Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-03-20020720_134100_20020720_182600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/20 |
Start Time | | 2002/07/20 13:41 |
End Time | | 2002/07/20 18:24 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -31.01 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.30 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-03-20020720_134100_20020720_182600-constBx0 |
Minimum Dst Value | | -23 |
SW Source | | DSCOVR-realtime |
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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIEZlYiAyNiAwMTowMjo1OCBFU1QgMjAxOYmCjI0AAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMTgtMDQtMjAwMjA3MjBfMTgyNzAwXzIwMDIwNzIwXzIzMTIwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNy0yMFQxODoyNzowMC4wMDBaIiwgIm1heCI6IjIwMDItMDctMjBUMjM6MTA6MDAuMDAwWiIsICJsZWZ0Ijo5MSwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjEzNjAzMzk5OTUsICJtYXgiOjAuMTcwMjY2MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdffbudZgAAAAEZ0FNQQAAr8g3BYrpAAAlnklEQVR4nO3dfXBU1f34cUzQxNDmu4upESQKpljtQKoZdYwbnwGfik/t2CiCoLW0KiNtyYONYGkrtp3CiKMmNsWOMz5g7CijJXYcq+1IrQzWsU2N4gMSQ0tMVETUkAjJ70zu/O7c7r337Nnk5uwun/frj8zdu3fPPZ/zuXc/Zzd3d8cNAQAAIFLjMt0BAACAAw0TLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiEmZYI0bJyVSAIjQWDx5vvjii9OnT0/Z8ljsOlO1gBokkJSUhx3cHPQAoDEWT5LV1dWPP/54RnbNBCtCB2RQEZIyOum+VNq4ceMZZ5xRUFAwadKka665pru727ulw7v9O++8881vfjM2TC2om4F7GRwcrKurU9vE4/GGhgZ103tvb29vWVmZpqtPP/30OeecU1hYqHp13XXXffDBB/pmw9an2864/1VcXDyydsKkNaRhOw3rZLqDI2fkwxpJ9+CPanCsSeq/G9RBBx1UWlpaU1PT1dWlefgI+r9z584bbrhh6tSpBx98sHrU+eefrwY5sDNJK9XC17/+de8u1PLxxx/v3cC96/XXX7/88ssnTpx4yCGHnHTSSY899piz/uOPP1b9nD59+qGHHqr2fskllzz77LMp++zvzIg38FNH8t69e0e/6xEY6zlBWBZGtt9Ieht2hka+I0NypmVi4kzzOeLss89WL7B27dr1ySefrFy5Uh2d+u2rqqoaGxt3DbvlllvUzcC9NDc3V1ZWbhumFlpaWrz3qqfgVatWabo6e/bstra2PXv2vP/++4sXL77ooov0zYatT7cdrzVr1ixbtmz07fgZDmnYTsM6me7gBDogRz6skXQP/qgGxxr/BMtZ2L9//3/+858