Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_rn_091122_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 12, 2000 |
Start Time | | 2000/02/12 09:05 |
End Time | | 2000/02/12 11:05 |
Key Words | | diss |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -18.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.43 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 159.10000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_rn_091122_3 |
Minimum Dst Value | | -98 |
SW Source | | OMNI |
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 Wind for time period of this run.
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aGgUAAADiTncRxmKx0tJSZWPV/v37aYeDBw+avK6ZX4OENPmUpkYBAACAuNNO7gz7YBE3b96cN2/e2bNn6b9qaCEEFhPkfMIHCwAAgLQ4K7DGxsb279+/dOlSWh4ZGVm8eHEoFKJl0li0MRaLmbyuPOZYmnxKU6MAAABA3Ok4WNnZ2WvWrLl79y5t/+STT/72t7+J3b7++mvaYvK68phjafIpTY0CAAAAcURydxtp8ilNjQIAAABxCCy3CXI+4YMFAABAWiCw3MWj+UyoiuwIJnlqFAAAAIhDYLmNp/OpFVhOnQoAAAAINhBY7uLpfEJgAQAAANaAwHIXT+dTK7BmzpyZlZW1aNGivXv32jkVAAAAEGwgsNzF0/nUq4ZwOJyfn19YWKjd34D0pxcAAADwChBY7uLpfBpUw8DAwPTp0x05FQAAABA8nA00mpOTs27dOtWsOBauK4859nQ+IbAAAAAAazgisMTy8PBwcXHxkiVLbF5XHnPs6XyqqmHr1q0dHR200NvbSzp6+/btlk8FAAAABBs9w/fq1eCdO0fC4YpY7HmqZ+DJnvPy8qqrq8XGSCQyZ86coaEh4+ua+TVIeDSfCd2nTpw4QdqZVqkiCwsLR0ZGLJwEAAAAkAE9w0fqqqZmGf2RxjJ/BtJPxcXFK1asoOXGxsbFixeLn3bs2FFWVpb0umZ+DRLS5FOaGgUAAADiDgksJbNmzbp58yb/9O677x47dowW7t69O2/evFgslvS6Zn4NEtLkU5oaBQAAAOJOdxGShCotLeUWLOLs2bNvv/12fNJ75y9/+YuZ65r5NUhIk09pahQAAACIO+3kzrAPFrN06dKSkpL58+dPTEyYv6485jjI+YQPFgAAAGlxVmCNjY3t37+fRJXYcvz4cdqhsrIypevKY46lyac0NQoAAADEnY6DlZ2dvWbNmrt374pfT5w4wb2EKV1XHnMsTT6lqVEAAAAgnn7D98EHHxw/fjzV68pjjqXJpzQ1CgAAAMTTbPiOHTumjNRg/rrymGNp8ilNjQIAAADxdBq+7OzsefPmXbt2zcJ15THHQc4nnNwBAABIi1uGDwKLkSaf0tQoAAAAEIfAchtp8ilNjQIAAABxCCy3kSaf0tQoAAB4mV8ePPhx586mXbuGIxG30xJwILDcxaP51HOcKi4unj5JUVGR+ZPABwsAADxCuKKiZtky+qMFt9MScCCw3MXT+VRVw+HDh1esWBGdJC8vj1YtnwoAAIArdFVXs8CiBbfTEnCcDTSak5Ozbt267u5um9eVxxx7Op+qaiB11dDQwMu0kJuba/lUAAAA3OJZSwv9vR4fdzshAcfZqXKGh4eLi4uXLFli87rymGNP51NVDSSfxYyStECrlk8FAGDIyA1HIrHnz91OCADAYfQM3+CrwSN3jlSEK57Hkjz4BpM9GzjhQGAxns6ncZ1lZWVp9zcg7ckFwIc07dpVs2zZmVWroLEACBh6ho/U1bLJblrSWObPMDQ0VFxcvGLFCtU+33zzzdq1a81c18yvQcLT+UQLFgDppn7tWnaIwZAuAAKGIwJLyaxZs27evKnc4dy5c0uXLh0eHjZzXTO/BglP59PYB0uro82fCgDA3CovJ40VKigYe/nS7bQAAJzE2S7CWCxWWlqqtLzhcHjRokW9vb0mr2vm1yDh6XwmHEXY19eHUYQAAACAMc46uTPCB4ts8dtvv93U1JTqdeUxxx7Np577VFFRkfk4WKoTOp1GAAAAwLs4K7DGxsb279+/dOlSXs3NzT127JiF68pjjoOcTzi5AwAAkBZHBJYgOzt7zZo1d+/e1f6EUYQJkSaf0tQoAAAAEEckd7eRJp/S1CgAdhh7+bKzqipcUYGoDQD4HQgsd5Emn9LUKAB2uHPkCOaJAyAYQGC5S5DzCR8sEDxeDQ721NRE6utNTjPyrKXlx507m3btMhnmqqOykgUWKS17KQXALNHmZrqrf3nwwO2EBA0ILHeRJp/S1CgINtdLS1kAPayrM7N/S0kJ708GzMz+E7EYaaxwRQUpOXspBcAUo9Hod8uX0y16YcMGt9MSNNwyfL/5zW8MfpXHHEuTT2lqFASb1n37UhJMJJV4/75QKN1pA8ACw5EI36L1fz/dCrDPP/7jPz569CjDFz169GheXp7BDvKYY2nyKU2NgmAz1NXVUlJy48CBiVjM5CHPWlr629rSmioA7ECfAXRXP5qaqAM4xdatW/fs2ZPJK5K6+qd/+qcLFy4Y7COPOZYmn9LUKJANMks9NTUY9AcAUPH06dPf/va30zLFb37zm7y8vHPnzhmnSh5zHOR8wskdeJC2srJQQYHJDj6iq7qaPu7vnzyZ8NdIfT13r1wvLTVztrGXL3/68suUEgAAkI2z779PbxX6L7YMRyKj0agjJ5fHHEuTT2lqFNhkIByONjeb74BLCQvuJrw//SX8lXQS/0oijLfcPnSI9NONAwcS7k9Z4/1pHwvpBwDIgOq1w66c3y1fTi8Q+yeXxxxLk09pahTYoS8U4gFNegKlq7qafj2Vm2vNqyn2/DkdS2do3LKFtzy9fJm00a3ycj1Jd2bVKtqf/if8dezlS0oqneFFeztvMRZkQ11dnIDmL76wkH4AgAzwd1pHZSWvpjoY2Rh5zLE0+ZSmRoEdtA1Cg52dtFHIKfsvGpI49BUoXKboLcYn1Ps0HAiH6VqUDJPnr1+7ls5Wl59vnID0RWEgzTccidD/NJ0fAJBhHjU00Ivl+82bTYbTM0Yec+ynfKbqUwUfLJAqJDuu7dlDoudZSwtvqX3vPW6y4tX7J0/yKukeR654tbCQBZZTJxyNRkk/OfIeJF6Pj1/ZvZverbfKy3lLZ1UVv2r1HDIaNm2i7NAOjiQAABAw5DHHfsqnnVqRp0aBs3CPoV6Pm5bY8+ekb4a6ukzuTzKlp6bm6eXLFtOXZrROY6omt4lYjPsoRRubcR8lAEBy5DHHfsonBBbIPA/r6kg9dB8/rrcDKSpSIcKD6oc//Ym0Re1773EnIG3vPX2a/kzObBOflFxOtT/Z59XgII8nEk7xbWVl3IbHIpKypupUvbZnD6mxn7780qUkAwA8jTzm2E/5pFqZOXNmVlbWokWL9u7dm+qxaUoV8DVd1dXGHV7GCJ9xIS/YBYr+WCSJqf2Eu6gx0eZmbjPzzlSApLGUPlWkFJUDtkmAGseJeHr5MomzK7t3jzx5kqEUAwA8jDzm2Jf5DIfD+fn5hYWFqu3GMdBcSSrwOEl9zI3RRj3orKqiZdJb3KYlZqqhBTMn1HrZex/SWAaRTp0dfwQA8DvymGO/5nNgYGD69Onm9w9MjbIxwxAtp+C5k0WHV6q8Ghxs3LKlfu3arurqhDsMRyKt+/bRn8n2G0rGhQ0b6IQm53L2Pu0HD7LAenzxottpAUAWPOVpoCIw5jgpfs2nnAIraXcMsICDEYqBlolYLNrcLMJ0AQDSDVkK9jTwZrNxMMyxGfyUz61bt3Z0dNBCb2/vunXrtm/fbv7YYNSoH/uPAACSQwo7XFERmEZZC6jidqabVD0TMkwwzLEZ/JTPEydOLFmyhOpmzpw5hYWFIyMj5o8NRo2+Ghy8XlpK6sqpmEkAuA4HtvBsd4YH4ZGqPoo0dn79erb30g50yHDskv62NvY00HMtVQ1VoWW6nWj/Rw0NZs4/EYu1HzxIlkjEC0yJYJhjMwQ5n3ByByrotcJBBETYTOA6LBfOrFql5yYPVPgu0pgQWNLKaO3cyRmGlFBPTY3wNBXBVn558CCeet+IzSlN5THH0uRTmhoNGF3V1Tx1sfk4UkrGXr7srKoKV1Sw8bYw1zJIN6rAFkl5NThoHMr1RXu70pYEAI61Jh6Bpl27qLhImLqbKvOgi5CqjwpBrwGP7lVWYPdPnkzH1cUUqA2bNvEW1ehpER3GZJfiQDjMh1/VjOU3gzzmWJp8+rNGuSHXO1/29Bzyg9oXCjlyQnqz0DcT6Se9qY5V1vdRQwO9COhPLwH0CiPjKhrG7xw5ovRFINtcl59v+cMLpAMObHG9tFTvHlDBtkGEclWhtSUZgO669HV+PWtp4RzpGT+6q+k+76istPYRAtJBf1sbvYVM1ki6nWu1H5baCa941KH5W4jewAbBWYzxqTm2gDT59GeNckPumVWr3GpaJ0FDzzy92fnB0/pO8szBlkfhte7bZxwkqXHLFm7K5kskdd7k/UmB8f4qgRXHVMRuI2Z7jNTXWzuDSnPTnUmnovuH9VnmGymFdUxTC01S68uhRuiv9/TpdCQApMrjixe5RtoPHjSz/0A4TC952v/e0aNpShK9AOn+8cgd4lNzbIEg5zMAPlg2w2DaR2XM6KuFP6bZF1K0Fpj3t6UPfaUgE7ZBzzjx1MXsKBCfDAvOekuvQFQJJiFFX/aiixC4TlLvjRft7efXr7+wYQOP5CDZxLNHi9Ak3GssQrnSt7gqVj5tUdoSEih0V5DyTtM9kO4RW3TzswOynnVM+pWSeVR9mrKR+eHeXuvrMMan5tgC0uTTDzVKBoMsh9IFmxtyL23b5tboG7ZtesN/LLQWnPvjH5X7vxocpJdRpL7e2ruYjrqyezedTUwso2pyA15jqKuLvT30bI9KryS9x7SNlCrS/ZVCipDSJhShfeijgvJy7+hRk/cw70/60mQfa1LYy81ydsT8UaT8HEmP7yChQ+8luvEyFv7t2p49VOB1+flUd5m5oh18YY4dQZp8ZqRGyRjYedN50AWbkkQC6Only3o7XC8tpfeIiGOe9NXs7AAoD5YYSMpgZyfdJHrPiPj65wabsZcvuVVSb/ZoEbtE7yPEZrD+zJO0WTfdsLWmP2say+YQM2CBVEeKuAsEVtDITI3abKsnW8Iu2NaGZniBpK/m9oMH6bV7+9AhRy5HxpVH3/y4c6cjJwRewHGfcX8F63e9y89Cm5+yhMX8Ud7psvQaNlvutdwqL6cCp4rzhXcpBFYQcNwHi94gJH3oJtYbwpbU21Q1E7AWevDoVeVUU3/m0b6aX7S3GzRXqLDgAe33EgNe4/7Jk9ziNdjZ6UoCuCGc3hVu3dX09NEzSE+iyf4mdoOjEutva0t32oKB642U7gKBFTQcqdGkrotaZwjuDRHvKdcbctlnXFydVnmAt1OvctWr+enly+xwYzKwJzoXQOahu5QeWxHDmp5u4wYkjupkvnmGnjLjfnZnoWeZsmBnnGZSeKyuCMSVtMSACslLDAIrZd544w2nTpUOHKnRvlCI5cKNAwd4i3HEP+Hs2fzFF7yFg1brhfDJAKzw6vLzeVXVGTH28uVPX35Jr2anHvtUR9Mk9YAGwHH4lhN+gV3V1ar2GNVnUqpxya8WFtpxaUqVDHylqDwpH9bV0YulYdMmv3i5uQ7dCfSKaysrs+yTfv/kSVL5Pp0zDQIrZWQQWPHJB0PZ4WXssq190/G0a+I1RC9okjj0lzEHEVWCVX2ajr+aR548IQ1q0KmqxdgDGgDH4a8gklkJf9V+JhkLrNfj49yAJEZ+ZDjYCj1BLBnT58qpasFyHIwFNuZZS4vXWvq5ykzG8YLAShlJBJYK41lXhUeRXoNQ5uc850ndRQuciAHNgiYDr2YA3EXrScldfo8vXky4v/arw7iLUDuy9enly2R7bpWXZ8wBmcP/itYRf3lAxz3gSuFxPCiwUmrWhcBK/UTTpr2RiKysLKcuQRQXF0+fpKioyEySPB5olPQ+35TpC+CbKqpXMwABI9Vu66SfSdr9a997z8D4iWbdjEUPNtYroslNRGp1HePwe4DoPn7cU12EFzZsUFYZSXkD715vmuN04KcWrMOHD69YsSI6SV5eHq2aP9abNUqvNnprP6yrs9wS/uJFe09PzcCAVx4zADyO1pPScX558MDgK0Wr8NLd42YchdKDweSSht8DXoO+zKnKnrW08CpJq5q/n19BiTfNcTrwk8AiddUwNdKHFnJzc80fyzUavK79U6dy6W1N//V2oCxbnpITgECi8qTMMDzdk9IxwNiV0z7G86hYmPAKAGNU8yuoHBMhsFLG2a7AhOTk5ExMTPAyLdCq+WO5RpN27ftuJmBSV/yX8NdIfT3nV8zjBgBwHQ4OJz7z0t2ClRSbU7YDxzH2C/Q+7N1Lf9xoqmolhcDyIqpa0Uq6aYbEp15k3y1fzq+SvlCIvSU4BI6YlKNp165M5ckuXV3VLS0l9++fTPhr7+nTKbmbAAAAcB3VyNb7J0/Ssn9DuaocEyGwLNLd3f3WW28pHd4dbNmy34I18uRJT02N8C1NOq3s7UOHaPXMqlWeHczCwxiFIrx7sqqmcNnpwhUDnXfikyEH2w8eJHXlVkxqAAAAqaKKzRaAwKRKx0QILIvMnj37m2++ETLIWVQ+WLRq/tiENdoXCvGHArdgkRy5sns3qau2sjLeIcMBbCyg8t648F8fco/h9Rr0CQIApIDe5DyBhI+8O4xRzS7wsK6OW7C8M2zQDhBYVk83bVqa1FV8ahRhX19fxkYRer8FS+W9cenkJyywwk3/x92EAQBAZvD+lzBQAoFlkZkzZ46MjDh7TiVFRUVBioPlOMPDkXC4orOzamICkdABAIkZjUY9+9FogeYvvsjkZETAJpKY47jjAuurr77aunXr2NiYs6e1jzw1CgAABjxqaGAXn4d1dWb2n4jFOiorwxUVntVklMJoczPUlV+Qxxw7nM90R3K3jDw1CgAABqQ6Q5frg5H729oaNm2qX7sWPYDBQB5zLE0+palRAAAwgPTKhQ0bzOuVh3V1LLBa9+1Ld9oSolWEw5EIAnf5F3nMsTT5lKZGAQDAQV6Pj3dWVZG4cWtmQNGn2Xv6dHwyqNLZ99+n1UvbtrmSHmATecxxkPMpoZM7AAAED6VXvgcnTwQpIY85liaf0tSoVExMxBoaNv1P3K/rv8b96umpCYUKWlvd6csAAKSb1+