Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jorg-Micha_Jahn_101711_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 20 2010 |
Start Time | | 2010/04/20 00:00 |
End Time | | 2010/04/22 23:00 |
Key Words | | boundaries, tilt |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.90 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.20 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 76.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jorg-Micha_Jahn_101711_1 |
Minimum Dst Value | | -11 |
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-C for time period of this run.
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3NLKi+Pj4//u//9u1a5fCbOx0oF5bzunTp5Ow3c/Pb8SIEWLzqqqqioiI8OVFRUVJn4OFAAsAALwJ6aoePXrUyCu9dOnS888/rzADOx0oK+Wki532AQAAHspVXZXyetnpQFkpJ13stA8AAPBQCLBci5Vy0sVO+wAAAA+FAMu1WCknXey0DwAA8FAIsFyLlXLSxU77AAAAD1X/rkp8BMOTTz7ZsmXLIUOG5Obm1nO97HSgrJSTLnbaBwAAeCgqAZYw8vjx4xs3bnz88ceBgYH1XC87HSgr5aSLnfYBAAAeSqGrKjp+vPjcOUdTKC4ufvrpp8nIO++8s2rVKnH6ypUryRQ167X7rTdhpZx0sdM+AADAQ8l1VXlpaXqOI4PdGEt6BCs/Pz8qKiooKIh8LC8v79y586ZNm8j4xo0bybj4nl+F9ar51puwUk662GkfAADgoeS6qlyDQQiwCo8csZuClJ+f39mzZ4Wvbt682b59++joaPIvGVezXjXfehNWykkXO+0DAAA8lFxXVVVZSWKsvLQ0h1IwGo1TpkwJCQkRp0yfPp3MMH/+fJXrVfOtN2GlnPVnEci7OjsAAABKKF7kLigpKRGuwSIyMjLatGmzdevWv/71r5cuXVK/XnY6UFbKSRc77QMAADwU3QCrqKho2rRpWq2WjN+7d69Dhw579uwh4zt27HjllVfKyspUrpedDpSVctLFTvsAAAAPRfE5WETz5s379OmTlZVFpo8cOXLFihXibAsXLhw9erTK9bLTgbJSTrrYaR8AAOCh8CR312KlnHSx0z4AAMBDIcByLVbKSRc77QMAADwUAizXYqWcdLHTPgAAwEMhwHItVspJFzvtAwAAPBQCLNdipZx0sdM+AADAQyHAci1WykkXO+0DAAA8FAIs12KlnHSx0z4AAMBDIcByLW8uZ2FhYdu2baXbsqqqKjIy0tfX18/PLzo6mnx0LmV22gcAAHgoig8affLJJ1u2bDlkyJDc3Nx6rpedDtSbyzlhwoS5c+dKt2VMTEzHjh2v8MhIbGyscymz0z4AAMBDUXxVzuPHj2/cuPHxxx8HBgbWc73sdKBeW85z58698MILDx48kG5LnU6XmJgojJORgIAA5xJnp30AAICHUuiqioqOFxefczSF4uJi4WXPnTp12rBhgzg9JyenVatW5Fu767X7rTfx2nKGhYWtX7++2nxb+vj4FBYWCuNGo9HX19e5xNlpHwAA4KHkuqq8vDS9niOD3RhLegQrPz8/KioqKCiIfExOTv7b3/5GJgrfjhkzZt68eXbXq+Zbb+Kd5UxNTeU4TrjESrotmzRpUlFRIYyTkaZNmyok8oSiBs0/AABAPcl1Vbm5BiHAKiw8YjcFKT8/v7Nnzwpf/fOf/xSOYly8eLFNmzb379+3u14133oT7yxnhw4d9u3bJ4zjCBYAADBIrquqqqokMVZeXppDKZBOc8qUKSEhIcLH+Pj4l156qbKycujQoYsXL1azXjXfehPvLKfcASdcgwUAAIygeJG7oKSkRLgGq5q/K79Dhw4RERHPP/98eXm5+vWy04F6fzml23LZsmVydxE6tMnZaR8AAOCh6AZYRUVF06ZN02q14pSNGzeSGX788UeH1stOB+r95bR4DhYJt315UVFR0udgIcACAABvQvE5WETz5s379OmTlZUlfhsXF/fiiy8+evTIofWy04GyUk662GkfAADgoRq6q+rdu/cvv/zi6HrZ6UBZKSdd7LQPAADwUA3XVT1+/Hj58uUdOnQQn9Sgfr3sdKCslJMudtoHAAB4qIbrqkjKzz///NGjR51YLzsdKCvlpIud9gEAAB7KVV0VAiwBK+Wki532AQAAHgoBlmuxUk662GkfAADgoRBguRYr5aSLnfYBAAAeCgGWa7FSTrrYaR8AAOChEGC5FivlpIud9gEAAB6K4oNGn3zyyZYtWw4ZMiQ3N7ee62WnA2WlnHSx0z4AAMBDUXxVzuPHj2/cuPHxxx8HBgbWc73sdKCslLP+bL49GgAAwD0pdFXHi46fKz7naArFxcXiy54V+kQEWAJWykkXO+0DAAA8lFxXlZaXxuk5MtiNsaRHsPLz86OiooKCgizmWbFiRa9evdSsV8233oSVctLFTvsAAAAPJddVGXINQoB1pPCI3RSk/Pz8zp49K51h586dr7zySklJiZr1qvnWm7BSTrrYaR8AAOCh5LqqyqpKEmOl5aU5lILRaJwyZUpISIg45Y8//njxxRevXr2qcr1qvvUmrJSTLnbaBwAAeCiKF7kLSkpKxGuwCgoKXnrppf379zu6XnY6UFbKSRc77QMAADwU3QCrqKho2rRpWq1W+EhG1qxZ48R62elAWSknXey0DwAA8FAUn4NFNG/evE+fPllZWdZf4S5Cm1gpJ13stA8AAPBQeJK7a7FSTrrYaR8AAOChEGC5FivlpIud9gEAAB4KAZZrsVJOuthpHwAA4KEQYLmWd5YzKSkpJCSkWbNmrVq1GjNmTFFRkTC9qqoqMjLS19fXz88vOjqafHQufXbaBwAAeCiXdFWFhYX/9m//pjADOx2od5YzNDQ0MTGxtLS0oKBg/Pjx4eHhwvSYmJiOHTte4ZGR2NhY59Jnp30AAICHIoHO+fPnG3mlH3744YABAxRmYKcD9f5ylpSUPPPMM8K4TqcjgZcwTkYCAgKcS5Od9gEAAB5q1KhRw4cPLy0tbZzV3blzZ+bMmS1atDhz5ozCbOx0oN5fzvj4+ODgYGHcx8ensLBQGDcajb6+vs6lyU77AAAAD0X6O9L9PdFYnnrqqcDAwJMnTyrnip0O1MvLeeLEifbt22dmZgofmzRpUlFRIYyTkaZNmyosq9ySGjzrAAAAXoedDtSby5ment6uXbvDhw+LU3AECwAAwIXY6UC9tpwbN25s3br1sWPHpBNxDRYAAIALsdOBemc5FyxY0K5dO+u7J5YtWyZ3F6FDm5yd9gEAAEAROx2od5bT+pIp4TaKqqqqiIgIX15UVJT0OVgIsAAAABoaOx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aw/i3fvuDo7AAAA9D14UFBaernh0menA2WlnHSx0z4AwFOUPSpzdRZcrKqq0tVZcIHHj8v37x+dktLz1q0MoQbIv2Rifv4ecYq127fP7Nv3VlHRCTLDnj1D9HqNXs/V/msa9u8fZ7EImTM310DCr3pmmJ0OlJVy0sVO+wAA99c/rT+n58jgb/A3XDOcun3K1TlqbOWPy7skBGn03Oc7e5WW5hw9GnH8+GeJiZ0SEwOzsn5yde4aUEVFSX5+Wm1UVBMefarnRhj842pDpfz83SQ2kkZaJSVZYiClMCQmdhYXOXo0Sjr90qW1TueZnQ6UlXLSxU77APAaV9auvbxmzePycldnRK3Hj8uFLvPw4Q+EKWVl+Zcvb3j4sEg6W2VVpRBdSYc5J2dlZMzOz9/jioy7wPQT08Wyp6cPsAgUXJ07asrLi0lEJX4kjUF6zEkYRkmaQbie2y75Kjd3m7CgmuhKGEgjlFskI2O6c6VgpwNlpZx0sdM+AAr278/fvft+fr7w8V5OTtrrrxt//921uVLpUVlZVWXl7TNnpOHH8cmTLWa7vHnzA6PRJTm0KeNWxuSdr8ZIOrMTJ2ZLu9Lbt0/fu5cbn705NDlUY9BYB1icWV+oqaqq3LfvbeFjcnJwVtY6vV4rznD/fq6rS1xfg9IGigWfbxUKkLjE1Rl0XnZ2nMFgVpy9e9+8cmXT1as7pBO36LnFem6DVTPoKpnHYNCQBA0GnUJEtUTPddZzXfTcytopCQmdzp79xubMzpWInQ6UlXLSxU77APdhPHJkV58++Wlp0onbcrZNPTE1uzSb+uqKjh2z1WubDckhIQmBgQk6XU58vMXil3/6SZjH0KmTOPF2RkZi167i4gatVpiu12qFKQ9u3iTxUPG5cydnzjQePEi+qs8Bp/MxMXI5F2a4lpJiMZ1kSa/RGA8dIt8WpKXd+eOP0mvXCvbtczoPgtLSbPFIgDVx9Sdvnfz0WPSVu5kavSlm0sj3gtv13Ay7m0fPreW7SSEpMgzSc7/ouam2Eix1tgldurTmwYNCm19VVJSqvyhq3eV1JFgMSwm7fu+6dHpx8fnS0qs3biRaJLVnz1A+YiDdf8CpU3OCEnRiqXV6Ls68dIWFh+/c+UM48kfSKSnJsleoHxMSNDt39hY+lpRc2b176IkTM0iJ5BYpKPj9+vUki63Mn7/77fDhD69d266yHkQkn6mpoSqPM81RbAbSOXfv7iuOL9Jz/fXcNPMZ/GuXCrG1om16rpMk5aNFRx0tVzVLHSgr5aSLnfYBjawsLy9zxYqDEyeWXq65i0eIMG6fPi3u1u7l1hxvSLiRIO7pskrt9BnWym/dOhoZSQIaMp