Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit285-12-20020504_195200_20020505_003100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/04 |
Start Time | | 2002/05/04 19:52 |
End Time | | 2002/05/05 00:29 |
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 | | -19.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 192.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit285-12-20020504_195200_20020505_003100-constBx0 |
Minimum Dst Value | | -3 |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzozNjo1MCBFU1QgMjAxONH1LbkAAAHOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyODUtMTItMjAwMjA1MDRfMTk1MjAwXzIwMDIwNTA1XzAwMzEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItNCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNS0wNFQxOTo1MjowMC4wMDBaIiwgIm1heCI6IjIwMDItMDUtMDVUMDA6Mjk6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjM1OTk2NDQ5OTUsICJtYXgiOjEuNDQyOTI1NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfUhlVOkAAAAEZ0FNQQAAr8g3BYrpAAA1/klEQVR4nO3df3wU9Z34cUgChBDjRiIEBAwCB7SRozyihQcRo0YblFPUtI0VECUenMKZawOEEgWuiLk+1KY8UOIRr7SHJVAOczYi+uCa6yN3pjaeaS+VFEGjxl6Q2EZd21iiyff9zef7mO/e7s5kNzu7M7uf1/OPPGYn8+Pz+bxn5vOe2dmZEQMAAACw1QinCwAAAJBoSLAAAABsRoIFAABgMxIsAAAAm5FgAQAA2IwECwAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABsRoIFAABgMxIsAAAAm5FgAQAA2IwECwAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABsRoIFAABgMxIsAAAAm5FgAQAA2IwECwAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABsRoIFAABgMxIsAAAAm5FgAQAA2IwECwAAwGaJmWCNGJGY9QKAqIrGwfPll1+eNWvWkEuOxqqd6gvogzCgW4LFRg8AFqJxkMzPzz969KgjqybBslFCViqqErO9wj1VeuGFF6699trU1NRJkyatWbPmgw8+UOPffPPNZcuWeQbJgHw0ZvdlvaLAacxW58dssv7+/k2bNkmRMjMzKyoq5KP1+HCXY1Y7s+mV7u7uqVOnhrIHBm2Tnp6eVatWXXTRRVlZWdu2bQuc2G8Wuxonrls+9O1wGIV//vnnlyxZMmbMGCn8XXfddfbs2cCgRLL8mPErp1H4kSNHTpw4saSkpLOz02L2YZS/q6vrvvvuy8nJGTVqlMxVVFQkjRm0MH4jZeALX/iC7ypkeO7cub4TGP9qb2+/7bbbZJcZPXp0Xl7eT37yEzX+ww8/lHLOmjVr7NixsvZbbrnlxIkTQ5Y5sDDDniBQRkbGp59+GvmqhyHaOYFZFIa3XhtLa31AjmWqpHNalpg1D/cYcf311x87dszr9b7//vtr16696aab1PhFixZt3bq1Z9CWLVvkY4jLH97q/JhNVlNTs2DBgrcGycC+ffusx4e7HLPamU2vSI+ya9eu0FvGb8rVq1dLV3d20Ne+9rV/+qd/si6MXY0T1YVHu+XD2g7DLfw111xz9OhR2fI//vjjHTt2SKbot0C/tdvS8tEQmGCpgc8///x3v/vdt771rfz8fIvZwy3/e++9d+mll8piT548+ac//Umy6p/+9Kdf+cpXghbGb6QMSCf93HPPGf969tlnZUxggvXGG29Idvjoo4++8847krv84he/uP3229W/ZF333nuvTPDnP//53Llzhw4duvrqq63LHLQww55g2LPEXYJlEQXHEyzrAzIJVmzEWc1lI37ggQcmDpIB46xIQvj4449PmTJFzkrVx3/4h3+YMGGCnFjcf//9cqAxJhv43+f9gauQ7mTcuHFqOC0tTT6q4Y8++kg++i4ndBbT+67Ogu9kkudJt62GZWDx4sXW48NdjllpLZYvfcmMGTN6e3uHnWCNHz9eshA1LDmW0eeFskC7GieqC49Gy4e1HUZSeMkRjY3f4Lf2CFu+r6/vwQcfnDZtmsfjkR5LjbTY3/fu3St5TGpq6sKFC9va2tT4EydOfOlLX5KR8i+VCQXu7H7F/vDDD8eOHSsD69atM9J68fTTT8sY6/IHbf977rlHTsaC1tFsFt+yHT582HcVUruf/OQngYX/xje+sXPnzqCrkOpIpcwK4LtSi4PkgEnjWx88w50l8LgdNKxmm4GvU6dOSXIjdcnIyLj11lu7u7tDqY71SmUDkAXK9NJQQetrEQWz7c34GMq2KucA3/nOd3JycjIzM+++++5PPvkkaLsFsj4gB90pfBc4ZGOaFSxwLw5cVyid+FVXXXXw4EGjwJK/Tpo0KZSt2m3iLMGS4BUWFnYOkjPshx56SI2X2Nxyyy1yPmp8lMneGyQD27dvN8b7DQSqr68vKChQw8XFxbIKiaucx1dWVspHY/asrCzpcnJzc7///e9/9tln1sUOcXUWfCeTjd7Y4uUMVTZl6/HhLsesdhbLv/HGG5955hnrmvoJTLBkmWpYMq0hCxNupUJpnKDc3PJhbYfDLrwcPR955JHA66x+EYyw5aWjkvY5c+bMH/7wh7KyMjXSYn9fvnx5R0eHlG3Hjh1GRiJH4SNHjsghW47Ia9asCVpO306iq6tr8+bN6gKPZBhLliw5dOiQDNfV1cnw+fPnrcsfdGuXMkj/FLSOZrP4HpekVLNmzfrP//xP+djY2CjDMibwwCWdk3HHgp+lS5d+7Wtf+4//+I8//elPZsUYCOEgadH4ZssMd5bA43bQsJot1te8efN+9rOfSZXlcL1+/frS0tLQqxN0pXLAl5b83aAbbrghaBUsojBkghXKtvrYY49dd911b731luwUK1as+OY3vxm03QINeUAOLJXvAodsTLOCBd2L/dYVSid+/PjxuXPnypav/iXtU1VVZVZZN4uzBOuyyy57/fXX1bCcakiSroYlNm+//bYxmXw0JvvNb37jO5nfgJ/XXntt+vTpxvFRXe1X2bcM+G3Qsm+0tLTIDmlsSWZCXJ0Zv8mSkpLUoV/IQHJysvX4cJdjVjuz6V966aUrr7xS3Tgy7ARr5cqVd9555/uD5LwwJSXFujDhVmrIxgnK5S0/ZOP4Gl7h1cY/YcKE06dP+y3QL4IRtvzMmTONiwcGi/1dciM1/Mc//lFdghJTp07dvXv3u+++a1HOEf+bnILLIUL96+zZsxKmiooK+WvccxbuliObrm9mE3ipIHAWv/8+9dRTN99888Dgl33/+I//GDiBWktvb2/QAnz00UfSh/3lX/5lamqqNGB5eXnQU/8hD5IWjW9W93BnCTxuBw2r2WLNSAtMmTIl9OqYrbS9vV0Ny4xBq2ARhSETrFC21Tlz5vz2t79Vw7JBSh9kTObbbn5COSAHlspsgUEb06xgQfdiv3WF2IlfccUVKkd84403pAASGrP6ulmcJVhyyDA2aBmQj2pYYuN7Z6h8NJvMb8CXnC9OmzbtlVdeMcZIor1lyxbjHiz5GDiXnH/4XlHwPZj6lieU1QWdPXCy4V0qCH05ZrUzm/7yyy9vamqyqGlQflP+/ve/l7xKejs5KXz44Yezs7OtCxNupYZxBcv9LW82fVDDbhk5wm7btu2qq67yGx/hFSy/rd131zZY7O9BS/Jf//Vfy5cvHz9+/KxZs4zv9cwmVuXZunWr7+1lcj4tExjfUVqU34xsuoGnTMZKR40a5fcNl9RLcjjfyWSCSZMm/fjHP5a/xrdsfsuxuHZikEOiZE533XVX0Ls8hzxIhtj4vsKdJfC47fdf68X6knMMiaMcQNRGZeTB4VbHd3ojUmbftUVyBSuUbVWyPd+TAd/txK/dfHelUA7IgaXyXeCQjWlWsKB7sd+6QuzE6+vrZ8+e/dlnn91xxx2SiQathfvFWYIV4hmS78mZDAROFvjVdV1d3eTJk1999VXfkbIZBb0Hy1dnZ6fsZtbFDtzKg64uUNDJhnGzS1jLMaudxZ1AfqwrZcxl9q8nnnhCki3rwoRbqXDvwYqLljebPqhIWkY2/sA7Bf0iGGHLSzcT1hUsi5LIYbqhocHI0f12dr+JZQc3Llr86le/knPlo0ePXnLJJcYVu3C3HEloKioq/EYaK507d+4vfvEL3381Nzfn5OT4TfbII4+kpKQYX4sE9tayg+zatcu6JIqcHF5wwQWB44c8SJo1vtl9PxazhN7NB/0YyhUsGfnDH/5QztOkS5a/gS0W7rYUyhUsiyj4JmrG1Zeurq6wtlXJMDo6OiwWbrbqIQ/I1jvFkI1pVrCge7HfukIMhLSMZIobN26UvcO4QTDuxFmCJaebxte3kmJXVlaq8YE7yQ033KBuL5CBwFsBLr744pMnTxrTP/bYY9OmTTN2J4McW2UV6grWt7/9bePYWlJSIluGRF0WIuXZsGGDdbH9ime2Oj9mk+3duzfoz5rMxoe7HLPamU1vUVMLflPeeeedElNp54MHD06dOtW4/mxWGLsaJ6h4afmwtsNwC79y5UpZ7Pnz5999993169cPeQ9WhC3/8MMPFxQUvPnmm753b4S+vxsNIsduaRDptCSvVSP9dnbfeT/44IMHH3xw4cKFA4O3mskB/ec//7kMP/fcc1/60pfUN30W5Q+6tb/99tuyauNXhFKdn/70p8aUcvIga/n3f//3jwY1Njbm5uZ+97vftVjgQLAE64033pBe+fHHH5eW+fTTT1955RXj92tXX331oUOHzp49K7GTMq9du3bp0qVBl2l9kDRrfL/29BVivMwa0Oyj2WJ9SWs8++yz0hSyCUlTBLZYuNuSTG/cg/WVr3wlaBUsomBML73Gjh07ZOuSWNx8881hbavV1dVSZhkjk/33f//317/+dev2DGQ2pcVOMRBCY5oVLOhe7Leu0DcSOTuVkbW1taHUyJ3iqawDg1cUpRdRP0CQAeNKY+BOon4gk5mZ+Td/8ze+v1NQA9LzeTwe3+3Gj9frHRjcf4qKii4cJDvbmTNn1PSHDx+eN2/emDFjJPuWzcXsa/jAJVuvznpeYzJJ7SWvV0/n2rx5s+8Dh4KOD3c5ZrUzm96vzGZNYd0mTz/9tBxl0tLSrr/++tdee82Y2KwwdjVOKCV0bcuHvh0Oo/Bq4aNHj5Z8VzppOZG1jmCELS/ZgJzDTJkyRfZZ6bHUyND3dzUg2bmcW6empkp69LOf/UyNtNjZL7roIunz1H69atUqdcOTImW4++67rctvtrW/884799xzj2zPKSkp48ePv/XWW19++WWjNX7wgx/k5eWpo4oM/PCHPxxygSMCeriBwV+KyZKlVBKjK664wngC07/927/JeGlGaYfp06fff//9vrHzXab1QdKs8f3a01eI8TKrr9lHs8X6ev755yX0o0aNklOa3bt3B7ZYuNuSTPDXf/3X0jjSRH//938vSw5aBbMoGMuRUyDJ4NWvBZ988smwttXPP/9c6jJnzhzZxyUvr6+vt27PQGZTBu4Uvv8dsjHNChZ0L/ZbV+gbiTTmrFmz+vr6QqmRO8VTWQEAtoivjspZv/71ryVVdboUDvvss8/8fnsUbX/1V3/14x//OJZrtB37GABohwRrSGVlZV1dXW+//fZ11133d3/3d04Xx2EtLS3GrwWj7fPPP3/qqacuv/xy40kNcYp9DFER+O2YCw/ocVHIcCVkpWA7toohVVdXT5kyZcKECffee2+cPibARunp6U8++WRs1iUbZ05OjqR0sVld9LCPAQAA2IwECwAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABspkuCFfS36wAAIMaczghiRJt6ahNRAABcS5/uWJt6ahNRAABcS5/uWJt6ahNRAABcS5/u2EX1DPHb2e7u7qlTp4YbIX0iCgCAa+nTHbuunkM2/X333bdr1y4SLAAA4o4+3bHr6mnd9CdPnpwxY0Zvby8JFgAAcUef7th19bRu+htvvPGZZ54ZcrJwFwsAAHz1DbJ9sfp0x66rp0XTv/TSS1deeWV/f7/ZZDx4AwCAyHV2dk6ePDkzM/PEiRP2Llmf7th19bRo+ssvv7ypqWnIycJdLAAA8PW9733PuDxRUFBQW1vr9XptWbI+3bHr6mnR9JFclNInogAARKK9vX3ixInSb44bN27MmDGqw01NTS0pKWloaIjwe0N9umPX1TOw6c2+DYxwsQAAwE9TU5PH45FOMz8/3zto//79hYWFxqWNrKyssrKylpaW4S1fn+7YRfU0uzpFggUAQAw0NDSkp6dLj1lcXNzb2+v7r87OzqqqqtzcXKObnj179je+8Y3XX389rFXo0x1rU09tIgoAwDDU1dWlpKRId1laWmrxPWBra2tZWVl2drZKs5KSkvbu3Rv694b6dMfa1FObiAIAEK7q6mqVMJWXl4cyvWRUV199tXE1Ky8vz/gVmjV9umNt6qlNRAEACEtFRYXKkyTNCn2u7u7uPXv2VFVVTZkyRc2+YsWKzs5O67n06Y61qac2EQUAIER9fX3r1q2TLjIlJeXAgQPDW0hvb29lZWVqaqosJz09fefOnX73b/nSpzvWpp7aRBQAgFBIdlVcXKyyovr6+giX1tHRoZYmZs6cabZAfbpjbeqpTUQBABiS1+vNz89X2VWIt0+F4sSJE8YvDQsLC9vb2/2eUKpPd6xNPbWJKAAA1tauXZucnCw9Y3Z2tuRA9i68r69vz5496mFaI0eOTElJ2b17t/FffbpjbeqpTUQBADDT29tbVVVlPJz99OnTUVpRd3f3ypUrjRUZN3jp0x1rU