Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: tikemani_bag_101323_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 07, 2010 |
Start Time | | 2010/11/07 12:00 |
End Time | | 2010/11/09 00:00 |
Key Words | | queittime |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -13.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.49 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 83.50000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | tikemani_bag_101323_1 |
Minimum Dst Value | | -10 |
SW Source | | WIND |
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-11 for time period of this run.
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66y3TS+qs3jWHAEvASzrZ4qd8AACAn2ISYFm67777mpqahH/p9fqHHnpo+/bt9JfGpWxXyn/lhJd0ssVP+QAAAD/F9hSh0WjcvXu3ZWfVrl27aIa9e/dK3K6U/8oJL+lki5/yAQAAfortRe4C4Ros0tTUNH36dJ1OR3+tbi1EgCXgJZ1s8VM+AADAT7ENsG7cuLFr167Zs2fT+MjIyGOPPVZWVkbjFGPRRKPRKHG7/DSgvKTTfbiLEAAA/Ajb52BNnjw5Pj6+vb2dpq9bt+7rr782z7Z//36aInG7/DSgvKSTLX7KBwAA+Ck8yd27eEknW/yUDwAA8FMIsLyLl3SyxU/5AAAAP4UAy7t4SSdb/JQPAADwUwiwvIuXdLLFT/kAAAA/hQDLu3hJp/twFyEAAPgRBFjexUs62eKnfAAAgJ9CgOVdskqnze4lkZ6ntLS0KSapqanObojB7gIAAEwYBFjeJcN0jg+wbM6Wnp4eHh7ea6JUKumjy5sAAADwNWwfNBoQEJCQkGD1VhwXtstPAyrDdEoMsCi6KigoEMZpRKFQuLwJAAAAX8P2VTnDw8NpaWmzZs1yc7v8NKAyTOf4AGvq1KmTJk2aOXPmjh07zNMpGB8dHRXGaYQ+urwJAAAAX2Ovqbp+fejUqS9bWz83GvudXYPwsmelUnn48GHzxO7u7gceeMBgMIhvV8p/5USG6bT35bW2tsbGxqakpNicjSKw8esRMRF7DgAAwIq9poqiq4yMOTRQjCV9DRQ/paWlhYeH03hRUdFjjz1m/ldycvKePXscblfKf+VEhukU+fIGBwenTJkijKMHCwAAZIxJgGXpvvvua2pqEv4VFBR06NAhGmlvb58+fbrRaHS4XSn/lRMZplNigGV1DZYQlbu/CQAAAF/A9hQhhVC7d+82t5U6ne6RRx6hkbVr13788cdStivlv3Iiw3RafXn03be1tdFIV1dXQkLChg0bhOnCXYR6vR53EQIAgPywvchdIFyDJZg9e/b27dtnzJhhPh0kZbv8NKCySqfNy6SOHj06a9Ys+vjAAw+kpKSMjIyY509NTcVzsAAAQJbYBlg3btzYtWsXBVXmKUeOHKEZDh486NR2+WlAeUknW/yUDwAA8FNsn4M1efLk+Pj49vZ283+PHj0qnCV0arv8NKC8pNN9uIsQAAD8yEQ3VUuXLj1y5Iiz2+WnAeUlnWzxUz4AAMBPTWhTdejQIcsnNUjfLj8NKC/pZIuf8gEAAH5q4pqqyZMnT58+vbq62oXt8tOA8pJOtvgpHwAA4Ke81VQhwBLwkk62+CkfAADgpxBgeRcv6WSLn/IBAAB+CgGWd/GSTrb4KR8AAOCnEGB5Fy/pdB8e0wAAAH4EAZZ38ZJOtvgpHwAA4KfYPmg0ICAgISGhs7PTze3y04Dykk62+CkfvqBtsO3btm//ce4fXVe7bM7Qb+zvHu6++ftND+8YAIAvY/uqnOHh4bS0tFmzZrm5XX4aUF7SyRY/5WMiVF2pWlW4SqlVKtSKEHVIqDo0UBU4J2OOxOHV6ldpJRRRvVXz1rrSddGZ0cJ0Wsn60vUDxgFvpw8AwCfYa6qGrg99eerLz1s/p6NTZ9dgftmzyGUzCLAEvKSTLX7Kh2uMo8ZD7YeSipPm6eYpM5ULsxYuz1uu0CikR1HiQ3J5spSYjEK3gp4Cb2cGAIB32GuqKLoSKkmKsaSvwWAwpKWlhYeHW81z4MCBxYsXS9mulP/KCS/pZIuf8mF28/ebexr3zNXNdaq3yRcGCu+EEaVW2dzfHKGJELq73qp964MTHxRdLPJ21gIATAgmAZal++67r6mpyXKG7Ozs2bNnDw8PS9mulP/KCS/pdB+HdxEarhv+1vC3qMyoiQiqxtapmkODMBKiClmWvyy1KnVl/sr5uvnzs+Yvzl78XMlzr1a9+mP7j7QnXcNdNIO9tYWpwxjsFe1MRuCK/BV5F/JwRRcA+Du2pwiNRuPu3bste7BaW1tnzpzZ1WV9dSwCLAEv6WRLluWj7FJZbFYs81iKQhbzSJAqaEvFFv2I3uWdXJ633DJE21K5ZXXR6o+aP6J4iIbu4e5jl4/tbdr7csXLoapQd3Y7WBXcMdSxr2VfcnnyDx0/WO3GttptUdqo5fnLhevuabu9v/W6lfsAAKyxvchdYL4GS6/XP/LIIxUVFc5uV5YNqE28pJMtOZWPA20HFGrnro4KU4WtLFz5Xft356+e153X7azb+Xzp81uPbd1es/3T5k/PGs5eGrlEMccE7fCqwlVjAVBGcPVl2+8ZNUssSmQYKQargzdVbNrbvDcoI8g8kULGEFWIuRft9ODpCUo1AEwcqkyeLnp6Q/mG9Lb0hbqFsdmx33d8T9OpNtvfvH9JzhL6pQt97VRbplanGkeNLmyl6nLVmuI187Pm0/GbcMy5Im/FioIV0ZnRrxx75UTfiXdPvPtF6xfXbl5jlS62AdaNGzd27do1e/Zs4aNCoTh06JAL25VTAyqOl3Sy5e/lo2u4a3fD7rlZc6WHF3FZcYUXC729406jEDDrQtapwVNUUcZlx1FYNl83v7q3euj6EIWAVEv2DPccPHVwXem6GF1MqNqtTi9zR53QCzhWI5t67+jjivwVV3674u3MAIA73Pz95rMlz7rWbU8/cDqEK+gukHI5wan+U9L71Kne2Fm7kw5T3U8g2+dgTZ48OT4+vr29ffy/cBehTbykky3/Kh8DxoHXq1+P0kaZm3zx3/bczLlJJUkUdvB52uv04GmHueTaMC9z3sHTB1079gUA97UOtG6q3PTG8TeocqPwiOEvnaK0oIzbvVzmicvyll27eW1fyz42m8gIfLHsRaf6t/Akd+/iJZ1s+Xj5qOurW1O8xqn+mGBV8OaKzeevnvf2vvsEOiSlA9MDpw5UXq40XDf89fhfzecBhSFSG6nr0llWfEKfv/SBoljxR0g09jX+b/v/LstfplArwjXhNPLhiQ+b+ptw9T2ACPqB0G+nbahtd8NuOqSJzYpdlLOIQSClMvVJq1kGZG4uvjx/ueGGQTw3EGB5Fy/pdJ8v3EV45bcrGys3RmVGRagjIjQRIRkhblYctHhScRIezikFHfJ+1PwR1don+k8IU74+/XWYOoyGb9q/oY/vNLxD4/SlhKpCgzOChYv6pYe5VGNSGCf9C6WZw7XhC3QL9jbvtewVG7o+lH8h/9OWT38+87MwnQ55aZ5NFZt+OfvLC6UvhGpDKUD8z6r/3Hti78nBk17JTAA3lV4qTa5IfqrwqedLnv+89fNrN65pLmhcPsu/IGsB/TpqemsKewrpmKpCX7EkZ4lCo1iUvaihv8Fyu7Sh7bXbnb1uVRioWqi7Ujc+LRQUluvLf+n8hY6gIjMjnVonBZHv1L/zwYkPaP/H3xKIAMu7eEknW54vHxRaxefEuxNLCc8goFY5ITfhp86f0BHiMZTVKdUpznZxuTCEakIVKlfq/bFYMCNIOLVBbcDCrIUbyje8WfPmu/XvFl4spIjN21kI3GkeaH629Fk6mKQqiwr2ioIVHUMd9FOiI4e5mU5cPOpwSCxOdPioAntof/af3P9E3hMUb9HRlHCKMFgdPE87b0X+CqsNxWfHSz+7R0dxL1e+HJMVQ2sO04StKV7zeNbjEo++nip4qm2oTVgPAizvklU67XUvpaWlTTFJTU2VMl3KhtzdVxM6VKKDobm6ufQrClWFhqnDEvISqPoIUgcJN62M/aJUrtQawhCiDlmUs2h/837aEJMdBncYR4076nZE66Lpy3UqMp7oyEz6nlDjsUC34NmiZ7ce27o8fzmNL81b+mXrl4jXwR21fbVPFjyp0CooRnHu1yG56D6e/fi6knXrS9drz2u/O/3dS+UvpZ9Mn9ALInuGe944/saG0g2H2w+zqoGv3bj2du3b1GRITDg1VV+0fnF7OPXFD2d+8Exb8Kc//Unkvwiw/JjVl5eenh4eHt5rolQq6aP4dBc2IQX9kjPPZqZUp6woXBGuDnezsjCPU30Uqg6lIzwKyxZkLUgqTvp73d8LeiTd2AJeRIeY68vXx2XFPV349Oqi1eYiQVF1jC5mb/Pe8d9gS19L6vHUpblLFRqF7z9Pn0Kx6MxoOo7/tv3bTkOncM+mV7IafNY7je9EaCPY3lNCR6rCuTbZX7C4s36nw6z7P//6f94tffefMZZp+Or0Vy532knx/fffU5MqMgMCLD9m9eVRFFVQcPtqYhpRKBTi0yVuQtOl2Vm7k47j6agouSw5sThR6M2eoBvQzANVSSwyCWTi2s1rhzsOUzk0n4IMzgg