Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tikemani_Bag_100423_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 08, 2010 |
Start Time | | 2010/11/08 23:00 |
End Time | | 2010/11/09 23:00 |
Key Words | | Magnetosphere |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 82.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tikemani_Bag_100423_3 |
Minimum Dst Value | | -14 |
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 Cluster-4 for time period of this run.
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kQQDL4mcA5aWebPHTPwD0EwSHLLq6ebPb7EIZggZY+37zGyYJurwuMUUywyRBAKK0tHTUqFHRvLjq3/7t3+bNm3fx4kWNUvEzgPJST7b46R8AOslCKzLV1+eYXSij0ACrYccOJgkmuBPEFKcVTGOSIABBoqv169dH87GJJLR69dVXf/WrX2msw88Ayks92eKnfwCEdPNmd3B0Zb8L2ynfmTM0wLrZzeYQnUNwiCnO3DWTSYIAvYGhypSHUmsPkfwMoLzUky1++geAtt27ZwdHVx5PvNnlMtCJv/2NBlis0hx/O8VFexexShPArKEKAZaIl3qyxU//ANBw9OjrwdGVXa+7okqfe864AOu1Y6+xShMAAZa5eKknW/z0DwANwdGV2SWKhrzkZOMCrPe+e49VmgAIsMzFSz3Z4qd/ACgKDq0EwbYXXcnkJiQYF2AVNhWyShMAAZa5eKknW/z0DwAZpevZxxcVzTK7XNHjcTrFcIhEWkwSPN9+ngZYl/2XmaQJ0MtiqJLegiE2NnbWrFmNjY39zJefAZSXerLFT/8AoHp6/IrRFSdnBinB4RDDIW9yMpMEPz/9OQ2wmCQIIGISYNH59vb2jIyMsWPH9jNffgZQXurJFj/9A0Dk9U5RDK3y8yebXbRoo+cH8xg9J+ePh/+IAAuMoDZU/XTt2vcbNtR88on/cogjpsEpxMTEkL9paWmbN2+mC8k8WRIyXz3v2gkv9WSLn/4BQHg8DwWHVlVVfzO7XOagAdbuuXOZJDhz10wEWGAEtaGKRFdijyMxlv4UfD5fRkZGUlJS78/Hs3tcLtfOnTvJ/I4dO8SFIfPV866d8FJPtvjpHwCKZwbNLpSZaIB18sMPmSSYnJeMAAuMwCTAkho2bFhVVZX4VktLy+jRo1euXEn+knk9+ep51054qWdbW5v4SCbpQhKM3x2Qnp4eVmr89A/gXG3t+7LQ6siR180ulJl+unKFBli+M2eYpOny3HoQYZyHl19iQnSwPUXo9/uzs7OlB6uysrLICmvWrNGZr5537YSXeq5YsYL0DGm75uTkkI7SGuByuchL/anx0z+AW01NQvCBq4MH/2B2uUxWtWYN83s0JOTeehBhkjcp9NoAurG9yF0kXoNFVFVVjRw5Mj8/n/yV/bQQAZaIi3rW1NSMHj26q6tL2q4kuiouLhbnyUxiYqL+BPnpH8CngoJUrh4vqN/uOXOYB1jxnngxxUcKH2GVJkAv6wCLjKFZWVnjxo0j852dnQ8++OD+/fvJPImxyEK/368zX34GUC7qOWPGjK1bt/b2bdfY2Nienh5xnsyQl/oT5Kd/AG/a28+r3IvBaXbRLCFv6lTmAVacECem+ETRE6zSBOhlfR+smJgYMpjW1dWR5YsXL/7ss8/oauvWrSNLdObLzwBq/3qWlJQ4nbfGBmm7ytp48ODBsg0HaTK62ADRp3abq9raT80umlXkTpjAPsBy3wqwfrP3N6zSBOjFndzNZv96jh079ujRo+I8jmABKPL7LymGVnv2zDe7aNZCoyshjtkJU/oTwr8c/wurNAF6EWCZzf71VDv4JLsGS3Ybj5Bpsi8oQHTl5ia73XGBSfnAVVeXz+wyWg4NsNwGBFhf1X/FKk2AXgRYZuOlnqLgXxG2tLTgV4TAIbWgSpxaWvaYXUCLogFWwWOPsUqTBljlbeWs0gToRYBlNl7qKZK1a3p6Ou6DBRzKz1d+7g1+Kqit88cfaYDV8PXXTNK87L9MA6zum91M0gQQIcAyFy/1ZIuf/gH2U1b2plp0JQiIrrR8O3MmDbButLYySbPoXBFu4w4GQYBlLl7qyRY//QNsRhCceOhNxASnk/lPCNdUrUGABQZBgGUuXurJFj/9A+yhoWGj4iGrEyf+2+yiDSS58fHMA6wVh1cgwAKDIMAyFy/1ZIuf/gEDXUXFf6mfEIw3u3QDDI2uPPHMdt3TpU8jwAKDsL3RaGxs7KxZs2RPxYkgX34GUF7qyRY//QMGNI3fCZ47t8vs0g08QlzcrQArIYFVmrOLZt960jMugAPW2D4qp729PSMjY+zYsf3Ml58BlJd6ssVP/4CBqKHhU427W5Hp4sXjZpdxQKIB1pEVK1ilOb1guhhgOT14GBEwpjZU/fTTte+/31BT84nffzncFMSHPbtcLvEBdKLm5ub77rvP5/Np56vnXTvhpZ5s8dM/YEA4f/6I9n2tcD07E5fKyw8uXXr8jTdudjO7n0JyXrIYYCV5w7jXMYAeakMVia7E7wQSY+lPgcRPGRkZ4k25S0pKHnzwQfpWWlraqlWrQuar51074aWebPHTP8Dizp7dqie0amsrM7ukoCxRSBQDrCl5U8wuC9gNkwBLatiwYVVVVeJbDodjy5YtZKaurm7kyJF+vz9kvnretRNe6skWP/0DLEv7JCCd8vJwXMTS4j3xYoA1c9dMs8sCdsP2FCEJobKzs+lj5fLz8++//34ys3Dhwg8++EBPvnretRNe6skWP/0DrKai4q+hgioSeCUcOvQHs0sKusQJcWKA9fSep80uC9gN24vcReI1WKJx48atXLly1KhRPT09+vPlZwDlpZ5s8dM/wFIEQeuo1ZkzO8wuIISN3qNhxWFmF84DiNgGWF1dXVlZWSSooku2b99OVti0aVNY+fIzgPJST7b46R9gHV5vklpodezYSrNLBxGiAdbHpz42uyxgN2zvgxUTEzNjxoy6ujr67o4dO8SzhGHly88Ayks92eKnf4CJSkqe0T4bePz462aXEfqLBljfNH5jdlnAboweqmbPnr19+/Zw8+VnAOWlnv0n+zGF2cUBm8vNdWmEVtevN5hdQGCDBlglzSVmlwXsxtChasuWLdI7NejPl58BlJd6ssVP/4Bo6uy8VFr6QsgfBp49u83skgIbrTdaaYDV0dVhdnHAbowbqmJiYkaOHHn06NEI8uVnAOWlnmzx0z8gOvTccEGcLlzAcQ778DZ58SBCMA4e9mwuXurJFj/9A4z23XertSOqEyf+2+wyglFePfIqAiwwDgIsc/FST7b46R9gnJAHq7zeSTdvMnskC1jQ40WPI8AC4yDAMhcv9WSLn/4BRvB4nBq3CT13zmt2ASFKxgu3oqs4Ic7ssoANIcAyFy/1ZIuf/gH9V1b2X253siDgYcwgR2/jjiNYYAQEWObipZ5s8dM/IAJ5edP1X7QemOKvXDlpdqnBBA63Q4yuXF6X2WUBG2J7o9HY2NhZs2Y1Njb2M19+BlBe6skWP/0DtNXVfS4I8YEn2Oh69LJsKipKNbsGoOVSRcXhFSuqP/zQoPTp4asnip4wKAvgGdtH5bS3t2dkZIwdO7af+fIzgPJST7b46R9A+Xw/CMLECKIoxUkQnGZXCEK42d19O/4Z//3GjUZkQQOs5YeWG5E+cE5tqLr207UN32/4pOaTy/7L4aZAH/ascfNtBFgiXurJFj/9g2fnzuWzCqfIdPXqqfb2ZvwqcAA5kJZGA6wjr71mRBY0wCKjnRHpA+fUhirS38SOR2Is/Sn4fL6MjIykpCTZOhs3bkxNTVXbSn+p7IeXerLFT//gE5OIyuxKQH95J06kAdaFQ4eMyIIGWMIPghHpA+eYBFhSw4YNq6qqkq5QWFg4bty49vZ2PfnqeddOeKknW/z0D3traiqK+PIp6ZSfn3rixF9bW8uvXWusq9t25UqN2TUDBjxOJw2wDMqCBliVbZUGZQE8Y3uK0O/3Z2dnS49g1dTU/PKXv2xqatKZr5537YSXerLFT/+wpYsXj0QaVDnoOb7OzvMlJQsOHEgzty5gHCEuTox/hPh4I9Jv9DXSAKsb547BAGwvchfRa7BaWlruv//+gwcPhpsvPwOo/etZVFSUnJxM+sSQIUMWLVpE+gR9KyMj4+6A9PT0sNLkp3/YSUvL0fAjqgQSjZldcDCH2+EQ45/ciRONSP+Lui9wEywwFNsAq6urKysra9y4ceLLxMTELVu2RJAvPwOo/euZkpJSWFjY09PT2dm5fPlyEmyJy3NycpKSkloDXC4Xeak/TX76x4B2/vxe8bBTbe2GcEMrjwe/8uMdPT+4a+ZMI9J/s+xNBFhgKLb3wYqJiZkxY0ZdXV3wW/gVoSJe6ikiYdbgwYPFeRJdFRcXi/NkhgTj+tPhp38MRJcvV4cVS9XVGfILfBjoaIC1f8kSI9J/uuRpBFhgKNzJ3Vy81FPk9XrpEazY2FgSb4nzZIa81J8OP/3Dym7e7K6t3RTplemOa9dqza4BWBoNsI699ZYR6U/2TsaDCMFQCLDMxUs9icrKygceeIDe5l/WxvTIFjVIU5QKDUq6unwR/+Lv+vXQz3kA6JUEWHUqF5r0U4KQcCvAciPAAkMgwDIXL/UsKSkZM2ZMRUUFXYIjWFbW1dVx4sT/BEIi8TYKDo9nktudWF7+dk+PX3845fVOEIQpbrdzz55nzK4TDCQd58/TAOtaQ4MRWZC4SszAITiMSB8AAZa5uKjnjh07Ro4cWVZWJl0ouwYr+O60GvjpH8bp7Lz0/fc5gdtQ3YmHBGFqxIemcIk6MFT/z38afhMsYTye9AyGMmuo+sUvfqHxLj8DqP3ruXbt2hEjRlRXV8uWi78ibGlpwa8II3bx4pG6um03bvx854v29uYbN1rF5Xv3PsckTtIzXbiwx9R9APZ0YOnSqN1l9MniJw3KAjj37//+7+fPn49ypl999RUZUjVW4GcAtX89NS6fSk9Px32wdGpo+Mbrnbxnz5yTJ/9eVpYdtfhJe8KF6mCQ0qefjlqA9dpRQx50CLBw4cJXX301mjmS6Oo//uM/du/erbEOPwMoL/Vkyx79o6Oj+ciRPxw50ufj19XlC5ynSzh5cg1daFb8dODAi/n50wUh3u2OEwSH9K2aGtxbAQxUMH36rfgnzqgr0GmAVXCuwKAsgHMXL1781a9+pf2DLYZ+8YtfuFyuwsJC7VLZYwDVg5d6sjWg+8eZM1/v27c4KJph8Ei+CKaGhk/FUt282X27AI4jR17yeqcePfqKrOQHDiwRt6qv/zLquw34knv7Sc+C8QGWv8dvUBYAFjSgB9Cw8FJPtqLfP1pbT/QNTRzHjr1JFtIV2tvPmXWcSW3SqE5ubhKpQlGRITfIBug/en7QoAcRNrU34S6jwCcEWKDFuP5x82Z3U9Ou1tafn3/n918JGcQIQuKxYyuieMBpZ+CE3a2XVVUf0pL3LRXu6wMD2M3ubhpguY0JsN6tfBcBFkTg7FlPTc2G9vZoX7rOEAIs0KKzf/T0+MvK3ioomFZU9Hht7ed0eVHRrL6BS3w/4x7Wk8PrdQUtvDXMSBeeOJFNK6Xz2BWAxV2urBTi42mA5b397Ae2XjrwEgIsCJfXmyj9pvX5TptdokggwAItOvtHbm6fD0NurtPsyEk6xdXV/Xz90/Hjb7ndzry8xLq6L/RUqm+AtUpxeWR7FcB07c3Nd45dBaaLR44YkdG0/Gm3z0Hi8wJ6hfUNT77YOzrOKabT3d1RWDhTXOf77/8R3UogwAJNpH+0tze3tpZ3dfnEJVeunIzCgaXdu588fvzNc+cKc3MnK65z+fJ3GsU+fXpzff2XPf27olaaXVtbOV1eUDBNXLh79+z+pA9gIqFvdGXcPRocbgeOYEG4ovZTpED4pTjEnOp/LRBggRbSP6LTy8V/REgw99NP14KLIQj0kFj8oUMrolN3Ej/RskmXk7jt1KmPyET+N4pOSQCYk0VXeQ89ZEQu/h7/nTxwBAvCIXv6hTWmuMuXK/VXAQEWaGESYHk8E6QvBcGQa2mZu3atNnDqM766+gOzywLAUvnKlbIAq+PCBSMy+t3B39E8EoQEI7IAe2ts/EYQppsdV+mcHB6PS3rmBAEWaOl/gLVv3/NmVwIA+pBFV5XvvGNQRi6vi2aTnGfIRfTAudrazzTPJ5K3Ejo7L0Yz0vJ6J4tlQ4AFWtQCLBKne71Jkpc/X+QuCPEXLuxvaiq4fr3J7IIDgKroXH1FJHmTaDZb6rcYlxFAuLq7O8TIrKRkLl