f//jH1dXVmoen2/8dO3YcffTRqtmOjo7PP/9clbennnrqvPPOC+xM0kq1oIr0k08+6d71xBNPqDX+Cdabb76pZoe/+c1vOjs71dzlpZde+ta3vuXcpfZ1/fXXqw36+/t7enoeffTRM888U9/nwM6MeIMRPyTnJliaLGRwgmXynMkEayzkfJzqIL755ptLh6kF91WRSqEqSFOmTFGvSp2bv/rVrw4//HD1wuLGG29UTzTuZkP/+z6BfxfquCwqKkpambSl2kBVI2d59+7d/u0dapagDnRnWS0kEgn3LvXkW15e3tfXZ3jwqd1NmDBB36xmd2m141LjNm3aNFUwRtlOoBEMqXenYZ0czeAEOvBGfihkJIfMDv50O2PYyS+++GL58uVHHXVULBZTFctZqTnfm5qa1DxGvUw/9dRT29vbnfXPPvvsiSeeqFaqu5yZkP9kTwrn448/PvTQQ9XC97///fvvv99dv27dOrVG3//Akbn22mvVK4SwEUs5wWptbfXuQkX32GOP+Tt/1VVX/eIXvwjchQpHBRXWAe9ONU+SQyGDr3/yTPch/uftwLSGHQZeW7duVZMbFUtxcfFll13W29trEo5+p+oAUA2q7dVABcaryULY8ebeNDlW1WuAn//851OnTo3H44sWLfr0008Dx00j8EwPPCm8DaYczLCO+c9i/75Mivjpp5/+yCOPuB1W89dJkyaZHNWZlfMTLJW8WbNmdQ1Tr7xXrFjhrFe5ueSSS9TrUfem2mzHMLXw05/+1F2ftJBEHSh33HGHf8qftP23v/1ttWuVb/W6/9Zbb1U3A1tTR6d7aKqXkuqYc++68MILH3roIU1PkmzYsOGss87SN6vZXVrtuNRpr06eEfdHbwRD6t1pWCdHMziBDryRHwoZScODP93OGHZSFSrV1Ntvv/3RRx8tXbrUWak53y+99NJ3331X9XnlypXujEQ9C//hD39QT9nqGfm6664L7L+3SOzcubO+vt55g0fNMM4444xHH31ULa9fv14tDwwM6PsfODKqD6o+hY1YygmW6tX06dP/9re/qZvPP/+8WlZr/E9cqjiFXZlwwQUXXHHFFZs2bfr888/DujFk8CSpGfywNtN9iP95OzCtYc16VVRUPPfccypk9Rxy0003ffe73zUPJ3Cn6llIjeR/hs2ZMycwBE0WUk6wTI7V1atXn3vuudu2bVMnxdVXX/2jH/0ocNw0As/0wF55G0w5mGEdCzyLk/ZlUsT/9Kc/HX/88erId+5S4/PLX/4yZbAZl/MTrGOOOea1115zltVLjfLycmdZ5Wb79u3uZuqmu9m///1v72ZJC17OLFu9pHvrrbf8d3lvOv8FcLZXC2EHel5envMcraiF/Px8Z/mZZ5455ZRTnCstTCZYr7zyyrRp09xn7bBmw9an245DHdzHHntsR0fHiPujl+6QJu00rJMjHpxAB+TIB46k+cGfbmcMO/nVr37VffPApTnf1dzIWf7ss8+ct6CUsrKyu+6667333tP0f9z/Ui/B1VOEc1d3d7eKqKGhQf11r0VLd5DHjx/vndn43yrwPyTp3vvuu+/iiy8eGv5n329/+1v/Bs5e+vr6Ajuwe/duVcO+8Y1vFBYWqgFctmxZ4Ev/lE+SmsEPiz3dh/iftwPTGtZsGDUCU6ZMMQ8nbKevv/66s6weGBiCJgspJ1gmx+pxxx33xhtvOMvqgFRPjO5m3nELE3imh/UqrMHAwQzrWOBZnLQvwyJ+8sknO+9BvPnmm6oDKjXaWLNCzk+w1FOGe0CrBXXTWVa58V4Zqm6GbZa0kEQdTLfddtvpp5+etD5pezUBv+WWW9wLhtRNdzPvk2nYa9+ZM2e+8MIL/paTHu5Qr2KPOuqozZs3u2tG9laBeTsO9SJ+7ty5/iFKt50whkMattOwTkb4DtYBOfJhIzlkfPCn25mw9UlHu/fUdmnO98Ae/uMf/7j00ksPO+yw6dOnu//XC9vY6U9jY6P3sjP1elpt4P6PUtP/MEcccYS/pLk7Pfjgg5P+w6XiUnM472Zqg0mTJj388MPqr/tftqR2NO+duNRTopo5XXPNNWFX4ejH1nDwvdJ9iP95O+lefbNeW7ZsUXlU02XnoHLnwemG493ezVTYtRyjeQfL5FhVsz3viwHvcZI0biaFI7AbgQ2mHMywjgWexUn7MiziGzZs+NrXvrZv374rr7xSzUQDo8g2OT/BMnyF5H1xphb8m2n+da3KTOA/rb031eE1mmuwxvmEdUbV2smTJ7/88ssmzWouFkmrHccJJ5ywadOm0fRHz3xIA3ca1smorsE6IEdeM5IOk4M/3c4YdlKVmbTewdL0UD1N//GPf1QTHedm0smetLE66tw3LV599VX1Wvnxxx8/8sgj3Xfy0h1kNaFpaGhIWunu9Pjjj3/ppZe8d/3973+fOnVq0mZ33HHH+PHj3X+L+Kv1VVddtWrVKn1PHOoVy5e//GX/+pRPkmGDr3nyHME7WCY3Td7BUisfeOCBDz/8UJVk9dc/YukeSybvYGmy4J2oue++7Ny5M61jVc0w3n33XU3jYVKe6fqTIuVghnUs8CxO2pdhItTIzJw5s7a2Vp0d7gWCWS7nJ1jq5ab771s1xb711lud9f6TZM6cOc7lBWrBfynAV77yFe+/YObPn69uDgwMvPfeezfddFPKy1DUc67atfN2y09+8pOw59ympqaUnz/SnCqrV69WL0Hckzxls2Hr021naPij+6eddtoo+6NnOKRhOw3rZLqDE+iAHPmwRtI9+KManCS33377WWed9c4773iv3jA/352Fmpoa9dytno5V0VIFxlmZdLJ7H/vBBx8sX7781FNPHRq+BE09of/1r39Vy08++eSJJ57o/KdP0//Ak3f79u1q1+6nCFU4Tz31lLvlPffco/byl7/8Zfew559/fsaMGb/+9a81DQ4FTbDefPNNVZXXrFmjRmbv3r2bN292P7925plnPvroo93d3Sqnqs+LFy++4IILAtvUP0mGDX7SeHoZ5itsAMNuhjXrpUbjiSeeUEOhDiE1FP4RS/dYUtu712Cdd955gSFosuBur57KVq5cqY4ulYuLL744rWP1zjvvVH1Wa9Rm//rXv77zne/ox9Ohec50aU6KIYPBDOtY4FmctC/zg0RNE9XK3/3ud96VKSeXGZS9PTPU19e3ZMkS5wMIasF9p9F/kjgfkInH4z/4wQ+8n1NwFtQhGIvF3Jutra0VFRWHHHJIWVmZej5Sc3ZvU/63mtR5df755//fMHUSvv3224G9VXNwNQF3vtupvr4+8Bt0NIeL/42uPXv2aJoNW59uO0PDXwy4YcOGUfbHMC79kIbtNKyT6Q6OnJEPayTdgz+qwUmiZgNqYj1lyhR1zqqK5aw0P9+dhUceeUS9ti4sLFTTo+eee85ZmXSye3s+ceJEVfOcg23BggXOBU8O1Qfncwaa/o8LOXk7OzuvvfZaVTXHjx9/2GGHXXbZZS+++KI7Gr///e9POukk51BXCw888EDKBsf5KtzQ8CeRVcuqVyp3J598svsNTH/+85/VejWMahymTZt24403enPqbVP/JBk2+Enj6WWYr7B4w26GNeulXpmo1B988MFqbnHXXXf5RyzdY0lt8L3vfU8Njhqin/3sZ6rlwBDCsuC2097ermbwzqcF77333rSO1f3796tYjjvuuIKCAjUvd58ZwsbTvTfwDPXynxRpDWZYxwLP4qR9mR8kajCnT5/+xRdfJEWniT2zsrdnAABrsrlQZZt//vOfaqqa6V5k2L59+9QLBpt7nDt37sMPP2xzj6PEGQUAYIKV2tKlS3fu3Ll9+/Zzzz33hz/8Yaa7k2FbtmxxPy041vbv33/ffffNnDnT/aaGnMAZBUv8b1Nn4RN6TnQyXQdkUIgcR0VKd95555QpUw4//PDrr78+J74mYEx96Utfuvfee+3sSx2cU6dOVVM6O7uLCmcUAABAxJhgAQAARIwJFgAAQMSYYAEAAEQswxOswcHBurq6WCwWj8cbGhrCvhEn8MrcpIt2i4uL02oTAABgjGR4gtXc3Gz+xdOaD7msWbNm2bJlI2gTAAAgchmeYKX1q15hE6z+/v5p06bt2LFjBG36dwEAAMaOeVHOaRmOM63fpQ/LSktLi/MTFiNo03AXAABg9OTU2QzHmZeXNzAw4Cyrhfz8fM3GgVnZv3//scce6/3lyJRtMrMGACAj5NTZnH8Ha/369XPnzh1xmya7AAAAkZBTZ3P+GqwTTjhh06ZNI27TZBcAACAScupshuNsamoK+8SfPwf+NRs3bjzttNPM20xJTuIBALBPTp3N/Pdg1dbWxobV19d7v7PKm4Owy6Sqq6s3bNhg3mZKchIPAIB9cuqslDg1uMgdAAA75NRZKXEakpN4AADsk1NnpcRpSE7iAQCwT06dlRKnITmJBwDAPjl1VkqchuQkHgAA++TUWSlxGpKTeAAA7JNTZ6XEqcGnCAEAsENOnZUSpyE5iQcAwD45dVZKnIbkJB4AAPvk1FkpcRqSk3gAAOyTU2elxGlITuIBALBPTp2VEqcGF7kDAGCHnDorJU5DchIPAIB9cuqslDgNyUk8AAD2yamzUuI0JCfxAADYJ6fOSonTkJzEAwBgn5w6KyVODS5yBwDADjl1VkqchuQkHgAA++TU2QzHOTg4WFdXF4vF4vF4Q0ODuhm4WdjbS6+++uqcOXMmTJgwefLkdevWJW08gnek5CQeAAD75NTZDMfZ3NxcWVm5bZhaaGlp0WyclJWtW7eWlZU9+OCDH330UWdn55VXXhm4WVrkJB4AAPvk1NkMx1lVVdXW1uYsq4VEIqHZOCkrakZ19913p9wsLXISDwCAfXLqbIbjLC4u7u3tdZZ7enpisZhm46SslJaWLl++fNKkSRMnTlywYMGuXbvczUpKSoqKimbMmLF27dp9+/aZ90dO4gEAsE9Onc1wnHl5eQMDA86yWsjPz9dsnJQVtfHVV1/9/rCampqFCxd67927d++WLVsSicTSpUv97WhEERYAAAggp87m8DtY6rHqIc6ymmOVlJT4H9LZ2alvU78LAAAQITl1NoevwaqurlbzKme5u7s7cILV1dVVWlpq3h85iQcAwD45dTbDcTY1NYV9itCfg6Q169atmzdvnvsvwkWLFjnr1XJ7e3t/f39HR8esWbOWLFli3h85iQcAwD45dTbz34NVW1sbG1ZfX+/9HixvDsIuk1qxYkVJSUk8Hp8/f757kXtra2tFRUVBQUF5eXljY2NfX595f+QkHgAA++TUWSlxanCROwAAdsips1LiNCQn8QAA2CenzkqJ05CcxAMAYJ+cOislTkNyEg8AgH1y6qyUOA3JSTwAAPbJqbNS4tTgIncAAOyQU2elxGlITuIBALBPTp2VEqchOYkHAMA+OXVWSpyG5CQeAAD75NRZKXEakpN4AADsk1NnpcRpSE7iAQCwT06dlRKnBp8iBADADjl1VkqchuQkHgAA++TUWSlxGpKTeAAA7JNTZ6XEaUhO4gEAsE9OnZUSpyE5iQcAwD45dVZKnBpc5A4AgB1y6myG4xwcHKyrq4vFYvF4vKGhQd0M3Cxs9vPqq6/OmTNnwoQJkydPXrduXVpthu1oZIEAAICU5NTZDMfZ3NxcWVm5bZhaaGlp0WyclJWtW7eWlZU9+OCDH330UWdn55VXXjmCNvW7AAAAEZJTZzMcZ1VVVVtbm7OsFhKJhGbjpKyoGdXdd989yjb1uwAAABGSU2czHGdxcXFvb6+z3NPTE4vFNBsnZaW0tHT58uWTJk2aOHHiggULdu3aNYI29bsAAAARklNnMxxnXl7ewMCAs6wW8vPzNRsnZUVtfPXVV78/rKamZuHChYZtjtOKJjAAAOAjp87m8DtY6rHqIc6ymmOVlJSMoE39LgAAQITk1Nkcvgarurpazauc5e7ubneCxTVYAABkJzl1NsNxNjU1hX3iz5+DpDXr1q2bN2+e+y/CRYsWpWwzJTmJBwDAPjl1NvPfg1VbWxsbVl9f7/3OKm8Owi6TWrFiRUlJSTwenz9/vnuRu6bNlOQkHgAA++TUWSlxGpKTeAAA7JNTZ6XEqcGnCAEAsENOnZUSpyE5iQcAwD45dVZKnIbkJB4AAPvk1FkpcRqSk3gAAOyTU2elxGlITuIBALBPTp2VEqcGF7kDAGCHnDorJU5DchIPAIB9cuqslDgNyUk8AAD2yamzUuI0JCfxAADYJ6fOSonTkJzEAwBgn5w6KyVODS5yBwDADjl1VkqchuQkHgAA++TUWSlxGpKTeAAA7JNTZ6XEaUhO4gEAsE9OnZUSpyE5iQcAwD45dVZKnIbkJB4AAPvk1FkpcWrwKUIAAOyQU2czHOfg4GBdXV0sFovH4w0NDepm4GaBs5+widFoJkxyEg8AgH1y6myG42xubq6srNw2TC20tLRoNvZPsEw2S4ucxAMAYJ+cOpvhOKuqqtra2pxltZBIJDQbM8ECACCnyamzGY6zuLi4t7fXWe7p6YnFYpqN/ROskpKSoqKiGTNmrF27dt++ffr1JuQkHgAA++TU2QzHmZeXNzAw4Cyrhfz8fM3GgVnZu3fvli1bEonE0qVLTdYP+S7S4iJ3AADskFNnI4uzr6/v1ltvLS8vLywsVH9XrFihpjgpHzWad7C8Ojs7Ax8btn4EuwAAAKMkp85GFueSJUvOOeec9vZ2NdNSf88+++ybb7455aNGcw2WV1dXV2lpqfn6EewCAACMkpw6G1mcah6jZjPuTcOZTVNTU9inCP05SFpTU1OjZnL9/f0dHR2zZs1SMzz9ehNyEg8AgH1y6myGJ1iDg4O1tbWxYfX19d7vwUr51Vatra0VFRUFBQXl5eWNjY19fX369SbkJB4AAPvk1Nko/0U4a9as1157TU1o1F+1bPIvwmzARe4AANghp85GeZF7Y2PjMcccU1hYqP4uX77c5CL3bCMn8QAA2CenzkqJ05CcxAMAYJ+cOislTkNyEg8AgH1y6mxkcba3tycSiUMPPTSnr2fKxT4DAJAr5NTZyOI89dRTV65c+dlnn0XVYEbISTwAAPbJqbORxVlYWPjpp59G1ZpNfIoQAAA75NTZyOI8+uij33333ahayxQ5iQcAwD45dTayOO+9995LL710586dUTWYEXISDwCAfXLq7KjiHJdKVL20Jhf7DABArpBTZ6XEaUhO4gEAsE9OnY0szoMOOiiqpizL9XfdAADIFXLqbGRxHnnkkf/973+jai1T5CQeAAD75NTZyOJcs2bN5Zdfvn379sHBwajatE9O4gEAsE9OnY0sTi5yBwAAenLqrJQ4DclJPAAA9smps1Li1Mj1d90AAMgVcuqslDgNyUk8AAD2yamzGY5zcHCwrq4uFovF4/GGhoawC+QD314Ke+fJsM2wHY0sEAAAkJKcOpvhOJubmysrK7cNUwstLS2ajf0TrNG3qd8FAACIkJw6m+E4q6qq2tranGW1kEgkNBsbTrDSalO/CwAAECE5dTbDcRYXF/f29jrLPT09sVhMs7F/glVSUlJUVDRjxoy1a9fu27dvBG3qdwEAACIkp85mOM68vLyBgQFnWS3k5+drNg7Myt69e7ds2ZJIJJYuXWrY5gH2A9UAAOQKOXU2h9/B8urs7HQfyztYAABkJzl1NoevwfLq6uoqLS0dQZvmuwAAAKMkp85mOM6mpqawT/z5c5C0pqampr29vb+/v6OjY9asWUuWLEnZZkpyEg8AgH1y6mzmvwertrY2Nqy+vt77nVXeHAReJtXa2lpRUVFQUFBeXt7Y2NjX15eyzZTkJB4AAPvk1FkpcWpwkTsAAHbIqbNS4jQkJ/EAANgnp85KidOQnMQDAGCfnDorJU5DchIPAIB9cuqslDgNyUk8AAD2yamzUuI0JCfxAADYJ6fOSolTg08RAgBgh5w6KyVOQ3ISDwCAfXLqrJQ4DclJPAAA9smps1LiNCQn8QAA2CenzkqJ05CcxAMAYJ+cOislTg0ucgcAwA45dVZKnIbkJB4AAPvk1FkpcRqSk3gAAOyTU2elxGlITuIBALBPTp2VEqchOYkHAMA+OXVWSpwaXOQOAIAdcuqslDgNyUk8AAD2yamzGY5zcHCwrq4uFovF4/GGhgZ1M3AzzdtLvb29ZWVl3rtG846UnMQDAGCfnDqb4Tibm5srKyu3DVMLLS0tmo0Ds3LDDTesWrUqaYI14v7ISTwAAPbJqbMZjrOqqqqtrc1ZVguJREKzsT8rHR0d5eXlfX19TLAAAMh+cupshuMsLi7u7e11lnt6emKxmGZjf1YuvPDChx56KOkutVxSUlJUVDRjxoy1a9fu27fPvD9yEg8AgH1y6myG48zLyxsYGHCW1UJ+fr5m46SsPPPMM6eccopz2ZY/YXv37t2yZUsikVi6dKm/HY3RhgQAAELIqbM5/A7WzJkzX3jhhcC7XJ2dnfo29bsAAAARklNnc/gaLJM3n7q6ukpLS837IyfxAADYJ6fOZjjOpqamsE8R+nOgyYr3rpqamvb29v7+/o6OjlmzZi1ZssS8P3ISDwCAfXLqbOa/B6u2tjY2rL6+3vs9WGl9tZV3ZWtra0VFRUFBQXl5eWNjY19fn3l/5CQeAAD75NRZKXFqcJE7AAB2yKmzUuI0JCfxAADYJ6fOSonTkJzEAwBgn5w6KyVOQ3ISDwCAfXLqrJQ4DclJPAAA9smps1Li1OAidwAA7JBTZ6XEaUhO4gEAsE9OnZUSpyE5iQcAwD45dVZKnIbkJB4AAPvk1FkpcRqSk3gAAOyTU2elxGlITuIBALBPTp2VEqcGnyIEAMAOOXVWSpyG5CQeAAD75NRZKXEakpN4AADsk1NnpcRpSE7iAQCwT06dlRKnITmJBwDAPjl1VkqcGlzkDgCAHXLqbIbjHBwcrKuri8Vi8Xi8oaFB3QzcTDP76e3tLSsr895l2GbYjtINAQAAGJJTZzMcZ3Nzc2Vl5bZhaqGlpUWzcWBWbrjhhlWrVnnvSqtNk10AAIBIyKmzGY6zqqqqra3NWVYLiURCs7E/Kx0dHeXl5X19fd670moz5S4AAEBU5NTZDMdZXFzc29vrLPf09MRiMc3G/qxceOGFDz30UNJdabWZchcAACAqcupshuPMy8sbGBhwltVCfn6+ZuOkrDzzzDOnnHKKc4mV966UbY7TGn1QAAAgkJw6m8PvYM2cOfOFF17w38U7WAAAZCc5dTaHr8EKe/OJa7AAAMhOcupshuNsamoK+8SfPwearHjv0rSZkpzEAwBgn5w6m/nvwaqtrY0Nq6+v935nlTcHKS+TSvoerLA2U5KTeAAA7JNTZ6XEaUhO4gEAsE9OnZUSpwafIgQAwA45dVZKnIbkJB4AAPvk1FkpcRqSk3gAAOyTU2elxGlITuIBALBPTp2VEqchOYkHAMA+OXVWSpwaXOQOAIAdcuqslDgNyUk8AAD2yamzUuI0JCfxAADYJ6fOSonTkJzEAwBgn5w6KyVOQ3ISDwCAfXLqrJQ4NbjIHQAAO+TUWSlxGpKTeAAA7JNTZ6XEaUhO4gEAsE9OnZUSpyE5iQcAwD45dVZKnIbkJB4AAPvk1FkpcRqSk3gAAOyTU2elxKkxDgAA2JLpsm+JlDhHw87RYGEvBJJVu7CzFwLJtr0QSFbtws5eCEQmBis1zo1s28uBsQs7eyGQbNsLgWTVLuzshUBkYrBS49zItr0cGLuwsxcCyba9EEhW7cLOXghEJgYrNc6NbNvLgbELO3shkGzbC4Fk1S7s7IVAZGKwBOHcyDZkJNuQkaxCOrINGUkLgyUI50a2ISPZhoxkFdKRbchIWhgsQTg3sg0ZyTZkJKuQjmxDRtLCYAnCuZFtyEi2ISNZhXRkGzKSFgZLEM6NbENGsg0ZySqkI9uQkbQwWAAAABFjggUAABAxJlgAAAARY4IFAAAQMSZYAAAAEWOCBQAAEDEmWAAAABFjgpXDxv1/3pW7du1asGDBxIkTS0pKbrvttsAHDg4O1tXVxWKxeDze0NCgburXw8TTTz99zjnnFBYWTpo06brrrvvggw+c9SajSkbGQlhGhkLOHS8yErmwdGjS5CIdYyFs5Ddu3HjGGWcUFBSo9ddcc013d7f/sWTEBBOsnJdUJBYuXFhTU9M97Iorrrj//vv9D2lubq6srNw2TC20tLTo18PE7Nmz29ra9uzZ8/777y9evPiiiy5y1puMKhkZC2EZcWkmWGQkcmHpSJmmIdIxNsJG/uyzz3788cfVa/VPPvlk5cqVahLmfywZMcEEK+clFYnDDjtMnS3OsppjVVdX+7esqqpS55WzrBYSiYR+PdKlnpgmTJjgLGtGlYxY482Iyz/BIiN2BKbDv550WBOWETX9Kioqcm+SkbQwwcp5/glWT0+Ps6xmWrFYzL9lcXFxb2+vs6w2drcJW490bdiw4ayzznKWNaNKRqzxZsSlmWCRkTEVmA7/etJhTWBGPv300zvuuMP7niIZSQsTrJyXVCTmz58/b96894ddddVV48eP9z8kLy9vYGDAWVYL+fn5+vVIyyuvvDJt2rStW7c6N01GlYyMqaSMuDT/IiQjYycsHWHrh0jHGAsceecixcMPP/ytt97yP4SMmGCClfOSisSHH36o5lXxeLy0tPT2228/4ogj/A/hxcfYef7554866qjNmze7a0xGlYyMHX9GXJoJFhkZI2Hp0KRpiHSMJc3I7969+7bbbjv99NP9d5ERE0ywcp6mSNxzzz1qsuVfz7/Px8j69esnT5788ssve1eajCoZGSOBGXFpzh0yMhbC0qFP0xDpGDMpR17NsQKvzSIjJphg5bykIjFv3ryurq5du3Y98sgjZWVlb7zxhn/LpqamwA96hK2HidWrV6sXgq+//nrSes2okpExFZYRl+YaLDISubB0aNJEOsZU2MjPnz+/o6NjYGDgvffeu+mmmwKvwSIjJphg5bBx/8tZuW7dOvWKpKioaPbs2a+88krS9s7C4OBgbW1tbFh9fb33K0wC18PEOJ89e/YMaUeVjIypsIz47/I+xFkgI5ELS4c+Tc4C6RgLYSPf2tpaUVFxyCGHqJfoixcv/vDDD70PcRbIiAkmWAAAABFjggUAABAxJlgAAAARY4IFAAAQMSZYuSrdnxYOW2/yS6uahyddI1lcXBxJbwEAyGlMsHJVuj8tHLbe5JdWNQ/3WrNmzbJlyyLpLQAAOY0J1oHA5KeFTb7/Lez3Pk0e3t/fP23atB07dkTSWwAAchoTrAOByU8Lm/yCQdgvsJo8vKWlZdGiRVH1FgCAnMYEK+cZ/rRwyt/g1PzSasqH79+//9hjj+3o6IiqtwAA5DQmWLnN/KeF9e8V+dtJ+pJr/cPXr18/d+5c7xr/d2Sn1VsAAHIaE6wcltZPC2uudkr5e5/6hysnnHDCpk2bIuwtAAA5jQlWrkr3p4XD1qf8QVz9w5WNGzeedtpp0fYWAICcxgQrV6X708Jh6zW/tOql+QnP6urqDRs2RNtbAAByGhMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiBgTLAAAgIgxwQIAAIgYEywAAICIMcECAACIGBMsAACAiDHBAgAAiNj/A82fnyZQWu6uAAAAAElFTkSuQmCC)
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