PjbWVloYKChBMJy8D46/FDtw+VtJSE+kJup8UK8phjafIpTY1KxfBwhON+1df/+i1LC7yFfqLV16/HI5F6Ul2IWwEACAbN0WYOMF0QKnA7LVaQxxxLk09palQqxsZesqL66acveculS9to9dSp3NHR/3GA7eysYr3V0VEpDiHtRf95lbbTr2fPvj8y4o5/CQAApER4ILz8u+UksHZf2e12WqwgjzkOcj7hgyUhr14NRqPNQ0NdvBoOV/wa2j78P+OPhCBravp19sZQqIB3oKPcSjMAAKREc7S5pqfmiT8/C+Uxx9LkU5oaBUpGR6PXr5e2tJRwj6G2S/H27UO0eubMKt4BABAAHl+82FNTw1ML22c0Gm3dt+96aWns+XO9HehyTy9fduRygUcecyxNPqWp0WBDgqm1dR9pplgs8ZvOmImJ2JUru0ldtbWVOZ42n/LiRXs4XNHTUyO29Pe3oT0P+BdSVzzMsK3s18d8IhYbjkQs6607R44Yh2a9WliIuXrMI485liaf0tRosLlz54iyyw/Y5/z59cphAaS0eLW7+7jbSQPACpO38N+Fnr+wYYOdsA4dlZV8Qr1xi5htOiXkMcdBzid8sIIH+6QrndaBTVQCS+W1BoDvGHv58saBA6SuXrS38xZWP/Rn7YQTsVjv6dP0RwsJd3h6+TJd7lZ5OV3aYqJlQh5z7Kd82hFM8tRosJmYiPX2nqY/hF1wClUX4dBQV1PTrlCoYGDAYmeHapwmAK5zvbS0fu3an7780u2EpIvLTy+XtJQcuXPE7YSYQh5z7Kd82qkVeWoUgAwzOholRfX69TivcujX77/fLHagXzlqBgAeZDQarcvPr1m27PahQ26nxSLrz6/nNrqIHwbryGOO/ZRPCCwAvEZ/f9upU7nKTlvuYaQ/XuU+x+++W54xx/l79462tJT09p7OzOWA34k2N3MHYqjAl3E7iU0Nm1hg+SJwgzzm2E/5pFqZOXNmVlbWokWL9u7dm+qxaUoVADIjnOJJ0/CWa9f21NevFaFfaTvvoByomD60kTgAMGY4EuHZo28cOOB2WiwSodu+p+byU3/EiZDHHPsyn+FwOD8/v7CwULV9miGuJBVIjnAaEz1ofmdoqCscrujqqharFy5sIDWj12L06FED/fr995szE2ksFnvOLWoNDZsycDkAQKrIY449nU8DbTQwMDB9+vSUTuVcuoID2TwOKwWX5DQRgGGPz5619PTUiOD4TU27OEe03dV06fLiRbsywQCouH/yZM2yZadycwc7OxPu8NOXX9IO59ev1xs2COwgjzn2az4hsByB1FUmu28kxO+Bu7QNQj/+uNPm5EKDg510LMaBArdoKSlhp6uemsTvvfq1a3mH4UiCZldSXaGCAtrnVnl5mlMaTOQxx37K59atWzs6Omiht7d33bp127dvN3+sPDVqDNk20lL9/W282tZWxsby4cM6dxMWVEZHoy0tJZZDz9vHZiOl1qVpYCBMYvHevaPWOj2HhrpYsQmfLdpC96Ree5h2Pm/gd8ID4Z0/7qS/LpdaGbuqq7kFq7+tLeEO1/bs4cCkCYO/k+pi+WU5cqnkyGOO/ZTPEydOLFmyhOpmzpw5hYWFIyMjxvvDB0tLbe17ZKvIwvHqxESMbBupqzR5CNH5OzoqyR5jpj+TCJemSKSet7S3HwyFCm7ftjiA3H4jJVWfg4PyotFmTg9lirdQfnlLwlAOSZ3W6Sj6ThDTTQLvUxGu4CFvFf5s1iXVxU7xpBLdTktiXo69rOqsouJ97tJ3nTHymGNp8ilNjap4/PgiWdZXr379DlMNoU83ZJVVQ8xSpbOziizx9eulwXASJ8XJYaIoRwl30A7KM64yEmRnz75Pv96/f5K3kKJVCjKvNVLSrXjt2h5KoVCQqlDyxMjIk5Gp0eZUYqzA9EoMoed9R3VXNQus6qmhEr6DNNZwJOJZD60jd454WcLKY46lyac0NaqE1BXbHjG3MZlhstz37h3NTALIqHMCWlv3mTwkFnuujFrJ3UNK6+trkrbH9Pe3fffdctpB1NG5c3802D+pIEt3I6V9Hj1qUN6TIkd6ipC0F+0jPMBIgvt9GIGEtDxrob9xr96THuTJyBPzMa4qOypZYHkztrs85liafEpTo0q01jfDkFEn+xcOV4yYezWQ/jhzZhUl+MaNXwPS/PDDn2iVNrrlw+QsWo+i27cPsX4SHWQcGF0cQkVHYkIvEvrAQJhLTAiUurp8LrE0ZiOdJG2RamzcwpFLuUzoHiMpRrc6vOZBUBGCyWSkq9hEjA6pCFcMvkrgQ+Y68phjafIpTY0qIXNOSoXU1YsX7Wm6BNl+sm2Dg7+OdrbpAa110CFdRRsz2XxFWcjkGDfKaaqD8oxnnqGfjEvs/v2TVEeWpxpMN3Svkty8cGGDXgoD1qgJQFJKWkpYYNUEYri3POY4yPkMgJP7q1eDZCyFfPEaZMu5P4vMIW+xOYafTtjYuIUsaJdLzhmUbM7RrVsWB2Bfu7aHW6Remft2bG8/SPvX1eX/8ssDM/vbnHnm2bMWlYT1HdylSOXg2U5PAJyl4VHD2vq1Gy5s6PSqLUgJn5pjC0iTT3/WKFtrsqbebG8YGXmi8ihKKrC4f+eHH/6UwWSmgP1O1XS3r9iceaa/v40Pp5pyPG0AAJAUn5pjC0iTT3/WqIX+o7RC5rmhYRNpCJGejo5KMvliRFjSLsIMD2NMldHR6NWrhVTsfX0ha2dItQUrVR4+rKOTUy1YjlROyozqyLPNogCAYONTc2wBafLpzxrt7T1Nxr65+Qt28SajyB7NTgUlShX7Q+I93oIFAAAgrfjUHFsgyPkMgA+WCtdHBYqwC5haR9DVVe1ln3Gg5dGjBrqBgzEuFQDfEQxzbAZp8jlZo2QLQ6ECUidpGiP26tWgKuYQD0nT6y2in86fX09/Yu4aY168aOdpRtzyAY9rggjY5OnTy1QjV67sNhnHwWsEwGc88JCQoqeSRBWvRiL1XGV6kUsBAGkFAitocI2m6oBM5pPU2I0bB/QE2e3bh8iyiqBN9MpWxkgkdcVD0q5eLUx4OIJQ23TZdh0ILO9D8p3riD9j7M8uAACwAwRW0OAaZZ/x2tr3uHeABBDP+8Zv3tevx0kq0T4iJHRSH3OVy7ZKLmijOpFQI20n+ibExzR/XiedRyUDZDhIEgcpoL/Hjy9m5oqOgy5Cj6N6iukpo7uOHlW4+QPgChBYQUDrg8VhpcTwK1UDknYaE9W3rxZV1GyysvTiJnnEEope5app1/hdr4xLrpx2Lek8Kukm8+0xVERUI+mLgwpA0nZoAIAx46/Hm6PNYYc+IyGwXEbPM724uHj6JEVFRameULtR5bJN8ovnzb10aRvvoPLe0JI0arYK4z5K7TwqGQYdXkkhdc4amirL7bQAkCHY8xKRXf3L4KvByHDkpdW31qHbh1Kaq8cYCCxPoKqGw4cPr1ixIjpJXl4erVo+lUDlsk3LBvO+2Q+SRJ/RJKHoDJ41z93dx9HhZUBr6z5fO40BkCr9/W08tgbTafsU0lV/PPdHkke7mnbp7RMdjZIC05t+29m5eiCwPIGqGkhdNTT82phEC7m5uZZPZQ3XoyQA11GNYwAg8OC953dIObE8WqvjfNIcbV7+3XLaoUJnuNXlp5cLQgW7r+x+4sRwbwgsT6CqhpycnImJCV6mBVq1fCpr2J+ozncMD0fo9frUiWbhYKCNxAFAsBka6uLBQG7FN5aQL3/6ksRQoc7w81SJTcRIHtEJy9rKEu5Q01PDCqwkIxoaAssTqKpBtZqVlaXd3wBHksRxreTxluVRjfTn0zhVAADgO1juLMvUlGKR4cimhk2kwBqmHI7bX7ST6nLKq10FBFZG0dNAXmvBkpB0T10MQPBoaysLhQrk8dKjl0M4XNHZWSXPl2e62XBhg0GPXgbIPZVLCaD/6Ti5PObY0/k09sGiVcunAiZ59KihpaWE3p5u9YhVdVYVhApKr5fqeV8C4ClcD7aSeTDyw3FiE7HIcGQwPRPGxyffq6TeNn+/Oaozootdsgya0C4+vljTU6N3uDHymGNP5zPhKMK+vj4HRxECrxEeCDdHm8VwYnoL8HMeQRMa8AOx2HMec9fYuMXttKSLsbGXpCPFUGgILN9BX638Xm3WiaF98v7JkpaS0zped239bXy4wbBEA+Qxxx7Np577VFFRkfk4WMGb7DnwkLriL6c91/bwli2NW7il2tqnkn04+L7ebJIAaBka6opGmwM8mTS7Zn7//WZeRReh7+CwC/Re7ZoKu50SLc9aWGAVWIqYKI85liaf0tSor6HPKdVzS7qKNj745QGvjr8ep4+quod1GesxvHBhg1TdPSAppJ9UQ2uV8zHIgGqKMOA76P0ZGY7Y+Wo92H6QVFq7pUk45DHH0uRTmhr1NYOvBvdc20Pqqn5qciEVR+8dZQVGC5lJEmyJbLx+PR6NNuvNjhWf0txiaK0IE6UXGq2393QoVNDc/AW3g05MxDo6KsPhCr2Axt7n2rU99Mnh1oQTwO/IY46lyac0NeopSDCVXi81+NBpedZCcqrwauFzc/0pFeEKFlh6AfEch6wI2ZKrDgWkAd7n9u1DLJj0wr+dP79eObRWNaWpFtVs06S3vBa3k4c9dnVVu50QIAXymOMg5xM+WK6TNH5dqjMwRIYj+1r30Z8IKMxzbMXg/AEcgnSP0mWbVBRPUXrjxgHegYfW3rlzhIfWvnjRThL8woUNehNMXbu2hw7/7rvlPKm51wSWhMMegbvIY46lyac0Neop6h7WsX4qvV6acIeD7Qd5h4uPL1o4P6mr98++T4fv/HGnvZQCebl9+1AoVCD009Onl2m1qWkXN1BFo802Z0B/9WqQTjI42MmroovQI25bYtijcFoHIK3IY46lyac0NeouWt9J0lg1PTV6PYCxiVhztNmap2TcxBxbACTF2M1udDTKLVikwzKcsIzBwx796xMG/IU85liafEpTo+5S1lbGo3/FuD8VPMeWXoNWqog5tsqlmR0SOE5dXT7ppzNnVrmdEGCWSKQ+HK