/edxn3mhMn+uy7msLoPkhlY2cAZSVPabHTPwB4kf7+/Mh3YtUq2uGI4U8k7Opi7hZ1vXd69sodeMq4Gyb0i50BlJU8pcVO/wDgmRobheNfp8FAOyKH+AKrvv4M7VgGW11dMpf78ePLacfiAlNzs7CC95ZTVsEN7AygrOQpLXb6B4BQwb59XjEEqlQBXJFx7tybtGMZbG1tdSpVzzFYBQUR/S8tG32qK3n/Bg0DxM4Aykqe0mKnfwBYEQ6EeeHhtMOx79ix+7kCKy3tKdqxDLb6+jQu97Nnt9OOxVlx994rrK6uVFXRjgg8iJ0BlJU8pcVO/wCwYnXVBtrh2Hfy5NPXrtQwjXYsg62w8DMu9zNnttKOxSkZO3cKe1RtcjLtiMCz2BlAWclTWuz0DwBbx5Yv/+XSo7Nm0Q7Hjurq+Gu3fGbuEkoFBfu53AsLveAnwrJDh4TV1bldu2hHBB7HzgDKSp4DZ/fu0QBsEg6KrZWVtMOx1t7eMPi3fJaJCxfCucTLyo7QjqUfHXp9n9MGA73vuhLgBnYGUFbylBY7/QPArkvx8b+Mi7I82p0vsCwWWV8WVXKJiQ9wiZeX/0A7ln5EBgb+0osCAmR+AVuQCjsDKCt5Soud/gHgiEowOjZmZtIOx9og3/JZPqKipnOJl5R8SzsWMUV9bw9AOxwYPOwMoKzkKS12+geAIxaz+ZfdD/IbIKOiZl/7peww7VgGVXz8vVziBkM57VjECKurttpa2uHA4GFnAGUlT2mx0z8ARGjCwvgxMnv3btrh9BEbu4CrM1JSHqEdy6AqLPyUZE3KLNqBiNGGhv5yV4D776cdDgwqdgZQVvKUFjv9A0CcbH/lSU5+hCuwNJqptGMZVMePryBZx8TI8exOTmnfMwdphwODjZ0BlJU8pcVO/wAQd/Lxx3+57ui779IO5xcXL6qv3fJZjsfgew53GXfy6Ow00o7Fjk6Doc9Vr44dox0RDDZ2BlBW8pQWO/0DoF/yvHmOxWK+diKhjKIaBNxtgtTqYNqB2CesrjRTp9IOByhgZwBlJU9psdM/APp16m9/44fM0kOHaIfzC77AYupKDVyBJc9L2EfNmCEssHBdBjaxM4Cykqe02OkfAM6Q5yE1/KWwGhqyaMcyeLgCS6O5i3Yg1vQXLvT5cTAxkXZEQAc7AygreUqLnf4B4IzjK1bwA2dFZCTtcK6KiprJFVgtLaW0YxkknZ1GrsBKTJTdqXkqQXV19sUXaYcD1LAzgCo2z6ysrFmzZg0fPnzMmDEHDhzgZlosli1btvj6+vr5+W3bto08dW/l7PQPACf9snMiIIB2LFfFxl69FFZq6pO0YxkkpMDSaEJIyllZr9GOpY+iL76Q57F6MPjYGUCVmWdBQcG4ceO++eabpqamioqK5cuXc/P37ds3adKk0l5kIiLCzZuhstM/AJyUuGQJP4K2lMviEpexsfNYu1JDU1MOl3Jysoyu/tXe2Cj8cbAaZw6yjZ0BVJl5korqww8/tJ0fGBio0Wi4aTIRHOzmiTbs9A8A58ltF0VRUcS1Akt2ByR5SG7ue1zK8fGLaMfyC1VAAN83okJDaYcDlLEzgCozz1GjRu3YsWP06NEjRoxYvXp1c3MzN9/Hx6e+vp6b1ul0vr6+7q2fnf4B4LyoqVP5cdTU2Eg7nO7W1mqu2pDnKXWeUFCwn0s5I2MH7ViuOv/WW/I8BwJoYWcAVWaeQ4cOXblyZV2vZcuWrV27lps/ZMiQjo4ObppMkMVEVnKdKI/nAOBthHcn1ISE0A6nh0rFXWtULoeFeVpx8VdcgZWdLYs7F5mNRmF1deXSJdoRAX3sDKAKydOq7vHx8dHpdNw0qbFGjhzJz8ceLADP0Qh2YtGOpQdXYJFHV5eJdiyDoajoaoFFKi3asfSIFPw4qAoKoh0OyAI7A6gy8wwJCSF1FTddW1vLF1gSHoMFAAAAbhj4KO8VlJnngQMHVqxYwf9EuG7dOm5+eHi4o7MIXf3IZdtFZBtYt4xjk21g3TKOTbaBdcs4NtkG1i3j2GQbWLeMY5NtYN3yjk1ais1z586dI0eO9PPzW7VqFX+Qu8Vi2bx5s2+vrVu3Cq+DhQJrEMg2NtkG1i3j2GQbWLeMY5NtYN0yjk22gXXLODbZBtYt79ikxUqekpNtF5FtYN0yjk22gXXLODbZBtYt49hkG1i3jGOTbWDdMo5NtoF1yzs2abGSp+Rk20VkG1i3jGOTbWDdMo5NtoF1yzg22QbWLePYZBtYt4xjk21g3fKOTVqs5Ck5drqIhNBobkCjuQGN5gY0mhvQaG5gp9FYyVNy7HQRCaHR3IBGcwMazQ1oNDeg0dzATqOxkqfk2OkiEkKjuQGN5gY0mhvQaG5Ao7mBnUZjJU/JsdNFJIRGcwMazQ1oNDeg0dyARnMDO43GSp6SY6eLSAiN5gY0mhvQaG5Ao7kBjeYGdhqNlTwBAAAABg0KLAAAAACJocACAAAAkBgKLAAAAACJocACAAAAkBgKLAAAAACJocACAAAAkBgKrKuuu0Y4U6vVhoWFDRs2bPTo0Q8//HBDQ4PtGy0Wy5YtW3x9ff38/LZt20aeis9XEruNxqmvrx83bpyj652g0WxbJisra9asWcOHDx8zZsyBAwds34hGs2q0kpKSBQsW+PYiE+Sp7RuZbTRH313OJI5Gs2o0DAQiBpK44hsNBVYfVt/gM2fO1Gg0BoOhrq5uw4YN8+fPt33Lvn37Jk2aVNqLTERERIjPVx67VdTGjRt3797tqMBCo1m1TEFBAalHv/nmm6ampoqKiuXLl9u+BY1m1WiBgYHbt29v7vX888+Tp7ZvYbbRHH13OZM4Gs2q0TAQiBhI4opvNBRYfYhcYbalpWX48OG2S5KvdfJ/j5smE8HBweLzlce20fLy8m699da2tjarl9BoPKuWIRXVhx9+KL4kGs2q0X7961+T/5Xc9OXLl8lT2yXRaN19v7tEEkejCVl94Tuaj0ZzI3F2Gg0FVh8iBdbRo0dDQ0Ntl/Tx8amvr+emdTqdr6+v+HzlsW20efPmHTx40PYlNBrPqmVGjRq1Y8eO0aNHjxgxYvXq1c3NzbZLotGsGm3JkiU7d+7U6/WkuV588UXy1HZJNFp33+8ukcTRaEJWX/iO5qPR3EicnUZDgdWHowIrIyNjwoQJBQUFti8NGTKko6ODmyYTQ4cOFZ+vPFaNFhMTM3nyZO5Xc0ftiUazahmS6cqVK+t6LVu2bO3atbZvQaNZNVplZeXNN9/MHZtFJqqqqmzfgkaz+u5yJnE0mqMvfAwEtgaSuOIbDQVWH3YLgsTExPHjx6elpdl9i+Jr8H5ZNdrEiROTkpLsvsRDo1m1DEmc5MtNkxpr5MiRtm9Bo1k12owZM55//nn+GCzy1PYtjDea7XeXM4mj0ex+4WMgsGsgiSu+0VBg9WFbEBw+fHjMmDFnzpxx9BbF/4rcL9vfAa3YvgWNZtUsISEhpK7ipmtra+0WWGg0q0a78cYbHR2DxWO50ex+dzmTOBrN9gsfA4EjA0lc8Y2GAqsPq2/wPXv2kD9Z8vPzRZYMDw+3e76Do/nKI3LgmqNjsNBoVi1z4MCBFStW8D8Rrlu3znZJNJrtWYQvvvgitwfrhRdesHsULbON5ui7SyRxNJqjRsNAIMKNxNlpNBRYV9nd6WK7M8ZgMPAvcRMWi2Xz5s3cxXi2bt0qvJKH3flK0u+eKkcFFhrNttF27tw5cuRIPz+/VatW2T3IHY1m1WiFhYVz5sz5f73mzp1bXFwsXJ6bYLbRHH13iSSORnPUaBgIRLiRODuNhgILAAAAQGIosAAAAAAkhgILAAAAQGIosAAAAAAkhgILAAAA3OHGbcVFzouqr68fN26c3ZcGstp+3251EoOPj49LjeAICiwAAABwh9u3FbdbCW3cuHH37t0iRZJ7q3X+7cTevXufe+45kZU4DwUWAAAADJSTtxXn2FZCeXl5t956a1tbm0iR5MZqXXq7yWSaMGFCZWWlyEqchwILAAAABsrJ24pzbCuhefPmHTx40O5LPDdW69LbIyIihNd5HiAUWAAAADAgrt5W3KoSiomJmTx5MndQlEiR5OpqXXp7V1fXH/7wh7y8PJE1uAQFFgAAALjPjduKW1VCEydOTEpKsn3J6tB1V1fr0tsPHz589913O5Ovk1BgAQAAgJvcu624o0pI/GRAjx6D9ec//zk5OVnk7a5CgQUAAADucOO24hyRSkjkpYGsVvztarU6KChI5L1uQIEFAAAA7nB0J2zxmz2L76kSvw6W26sVf3tISMjRo0fdaAE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