Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-05-20020713_195700_20020714_004200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/13 |
Start Time | | 2002/07/13 19:57 |
End Time | | 2002/07/14 00:40 |
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 | | -22.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-05-20020713_195700_20020714_004200-constBx0 |
Minimum Dst Value | | -8 |
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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X6bmrmpqd3d0aoVMEwB45isjODiSVXKlMFjotAA6RpmpgYGCKV3rhwoW77rrLyQL8NKC85JMtfuqH6/r7dV99dYiGViUlL1ZX77x82Sh0osAjzObO8vKEqqodQ0NmodMimIsXq9Xq/WRTCJ0Q39PRocTOYWoI1VQ5Xy8/DSgv+WSLn/rhIrK7pAf0UmmIROLf3l4odIrAg0hgQSNpna5I6LSAj2loyCA1h+wuLBaT0GkRPwRYwuIln2zxUz/GNTw8WFmZVFgYSVvcurq9OKYXva4uVW5uiEwWhvMQ4K6amt10X4Hx8KYAAixh8ZJPtvipH85ptfKamv+hu8vTp19Rq/fjqJQTAwN9uIEOJoAcgNXXp+Mk99RAgCUsXvLJFj/1wxESSOl0xTS0Ono0XCYL6+hQCp0oAAD4P5NvqqxDMFx//fW33nrrmjVrWlpaJrlefhpQXvLJFj/1wy5yDEpHZpdI5pO/Gs1BoVMEAACjMQmw6MTQ0FBbW9urr74aGBg4yfXy04Dykk+2+KkfowwPD5aXJxQWRtBzV9XVHxiNFUInCgAA7HDSVBkrKrpUKne/oaur68YbbyQT0dHR+/bts87/85//TOa4st5x3xUTXvLJFj/1w1ZDQ0Zl5Zs0tFIoNtXU7EZ/dgAAr+WoqdLK5UfmzSOvcWMs2zNY7e3tW7ZsCQoKunL1Oob54YcfPnDgAJnOzMwk0xaLZdz1uvKumIghnwaD4c4777Qts+Hh4c2bN/v5+c2aNSshIYH863y+u/ipH5TJpG5s/JyGVjLZEpksrKtr/EMfAAAQkKOmqkUioQGWobR03G+wRZrOmpoa+tbXX389Z84c0pKSv2TalfW68q6YiCGfmzZt2rZtm22ZpaWl3X///Y0jyER6errz+e7ip34MDPR1dJyhoZVE4k/+arVyoRMFAADjc9RUDQ8OkhhLKx9/Z277DXq9PjExMTg42DrnzTffJAt88MEHLq7XlXfFxOfzqVKp7r777v7+ftsy8/f3z8nJodNkIiAgwPl8d3FSPy5fNubmhtCe7OR1/vyfe3rGv38EAAC8AcNO7pTJZKJ9sAilUnnHHXdkZWX9+Mc/vnDhguvr5aQBvSKCAGvx4sWfffbZlWvLbObMmQaDgU6ToNvPz8/5fHeJvn4MDPQVFkbm5S2ioVVl5dbm5sM8PxcFABgiB2/V1TvxJHhPYxtgGY3GrVu3zp8/n0z39PTMnTu3sPDqeGb//Oc/77vvvr6+PhfXK/oG1Mq38ymTyebNm0e7UtmW2bRp06wd7sjE9OnTnc+36zqnPJIfLzA8PFhVtaOoaP23TxX8DfkXndkBgCESXdE9DJ4H71EMx8EibrrppqVLl6rVajL/2Wef/eSTT6yL7d69e+3atS6uV8QN6Ci+nU8SQZ88eZJO4wzWJJHQSq3eX16+me74CgpWFxdvwDVBAGCuufkw2cnk5YUODPSNvzRMFEZyF5Zv59PRiSX0wXKXVitXqVJpaCWVBufmhly8WC10ogBAtLq7NYiuPA0BlrDEk0/bMtu7d6/duwUdzb/iZpGLqX4YDKXnz++z3idIXjpdMbpbAQD4OgRYwhJPPkeNgxUfH+83YsuWLbbjYNmdf4XLAOvixWrr6Fb09dVXh/v7dUKnCwAAGECAJSxe8smWr9eP7m5NS0u2bWh14cKfDYZxRpwDAAAfggBLWLzkky3frR/9/br29gLb0EqlStVq5cPDg0InDQAAWEKAJSxe8smWL9YPs7nTaCyno7HTV03NrrY2GUIrAABRQoAlLF7yyZZv1Y/+fp1er8jODjxyZP63A4e+1diYiZ7sAAAihgBLWLzkky1fqR8mk1qrlY2ctfomtCovf12t3o/QCgAE19urrahIJHskoRMiWgwHGr3++utvvfXWNWvWtLSMPzgiAiyKl3yy5f314+LFajqUn/V1+nScSpWKgWeAoUuX6jEULUyYdTx3cigodFrEieGjcoaGhtra2l599dXAwMBJrtf7G1BWeMknW15bP4aHB3W6InJEaBtaVVa+UV+fjrNWwFZ7eyFaR5gMrVYukfjn54dj7+QhTpoqo7Giq