+0HaApm+v305hN8Xf9Pedhncovjk5cLKxr5FaHRqniKdMX5ZcnhymCRvrK1UH0pwUFXkg9ho7Va0Oic2Kfbr46WeKn9lWu818RgM86bVjrwl3FtNAB2mLcxa/3/S+B+50oRJIh4JOlJlxnbi023+p/ot5hf/T9j/L85cnFiZSkZ7onfdZbYNt9Juyyqj/O+//hiWFWQVY5g6t9FPpX5768oczP5y7eo7VblB09W//9m/5+fki8yDA8mNWX15AQMDo6KgwTiP0UXy6xE2wbW/GVyLC7b5Cs6fUKiMzI7dUbkEfAHhezZWarZVbYzJjbHSbTczpS+GasFBVaLhm7Cr+sQuZy57fVber+FIxNf/ma8Ku3bhGYSL97TR0UpRZ01vT+1svTZF3v4U7mvubl+QucRhGv1D6wkTkYVN/08vHXqbY2mE4RV89HbVa3iJXqa9Mrkh+tuTZI2eO4PsV1zPcs6N+Bx1WhWhC/uPb//jX//evd3nKn/70J6VSmZ2dLb6HCLD82F2iTzybNGmS+HTLBUW434TE6mJTq1KbB5onIA8APK3f2P9OwzsrClbE6GI8cEW/w4FCNIVGsTh78Zs1b3LYQ0YVS+Xlyk0Vm9y90VgVGK2Lphg390IuNdvL85fvqNshcR8oEnq77m2HEVWQKmhB1oLii8UTmiFAPm7+2NnyQPNHaiPpCOeb9m9YPRkRAZYfu8t7PVhUGYWqQxdmLXwi74mEnIRl+cvo0P/9E++/3/D+Zyc/c/hqFwC5OnLmyKvHX00sTIzQRPjCBWTCPgj3kYSoQh7PeTy5PPnjpo/H/0hbB1s/aflkY+XGzeWbP235lGbwnVtGjKPGf5z9R+rx1JfLXo7MjKTKZ17mvKjMKOciUQnPH7YattVuy7qQpTqn+vLUl1TdhWhC5unmfX7yc8t9S6lKcbiezRWb0R3lecU9xTGZMWM3E7jUA01l7P3G990JthBg+bG7RK/BMr8J3N50FzYBAC7Tj+hrLtccOnMotTr1iZwnxq56VgdO9LWMkgYJzU+4OnzguuceI1fYU7jl2JaF2QvdClJNz8yM0kYJb0k3r5w+Wr5n04Xh2ZJnhVVRSCoyW7A6mI48ccGD7/jHuX8syF7gbKGi0rIkd8mO2h2VlyvtvdiH4rDm/ubsrmzLXmR+GlAZpvMuW3cR6vV6m3cRjp/uwiYAYKJRKPDruV8/P/n5V21ffXbys/eb3n/j+BuvVr+67fg2mkLBwdZjY73Fr1a9GpsVK/29bwyHEHVIhCYiTBs2P2v+n/P/HJcVtzBrYXJZMoVEz5Q881ThU/N0824/g8AidBvrRTMNYxf+62Jp58O14aGa0GBV8NijlYR3DLu3Y3O1czdWbNxdv/vb9m+7rnaJ53NTf9PYo89pfzJCXNi0zYcshKpDXyp/CXc3+4ueaz2bKzZHaiNvPyqI9S+FnwZUVum0ukzKPD01NdXm867sTZeyITZ7DAATTLhlUt2lfq36tRdKX1hVsCpaF00RmPBabquXx8ljoERRhHfWcJZJBlZerkw7nvZSxUv7WvY5e/4xsTARQZU86K/pk0qSmJzf56cB5SWdbPFTPgB40zrQmlqVGp8dH6EdeyEVHcc/Wfjkl6e+LNWXVl+uzrqQtfXYVvrvU4VPefNiMtWcMFXYS2UvdRg6PJk5FK1+2fYlhU1v1b6VcTbjmeJnnip66uezP68uWD1+JxflLEJ0JUuV+kr6dbh8ZMJPA8pLOt1nr3sMALj1l5q/xGhjItQREi8ZHnvilCqUGqcYXcw83byxjjTTWZg7TsSobvdCCRODVcFhmrC1RWsPth7sGe7xdoptu3bjmvklerTDFICeHMBrLjlCxx57m/auL12/KHfRouxFdPiRUpWi7dIOGAca+xrNheHHMz++Xfs2Pw0oL+lki5/yAQAAwBA/DSgv6WSLn/IBAADAED8NKC/pZIuf8gEAAMAQPw0oL+lki5/yAQAAwBA/DSgv6WSLn/IBAADAED8NKC/pdB/uIgQAAHATPw0oL+lki5/yAQAAwBA/DSgv6WSLn/IBAADAED8NKC/pZIuf8gEAAMAQPw0oL+lki5/yAQAAwBA/DSgv6WSLn/IBAADAED8NKC/pdB/uIgQAAHATPw0oL+lki5/yAQAAwBA/DSgv6WSLn/IBAADAED8NKC/pZIuf8gEAAMAQPw0oL+lki5/yAQAAwBA/DaiX03n33Xd7dwdcw0/5AAAAYIifBhQBllS4ixAAAMBN/DSgCLBcwU/5AAAAYIifBtTL6aSMvtuWSZMmMdyEvZ6ntLS0KSapqanOrpPV7gEAAPCDnwZU/j1Y9r7L9PT08PDwXhOlUkkf3V8nAAAAiOCnAeU3wKLoqqCgQBinEYVC4f46AQAAQAQ/DaiX08nwVKA99F1OnTqVNjRz5swdO3aYpwcEBIyOjgrjNEIfnVon470EAADgAD8NKC/pJK2trbGxsSkpKcJHq+94fKh3lygP7TQAAICM8NOA+kQ6Ozs777//fssL3ieoZ2twcHDKlCnCOHqwAAAAPIyfBtQn0jlt2rQDBw6Yw52JYxlgWV2DRR+lr4ef8gEAAMAQPw2oT6STsnvioqu1a9e2tbXRSFdXV0JCwoYNG4Tpwl2Eer0edxECAAB4Bj8NqE+kc+rUqSMjIxO08qNHj86aNYu+0QceeCAlJcVyQ6mpqXgOFgAAgMfw04D6RDo/+OCDtWvX3rhxw9s7IhU/5QMAAIAhfhpQn0jnhD7JnRXcRQgAAOAmfhpQXtLJFj/lAwAAgCF+GlBe0skWP+UDAACAIX4aUF7SyZYL5eO333oHBk6fP69qaPjwxIkPGhreP336fw2GsxOxewAAAL4JARaIofKh0ShVqqCMjMCMjDkTN6hUwVlZsZWVr/T1nbDcAb2+vLPzl5GRS97KAQAAZ1292tXc/Gle3mKVKkytDlWpFBpNsEYTVlCw6sqVWm/vHXgIAiwQQ+VjQuMqO4O9YC60sHB1V1fW77/f9HbGAADcobb2ryqV1ANROmrNzJxbULCyru5v1671eHvfYUIgwAJrVncReiPAcmoI1mrnFRevPXHiQ4Ohw9uZBwB+gA7Shoe7jcZ+kRl6ego7Og5fvlx1/fqQ5b+uXKmpr99ZU/Nmff2u5uZPBgdPdnR8l5ERxLZmE2I1tTowOzu+q0s38VkC7CHAAjGmAIt+54EqVUhu7rK6uh2mK6ver6t7r7z8pbKyF6urXyspScrP/zMdihUWrq6v//vIiF5khb/91kuRUHFxYk7O4xpNhFodqdMtUKtD2J6CpLpJp3u8sfEDkQoUAOSqv7+xpOQZtTp0XOVgo56hyu3s2Yze3uN9fY3C4jdvXlOrw8bPqdVGaLXhrlZKbCo3tTqI6tv+/mbv5jBIgQALxHi+fLS07M3MjNZoInNyFldUvNLbW2UwnCspeYEqQend77Zqt6DMzHnV1al02OrhFAHARLt0qYhqDI0mdKKvFnU4ZGZGHTu25ezZX20e3Q0OdjQ2vkdVHKP9DKSY79ixlKtXuzyf5+AQAiwQ44PlY3TUaDCcbWj4W1bWgoyMYDeOC6luGruoS6+v9HaaAMA2vb6somKjVqs0H1/RwVJl5SvNzR9pNDY6mbwaWs0T778X19dXV1m5uaBgFVVKFCxqtZFqtcKZ+i24q0vLMOfBfT7YgE4QXtLJlh+Vj99/v3nu3D+oelKrg13o61KrQ1taPqXozdvpAOAa/ZDr63eqVCHuRzwUndB6SkrW0/FYdnacWh1uWm2Q6Z7lBY2N7zU1fWTrNOI/h87Oo729dbW127TaKMtjM4qEhFtt6G9/fxMNE5ohw8Pdly9XlpQ8Y+qic5jqoJycJebTneBFftSAuomXdLLl7+VjYKC5ouIVrdaJI12qlDMzo1pbv0CwBeAZen3l8eNvZGfHu3MZwB9HSoEaTVRd3U6jcUDi1i9dKm9o2NPQ8F5OziKKTijkovCrsDCxp6dgQlPtMoq3qqq2aDQKKdlF82i1EU1Ne3Hztef5ewMqHS/pdJ+M30VoNPafPPlZUdEanS5Gyl0/pmBr7pkzP3h7xwFkxWA4V1r6vEoVLDlyGrvVhn6MWm2k1XS1OqKgYHlHxyFuj4j6+5tsXpI/Pg/V6pD6+p2//dbr7V3mhcwaUBG8pJMt2ZcP4XyE6TZGh0fGoc3NH+EoEMA1AwPNRUWrpD/OQKUKKS1db/MSyd7emp6ewuvXDZ5Phc+6dq2nquo106lMSb2ApaXJuDR+osm+ATXjJZ1s8VM+bo0dCLbk5//Z9Nh6h91aMT57+gDARzQ1fWjqWQl06k4UrXZud3eet/fdv42M6Ovqdul08x1eyqZSBZaXv4w+rQnCTwPKSzrZ4qd8WJEYbKnVoaZ7pM97e38BfMKZMz9lZcU7/OGYj1VUKkVxcdLly+Xe3nE5+/33m7W1b4tfzm+6qzqKZkOwxRA/DSgv6WSLn/Ihoqlpr5RziJmZc0+dOsDthSDAM6NxoLh4tcQ+qszM6JMn03GCzyso2MrLWy4l9s3Ojj9/XoWLItzBTwPKSzrZ4qd8SNHbW5mfv0LCnTuBhYWrBwbwqGWQrcHBU+XlGzWacAnXVAUL9+VVVb06NNTm7R2H24aHL+TmLpIWEweWlb2Eni0X8NOA8pJO98n4LkJW6KiuqeljaY/qCSwtfV76HeMA3nXtmr6p6UNqev84zRd08uR+838NhnMFBU9J6P8YezRAff1u9H/4vkuXiiQ/IIMirWR8p9Lx04Dykk62+CkfLhsYOFVQ8KTD6kl44kN3d6639xfAhuvXh6qrU+xdO9XQsFurVUg5r1RS8hwaYP91/bqBwmKNJlL8i1arFcePv4k+LYf4aUB5SadNaWlpU0xSU1OdWpCf8sHEmTNHxj2nx/ag0YTX1m5HUwReNDpqbGnZp9VGufMeYjq0UKnCiorW9vZWeTtBwBIFWx0d35pemyhWAOi48cSJDxFs2cRPA8pLOsdLT08PDw/vNVEqlfRR+rL8lA+2qOlqbv5Eqw2X0utOjROuTQGP6erKzs1NkHhKyN6/8vNXDA/3eDsp4CGXLpXqdAvFn7ClVoejh94KPw0oL+kcj6KrgoLbD22iEYVCIX1ZfsrHxBka6iguXiOlPdNoIurrd+I+RGBucPB0cfEz0gqhsrPziPlFe5bv4FOrQxoa3jEa+72dGvAO0+Me3lKrJYXm+fkrDYYOb++yl/HTgPKSzvECAgJGR0eFcRqhj9KX5ad8eMDIyJXq6tcpipJwwVZgeXkyIi1wx/XrhqamD7XaaIeP9qbylp//5/7+EzbXQ9O7uwvwVAWwdOVKTX7+MinBlkoVzO3tDvw0oLykczyr73jSpEnjZxDhwT3lCFU3p09/5ei9FkFdXVk3blzz9s6CP+nqUmu1c6W8LyUnZ7G9oApAuo6O7x09xfR2HJ+bu3Ro6LS399dz+GlAeUnneOjB8nHXrw+Vl29Uq23fwGW6ADnQVDctuXz5mLd3FnzUsWOvSHvL09z29u/ROQrMGY393d3Z5eUvaTRK8dsmTDdGBNfUvOntXZ5w/DSgvKRzPKtrsOij9GX5KR++4PffbzY0/F2tVoo2k0G1tbhBGsb097fk5S11eA8gtWcFBSsNhk5v7y9wpLe3qrw82WHPFs1z86ZsO+n5aUB5Sed4wl2Eer0edxH6C2oLVSoHjx2iZlWrjSguTurs/FmvrxwZueTtvQYPuXy5Sqeb5+gkYGBhYeKVK3Xe3lngnenZWu9otUqREqtShba1fentPWWPnwaUl3TalJqaiudg+Z2rV8/X1+9Qq4Ol3VEfhBhLxgyGMzU1bzs8CajVRjc2fogL0sE3nTjxXnb2ItGjR6rrggsKnrx8udLbO8sAPw0oL+lki5/y4eMoeLp0qdh08bJYn5Ywcvbsr97eX2Dgxg2D6QEfDl/2F6jTLWhr+wpXVoG/GBxsy8lJkHDJ4Lza2v/y3ysi+GlAeUmn+3AXoY/r728yHQWK1U0aTWRe3vKsrNi6uv/CfYj+xfS0IcedVSpVYFHR0wMDJ729vwAuokOC+vrtarWUl7oGVVRs8vb+Oo2fBpSXdLLFT/nwU9QYd3fnOqyeMjNjcO+YjxsaOl1cvMbh4xU0moi2tq/dPAn4W29vb13dQHNz+48/Nr77blVqaklSUlZcXGZMTF5CQu4TT+QtW1awcmXZ8893fPfdjWsI0GHCdXVp8vIW03GFozsQg6uqUvzlabf8NKC8pJMtfsqHX6ure0vCIeDYoFaH1tXt4vOhf77p/HmdeH8k/YuCqsrKVy5dKhU/V3KlqqrshRcyo6O14eGqkJCMOXOYDDmLFlltaLirq/Xzz2t37qzbubM6La30hRcoGit86qniNWsqNm5sP3To6vnzw93do0ZqB/vPazRnjh4d7sF7dUCqS5eKdboF4gcbFGk1NX3k7T11gJ8GlJd0ssVP+fB3ly6VNDd/cuGCOjfXwZUN5gt31OpgrVbZ0MDpQ5a96OzZn3U6xw9Y12ojOzp+tOp3/K23d6ij4/hf/5q1cKE6NFQVGMgqkBIZGIZrdwyBgergYG1ERFZsLIVxVa+91ltXd02vv1RWdrm6+obBQMFZ0969zZ9+qi8v99aXBd7V0PCORiP2UlfTufJnBgZavb2nNvDTgPKSTrb4KR9yYjT2t7V91dFx+Pr1ASnxlk4XYzQONDXtPXHiXdyKOEH6+5tKStZJeEvSnMzMqHPnVL/fvHmxpKR0/frchISixMSK5OTsJUtUQUEeCKd8fBjLBHNYSSOBgRRl0sTsRYvaf/iBAlBvf9UwIc6c+cH0rAcHkVZ9/d+6uwu8vbO38dOA8pJOtqh8ZEZF5S5ZUrF1a5dON2rERTx+aXTU2Nj4npTXWZhOI4ab75EeGmrr62vExVuuoUi3puYtidmu0y3o6c67WFRU+vzz7gRSKtMgBCLqsLDM+fOLVq9u2LOn+bPPhJ/wdYOht67ualeXzX0euXSJBmG8ctMmr4dTrg9BQfl//nP1X/5y5fhxN79HCnY7Dh2iMLf4mWeObd58/C9/udbTM9zd7eZqwTVdXRrxSMs8aDSKY8dSqBLz1q4iwAJrVncR2q7EAwO1SmV2fHz+8uUVmzefOXqUam1v7zhIMjjYlpk5V3j9juQrt4IvXSry9o77B4PhbG7uEml5G5idvaj6h9cy5891MZYKDKRYSh0aqp07t2LTpqvnzzNPTun69eZ+o/yVK0ufe65806b2H364af/K9xvXrlEAZ+j854Pjh3t6mv/7v6u2bi178cWyDRuKExPzlizRRkergoM9c4rzdtwZEkIRpzYqKic+ng4atZGRYzsQGpoVF0fJ1JeXH9u6NW/p0sY9e8x7fn1oiHKVFrG92sDAk59+yjzPQSK9vtLR61yth+zsx2kpj+0hAiwQYy/AEqvF5szRhIfnJCSUrF/f/v33CLx8WXv7t9LrJlNMJvwNaWz8O67cMrtwIbeqKkXiUXXGz0EZ/xmYEeJioKCJiDjlzMsY5ORyRYVaoRAiS11MjG7BArVwupBFlKayilyDgjRhYZIWDAq6VFLi7bzh2uXLlcJBo1O1mVY7t6Ji04ULeRPXQ48AC8Q4G2DZrYMCA6lhoMPEC7m5v99Ew+xDjMaBzs4jZ8/+cvXq+YaG3RIea/nPobb2bf99BqCbzp37NSvrcam9gL/Mydg1J0PhxE9GGx7e/Mkn+LE4ZeTKlZo338xetEglLTZiOFQkJ3s79XBbX19taenzanWw9JCLDh3V6hAKuXJzlxw/vo3VWUUEWCDGsnxcNxiaPvwwa8ECVUiI+x37KlPUlbN4MbUifY2NXkwjWGlv/1ani1Wpxl7Ro9PNpxHJ/VuBGk1IQcGTFKt5OxGM6fWVjY3v5eevlPZQxDkZ/5iT8fWcjGck/yKCgnQLFozdRldT4+20ygrVWlTDUD0jVFlWFZdT9ZgmLGzsbKxSeXvKuGV1MTE30GHve/r7m7q61IWFa6RfFGExBGm1ETk5S+rqdl65Uu/sphFggRiJ5WOwra3p008LVqxQKxSuX58bGKgKDtZGRTXs2YMDd98xMnIpMzP6j/ODIdK7uEyxSIhwVpEitqamvf7V3TU01JGfv8y5SvnXORnvSOipCgykcKru7bcvV1ejqHvXqNF4bMuW2/FWSEhpUhLVQpZfVvG6dV1ZWcaBAfMixv7+4e5u+uJo2czISPEvWhMeXvTUU11arRfTCGbDw93Hjm3KzIxyKdiy7PEKzMyc297+jfjmEGCBGDfLh76iouDJJ1XC03qc7/Si+q7sxRfbv/3WfFsT+IisrIXuVU8UfgXpdAtrat6srd3V01PoxSu6RkeNFy+WVFZuyc5+nI5WnTpJqqK/R+Zk/N1RUBUYqI6IKFm3brDVF5/WA+4wx2eOK7SgoMzo6Pbvv0dU7Tv6+5uKitZkZEjsp5dexYXodAsQYIG1CX0X4W+9vSc+/HCsr8u1iyQCA7VRUTXbtl3Dg6F9g+mZmTGm6inQyYtMHRwg6nTzcnOfOHZsa3PzR8XFz5SVvdDTU0AHoEZjP0VjJ068R9vNyUno6xs7vzw4eKq9/fCVK3U0g9WjvHp7q8vLXywpWVdZuVmrjTSd+jRvyOkdHouofpmT8dGcjGWiTWlgoEaprH799Ym4sw98zemvvnK2KtNGRlreaAm+4/p1w8mTn+XmLtNopF0PYH9AgAViPFA+Ro3Gk599pps/X2V6YKAT/Vum+bPi4href9/Q0THR+wkSXb5cnZe3JCPjdj+QWs0y8LI12Fu5Ex1RDoKqX0M12yNVwY4LZ058fMePP+JxcRyiL73hb3/LjIpShYXlJSRQbJ2zaJGkCk2ox2JjL2RnezsRIIYCr7Nnf6mt/a+cnMUS+7kRYIEYr5SP33p7j2/bpgkNdaGLSx0aWvXqq/Yeoghed+rUAWcfXePxIVCjCtN+GZGRKC3QDw6u3bYNJ31ARP3u3ZrwcInxVnZcXMXmzVfqnb6kGjzMYDjb1PRhRcXLtbVvHT++vbAwMTNzrlYblpERbIrAAhFggRgfKR99DQ0lSUlSayiLLi5tVFTTRx+h8fNx7e3/W16eXF7+cnHx2qKitaYIbOLipyCVKlClCtZoaIgsKlrT2Pi+wTDWA2ocGCjfsEFKGVOFhNS89Zaxv9/bOQf+58yhQ87dCRQUVLp+/VCb1x5HDi7zkQbUA3hJJ1u+WT4M584de+UVrQtXcYWEFD3zDKoqfzQ6auzpKdHrS86cOdrQ8LezZ38xvf/n3aysOK02Mjd30Zkz3w8OtvX21jQ27tFoFEInmU4X097+vcgLFjuPHNEtXJgRHCzlJoysuDh9WZknUw1yRWFWVmysOixs7EXaTh43Zpieg0qL6ys991BycIFvNqATgZd0suUv5UNfWlrw9NNqac2keciMiTn5+ee4YoY31w2G6tdfV0voRShMTBzG6WbwiLaDB7Xh4U4fNArPoA8KyomPr0pN7W9q8nY64J/8pQF1Hy/pZMtPy0cHHR0uXOjs01A1SmXFxo140qMsNezYIf28jDYq6mIR3r0I3mQ4d44OA1zppzeFXJlRUbVvvYUH3HiXnzagLuAlne6b0Mc0eJ6xv//kZ5/lJiQ42xWvCQsrXru2p7AQl3D5qd6qqpI1azSmt9c5bJBUCkVhYiLunAcfNNzTc+rgweLVq7UREWM9r8IbGJ3p36JfQf6KFWd+/BG1mQcMnj59/K9/LUpMlEEDKhEv6WRLfuVj7G7q997LjI52+m0/QUE5ixfXbt+OS7h8UE9RUdGzz+YvXZq3fHnWwoUSmx+tUknBN84Rgz+6VFpasGKFdu5cjfPvLrv94iCFouS55xrffbfjyJHfev3pLQu+g2qP8zpdxaZN2qio8d+C/BpQe+SfTpGep7S0tCkmqampzq6T6T76nKH29mOvvkoNrcqFfviwsLLk5MvV1d5OBC+udnWd/vbb7Mcfp2CXvi+1QtH+3XdFq1ZJ/+6oNarbubNLp8MNgCA/w93dx1NSsmJiXH5XbMGTT57XatHLNZ6ho4OOrrPj463epCQ+yL4BNZN/Ou19l+np6eHh4b0mSqWSPrq/ThnrKSrKXbLEhTcqasLCcpYsObZlS92uXS3//d+Gs2e9nRQ5uHrhQtlzz6klnOYTP16vefNN9FQBV2rS0qhSynDyAc53DH8sqA4JGXvjWXBwVlzcFT6uUqUo87xKlb98udqZiAoBlmzZ+y4puiooKBDGaUShULi/Tn4MUwP/4ouuPfU0w/TApMJVq1o++2zw5ElvJ8U/UL3W9tVXmdHR7kRUY02CUkmH42cOH/Z2ggB8Av2yGnbv1s6dqw4KUjl/VtH696VQaCMjKerKEB4bYarr6Gdb8txzfvp6KDoAu1hefmzrVo1S6WJtT0NEROHq1S1ffCGccuWnAZV/Oum7nDp16qRJk2bOnLljxw7z9ICAgNHRUWGcRuijU+tkvJd+7rrB0PH993RY41RHsdWPkCq47EWLLpWUeDs1XkC1fPu33+Y98UTmvHlZjz9euHJl1sKFajo4drLL0Gp+imLxPAUA19y8di130SI3D2ksh+yFC0f0em8ny4Gh9vbjb7+tmzfP2etD1BRKxsSUvfBC+w8/iF+7xk8Dyks6SWtra2xsbEpKivDR6jumCMxq/rtEeWin/VZ/S0v+ihVO3ddjHSuYHhuojYmp3bGDAjjLldOxYOdPP/npkyPoiPCsWl28di0dEardyJ/bh4ZBQeUvvkgtgXn9PUVFZcnJDXv24NwfACvnMzJK168fCzsUCm1UlHbuXJcPJm//eIODhZXQT5gOpYqSkhr37Dn7889dmZnn1WqrGo+VS+XlhatXZ4SEuHBxrY0kKBRlL73kwlUf/DSgMkynSAw0ODg4ZcoUYRw9WJ43culSxaZNmtBQt37eFp00FIQVrl0rXhn1nzjRXVDgxcu36WBuuLu778SJwhUrXLiIbXzcmTlvXvlLL3XpdLjqFsAX3DAYCtesUf9xsHT7sfJ/DO4cQdF6itasqd25U/yCy9v3P7IIm8S3khMf3/79927WPPw0oLykU2AZYFldg0Ufpa+Hn/Ix0ahiqkhOVv9xyYLrP/7AwPxly7SRkeqQkKzY2KYPPtBERt5RtQUGFqxYkbNkyYWsLId7NdTe3pWbO9zTc8t0C1JffX1fY+NQR0fV668XPvnkyU8+EWajeDErLk54QYf2j+6osY2a7uZjUJ2ZdlujVOavXEmB6bmMDHRKAfijlk8+yXD74MrDA9U/uujotoMHmecGPw2o/NO5du3aNtMjmrq6uhISEjZs2CBMF+4i1Ov1uIvQd1w3GM6rVFVvvEGBi/sXnEoNYv44/vPKQGGZbv78GjxIDEDuzqvVmXTgRwdgf5xeFA6ivBA80TFhZGT+8uXlmzbVv/NO86ef6svLPZYP/DSg8k/n0aNHZ82aRd/oAw88kJKSMjIyYv5XamoqnoPl+37r7W3at69o9er8pUu1f/ST08ecJ57wVlTkzpA5d+7pgwfRFwUANlHl0PHjj7U7duiioy3DLwrLCletyl2yJH/ZMhryli7Nmj9/7Cn24eFqhWJsCA3VREZmxcYWrVpVu2tXy+efV736Kh2/aZTKrIULy1988UJ2trcTN4afBpSXdLLFT/nwcb/fvHnmxx81ERHix2oTHjaZr70QxoWzhKbKLnfx4oY9e9A7BQAg4KcB5SWd7sNdhH7kYnHxmZ9+Mg4MCB8H29rq3n67ed++nry86tdfP7Z5c8GKFVnx8XSop1UqNeHhGoVCFRZGx4I58fGFTz11PC2tYfduOuyjIKlo7doRvf760FBfY6Ph7Fk6uGx87z06HKTjwqI1a87+9JN3UwoA4F/4aUB5SSdb/JQPAAAAhvhpQHlJJ1v8lA8AAACG+GlAeUknW/yUDwAAAIb4aUB5SSdb/JQPAAAAhvhpQHlJJ1v8lA8AAACG+GlAeUmn+3AXIQAAgJv4aUB5SSdb/JQPAAAAhvhpQHlJJ1v8lA8AAACG+GlAeUknW/yUDwAAAIb4aUB5SSdb/JQPAAAAhvhpQHlJJ1v8lA8AAACG+GlAeUmn+3AXIQAAgJv4aUB5SSdb/JQPAAAAhvhpQHlJJ1v8lA8AAACG+GlAeUknW/yUDwAAAIb4aUB5SSdb/JQPAAAAhvhpQHlJJ1v8lA8AAACG+GlAeUmn+3AXIQAAgJv4aUB5SSdb/JQPAAAAhvhpQGWVTnvdS2lpaVNMUlNTpUyXsiF39xUAAIA//DSgMkyn1ZeXnp4eHh7ea6JUKumj+HQXNgEAAABS8NOAyjCdVl8eRVEFBQXCOI0oFArx6S5sAgAAAKTgpwGVYTqtvryAgIDR0VFhnEboo/h0FzYBAAAAUvDTgMownVZfntXHSZMmiU+3XFDEBOw4AACAzPHTgPpxOu3FOp7pwQIAAAAXuNjq