09tIgoAQFANDQ0zZ85USc+4ceOeeOKJaK/x/vvvz8zMVGvMz89/9tln9emOtamnNhEFAMBPe3t7UVGRSnTmzJlz4sSJWK79wIEDxoNJ9emOtamnNhEFAMDQ09NTXl6uHtHu8Xiqq6sjfFvzsItx3XXXkWAlIH0iCgBIYL29vUM+zNNQW1urLh1JglVaWtrd3R3VslmTkkuqp093nMj1NHt7NAAA8UgyJI/Hk5yc/MADDzQ2Nra3t5vlTM3NzXl5ecbNTy0tLTEuqhl9umNt6qlNRAEAiaSvr0+ypaqqqqKiorS0tBHB5OTkSDolE6xevXrNmjUXXXSRGj9lypRhP589SvTpjrWppzYRBQDEO9+kKj093TeXmjRp0syZM2+++eaCggIZUI+bCmrt2rV+D/l0A326Y23qqU1EAQBxaseOHWPHjp0xY4ZfUjV//vyysrL6+vqenp7AuSQb6+jokISsoaFh//79q1atSktL+/KXv+zIzexD0qc71qae2kQUABCPurq6Ro8eHWJSFb/06Y61qac2EQUAxB3JrubMmSNdleRYa9asSbCkypc+3bE29dQmogCA+GJkV/JXhp0uTnTp0x1rU09tIgoAiCNaZVcDOnXH2tRTm4gCAOKFbtnVgE7dsTb11CaiAIC4oGF2NaBTd6xNPbWJKADA/fTMrgZ06o61qac2EQUAuJy22dWATt2xNvXUJqIAADfTObsa0Kk7dlE9h3wr8wsvvHDttdempqZOmjRpzZo1H3zwQVgLt6OMAAAMn+bZ1YBO3bHr6mnR9Ndff/2xY8e8Xu/777+/du3am266yZbFAgAQA6dOnZo9e7bO2dWATt2x6+oZYtN//PHH48aNs32xAABEQ0NDw8iRI6UzmjlzprbZ1YBO3bHr6hli09fX1xcUFNi+WAAAbOf1eidPnqxug/nnf/5np4vjJH26Y9fVM5Smf+2116ZPn37q1KnAeS1Ep7wAAFjp7e3Nz8+XbujCCy+89957+/r6nC6Rk/Tpjl1XzyGbvrGxcdq0aa+88oq9iwUAwHaSThUXF0sflJ2d3dHR4XRxnKdPd+y6elo3fV1d3eTJk1999VV7FwsAQDSUlpZKB+TxeNrb250uiyvo0x27rp6BTW+Meeyxx6ZNmza8bVSfiAIAXKK8vFx6n/T09KamJqfL4hb6dMcuqqfZLVPGcOBtVV6vN/SF219iAABMVFdXS9eTkpLS0NDgdFlcRJ/uWJt6ahNRAIDjDhw4oC4E1NXVOV0Wd9GnO9amntpEFADgrPr6+pSUFOl3qqurnS6L6+jTHWtTT20iCgBwUFNTU3p6unQ6FRUVTpfFjfTpjrWppzYRBQA4pb29XWVX69atc7osLqVPd6xNPbWJKADAEadPn87Ozpbupri4WPOniVrQpzvWpp7aRBQAEHv33HPP6NGjpa/Jz88nu7KgT3esTT21iSgAIMZ++9vfqt8Mejye0J8fpCd9umNt6qlNRAEAMaZehpOcnPyDH/zA6bK4nT7dsTb11CaiAIBYqqio4GU4odOnO9amntpEFAAQM7W1tepx7Y2NjU6XJT7o0x1rU09tIgoAiI0TJ06oB4ru37/f6bLEDX2640Sup9nLDQEAiJDxyKvKykqnyxJP9OmOtamnNhEFAERbV1dXTk6O9CwlJSVOlyXO6NMda1NPbSIKAIgqr9e7cOFC9cir3t5ep4sTZ/TpjrWppzYRBQBElXoow8yZM7u6upwuS/zRpzvWpp7aRBQAED08lCFC+nTH2tRTm4gCAKKEhzJETp/uWJt6ahNRAEA08FAGW+jTHWtTT20iCgCwHQ9lsIs+3bE29dQmogAAex04cGD06NE8lMEW+nTH2tRTm4gCAOzS09NTWVmZlJSkHlj93nvvOV2iuKdPd6xNPbWJKAAgcn19fdXV1VlZWSq1GjVq1O233+50oRKBPt2xNvXUJqIAgAjV1dXNnDlTpVYFBQXNzc1Olyhx6NMda1NPbSIKABi2xsbGvLw8lVrNmTOnvr7e6RIlGn26YxfVc8i3Mvf392/atMnj8WRmZlZUVMjHsBZuRxkBAImmr6+vt7e3ra1t2bJlqhvKzs6ura2V8U4XLQHp0x27rp4WTV9TU7NgwYK3BsnAvn37bFksAEBbnZ2dEyZMSE1NTU5OVo9o3759O28YjB59umPX1dOi6RctWnTs2DE1LAOLFy+2ZbEAAG1973vfU1etkpKS1q9fz+sFo02f7th19bRo+oyMjO7ubjV87tw5Oc+wZbEAAD21t7dPnDhRXbj65S9/6XRxtKBPd+y6elo0vZxenD9/Xg3LQHJycuC8FqJYaABAvGlqapK8SnqH/Px8r9frdHF0oU937Lp6cgULABBtDQ0N6tU3xcXF3HEVS/p0x66rJ/dgAQCiqq6uTr22ubS0lJ8Kxpg+3bHr6hnY9MaYvXv38itCAEAkqqur