0vl7jd0dXXRhz0/9NBDn3/+uXV+c3PzbbfdRt4dd73jvismvOSTLS+sHyS0amuT1db+wTa0Ont2e1NTFrqxgyeQqkWrGQb4gAkzmzuxg/IcR00VCW3pj3fcGMv2DFZ7e/uWLVuCgoLIv7m5uT/72c/ITPru+vXrd+zYMe56XXlXTHjJJ1teVT/IwZ9avf/MmbdHDb7Q0iLBngs8h1S8hoYMEmYJnRBx6lKRH3GqSY2zgzBxjpoq0jq4eHQ06mF0s2bNqqmpoW/993//92effUYmzp8/f8cdd/T29o67XlfeFRNe8smWl9QPi8VUWZmkUPzm2iFDP9XrFUInDQAmJT88/Mi8eSeiooROCPgwR00VOfYmMZZWK3frG/R6fWJiYnBwMP330KFD99577+DgYERExEcffeTKel15V0x4ySdbwtYPElf19raeOBF17NgKa1wlkfg3N2d1dCgFTBgAsFK8YQMJsMri44VOCPgwhp3cKZPJRPtgXRl59NzcuXPj4+Pvuusus9ns5FPMU+UreMknW0LVD5NJ/fXXJ6TSoJych2lcRSby8kINhsreXq0gSQIAJgavvaA/ZDYbKyqGB3GVHyaObYBlNBq3bt06f/5865zMzEyywJ/+9Ce31osAC5yZ4vpBO7CfP/8n20uBR48+fuJEVH+/HjfgAPi6ndU7g6RBmY2ZQicERIXhOFjETTfdtHTpUrVNv8CDBw/ec889AwMDbq0XARaMNqqv39Ss1GzurKraUVr6yrUjWsVWV+9EXAUgGiS6mndkXsTxCKETAqLi6abq8ccf//vf/+7uehFggTOerh/d3ZqOjjMFBauPHl1qG1rV1OzUaA7i3kAAkclszCTRVWF7odAJEUBXl+r48YiKikShEyJCnmuqhoaG/vjHP86dO9c6UoPr60WABc54qH7QOzvq6z8ZCafmf9t7/cHc3JDWVunFi9WeWCkAgICs47m7Mu4luMVzoQz55rvuuqusrGwC60WABc6wrR9DQ+bLl41KZfKpUzG256vk8idPnYrt7W3H820AQKw6OpT5+eFkX4dz88zhYc/C4iWfbLGqH0ZjRVubLC8vlLxsQ6uqqvc0moNMVgEAAHxCgCUsXvLJ1iTrB+26Xl6+xTaokkgeJGEWLgUCAAATCLCExUs+2ZpY/ejqUun1Crl8xbFjT9iGVidPrq2oSCRRF24MBAAAVhBgCYuXfLLlev0YGOjr69Mqlcnfnq964NvzVfOl0hC1+q+uPKwAAADAXQiwhMVLPtkat34MDZmbmrLU6v3Z2YG5uY/Ynq86dmz5SNf1VnRdBwAAz2E40Oj1119/6623rlmzpqWlZZLrRYAFzjiqH93dms7OmpKS6JMn117bv2p+Xt4ilerj1lbpFCcVAMAnkP2nxWISOhWiwvBROUNDQ21tba+++mpgYOAk14sAC5yxrR89PS0mU2N5ecLp03EklsrODrB9APOpU7+trd2D/lUAAE40Nx8m+0ypNAgxFkNOQpkKY4XKhYHHRn1DV1eX9WHPTp5uggCL4iWfbJH6cfmykUROVVXv0Scu256vysl5qLAwUqs9ZjKpx/8uAADukd0p3X92d2uETot4OApl5Fr5vCPzyGvcGMv2DFZ7e/uWLVuCgoJGLfPJJ5+Eh4e7sl5X3hUTXvLJFqkf+fmP2wZV2dkBx44tU6k+ammRoHMVAIBbyCGrSpXa1JQldEJExVEoI2mR0ACr1FA67jfYmjVrVk1Nje0C+fn59913n8lkGvWpCaRKfHjJJ1ukftC4SioNPnPm7cbGTIvFhGGIAQDAezgKZQaHB0mMJXfhHnbbb9Dr9YmJicHBwdY5586du+eee5qamlxcryvviolv51NKApzg4BkzZtx2223r1683Go10/vDw8ObNm/38/Ei4nZCQQP51Pt9dpH5UVe3o6lKZzZ1scgIAAMAUw07ulMlksvbB0ul09957b1FRkbvrRYDlGxYuXJiTk9Pd3U1KeuPGjUuWLKHz09LS7r///sYRZCI9Pd35fHfxUz8AAMBHsQ2wjEbj1q1b58+fT/8lE3/5y18msF5+GlDx5JNE1t///vfptL+/Pwm86DSZCAgIcD7fXfzUDwAA8FEMx8EibrrppqVLl6rV6rFv4S5Cu8STz0OHDi1YsIBOz5w502Aw0Gm9Xu/n5+d8vrv4qR8A49LrFXiAJoAXwkjuwhJJPisrK+fMmVNfX0//nTZtmsViodNkYvr06c7n23WdUx7LCoAv0Wrl9IaPLhfG1AFwrqenpbQ0rqZmt9AJEQkEWMISQz4LCgpmz559+vRp6xycwQKYGi0tEhpgGY0VQqcFfJ5KlUqrE86JMoEAS1g+n8/MzMzbb7+9vLzcdib6YAFMjeHhQRJj4ZnlwIRer5BKg+TyFXj0BRMIsITl2/nctWvX7Nmza2trR83fu3ev3bsFHc2/4maR81M/AACmEgZqZkiQpspgMPy///f/nCzATwPq2/kc2zWqu7v7ysh4V/Hx8X4jtmzZYjsOlt35VxBgAQCAuJBAZ+wJCE97+eWXn3zySScL8NOA8pJPtvipHwAA4KOee+65yMhIet5hCnR2dr711