Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_061423_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 13, 2013 |
Start Time | | 2013/04/13 00:00 |
End Time | | 2013/04/13 02:00 |
Key Words | | run_14 |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.99 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.11 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_061423_7 |
Minimum Dst Value | | -4 |
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-3 for time period of this run.
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TowAAAGa+4euV/10t3+Cy0xwzk09mahQAAMDcew0fAiwBM/lkpkYBAADMCLB6GzP5ZKZGAQAAzAiwehsz+WSmRgEAAMwIsHobM/lkpkYBAADMajR80p9g8PDwCA0Nra+vd3G77DTHzOSTmRoFAAAwqxRgieP379+PiIgYNmyYi9tlpzlmJp/M1CgAAIDZccP3x717v+3dW7NnT/vt291dw4ABA+jv0qVLDx48KE6kcZrS5XaVfOtOmMknMzUKAABgdtzwUXSl5zgaKMZSvobW1taIiAh/f38a7+zs1Ol0iYmJNJ6QkCBM7HK7Sr51J8zkk5kaBQAAMKsUYEk9//zzVVVVwlfNzc1Dhw6NjIykvzSuZLtKvnUn2s3nrVu3hH+iJJ1I4fOzvPDw8G6tjZ0aBQAAMKt9i7C9vT06OlraWRUVFUUzxMTEKNyukm/diXbzuWrVKqpLaU3ExcVR1bbwdDodfVS+NnZqFAAAwKz2Q+4C4RksUlVVNXjw4JSUFPpr9WohAiyBRvNZU1MzdOjQjo4OaU1QdJWdnS2M04ifn5/yFbJTowAAAGa1AyxqkaOiooYPH07jbW1tr732WmFhIY1TjEUT29vbFW6XneZYo/kMDg4+fPiw+cma8PDw6OzsFMZphD4qXyE7NQoAAGBW+3ewBgwYQE1zXV0dTV+4cOGBAwfE2Xbv3k1TFG6XneZYi/nMzc318fERxqU1YVUr/fv3t1qwn6yeTjYAAIB24Jfce5cW8zls2LDS0lJhHD1YAAAATkCA1bu0mE9HnU9Wz2BZ/fBGl+tUP6EAAABahQCrd2k9n7ZvETY3N+MtQgAAAHkIsHqX1vNpVRPh4eH4HSwAAIAuIcDqXczkk5kaBQAAMCPA6m3M5JOZGgUAADAjwOptzOSTmRoFAAAwI8Dqbczkk5kaBQAAMKv9Q6MeHh6hoaFW/xXHie2y0xwzk09mahQAAMCs9r/KuX//fkRExLBhw1zcLjvNMTP5ZKZGAQAAzI4bvj/+uPfbb3trava0t9/u7hqEf/as0+mEf2cnaGxsfOmll1pbW+W3q+Rbd8JMPpmpUQAAALPjho+iK72eo4FiLOVroPgpIiJC+Inv3Nzc1157Tfxq6dKlW7du7XK7Sr51J8zkk5kaBQAAMKsUYEk9//zzVVVVwldeXl7x8fE0UldXN3jw4Pb29i63q+Rbd8JMPpmpUQAAALPatwgphIqOjhb/SV1KSsorr7xCI/Pmzdu5c6eS7Sr51p0wk09mahQAAMCs9kPuAuEZLMHw4cMjIyOHDBnS2dmpfLvsNMfM5JOZGgUAADCrHWB1dHRERUVRUCVOOXr0KM2wf//+bm2XneaYmXwyU6MAAABmtX8Ha8CAAcHBwXV1deK3CQkJwl3Cbm2XneaYmXwyU6MAAADmnm/4pk6devTo0e5ul53m2J3zafX6Q28nBwAA4Onp0YYvPj5e+ksNyrfLTnPMTD6ZqVEAAABzTzZ8AwYMGDx4cGlpqRPbZac5ZiafzNQoAACAGf/subcxk09mahQAAMCMAKu3MZNPZmoUAADAjACrtzGTT2ZqFAAAwIwAq7cxk09mahQAAMCMAKu3MZNPZmoUAADArPYPjXp4eISGhtbX17u4XXaaY2byyUyNAgAAmNX+Vzn379+PiIgYNmyYi9tlpzlmJp/M1CgAAIDZccN37497e3/bu6dmz+32291dg/jPnmV+yhsBloCZfDJTowAAAGbHDR9FV5yeo4FiLOVraG1tjYiI8Pf3t5pn3759ISEhSrar5Ft3wkw+malRAAAAs0oBltTzzz9fVVUlnSEtLW348OH3799