Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Martin_Connors_080708_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 2 2008 |
Start Time | | 2008/02/02 00:00 |
End Time | | 2008/02/02 10:00 |
Key Words | | substorms |
Model | | BATSRUS with RCM |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -22.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 69.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Martin_Connors_080708_1 |
Minimum Dst Value | | -49 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IEp1bCAwOCAxMzo1NToxOCBFRFQgMjAxN9xHAMYAAAG6dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiTWFydGluX0Nvbm5vcnNfMDgwNzA4XzE6IEJBVFNSVVNfd2l0aF9SQ00gcGxvdCBvZiByaG8gYWxvbmcgR09FUy0xMSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwOC0wMi0wMlQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMDgtMDItMDJUMTA6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjQwMDgxOTk5OTUsICJtYXgiOjE2LjE2NTU4MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX30fa6CAAAABGdBTUEAAK/INwWK6QAANRhJREFUeJzt3X10FeWdwPGQBAgkQBIChAAxvLnoglDeDBIsYEAIUcFy3MhbQam8FC21iAECS7vUpS54WA7VWEHlHKy0pS2tCMhSs3vS1bpYwVKJCBpYdAPEEiXtxjWV7O/k2c7e3ntncl8mmZfn+/kjZ+7NzHOf3/PMzPObuXNnEpoAAABgqwSnKwAAAOA3JFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLADukpDggf1Sa1TytddeGzx4cIslt8ZHe6LNAW9ho/IndpdwP7O11BNrb2tUsqCg4Gc/+5kjH+2JNvcKGhMK64HDZFO88cYbr127Zrwj0zfccEO0m6hdm3RVVdXdd9+dmZnZoUOH0aNH/+QnP7Gl2NYjzbV69er09PSMjIzS0lKjJd9///3i4uL0ZjIhL63nT/hrXbt2ja18M0bJkQRlzNyuXbtevXqVlJRcuHAhcIbHH388KSlJ/oYuEkje/+STT6TagwcP7tSpk4Rw1113HT16NGiR7t27z5gx47333jPeD1slNWFRYMyCPjGqldksiibzldmWja41zjPJWvfZZ5/F/9ExaO2coKamZvny5Xl5ee3bt5fVZtq0aS+//LLx35MnT06fPj2tmUz87ne/C6xY6FrdFOV6aLb1tbhVtmWqRFrmP/Sow2Sjkl3/L3/5S+Odn//85/KOIwmWDE4ynG/ZsuX8+fOyo//Nb37zla98Jf5iW1V5efnIkSM/aCYTzzzzjHp/3Lhx69atq2u2Zs0aeWk9f6Annnhi1apVsZVvLfIES0188cUXH3300be+9a2CggLjv/Jm//79t2/fPmDAAJm2/ojbb7/9a1/7mvTs//zP/1y+fPlHP/rRl7/85aA5P/744/Xr1xshWCdYFgXGLM4ES00ERWGxMtuy0bVGghXt6mGjVh3dP/zww+uuu05W41OnTv33f/+39NRLL70kK5L675kzZ3r06LF169aaZrL1yUt507piMayHZkWRYKGV0KMOk43qxz/+8fjx44138vPz5VDb2NhOnz4tA4MchcvR7axZs2pra40FZU/Ut2/fdu3ahR7eBU489dRTsndLSUmRkuVI0aIyc+bM2bRpU9h/yRD1jW98o1czmTCOs83KN3vfohwjHHkpB6Nf+tKXZFkpIWwOZJAB9eDBg2paJoyW7Ny589WrV9X0p59+Ki+t5zfI/lrSFxkSYivfWthj6BZnk4N1OUw3Xh44cEBSPZkYM2ZM4GmAsMvKgrJ4i5WRWIyPsK6SRYGhBg4c+Pvf/15NP//882pC3pH3jTLDrr2Rr7RmUViszC1udEEzf+973+vZs6dsg1//+tdl9Qj63LCrdGhQgaJdJGjriHbjCmSxP7EuxOJDly5dKgXK/NJQYeO977775CAk9H1l7ty5f//3fx/4zoYNG+bNmxdUsSBRrYfWRVm8H7pmBnZEi40pxz//8A//kJeXl5GRsWjRoj/+8Y/q/cbGRjkYyM3NTU9Pl2OAsJ8Vya5ywoQJL774olFhOZbo3bt3tM2C1kOC5TDZWmQjHDx48L//+7/Ly4qKCpmWd4zN7Kabbnr11VflsE82mxUrVixevNhY8K677vroo4+Ml0HFGhMzZ86srq6Wbfvb3/52aD4RSLZks6+6ZHdQWFh4odmkSZNkD2hdvtn7FuUEhiO7iX379sk+RXYZ999/v0WdZddm7NfkQFZ2WGp69uzZUrg0Wl1dXVlZmby0nt8g+ZzsCmMu31q0CZasCXJM/+ijjwYenRcVFT377LMy8dxzz8m0dYHTp0+/5557fv3rX8sqZDbnH/7wBwlh7NixkVTJosBQy5cvf/LJJ2VCurtLly4qJf3+978vmUrTX6+lQZ8V+UprFoXFytziRhc0s6yxHzaTiY0bNwZ9rsUqbVbnaBcJ3dij2rgCWexPWqxb2A+VNpdV4qNmU6dODRuCbM6Si5i1hvTU2bNnA9+Rl9nZ2dZtEtV6aF2URU+FrpmBHdFiY27duvW222774IMPrly5Iinjww8/rN6X1H/ixIkSpry/cuXKsJ8Vya7y8OHDN9xwg3EaW3aVmzdvjrA10AZIsBymNqqnn376zjvvbGo+7/2DH/ygyWSb//TTT+XAxVjw3LlzQeWEvpQJGaHV9J/+9KfAEyGhkpOTGxoawv5rwIAB77zzjpqWg1d1BsKifLP3LcoJDKdfv37bt2//z//8T4vaKomJiZ9//rmalomkpCQ1rb6VUEeEMmHsE83mV2RXdf311586dSrm8q1Z7MqDZgskh7/GeSBJGnr06KG6Sf7KtOy+LT5C1hnZUw8fPjwlJUUaf9WqVcYBbuBHyBAoY6dFJY03LQoM9Ytf/OLv/u7vZEL2+1JVdTJSxkX19ZxFghX5SmsWhcXKHNVGJ28aa6xx7i1wZotV2qzO0S4SurFHtXGZCdqftFg3sw+tqqpS07Jg2BCkLwLToKBTNbJNBfWUzCyLBM0ctFRU62FQjBG+H/qvoI4IFLYxhwwZ8u6776rpixcvyo5CTQ8aNCj0vGzQZ0W4qxwzZswLL7zQ1PyduFRAusYsFrQ9EiyHqY3qs88+k7Hhhz/8ofw1vi9QMxw7dmzy5MkyxKqdizHAy3TgVboWCVbY98OyOOiXvZixE5QJeRnb51qUExjOb3/7Wzlc7t69++DBg41v6MIyO8MkB39r1qwxrpGSl9bzK3v37r3jjjviKd9a5AmWMS0fum7dOlkH1EsZSILGm0ceeSSSj5Dmlfzgq1/96owZMwLnlPflSDrw92vt27cP+nZJekoSzRYLDFVfX5+bmysTw4YNO3DgwC233CLT8o76riTCtdS60cyisD6D1WS50QXNbL3mR7hpBIp2kQg3drNiA1nsT6KqW+D8xtoi84cNITs7O/QMljFnz549YziDZQi7YgemYqGfGOH7of8K6ogWG1PS0MBN1diIAhvZ7LMi3FXu37//b/7mb/785z/fe++9clBqFggcQYLlMGOj+sd//Ec5aDNO8Brvy4HL7t27//CHP8gmJH/NxiR1TUBosVGNVXPmzHnsscfC/ivCY+4WPzeqY3fZj8iobOxqwzK7Rkp2bTFcgzVixIhf//rX8ZRvLYYEqyng0iJ1yso4SSM++OAD44RWJB8h6WCXLl1C5zx//ry0s4rohhtu+M1vfhO41Ouvv56Xl9digWFNnDjxRz/6kfrmTv7KeDBp0qSgCpitvZFEZBaFxcrc4kYXNLOxxspE5GewgoIKFMMZrEheRnIGq8X9SbRbeiRnsCT7KS0tNQtKMoPQa7Dmzp0b9nPNtLgeWhRl8RHWa2aLjSmpT+DWapDjxtAzWEGfFWFHyE5Sjl7kKEu2UOMCQbgECZbDWtzmZcD4+c9/LseIcjj+la98xSyDkVE28Iut2BKs9957Tz7uiSeeuHDhgnziG2+8Yfzwat26dcYFAXLQVlZWZl2+2fsRllNSUiI7F9lfSIKVk5NjUeennnrK7Fd+Urg6w7R27VojMTKbX7z88svqFEs85VuL8Kg68E3147j8/Pym5ouuiouLg2aePn26cf14aIFf/vKXJb+5ePHi559/LiEsWbJE5g875+zZs8vLy5uar5GSXfa//uu/ftqsoqJi6NChxi0hLAoMS9KXPn36qGPrf/7nf+7bt+/3vve9oAqYrb0WTWT2XyMKi5U5qoFW3pw6daq6BksmQq+XMlulg4IKFOFWYFaxaDeuQC3uT6Ld0mV+4xqs22+/PWwI586dk63Y+BXhlStXXnrpJWPOd999NysrS3rK+BWhvDTOeJm1SbTroUVRFiuY9ZrZYmNu27ZNGlNKkF3Z7373O/V1ufjud78rBx6yVOA1WEGfFflKsnfvXnlz586dEQaFNkMfOKzFbV5GfTkMat++fW5uroxSZhnM1q1b09PTQ/8b1VglZAufNWuWFNWhQ4cxY8YYtw5qaGh48MEH1U9aZMI4ZRJtghVhOS+++KJEnZKS8qUvfenVV1+1qLAcwMnRm7of1aOPPmqcPJfxddq0ad2ayZ7X+A7CbP6m5ts87t+/P87yzST8tdCWMZs5MzPzzjvvVOWPHj069AvTX/7yl9JTZgX+6le/kg7NyMiQxuzfv//Xv/51OdQOO+crr7yifpwoMUomJ5+lopMJOUyPpMCwjh8/npycfPnyZZm+dOmSTJ84cSKoAmZrr0UTmf3XiKLJfGWONsFSvyKUkJctWxb4Yy41YbZKBwUVKMKtwKxi0W5cgVrcn0S7pcsMDzzwgDSONNF3vvMdKTlsCOfPn7/vvvskzZIVoHv37tIvr732mvHft99+W7am1GaSpRlrSFPIhmN8blTrocXWF/Z9g/Wa2WJjfvHFF/L+kCFDOnbsKActxu5FkkI5KpODDam/JJRhPyvylURW7MGDBzc2NgaFbNYaaDP0AQCYYqCKnORJkus4XQuH/fnPfzau0G8bd9xxxw9/+MO2/EREiH0HAJgiwWrRypUra2pqzp07d9ttt33zm990ujoOO3bsmPFrwdb2xRdfPP3008OGDQu94TDcgH2HjkLPurt/FPFEnT1RyVbS2rE71bb69GDMtm3b1rdv3549e37ta1/jNgFpaWnq3m9tQFbOvLw8Sena5uMQLfYdAAAANiPBAgAAsBkJFgAAgM1IsAAAAGzmogTL7MLVEydOTJ06NTU1NScnZ9euXY7UDQAAIHIuSrCUoATr9OnT/fr127Nnz5UrV86fP3/vvfc6VTEAAIAIuT3Bkoxqx44dthQLAAAcF/+Y7gmuizOo6Xv16rV+/frevXtnZmYuWLCgrq7OlmIBAEDb02c4dl2cQU2flJQ0b968S81KSkoWLlxovSwpMwAArqXPcOy6OIOavmvXruoxsU3NT4rNysqypVgAAND29BmOXRdnUNMXFBRIXqWmL168SIIFAIB36TMcuy7OoKbftWvX3Llzja8IFy1aZDZnVMUCAIC2p89w7KI4zS6Z2rBhQ1ZWVkZGxvz58wMvcifBAgDAW/QZjrWJMyGhsbHR6VoAAKA1Eiy/kR7t06dPTU2N0xUBAEBfJFh+o752nDJlitMVAQBAXyRYfiM9mpycLH/37dvndF0AANAUCZbfSI+Wl5fL3/T09AsXLjhdHQAAdESC5TeqR2fOnCkTEydO5IJ3AADaHgmW36gera2t7du3r0xv3rzZ6RoBAKAdEiw/CHtjraNHj6rrsY4dO+Zs9QAA0A0Jlt8E9uiqVavkZUpKypEjRxysEgAAuiHB8pvAHq2pqVHntK677jrnagQAgHZIsPwmqEcnTJigcizu2gAAQJshwfKb0B598sknuWsDAABtiQTLb8L2KHdtAACgLZFg+U3YHuWuDQAAtCUSLL8x61Hu2gAAQJshwXJA0A2rAtXW1vbr1y+eXrFYVt21oUuXLuXl5TGXDwAAWkSC5ZiwTb98+fLHHnuslRKsxsbGbt26yQzt2rV75513Yv4IAABgjQTLMaFNf+rUqYEDBzY0NLRSgiUeeeQRdfIsOzv79ddfj/lTAACABRIsx4Q2fVFR0QsvvBD2X/EUG+Ttt9++7bbb1B3e9+zZE/MHGaqrq+MvBAAAPyHBckxQ0x85cmTs2LHXrl0L/VfYZS20+NGNjY1Lly5VM5eVlcUTRUlJiRQyZ86ceAoBAMBnSLAcE9T0w4YNq6ysDPuveIq1UF5enpycLPN37dr17bffjuGzjh07pkpISkqy5WQYAAD+QILlmKCmj+FEVCTFWluzZo36rAkTJkT7Qc8//3xKSoos2759e1VIQUHByZMnz5w5U1tbG21pAAD4CQmWYyyaPjT3sqXYUJIJjR49ul27dsnJyRFe815XV3f27NkVK1aopGrx4sWNjY179uzJzs5Wp7LU1V01NTWRVwMAAJ8hwXJAi2eq2izBUkpLS2WpESNGtPggHUmbOnfurKotOdnOnTuNf0nitXLlysTERPXfioqKaKsBAIBvkGD5TQw92tDQkJeXJwtu2bLFbJ7jx4+XlZWp5+2ItLS0sGe8Xn31VXVVFgkWAEBnJFh+E1uPHj58WKVNQfdcOHv2bFFRkZFXidTU1OHDh1vcp1SyNJlNMrb6+voYagIAgA+QYPlNzD2qbrhQXFysXjY2Nm7btq1jx44qr8rMzFy8ePHRo0db/BpRZsjPz5dFVqxYEVtNAADwOhIsv4m5R2tqatLT02Xxffv2VVZWDh061Dhr1aFDh6guWq+qqlI/MOSLQgCAnkiw/CaeHi0vL1dXr6u8atCgQS+//LLkW5IwRVsUXxQCAHRGguU3cfaous9CYmLipk2bGhoaYi6HLwoBADojwfIDW+5QqkyaNElKWLZsWfy1Mr4ofOmll+IvDQAADyHB8pv4e/TChQu21EQ8/vjjUp927drxIB0AgFZIsPzGVT36+9//Xp1UGzFihNN1AQCg7bhqOG5V2sTpsh796le/KlVKT0+P54ouAAC8xW3DcevRJk739ai62n3Hjh1OVwQAgDbiwuG4lWgTp/t6dP/+/eqmDy3epBQAAH9w4XDcSrSJ0309KnmVZFdSMcm0nK4LAABtwYXDcSvRJk5X9uiOHTukYvn5+U5XBACAtuDO4bg1uCjOsDesOnTo0OTJk1NSUnr37n3//fd//PHHMRduRx1t1tDQkJWVJXWrrKx0ui4AALQ6dw7HrcF1cQY1/ZQpUw4ePFhfX3/p0qUlS5bMmDHDlmLdY+PGjVK3mTNnOl0RAABanWuHY9u5Lk6Lpr969WpqaqrtxTqrpqZG3dj9zJkzTtcFAIDW5drh2Haui9Oi6ffv3z9x4kTbi3Xc0qVLpXry1+mKAADQutw8HNvLdXGaNf1bb73Vv3//06dPWy9roXXqa4MzZ85I9ZKTk3/xi184XRcAAFqRm4dje7kuzrBNX1FRkZub+8Ybb9hbrHuoS91TU1O5sTsAwMdcPhzbyHVxhjb93r17c3Jy3nzzTXuLdZXJkydLDdPS0pyuCAAArcjlw7GNXBdnUNNv3bo1Nze3qqqqxTmjKtZtampqpIYpKSmcwQIA+JjLh2MbuSjOsJdMhV5KVV9fb/wrqsLtr7GtRo8eLZU8fPiw0xUBAKC1uH84tos2cbq+R0tLS6WSq1atcroiAAC0FvcPx3bRJk7X92hFRYVUcujQoU5XBACA1uL+4dgu2sTp+h5taGhIS0uTetbU1DhdFwAAWoX7h2O7aBOnF3p02rRpUs/nn3/e6YoAANAqPDEc20KbOL3Qo9u2bZN6zps3z+mKAADQKjwxHNtCmzi90KNVVVVSz+zsbKcrAgBAq/DEcGwLP8fplUflBOrbt69U9fjx405XBAAA+3llOI6fNnF6pEcXLlwoVd28ebPTFQEAwH5eGY7jp02cHunRvXv3SlULCwudrggAAPbzynAcP23i9EiP1tbW8swcAIBfeWU4jp82cXqnR3lmDgDArzw0HMdJmzi906M8MwcA4FceGo7jpE2c3ulRnpkDAPArDw3HcdImTu/0KM/MAQD4lYeG4zi5KM6wN6y6du3a6tWr09PTMzIySktL5WXMhdtRxzbCM3MAAL7kreE4Hq6LM6jpy8vLR44c+UEzmXjmmWdsKdbleGYOAMCXvDUcx8N1cQY1/bhx4w4ePKimZWL8+PG2FOtyPDMHAOBL3hqO4+G6OIOavmvXrrW1tWr68uXL6enpthTrco2NjZmZmTwzBwDgM94ajuPhujiDmj4xMfHzzz9X0zKRlJRkvayFVqy03dT93MUDDzzgdF0AALCNt4bjeLguTs5giQMHDqgEa8KECU7XBQAA23hrOI6H6+LkGixl9+7dXIYFAPAZzw3HMXNdnEFN/9RTT5n9ijCqTvJij2ZlZUm1q6urna4IAAD28OJwHBsXxRn2kqlr16498sgj6c0effTRwPtg+T7BmjlzplR7z549TlcEAAB7eHE4jo02cXqwRzdv3izVXrFihdMVAQDAHl4cjmOjTZwe7NHKykqp9ogRI5yuCAAA9vDicBwbbeL0YI82NDQkJydLzevr652uCwAANvDicBwbbeL0Zo/m5+dLzY8ePep0RQAAsIFHh+MYaBOnN3t05cqVUvONGzc6XREAAGzg0eE4BtrE6c0e3bdvn9R82rRpTlcEAAAbeHQ4joH9cTY0NJSVlQ0cODAlJUX+btiw4bPPPrP9U6Ll0R6tqamRmsd8/3oAAFzFo8NxDOyP88EHH5w8efLJkycl05K/kyZN+sY3vmH7p0TCu88iDJSXl8dTnwEA/uDd4Tha9sfZq1evCxcuGC9lWt6x/VOi5d0eLSkpkcqXl5c7XREAAOLl3eE4WiRYbrdjxw6p/MKFC52uCAAA8fLucBytVvmKsLCw8J133mloaJC/Mu3UV4SBvNujx48fl8oPGjTI6YoAABAv7w7H0WqVi9zXrVs3YMCAlJQU+bt+/Xouco9HY2NjWlqa1L+2ttbpugAAEBfvDsfR0iZOL/doYWGh1H///v1OVwQAgLh4ejiOijZxerlHy8rKpP6rVq1yuiIAAMTF08NxVOyP8+TJk+PHj+/UqZMtt0h4//33i4uL05vJhLyMrRxP9+jhw4el/gUFBU5XBACAuHh6OI6K/XHm5+d/+9vf/tOf/mRLaePGjVu3bl1dszVr1sjL2MrxdI9K7FL/Dh068NRnAICneXo4jor9caakpPzxj3+0q7TOnTtfvXpVTX/