1YWbkqN/chVpEWAizQQgOsPXuera5eX1LywunTm+m7V65Uk5ctLYdMLCEAhKV+61ZpdNW4Y4dxeU0ruPUTQofg6L7ZbVxGAAxduFBaUJCyZ88C6cKTJ/8XAZYaXurJFukfBQWPVFRkmV0QAGBDSEqi0dWRV+SPaWJr7p65Yk5PFD1haEYA0dHcvCtwxiZBOix2dfnq6rbl58uvFUOABXKyp1qaXRwAYMkdF0cDrO4OY38Jm1KYIua0oGRB6LUBBribN7ult4HkZwDlpZ5s8dM/ADhx5/ygYU93ph4tfFTMLP1YutF5AVgNPwMoL/Vki5/+AcAJGmB5jA+wEj2JYmZph9KMzgvAavgZQHmpJ1v89A8ATtAAq3ju3NBr9w+9lj6lIMXovACshp8BlJd6ssVP/wDgQcvhw3d+P7htm6F5FZwroAHWvN3zDM0LwIL4GUB5qSdb/PQPANs7v2uX9AYNN1pbDc1u6f6lNLNjrccMzQvAgvgZQHmpJ1v89A8Ae6vIzIza/UVFKQUpeMwz8IyfAZSXerLFT/8AsDfB6YxygBUnxCHAAp7xM4DyUk+2+OkfAPbmdjik0dWRP//Z6Byl0ZzReQFYED8DKC/1ZIuf/gFgb7vnzo3m4ateSYAV74mPQnYAVsPPAMpLPdnip38A2B6Nrs7t2hWF7GiA9XDBw1HIDsBq+BlALVrPu+66y+wiaOGnfwAAQ5f9l2mAtfq71WYXB8AE/AygFq0nAiwAsJ/3Tr6HC7CAc/wMoBatp/UDrC31W2qv1Sq+W3+1vqCp4IzvTJRLBQAWNzV/KgIs4BwCLJORBrhLyeDBgxnmkpGRcXdAenp4j1wlxSPfj06PM/gtf48fX6AAoAg/IQRAgGWyKBzBysnJSUpKag1wuVzkpf5txQBL8Svy1JVT9At0Qu6E3kDIFS/Ei0s2nd7ErAIAEBH/5cvtzc09fn/0s0aABXxaW71W7PZOjxMBlsmiEGCR6Kq4uFicJzOJiYn6t9UIsI63Hpd+h1a2Vf7+4O/v/DBbCP3DbBKQlbeWN/oaxZcv7ntxYu7E50qf0188AFBz7OWXpfdlKJg+PWpZt95opRmn7kqNWr4A5upzJ1/3eARYJmN7KlBRbGxsT0+POE9myEv929IAi0y/P/R76Vt/P/l3WWdyCk7py47uDvEirabrTdINPz/9OT3QJU7JuckLihfcScftbLze2P+KA/BMdt/26Nz7SvTOiXdorj/4fohavgAmkn/eEGDxQNbGwSHdIE2yHpPgTvD3+Jvbm2XhlM5pVeUq/SvHueNqrtREcVcB2IeJAdZjhY/h/CDwgwxVikMYAixLaGxsvPfee6UXvDM8ssXqCJaJU/fNblZ7A4AHN1pbZR8jr8sVtdylGUctU7Alh8dB+9IjeY9Mzp0cJ8SR//PfOv6WuEKSN4mu8PKRl8NN/58N/5zknTSzaKb02eTi5O+5dfFiy42WycJkp9v5eNHjss3fP/W+4pg10TsRAZZVDB8+fOPGjTQMYkt2DRZ5qX9biwRYssmIvQRgJ3uefVb2uSmcMSNquePTCv109vpZQ4cJh9vRn5RJ7DVFmBIyawRYlkCawaDoqvf2rwhbWlr68ytCjckluCLrptvqtwUvXP/9ev0p7PoxGk/8kGm90er+wX3o4qHoZw2gkxAfL/u4lGdmRi13mqtTULjDC0BI8e54/QNByGnm7pkkzZQ8+TEqIyZpLRBgWcI999zT2dlpXPrp6en9uQ8WmRbsWfCvhn8p9qdL/kvS67EcHse1n669W/kuXXLq6qnm9ubpBdPvrON2iOlf+enK4r2LpUmJy/9a8dc4QfmsdsiJfDLrrtUx3oMSc3bPETM60XbCuFwA+iP4k3GzO3rn2Wmuy/Yvi1qmYCdRiITYTs5chf8lEGBZwurVqxcuXNjV1WV2QeRI/zjWekx6CdT+lv3BAXvN1Rr68mjrUVa5F5wriLi7/+nQn0gKJNRbsn/J86XPX/ZfjqAArxx95cV9L9b5+oRr9HrGdyrfYVNPANaCPxNRy3rfj/torviRCkRGvIaJTkl5SeSLN0lImuadllmeGfwTq431G/sZIZH/zF/Y90Jv4IqrsDZMcCecunJKsRYIsCzB6Du5R0yjf/z2wG/n7p5b0VZhaAFSv00Vu/6OMzvISxItJQqJOvv9F/VfSA+DJXgTwsr6udLnxA3JB1u6XBZcAliQiQHWpNxJ+IBAP5H/rlN3pf66+NcNvgaN1UhIlJqfeqz1mHThkoNL1H7WJ5tOXjlZ3lp+xX9FliyJ4cQVPq75uLm9mf5/7hD6XLn1bs272rVAgAVaLNs/Fu1dFNm/KfqzkG617+I+xeXxQjz9pQmARVw+edLEAAv/gYClbKjZEDwQyP5tNohlB1DmeKknWwOuf+i5cmuad1pkwZnGlOBOeOP4GwrlCfwjNck7Kfq7Ari1Py2N9s3dc+aQ6erp09HJuvtmNwIsANGAG0Ajxks92RqI/aM/v781btpct5mWMLsiO16IJzGZ7e/v9VXdV07BOcE9gcyUXyo3uzg2lzd1qokHrkQP5z9M836s8LEo5w5gKQNxAI0ML/VkayD2j/qr9bJB5pH8R0wPsPRM31/7ntai9UZrc3tzZHvg7bK3FdOPc8cZGtJN9k7WX1lSGKfHSec3n94cOgPQFLybhagHWNLsm9qbQm8AYF8DcQCNDC/1ZGuA9g8Smmyr2ya7AD/ccCfkkTCd11H2czrtC+PkTtnFspAJPrv3WenLvRf3hkz2HzX/2HZmm1hfV67L1+Urby0/e/1sf3av9o5dXblaf62BaPvuO8XdGeViSPOOctYAVjNAB9AI8FJPtmzWP5KEJDFKcLqdLTda6HJ/j9/pdSa4E2S3tkr2JNMhX1zybOmz8e74afnTZNe211+XHzYzaCJhn7Tkt8rpTWYY3Pzu0O/eO/Hee9Xv6Vl/gndCr/qjuJjUF+cW9ShZuDB4/10qj+que6v8LZr3Q/kPRTNrAAuy2QCqgZd6ssVP/1DzY+ePZOpPCiQUm100m4Qg0igk4tuoDrgptTCVyVVx0fnVz8AVfOt2d9QPX0nvvu3r8kU5dwCr4WcA5aWebPHTP8xlRGTz95q/G52F4lR2qUytmm+UvfFs8bMn2k50dHeQgImMx9kV2SsOr4ggl5VlK3sDwWujr3HpwaXjg87YnrqqfOs/uwreSd+9G+ImPcxJs49y1gAWxM8Ayks92eKnf1jHBO8EMj4l5CZMy43wdhKf136umLJ0neqr1V+e/pJ5dFV/vb6f1Sexl/57yWpPxy8d72dhBgpfQ8OdeseZc6ivwdeAAAtAip8BlJd6ssVP/7Cmp0uflo5Yh348pBpPCMyGtKX7l4pHgxxuR2ZZnycES48S1V6rlZVhomciqzKI/D1+JpEWqciTu5/0nvVWXa6S1iJOsMlpR3dCAq1u1Zo1ppThsYLH6A7/oPoDU8oAYCn8DKC81JMtfvqHZX3d+PWHJz+U/WTPLB3dHVPypyR7k7+7/F00M2V+pE06kepErS4GkVbIrDJIg2+zygBgKfwMoLzUs/8G9WV2cQB6U3elSgfvcx3nJufeuecWGdqTc5PFi7oKLxRG8JNGskn9tfqdZ3c6Pc4kd9Lhi4fNrnEYLve9QYNZxcD5QQAZfgZQXurJFj/9A+zE1+VjeIhr0d5FZldIy64nn6SFrf/kE7OKcSda9djkxCtAP/EzgPJST7b46R9gS9WXq58qfkr5wiwhjJtHzCiYYXZVVP18AxCzD1/1SgKsRwseNbEYANbBzwDKSz3Z4qd/gI192/zt/OL50l8M5HyfQ5avP71ef4wlnBXMrocyK5wf3PfjPlqIz05/ZlYxACyFnwGUl3qyxU//AG7NK54nuw2sxhQvxJtd3ltOfvCBvHQOh1mFkd5i1KwyAFgNPwMoL/Vki5/+ARDsqRLl04tWCCaCi3O+uNiUktRcrbHIPgGwFH4GUF7qyRY//QNAkXaA9XHtx+Jqzx14TuFwl9uQw11XT59WLI4ReYU0XrBQ0AlgKfwMoLzUky1++geAopA3O9VeIfNEZug8wqSYVethE24t0dLZIivH/1b+b/SLAWBN/AygvNSTLX76B4CawvOF+q+FV5zO+c71swxn/vUv6a8FZVPN+vVMahquj6o/wuErADX8DKC81JMt0j9ay8tvdnebXRAAkzVebUz2Jk/yTiprK0vKTQo3xppZNDOyfBu2bdNOm2019eu+2Z1SkCItyvoac+I8AGtCgAVaSP8g35zeZIVniVwoKSl89NHiefPam5vJy9KFC/OTk4+9+iqiMeCBYrDTcqNFfHeaR/lB3U+VPBVWLt0dHdrR1YElSwyonC7Bpfnh2g9mFQbAghBggRYxwCJTj99PF5IQSvbVejQ9nc57p0w58803wSOB4HSaWBEA5h4velzj7NgbZW8oxkTdN7uPtB7Z1bSLzITMQuO04Ol//MOQWukTXCATCwNgTQiwQAsNsOgtdjS+8fVMJz/80NwaATB08vLJPx7840fVH6mtMH33dNlnIE5QuOHWtNxpipuL7yd/OT5u5/ipm8fvDNx8/vucHMMqpIv7rBsBFkBICLBAy50Ai+HkcFyrrTW7ZgBR8tLhl/R/PKQbHli2jCxb9Nc7726cP8msWvQGLrpSK7a3yWtiwQCsCQGWfRQVFSUnJ8fExAwZMmTRokUtLS30rYyMjLsD0tPTw0rTkACr7+SZNKly9er8KVOExMTGr79mvVf6pX7LlpMffnijtdXsgsCAp/8jEee+9bBkccH0TXfe2rD+9yZWIV6IDy6tv8cfeksALiHAso+UlJTCwsKenp7Ozs7ly5cn374yPScnJykpqTXA5XLlhHN+QSPAKp4zJ8RIETiZKCQk5E2bFka8Zd7jPmQq33mHluonn8/s4sDAlpKXovczcCvMCsz83/j4nXcWOtxxfzj4hyiU9lz7OekdROt99Rc7LgYX0iFY5dMKYEEIsOyJhFmDBw8W50l0VXz7GRpkJjExUX86pH94kpKCv//Fnwqeev99tQGibuNGWVJ7fv3rCI5vnf7MtAfHeidOpMWo/eILs4oBtiHt2ZNyJzVdbyILz7SfcXlcYX0q3jvxHttTcs3tzT92/qhWVDLFexSOXZEp43gGw2IA2AwCLHvyer30CFZsbCyJt8R5MkNe6k+Hef+4eupUxJfJXygt1ZPFjdZW2YaR/ZS9Twq//W0EKQDo58oNL8wi06cNn5INJ+VNEl+mfpsqSzPvXJ741gTPBLV8UwtTxXX+UvYXulBnATq6O4zZGQB2gADLhiorKx944IHGxkbxpayN6ZEtapAm48pZs25dZJFW8CQ4HG4yhVwtLq7oqaeaCgr0FK/PhpLDfrUbNuQmJAgTJlyrrzds3/yscefOOwVISDA0LzCX5/Z/HXH/169PgixZ6Vub6zYrZq24eZxb4aeOIbMDACkEWAOYYgxUUlIyZsyYiooKusRSR7A0+OrqWMVbeqbvsrMVi+FROcDmmTTpjNvd2zfw0q7RnieeoGte2LdPXHj05Zf3LFrUcU7r2Sn7Xngh+DhfRDsVBgDZ45Id3/SrZ//Pif957NvHgpfHCbeund/esP3N42/uvbBXfCldx9d151rDRwse1Q6zsr7LMmFnAQwcCLBsZceOHSNHjiwrK5MulF2DRV7qT9DE/nF8+fJoxluRnbjs7uhziiT3oYf0b3s2P79h27ayzMyrNTWtBw7sS0sTnM7QJRHfVVuHLI+P3/vCC2a1GoRLrSm9U6b0hvPbQz0TSfDr+q+lL7MqsqQr/PHQH6VlO99xPjgREoTtatp1ou2EKbsLYABBgGUfa9euHTFiRHV1tWy5+CvClpaWyH5FyLSMETpXWBjuaCI+3uf0p58yHaEG2GR2u0EIF/bsUWi4uLgrtz/F/h5/eWv5mpNrpFFR7ZXayDpE8fniePedy9XnFM0JXqfe1+fEt+zdPx/+swm7CWBgssgAGgX2r6fG5VPp6ekR3weLdTHZ2z1vnnvChOOZmdqr5U2f7o6PNz3oifIkO8YG1hHcWBrP8dxUuymzPLOyrVJ8WXSuKKx+4Mp1Ldm/RM+arx15TZqvw+2Qvvtp7afG7hQAGxkQAygTvNSTLVv2jy6f786QoXSCpiwQq5HRrr25Ofg3iXqnuDjvww9fPHaMJFW7fn3+1Km7n3zy4vHjngkT9CciTJwoRJa7ZNpn3vOAQU1wM3U0NYWVQsaxDHqrqieKn9C4zfr4wHEvxduEBk/rTq2T5iKL5E5dPcVyLwDYmi0HUEW81JMtfvqHflfq6uq2bvWo/Ggxz+UKmUKu5A5b0oAs1+X6ce/e88XFJCQ6+ZHq4+3UkFiQRIRepevABJwu7J+26uq6bdtOf/FF/datGseZtJ38299UI2kWj0LPrMhM9iY/tecpX5ev9MdSWYAlOxYlm5weJ1nh0cJHg5OVpQMAOvEzgPJST7b46R82oziMFqakmF2ugefGpUve5GTZnrxSVRVyw8pVq3QeYixesMCIkjddbyo4V1B79dZzP71nvWolcHi0bsg+LW+auFqSN4zfxwAAPwMoL/Vki5/+YT/ehx8OHkwPLF1qdrkGDEHHD0sr331XcVuP7sdD+U6fjlqNEjwJioV4/fjrUSsDAD/4GUB5qSdb/PQPW7pUXh48nl43+P6oNrD/N7/RGR7RKXfSpJ9n4uP13PCWThGfbYzYG2VvPF/6/MTciTjxB2A0fgZQXurJFj/9w8Y84tjfd8p/6CHy1o/79uU//HDpU08xz7TPLwnEKS6uIHBvJ22lzz4r2zCyAgRXucfvj2xDtpN36tTDK1aUPv98u+bNZo3mdDvFAk0rmGZiMQBsjJ8BlJd6ssVP/7C3g/rv2hofXxN4UHfrkSNNu3ZppFm3devh11+/JHlmAFXz0UfaueSp3O1WTwlr1q/XrqyeU3vBwV/x/Pna6wjjx1e9+653ypSwUj62fLn09xB5Dz+su9EM968z/9p5ZqfZpQCwoc7z5/csWMDPAMpLPdnip3/YXsTP2FYINTQf4xNGOvHxZP3cqVMjK4aYXdnbb7Oql0Yuyrs0IUF72y6fT2NzALCf7o4O+g3AzwDKSz3Z4qd/8GD37NmGxiI2m260tOjZq/RGZV6X68Dvflf6wgu4uSsAh+q/+kr2HcLPAMpLPdnip39w5ecLpOhRKHZHtoIn7/TpNNM9Tz2lf0Px6u/iefP6k3te4JIvklS4GwoOrdsWAABQnefPq32T8DOA8lJPtvjpH0D0+P1CODeaDxFdTZ6smItX8xYGQlycWvEuHj0aIlMSLAYed13S985Slyoq6DrfPvro7l//WnZ0qrmoyDtxYv7DD1dv2HB+924W+xIAbEvQ92NhfgZQXurJFj/9A9SQqKts5cqT778vvmzYvj138uTdc+eKLxUPgHl0/PTvrNd7KyRyOg//6U9hFakwNbVPJJeQEG6lAAB0+vkoeDi3XyFT8eOP9/I0gPJST7b46R8AAADUrhkzwj5yHxcnvR0MPwMoL/Xsv0F9mV0cAACAKDmUlhb2lakOh6+uLjgpfgZQXurJFj/9AwAAeBbWFai7Z84MmSA/Aygv9WSLn/4BAAAcatiyJXRElZDw05Ur4abMzwDKSz3Z4qd/AAAAJy6Ulup55EOu09mfXPgZQHmpJ1v89A8AALCxHr9f5+m/3MREJjnyM4DyUk+2+OkfAABgP9dqa/VfWbXnyScZZs3PAMpLPdnip38AAICd6D9k5THm4Q38DKC81JMtfvoHAADYRsigKk/lURMM8TOA8lJPtvjpHwAAMKBdb2gIGVc1CULUysPPAMpLPdnip38AAMAAFfLWoBf3749+qfgZQHmpJ1v89A8AABhADi5bpuf6qv1paWaVkJ8BlJd6ssVP/wAAgAEhV8+jbOLi6r74wtxy8jOA8lJPtvjpHwAAYHGFKSkh46oIbrluEH4GUF7qyRY//QMAACxrf1qaVlzlcJS//bbZZZTjZwDlpZ5tbW2jRo2StWtGRsbdAenp6WGlxk//AAAACyp74w21uEqIizO7dFr4GUB5qeeKFSuys7Ol7ZqTk5OUlNQa4HK5yEv9qfHTPwAAwFL2Pfus6tNsJk40u3Sh8TOAclHPmpqa0aNHd3V1SduVRFfFxcXiPJlJDOcpS/z0DwAAsIgLpaWqd1239lErKX4GUC7qOWPGjK1bt/b2bdfY2Nienh5xnsyQl/oT5Kd/AACARajd1+rS0aNmFy0M/Ayg9q9nSUmJ0+kU56XtKmvjwYMHyzYcpMnoYgMAAEgFh1ZmlygS/AygNqynLAYaO3bs0dvRPY5gAQDAAHVw6dIBd0IwGD8DqP3rqXbwSXYNFnkZVprsCwoAAGB3/AygvNRTFPwrwpaWFvyKEAAAIDr4GUB5qadI1q7p6em4DxYAAEDU8DOA8lJPtvjpHwAAAAzxM4DyUk+2+OkfAAAADPEzgPJST7b46R8AAAAM8TOA8lJPtvjpHwAAAAzxM4DyUk+2+OkfAAAADPEzgPJST7b46R8AAAAM8TOA8lJPtvjpHwAAAAzxM4DyUk+2+OkfAAAADPEzgPJST7b46R8AAAAM8TOA8lJPtvjpHwAAAAzxM4DyUk+2+OkfAAAADPEzgPJST7b46R8AAAAM8TOA8lJPtvjpHwAAAAzxM4DyUs/+G9SX2cUBAAAYePgZQHmpJ1v89A8AAACG+BlAeaknW4MAAAAgImaP4VHCSz2ZY9hF2PY2