ls333xzdbWzLnT8NKC85JMtfuoHAAD4KIPBsGDBAud3xDN0ww03BAYGnjlzxnmq+GlAecknW/zUDwCAKTY8PKjXK0wmtdAJAY/gpwHlJZ9s8VM/AACmWGNj5pEj8yQS//5+ndBpAfb4aUB5ySdb/NQPAIApplbvp6NhdXdrhE4LsMdPA8pLPtnip34AAEyxoSFzU1OWwVAqdELAI/hpQHnJJ1v81A8AAACG+GlAecknW/zUDwAAAIb4aUB5ySdb/NQPAAAAhvhpQHnJJ1v81A8AAEEMDZlbW6UdHUqhEwKM8dOA8pJPtvipHwAAgmhoyKD3Evb0tAidFmCJnwaUl3yyxU/9APBpCr0iszGzD88P9kEIsMSKnwaUl3yyxU/9APBdmm7NvCPzyCu9Pl3otIDbhobMbW2yixedPdUOfBE/DSgv+WSLn/oB4LuMl43+En8SYB3UHBQ6LQDwDX4aUF7yOXmjnmopdHIAYHwtPS2lGK8SwJvw04Dykk+2SP1o+PzzurQ07bFjzYcP64qKavfsUf/tb8UbNpRt3nw8IuJUbGzpK6+cfffdyqSkml27SqKjy+Ljjy1bVrRu3Ylnn1W8+GLF66+feeedisTEM8nJJRs3no6LI3/JR8jHlW+/TT5YvXMn/ff4mjWFzzxzMiqqZNMm8m1nU1LO7d59LjW1+v33a3buLP/d7yq3biVffvWD77xzdtu22j/8of6TTxozMzUHDmi++ELz5ZeNBw6Qf1uOHCFJvXT+fJdKNTw4OGQ2C70VAQCAOwiwwBlSP0a6dnz7euCBa/71+lduSIg0OLjgqafkq1YVb9xIYr7SzZtL4+Lq09JI1GgoL28vLDR3dvZqtUJvaQDgmsViqqtLa24+LHRCgBkEWOAMqR/Shx8mkUr2Qw+Rv5IHHyR/pUFBucHBx9esyQ8PPxEVlR0YKFu8WOLvn7doEZkvX7GiYNWqkhdeIO+SZci7eaGh5G/uwoWyxx4j75K/x554gnxt7qOPZgcESBcsIG+RhQtWrz7xzDPyJ58k8RB5VxoSQr6TLEBeOQ89REKlvIULySrIX+kjj5BPSebPP0Jekw7CSKbIikiSZGFhp195RRETU7VjhzI5ufHvf69PT++sqTGUXr3yMjw4KHRpAIBo1den03sJu7pUQqcF2ECABc6Q+jFkNncolX3t7Vq53KRWX6qvN3d22kYbA31X7wwnM8mSY6MQ8i6ZSf/Sq3V0GTqHfmrsB8m7ZOZlo9FiMpFl6L/WJa3vkle3RkNSRRNGp7tUqo6zZ5sPH27MzDy7bVvZ5s3F0dGFkZHHn35avnJl/pIlNLBzNQIbOWmXv3QpCb9UH39cu2dPv15P1uvxTQ8APGltlZLoKjs78PJl7F5EAgEWOCO++kHjPBIh9Wq1eoWiTSa78Omn1R98UPrqq0Xr1x9bsSJ34cLckBASgUkcnB7LCQqS+Puf3b69eufOntbWnhYMXQMADHR3axBdiYn4GlBHeMknW/zUDyt6nszc2UmCsC6Vqr2wUHPgQMUbbxStXZszcp30mmBrZM7xNWtkYWGKmJjjEREkUDsRFXX+z39Wpab263RC5wYAAITBTwPKSz7Z4qd+uIJEXd0azfl9+yq3bs199NFxLy+eXLv2VGzspfp6oRMOAD6jp6fFYjEJnQpggJ8GlJd8ssVP/XDXQF9fT0tLU1ZW9c6dFYmJhZGRRevXy8LCTkRF5YWGSoOD/y/MiooqT0ggkZnQSQYGhobMavV+jebg8DBuemCpQ6kkP6UuFe/9u7VaOXpiiQY/DSgv+WSLn/rBlsVkunT+PIm6JIGB1rNZJA5DmOXrmpsP01u99HqF0GkRlfzwcPIzIT8ZoRMisLq6NFrB8OQcEeCnAeUln2zxUz88xNzZKV+x4oi/Pw2z5KtWkSakKSurMTOzu6nJWFFBlsE9iT7EYCgljZ9E4m8yqYVOi6icio0lPxByECJ0QgRmNneqVKkNDRlCJwQY4KcBFSCfIti4IsiC4IYHB0kIdTXMsnbPGrk/kQ4tlvfYY+TvmaSkyqQkkxpttg/o7tb09mJkWsbIzwTXB0Fk+GlAEWBNhAiy4CVI+9Gv05XGxUlDQqRBQVcHOKWntejg+CN/C0bObxlKSzGoKQCAr+OnAUWANREiyIIX6tVq2wsLdcXFdWlpF/7yl/KEBPnKldbzW/mLF5MIrFUqFTqZACAYjIklAvw0oMIEWI54etXDw8ObN2/28/ObNWtWQkIC+Xdi38NP/RDW8OAgiboqEhPpyS3yOrZyZdG6dbSTFgBwpa1NRrv69fdjLD0fxk8DytcZrLS0tPvvv79xBJlIT0+f2PfwUz+8BIm06tLSCiMjaZh1PDLybEoK7j0E4Mr58/twL6EI8NOA8hVg+fv75+Tk0GkyERAQMLHv4ad+eJvyhITswED6dO0TzzyjTE7GgKUAnLBYTHV1aU1NWUInBCaFnwaUrwBr5syZBoOBTuv1ej8/v4l9Dz/1wwsNDw4WrF5t7Q5f8NRTZfHxF6txRAsA4AP4aUB5ySc1bdo0i8VCp8nE9OnTnSzspK8YP/XDOw2ZzSa1ml4x/CbMWr36VGws+mYBAHg5fhpQwfJZXV0dEBBw4403TmXUgjNYYkK7wJdER1vDLPny5SeionRFRUInDQAA7OOnARUsn/Pnz3/77bd7e3uncqXogyVK5s7O0ri4qzHWyFClBStX4mwWgFjRnlgazUGhEwITxE8DKlg+Z8yY0dPTM8Ur3bt3r6O7CN0qcrJw0pmkVFXqP7/6p0Kv0PZqB/GMW6FZTCZlcvLVLvAjZ7NOPvecVi4fMpuFThcAsGS9l9BoxEGUT0KA5XE/+clPNFN+m/3w8HB8fLzfiC1bttiOg+VugDXv/57wMu/B7AeDc4OfKXzm9YrX913YJ2mRVF+sNl42mofQuk81ElHRx7flhoSQv+UJCUKnCABY0mrlGA3LpyHA8rg//OEPy5cvb29vFyoBk0Hqx2r5ahJaPZTzEPn7gOQB23iLvOYfme8v8X9M9thzJ597o/yNA40HFHqFrl+HkGtqWEwmWVjY1cuFERGKmBhDaanQKQIAZjCeu09DgOX5FfvyrXk0qZpuTUd/x0HNwazmrHVF63576rckqArODb4ach0ZHXJdjbok80NyQ8iSJOT6UvNlYXshznJ5zqX6+oaMjOyAAHq5EI8yBBCTS5fq8/PDT5yIGhjoEzot4B4fausniZd8suWofnSaO/sG+2RtsmJ9cVJl0rvKd8NkYcuPLafRld2QK1ga/NKpl7ZXbS/QFlRfrEa8xVZ5QgLZ0rLHHiN/KxIThU4OALBRX59Oe2Lp9Qqh0wLuQYAFzrheP2jnd4VeUWGsSFYmbzu7jYRcS2RLxgZb9BWaF7pKvuoj1UcZDRnaXi2J2DyZDy5YLxcej4ggMVaHUil0igBgsnp6WoqLN5SVxQ/hoNTXIMACZyZTP2jIVWooPdNxJuVsyltn3grJDSEvu+e3ArIDXj798o6qHacNp+sv4ZkwE3Sxurp2zx7pI49cfcBOVNRAH64pAAAIAwEWOMO2fvQN9JmHzNJWaXZLdowiJrokmkRX/hL/sSHXk/Inny9+niymwFlx99G7C+Ujj9mpn+hzvgHAe9AxsRobM4VOCLgBARY44+n6oe3Vtve2p6pSd9bsDMkNoR3nR71WHlu5rmidvF2u7MA1L1f1tLRIg4KuhllPPqlKTTWp1UKnCAAmrqEhg/bEMhhwp7DPQIAFzkxl/TAPmckrqykrszEz4njEk/InxwZbUSeiYk/FKnSK6ot45vE4WqXSU7GxuY8+SrZc0bp1QicHACauvb2QRFfZ2YG9vVqh0wKuQoAFzghYPwaHB4t0Rdkt2SSoWilfOTbYii6JTihPuHDpQktPi1CJ9H7FGzZc7fa+Zk1uSEhjJq4vAPiqnp4WjInlWxBggTNeUj9IsCVrk/2v5n9XyFeE54ePDbber35/3/l9GPphrCGzuUOp/OZy4apVuqIiPFQHwEcNDPTV16fj6YS+wksa0CnASz7Z8sL6QYItSYvks4bPSKT1aO6jtmEWmbO6YPWJr0/gAuIoDRkZBatXH12+nGyn0rg4oZMDABPR2JiJnlg+xAsbUA/hJZ9seXP9IJFW32BfRkPG7nO7/SX+owY4TaxITFWl9g304enUVseWLaN3F1bv3NmlUgmdHABwj05XRJ9OiJ5YPsGbG1C2eMknW75SP3T9ugumC7GnYiMKI2zDrIV5C8NkYUW6IlUX4okrJrX6/L591sFIhU4OALgNPbF8iK80oJPHSz4nz0cfm0gNDg9KW6Xp9emB2YHzj1xzTmv72e371fv7uH+eFx0lq2TjxvKEBGNFhdDJAQD3mM2dSmWySpU6jNPz3s3nGtAJ4yWfbPlu/eg0d7b2tCaUJzx34jnbMOuZE8/EnorV9eu47RE/PDh4qb4+Pzz86uXCFSuETo5PGhoyNzRkaDQH0cLB1FOr99OeWDpdkdBpAWd8twF1Fy/5ZEsc9UPSIkmrS7MdMj4kNyQ0L7RYX8ztY3kqEhPJljj77rsk2CIhl9DJ8THNzYfx/F0QysWL1dnZgXl5obhW6M0GhwfF0YC6gpd8siWm+qHr11VdrFpdsNp67+EDRx4gf/9U/ye5Vs5hX/herbY0Lo5sibL4eKHT4mNIXEUDrC707QMhWCymoSEzibS6uzVCpwVGM1lMycrkGEWMmBpQ53jJJ1uirB99g31JlUnri9bbXjp8s/LNfef38dZDi95XWLB6tdAJ8T0mk7oHI9yCcLRaOY3ySVUUOi1wVae5s66rboV8xRLZEtqsiLIBtYuXfLIl7vqR1ZS169wu2zBrk2JTytkUIzcn3juUyqodO/SnT7cXFlpMJqGTAwCusl6nNhpxq4pgBocHzUPmjIaM1HOpgdmB5EWbkodzHg7NCxV3A2qLl3yyxUP9qDBWfNH4hW0PreeLn0+qTNL164RO2hQpWreO5Lt4wwahEwIArhoaMms0B1tbpZcvGy0WHB1NNdJwHNMeC5OFLcxbaHuUvub4mthTseQonQRePDSgFC/5ZIuf+kHCqXJjeUhuiHXA0mdPPEt+J1oOBvQ7HhFBclwYGSl0QgDAPUZjhUTij4dAT5m+gb5UVSo5Ah/7xDY6urXt/en8NKC85JMtfuoHRX4bTd1N5