+xsZpvMu0Wuw6KP4dNe2gkV8Z0NyWsRjG5LTIh7bkJwW8diG5LSIxzYkp0VcXsofyTCdVl+ecLegXq+3eRfh+OmubQWL+M6G5LSIxzYkp0U8tiE5LeKxDclpEY9tSE6LuLyUP5JVOu11Qqamptp83pW96RK3hUV8c0NyWsRjG5LTIh7bkJwW8diG5LSIxzYkp0VcXsof8ZJO5ny2+PrsIh7bkJwW8diG5LSIxzYkp0U8tiE5LeKxDclpEZeX8ke8pJM5fooIQ8g0FyDTXIBMcwEyzQXINBfwk2m8pJM5fooIQ8g0FyDTXIBMcwEyzQXINBfwk2m8pJM5fooIQ8g0FyDTXIBMcwEyzQXINBfwk2m8pJM5fooIQ8g0FyDTXIBMcwEyzQXINBfwk2m8pJM5fooIQ8g0FyDTXIBMcwEyzQXINBfwk2m8pBMAAADAYxBgAQAAADCGAAsAAACAMQRYAAAAAIwhwAIAAABgDAEWAAAAAGMIsAAAAAAYQ4B1211/sJyYl5cXFRU1efLke+65JykpSa/X21w2LS1tiklqaqqU6bJhM9M6Ozvj4uICTGikvb3d5rLcZpo7CUemWSWwsbExOjqaStqDDz548OBBp5aVfaahTnMB6jQXoE6zBwHWHax+V/Rbys7OHh0dHRkZ2bJlC1VM4xdJT08PDw/vNVEqlfRRfLr8WGXarFmzdu3adcNkx44ds2fPHr8It5nmTsKRaVYJbGlpeeihh7RaLf1CKVDYuHGj9GVln2lmqNNcgDpNOtRpIhBg3UHkCbNUJU2aNGn8nFQOCgoKhHEaUSgU4tPlxyrT7r77bsuPdKw8fk5uM82FhCPT7CVw7dq19nqtkGlmqNNcgDpNOtRpIhBg3UGkMqIDZcujPfOcAQEBVE8J4zRCH8Wny49Vpi1dupQO8kZNtm/fTh/Hz8ltprmQcGSavQROnTp1//7906ZNowZv+fLlfX195kWQaWao01yAOk061GkiEGDdwV5l1NjY+Oijj3Z2djpcxHxEaG+6/FiltKura8aMGcJ1DDRy8eJFh4vwk2nuJByZJrBM+Lp164xG48jIyPr161etWuXUsjanyw/qNBegTpMOdZoIBFh3sFkZFRUVPfzww/X19TYXkX0M7pBVpkVHR9PRnvl6BZsXeXCbae4kHJl2a1zCKbQSxinMsjxxI2VZeWeaGeo0F6BOkw51mggEWHcYXxkdPXp0+vTptbW19haxOltMH8Wny4/40YbNgw9uM82dhCPTbt2ZQKVSaRlg2ayFuc00M9RpLkCdJh3qNBEIsO5g9bvat2/fgw8+2NLSIjKncL+DXq+3eR/E+OnyY5Vps2fP3r59u/l6Bcs7bpBpLiQcmWYvgQcPHly/fv2Iybp16xITE82LINPMUKe5AHWadKjTRCDAuu2uO9mcaPmrsxxPTU21+cQOe9Nlw2bmtLW1CQ/aITRCHy3nN49zm2nOJhyZdst+Anfs2HHvvfdSSVu5cqXNi9xFlpV9pqFOcwHqNBegTrMHARYAAAAAYwiwAAAAABhDgAUAAADAGAIsAAAAAMYQYAF4jsirdu293HT8xcji81uxt7i96VK2IvHdtwAge/Ko0/r6+latWkWpuPfee7dv3y6+BukQYAF4jr1X7Tp8ualVreHsy1DtVTrilZG9rUh59y0A8EAedVpiYqLlayEOHDggvnWJEGABeIflq3YdvtzUqtZw9mWorlVG9rYi8u5bAOCW/9ZpVImZn1pMIzYf1u8CBFgA3mH5ql2Hr4awqjWcfZWEa5WRva2IvPsWALjlv3WaZYBl77UQLkCABeAFVq/ataoUxr+Lw2oGh/OLL+5wuvhWpLz7FgC44td12urVq82vhaARVq+XRoAF4GnjX7XL6mhP5PJPm3syvo6zXNzeVqS8+xYA+OHvdVpfX9/KlSsnT548bdq0ffv2TZ061XGaJUCABeBRNl+16/DlpuLXKzh8GSqT6xXMW5Hy7lsA4IQM6jRLBw8etHyxqTsQYAF4jr1X7Tp8uanNO26kvwzVnTtuxm9F5N23AMAVedRpycnJNJEqNK1W+/DDD1u+btIdCLAAPOeuccz/EnkxqlPzi2/R4XQrNrci8u5bAOCKPOq0gwcPTps2jSq06OjoxsZGp3JAbFdZrQgAAAAABAiwAAAAABhDgAUAAADAGAIsAAAAAMYQYAEAAAAwhgALAAAAgDEEWAAAAACMIcACAAAAYAwBFgAAAABjCLAAAAAAGEOABQAAAMAYAiwAAAAAxhBgAQAAADCGAAsAAACAMQRYAAAAAIwhwAIAAABgDAEWAAAAAGMIsAAAAAAYQ4AFAAAAwBgCLAAAAADGEGABAAAAMIYACwAAAIAxBFgAAAAAjCHAAgAAAGAMARYAAAAAYwiwAAAAABj7/5kLjIKZ8gnKAAAAAElFTkSuQmCC)
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