Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_060823_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | sim_run |
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 | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_060823_1 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIFNlcCAwMSAxODoyNjo1MSBVVEMgMjAyM0fpZ/cAAAGpdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQWRhbV9MaWViZXJzXzA2MDgyM18xOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgR09FUy05IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAwLTAxLTAxVDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwMC0wMS0wMVQwMjowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjEuMDEyNTU0OTk5NSwgIm1heCI6MS41Nzg5NDUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19Bx9z8gAAAARnQU1BAACvyDcFiukAADA8SURBVHic7d1/aBznnfhxp5ZsuZZrpWdSJbeoqk8maqOenEO0wqdLVaNr5LN82ZAtiCKM8C13MlYOhSiczojqLjaVi64sRRhRVKJShapEhKXoYAkCK1il+kOBJYiymCXInEp1WIeFWcoSFrPfD3q4+c7t792Z1czO8379IXZH8+P5MbPPZ5959pkjaQAAANjqiNMJAAAA8BoCLAAAAJsRYAEAANiMAAsAAMBmBFgAAAA2I8ACAACwGQEWAACAzQiwAAAAbEaABQAAYDMCLAAAAJsRYAEAANiMAAsAAMBmBFgAAAA2I8ACAACwGQEWAACAzQiwAAAAbEaABQAAYDMCLAAAAJsRYAEAANiMAAsAAMBmBFgAAAA2I8ACAACwGQEWAACAzQiwAAAAbEaABQAAYDMCLAAAAJsRYAEAANiMAAsAAMBmBFgAAAA2I8ACAACwGQEWqujIEdedYC5MEvKpRmXdv3/f5/MV3XM1Ds25B2iFCx5VdPgtiiMNJ6qkGpXV3d398ccfO3Jozr0KUGioXZy7qNBPfvKTEydOyN8C61T1w7GynR/m5/Xk5OTJAzdv3jQv39ra6uvrk9Lz+Xy/+MUvCq//8OHDy5cvnzggLz777DO1/N69excvXjx+/PipU6euXbv26NEjY3lvb69afvXq1T/+8Y+FE3nkf5WSo5yrHfm/jIWdnZ0Za7788stllX81wmUpGVsOXYFqn3v//d///eabb8pJVV9fL2eRnC0fffSR8V8564wT6dKlS/LWnLCclfjkyZO33nqrpaVFdiin0xtvvPHb3/4256EfP378gx/8QMr22Weffffdd3Ouc5iXHmEZ3ICzEBV68cUXf/azn507d67AOjoHWD//+c9feeWV/zkgEY+8VctjsdjZs2cjkcjTp08lKpIWsfD6Eqb86Ec/Sh24ffu2xChquTSWq6urspNkMimtoARbavmrr74qzaqsLP8KhULf+ta3SkmtxQAr58Lu7m5JobFEsixLHA+wrOTUoqqeexJdSSR0584dOX/k7eeffy4FLieJ+u+DBw+am5vlpFIn0nvvvffcc8/F4/HCCZM47O2331Yxuuzwww8/lDMz55oSygeDQVlHzsZ//Md/lP1nr0OABd1wFqIS9+7du3DhQvrghou5EZVP2OHhYfkiKx/fMzMzxsfcH/7wB/n6K1+d5auwfGob3S2ywt27d9VX5Jdeekm+H8tHs8Qf8lYiid///vcF0lC0sb9586Z8n5bEyHfrRCJhrPCTn/xEkifLJanSHhRdf3Z2Vhqno0ePpg+ihG9+85uyTmtra85WxCDRknErSl709PSo13JQc69V0fXVcQ05O2AklpISy5mMijtsyoqlci5cWVkxt8eSo9/85jf5Vs5ZKcbKsuT69euqe09eqBWye1zMyt0ko6LlrYQj6syUU/HTTz8tsNsMBc72wjvJd9B8l5WZ7KdAd7Js/tOf/tS8RN7KwoyEZZBkyKmVb59mkjYjF/LCCPcNOfs4zQVetNDSea5Q8S//8i+nT58+deqU7DDnsQoUuJEGOVc/+OADY58SVr7wwgvmowDlIsBCJa5cufLLX/5SXrz//vvGt+T0wSfd66+//uSAvDA+4CR4+t3vficf1vLtWdYxf7IPDg7Kl2/5l3ziS/thfqtiuHwKN/b/9m//9tprr8m3eTmifLc2OopkBXMKJTFF15dv58bn7JkzZ1RAae58ykmaCqNxkhfyVr2WlmBubk4+06Wd+P73v//48ePC60urc/v27acH3n33XXmbfSwJ+7KbNFWG5topoBoBVvqgm/OTTz6RF1L78rrAyjkrxVj5nXfekdoxVpC3BQ5d2SYZFS1vpRWX80GKUQIXoyMw327NCpztRdOW86DqspK0yfpyAuTMgpyZxrmUTeKSjP/KruRULFwmclJdu3ZN5SXfnhVzgCXhoHH2mmUcJaPAixZaviv0hz/8oQRkslyOm33mKAUK3EjD/fv35buTscmNGzckli2ca6AwAiyU7b/+6798Pp/6zJW/Eis8fPhQ/Uu+88l/1WtZmPODWzaR75rqtaxgfMLK8oy3+XpljG0LLJQUGin505/+ZG5LzCmUxBddX91zUVpaWuQrb9GBTdnJM/Iiy803U6RBLby+fLNvbW1VX8flhUSfGQfa2tqSxsmoAmNvwnwbqKzUlrXakf/LvKaEkhJEpg8ictXhl28POSvFWNl8jskLyVfRZJe7SUZFy1sjYjCfivl2m0/G2V40bfkOKqeBei0vcmYh42LJWR35NjmSRS2XmGxyclLCDjVe8O23384Xww0NDcnJnDwgL3JeudkBlrnAzXIWWr4rVD5zMk7+7GMVKHBzGrq7u3/961/Li88++0yudLlIcyYPKBEBFsomn7kZH8fGoOzsz1D1Qr6bvvLKK/IxrdY3bnvlWz/n2wyFA6yMFOY7Yr42Jt/6n376qUQM8uH+4osvRiKRAsnL1yMlL8zf9Y1bePnW7+vru337tjEGK6OnSr52nzt3zriXZCY7ka/ghXsBDRYDrHwLJQ3SLv7mN78xIvJS9mCulBJXqGCfhdfP9zbfbs2Knu0lpi3f+jmzkN1HZV5TztgnT56Y/yXfZIr2YJlJXHLjxg3j9MsOxQYHB+VkllDm7t27xp4LJDvjbSmFVsoVWsqx8hX4Rx999PWvfz19cEdV3W0ErCDAQnmkmZfPUOOrZPqgQ0u+EarmM18PlrSvKysrsq3aQ4kth5UAS45oDOPIWCFfD1a+9XMeXSIbY9ucMsZUyVv1ure3N+fNlHzrZzTh5rfhcFi+Z0ej0QLJKNwLaKhSgCUkyDt58qQxPCjfykV7sMwrlNiDVdYmJZ6K+XZrVvRsLzFt5vWNHizZMGcWrl27ln1Ly1izsjFY2Uo5nX7xi19cvXo1e3nhEi5aaPmu0BJ7sEo8GV5++eV33323tbW1xMFnQAEEWCjP+++/nz0M6NKlS2rgtjFYRLz22mvG55d8vTaGLg0NDR1CgHXnzp0rV66oZikej5vbEiOF5uE+BdY371+Wq09zCbAkUwWSp34VKPnN+FWgFJRxMyUYDBpNUb711Se+MQbL+BXh3bt3pcmJxWIZx71+/bqayuHJkyc3b940ArXCsguzgliq6MICK+esFGNlY2yfOq+MMTQSumXfMy28icUAK99uzYqe7SWmzby+XHSqfL7//e/nzIIEEBJG/OhHP1IFImfLRx99ZKz54MEDCUTee+899fNSeSFvi/6K8OLFixLEq+8DclpKOvOdTjdu3JDMyp4jkci5c+dy3pjOqKyMgxYttHxXqBqDJVuZx2BlHKv0k+HDDz+UhRk/Qyk9AAXMOG9QngsXLmTP0yifjN3d3emDLhkJGuRrrnxcmn/uJB+7Z8+ePXr0aEtLi0QGdgVYGTI2kU9k+SYqB+3s7DR+HyQrSMLUb5HUWKii65sPKsu//vWvSwa/+c1vFr5FmD740VPOebBu376tEjA4OGi+rZNzfWlL1HxXQl6YG8Xs7KcPurUk/fJWDmGeH6vEYjQvL7pydpkX3rzAyjkrxVhZ2vg333xTFYK05cYKoVBIluTcZ75NLAZY+XZrVvRsLzFt5vWlKo3LKl83kgQfUnrPPfecHFpNWyVfA4z//v73v5dARB20r6+vlHmwfvvb30o8d+LECdmhRG8Su+c7nSQiUb/byNizWUZlZWS2lI+InFdo+mAMu1w1xq8Is49V+skgl4+6S2hGgIXKcN4AcBgNWOk+++wzCTKcTsXhyZimpNokKv3www8P84jwMD7XADiMAKuod955J5FIPH78ON99SU+SaLLwSEd7/frXvzbP1ABYxOca3O54Lk4n6v9zefIUlyfSVYlxp7t37z733HMnTpzImB3X2yS/P/vZzw7nWHIStrS0qGnbAFsQYAEAANiMAAsAAMBmBFgAAAA2I8ACAACwGQEWAACAzQiwAAAAbKZLgJU9VTEAADh8TkcEh0SbfGpTowAAuJY+zbE2+dSmRgEAcC19mmMv51PPPkkAAFxLn+ZYm3xqU6MAALiWPs2xNvnUpkYBAHAtfZpjbfKpTY0CAOBa+jTHXs6nl8ZgJRKJ7e1t+et0QgAAqFytN8el0yaftVyj+/v7X/nKVyQLFy5ccDotAABUrqab47Jok8/arNFUKhUOhy9evKg64erq6tbW1pxOFAAAFarR5rgCXs5nTd8i3NnZmZmZ8fl8KvHHjx83MiLLnU4dAACVqLnmuGLa5LN2anR9fT0QCNTV1alwqqurKxwOJ5PJVCo1Pj6ulvv9/r29vcNM1eTkZEdHx69+9avDPCgAwGNqqDm2SJt8ur5GE4nE7Oxsa2uriqsaGxtHRkY2NjYkrjKvtrq62tTUJCv4fL7Nzc1DSJgk4NatWypVDQ0NGekBAKB07m+O7eLlfNbKLcKtra3h4WEVNom2trZQKJRMJvOtv7293d3drcIdicmqmjaJ59rb283FODExUdUjAgA8zM3Nsb20yaf7ajSVSs3Pz3d1dRkD2CXMWl9fL6WLSNYZHR1VGw4ODlZj+gYJ44aGhtQdSYn5fvzjH9+8eVMNBVteXrb9cAAAHbiwOa4SbfLpphqNxWJjY2PNzc0qQmptbZ2ampKAptz9LC4uNjY2yh46Ojqi0ahdyVP3BNWem5qaZmZmjJhvaWlJ9ZxJFuw6HABAH65qjqvKy/l02y1CCVMkJOrv75cARSUpEAisrq5aGdUUj8clulJBj+zceiKXl5fb2tqM5O3u7masEAwG5V/t7e37+/vWDwcA0IobmuPDoU0+Ha3R//iP//jCF77wzDPPGF1Wk5OTdnUCJRIJiYTUnkdHRyu+XSixmt/vV/uR+Ekiv3yHUyGdRIoWUg0A0BEBltc4WKOpVOrMmTNGaLWyslKNH+ItLS2po0j0U+7dRomZxsbG1HCrpqam2dnZwimU/av7m9UeYg8A8BgCLK9xsEYnJydVdHXs2LGNjY3qHWhnZ0cNmZcgqfRx6IuLi2puCAmwgsFgidNrra6uyvoNDQ2HM1UEAMAbCLC8wA1jsOLxuBpxtbCwcAiHSyaTxq8Lx8fHC3dExWKxnp4etfL58+fLHSY/PT2t+uQYjAUAKBEBltc4UqMS36gJq/r7+w9zfs6lpSX1G0CJn3LeLtzb2xsZGTHfEyww7VYBfX19sgf5y+yjAIBSEGA5oGhXk5UeKUdqdGJiQo7b3Ny8s7NzyIfe2tpSN/4kfjIPV5dIaGFhwZghYnh4OPt3gqWTbdWumH0UAFAKAizHFA6wyt2Vg7cI1SglOe7a2tohH1pJJBJDQ0Mq71NTUxJabW5uGvOa9vX12TIgLBqNqt6ycDhsfW8AAG8jwHKMjQGWXdtWQKIZ1YEUDAYP87jZZmZmjOdGm3/JaOMhFhYWVFdZBXOlAgC0QoDlmMIB1unTp+vr61988cXbt2/btdtqULNxdnR0VOMhNuUyOpnEa6+9Vo0kqYm4XJJfAIBrEWA5ppSif/DgwaVLl955553sbQuoTnpzWFxcPHIw64F7nifz5ptvqkKo0o08iavOnz9/5ODBiNXYPwDAGwiwHFNi0T958uTkyZO279a67e3tpqYmOdzY2NjhHLEUyWRybW2tqrNw7e7uqowz+ygAIB8CLMfUdICVSqXUzFJdXV2VTXxQ08LhsOq6y/eYHQCA5giwHJNd9MaS4eHheDwuL/7whz+8/vrr169