KAkIDuA/mZ+XfhrEmZpRN2TtKelpSEjoyU7uyw+Xq/AbXEAPkOjOYghG6ZGp7lzR9WOGEWMbVC19uTahPKE2q5au4fi/DSgvOSTLX7qh63B4cGO/o4V8hULpAvor+jpwqejS6LFHWbRDu/kr9AJAQBXWSymmprd9fXp/f06s7lT6OSIk8liSlWlvlz6Mm0O5kvmB2YHfnr+U1mbzPkH+WlAecknW/zUD7u6zF3XhFnHxRxmVSYlkVxWJCYKnRAAcE9Hh5JeKMSoDWx1mjuTlcmbFJtoE/Cg5MGQ3JBzXec6XYtl+WlAecknW/zUDydImBVxPCJEGkJ/Y+tOrhNrF/herbZNJjsRFdUqlQqdFgBwFS4UMkdCqJ3VO20vCAZmB9Z11bn1CBB+GlBe8skWP/VjXH2DfZGFkdazWeSHt6d2j/gGdKAXCmVhYUInBABcZbGYVKrUurq0uro/qtX78QSnyTBZTOn16a+VvnbNWatOV89a2eKnAeUln2zxUz9c1GXuCs8Pt95puL16e6mhVOhEsVS7Z4/E31+VmjrQx9eYqwC+rqkpi57Ham8vFDotPomGVpvLNlv7WgVJgxq6Gyb84Fp+GlBe8skWP/XDdYPDgy09LeSHRw9uyN+MhgwxPWlnyGwmYRbZw1Tt2CF0WgDAVUZjBYmuJBL/S5fOC50WH0NCqMPNh99RvmO9IOgv8T/Xdc40uQHG+GlAfTufUqk0ODh4xowZt9122/r1643Gb65MDQ8Pb9682c/Pb9asWQkJCeRf5/PdxU/9cBf54Z3Sn6I/xSX5S0LzQsV0KgsXCsGjspqyok5EFeJEC2u9vdqOjjP5+eHHji3Do6BdVH+p/pP6T2xDK4VBwaT7Bz8NqG/nc+HChTk5Od3d3TqdbuPGjUuWLKHz09LS7r///sYRZCI9Pd35fHfxUz8mhrQQ/3Puf+jPckPxhpSzKeIYmLS9sLAkOrrpyy8bMzN7WvDEPWCMngCOOB4xar7FZNLK5Xhq02Q0NmbSC4WtrbhVZXzSVunVq4FHvun1UawrZtizlp8GVDz5NJlM3//+9+m0v78/CbzoNJkICAhwPt9d/NSPydhRtePXhb+mv893le+qulRCp4gN+ggdPAoamCM/GX+J/371/lHzT0RFkSqniIkRJFXicPmysbQ0rrT01bKyLWfPpgxw9gB71yk7lGGysPD8cLrrPqA5wHzXzU8DKp58Hjp0aMGCBXR65syZBoOBTuv1ej8/P+fz3cVP/Zgk85A5NC+UPuOT9sqacL9I70HaObLnIW2e0AkBEbLbbZFE86hyTFg7vOM81lgtPS1xpXHPnniWhlbvKN+RtEg8sSJ+GlCR5LOysnLOnDn19fX032nTplksFjpNJqZPn+58vl3XOeWxrIgNiagqDZX0F7s4f3GQNMjXu5hYTKZWqdR04QIuFMLU6NZoGjIyerViuM4urEuX6nNzQ3JzF54581ZNze4h3z/eY0LXr0s5mxKtiLY+mDmpMslztyjx04D6WD7txjcFBQWzZ88+ffq0dQ7OYHkbuVa+7ey2b369hWuiS6LrL9ULnahJwYVCAF9Egqqmpv/FeSyqb6AvoyFjc/k3QzA8lPPQCvkKT19n4KcB9fl8ZmZm3n777eXl5bYz0QfLO6WqUqNORNFf8qaSTen16b47JOmp2FiSj8LISKETAgDuuXSpPjs7UCp9uKIisbp6J5/9sQaHBxV6xfvV71tvEgzNC9X36adg1fw0oL6dz127ds2ePbu2tnbU/L1799q9W9DR/CtuFjk/9YM58qveULzhYenDdFTSZGWyj57KsphMbTKZubMT93YB+ByLxWR9kM5XXx3i7Voh2Q9nNGTQUUPp427OdZ6bsg6y/DSgvp3PsV2juru7r4yMdxUfH+83YsuWLbbjYNmdfwUB1tTqMneF5F59iCF9xs7Y26Z8RV1aGjn8UyYnC50QAHCPyaSWSoOk0gW5uSF5eaH8PBBaoVeQ3e9i2WJ67iq3NXeKh9HhpwHlJZ9s8VM/PMd42XhUe9Rf4k9+4c+ceCZGEeOLp7Lo7V15oaFCJwQA3DYw0Ge9r7C6+r3WVqm4n1fY0tOSWJG4rmgdDa1+r/r9lA0ETTYseRmNFXr9aX4aUF7yyRY/9cPTbDu/k1++zz1aR69QKGJiWqW8d5UF8FEWi6myMqm4+Dc0zGprOyrKy4XmIbOsTfZ6xet0Z0uOaXdW7/T0Snt7tX197bW1e86d2y2TheXlhdKNzE8Dyks+2eKnfkwNckQVmB245viaIGkQCbmETg4A8MVgKKVtf27uoyQUEN/lwrS6NPqUWH+JP/P7BOlpv0uX6i9daiThlEr10fHja44ff2pkk86nG9b2xU8Dyks+2eKnfkyZhu4G63ksodPitqasLFlYWP1En7wE3mZ4cNDc2Sl0KmBKXbxYXVeXRiOA4uKNSmWyZXKPNPYSCr0iNC90+bHl9FZBsqdlcqGgv1/X26tVqVLPnfsfEpLm54ePDaToSyKZL5H4KxSbKipe/+oriVYr56cB5SWfbPFTP6bSnto9USeiXih+ISQ3xLfOYx2PiCDBYW5IiNAJAQZIdFWwerXE37/58GGh0wJTikRUFRWJRUXraGSgVL7T3HzYd3tl6fp1qarU6JJvhg/98/k/V1+snvC3ke3Q1iZrazumUMSUlESTmIm8HIRTgcePRxQXv6BSfaRW7+/r0456wDY/DSgv+WSLn/oxxYyXjXRfkFCeIHRa3EBa4vzw8PP79gmdEGCgp6VlpA7Oq0xKEjotIICenpbc3BCpNIhGDCpVKgksfC7MMllMO6p20N3p08efTjmb4vpnaWaNxoqurrq6urTa2t/n54cfPbrUwQmqgOLi6NLS+AsX9jU1ZfX2jg6nxuKnAeUln2zxUz+m3u6a3ZGFkbGnY8Pzw4t0RUInxw29Wq16/36TWi10QmCyGjIyyhMSUJTcGhoyGwzltmFEfX26Xq8QOl2ukrZKA7MD6QObQ3JDnPe4ovf36XRFBkNpZWWSUvluXl5ofv7jjnpQkXfl8pVVVTvU6v0knDKb3b6Yzk8Dyks+2eKnfgjCeh4rviy+z3cGWS6Jjiapzg8PFzohAMBAV5fKOogDfVVVvdfYmOnNtxnq+nV7ave8qHiR7kKLdcUmez3Jurs1PT2tNTW7z537UCYLO3Zs2ci5qAfsnqPKzg44ceLZsrLXWltzOzqUk8z+kNnMTwPKSz7Z4qd+CCVZmUwOvyKOR5DjsMPNvtEVpiw+nuzTjkdECJ0QAGCGhBRq9d9sAw4SbZw6Fdvd3TzutbCpl3I2hY7P/puS36TVpdGZFovJYunWaA42NX1ZVLSuuHjDSNj0kL3rff4y2WNFResrK5MaGv6u1cpJKDaBc1R2WUym8oSEE889x08Dyks+2eKnfgio09zpW+exyJFZe2Fhd1NTQ0YG2ZkJnRwAYEanK1Kr99vGIjk5D2VnB1ZXv1dXl2Y2dwl+y2GpoZQclD59/OmRy4LBFzQH29pySSBYVhZPwqbc3OCRZI8+R5WbG3LyZFRl5dampiyDoZTEUszPz5EdY09LCznyPLp0Ke3dyE8Dyks+2eKnfghrv3p/jCLmuRPP+Uv8feU8liImhl4oHB70sV6xDJHGhs8H6IK4dXdrDIbTBQWrrWNmfhtsBZFgS6l8t7p6Z3d3Y09PyxQkhgZDbW2ydl3JZ6deekH+BD0iff/IvH9IF9DTUWNOUD2Yl7ewqGh9Tc0uElGR7Hg0LjR3dl6sqsoNCZE+8ggNraTBwbKwMH4aUF7yyRY/9cMb0L3Gb0/9VtmhFDot4yuNiyPpLVi9WuiECObSpXrS2EilQeIbrRGAIpFNbe2eyso3s7MDxl5lI3+Lip4vLt5QV5dGXkZjuU5X1N+v6+pSXfn2Hj1H6JFJ78jDATs6lH19+ubmwwZDKVmdRnOgrCy+uvoDuXxFcfFGsqK8vMfIuuLoA5uPzFt4ZN7z14ZTJHkkHCwv36JWf6rXK3qn6pmDQ2azsbIyOzCQvGhoJV+xonjDhn69nhx58tOA8pJPtvipH96AnscKyw8jP9NUVarQyRnHQF9fm0zWr9N1KJVkLyN0cgSg0Rz89qkjMqHTAuBZly8be3paVKrUiopEqfRhu0NDffu6ekfeSEwWWFLym/z88LKyLST6KSvbTKZPn44lxyQkLCPfUFBwdQx0mSxs5BLeI7SbOR1iatRlvk+PzNtwZN6qIw9cHaX9yLxDssWnT8cplcnkN9jaKjWZ1IJcuOxSqWzPWhW/8IIyOdl2Z8hPA8pLPifvumsJnRzukEMh8mPdXLa5wljh/Y8srExKInuWwshIoRMiALJPr6raUVOz25tvtgJgjtT8/n4dCW5Uqo8LCyNlssVjz2/JZEusQRK9a8/evXsPWMMpGrHl5Dw8Mj7CQvKvXL5qJCB7pawsPrbw1yPjs8//sGrHaX2J0BvgSrdGc2zZMtnixTS0OhUbq0pNHXucyU8Dyks+2eKnfngPhV6xp3ZPmOzqeawpeEzpJBVvIAeW8/JCQ3nuiQXAObO5c6TbVmlLi6Sl5Uh9fXpra+6JE1FnziSRIOnUqd/m5YWSv2S6vHwzicnOnHmrpCRapfqooiKxoSGjtnZPe/vx5ubD5Es6OpQDA33W+xZLDaWrC1a/UPwC2R+ukK8Q/JiThlb54eE0tCrasKFqxw5Hp/D5aUB5ySdb/NQPb0PPY71e8brGu/v3kN1N7Z49HUof6DQGAL5F1697rew12jm1+mK1gNEVOYA0qdVXQ6tvz1oVPPlkaVzcQJ+ze1z4aUB5ySdb/NQPb0OO29Lq0lbJV5Gfcnq9tz9cmex99AqFxSSGR8YCgDc4qDlI9n7Ljy4PzQtNqkwSKhkkhOqsqZGFhckWLbKGVqdiY52HVhQ/DSgv+WSLn/rhneh5rLjSOKETMo6KxETO7ygEAIY03ZrNZZtH+l35dzIa/9NdQ2Zzh1IpDQrKWbDgm9Bq1arSuDjX7+nhpwHlJZ9s8VM/vJOsTZasTP5d+e/CZGEyL75VjT48hxzk8Xk7IQAwlF6fTsKZx48+/nrF61lNWVOfgIG+vo6zZ/NCQ8mLhlaFzzxDDiPd3b/x04Dykk+2+Kkf3ox2QYguiRY6IQ71tLTUpaVdrK4WOiEA4MMGhwcVekVcaRw9d2X38YIeRUIrQ1mZNCjIdvCF6p07J3YTDz8NKC/5ZIuf+uHN9tTuWXZs2T+a/yFtlfrEs3QAACZgZ/VOEtQsylu0vWq7XCuf4rUbKypsQ6sTzz1XmZQ0mfuj+WlAecknW/zUD+9HB24QsLPnuPp1uvP79l2qrxc6IQDgY0wWU1ZTVtzpq+eugqRBU3wk2aVSHVu27OiyZd+ctdqwYcJnrWzx04Dykk+2+Kkf3i80L5T89BPKE4ROiEOnYmNpTyyMiQUAbklWJpP9W3BucHp9+lQ+K6xboyHh1PGnnvomtNq4kUloRfHTgPKST7b4qR/eT21SH9Qc/PDch6sLVhe2FwqdHDvovYTyFSuETggA+AyTxSRpkZBDRxLgkMNI81Q9F6FfpzubkkKHSiavY8uXu3WHoCv4aUB5ySdb/NQPX+Ev8Sc7gw3FG4ROiB1k39ReWGjuFOaeagDwRUmVSVdDq9zQQ18dmppxlS0mk3r//rL4eBpa5S1ceCIqyhN3QPPTgPKST7b4qR++IuVsSkhuCNkTVRgrhE4LAMDE0XNXr5a+OpXnrowVFec+/JCGVpL583NDQjw3QjI/DSgv+WSLn/rhW1YXrCa7hx1VO4ROiB3dGo0qNZXsxYROCAB4NXrualHeov9t+t+pOXelOXjwamg1f/7V6Mrf/1JdnUeH7uOnARVDPg0Gw5133mlbZsPDw5s3b/bz85s1a1ZCQgL51/l8d/FTP3xLSG4I2THFKGKETogddNBRclyIQUcBwBGTxZRYkThl5646lMr88PBjTzxBz121ZGf363SeXik/DagY8rlp06Zt27bZlllaWtr999/fOIJMpKenO5/vLn7qh28pNZSmqlL/qv5rfFn8VN5x44qzKSl4bA4AOJHRkOEv8Y8uic5qyvL0uSsSSCmTk4uff56GVjU7d7YXTtFNQvw0oD6fT5VKdffdd/f399uWmb+/f05ODp0mEwEBAc7nu4uf+uGL6JMKvbDDOzlYxOkrAHCEhFZ0rHZPj3elVyiU77xjfZJgRWLiVA4iw08D6vP5XLx48WeffXbl2jKbOXOmwWCg03q93s/Pz/l8d/FTP3xR7KlYsttIr0+fshubAQAmo8JYQaKrj1UfxyhiPPqcQXKM15CRcbWv1YMP0vH5Bvqm+jEY/DSgvp1PmUw2b9482pXKtsymTZtmsVjoNJmYPn268/l2XeeUR/IDjBgvG5Mqk8iBYEZDhtBpuQbZu+mKijBkAwDYmppzV2TnIw0Kkj32GD13ZRTonDo/DaiP5XNUfDN37tyTJ09a37IuhjNYQC8URp2IEjoh16hMSro6dt+yZUInBAC8Qqe58+pQyaoPSXQVVxrnobX0arVk51O0di0NrWo//livUHhoXePipwH17Xw6OrGEPlhA9lkbijco9Iqpf/K8E6VxcVdH8AsNRWcsmAA80VJ86FjtYbIwEml5aBUmtVr57rs0tDr53HM1u3d7aEUu4qcBFU8+bcts7969du8WdDT/iptFzk/98HV055VeP8HbRZmjD37uUqmETgj4HhqdVyQmCp0QYIkOyhCeHz447JFu5o2ZmaTaSBcskPj7H1u2zBsO7fhpQMWTz1HjYMXHx/uN2LJli+04WHbnX0GAJVL0QuG6onVCJwRgsvLDwzHSh5gcbj4ckhuSrEyWtEi0vVrm33+pvr4kOvpEZCQ9d9WhVHrJ8+b5aUB5ySdb/NQPX0f2XDGKmFP6U1MzILLrulQqbziUBB9irKg4m5JCmkmhEwJskAM/2rHdE/c7k+iqcutWGlqdfffdVqmU+SomjJ8GlJd8ssVP/RAHeoeO9zxCp2b3brLXOx4RIXRCAEAALT0te2r37L+wP+J4xL7z+5h/v3r/frKHyQkKkgYFFa1b5yUnrqz4aUB5ySdb/NQPcaCP0PGeC4WKmJirvSKCgqZ+BBoAEBw95PPEw3BManV5QgK9W1Di79/d3Mz2+5ngpwHlJZ9s8VM/xKFIV5SsTFZ1eUvX8m6Npmb3bgFvkwYAAaWcTSEB1uoCxt3pLCYTHQiGvKp27NDK5Wy/nxV+GlBe8skWP/VDTHZW7wySBmU2ZgqdEADglKxNtuzYsk/qPyk1lLIdU7RFIskODJQ/8YTE3/94RIS3XRa0xU8Dyks+2eKnfogJia7IkV3EcW/p+WQoLS3esKEhw7vGmgcAz4ksjCR7ocDsQIaDMlhMJs3Bg6deeomeu+qqq2P1zR7CTwPKSz7Z4qd+iElGQwaJruRabzltXhIdTftJoCcWACcONx8Ok4WlqlIZfmfVjh1kT5IdEFAcHX1+H/su88zx04Dykk+2+Kkf4iNpkawrWlekKxI6IVfIQWd2YGB5QoLQCQEAn9ShVBZGRp6MivKtm2b4aUB5ySdb/NQP8aEXCiMLI4VOyFUYCguAE9perbKD5RhmFpOJHJ7Ry4JfSSS9WvZDlXoIPw0oL/lki5/6IT4pZ1P8Jf7e8/AcABA9Xb+O7HZIKJTVlMXkC5sPH5b4+8uffDI3JKQsPp7Jd04ZfhpQXvLJFj/1Q5T6BvrUJvV+9X5PPJ7CXXqF4nhERH06Aj4AERocHowrjVtVsGreyLmmyQ8rOjw4qCsqog+mJK/LRiOTdE4lfhpQXvLJFj/1Q6yWHVtGdk4bijcInZBvurqTl6/0nwAA15UaSmloRcIsclA3+aEZ6HMgckNCFC+91Jjpk4PO8NOA8pJPtvipH2IVcTyC7vKETsjV0WukQUGVSUlCJ4Sxy5eNRUXrSkqizeZOodMCIBjzkJkcyJEjuskPdGwxmZqysspee+3qPYOBgeRfJimcevw0oLzkc/Kuu5bQyYFJMVlMcq3cE89YBUqjOXjkyDzyam31oqfMAkwZsnuJPRVLjuXUJjWTLzybknL13FVw8Pk//elidTWT7xQEPw0oL/lk6zoAAACYEKHb8CnCSz6nwBRUGhGsQgRZEMcqRJAFcaxCBFkQxypEkAXRrEI0sKWYEUfNxl6Mk1WIIAviWIUIsiCOVYggC6JZhWhgSzEjjpqNvRgnqxBBFsSxChFkQRyrEEEWRLMK0cCWYkYcNRt7MU5WIYIsiGMVIsiCOFYhgiyIZhWigS3FDKqdl0BBeAkUhJdAQXgJFARvUN7M4MfjJVAQXgIF4SVQEF4CBcEblDcz+PF4CRSEl0BBeAkUhJdAQfAG5c0MfjxeAgXhJVAQXgIF4SVQELxBeTODH4+XQEF4CRSEl0BBeAkUBG9Q3gAAAACMIcACAAAAYAwBFgAAAABjCLAAAAAAGEOABQAAAMAYAiwAAAAAxhBgAQAAADCGAMs+qVQaHBw8Y8aM2267bf369Uajkc4fHh7evHmzn5/frFmzEhISyL9jP+toGVc+C6M4KogrI4PKUI4+i4JgyFFBOCkgKxQEQ442eHZ29sMPP/y9732PzI+Kivr666/HfhYFwdBkNiYKghMIsOxbuHBhTk5Od3e3TqfbuHHjkiVL6Py0tLT777+/cQSZSE9PH/tZR8u48lkYxVFBWDkJsFAQDDkqiHEL6AoKgilHG/yRRx7Jysrq7Ow0mUxvv/02CcLGfhYFwdBkNiYKghMIsMZHdljf//736bS/vz/Zu9FpMhEQEGBdzNrSO1rGyWfBFbYFYTU2wEJBeJrdghg7HwXhaY4KgoRf//Iv/2L9FwXhCRPYmCgI3iDAGt+hQ4cWLFhAp2fOnGkwGOi0Xq/38/OzLmb98ThaxslnwRW2BWHlJMBCQXiI3YIYOx8F4Wl2C6Knp2f79u22pxJREJ4wgY2JguANAqxxVFZWzpkzp76+nv47bdo0i8VCp8nE9OnTx37E0TKufBYcGVUQVk4uEaIgPMFRQTiafwUF4Rl2NzjtlXjLLbdcuHBh7EdQEAxNZmOiIDiBAMuZgoKC2bNnnz592jrHlSMMHJ0wN7YgrJwEWCgI5hwVhJMCuoKC8AAnG/zSpUtJSUkPPfTQ2LdQEAxNZmOiIDiBAMuhzMzM22+/vby83HamK9fIcX2dLbsFYeUkwEJBsOWoIJwX0BUUBGvjbnASY9ntm4WCYGgyGxMFwQkEWPbt2rWLHCDW1taOmr93715Hd3lYW3pHyzj5LDjiqCCsnPTBQkEw5KggnBQQCsITHG3wZ555RqVSWSyWr776KiYmxm4fLBQEQxPYmCgI3iDAsu+6Mbq7u6+MjFMSHx/vN2LLli2245RYfzyOlnHyWXDEUUGMfcv2I3QCBcGQo4JwXkB0AgXBkKMN/sUXX/ziF7/47ne/e+edd27cuLGjo8P2I3QCBcHQBDYmCoI3CLAAAAAAGEOABQAAAMAYAiwAAAAAxhBgAQAAADCGAAsAAMA9jp667e6DnF15XLqTj4+642HmzJmOEjz2fiArg8Fw5513OhnyBiYGGxQAAMA9jp667e6DnF15XLqTj9vavXv3a6+95jzZdqOoTZs2bdu2DQEWc9igAAAAE2f71O3JDCLq6OndrnzcbDbPmTOntbXVeVLHRlEqleruu+/u7+9HgMUcNigAAMDE2T51ezKPwXH0GHVXPp6enr527dpxkzo2ilq8ePFnn31m9y2YJGxQAACACRr11O0JP8jZyePSx/340NDQf/zHf6hUqnFTOyqKkslk8+bNoz26EGAxhw0KAAAwEWOfuj2xM1hjv2dUn3TnH8/MzHz88cdt5zjq0j5qzty5c0+ePGn3LZg8bFAAAAC32X3q9gT6YI379G7nHyd++ctfFhUVuZLmUVHU2CcvufIl4CJsTQAAAPc4euq2uw9yHvd59s4/TmRnZz/44IMuJttJCIXoijlsUAAAAPc4euq2uw9ydvK4dFtOngMdGBh46NAhdxNsd4EJbAdwAhsUAAAAgDEEWAAAAACMIcACAAAAYAwBFgAAAABjCLAAAAAAGEOABQAAAMAYAiwAAAAAxhBgAQAAADCGAAsAAACAMQRYAAAAAIwhwAIAAABgDAEWAAAAAGMIsAAAAAAYQ4AFAAAAwBgCLAAAAADGEGABAAAAMIYACwAAAIAxBFgAAAAAjCHAAgAAAGAMARYAAAAAYwiwAAAAABhDgAUAAADAGAIsAAAAAMYQYAEAAAAwhgALAAAAgDEEWAAAAACM/X98shM/9zd27QAAAABJRU5ErkJggg==)
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