1X0j5eXlTpdFR/p0xy6qp9ktU8Zwf3//xo0bPYM2b97Mc7AAAGGpqKhQXYykWU6XRVP6dMfa1FObiAIAAvX19a1bt076gpSUlAMHDjhdHH3p0x1rU09tIgoA8CPZVXFxsXQE6enpvP3GWfp0x9rUU5uIAgB8eb3e/Px8lV01NTU5XRzd6dMd21/P3t7eysrKGTNmpKamyt+HHnro008/tX0t4dInogAAw8GDB7OystTrBdvb250uDjTqju2v54YNG6699tq2tjb17sxrrrnmgQcesH0t4dInogCAgcGz/aqqqpEjR8rxf+zYsadPn3a6RPi/9OmO7a/nxIkTOzs7jY8yLGNsX0u49IkoAKChoWHmzJnGz9JXrVrldInw/+jTHZNgAQASR3t7e1FRkcqr5syZ8+KLL7a1tTldKPx/+nTHUfmKsLCw8PXXX+/t7ZW/MsxXhACAaOvp6SkvL1ePaPd4PNXV1Tyl3YX06Y6jcpP71q1bL7vsstTUVPn74IMPcpM7ACCqamtrs7Oz1WOuSktLjRfXwm306Y61qac2EQUArTQ3N+fl5anvBPPz81taWpwuEazo0x1rU09tIgoAmnj55ZcvueQSlVpNmTKF57PHBX26Y/vr2dbWtnjx4rFjxwZ9saBT3FAGAIBdTpw4YXQ0a9eu9Xq9TpcIIdGnO7a/ngsXLtyxY8cf//hH25ccLrO3RwMA4ldfX5/xzuakpKTLLrust7fX6UIhVPp0x/bXMzU19ZNPPrF9sRHSJ6IAkMA6OjrUHVcpKSlVVVU9PT1Olwjh0ac7tr+el156qewAti82QvpEFAASVV1dXXp6uhzPc3JympubnS4OhkOf7tj+ej755JPLly/v6uqyfcmR0CeiAJB4vF7v6tWr1deCJSUlXLiKX/p0x/bUc8RQbFlLhCV0uggAgOFobW1V771JT0+vra11ujiIiD7dsTb11CaiAJBIqqur1cPZ58+f397e7nRxECl9umP76zly5Ejblxk5fSIKAInhRz/60dy5c9XXIGVlZfxUMDHo0x3bX89LLrnkf/7nf2xfbIT0iSgAJIDa2lqVWqWlpTU0NDhdHNhGn+7Y/no+/vjjt91229tvv93f32/7wodNn4gCQFzr6+vbvn27+lpQ7Ny50+kSwU76dMf215Ob3AEAw9PV1VVYWKgec1VWVvbiiy86XSLYTJ/uWJt6ahNRAIhTJ06cyM7OlsO1/JVhp4uDqNCnO9amntpEFADiju/XgoWFhW57kiJspE93rE09tYkoAMQX368FJc2SZMvpEiGK9OmO3VLP/v7+TZs2eTyezMzMioqKoDfIv/nmm8uWLfMMkgH5GPry9YkoAMQRvhbUjT7dsVvqWVNTs2DBgrcGycC+ffsCp1m0aNHWrVt7Bm3ZskU+hr58fSIKAHGBrwX1pE937JZ6SrZ07NgxNSwDixcvDpwmLS3t448/VsMfffSRfAx9+fpEFADcb9euXaNGjeJrQQ3p0x27pZ4ZGRnd3d1q+Ny5cx6PJ3Ca4uLihx566MMPP+zp6amsrJSPoS9fn4gCgMu1tbWp7CopKYmvBXWjT3fslnrKbnb+/Hk1LAPJycmB07z33nuXXnqperCWDPzud7/zm8DlL5wGADQ0NKSnp8sxecyYMdu2bXO6OIg1fbpjt9QzlCtYhYWFW7ZsMe7Bko+hL1+fiAKAa1VVVambrlasWMG7BfWkT3fslnqGcg/W2LFjuQcLAOJRX1/f6tWrefsN9OmO3VLPvXv3mv2K0AiGJGGVlZXqCta3v/3toEmYGVlIZ2enzYUGAISgq6srPz9fjsPp6en19fVOFwdOIsGKtf7+/o0bN6pnXG3evNn3OVhGMN54442ioqILBy1duvTMmTOhL18WkpyczN2UABBjbW1tOTk5chCeMmVKa2ur08WBw0iwEo1xq3tBQUFtba3X63W6RACQ+Ixb2hcuXMiTrjBAgpV41O6dmpqq0iwZKCkpkT2fh68AQJRwSzsCkWAlGhVRr9e7f/9+9dIrJSsrq6ysrKWlZWDwHkyniwkAiUAOtqtWreKWdgQiwUo0fhHt7OyUU6vc3Fwj07r44otHjx59zz33OFVCAEgMx48fV88RHTduHLe0ww8JVqIxi2hra2tZWZl61ahSXFzc2NgY29IBQILo6OiQ81V1ON29e7fTxYHrkGAlGuuI9vX1VVZWZmZmJiUlqeNCbm7unj17uBceAELX3t6uzlcvvPDCr3/969x3hUAkWIkmxIh2dXVt377duKCVnp6+fv36tra2aBcPAOJdU1OT+sFgQUEBZ6cwQ4KVaMKKaF9f35EjR+QY4ftwBxnDXfAAEJQcIVV2VVxczKESFkiwEs3wItrW1rZ+/Xp11BCjR4+WYeOVPgAAUVtbqx7HUFZWRnYFayRYiSaSiHq93j179syYMUOlWdOmTeMIAgBKVVUVj2NA