fL7qrQ75FODMzIwdqbGx0z83BQzY+Pq5mprAy+wMAwKsIsByQLx4yXofD4c7OTnn7wgsvvPPOO2V1ER1CjUrwp+6Rzc/PV/tYbqaeGK1nHx4AoDACLK+pdo2mUik1xdTAwIDm05rv7++rKSqmpqacTgsAwF0IsLzgMG8RqltjPp+vxIcle9v6+nrdgUgk4nRaAAAuQoDlNVWt0c3NTTWZJ4O7DaFQSA1HO/zHBAEAXIsAy2uqV6PGE51HR0erdIgapWYfZTAWAMBAgOU11atRiatk5+3t7YQRGaRA1Lg0Zh8FACgEWF5wCGOwlpeX6+rqGhoaotFoNfZf64xpV+fm5pxOCwDAeQRYXlONGt3b21PRw8zMjO0794ylpSU14H1zc9PptAAAHEaA5TXVqNHh4WHZbW9vr+bzMhQ1NTUlBdXQ0DAwMMDToAFAZwRYXlDVW4QLCwvMy1C6L3/5y6oW1tbWnE4LAMAxBFheY2+NxmIxdXNwaWnJxt162Ouvv64CrH/6p39yOi0AAMcQYHmNvTXa29srOwwEAjbu09uSyeSPf/zjo0eP8ihoANAZAZYXVOkWoRpR1Nrays3Bck1OTnJfFQB0RoDlNXbV6MbGhpq0XV7YskOtGJOyBgIBfhkAABoiwPIaW2p0f3+/vb2dSdutYGYsANAZAZYX2H6LcGBgQN0clEjL+t60ZczOysxYAKAbAiyvsVijkUjk8uXLTDRgl5GRESnJjo4OQlUA0AoBltdYrNFjx46p6Gp6etquJOnMeEzh0NCQ02kBABweAiyvsVKjy8vLzzzzjAqwGJptl1gs1tjYKEW6uLjodFoAAIeEAMsLrI/BSiQSg4ODavOWlhZCAXup2fCbmpri8bjTaQEAHAYCLK+poEbD4XBra6ts2NjYODs7m0wmq5EwzannOXZ1ddE1CAA6IMDymrJqdH9/3+i46u7upn+leiRsVVHs2NiY02kBAFQdAZYXVHaLMBwONzc3q46rUChEz0q1RaNRNXfrysqK02kBAFQXAZbXlFKje3t76o6V6OnpicVih5AwiJmZGSnzM2fO7O7uOp0WAEAVEWA5oMSupsePH6ubSuXuvPAKy8vLdFw5yO/3S+H39fVR8gDgYQRYjila9G+//fadO3dKqaESbxGqjit1l6q3t3dra6vsRMOy3d1dn8/HTGMA4G0EWI4pXPQPHjw4e/ZsKpWyqwfLGHElAdbs7CzdJw5aWVmpO8CDtAHAqwiwHFO46K9cufLBBx8UXa2U3e7t7Q0NDRkdV4y4coPp6Wmpjra2Nqkdp9MCALAfAZZjChT9/fv3L1y4UGC1IwWZ11xZWTlz5owsbGhoYMSVe0hFSLAr9TI4OOh0WgAA9iPAckyBou/s7Pzkk0+KrlZ4t3t7e8YcV9KWM8eV22xvb6tH6MzOzjqdFgCAzQiwHFOg6At3ShXdrbTc5jmuZmZm6LhyJzUYq6Ghgfu2AOAxBFiOyS76fHcDy92tgY4r9xsdHZWa6ujoSCQSTqcFAGAbAiwH5OudqjjAyu7xOnbsGCOuaoLUUXd3t1RZMBh0Oi0AANsQYHmN1Ojp06eXlpacTghKFY/Hm5qapOKWl5edTgsAwB4EWF6jT416yfz8vBowt7Oz43RaAAA20Kc59nI+Kx4RD/dQT4fs7u5OJpNOpwUAYJU+zbE2+dSmRj0mkUi0t7dL9U1MTDidFgCAVfo0x9rkU5sa9Z5oNNrQ0FBXV7e2tuZ0WgAAlujTHHs5n9wi9Ixbt26pSvze977HvUIAqF36NMfa5FObGvWktbU1I1Cuq6vr7++fmZnZ3t52Ol0AgPLo0xxrk09tatSTdnZ2vvKVr0glqokbDD6fLxgMLi0tMR8pANQEfZpjL+eTW4SeFIvFZmdnBwYG1CMLlYaGhv7+/vn5ebq1AMDN9GmOtcmnNjWqj1Qqtba2NjExcf78eXMk3dHRMTk5GYlEmLIfANxGn+ZYm3xqU6N62t7enpubCwQC5m6tpqYm1a0Vj8ej0ejU1JSs43RKAUBr+jTHXs4ntwg1lEwmVbdWR0eHufZPnjypXjDXAwA4SJ/mWJt8alOjMKhurf7+fnO31j//8z87nS4A0Jc+zbE2+dSmRpEtmUzOz8+3tLSoGKunp2dra8vpRAGAjvRpjrXJpzY1igLC4XBra6uaTGtycpJR8ABwyPRpjr2cT8ZgIVsikRgeHpYAS/3ecH193ekUAYBG9GmOtcmnNjWKUkSj0ba2NhV5Dw0N7e3tOZ0iANCCPs2xNvnUpkZRolQqFQqFVFeWz+cLh8NOpwgAvE+f5tjL+eQWIYqKxWK9vb3qDOnv72cieACoKn2aY23yqU2NogLz8/NqKoempiZ57XRyAMCz9GmOq5LP4eHhU6dOSSGePn362rVr1ThEufSpUVRme3vb7/errqzu7u5oNOp0igDAg/Rpju3P5xtvvPHaa68lEon0wS+2rly58oMf/MD2o5SCW4Qo1/LycnNz85GDp0dPT08zjwMA2Euf5tj+fNbX13/++efGW3l9/Phx249SLn1qFBbJt4JgMKiC8vb29tXVVadTBADeoU9zbH8+JZxKJpPGWwmwTpw4YftRyqVPjcIWGxsbakpSMTo6qnpkAQAW6dMc25/P119/va+v78mTJ/Ja/l68eHFoaKikpBS7l3fv3r3e3l4J4E6dOnX16tU//vGPJe6QW4SogHxPmJmZaWhoUPM4SJg1NTXFzwwBwAp9muOq5DMYDJ48efLo0aMSCV2/fr28BOUv+ldfffWjjz5KpVJPnz4NhULf+ta3bNktUEA0GjXmcRDf/e53nU4RANQwfZpj1+Wz9KIva2iXPjWKahgbG1MBVkNDQywWczo5AFCr9GmOXZfPUor+6dOnP/3pTy9fvmzvboEC/v3f//3s2bPqQdELCwtOJwcAapI+zbH9+Xz48OFzzz0nJXj0f9XX15eRoGJFrzoS5BDxeDznv/IpOydAlomJCXU6TU5OOp0WAKg9+jTH9uezubn5vffee/r0aWWbl9iDNTMzc+HCBXt3C5RiYWFBTfvu9/v39/edTg4A1BJ9mmP78yllV3F0lS6n6O3tGANKF41G1Xyk7e3tDMkCgNLp0xzbn8/Tp0+b58EqV3bRG0uuX7/+2WefpQ9mf7h58+Yrr7xSdFfcIkSV7O3t9fX1yXnV2NjIZKQAUCJ9mmP78xkKhYaHhyt4xki+eMh4HQ6HOzs75e2zzz577dq1R48elbXzctMDFCYnuZrzva6ubnJykufqAEBR+jTH9uTzaEFl3curEn1qFIdsfn5eTUba39/PhO8AUJg+zbGX88ktQhyOjY0NNSTr/PnzW1tbTicHANxLn+bY/nwePXrU9n1ap0+NwhG7u7tdXV1ymjU1NTEkCwDy0ac5tj+fp06d+vzzz23frUX61Cickkwmh4aGVHdpKBRyOjkA4Eb6NMf25/POnTvDw8N/+tOfbN9zubhFiMM3PT1dV1cn55tcBQzJAoAM+jTHVblFyCB36Gx9ff3MmTNqSNbu7q7TyQEAF9GnOdYmn9rUKNxge3u7vb1dzrrm5maJt5xODgC4hT7NsTb51KZG4RKpVMrv96vb07Ozs04nBwBcQZ/m2Mv5ZAwWHDc1NaWGZI2NjVl5wgEAeIM+zbE2+dSmRuE2y8vLTU1N6qE6gUDA6eQAgJP0aY61yac2NQoXikajqh9LXLp0iVFZALSlT3Ps5XxyixDuoaYhNXR3dzMfKQAN6dMca5NPbWoU7rS/v7+2tva73/0uFAq1tbWpMEuirsXFRZ4SDUAf+jTH2uRTmxqF+0lEtbCwcP78eRVm+Xy+6elpicCcThcAVJ0+zbGX88ktQrjc0tJSb2+vOj8bGxvHxsa2t7edThQAVJE+zbE2+dSmRlFzNjc3A4GAGgUvf4PB4NbWltOJAoCq0Kc51iaf2tQoalQ8Hh8ZGVETOoj+/v7V1VWGZwHwGH2aYy/nk1uEqDn7+/tTU1NGmNXW1jY7O8tDowF4hj7NsTb51KZG4QHJZHJpackYBX/mzJlbt25FIpG1tTWmgwdQ0/RpjrXJpzY1Ci+RoMrv9xuTlIorV64QYwGoXfo0x17OJ7cI4Q3RaPTb3/62cSY3NjYODAyEQqFYLMYgLQC1RZ/mWJt8alOj8KS9vb2//du//eoB89eGtra2sbGxSCTCNFoAaoI+zbE2+dSmRuF58Xh8fn4+EAgYY+FVt1ZfX18oFGImLQBupk9z7KJ8Fr2Xd+/evYsXLx4/fvzUqVPXrl179OhRWTu3I42AiyQSidXV1fHx8fb29oxurdHR0eXlZUZrAXAbfZpj1+WzQNFfvnxZmpOnT59Ks/HWW29JsFV0V4zBgibi8fjs7Kzf729sbDTO+YaGhoGBgZmZGbq1ALiEPs2x6/JZYtFLmFVfX2/7boFal0qlIpHI5ORkRrfWn//5n//VX/3VjRs31tbWdnZ2nE4mAE3p0xy7Lp8lFr00IUV7sCrYLeAlsVhsfn7e7/c3NDRkdOg2NTW1tbXJvyYmJmZmZuSCisfjzGgKoNr0aY5dl89Sin5ra+ull156+PBh9rYFVCe9QA1IJpPPP/+8uhC6urrMo+MzSNTV29sbDAZDodDi4mI0GmUgFwAb6dMcuy6fRYv+/v37586d+/TTT+3dLeBta2trU1NTS0tL6u3u7q58UZG3t27dGh0d7enpaW1tNc9oatbY2PiXf/mXx44dk9dXr14Nh8Oyt3g8vre352ymANQcfZpj1+WzcNHLJ3tLS4t8q7Z3twDSBx1dcnGtrq6GQqGRkZFAINDe3p4v6jJiL4nMuru7ZeXh4WEJ1xYWFlZWVtbX1zNGeklIJ2EZw+0BzenTHLsun9lFbyy5e/euz+eLxWKl74pbhIB1e3t7cvXV19fLddTT09Pf39/R0VHgPqNZc3OzbDIwMKB+3nj69GkVZjEHPaAnfZpjF+UzXzxkvM7+7C5r5zYnF0A6vbOzs7GxsbS0NDMzMzk5GQwG/X5/b29vgRuORtdXW1tbIBAYHR2dm5sLh8PxeJzxXoDn6dMca5NPbWoUcI+9vT0Jm9bW1iR+unLlyle/+tVvfOMb3d3dzc3N+QKvpqamnp6eoaGhqampxcXF9fV1RnoBXqJPc+zlfFbc3QWg2iRsUqPsQ6FQMBgcGBhoa2vL1+nV0NDQ2dkpK3R0dMzPz/PgRaB26dMca5NPbWoUqGkSeK2vry8uLk5NTQ0ODvb09OQc7CXB1sjIiKxW+qBMAG6gT3OsTT61qVHAe5LJ5I0bN1Rodfbs2Yx5U1tbWwOBwOzs7NbWFmPnAZfTpznWJp/a1CjgSRJjLS4uLiwsyIv9/f1IJDI1NTUwMHDmzJmMsfN+v396enptbY1gC3AhfZpjL+eTMViADiSWkogqEAj4fL6MYKunp0fisNXVVYnJEonE9vY2jwMCnKVPc6xNPrWpUUBn8Xh8dnZ2cHCwra0t4yvWF7/4RTV4i8kgAAfp0xxrk09tahSAsr+/v7S0FAwGOzo6zL9PbGpq8vv9c3Nzu7u7TqcR0I4+zbGX88ktQgCKBFt//dd/ffr0adWPZejq6pqYmIhEInRrAYdDn+ZYm3xqU6MACtve3p6Zmenv7zdPAGGMjt/a2nI6gYCX6dMca5NPbWoUQIkSiUQkEhkbG2ttbc2YZGt8fFz+xYymgO30aY69nE9uEQIoUSwWu3XrlvFQaqWurq6vr292dpbpTAG76NMca5NPbWoUgBXJZDIcDo+Pj2d0a50+ffpLX/pSS0vL9va202kEapg+zbE2+dSmRgHYJRqNzs3NDQwMmOeOl0hrYmIiHo87nTqgJunTHHs5n9wiBGCLRCLxD//wDxkfKefPn5fwa2dnx+nUAbVEn+ZYm3xqU6MAqmT7wOrqaiAQMIZq1dXV+f3+paUl5ogHSqFPc6xNPrWpUQCHIJVKLS4udnV1GR1aTU1No6OjkUiEZyACBejTHGuTT21qFMBh2t3dnZ6eNj+Zp6OjY2Jigh8eAhnUI9v1aY69nE/GYAE4NNFodHx8/MyZM8ZnTk9PTygUYjIteIZ8bVhYWNjc3Cy6ZiqV2tnZ2d7e3traWjuwtLQUCAS0ao61yac2NQrAWRsbG8PDw8YPD9Uc8dK6OP40Hgn1pMFzPBmoXV/+8pfllD527FgwGBw+0N/f39vbK98l2traWltbzV8wCnA6H4dEm3xqU6MA3EA9alraHqNRqaurO378+N/8zd8sHFhdXZWv9RKNqbHzdo2RT6VSu7u7ap+bm5tyiEgksri4ePfu3ZMnT6ofPxJjoQJy0pYSPBlnu8/nk5Cro6Oj98Dg4GAgEOjs7NSnOfZyPvUMmQG4ikRas7Ozf/EXf1Fiy5TdLA0PDweDwUuXLql26+///u9V50FfX5+s0N3d3XrAPAd9YQ0NDX6/f2ZmhjkmUIq9vT3j7l59fb2civPz8+p7goTvEsSvr6/H43GJ6WXNonvTpznWJp/a1CgAF0okEs3NzfJBJJGQxfCoMKPnQHR1dckh+vv7h4aGrl69+rWvfU2Oou7yGGS1sbGxcDh8CD9+5B5lLZIoSp26cvKEQiHr54k+zbGL8mlc8BbXybehhaQBgFUSY5VyKzB7aLC0cPPz80YP1r/+679avMkoh5idnfX7/eYZ6qX5lFBsbm6uGs8C2tvbk4yoe5SBQMD2/aMaJCA2Oq56enrsenqBPs2x6/JZStGXWD0ZX+wsJw0APCWVSkmUNjExYZ5mQrS3t09OTkYikXJ/AplMJiV6W19flwBO9jA4ONjR0ZEx8PmZZ56RfzEvq8stLy/7fL4jBzeUbem4MujTHLsunzYGWBY3AQB9bG1tSVTU29ub3a01Pz+/u7ubsb60uLFYTJph2Wp0dLSvr09iKfO2ZrKf8+fPP/vssxJdqSUSdcluHckpCpOoWiJjo+PK9h5NfZpj1+WTAAsAHJRIJFZWViRmyujWev7550+cOPFnf/Zn3/3udwv8Gt/n83V1dQ0PD09OTs7NzW1ubu7s7Jj7P9bW1qTZVitL1LW+vu5gZpFhaWlJdVxJTCzVV42Refo0x67Lp5UAK98Fr9idUgDwuFgsJq1sX19fzjH40hIPDAwEg8Hp6WmJySSWKv3G38LCghHADQ4OVmPgF8oidTc0NKRqRGq8eo8i0Kc5dl0+6cECALdJJpNqlH19fb0aCG+9b0P2OTU11dTUdORg8D4Dsxy0tLRk708FC9CnOXZdPgmwAMCdJK7KHoxlkexweHhYAiwGZjlib29Pyt8YcWXXTwUL0Kc5dl0+s4u+lCX5dsUtQgBwv1gsxsCswxcOh1XHVUNDQ5VGXGXTpzl2UT7zxUMZryuLmfSpUQCoUZFIhIFZh2Nvby8YDKqOw/7+/kPouDLo0xxrk09tahQAalcqlZqamlJj6hmYZTv1eMr333/fGHE1Pz9/OB1XBn2aY23yqU2NAkCt29/fDwaDqiuLgVl2WV1dPXr0qHELqL+/35GHUerTHHs5n4zBAoDatbm52d3dbQzM+vjjj0t8nDCySSz17W9/WxVmfX394XdcGfRpjrXJpzY1CgBeYjyzRfniF79YvSmaPCkej4+OjhozmT3//PO/+tWvHEyPPs2xNvnUpkYBwGMSicTExIQakS2+853vRKNRpxNVA3Z2dgYHB41yCwQCbohN9WmOvZxPbhECgGf88Ic//NKXvmSMIurt7Q2Hw04nyqUyeq38fr8bQitFn+ZYm3xqU6MA4GH7+/tTU1PGwxA7OjpCoZAsdDpdbiGBlDFxqxgaGnJPaKXo0xxrk09tahQAPC+ZTM7NzRmTZjU1NU1PT2s+/l31WjU0NBgTibkttFL0aY69nE9uEQKAt4XDYeOXhhJbjIyMHOacmS6xvb0dDAZVaFVXVyev3VwI+jTH2uRTmxoFAN2sr6/7/X7j63Rvb28kEnFqGoLDJKHV2NiYcUNwYGDA/cP/9WmOtcmnNjUKAHqKx+NGR46aOmt5eTmZTNq1/52dnYWFhbW1Nbt2aIX5hqD7e63M9GmOvZxPbhECgG729vYmJyeNUfDyYmpqysoo+N3d3Wg0GolEvva1r8kOjx49+p//+Z+OjPeKxWIS4S0tLY2MjNRWr5WZPs2xNvnUpkYBAMlkcn5+vr293RgFL2GWhErZayYSie3t7Y2NjeXl5dnZWQnOgsGgRC3nz5/3+XxGHJOtsbFR1gkEAuPj43NzcxKBxePxatyXlGBOQqi1tbUXXnjBOLokbHh4uFZ6rcz0aY61yac2NQoAMITD4Z6eHiMoOXPmzBtvvDE4ONjb29vW1mbMFFWAbCKBmqz/ne98p6Wl5Rvf+EZnZ6dEbDlXlkO0trb29/ePjo7OzMzI0be2tgrfppT/Spy0vr4uK0uENzExIZGTivBkV8YdT7Pvfe97EhQeVhHaTJ/mWJt8alOjAIAMEr5IeJQvJPL5fF1dXX6/PxgMTk5OSpQjsc7GxobEPQVio/39/c3NzeXl5enp6ZGREQmqjGkjsjU3N7/88svPPvvsqVOn/u7v/k7iJ4nYJG7LGT/li/AuXLggsd34+HhNj9/Xpzn2cj4zzlGnkwMAcIwETKotePHFFxcWFiKRyNbWlu1DqST0icViKysroVBobGxMAqmiUZSK8Lq7u2VlCdQkXJPkyR6i0ej29raNg/RdQp/mWJt8alOjAICcJGqR2CXnSKxqk1BJQq4vfOEL0hi9+uqr4XB4bW1NQjHvxU9F6dMca5NPbWoUAOBOEttJpFXTN/is06c59nI+uUUIAICr6NMca5NPbWoUAADX0qc51iaf2tQoAACupU9z7OV8cosQAABX0ac51iaf2tQoAACupU9zrE0+talRAABcS5/mWJt8AgAAF3A6IjgkuuQznRU1F37r+PqOJ6DmEux4Akiw5xNAgj2fABJ8+AnwMF3ymXb6rKq5y6DmEux4Akiw5xNAgj2fABJMgGUjXfKZdvqsqrnLoOYS7HgCSLDnE0CCPZ8AEkyAZSNd8pl2+qyqucug5hLseAJIsOcTQII9nwASTIBlI13ymdapUquEArSIArSOMrSIArSIArROnzLUJZ9pnSq1SihAiyhA6yhDiyhAiyhA6/QpQ13ymdapUquEArSIArSOMrSIArSIArROnzLUJZ9pnSq1SihAiyhA6yhDiyhAiyhA6/QpQ13ymdapUquEArSIArSOMrSIArSIArROnzLUJZ8AAACHhgALAADAZgRYAAAANiPAAgAAsBkBFgAAgM0IsAAAAGxGgAUAAGCzGg6wJicnTx64efNmKcvt2tYzKi6Ee/fuXbx48fjx46dOnbp27dqjR49K39ZLLJ5Fjx8/bm1tzZgSRqsCTOfP75H/VcG2WpVhxQXIVaxYOQPTXMUHcua3wAlWdNsCy2tLrQZYP//5z1955ZX/OdDb2ytvCy+3a1vPsFIIly9fXl1dffr0aTKZfOutt+QqKn1bz7B+Fr399tt37twxfzRrVYDpEvJboHnjKk5bK0Cu4rS1AlS4ivPlN98JVsq2ninDWg2wpPQ//vhj9Vpe9PT0FF6eNl0qFWzrPVYK0Eyun/r6+qLbeo/FAnzw4MHZs2dTqZR5oVYFmC4hv9mnHFexmZUCNOMqTldUgFzF6dLyaz7B0jpdxbUaYJ04cULqTL2WF/K28PK0qVIr2NZ7rBSgWSQSMb6aUIAFlqf/bwFeuXLlgw8+yFioVQGmS8hvgeaNqzhtrQDNuIrTFRUgV3G6tPyaT7C0TldxrQZYGee9ER3nW27Xtp5hSyFsbW299NJLDx8+rGDbWmelAO/fv3/hwoXs9bUqwHQJ+S1wg4arOG2tAA1cxYayCpCrWCma34wTrJRtPVOGtRpgWYl8PR81l8J6Icjny7lz5z799NOi+/QkKwXY2dn5ySefqNd891WvS+w/KLqtVmVopQAVruKKC5CrWCmc3+wTrJRtPVOGtRpgZdyjlbeFl9u1rWdYLIRwONzS0hKNRkvZpydZKcAjWUrf1kuK5rdA88ZVnLZWgGmuYmsFyFWsFMhvzhOslG09U4a1GmCpXxk8evQo568PspenTZdKBdt6j5UCvHv3rs/ni8ViJe7Tk6wUoFn27480KcB0CfktMAKGqzhtrQC5itPWCjDfQq0KMJ0/v/lOsLROV3GtBlji5s2bOefJyLfcfA2Uu60nVVyA+b66FdjWk6ycgfkWalWA6YJllfME4yrOUHEBchUrVs7AfAu1KsB0nvwWOMH0uYprOMACAABwJwIsAAAAmxFgAQAA2IwACwAAwGa1GmBV8KRSiw+VtPhMUIubAwCAGlKr7Xq5Tyq1+FBJi88Etf5IUQAAUEO80K6X8qRSiw+VrOCZoDZuDgAAaosX2vVSnlRqcUp+i4+ksP5ECwAAUENqvl0v8Uml5S7PUHS1whGSxc0BAEBtqe12vfQnlZa7PGPsebldUBY3BwAANa2G2/WynlRq8aGSFh+qanFzAABQW2q1XS/3SaUWHypZwTNBbdwcAADUllpt1yt4UqnFh0qW+0xQezcHAAA1hBYdAADAZgRYAAAANiPAAgAAsBkBFgAAgM0IsAAAAGxGgAUAAGAzAiwAAACbEWABAADYjAALAADAZgRYAAAANiPAAgAAsBkBFgAAgM0IsAAAAGxGgAUAAGAzAiwAAACbEWABAADYjAALAADAZgRYAAAANiPAAgAAsBkBFgAAgM0IsAAAAGxGgAUAAGAzAiwAAACbEWABAADYjAALAADAZgRYAAAANvt/HkNbUUpb5GYAAAAASUVORK5CYII=)
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