Xsl0l37oTZvLJTI0CAACY1b5F2N7eHh0dLe3Bqqmp+dvf/tbQ0KBwu0q+dSfM5JOZGgUAADCr/ZC7QHwGq7m5+ZVXXjl58mR3t8tOc6zFfGZmZgYEBFAtDhw4cP78+VSL4lcRERHP8sLDw7u1TnZqFAAAwKx2gNXR0REVFTV8+HDho5+fX3x8vBPbZac51mI+g4KC0tLSOjs729raVq5cScGWMD0uLs7f37+Fp9Pp6KPydbJTowAAAGa1fwdrwIABwcHBdXV1tl/hLUK7tJ5PCrP69+8vjFN0lZ2dLYzTCIXPytfDTo0CAACY8UvuvU3r+TSZTGIPloeHB8VbwjiN0Efl62GnRgEAAMwIsHqbpvNZWVn56quvij/Mb1UrYs+WqJ+sp5RoAAAADUCA1bu0m8/c3NyXX365oqJCnIIeLAAAAIUQYPUujeYzISFh8ODBZWVl0olWz2DZ/p6sDHZqFAAAwNx7Dd9f/vIXmW/ZaY61mM/Y2NhBgwadP3/earrwFmFzczPeIgQAAJD33//9301NTU95oz/99BM10DIzsNMcazGfMo9PhYeH43ewAAAAujRv3ry1a9c+zS1SdPU///M/WVlZMvOw0xwzk09mahQAAIDcvHnz73//u/zrXyr6y1/+otPp0tLS5FPFTnPMTD6ZqVEAAADNYqc5ZiafzNQoAACAZrHTHDOTT2ZqFAAAQLPYaY6ZySczNQoAAKBZ7DTHzOSTmRoFAADQLHaaY2byyUyNAgAAaBY7zTEz+WSmRgEAADSLneaYmXwyU6MAAACaxU5zzEw+malRAAAAzWKnOWYmn8zUKAAAgGax0xwzk09mahQAAECz2GmOmcknMzUKAACgWew0x+6cT6v/Q9nbyQEAAGAdO80xM/lkpkYBAAA0i53mmJl8MlOjAAAAmsVOc8xMPpmpUQAAAM1ipzlmJp/M1CgAAIBmsdMcM5NPZmoUAABAs9hpjpnJJzM1CgAAoFnsNMfM5JOZGgUAANAsdppjZvLJTI0CAABoFjvNMTP57NevpeXM9ev5t26da2zMbmu7QRNv3izOzJyamTnl1KlV5eWR9+5dEGauqtpRULCoujrm/v3G//u/P7u1oevX865c0dOC6ucBAACgj0OA5W6oRvV6ThwMBi4tbXJycuCTEz3z8t4qL98kncgPngaDNz/QiPDRy2j0S00NKilZc/fur7T+hgaTyTRKXMRkCujoeNDbmXbVf/7T4kSICQAA4AgCrG575pln1FpVT7AKsIRhuZ4L1XPLbKarMly9aujtTFurrt5pMumSk0c3NCR1OfP167kGgw9lhJZ6CmkDAAAXPeh4oL+iz27KfmpbjK2O9TX4+hh81pevX3Zy2aKCRd/8+o3pqqm9s/1G240b/M0iQeWtyl8u/WK4akCA1W19McDinhw89dwCPbdLzyWqEWCVlHxI221qyiwuXlFaGn79en5Hx4N///tqY2N6U1PW/fuNYv/Q77+fKS/fdP78Lvq250qgpeW0mLaCgoXSrzo722/dqrxz51dhPDt7lsHgpdd7PurY80pLmyRMSUryzcyclp8/PyNjKk1MTZ1QULC4qmpHbu6crKyZlZXRJSUfpaSMSU4OzMp6g+bMyZldUrK6paWU1nznTjWlAf1hAAAKlf9eToPy+aPPRgvN2c7qnadbTu+p2ZN6LVX46s//+5PinhlZM6ZlTjtw4YDraStqLqL1czYt6aP21NPRVwiwuk37AdbNm8UXL8ZfvnysrGwjHy5wfg6qf4yeO2LwLC//jAKj3Ny3kpMDkpL8aDCZRqamjjeZRhuNI2gN/O3CJwaTyZ9CCkchl9HoazB4Wk20WklW1rTq6t0UaVGgQ6tKSvJPTZ2ckTGZlqWA5t69izdu5NfXH7Mbip0/H0tRXUODSTqRYri2thsUzNEaJBv1Emdob7+TmjpRmJ6SMra4+IOe6M8TwzUqzOzsN65c0ZstMV85hWiUsMzM6e3tt//44x6l9uzZqLS04JycsNu3q3p6r3BXjY2ZhYVL8vMXXLr0MyJagD7q3cJ3hSYppjrmgbJnTgKTA8X4xjfJVxgPTgum0CooLUjazMWej1WYjAt3LwSYArwMXiEZIQ/+fPB23tu0+CjTKEfxU5cDAqzur6hfv2fs6d+/v1qbIBEREc/ywsPDu5s86ceauzVZF3/ckj17hNHb7h4Qf/5fSlZLYcHVq/qKiqicnDcpNKGPFMqoG5E4GoQHwuhvUtJIikgo/hO/ysyccfr0P9PTJ9FXwpS0tAlWiwvpp9jLYPDumYiqi6Gi4rOu8uhF0fD587tbWk5RKEZlSwmmcOHixV8yMkKysqZWVm4RAjUlOjoeUPRm+2AcRXUtLadbWy8pXM9T8/vv5bduVVKc3dCQdO1aqsI4qaZmt1UxJiePvn+/qaJiE+2l//53A5Uk/e3pxKvl0qXD6enBeXnzqZp6Oy0aRftJYeG7J0++Lxwgotra741GHzo/0N+iomVNTTlU9bQ70Vd//vmgunqn8BJPL6UaujY5fbK0SaLwKLsp++CFg00PmhwtUn2nuluBzmjT6AMXDpS2lO6q3nXi6okd53ZQSBdVHhVZFvlWzls0PjNrptNRFAIsc9/qwYqLi/P392/h6XQ6+qh8WbFG6+7VrS1dK/Re6pJ0MjvBtMxpiwoWTcmYMidnzoriFRGnI2KrY++03+lyWxTf9ErI0tXgJYwUFCyqrz964cL31G4pj674M7WvuJJeSb+j1BoMFFxaXkEwmXTV1bsoxr12LTk5OdBo9KbQ88yZdWIkl5c3T1pTFLWkp0+m6RSeWrVPtjo6Wi9e/PHKlUTho3CH19HMwi3gLncVW5cu/SQ8+mY1lJWtO3du+9Wrxvr6hJs3Tz140Hjv3sX09NeNxpGpqUFlZeurqnZ2GZSLA0VdPfcSBmWcYlYn7ncLXZhCECDIyZkjJLi8fKOqaXQeJa+qantp6ceNjam9nRYLupQSiogCqYaGx4F4Sspo23o3mQJKSj5MTw96NMUzOXlifv6irKwpfP+6V1raRPFlauhFl1ovybdNLfZOL1vOblES38jcvHN6WFK4ZErmlFXFqzZWbFyUv0jc0Loz697Of3thwcKFeQsjzkQ0/Luh8X4jAqxuewoBFkVX2dkPn92jET8/P+XLUo3SBUFoRqjMLhKcHjw5Y7KP3kduTzJwvkZfb4O3p8HTy+BFIVp4afi+3/ZtqdiyIH/ByuKV41PGB5hGRebPoyvv1NTxJ0+uaG29fPv2Oatbgamp44qK3s/MDDWZ/CkIaGgwVlRE9nSMkpo68ebNUoquyss3yM9JiRf6dUpKVplMIzMyQtvtRZY0Q3X1l2fOfNLQkCZtF6UuXz6ekjKOf+/S18HmlIYFKg2e9fXHqB2qrT1AFSROP3duR1paEB+uedJ0qiD+vvAI+ivcUBaHzMxpNTXfChMrK7dSxqms7t6toZCF1mw0+otz0jzZ2dNzc9+srNxiG8DZBmFd1ouKQ0ZGSG7u3MbGbLHi7t6tLShYLFQH3z/qTREqX2vCy7NeSUkjU1LGpqaOSU8PpbJKT5+UkhIozJ+fP59C2ytX9G1tN1JSLN2l1N6fOrWSSjInZ3ZbWzOt/9SpD2iRM2c+5fccOiiqqEx++21vaWl4dvZsMXY3GqmZD6qvP0LlQ9cAwsSSktWWo74pmw49Lwq1+TdISkvX0o566tRHCrv3aDa73YFVVTuEWhZyTWH6xYs/OVoJRdhiGSYnj6KdX3jE8OloaEgpLv4wK2ua0einf/h8ZJC0Wqn0XNwxyss3PbXsaBPFLo2yfXsPOh4cvHBwT82e211dlTmh6X7TgrwFI5JGyAc0YblhVjcNKXYRI6cJaROEEWqkaBCX8jH4HL9yPCA5QJWgio7ECamWDfkZ/awCvuzG7PiL8Q337XeWI8DqNnVvBdrl4eHR2dkpjNMIfVS+LNWozI6yMH/hVf6Cu/z3cnX2PIOX1bFHLcrZs9EVFVvOn99VU7NHpvOjtbUuNfXhHb3s7Jn19Qn8I/Cx+fkLkpMDcnLeoCtOCsuMRmr7dWLbL/TfZGXNsH3MSzrQlbfd6TdvFhcULHz00YtaxPbO9u3ntkeWR17o5hXtqZun1pSu+fTMp7X3agtvFB65dOSS5AYc/9zVeMmmvSjIuHLlRHHxSmpE6+rir1/Pv3v3gtB+9NwgX0o9s0WOj1ese6caGpKFkqH4TK1tZWRMoYDv5s1TSoJX/kazD+1RPZr3J7vllAYBfN+kpdxqauOSG5L9kvyE4yvA8q2nZDZP4VdXKBxMSvLPy3urtnb/6dOflJV9mp4ekpPz5r//fZV2s4qKKMki3nzg6OloT7DbAXnnTrXdIqVd9+LFn+kINZkCcnPnCO+L3PvjHrXTSh6dodZ6bs7c+WlBxyy/BUNB+UzaGS5c+L6w8N3CwqUFBe8VFi5JT59MWet+4Xt39wLGaNTRJURS0iiTKfDcuW1//vmAQmEaGHmY74OTHwj72Ft5bzmaZ/PZzcI8O6p2SN+Sk0E7w97f9u6v3f+npBir71RTlKbnn3Og/UTYW97MeVPalByoO7CkcIndVuZD/j0qknc9b1TyE09EnW45La6Q/tJHaTq725wFJgeG5YXV3KlJvJy4tXLrV9Vf0YmdVkt5obiKVn61m93VCLC0yKpWbEO6frIc7T07Z3LlkZHNhYVm/j1SVQIsGhLqE5zOKZ3UTp8OP3VqZXNzYXeXpWt04USZnv56S8vppqYc6dkzL2+evebhQzp7dna2X76cUFOz1/Kq4/3GdeXrhIxMSp/U+kdrwuUE4c1b2kQdhYDXUlcUrxiTMmZG1oyf6n5aW7p2Xdm6mrs1WyolfdSGhyPeBm+rcJMyeOrUB3l5869dS3GUEeFOE6W/ru5QWlowtdDU9iQljSwqWnrx4k8UZVJEWFa2QbwVYu8G4tOOopwYKOQS8nvlit7ZlViyuYOuE/Tc2qSAXxtSxLaQ74P8iNrLsrJIavWpPKurv+71LHc5/KLn3tRzI/ScTs9F6Ll/8G/4Sg+ukT2fhuTk0RQwFRYup4ApJ2f2r79aXj25dOkXq3R+wCfvoGTiNtrhJUkdYfAuvHDI7g3opgdNn1d+vqRoidjH8KHauTh7djPtA3RFl5+/0OqrR+Ga0GFp/baNvcGLf+dmQm5u2AU13kF7+ijKoWhAuN6Lvxg/K3tWUGrQlIwpq0tW60yWx0XGJI8RK45CFjFGoTBiQf4CX4Ov3ZtrP1z4QYg2bLdI1zlZWTMzMkLGJY8WZhbXQJXuaXg47p1k6ZelEdtNUIJTG1OFib5G31k5s8SvaOLE1IniSsRhetZ0u4kR0dVvSEZI9NnohvsNdAlN5/BFBYs+OfPJz5d+7qGSt4IAy0n19fUvvPCC9IF3FXu2XOzBkvaUipfCM7/iEvnJBk9PCrNozpymnE3lm+Jq4pafXP523tuGRz9nRYflw13fwPkYfWiguEEmwJqcPrn6dnXE6YilRUuPXTom05l8p/1O4pXEDWUbvj7/9a93fr3HP89LoUxMVcz8/PmrTq06ceXEtnPbZufOnpI5ZVH+oozGDJmcUpxEl+/STjKKVMrL12fnzw9KHk1Z8NJzmx+dNM+cWdfYmCG9NqUjc3b2bJl8+Rhkb6HKDkFpQb+3/S5u63Lr5UN1h5IbkinXG8s3TsuctiBvQVFzEeV9b83ebZXbZB7ntOvmzdLs7Df4e1sj6uuP0JRbtyqvXDl+82YJFcvvv5elpU2223JIP0p+ooL+Wm6TmUwj6LKev8tp5+koRys0GLrX35CRMZX+HtJzS1PGL82dE1f4bn7lNmqYq6pi+F8vC6iujvn67BZd0kg6F/vovXRJvnNSg+fkvBmYEuhlcFjm0zOnl7SUTEibQEvRudjH4O2r5+Y++Vskh/im/eNHE/nONj+DwZfyLhQm//Fhl4/YKusfPpnXjZck3tVzoylJdPnBfzzGhyZH9NwePfctn4aZfPAkvxdRsPWZ2oEIH3D4JSV1/ZThIT6iWm703mv0G/lkqjibQFAY3uRL7PJlAx1c4nthdof3u5dg6XvBT1xLiB3A4lsgdIyXl0fS9VWESTfH6BuRNf2PP6271iimdKLc+F5AL9pFi4vpgrD49u2qzMzX6XKIyjM//+2qqq9KS9fU1R2Wf8bxfmMjXU/98cc9SnBt/ndlGzdW79zZ8UCu849m/vXXf1VXf0XXYJcvH793r1aYfvjS4XcKFn2YOyevOia3KZvOLRRD+Jv8nXjwSFhE4YI0mxDrSCOeRXrPY3wpOX3OFH6jga5dhU4pGl9ftl4+GfWt9d06baqIKpGqssvZEGA56cUXX9y3b58YBqnL6hks+qh8WarRqttVwmXKppOf/LPkY2F3XPPBE/tn5ZYtJR99lD9/ftn69afDwyujom4WF4sroR039VqqtDuUQoHKW5V1rXVmvo83qykrOn1tF8eMgfM2elNKKAITrlpsj5AxpjGjH13x2B2WFC75qvorilfo4uP0zdNmvtd6cuZkWufUrKlhuWGbzm76ovKLLWe37KreRSmkGZadXCYuPtLgmZysKyx8r+B6zpSsKQHJAe8VvPfrmazqXbtW6ec7fS5QPlgi1KTHgZqjUxhNP1Z/jBIfXRk9yjRKOHPpknR0uhSiW5ryRvYbWyu3UtwZmBxI13PhpeHv5L8zImkExdA0cXPF5u3nttPV5+yc2XnX88yWJ5+aTKYAIUo4eXL5pUuH7927mJYWZDT6ZmfP7LLLkBYvKlpWVPQehWvFxSuEu7TU1J05E3Hx4uGLF+Pv3DlvtQg1LXTRL20Cqe05nOT3o81DaQussm/wDEkPCc0I7YmHUsX2QDqMMHjNTA+ZmDJufOp42jSFbv5J/hT4Ukz/btHDyMDLaHnw4vWM19/MeZN2Y/o4Msk/JHViVNF7qfkLv8maevzsZmq8Kb6njJ9tTPOxt/VAg1eA0deJZI/ko7Fdem5v0ojD6SFfZ4R8nzZ+naUl4yK7GRnwd2z9+OBgZEXFw4foqZ2mKPNzfm0xfMy3gg/+hEV+frJ3SuFAAeVGyrKD8EscfCUbEoef+Mx+x4//ovc8qPd+PyVQCLJ9k3znZU4zZU3NzJx+40au1SN9p5qyCq898Rh+4uXEtaWPz04hGSGRZZHtkkcnr141SONLBX1a3QzFjnvqv+T0/LtxdEFrScV0Tv8Npz/M6Y/ww4lHM//C6Xdx+kOcPs5Tf9xy4CQdGpXy7dj0/ZPzUt/Oz1to90UQYdD1/Omru4NPV1VvO4xP8v26YHHBjXy7Z6HQ1Mm2i1CTQdfh1TcKKZI+d267+Gyl+DoOjeTlzaUTHV2t1dUdkj/RKXenqsqw01ufyOmPc/p4Tr+bS5k6obPdsnUK61tbLzc1ZVy/ntvedvv811/nzJlTsHgxAixnV9evXw9FV+ZHbxE2Nzc79xZhWlBQkq+vsDce9/Xc/nHQZwu5BKe6YwxeXqljxpzftYvWzP9W7Y1z27cnBwYmjRhxzJfzOv60D2DhSUOZYU7OHKspM7PtvH878md10hOUGrSgYMHIpJHUDD/lopAfKLCbkDbh5M2TxTeLPyv7bHHRYuFNUoonau/VxtXEjUsdRxGDr8GXQtXJaZMp9KRYLcAUMCltEmVnQsqET8s+pdxR2yYEPXt/20sBHEW6FN7RIPaSWsUu9HGEcYSv0ZeGJ24N6Lktkqa018tH9cHuJYRzwwQ9d4AKXHFbJdaFzug9x+gzwujjabBUBFXBqORRC3LfOnOz9GLrxfTG9M3lm7ee3Vp0o+hI/RGqXFVS683HVb5Or8GSVEV9J7R/LstdsqHon3QtQRcbfka/J3pQEmac+jK65lR6xOkIu4vTzJsqNtGVCe3zE03jv3ov0DKZjokxnH4kp5/L6f/B6edx+m/55vOEqzEWDT/quXAKYbuzql/4ns4Evof1Oz4MFbqFaMpSvpz/yU9/T89NVKPu/B1/Ndrg9Z7Rd2PW9O2FS51Ysw+/Y4zmHyL04vdkH72X3Z8KEvpoU1PH0zVAkkFn2Oit5+8r0JWpaeTIXXMeX5x4H+fe2uVfZoyv3b+/ITW1pORDodAyM6eVlqwVO5uNek/DE49MeJ7cuKLwvffOf/111Y4deWFh5ZGR9UeOUPSTM3du1rRpSf7+plGj8hcvzpgyxThypN7LS9jgyWXL0iZNojQULF2cFTcjZW+g4UebJzFOcEnHR1IwZ/2QxkFO/wGnX42faXDWX//617a2NnXXKRUeHu7072CpcegpGpb/82ltqecH32P8ecHos6dmT/zFePGuKF0KH6s/dvzy8bC8MIpF1petP1h3cFrmNDpTrylZI/0xi/zr+XRpRadv6S1aDK4MVB3SZzVohOqFgjyKEUtaSt4peGd58fJlRcumZE6RtrU0j86o807y7on+MHUHSvZHpR+1d7Z/ce4LYcpE0+j8/MUGg+8bvZ0222Fh/sKQtBDxqQMalp1cJjwS4GiRmXy8SNHAF3zQEN3bWZAOH37IfTfR8uAEXSseHMP94m+Z/LPOMj1kD6eL5/yPcb6JXMBxbu0Bbu9P3Naj3OcJlhhoq55brOdm8c8CfnvC8teTH/wfBRPck8Gx8O0o/hYqLRii58by/Xy+/OBEr4/84MOv/HV+COXvxsbxrf5RfusBj2ajAGinJIXe/IK+fC7eezKMEDo4V/HDRH6eEfwmRvIzB9hLQ5i98DGR7yV9i98NhAutg/ZmswzTOX04p/8np9/OrdvJfbjGUkH6QE4/jdPP5P/u6E6wm8Dp/R8lbQSnj+b0+zj915yll3ED39G4iu9cPM53KJ54GDmp0peJAMtJO3bsmDdvXkdHh7qrdZ1MgHX6k09azpwpXLpUxcP5pwDLzcepX3MLPuOO+HOfLeTe2cjN3e459geOO8HPceLhrLpfuJkx3OLPuA9XW+YZd5DzPPF4RUEHfTI+Xjb3C8+gOC58hWfx8uXvbvFzJWU+Cfamn7CeMn6/JT2bFtmZlw7pQ4Hi8+ucwds7yc8vycfnYZ+/8Gi7lxdd9Fi+GjEibfLklMBAuuI5ovOKWM6FfcEFxHNeiXTO9fRL8Jy6m/NO5MvhZ64k/ptD+9aE7PMKiPcM+9I3OHGMdeL13nTB53XCk4rIW+/lp3/iHpPlnpfkzKjiqfkpD6MTrd/Q9j7hOeHE6IDjfjOPB2VXyf226n9aWs5u3pw1fXrK6NHJAQFnPvmkNOfo9h1zvvn0jUtJJ+jbpvz8psozGwrDRx738U70HKsftaJweUxVzLZz23QmnXyvCZXqhMTRVnuLT6KicE1nGkkR3ijjqJFJI8WJfka/5GvJcTVxkeWRu3/dHXs+9rvfvstqyhJf+f6/P/8s+S2ruD5HvJM141gXnbVPZ/gwa2lYbtj0zOnf1HwjPlC8unjV+ORxi3Mf/x+qwPgnLiqEbi3xPqDB0lx5CT0xdm+kygxeNscsBtshlA96qGznd9XkH+Pjpzl6Lpb/+DMf5bjyP9MMei45MXCu4WEXvhcfhP2gRnTiBgMCLCf19C+5O