6EiwEo0tES0sLFS/PS4uLo58aQAQ78rKyuSQmJKSUlNT43RZEB9IsBKNXRFtaWlR3xjKYcWWBQJAPOrr65NTTfVijCNHjjhdHMQNEqxEMOJ/s2uxTU1N6m4DrodDH7/5zW/Wr19/6NAhpwsCV/B6veqVGHLCKYdEp4uDeEKClWjsjaicrqkca8+ePTYuFnCb7u7u6urqvLw840SltLS0p6fH2VL98pe/LC8vf++995wthrZ2796dlZUlG0N2djZPsUG4SLASje0RrampUXcecG0ciae3t7eurm7ZsmXqREK988TIsTwez/bt2x1JsxoaGqRUqhhpaWm8dCHGZMPYunWrav+MjIzTp087XSLEHxKsRBONiKrfzkgPxFEeCUM25tLSUuPRJLJ5L1++XM4ipGeV5OZHP/qRfIx9mtXd3f3oo4/m5OSoVY8cOdLI9tavX88zLWNDNoCZM2caLS+ZltMlQlwiwUo0UYqo+gWN9EbNzc3RWD4QG2vXrr14kNF9Lly4cM+ePZLZBE7c2toaszSrpaVl9erVqampanWSY0mm9fLLL3/3u9/dtm2bGi8jOcmJqvb29qKiIhWCOXPmHDt2jGtXGDYSrEQTvYiWlJSoexHkGBSlVQBR9etf/9rIqyRZqaysDKX7jGqa1dvbu3//ft97v5YtW9bQ0OA3mex0kghyKSt6JKbl5eXqm2KJcnV1NU8BRIRIsBJN9CIqhxt1U8iUKVO6urqitBYgSmSjnTNnjmzAycnJjzzySLiz+6ZZGRkZN95446OPPtrY2CjjOzo6wipGW1ubzFhRUTFu3LjRo0erZWZlZUkHb7Eo2QFljVzKioba2lr1YlZJsEpLS4NezgTCRYKVaKIaUTlvzs/PVxfPOQYhjhjZlfyN5PTAN83y4/F4JO8pKCiQCVavXi1nIwsXLtywYYMMFxYWzp8/X85Mgs44d+7c/fv39/b2hlIALmXZq7m52bh8KAe3lpYWp0uExEGClWiiHdGenh7VUcnJd0lJSVTXFSLpYzgswoJd2ZXhy1/+srqOJelUbm6uWeYUVFZWlhRDZly6dOnFF198ww03hLt2v0tZ//Iv/9LZ2Rl5pXRz8ODB8ePHq6BIBA8cOOB0iZBoSLASTQwiKl2UdC3qwFRXVxft1Vk7c+bMxIkTpSQVFRXOlgTuZHt2NTD4W7/a2lq/tEZGnj59urGx8ciRI7t371YJ0Fe/+tX9+/cfP35czgHC+iZxSL6XspKSkg4fPmzjwhNba2urnBwav9AsLy/nQiCigQQr0cQmonK2p+4GTU9Pl/4jBmtUpItqaGiQ0/fVq1fn5eUZv7FX56DclAo/0ciuQtTT0xPtH6DJBn/33Xcbu0BBQYGkfeQKFuToIa2kmit5UFFRkdOFQsIiwUo0MYuoHMcly1GHKhmIxmFdesRt27ZlZWXNnj3bL50yZGdnL1iwYMyYMVzEgh8Hs6uYkRzrW9/61he/+EXj+Q4yUFJSIpkE5xsG9VPN3Nxc1UQej6e8vFw2CZoIUUWClWhiHFE5bKm8Rw5eEb5KQg6Cra2tssCysrLCwkL1horAdErOOGWCmpqa5uZm49fyjY2N6oqanMHbUS3EPR2yK19yhiP7jnprnnGzl+wpLS0tkkYcP35ch0YIJIeIqqoq9QtBdZ27urra8TcgQRMkWLHW39+/adMmOYXKzMysqKiQj0En+9WvfnXDDTeMGzdu8uTJTz/9dOjLj31EJa9Sp4bhfl3Y3d39hS98YcKECcuWLZMlGO8qMUgryXhZbH5+vm86FZSkViN43DwG6ZZd+ers7JSUwrhaI+RQI38vvPDCEydOhPtQiTglZ2t33nnnvHnzjBcfzZ8//8CBA1yyQiyRYMVaTU3NggUL3hokA/v27Quc5tSpU1OnTpXDwR/+8Id33nnnjjvuCH35jkQ03K8L5ShfWVlpnFYapFcoLi6W7qGhoWEYP4yShFWlZTwKVWc6Z1e+ZC8rKysL3MuMsxffh0qIoqIiycCcLnWkAo8tiVEvxCMSrFhbtGjRsWPH1LAMLF68OHAayaj27NkzvOU7GNEhvy5Uxz7fl3yNGjVqwoQJklG1tLSE+BwgC3J6qp5RxGO6tPWv//qvf/EXf0F2ZZCd4vDhwwsXLpQ8I5SHSkhqsmLFCtmX46v1Ao8tI0eOTE5OfuaZZ5wuGvRFghVrGRkZRt9/7tw5OY8MnGbixIkPPvjgpEmTLrroolWrVoV1x4CzEfX9uvDJJ59saGhQd1b5HfuysrJKS0vltNL2K/Zer3f+/PkjBn9RxdcButmwYYPawGbPnh1f+UHs+T5UYu/evWlpadJuF1xwgd8V5fLy8uPHj0d+8hMlFseWnkFOFxBaI8GKtaSkpPPnz6thGZBzrMBpZKScRL4/qKSkZPXq1X4TWJyAOh5R368LRww+jzQGeZUv6VnVFwSB7YYEZjyebeTIkWfOnHG6OHFG8i21Y7a3t1dXVxcVFfn+aDc1NfWaa65ZunTp1q1bnS7p/1VVVTVr1izfS3GxObYAYXG8O44Zt9QzlCtYMo38Sw1LjiXHjtCX75KI7t+/33iOX+yPfS0tLap7kANxbNYIZxn3XY0fP/7gwYNOFycR9Pb2qhcm+r6IWl2cXr58uSRhra2tMS5SLK+FA5FzSXccA26pZyj3YOXn50tepYbPnj0bjwmWeO655+SU16lf7tTX16tDsAzEfu2IJe5qjzY5JywvL1dXB32TLTk/9Eu2ZMD2/T0wr1JvyC4pKSGvgpu5pzuONrfUc+/evWa/IjSC8fTTT995553GV4R333136MvXJ6JDqqqqUifcvKkwgZFdxUxbW1tHR4c0cl1d3bp161Sz+yZbU6dOlYEvfvGLjY2NkTwPQlYx5L2bxBrup0937JZ69vf3b9y40TNo8+bNvs/B8g3GQw89JEeTzMzMlStXxtFN7m6j7gbLzs7mcJyQyK6cZZZs+SVevs+DWLJkSW5u7je/+c3tJm677bakpCTfp+LxPSDilD7dsTb11CaioZAjsnr12KWXXnro0CGniwM7kV25ioRg165dkjwVFhaG8jyIIcnpJXkV4po+3bE29dQmoiHq7u6eNGmSOmRv3LiRg3ViILuKF77Pg3jiiScyMjJSUlJKSkrMrmCVlZXNmzdv7dq17KqId/p0x9rUU5uIhq66uto4Lc7Ly2tqanK6RIgI2VX8krSJhwBDE/p0x9rUU5uIhuX48ePf+c53jO8sVqxYMYxX8cANyK4AxAV9umNt6qlNRIeht7e3srIyNTV1xOCvC3fu3OnaR1QjKLIrAPFCn+5Ym3pqE9Fh6+joKC4uVpeyZs6cyYOy4oLX612yZIl6MQDZFQD306c71qae2kQ0QidOnFCvTRSFhYXt7e1OlwjBqechqdcfiQkTJpBdAXA/fbpjbeqpTUQj19fXt2fPHo/HI42WnJw8ceLExx9/3OlC4f8JfM6kxOiCCy7gNwoA4oI+3bE29dQmonbp7u5et26degeI/K2treX34Q6yfn43oQEQL/TpjrWppzYRtdff/u3fJicn8ygHp9TX119xxRXqXSuBeZXTpQOAsOnTHWtTT20iajvpyOvq6niUQ+y1tbUZ2S15FYDEoE93rE09tYlolPAohxhraGiQdjZ+bUBeBSAx6NMdJ3I9/d7h5XRxEgGPcoiNqqoq9VrfO+644+c//7nTxQEA2+jTHWtTT20iGgOBj3Lg+opdpCVXr16t2nbnzp1OFwcAbKZPd6xNPbWJaGz4Psph5MiRY8aMOXLkiNOFintdXV35+fnqS1iuDgJISPp0x9rUU5uIxlJ3d/ftt9+uLreQE0Sora0tJydHWnLKlCmtra1OFwcAokKf7libemoT0dgrKSnJyMhQaVZxcTG/MRwG45b2hQsX8kB2AAlMn+5Ym3pqE1FHqG8MVYrg8XhqamqcLlE8MW5pX7FiBb/NBJDY9OmOtamnNhF1UGdn57Jly9SlrPz8fN5jOKRXX321pKSEW9oB6EOf7libemoTUccdOXJEvYE4NTV1+/bt/MAwKGmWzZs3q9Rq3Lhx3L4GQBP6dMfa1FObiLpBT09PaWmpyh7mzJnT3NzsdIncoqOjo6ampri4WP0AU3n22WedLhcAxIg+3bE29dQmou7R2Ngo2ZXKIYqKinbu3CljWltbJclwumgx5fV66+vr161b5/uqZjF9+vQrrriC+9UAaEWf7libemoTUVdRL9hJSkoaEcDj8eTk5BQUFCxfvnz16tW33Xbb3LlzH3744cT4DZ0kkSUlJbm5uXl5eeoGdqPWxcXFklTplmUCgKJPd6xNPbWJqAvdd9996nmkCxculJzDeG+0GclCZMp169ZVV1cfP37cSLkkXfN6vc7WJSjJlhoaGh599FHJFCWjMt4hqEiClZ+fv3379ubmZu5IA6A5fbpjbeqpTURdSBKjmpqapqYm35Hd3d2nT59ubGw8cuRIbW3tvHnzJEY5OTlZWVlBU64FCxakpaWNHTv2qaeeknmjVFRJ5o4ePVpcXLx8+fLt5srLy5ctW/bVr341MJ1SJk6cKEWV1GrLli3uTAoBwBH6dMduqWd/f/+mTZukH83MzKyoqJCPZlNK5zp16tRwI6RPROOXkYhIiCXx2rNnz/r16wsKCoKmXNnZ2ZLiSKJTV1fX1tYW+pUhmdJ4FKpkfq2trfv37y8rKyssLAy6olBIYYqKimQhkkc2Nzf39PSoFakBAIBBn+7YLfWUnmnBggVvDZKBffv2mU1533337dq1iwRLK5Jyvfjii/n5+bNmzQp60Sg1NXX+/Pm33HLLvHnzrC8+TZgwQaaXbSw3N9f37ijjUpnxHmvZ0swWctlll6m8ykinAACh0Kc7dks9Fy1adOzYMTUsA4sXLw462cmTJ2fMmNHb20uCpbnTp0/X19dLriPplN+v88Ii6VRxcXFVVVVDQ4NxZaulpcX6KaldXV1ySsBLgQAgXPp0x26pZ0ZGhnFjzblz5zweT9DJbrzxxmeeeWYg/AjpE1E9eb3e5ubmW2+9VQI9YcIEiytYy5Ytmzdv3o4dOySL4r00ABBj+nTHbqlnUlLS+fPn1bAMJCcnB07z0ksvXXnller2rKARsr5WEdXywyVOnz7NL/UAwLX06Y7dUs9QrmBdfvnlxi/RuIIFAEDc0ac7dks9Q7kHK5KLUvpEFAAA19KnO3ZLPffu3Wv2K0KzbwPDWr4+EQUAwLX06Y7dUs/+/v6NGzd6Bm3evNn3OVgkWAAAJAZ9umNt6qlNRAEAcC19umNt6qlNRAEAcC19umNt6gkAAFzA6YwgRnSp57DFbFNgRS5fUYJVhxWxotivKMGqw4pgjaYcQuJt1qzIzWthRawogVeUYNVhRbBGUw4h8TZrVuTmtbAiVpTAK0qw6rAiWKMph5B4mzUrcvNaWBErSuAVJVh1WBGs0ZRDYGtzP2LkcgTI/YiRyxGgeETMhsBm7X7EyOUIkPsRI5cjQPGImA2Bzdr9iJHLESD3I0YuR4DiETEbApu1+xEjlyNA7keMXI4AxSNiNgQ2a/cjRi5HgNyPGLkcAYpHxAwAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJvplWC98MIL1157bWpq6qRJk9asWfPBBx+o8f39/Zs2bfJ4PJmZmRUVFfIxcF6zaUKZF6Ezi9HA4JNgFLN5iVEMmAXIInAGAhQbZrF4/vnnlyxZMmbMGBl/1113nT17NnBeYhQDkTQyAYojeiVY119//bFjx7xe7/vvv7927dqbbrpJja+pqVmwYMFbg2Rg3759gfOaTRPKvAidWYwMFgkWMYoBswANGbgBAhQrZrG45pprjh492tPT8/HHH+/YsUOSsMB5iVEMRNLIBCiO6JVg+ZJDzLhx49TwokWL5HikhmVg8eLFxmRGd242jcW8iJBvjAyBCRYxckrQAAWOJ0AOMouRpF9paWnGR2IUS8NoZAIUj/RNsOrr6wsKCtRwRkZGd3e3Gj537pzH4zEmMzZrs2ks5kWEfGNksEiwiFGMBQ1Q4HgC5KCgMfrkk08eeeQR36uMxCiWhtHIBCgeaZpgvfbaa9OnTz916pT6mJSUdP78eTUsA8nJyYGzmE0TyrwYBr8YGSy+IiRGsWQWILPxAwQo5oLGQt3IOGHChNOnTwfOQoxiIJJGJkBxRMcEq7Gxcdq0aa+88ooxJpTcn/OGWAqMkcEiwSJGMWMWIIvADRCg2LKIxUcffbRt27arrroq8F/EKAYiaWQCFEe0S7Dq6uomT5786quv+o4M5dtrvvmOmaAxMlgkWMQoNswCZB24AQIUQ0PGQnKsoPdmEaMYiKSRCVAc0SvBeuyxx+SUrr293W/83r17zX5/YXTnZtNYzIthMIuRweIeLGIUA2YBsggcAYoxs1isXLny5MmT58+ff/fdd9evXx/0HixiFAPDaGQCFI/0SrBGBPB6vQODTxDZuHGjZ9DmzZt9nyBibNZm01jMi2Ewi1Hgv3xnUQPEKAbMAmQdODVAgGLDLBaHDx+eN2/e6NGjp06dunbt2t///ve+s6gBYhQDw2hkAhSP9EqwAAAAYoAECwAAwGYkWAAAADYjwQIAALAZCRYAALFj9jbucF/kHMob1i1mN/vZkL2z64xGAQAgdszexh3ui5xDecO6xewhZkURzq4zGggAAGf4vo07koeImr3V22L2EDOkCGfXGQ0EAIAzfN/GHclrcMzevG4xu2RIWVlZaWlpubm53//+9z/77LNozK4zEiwAABzg9zbuYb/I2eIN60PO/umnn7a0tCxevLisrCwas+uMBAsAgFgLfBv38K5gBS7H78bzUC6AvfPOO76XpiKZHQYSLAAAYiro27iHcQ/WkG/1tp7d0NnZOXHixGjMrjMSLAAAYsfsbdzhvsjZ4g3roSy2pKSkra3tz3/+88mTJwsLCzds2BCN2XVGggUAQOyYvY073Bc5W7xh3ZfZ7Orl32PGjJkxY8bWrVt7e3uDljbC2XVGggUAAGAzEiwAAACbkWABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGxGggUAAGAzEiwAAACbkWABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGxGggUAAGAzEiwAAACbkWABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGxGggUAAGAzEiwAAACb/R8bPFjSG7SSGQAAAABJRU5ErkJggg==)
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