65fHlK165Hbh5KzE3M/P775O7dfwnhtmvt9uCWIYsguVs3y8BFoynNzlafWs1SOtJXcvtHjfrt9dd/nzCBxHyPyspu7NpVWaZ0NfeJqCg1uU3r00d9TlK6dHG0eueemvv16a/JyJEjk/lQQEd63/LyO5cvryP/Xry4OjMzhnSidx4YFVa8ie/VNvGhktDDLddzPfVckKNVaT4E2TsaQSKJY8ci9HrNlSs/C1NWZq4ctmfY9ft10U/543KDoeagWnb2WiEofC39NeFbg8Ff+OrUqS/s1tX438fbCgh0Fue/DAZtZWVZZVXlpn1DLDIfYF5AErD30nNja79NTx9YezDGPyGhMxk5cGDs7dunz579zmbMJF3vgQNjLNaVnj44Obl7amrvzMwf7969ROI/gyFA+CoxsWta2gD+6KC/ReaTkoIvXVr76FEZaQZG48FHVnck3Lp1at++UQkJnVJTX01K6qIytBIGjYoA61s9150PxcSlxFBps56bx0dUXeQjMzLY/L3y9oG3FX48WKjko2R2OlBWykkXO+0DGoeNHZdGk9y16+/jxwvRicW3ZxcsIEvp9HW/2gOTAqUJHi08WjN9q+bA2LHWa3xw86ZFmv1W1Izp4rngTTXja3rWzRDb1yzkmjCDm/pe3cff+vUjyT4sKsqOi6tf769qOLd48dn5862Pb6W8+qo4z9YA7oux3OowOmu8tmOHEIyqoTPopAvXnuzTkoikJz9Fw/d2dtcaxp/00fHjC1R0peoHacdJgrY1tQHWtXvXSHQSzHe3n/J9cL/E4FDJgsJsg9MHc3zGtllliUQPFRUlm8xXUVaWT6JJ8ZqwUftHdU/tfu9mnvDRIm9L5COJpKSunflIrif/cauem157lM7msFhFdGJ9mE38anvdtnNskF75tJavJauCdLl3r+aX0sOHRUePRsoltYw/9PiNnltndWROGD6yt6378bNJN/0WvgIdaiRL5GcjDeDD9EHKfxHLs5bXzqxhpwN1o3J6UKULWSU7d9KdkMFV2bidkWG9xydTlH/fey5StEeSot06edJu5d85ezY1LGz34MF3s7JSX3310KRJQuXcy809MXXqo9LSezk5BydNIiM2F68oKbE5XVCWn3/uhx8eFDh80zLJ9qVVq1J7904JDb2VkWHo1ElhLxfXmVvez8b07yJ7W0wiKZc+KrWeddFQ7tzSpaS1XN+5U8xDsuRUnTDI5cB/B7doGKfZUTfl22FcSG0E9uY3VLp7O0PEJ9ywb22HSrdPnz7y0UfCZj307rvSr0jeTPnfxm3z5+YP5zrFcb1j7awo5nVuU7BpZNp7NXGDbrsphZiau/Q4Q0CA3bOW564nWyfdW8+9p65Xsxh6SLoxinUqdpyda6cEmk73BtpdcNWlVQcPfqCc8oja8WA+thC/6mb6VhNgCKibmePGbVfKXj/+o79kijjPahU187aqeEhjsQUtjgxZn6slUdc4PTfJfNU6fhOT7RXIT+/Bn4N7i/8qSM99oec+4yNCIYUNkrUrZ08jKaaGD4WlYVxfdZtbeuX7z3rudQcbid78zKDNoUtSl8ziTIuavFRyqeBBgdZgdjDcg/r6enKjcnpQpZOsGmqvGiED6aqNhw6Rzlu4akQgBDqV/DW2u/vW/BUkBgWJM+Slpxs0GhIlWKdfZjTWxAHXru0KC9PrdHqrYxh1g/xXt04ePXNm4YMHBTXXSO7g9J25I++/b7G634TsaTQkzrh//Tr5lwzSdAz+/vsGDbI+jmJzMOh0ZTdvVhQXn5k799TcuZkrVpBV7Bs+vGYG/qTP7kGDTn/5pTCFdJBkhpxt29IHDrwWHz9y90iNQbP03FIhbySiyr2X2y2lWxdD0PL+pgxkzJ59cMIEcXWXfv5Z6PBITZ6YMuXSmjXFFy78Pn58cljY2W+/lW4m5RojIYhwQsp65jLJ5c9kQxfyF+hUi4edNJo/Fi0i9UaisbzUVBK67SL1qdUei44m89zPyyNBGImiyLcJ499Q2o62hq0Bpt6djH3wmeVX1nNnpRpkd5S1o0mhoSRXJz/91GKWhSM5bod8PuQHEng5tASJdaZN5DYFmUZULvLOrJqxnmuUZvt93DiLKaE/14yt6lVTjWSYN1o2Y8r5mD+i7pPww0aIy7NLs4skt/Xt2j3EiWps/GFFQie5q+PtDp8rfrvd/KNFi9dbzKy1nYh1OBVqNY/leWjzQTiL+r7qY07Hj0fzI9oH5bdW8VPWS1L7WhJavVWPav+YT6Q3Pz7cKg9j+OOa4gG8z/l5LFIItoo+HR3mqQ7W9bY2hJ1FcvTCHwKJq4SzxtaDB/X19eRG5fSgSidZrcefmI0hLzm5Zpx0IVs4/WB7iwzg9F0UZ3hHflcS4lQmN5j2m4F8hzpnLM2yC/8J/TTpCMUvSIcnhHSjvq6ZMmSxYlJv1QaRVDeNMBgCApJ69lQZYoqDKU6tXSRos+m/0PWOrferUXUfSBX9Gmg6lEJq5tOPbMyti5dNiPxDtlrwJi7mNe7iihWfRHAhG7jArZx2G/flW9zKXo