TlKzbMGsnJplC2bl1CxbMCunZtmCWTk1yxbM4qlZGS/1ZA6fK3NTs2zBrJyaZQtm5dQsWzArp2bZglk5NcsWzOKpWRkv9WQOnytzU7NswaycmmULZuXULFswK6dm2YJZOTXLFsziqVkZL/VkDp8rc1OzbMGsnJplC2bl1CxbMCunZtmCWTk1yxbM4qlZGS/1tDJ+ehsn0KB2gta0GTQoRA26mvnwgbcZNKidoDVtBg0KUYOuZj584G0GDWonaE2bQYNC1KCrmQ8feJtBg9oJWtNm0KAQNehq5sMH3mbQoHaC1rQZNChEDboaAAAAAGMIsAAAAAAYQ4AFAAAAwBgCLAAAAADGEGABAAAAMIYACwAAAIAxBFgAAAAAjCHAYi8jI+PugPT0dD3LWW0LBlHb+ZWVlVOmTImNjR0xYsSmTZvC2hYNapZBt0kXFhUVJScnx8TEDBkyZNGiRS0tLYrbojUtSLFBGxsbU1JSYgPITF1dneK2aFAwFAIsxnJycpKSkloDXC4Xeam9nNW2YBC1nV9dXT169Giv19vT00PG42XLlunfFg1qOtl4TMbgwsJC0pSdnZ3Lly8nwVbwJmhNK5M16NixY7OysroCMjMzx40bF7wJGhSMhgCLMfLJLC4uFufJTGJiovbyXslXQwTbgtHUdv7ChQvVjlqhQa1P43beJMwaPHhw8JpoTSuTNehdd90lfRkTExO8JhoUjIYAi7HY2FjyBS3OkxnyUnt5r+QDH8G2YDS1nX/PPfesW7du+PDh5Lt7zpw5bW1tdBM0qPVpBFher1d6BAutOSDIGnT27NmZmZk9AStXriQvg9dEg4LREGAxJvuc03+F1Zaz2hYMotEoixcv9vv9nZ2dL7744vz588PaVnE5RI1agFVZWfnAAw80NjaG3AStaSmyVmhqaho1apR4bRaZuXDhQshN0KDAHAIsxvrzXxH+o7IgjUYhoZU4T8Is6TkIPduiQc2lGGCVlJSMGTOmoqJCcRO0ppXJGnTKlCmZmZn0GizFi+rQoGA0BFiMyc7fk5fay1ltCwZR2/kul0saYCl+C6NBLSs4wNqxY8fIkSPLysrUNkFrWpn2YSfFo1BoUDAaAizGxF+gtLS0KP4yJXh5r+SrIYJtwWhqO3/Tpk0vvvhiZ8DixYufeeYZugka1Ppk4/HatWtHjBhRXV2tsSZa08pkDTpu3LiVK1fSa7CkvyJEg0LUIMBiLz09XfEeKmrLpV8N4W4LUaC28zMzM4cOHRoTEzNv3jzFi9w1tkWDmmVQX4oLpS2I1rQ4xYarra0Vb2xGkBnyUro+nUeDgqEQYAEAAAAwhgALAAAAgDEEWAAAAACMIcACAAAAYAwBFmMaT41Ve4Co4sNKNdaXUdtcbbmeXNra2ubPn09qMXTo0JUrV2qnAAAAADIIsBhTe2psyAeIyiKhcB84qhZIaQdYark888wz0tuUb9y4UTt3AAAAkEKAZSDpU2NDPkBUFgmF+8DRyAIstVxiYmLoXTTJjOJ9kAEAAEANAiwDSZ8aG/LxC7JIKNzHNUQWYKnlIg2w1G5TDgAAAGoQYBlF9tTYkA8Qla0Q7gNHIwuw1HJZsGABvU05mcHjTgEAAMKCAMsQwU+NZXUES+OSdsWSBMdt0s3Vcmlra5s3b15MTMzw4cPXrl17zz33hK4zAAAA3IYAiz3Fp8aGfICo9jVYIR84yuQaLMVcNm3aJH3QHgAAAISEAIsxtafGhnyAqOKvCPU/cLQ/vyIMziUtLY0s7Onp8Xq9Y8aMkT7JCwAAAEJCgMWYxlNjNR72HNb62jmGXC6jmMumTZuGDx8eExMzZcqUysrKsPYAAAAAIMACAAAAYAwBFgAAAABjCLAAAAAAGEOABQAAAMAYAiwAAAAAxhBgAQAAADCGAAsAAACAMQRYAAAAAIwhwAIAAABgDAEWAAAAAGMIsAAAAAAYQ4AFAAAAwBgCLAAAAADGEGABAAAAMIYACwAAAIAxBFgAAAAAjCHAAgAAAGAMARYAAAAAYwiwAAAAABhDgAUAAADAGAIsAAAAAMYQYAEAAAAwhgALAAAAgDEEWAAAAACMIcACAAAAYAwBFgAAAABj/w98FczAqP+AHgAAAABJRU5ErkJggg==)
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