41q1OhjOYlRHJAWHCwegyljxrTdePj+6oOmppPLl2eEhJz64IPfyy2PFv5x797tqqqmnJy6Q4doYvaMGUXvv58zd67R11fSmj8eDF5edqdLB4q9KEZJlO3NSfDh/vEJ904kt3eSnW8pdBtzkBt7gNvyFvd29OMvxv3A/TCW+3oqN+4ApzvMzdnOxU7jlmx4YuHVH1q6lMWPk7/lNrxjGd0dKpntBPdjYK+fGy3Dvklc9DxuwxJuw7vcT/b+MQMV5q7p3LqlllhQuNtLl9rS4v38LUswR2MU1Xkqa5Mss514PP64Ok88MY9VNYsX6D7HHm5oxC/cnG3c21u4Cfs43wRLi2gJK09Y7iCPOMwFx3H+v9hPANVaF2n09LSzm3l6On7S3fnhX1M4bz4oX/WR3E57zJfbNodb8TG3dR63NYxbFsHN+oob+cvDslocaT3/t5O5b163rNDIh+YGPkd0WFEsnjVjRvGqVee+/LL8s89MuodP1Fimz5qVNXv2h2stiRj9o+WiJfCQ5Tsqxklx3PzN3OifOL+jXNB33Nufc6P5IN77mOR+/QnO75hl55fWr92BFpyym65nuIhl3FczuR1vWA40ylrYdm7SXm7iPm5F+KM3YzjLtYTB15euJcQLDMqIacQIw4gRlDXaFSlh02O51au5uGD+2wX8w0ZCS8MfevoAS9/Dt6u5wJ8tafM9xoX+y3LdRSO6eMsW39nA7Qnhlq7jZu7kZsVws3dw6/nX9mk/sbtLU5bHHHpYOFa7qO9RS2K28c8L7AuynDHU32M0MFCxfPbPhzvYw2k6Tr+V03/P3+uM4O9+Tuf0G/knwDbzd0K3cfqdnH4qP/Nb/JyJ9rptbLtwEji9vQtRcaAT8r9COX0k3w90jNP/wD9bluigN4gmHuD0Mfw8agU0tMWf+TUf5/uo3lKtI0qa7IIfFpslP3v7ePiC7wxbT1l+fLsQAZa7sarR+9eu/fqvf9UfOSI8i+eEjgcPzkZHFy5ZUnfwYHNx8Z1ff6WrbTMfk9HZtrfPMNbDl7O5Dz7ivgizBJT0ccvblo87Zzwxz5ijD/vG1q54OKUnGuynP1iFXBQKUOtODefBsZbpFKL9ONpy74Ni1g/WPH4mz2opu4MQ3h207mh7eG/lWFfPcNO2KD6e+IPXlOPj3zbNDDZNCPjJ0nj3eom52eCoKr8NsRwIn8/j2z8+4KDLDOceyuz2EMg/5KTS2ii2S6KQzt5XkdunLEycsSrS/4i9362kMqGruKC93NJPOTr6FcVbyp4MEwdPPnz2NfiONo0ekzJmYurEhfkLkxuSD1w4EJwa7Gu07oQW1i+88apL0gWnB49NGRuUFvR6xuvTsqbNyJrxTuE7P9T9EHEmYlXxqmUZi7fsnLMqdlJo4vjIssjq29Xxadv3zB31NGpQ9SGUj/mke+nbltDNNG5kWoz1PzqTHww7vLJnz0pa4G/42Dc/YqHwMuaNwkJTYODDNY91vKzB6qPno3eiuaSkESkpYwsL3y0oeDcvb25R0bsXLnxff/xI4XvvVURFCS3pf/7TUl39VUnSGtO0AOObfmd3ftZy+nTrpUvyzbEbYyafT7FGfz9zpnjFiuTRo9MmTTq7efO1tDQKvwoXLjTSZa63d8rYsblz51Z/9dWlI0dOLl2aFhRUsHhxU2bmuW3bkgMDTX5+Sf7+Sb6+RslNN8sgGTf5+5/6+GNayvJjEd7eacHB13Nyar/7rmjZssJ33qFlDT4+qUFBaRMmmHQ6+rbBYBDenhVCwJunTl2Mjy/56CMjf9md5OeXv2hR++3bDzoelLeUC29ECuiYORsVlf7665ZOhfffL127tjo2tiomJnfOnNRx41LHj08eNcpyBc933dFVe0ZIyMnly+kry5ppOmWBfzTy4YW+t3fy2LG0lOXu4aNHJmnOHFrbhAlWDcbjj5YfIvZy5cwlNjyWBzMXLCiPiqIgmIqCCqSltPSqwVC7f7/4ruiNgoIzn3xyZsOGK4mJV02mBpOpPDKSCuFmaenFn39uSEmhMqHCvHj4cNWXX17R66UBOo035eTUHz16LTX17OefU2kkjxlj2Q2Cg0+uWHH5+PHLiYm/7d9/asUKqhoqHKOnZ/78+X9K3kVPGzdOxVO2K/Gx9bKOumYlEw2Sj/zPR/M7Rlcduk9hoJTQkSWkREgkFT7tiqc/+aT6668rt20rWbOmdPVqqp3reXk5b75ppGDF29vyNPGoUUY6GP39U0aPzps378L331/Pz3ciR1TdRf/4R/nGjVkzZ6ZPmpQ+eXLm1KlGm8swOnIrNm/OnD49ZeLE/HffrY6JOblyJc1JW0+iAzkoiBbMnjWLDmqhdiglKePG3a56/D/R6ShuLi2t3Lo1JyyMTj50NhDfmaedk7Jg9H382D1lMHv27HsXLD8jTCeE6l277v72G41X3KpYc3rN/Pz5q0tW76vdZ7pqWnlq5UclHxXdKLI91zW3NZ+5eSavKe/QhUNpDWnCk2e1d2vXnVm3qXxTd39mRRXCoX23pubM+vW5Cxac/Mc/6JxDNU4nOjoYTQEBFIxaTlD82elh1yl/Ws6cNk1aPhlTp/5eUSGullZIJ+3csLC8uXNPffRRaURExZYtVB3WZydP4fVc+zsJbdrEd21SrEMnkIuHDlEDceHgQWETVEdXU1MzQkOF44jWfOXECeGrhoakwsKlZWUbf/+9oqPjwR9/3CstDed/k+zNsrINTU2Zt2/XXLp09Nq1dCW/B3unuvqsfmuqaWxy8piioiW//ba3tnb/7dvnHM3v9D/+cgQBlrvp6zVKVyF01qDIoLcT0oOE9zGFcWrtKqKjKRaUziD8WI74UfqbKxTCUksjRJB92uWEBDp3Xzp8uLW+/m5tLTWZ0m/b79z5dffugoULc2bPppN78fLl+QsWZE6Zkj1jBsVz9Jca13u1teL8tyorKeYTVtJaV0cfO1pbrxgMNAiBHe1XVHQUOBZ/8EHJ2rWtFy+qniO6hKUL3Es//VT3448ULqQHB5/64AOKa8+Eh1NrZ/TzowsGS7M3cqRtzGFpk6gh5G/uP7wH6ulpGj2aIiEz35RS7igmphC5fMOGG7m5NLGtubkxK6ulpES8olAXrZYuZqjxposNSzTmY3kskBpmisMoGhMuWoSBxilTRe+9J+7VtugrWiFVEP11uje9W6i4KJYSChDsUvhjTj2H9gT3Ptv39eZYOWbyyUyNAgAAaBY7zTEz+WSmRgEAADSLneaYmXwyU6MAAACaxU5zzEw+malRAAAAzWKnOWYmn8zUKAAAgGax0xwzk09mahQAAECz2GmOmcknMzUKAACgWew0x8zkk5kaBQAA0Cx2mmN3zme/J/V2cgAAAFjHTnPMTD6ZqVEAAADNYqc5ZiafzNQoAACAZrHTHDOTT2ZqFAAAQLPYaY6ZySczNQoAAKBZ7DTHzOSTmRoFAADQLHaaY2byyUyNAgAAaBY7zTEz+WSmRgEAADSLneaYmXwyU6MAAACaxU5zzEw+malRAAAAzWKnOWYmn8zUKAAAgGax0xwzk09mahQAAECz2GmOmcknMzUKAACgWew0x8zkk5kaBQAA0Cx2mmMt5jMzMzMgIGDAgAEDBw6cP39+c3Oz+FVERMSzvPDw8G6tk50aBQAA0Cx2mmMt5jMoKCgtLa2zs7OtrW3lypUUbAnT4+Li/P39W3g6nY4+Kl8nOzUKAACgWew0x1rPJ4VZ/fv3F8YpusrOzhbGacTPz0/5etipUQAAAM1ipznWej5NJpPYg+Xh4UHxljBOI/RR+XrYqVEAAADNYqc51nQ+KysrX3311fr6euGjVa2IPVuifrKeUqIBAADAAXaaY03k024MlJub+/LLL1dUVIhT0IMFAADQp7HTHGs0nwkJCYMHDy4rK5NOtHoGiz4qXyE7NQoAAKBZ7DTHWsxnbGzsoEGDzp8/bzVdeIuwubkZbxECAAD0Rew0x1rMp8zjU+Hh4fgdLAAAgD6KneaYmXwyU6MAAACaxU5zzEw+malRAAAAzWKnOWYmn8zUKAAAgGax0xwzk09mahQAAECz2GmOmcknMzUKAACgWew0x8zkk5kaBQAA0Cx2mmNm8slMjQIAAGgWO80xM/lkpkYBAAA0i53mmJl8MlOjAAAAmsVOc8xMPpmpUQAAAM1ipzlmJp/M1CgAAIBmsdMcM5NPZmoUAABAs9hpjpnJJzM1CgAAoFnsNMfunM9+T+rt5AAAALCOneaYmXwyU6MAAACaxU5zzEw+malRAAAAzWKnOWYmn8zUKAAAgGax0xwzk09mahQAAECz2GmOmcknMzUKAACgWew0x8zkk5kaBQAA0Cx2mmNm8slMjQIAAGgWO80xM/lkpkYBAAA0i53mmJl8MlOjAAAAmsVOc8xMPpmpUQAAAM1ipzlmJp/M1CgAAIBmsdMcM5NPZmoUAABAs9hpjpnJJzM1CgAAoFnsNMfazeetW7eGDBliVRMRERHP8sLDw7u1NnZqFAAAQLPYaY61m89Vq1ZFR0dLayIuLs7f37+Fp9Pp6KPytbFTowAAAJrFTnOs0XzW1NQMHTq0o6NDWhMUXWVnZwvjNOLn56d8hezUKAAAgGax0xxrNJ/BwcGHDx82P1kTHh4enZ2dwjiN0EflK2SnRgEAADSLneZYi/nMzc318fERxqU1YVUr/fv3t1qwn6yeTjYAAADIY6c51kQ+rWKgYcOGlZaWil+Js6EHCwAAoE9jpznWYj4ddT5ZPYNFH7u1TvUTCgAAAN3BTnOs9