7kSciMZJwkNe8tG3NtCOF+eX8AGfl8HDf2C25dKF8PcbVf7+AiP7K/KmneyIrU5G5LZy54MxewxXTwSZiktaoZPR+8vjubG7yYi4jgrqWlqkl6SyfLaT021vw0D002Ra6T9KrDRqoD2RxLay9P1qq7/r3hhmDFby2OuMz40HZx1PTryn+Nwrf+/FEllTGWnj+lyNUuKE0tnJ9i6xeYMxtLHHmDDxxn8qsWfx905g/7fSafwnYVlUNlcCLA0iXohF5SYR4P6uvryY3K+YQ8WquoqqqKjIz09fX18/OLjo4mH53OqqNtVdXv9bja1ry9dsp4Tt/farYVtbMNlEnnE8WdSLx8BkhnsZ5fuxjhkWhsc82C0usfTbMFcXqL8wkDzJOyPIVlY5B+WPAmt3BY3cd+yy3n0fJH4GRTk5bRyf0JnWFytCkY6rSlbgoJjOqqztYim4JNsRQJJiymR082+yycp3PmVJHk6NSSgeZpkh/N6ykU22LCwKU1Y28YXhdGxszlJk63sdTCN0zhV2wf2wlvDjLrkELXcZOmyeZiztvcm1+rOhRH4tSwNQ6XMdb8XK3Ft1EGq/irUYYw/vpl0uyH8R9H8+NzXZETJ4apMban2+3XQ1SvQmvrEii75+NcOyhnI9igS8/eVK0YxNR/CDA9HGRGYeERR4M5krHDh5V+PCHAcoFGqPSYmJiOHTte4ZGR2NhY59KxCLBmTODenlPzA9162BRUd/3KJ1Hc+lDTUXEh3lr+GvfWcm7hm9zKcG7E16b94/e1f+ekKxL+xkz30K42T9M8kojrzK3tIfn2F9PepBt/hHy9zE7E7O4wLT8I4/Hmc74m+wtGOPFmfYjbNIzh9J+qCOb4QfphYIzZ4YrAX03/bw0wm8eU5lyZ1OoRYJH4xvrghBPDmp5cgORgyYhFNaPfjKybuDmY+9E89IwZUPdhlXmM9fk79c6TikHr1MlBi8GsRP1tzND1FxvH2BYPNvtofd/i7PE2khIuk7IYyB9CQ/eOZj+TejTGprE7aPXanBz9zp299PyBjVjpn/m17V2TugbInKZxybDGaorcRWmTDIGb+Mu6679S8UFQp07Nr+Yf30r+TUwMXs0flxptfkG6y6tI/WBxIwX1IXCbRrj836Ga0dTes6kwDwIsF2iEStfpdImJicI4GQkICHAuHZLV9d24QYtNJ616r6xpNCOWcVuDOP1SbsmvNVNe28aNirXTFoV/pR1PD8llrcLQyXT3b4BeV9t9SHYHG76sid66r+Pe+pqbtN10EWWg+BdYO9tW/gyCXnJ5RM3xlRm1Sc2zfaHlB/yBq/lWd0GLgzjnNj6kW2Qz5OrM6TdxehIwDapb9N0Z3IAllqkN+L5uPGCr6f/Zq2ytzuaVuNI1RtRNn/M2N2626bSR5fz8ybsNIaa74YRJWnvhYM3wHn8a90dOb3XQxUb98P//aHUO7rXldZ+6bK6bPuLbuulXN29OWjrdOs2GHt4nvwQcX0r6afJnNmbwlz+DaTGErjfN/HEkX3V9bcywwer8+K+BnNbWtdJODMKVSQEJAZzB8ivyV1/3qR+l1dXvmQuhKaHCTonEDfv2jZL+FQjTt+gdedhGPYYutiaS0nV2NnzXye92HB221VZI5t1MQ66ha3LXnqk9u6XUbM4Zei6yUarIswb/rTVNyNHQU29++Zr1gADLBRqh0n18fAoLa56JZzQafX19nUuHZNXmb2WN1Zl76oNOch/KJ7Yu/LQYhAfVaGuzJ50/+iOlQ+ULnd3v/1qbwgo+nvvZPNl9ccONBw9GLfIXa0wuneDNpnNtr5pPtD4w1n+56b+AX2vOktQN4aZvP/mkZr6gOC7B37RxUnv0SAwKOrtgQdm9/IqSks4JZpHXjHnhxz/7LCFE8fyDdC2SGMvmsZYfBpoufprygdVXO7jfv/3Cn48JNOY90Jbln+m12uRRQ5ZdWHbg0Bb5fDTUIPRGQt9m6x4B24M4unqsk9fLWw/btdz0iTamz5Ccf/jpG8oHrjSSe8qkD8IQhq6/1I7aCiIliai9Xqe3I5UsZE967fDwvcOlu6ZDhz4SWmZWVs2r4igelVEIdwbK32U2UL4xOFTw+gxxu3rl5ibNOjmrcVbnNUP0UdOdOvv3j7ZoRcp3FOr5a8usp3flH7ilR4DlrZo0aVJRUSGMk5GmTZsqzKxwTRjh8qZPZfja/KfJXP7KhlA+SHI6zc5WYZO/ZE/qaABq0Uttrz0Ot+XNgIKDB5NCzK7Y3ywJfRISOi1aYnbD2NqsteV37lSbnjpjFOZJS3vdYnVavVZn0AUaNGvjTec6dwzhhnxnurd/U1DtLCHmAdZ2TVJQkPD4b9tFkD9s0yOlh83p/gbtb7/1bejj/wqDGCJvq/13cO1Xlo92kAyDlnApS3vo+aOYtHIS9a0pdLae/sVG0xVdptv64h2770D1zVPCAV3Ts7ytv/12mOnA54YFSimQZtYz1fQMsTG/jzHL+akvhBESGAUldvLnbxkbbC8/ISkh10quXS69LO6dhFfvkUirnD/h9bi8nPxuIT8Yqqoqb9xILSioe/S89A984A+WKVs3s2iZPATxj2JyqLa1/M7EHa5qCkgMaOhVuNtAqp3KMd28+3mVVZXSVjRxpv3deGdbE8XdJgIslzlz5kxAQMDTTz/dEBe5UzyC5fK/HzaH7fwj8oTxmSenbsk2O8DTSfI3HG5r8e4p3SOORfyyy/SyiGWKu37hPqY3az9qd5iuBjOdeZSsYnVtvKjT65y4411h7Q48YtzW4MTl29Jhqa0jmmpuXPqCn0EhCHN0kDtkIv6AXkBpRSRS0UpOpUkLLrft3pMcRvpAb3aodcqxKdX82aiNVzYWPSzqvqPmZ0Dv1F45KUljUt/ovbP3iVsnyDxlD4vu3cvV/2SWE+vV2dwLlUsen318yhQyY/qgQdYPxtPXttIgq2cikHWVVJTo+SdVamrn0fOHoywKu3VATW2MrZ04bzu183cePZBNmVeWV/NqI4PGP8E/MCHQ3+AfslFD4huNukO5DfFr6u0vTT8DVM48azz3cYRiDiXjm4OczBICLNfTarWzZs26f/9+QyRO8RosJ5qXRtIxhKn4YbeAf0ix9WWhLA+d7NUbxRuYY81PYQRtrzk5u5ZfyxBXV4XcoOVvQf01kOu10mw66QMGru+qJoX39r9Txf9mtTm8q7iswjO1XTuQZvOj/Gm7OD7gFsb9VQRYnHk7NM25gyt7VDb75OzLd03HmYrPnz/03nunvvjicXn5gXfeWTLQ9Ex5cYkjH3wg3Z/ou9YlRRIZyL+3uHtyd2HK4PTBcjsispYLy5ffz8+XvpsoMTAwOy6OrDc/Pf16crKe3yjRem7dMtO30vyvHdeL7ATFkq6U3G3XSxIZdI7j/6+9A2bTq7Xf+FM7F+yhA4moSABNgtrM2Fj9iNdJmFt47Ni5H35I5B8dLNyxMXiRac6ArdysdzRvxIWvzlx16vap8JQwISbrkdyjmo+VB6QPoJs34am8qkpRe/eGRt0Rr7XO3t6BAMv1mjVrdu/evQZKfNmyZXJ3ETq0yVUGWKThHj36KfkLfDt98Jd6TUJCgPAG++TkbkI6cguSfv1a6VWhLabwF7EeODDaHY60SwexNoKTbN3T5bpBx19A1qCrcLdtIc2PeCOexQ/NKyVXyMbqn2b92A/LIcRgepKNXIC1Xeb4v5sPmxSjJaFog/lnOM1TF2CZLS6Oqj5jSQKgR6WlqaGhSfwFf8K7iQbE1Lz9+k656Vx2Xlle0vWkSsmLXEovXz7z1VfF587l/Poria5UreuX2rLw58PFlyDVBXwbbGzl5ZJ7C9YKEdXW2m+D6hKnuIF6qHhWeOMMG65sUA4c35preklAz9Xc7E+Czy9danejx/Yxu//UoNEk8xudbPpjkZHi6yLu3MiZN9q0XXbO/vhRWdmZ22fW/PFj31XaHmu5yE+4V38yPaDkA+Ur/7abbr7m+Ms6hTWqKW/w5pqZxYfxKg/fDXGmVgcgwHIHzz33XHZ2dgMlXlVVFRER4cuLioqSPgeLYoD1wb6R23O2v5b2Wlx2nHI6syeYLfiN6eFymtkZs4WD/1VVlQ8lT4hOSNAs0HMfGwKV/5qn7RlGZi6uKLaY3j2pez/Hb9ietX90QlLIO3v4X1cG7sO9I2v+ks1fLkF+dpMiTzo0qXeK2TUrW65uduJP0QuGAH3jXfOhM3+ktekfssd/w3RMRZz4aUKnmi1VWSb8dFa4BFvLb9zHj8svXozNylqbkKCz6H2/Up03lZfcNULAqhAtTZcJJYVBTTTpRI5+693bZsd8LDq6lN8BFh45ciEm5kFBQVVlZfmdOyQgu5eb60zRg/gnm7xbN+Xr0dyqcMkM79kqOMeN+9z01LH5I2tnm81PX2uWeP8VNlb5zkzTIzMcyqX4nPRf1d1bM1NvOkb7URT33lSHj6Jp9dph282ucSx5WEwqPDMz9ujRCOH9gCPn186/gxv3hekKARKyjFxg40l1FAat9vRXXz0wGsnmFqYYOC4hMPD3sWNtzv+p1aNZxQfqfv2m6WlB42dzS2svLrV7jjIioq5QfRTveRcHu+88sDnEIcByB0uXLu3Xr19+fr6rM6KEtA/h+gPhXqFx/M/6bQYd+RNV/15xYt+IEWRP9OkH3PlFixzKwM37N0vLb5GWOoXvwybxrXaDntt8+CNxnkG7B5EcTjo+SZxiNJ4Qm/gcvucQe9mskiwyQ9edplNIugQd6YbXZa+zuerE3MQ+u/rsyNnhUIYFt24dX2nQLjZYdnUT6e+0XDks+mPRqdunqCf7Jn9ecph5bCRcK/Zh7cfwXeEF+/aV3am5il8rmefKlY1G4+/Chvj9xNRt/NMpba5ofKLlq9kyMmbVthwSbJmF6cqxkeUbeWQW2UijfpRzohBgWYcX1fzPm9On5+r5jkF5vYtpvxonKTi4zGgkXazpo4MvD3BysBVgicOpL78sPneORHiGPlqLJ9VLn6DL8buUAUu51FdfTe3eXf3qO5uv+n1+Yt+VtmcOEy4DkLw0aU1YzWEbU1JbuG9G2V5w4izuR+E5sUKVajQTp2sCtnKTP+V28e8plyIxRLdfTEuFr1bOu2sGkr1vRnIjv6n5/O4MLmw19/pS/jpR8zntnvUjwVxy7U3TvX5UtfpNwc5kWo8Ayx006JPcaSFZunhxldBWDAb/M2e+cXWOqu/ezbx/P0/NnAaD6TRlQkKX/fvHlJZeaeiM2VRUdFxj/ocXoedeq53yOu0dkpa/OLcReqpQPXf27NfVfPe8SK+x+xANp/dQ4jnQwcIJndqPU5K6Smf7np9hgfzhmbcl6U/kg/UepiIsUNh2hw69K83VNMU8b+C3rJqikaxOrt822sQfCJHbLnrT+fqo6ZKJw/lzUp/LBFiCctPPGDvHfRu+WTX8YFED/DN+k4NMx5J2Dx4sXjh/NzPTetnY2ofKvr5Us3/EiOP8KziJCWtqHmEivNq5r9X9mJ9nfO6v9w8RbtiM55+Wt1G4mk0Txz87hYQRIRtrZtbs4F5fYnro4PpZmsQJNg6/CnfM6fjHp1mX8O059ithzzD+Sfgk/OJfYEqCFRLE2HykrZsM67uZXh7VOU72LQhkCPnFclK45MmCgXGmK/bIxhKCzm7q3uigl5x5lDu+SyJX6UctAixQT2gfxcUXysrc+kibO7t6dTv/x6a5efOA9G8vrjZieFPFn7rdYXnds6014lvrlxsClvKP6dpYu9JVtfNrrJ7yykke3Co3BPDnNcSHaCckdBIutpM7ZOLEYPGUL/Ijvj9/wdDi2inr+MIqnOqSG37l33omjJ84MeP48SnKkfrjx+Vme1v5d9/685GK0bjP/i67dpiurjYUEnnParpQugMHRlXzF5YJF/q8al4JBoPZaVCL8u7Y84aY2qvJr0oTXx4/zci//DtR+dlpbj6YVQX34EGBUHbhsSZSFgsmBASIx9jKrE47nL59+uTtupfZj95n9tgU6ZzXk5LOL1lSevWq8LGipES4bH9NWM3M786oXU6jeVxebl2Ezz4wxQcz3zE9PM+6hL/afDSx5w/iS0HkhtVh3NjPTQ8WESdt5G9prXnp1g4utXt3UuEXli4lE1eGmx7wq/BKUzL4bzP9L3602MXp+Bsnf+pZM0E8sjgZARaox077aBxyff9Sxb1Ld8m4cESnc0Ln3cbdHH+JWH5Z/qNHZVVVlVVVljeuE2VlxpSUnufPLy0pyZKuce/eN0hs1K32oMWPO8PFr9LTB5EF39//pkU2NimGL1v4IyUKpegkOeW3iA9WIvkDP1P42xX789NflUl8u+KqVQ5nz84TQs/k5FCVJ7il+a/g7/PfYnUqTWOKaSZYz289aMzz86sjD0sTnq2gNa8Ti8dKkdLt3TtCbGmr+VvqxLdIGQzahw+LSCnOn/+e1AD5mJ290WapxcciiClP/H2iXBWlDxyouhCuGa5u2VJ08uTJ2bOvxMXJBZfWdvXqVZeIViteoK2SuPoLdy8ozylecLYhxBQlGDSa3UNMd+4emTyZfFtRXCwtC5li0Nbc8mvzCiGX13Yjneq1GhKDai5p67zF9B+JfoSPQhRF/j05a5ZY5+JSClduxbxu+r+uYvWauKvCXabc1MSA2xkZFiX99ty3O6+nWOxz2OlAWSknXey0j8Zx+fJ68W8vL2/PgQOjDYZOwscdBo3NB1caEoOLizOvX0/66dCkXw2djhz5qLzc8te2SiQCS0npkZDQ+caNVOtvrZPVGuoemKThf/HbDWK6186s4S8xke6BhKd6bpLcIZ+bm5KYGFz/yEnlIBSKBJokHlVZY9INUV37oGe9+QYKMfiL8wcmmh1AsHgW+RLLLGm+U3c3xuDddc8vIKHhwYPvpqb2OH48WpqT5F19pFFjSckVi+I7dNGkQyzym8A/FKYsP186MbWn3Lv4HBuSOnd+UFBQ97FrV4O/PxmyN5pd3nZ65sxq/qmk1rk9ffrLe/dy1JTr6q+/3jl7lm5d2ZTcpe7tOyf5nD8sqrvp51FpaUpoaFKXLrdOmg6SFR0/XhcfWF14VJ+63dm3r6OLGDju3MKFRz/9NGPOnIKDB0m2qyorL61Zs3fECEPnznuHD9drHX6I/W8kGw5GaeeXLCE1U5qdfWii6TLXFX3rvlowgnttmekF89IqFb/9bmjNWNgas/fDkmFtGHdq7ty39r9Fxiftf0v8+Xr79mkxHVLY3JSUi6tWiVMuXVq9c2f4jRs7z55dcOnST+x0oKyUky522kejOXDgLRKpXLiwRJxCer6HD29V1x7felfPTTP4k475/SPvuy6bNcYeNN3jLr2V8v796+IpSOthz57Bl3PiT56cLXxM2DOo/2/9h+8dbryXm5OzjSyYnb3+1q0MEuGJUU5lZdnevW+WleVL0ykuPpea2lN98JSc3OPEiZkKGauocOwIhIB03eIOV5iyZ89IvV4baqh57xCpmSLJDbBESFKIv0G35Nin8Vd/reZvZhRTSE8fnJDQKTc3SRrr9Pmt5roSTYIpGuv3W7+x+yUPkkpQOtBSVHRMeI1gQILtB92Vl986cGDcoUPv2Ty6SQvpus7On38kMtKUX3//R2U1W/bU1zWXip2dO1eYIhwHUu4ss1auNAQECEmVFxdfT0wUpt9ISRHXaDx4MKlbtxNTplif2rublWV9Cs/9kUq7n5dXePiw3TlLL18W68riDeJksL76O7lrzQNxk2TO7aYNGbJ/9OgrmzZV8xFDaU5OUUYGiequrF9v0OkSAmoes0o2SuHRo7dOnRLqvDgz0/pZrwqEmYsvXpQLnhI6dcrbtUuYmUTGF1ev1utUvYQpQauVriilWzfreQ59+KF0HulXpA7nja555ssMyd3upOzCzNml2eqLaYGdDpSVctLFTvtwE3l5u0pLVf28di2540P1cfPmPj4pLQkLhCl372aRX4RJSZ2Tk7tkZ68VXjcpDvv3j1RIjQQx9Y8qxAfoC49JtFCpLv1x+8dpDJofL/6ofr09Uk0vF5p5cqb6RdwTCRqkRw4EpdnZ1l0gCRQvr19/LzdXnEc8K0e628oytQcdvR6pFmm9dVtn+k94fkHNi+01mry0tGr+Un0SDN29cGFnr17pgwbZPJ6nBglnL69b94jeJhByQkIuks+SrCzlmUkTShswgBQquVs3g+R4mOnmU40msXPnm3v3Wi91fOpUEhGS+dP69j05Y4bFt9IKNF1TKIn5evIvhxi0wt86TSew04GyUk662Gkf4BCjseaC/b17h+3fP+7Ro9JGW/XNm3vu3r3UaKs7UHBgXZbtB3mA00jfv2f48N/69s3V63eGhycGB98+c8bVmfIYWT/9lBoWtm/MGDEseGOh6b8R87mcrVtdnbsGdPHHH4VYPHvjRrvHz4THqtn8yuBfd/VjNR/NS0O31J49HTo4p4CdDpSVctLFTvsAAPAgDwoK9gwdKsQE27WmRxhs11k+18373M/Lq/+xNBLNG/ijVkciIsSJN/fsuZebK1xGVs/0Rex0oKyUky522gcAgGchoYBBcqHS3jffdHWOwAw7HSgr5aw/N3/2KQAACEiMdS83NzM29vDkyaUN9u41cA47HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdqHeWMykpKSQkpFmzZq1atRozZkxRUZEwvaqqKjIy0tfX18/PLzo6mnx0Ln122gcAAABF7HSg3lnO0NDQxMTE0tLSgoKC8ePHh4eHC9NjYmI6dux4hUdGYmNjnUufnfYBAABAETsdqPeXs6Sk5JlnnhHGdTodCbyEcTISEBDgXJrstA8AAACK2OlAvb+c8fHxwcHBwriPj09hYaEwbjQafX19nUuTnfYBAABAETsdqJeX88SJE+3bt8/MzBQ+NmnSpKKiQhgnI02bNlVY9glFDZ51AAAAr8NOB+ol5bQZ96Snp7dr1+7w4cPiFBzBAgAAcCF2OlCvLefGjRtbt2597Ngx6URcgwUAAOBC7HSg3lnOBQsWtGvX7vz58xbTly1bJncXoUObnJ32AQAAQBE7Hah3ltP6kqnS0tJq/jlYERERvryoqCjpc7AQYAEAADQ0djpQVspJFzvtAwAAgCJ2OlBWykkXO+0DAACAInY6UFbKSRc77QMAAIAidjpQVspJFzvtAwAAgCJ2OlBWykkXO+0DAACAInY6UFbKSRc77QMAAIAidjpQVspJFzvtAwAAgCJ2OlBWykkXO+0DAACAInY6UFbKSRc77QMAAIAidjpQVspJFzvtAwAAgCJ2OlBWyll/Fu/ecXV2AAAAPA87HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdKCvlpIud9gEAAEAROx0oK+Wki532AQAAQBE7HSgr5aSLnfYBAABAETsdqDeXs7CwsG3bttJtWVVVFRkZ6evr6+fnFx0dTT46lzI77QMAAIAidjpQby7nhAkT5s6dK92WMTExHTt2vMIjI7Gxsc6lzE77AAAAoIidDtRry3nu3LkXXnjhwYMH0m2p0+kSExOFcTISEBDgXOLstA8AAACK2OlAvbacYWFh69evrzbflj4+PoWFhcK40Wj09fV1LnF22gcAAABF7HSg3lnO1NRUjuOES6yk27JJkyYVFRXCOBlp2rSpQiJPKGrQ/AMAAHgldjpQLymnRdzToUOHffv2iV+Js+EIFgAAgAux04F6ZznlDjjhGiwAAAAXYqcD9f5ySrflsmXL5O4idGiTs9M+AAAAKGKnA/X+clo8BysiIsKXFxUVJX0OFgIsAACAhsZOB8pKOelip30AAABQxE4Hyko56WKnfQAAAFDETgfKSjnpYqd9AAAAUMROB8pKOelip30AAABQxE4Hyko56WKnfQAAAFDETgfKSjnpYqd9AAAAUMROB8pKOelip30AAABQxE4Hyko56WKnfQAAAFDETgfKSjnpYqd9AAAAUMROB8pKOelip30AAABQxE4Hyko568/m26MBAABAPXY6UFbKSRc77QMAAIAidjpQVspJFzvtAwAAgCJ2OlBWykkXO+0DAACAInY6UFbKSRc77QMAAIAidjpQVspJFzvtAwAAgCJ2OlBWykkXO+0DAACAInY6UFbKSRc77QMAAIAidjpQVspJFzvtAwAAgCJ2OlBWykkXO+0DAACAInY6UFbKSRc77QMAAIAidjpQry1nRkZG9+7dn3nmmdatW69cuVKYWFVVFRkZ6evr6+fnFx0dTT46lzg77QMAAIAidjpQ7yxnZmZm27Zt161bd/v27ZycnKFDhwrTY2JiOnbseIVHRmJjY51Ln532AQAAQBE7Hah3lpNEVD/88IP1dJ1Ol5iYKIyTkYCAAOfSZ6d9AAAAUMROB+qd5WzZsuW0adNatWrVvHnzkSNH3rlzR5ju4+NTWFgojBuNRl9fX+fSZ6d9AAAAUMROB+qd5WzatOnw4cMLeEOGDBk1apQwvUmTJhUVFcI4GSGzKSTyhKIGLwMAAIDXYacD9ZJyWsQ9Pj4+RqNRGCcxVosWLcTpOIIFAADgKux0oN5ZzsDAQBJXCeM3b94UAyyK12ABAACAE+rfy3sE7yznypUr33jjDfEU4ejRo4Xpy5Ytk7uL0NFNLje/QjpOfOXOqTXaitw5tUZbEbJNPbVGW5E7p9ZoK0K2qafWaCtqtGx7H68t5/Tp01u0aOHn5zdixAjxIveqqqqIiAhfXlRUlPQ5WAiw3HZF7pxao60I2aaeWqOtyJ1Ta7QVIdvUU2u0FSHAchor5aTOE1s2/rypp9ZoK0K2qafWaCty59QabUXINvXUGm1FCLCcxko5qfPElo0/b+qpNdqKkG3qqTXaitw5tUZbEbJNPbVGWxECLKexUk7q2GkidKHenIN6cxqqzjmoN6eh6kCAduAk/Ak5B/XmHNSb01B1zkG9OQ1VBwK0AyfhT8g5qDfnoN6chqpzDurNaag6EKAdOAl/Qs5BvTkH9eY0VJ1zUG9OQ9WBAO3ASfgTcg7qzTmoN6eh6pyDenMaqg4EaAcAAAAAlCHAAgAAAKAMARYAAAAAZQiwAAAAAChDgAUAAABAGQIsAAAAAMoQYAEAAABQhgDLpKqqKjIy0tfX18/PLzo6mnxUnk5rWS/wRC3pxKSkpJCQkGbNmrVq1WrMmDFFRUXWC7Jcb2hv9YEm5wQ0ufpAkwPnIMAyiYmJ6dix4xUeGYmNjVWeTmtZr2Gx6wkNDU1MTCwtLS0oKBg/fnx4eLj1IizXG9pb/aHJOQRNrv7Q5MBRCLBMdDod+VMRxslIQECA8vRqyR+bE8t6H4UnF5eUlDzzzDPWc7Jcb2hv9Ycm5xA0ufpDkwNHIcAy8fHxKSwsFMaNRqOvr6/y9GrJn5ATy3ofhV1PfHx8cHCw9Zws1xvaW/2hyTkETa7+0OTAUQiwTJo0aVJRUSGMk5GmTZsqT6e1rNeQ2/WcOHGiffv2mZmZ1l+xXG9ob/WHJucQNLn6Q5MDRyHAMqnP7wz8RqmW2fWkp6e3a9fu8OHDNhdhud7Q3uoPTc4haHL1hyYHjkKAZVKfM+U4y15ta9ezcePG1q1bHzt2TG4RlusN7a3+0OQcgiZXf2hy4CgEWCbLli2zeU+H3PRqyR+bE8t6H4tdz4IFC8ivuvPnzyvMyXK9ob3VH5qcQ9Dk6g9NDhyFAMukqqoqIiLClxcVFSV9WonN6dWSPyEnlvUmT5izOZEoLS0VvxJGWK43tLf6QJNzAppcfaDJgXMQYAEAAABQhgALAAAAgDIEWAAAAACUIcACAAAAoAwBloncazsVXslpccGj3fnVz1ZYWNi2bVuFpwY7kVtwK97R3uRyBW7IO5qcmvcrA7gP7BlN5F7bafeVnBb7CJWv8FSebcKECXPnzlXY+zidW3AT3tHe5HIFbsg7mpya9ysDuA/sGS1JX9tp93FwFvsIlY+PU5jt3LlzL7zwwoMHD1R2Wg7lFtyQ57Y3uVyBm/OCJqcwHcB9YM9oSfraTrsvNLDYR6h8AYLCbGFhYevXr7dOmUpuwQ15bnuTyxW4OS9ocgrTAdwH9oxmLF7bafeVnBb7CJWv8JSbLTU1leM44XoFNXsfR3ML7saj25tcrsCdeUeTU3i/MoD7wJ6xjvVrO2n9vLO4XFRutg4dOuzbt886ZZtXmzqRW3Arnt7e5HIFbss7mpzy+5UB3Af2jDVsvrazkS9QsH73At3cgvvwgvYmlytwT97R5Oy+XxnAfWDPaCL32k67r+S02EGofIWnmtkUdj1O5xbchHe0NzXLgpvwjiZntykCuBXsGU2sf1cJr+1UfhOq9e8wla/wVDObwt7HidyCW/GO9iaXK3BD3tHkFJoigBvCPhEAAACAMgRYAAAAAJQhwAIAAACgDAEWAAAAAGUIsAAAAAAoQ4AFAAAAQBkCLAAAAADKEGABAAAAUIYACwAAAIAyBFgAAAAAlCHAAgAAAKAMARYAAAAAZQiwAAAAAChDgAUAAABAGQIsAAAAAMoQYAEAAABQhgALAAAAgDIEWAAAAACUIcACAAAAoAwBFgAAAABlCLAAAAAAKEOABQAAAEAZAiwAAAAAyhBgAQAAAFCGAAsAAACAMgRYAAAAAJT9Pw639AwCeINFAAAAAElFTkSuQmCC)
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