6I6sRw0qJqpATuIo85liaf0tSouySNX5fhObYASMroaJRMtYuTQfX1hVKSC/Z5+LCup6cmY9MzOBtMbmTkyXffLTdwGqMdGhu30K+PpmbWw1hgTyGPOQ5yPuHknnmSzsDAkdnXn1+f4YSZJDwQXnVmVSbDQADALlCn0jPvm5aurmpWG52dVZm54pUru1kPJdRYSduhSXpyEZESjU/qJ2OvfBE4Qwwj4DlV6+ryHcoQUPPglwc1PTVt+sFNlMhjjqXJpzQ16nFejr2MDEfETDheI+mwRwAch9tjnGpfef16/PbtQ6QtWI7EJxVVKFRAWzjSetK4Eo6jmjN+YCD844876W9oMox4Uk9KbYJVXYQcWePMmVV8/mfPWliQif1db6Q0pmuoiwfrnLx/0u20WIQ+qs1PuSGPOZYmn9LUqLM0PGogqVERrvDLXMuDrwabo83W5n+IB+JNB3zHo0cNJAWEHlLx6tXgtWt7SCGRbjBzNu2wR5W+IbVx/Xop6a00CQ46P7u1dXRU8pYbNw5QGpqadvH0hSrBlHQsMJUMCybR5adCFWksPjk0knLn1hT1qRKA77qUJo2VxxxLk09patRZkj42ZW1lBaGCas+EKGQnsPdq3zMZuRQAj6Pt8DLmxYt23r9paiLeS5e2cRekyXGCAwNhkj737h21JlCSBrYQfZQitKkqmt3IyBPKdUo+7MoWLA9iHPu+vf963qlcenH9V/v/zmy6HKPuYR2pw8qOSjOf4vKYY4/mM6HjVKo+VfDBss+mhk0ssJ4kitnjwSgJKX1IAeBNlLFO+vpC3IdofhDc06eXSaAItcGBuIZMN+v++ONOVYNQSojQrAaBLZ49a6E/IeA4lHzPVLThxsYtHJo1MJEjVF72lC+lhE1VQ/sdecyxp/OpFVhOnQqYhF70NT01l3XmDHkee547+eG12TMhCqu7qgtCBfQthdjuwKdUdVaxO4twGR4YCJPWmcjULd3UtIvtvclOSZtoQ8mr+jS9D70h6Z1TfqucXztdQ10bLmygjz0xp2pDwyZlKNfr10uV81dGIvW8et2h+DVeY/z1OJWP6OuQxxx7Op8QWN6HXiXN0WY7s7K7y4NfHlSEK47eO+oXJzMQeFKdP8px7kWb/3rlX6tb9zvlw2Q8xEyEkm9s3MJbeDKicLgiM05UpFzb2w8qhwWkiio8jdanamzsJYnFsanBPa2t+5TTMcUns0zLsYA6Nqj6OuQxx57Op1ZgzZw5Mysra9GiRXv37rVzKgCYnT/uNA7cBVIl1BcizYrytMyp7v/7L2dWflD3L/emZtdRoRoTNzTURQb7+vVSp8zzrqZd/FCYHHWflKRDzDiUvFvyQus0RltI3vUoBC73aeqdofBqIZdYeHI+Siq35d8tN4j2QnX3w40D125XZKxVMsNQvnp7T9MfS+TBV4Pv1b5HBVIwWcLymGNP51OvGsLhcH5+fmFhoXZ/A9KfXuBF2l+0k7HXa6BKKrBoO8kFa1Mlygn3GueajupU1VlFr93S66XjU+/iI3eO0F/GYnnEJmL0hT3oUBhM+6j6j7SoQs+rZqe2T9JwwaniNc/IgYEwFZqQpLTKBXjlym7e4fz59co+Sq1XvgoSjipXCtpikFltL3DA6Oio5BITI0kf/PKAbid+yuQxx57Ip54GMqiGgYGB6dOnp3QJi4kDfuZ493F+s+t9SibtImS5QN+j6Uymj3ky8mRX0y4yyaGp7hX+dhfB+luetdCv9IkvxnV2DnbSq1Y4yamsL0krXq3IVJSmLY1b6HIbLmzQ24GyRuZTjPNgza3sv6M8tjjnrqTtP1JxsGbZv9Ys+19TJdzefpD3j0x5/NiEPYoO3DjglCNjSkPMMoBWkvb1hWhZTL+tEliquBIqjyItr1+P37t3lHbWa5NzvRc43dy5c8Qg1po85tjT+YTAAjYhQ2jTWqvkAlChdTdpeNRApS30lsqWdA11sWYV+//phz/R6qozq1iBqQRWUmNmH9X0TXRFklCiaSE8EOZ7YPdU88b68+uVipASxqtOpZCMOpmlzs4qvf6jd2veVSaYu2MePqzzS9gn17lx44CxJFV1Ef7yy4NQqKCpaRfrraSjp6kuVE7rLOLpVudVUpx07KaGTZYj9nmc0dGoso1QhTzm2NP5VFXD1q1bOzo6aKG3t3fdunXbt2+3fCpgGeOmb69B7y9uX2HfiHjqoeTpa54sfYNOhMPgQSVGSkJZYi3PWkgb6VmCi48vsrE5oBNE4GD7Qd6Bu1lJu/BqwZS/C+kq2ihuKtFFyL0JGQgFwhOQF1791eXg0O1DfEXu8dEmWCWw7Iv4VEGrqk3Gxl6SeLIsScXo6S1TXvlDQ11KQUZ6VxV2AXOwKpHHHHs0nwndp06cOLFkyRJanTNnTmFh4cjISEonTE9K5YI+vPhr3qct22Sz/3juj0pjmSrcXBEk5wmSFyxfWNCo5IKwJfS1zftrp5ukolB2+amg7fRr+4t2XqWr7Lm2h8q/3lx/lso9NgOomtwo/aQRaaNok1N1ET745QGljXS85Q8Puqno/HqTB2jnx4RfoOvw6GnR6y0CW/RPvhYmJmIdHZUkuUSfIzfT7poK/So58pjjIOfTj07u3FrgYhORKqSyisx/rDuL/eaQ4DlPqFygVF5r2hJz3AM6KUr32Axw+ellm4IpVYybN5LOo0LGfl/rvtLrpYGZvYCdwI7cOeJ2QhJD+onjWokeQJuhWbU8fFjX0lLS3X3ckbNlHuOhKn4xx/aRJp9+qFHX43aSJeNvZb1XOX1McwA9B116M8n46/E91/ZQ+stvlVs7w8n7J7kFS/Sg+R0yzJSj9efXi1cht0gJf2QS03Q/nO49zatlbWVcAm65j9icbjLzVHdV0y1Hok1PIxqPu0w6P6bXRH90NLqlcQtl2bJTmqoTNvPwyFYRr5ieBbr/6x7W8UOhjYzKkwuRHnLKDc7Z+b8zj3aoijJYvy/MsSNIk08/1KjrM89o3U0AUEE2RjmRS+bx/nSTLEmF356qzU8b5rv9RTtpI8uSXXi5mex1TTf2XyPGM3TZh4qaKsigzU/VrHv03lFls+7Y2EuONa83t6B9amvf4+kj03T+dFPZUcklVjkZpkElSX1hjh1Bmnz6pEZVr2btt29afczpKnQtO5+eAKQblfF7OfayqrOKHhzzeovsq4HTmE20n0ncwkSKsHMycGjSLr9UoYwo21dcRwwU3de6z9oZjGfosk/SNj8e9Ccio2beNWJwsLOnp6bft46e9FRSWZG64qdMFazfL+bYPkHOp30fLP7QoQ9EfnPRTXPgxgHaIjx2043q27etv43fXHpRnUDmKb9VTrcEApdnDNV0k6nGzQr1hXight6wR5uQzuPzi45+bvMT+i9pmO8AQJmlLHtE8GnhbnH6q5sK5Xrx8UWl8yvpKmU3NG0nsUh/aWpRCwCdnVWhUMH166V6naTKYP0QWEGDa1TrO6kK881t9eK5UoX5dvzTMynp/vYFNml51oJOVXdJVWBl4CFKOlTFX7FOgsfgq0GqINHmR5KXbwmM8rNMSvNzQ2AFDa5Rle+kasCUdkT67iu7lynm5BIhf8rayjKTbNW3r/DeqNOZQyNVvNa54Dvwanadl2MvKzsqDboISe4o45KTuCm8WqgMPQ8kB76nWhobt5Ba+mEqMmpSaE+evsnMhJIQWEGDa1TlO6nqWdc6T9Armz50lEEmuSVZeER5bRazpKgi6PCIMGVTOUgVVecC3xKe9b+WkMzHlXCdy08vownNPNpQZ4Cbo2oUswVEo80v9H1jSFcpJyA3BgIrCGh9sFS+k9ow31WdVcoR6UlRzWJGry327PNsg5AqBvS+1n2eGuAdANici4lfQOapj9TTYyjklKodOvC0v2hnHy/RqkpblJFR/R4uGGQAbpFqErfQ1HyXjyc/zkdHo42NW+rr1+rNfm0MBFbQSFONqiIECt9JIdFU08QeuHGARwVyzCHjaGzpQDWzHjtvUrJ91AjncVRj3ECGoWeNb3KDduhg48G5fWwSm4hxL3DG3pNAhWp67Gi0mVdDljpVIbCCRppqVDWLmapBSDtNrMr6puqfq0U1h2hSZJtZL/OU3yqnWt754840RQGwT9L+I19DAsvdYHKuM/56nEe2ig4vlcDyXbhgEVTJs7HdA8+zZy2kpa5eLWQXq6GhLg670GopEgcEVtDITI3S+0sZ/EP7Kcm9Ffl1+dxipIrGZgFVE5oWj4+XDjxkzEhs0Z+LkcfJjoreMW3/UfBQdRECVReh70j6IUo1Tu9Y+tAVLfH0DUn5RTe9gBRST0/N0NRbiFZbWkra2w9aDj1PSmt4OGLtcAisoOFKjWp9J1Ue0KpobBYwnkOUXqzsdGVZwAGbaLtjbE43yTPlkVI3GZKn/FY5J4CbLRFXAvgO1UBRWt38/Wa6h0XXgWocA+ktXi2dmiuQ35NuTUHmOiLOZ8PUAHnHJ09MCQgsNzl//vzKlSuzs7NnzJixbdu2vr4+8VNxcfH0SYqKipKex4+TPTsL4ma5Ds9dKHqNtdNNJp2oTkXSINQcI1EIOO3+PFsAGniAgG4Guj042J730Q73/qL5C97Cw5W0772kLf3BRjt5YlPTLt7CweJfvGhnBXYvI8Fv5THHXszn6tWrz507NzExMTIy8tlnn5HY4u2HDx9esWJFdJK8vDxaNX9OeWpUyYNfHpAhp9eQ+XGRwHHIeokeOq1tSDWIwKHbh3h/MRhW1QucX5fPwxh5teVZC11iV9OuoDpdAZuQIudeYzEaOil0E9JN5Va7eGwixr6nX05NBUhb6PERg8G1U25I3oJFhMMVLS0lvVOGYGTkSU9PzaMpZ1xaZr3VkpFPcXnMsdfzSTIrKyuLl0ldNTT8ekPQQm5uChNhylOjwOOopptUBevXEuoLKT2KSEgpbQnpJ24SE12Qkn+sg1SxMMc87rEMMzoavXPnSEdH5UR6hs6gBStNeD2ftbW1ogUrJyeH9BYv0wKtmj+PPDUK/IUqWL8W1k/0P+Gv2t4Qbl1I00R7IJCw6Ndr5xaunGLyxPfPvk+r9D+DaZSa1tZ9yigJfkcec+zpfLa1tb3zzjvd3d28qqoV0bIlmGZIhhINgA1IbHGvrhgYoQpdpuLJyJMtjVtof4TeAGlCK+LpLm2ONothFnUP6+gO3NSwycWhssEmVYE1MBC+cGFDff3afk8G15XHHHsinwk1UGNj48KFC1tbW8UWtGCBwKM1ZqScKsIVmMQDuIW2BUtF0oEXwCajo9FwuMJ8FyHtzIIs7MlYsvKYY4/m88SJE/Pmzfv555+VG1U+WLRq/oTy1CjwNc3RZm6yQkxF4BeqOqu4F1uSyYi8z8OHdV7uUpTHHHsxn+Xl5XPnzr1165ZqO48i7OvrwyhCPVQe0MCP8ES8iA0LfATdsXTfup0K8P8ZHY2anHo580hijuPeFFgG7lNFRUXm42Cpzul0Mr2Idgw/AACAYHPrVnl9/dpQqGDMD9M1SmKO494UWOnA2P8dAAAAAJnBbUWQIWTJZ1yjmo1XXd/f9QT4LsGuJwAJDnwCkODAJwAJznwCAows+Yy7fVf57jHwXYJdTwASHPgEIMGBTwASDIHlILLkM+72XeW7x8B3CXY9AUhw4BOABAc+AUgwBJaDyJLPuNt3le8eA98l2PUEIMGBTwASHPgEIMEQWA4iSz4lRJ6bOE2gAO2DMrQJCtAmKED7oAwtg4ILLHgqbIICtA/K0CYoQJugAO2DMrQMCi6w4KmwCQrQPihDm6AAbYICtA/K0DIouMCCp8ImKED7oAxtggK0CQrQPihDy6DgAgueCpugAO2DMrQJCtAmKED7oAwtg4IDAAAAAHAYCCwAAAAAAIeBwAIAAAAAcBgILAAAAAAAh4HAAgAAAABwGAgsAAAAAACHgcACAAAAAHAYCCzfUFxcPH2SoqIisbG/v/+jjz7Kzs5+8803S0pKEh54/vz5lStX0j4zZszYtm1bX1+f8TmDiuUCFHvOnz9fFRJGqgKMT0bEYVTbzZSD3j5SlaHlAsRTzNi5A+N4iifRK0O97UrwFKcEBJY/OHz48IoVK6KT5OXl0Spv//jjjz/55JNYLDYyMvLnP//5m2++0R67evXqc+fOTUxM0D6fffYZvaaNzxlI7BQg8/nnn5eWlirfPlIVoBLVK9hMOejtI2cZWihAPMVKLBQgg6dYoCekDAQWnuJUgcDyB3T7NjQ08DIt5Obm8jJ90dILl5dpQbx24zrPCb2gs7KyjM8ZSGwWYDgcXrBgwdjYmHKjVAWoRHVrGZSD2FNvHznL0EIBKpH2KRZYK0A8xUrMCyw8xZaBwPIHOTk59FblZVqgVV5W6oNYLCa2x3Wen9raWqEh9M4ZSGwW4Jo1a6qrq1UbpSpAJapby6AcxJ56+8hZhhYKUIm0T7HAWgHiKVZiQWDhKU4VCCx/oLrpxffr5s2b//znP49MQgtie0La2treeeed7u5u43MGEjsF2NjY+Lvf/U57HqkKUIkq42bKQW8fOcvQQgEKZH6KBRYKEE+xCgtdhHiKUwUCyx/ofSL09/dv3LgxOzt79uzZ5eXlM2fO1DsDvV8WLlzY2tqa9JyBxE4BLlmy5Nq1a7yMb994Ku0HSfeRswwtFCAj+VMssFCAeIpVWBBYeIpTBQLLH6g6uWlVu09lZeXHH3+c8PATJ07Mmzfv559/TvWcgcFOAU7TYP6cgcTYAyZhOejtI2cZWijAOJ5iBRYKEE+xCgsCC09xqkBg+QMeptHX16caprFjxw7aSB8NtbW19Gnb0dEhDhHPSXl5+dy5c2/dumXynIHETgEq0Y4/kqQAlSQcw5WwHMSeevvIWYYWChBPsRILBah3uJwFGLfkg4WnOFUgsHxDUVGRNtBIZWXl7Nmzs7Ozf//737e1tSn3F0+F3qeb3jmDiuUCNNgoVQHGNfeS2K5XDmb2kaoMLRcgnmLGzh2ot1GqAozrl6HBdrGMpzglILAAAAAAABwGAgsAAAAAwGEgsAAAAAAAHAYCCwAAAADAYSCw/IGFqV5tzsqZcDeDZKjQekqmdDgAAADgayCw/EGqU73anJVTbze9ZOihElipHg4AAAD4FAgs/2Fmqlebs3Ka2U2ZDD0MYtaZORwAAADwKRBY/sPMVK825zQws5syGXoYCCwzhwMAAAA+BQLLZ5ic6jXV7SqS7qZKhh56Asvk4QAAAIBPgcDyE+anek11u8on3bgFS5uMhC7tcR2BpT0cAAAACBgQWL4hpalebc7KabBbwmTooRVYKR0OAAAA+BQILH+Q6lSvNmfl1NtNLxl6qARWqocDAAAAPgUCyx9YmOrV5qycCXczSIZxglM9HAAAAPA1sHAAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DAQWAAAAAAADgOBBQAAAADgMBBYAAAAAAAOA4EFAAAAAOAwEFgAAAAAAA4DgQUAAAAA4DD/D04nSjXIfTVWAAAAAElFTkSuQmCC)
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