XzavkXY3NyMtwgBAAD6InaaY63n06omwsPD8TtYAAAAfRQ7zTEz+WSmRgEAADSLneaYmXwyU6MAAACaxU5zzEw+malRAAAAzWKnOWYmn8zUKAAAgGax0xwzk09mahQAAECz2GmOmcknMzUKAACgWew0x8zkk5kaBQAA0Cx2mmNm8slMjQIAAGgWO80xM/lkpkYBAAA0i53mmJl8MlOjAAAAmsVOc8xMPpmpUQAAAM1ipzlmJp/M1CgAAIBmsdMcM5NPZmoUAABAs9hpjt05n/2e1NvJAQAAYB07zTEz+WSmRgEAADSLneaYmXwCAACABvR2RPCUsJJPs03ULP+x1+fv9QT0uQT3egKQYLdPABLs9glAgp9+AtwYK/k09/Ze1ecOgz6X4F5PABLs9glAgt0+AUgwAiwVsZJPc2/vVX3uMOhzCe71BCDBbp8AJNjtE4AEI8BSESv5NPf2XtXnDoM+l+BeTwAS7PYJQILdPgFIMAIsFbGSTzNLldpDUIAuQgG6DmXoIhSgi1CArmOnDFnJp5mlSu0hKEAXoQBdhzJ0EQrQRShA17FThqzk08xSpfYQFKCLUICuQxm6CAXoIhSg69gpQ1byaWapUnsICtBFKEDXoQxdhAJ0EQrQdeyUISv5NLNUqT0EBegiFKDrUIYuQgG6CAXoOnbKkJV8AgAAADw1CLAAAAAAVIYACwAAAEBlCLAAAAAAVIYACwAAAEBlCLAAAAAAVIYACwAAAEBlfTjAioiIeJYXHh6uZLpay7oNpwshMzMzICBgwIABAwcOnD9/fnNzs/Jl3YmLe9GtW7eGDBli9ZMwTBWg2XF++z3ixLJMlaHTBYijWODKHmjGUcyzm1+ZHazLZWWm9y19NcCKi4vz9/dv4el0OvooP12tZd2GK4UQFBSUlpbW2dnZ1ta2cuVKOoqUL+s2XN+LVq1aFR0dLT01M1WAZgX5lWnecBSbXStAHMVm1wpQgKPYUX4d7WBKlnWbMuyrARaVfnZ2tjBOI35+fvLTzZJDxYll3Y8rBShFx0///v27XNb9uFiANTU1Q4cO7ejokE5kqgDNCvJru8vhKJZypQClcBSbnSpAHMVmZfmV7mBmlo7ivhpgeXh4UJ0J4zRCH+WnmyWV6sSy7seVApQymUzipQkKUGa6+ckCDA4OPnz4sNVEpgrQrCC/Ms0bjmKzawUohaPY7FQB4ig2K8uvdAczs3QU99UAy2q/F6NjR9PVWtZtqFIIlZWVr776an19vRPL9nWuFGBubq6Pj4/t/EwVoFlBfmVu0OAoNrtWgCIcxaJuFSCOYkGX+bXawZQs6zZl2FcDLFciX7ePmpVwvRDo/PLyyy9XVFR0uU635EoBDhs2rLS0VBjHta8wrrD/oMtlmSpDVwpQgKPY6QLEUSyQz6/tDqZkWbcpw74aYFndo6WP8tPVWtZtuFgICQkJgwcPLisrU7JOt+RKAfazoXxZd9JlfmWaNxzFZtcK0Iyj2LUCxFEskMmv3R1MybJuU4Z9NcAS3jJobm62+/aB7XSz5FBxYln340oBxsbGDho06Pz58wrX6ZZcKUAp2/ePGClAs4L8yjwBg6PY7FoB4ig2u1aAjiYyVYBmx/l1tIOZWTqK+2qARcLDw+3+Toaj6dJjoLvLuiWnC9DRpZvMsm7JlT3Q0USmCtAsW1Z2dzAcxVacLkAcxQJX9kBHE5kqQLOD/MrsYOwcxX04wAIAAADQJgRYAAAAACpDgAUAAACgMgRYAAAAACrrqwGWE/+p1PZRO2E9Op1OWE9YWFhjY6OjLcr870m7/+/TiotbBwAAgD6krwZYTv+nUqsQZ9y4cSkpKR0dHbSqHTt2cBxnd3Pyq7X9f5+OOLd1AAAA6Fv6aoAl1a3/VCofBg0YMMDudJnV2v1/n444t3UAAADoW9whwOrWfyp1FOLQzDExMUFBQXa/lVmt3f/36YhzWwcAAIC+pc8HWN39T6WOfiaOvPDCC7W1tXa34mi1jv7fpyPObR0AAAD6lr4dYDnxn0pl+pC2bt0qjZakz6Q7Wq2j//dp95F25VsHAACAPq0PB1jO/adS+X4m2x4v+dXK/DcAu5zbOgAAAPQtfTXAcvo/lVqFOEuWLKmrq6ORu3fvhoeHO/qv3Ur+96QTtwgVbh0AAAD6lr4aYDnxn0rtzp+QkDBs2DD6+Nxzz1n9npaVLv/3pMLfwXJu6wAAANCH9NUACwAAAECzEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqAwBFgAAAIDKEGABAAAAqOz/AWtNeL6k9Z4RAAAAAElFTkSuQmCC)
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