66afyMrZyvN6j7du3lxBmz57tdEUAAIid14fjyNkf53XXXVddXW1XaZJSbNiw4ZNPPqmrqysrK4s5w/B6j6oEa9iwYU5XBACA2Hl9OI6c/XE++eSTM2fOrKmpsaW0Dz/8UDI2dSGXTHz00UcWMydYsqU+TpEsU0IYP3680xUBACB2Xh+OI2dPnNaZTTytWVhYuGbNGuMaLHkZcw1jroMbqMuwUlJSuAwLAOBdXh+OI+f2ODt16sQ1WEp+fr5EcfjwYacrAgBAjHwwHEfI/jjbtWtnY2njxo0rKytTZ7DWrl0b+B1ZVJ3kgx7duHGjRLFixQqnKwIAQIx8MBxHyP44+/Tp81//9V92lfbee+9NmzatW7Pp06efPXvW+JduCVZlZaVEMWTIEKcrAgBAjHwwHEfI/jifeOKJu++++9y5c9euXbO98Jj5oEcbGxvT09MlEBt/pAkAQFvywXAcIfvjdOcv+NxQh/jNnj1bAikvL3e6IgAAxMIfw3EktInTFz26c+dObjcKAPAufwzHkdAmTl/0aHV1tQSSlpbW2NjodF0AAIiaP4bjSGgTp196dMiQIRJLZWWl0xUBACBqvhmOW6RNnH7p0ZUrV0osZWVlTlcEAICo+WY4bpE2cfqlRw8fPiyx5OfnO10RAACi5pvhuEV+jtNtv2S0RUNDQ0pKioRTW1vrdF0AAIiOb4bjFmkTp496tLCwUMLZu3ev0xUBACA6fhqOrWkTp496dMuWLRLOwoULna4IAADR8dNwbE2bOH3UoydPnpRwsrOzna4IAADR8dNwbE2bOP3Voz169JCIlixZ4nRFAACIgs+GYwvaxOmvHs3NzVVX7tfU1DhdFwAAIuWz4diCNnH6q0fXrFkjEaWmpjpdEQAAouCz4diCNnH6q0cbGxv79u3LLd0BAN7is+HYggfiPHHixNSpU1NTU3Nycnbt2hVbIf7r0dLSUglq8eLFTlcEAIBI+W84NuP2OE+fPt2vX789e/ZcuXLl/Pnz9957b2zl+K9Hq6qq1IOfGxoanK4LAAAR8d9wbMbtcUpGtWPHjvjL8WWP5ufnS1ySfTpdEQAAIuLL4Tgst8fZq1ev9evX9+7dOzMzc8GCBXV1dbGV48seLS8vl7gKCwudrggAABHx5XAcltvjTEpKmjdv3qVmJSUl1rcvT7DUZnVuM5JuqucSXrhwwem6AADQMl8Ox2G5Pc6uXbtevnxZTUuOlZWVFVs5fu1RSToltE2bNjldEQAAWubX4TiU2+MsKCiQvEpNX7x4kQQryOHDhyW0QYMGOV0RAABa5tfhOJTb49y1a9fcuXONrwgXLVpk/CuqTvJrj3JDLACAh/h1OA7lgTg3bNiQlZWVkZExf/78wIvcSbAUbogFAPAKHw/HQbSJ0789yg2xAABe4ePhOIg2cfq6R7khFgDAE/w9HAfSJk5f9yg3xAIAeIK/h+NA2sTp6x798MMPExMTJcbXX3/d6boAAGDK38NxIG3i9HWP7tu3T91M9eabb3a6LgAAmPL3cBxImzh93aO1tbWDBg1q165dUlISJ7EAAK7l7+E4kJ/j9P2jcoKo+zWMGDGisbHR6boAABCGDsOxok2cGvRoQ0NDXl6eRLplyxan6wIAQBg6DMeKNnHq0aPqyTlpaWnV1dVO1wUAgGCaDMdNJFj+ox7/XFxc7HRFAAAIps9wrE2c2vRoTU1Nenq6xLtz506n6wIAwF/RZzjWJk5terTpL/cdFcuWLXO6LgAA/D99hmNt4tSmR5Xk5GQJuVu3bk5XBACA/6fPcKxNnNr0qLJjx4727dtL1GVlZU7XBQCA/6PPcOyNOGtra/v16xdPr+jTo4ajR4+q81g8BBoA4BL6DMfeiHP58uWPPfYYCVa01MVYKSkp3N4dAOAG+gzHHojz1KlTAwcObGhoIMGKwdKlSyX27OzsCxcuOF0XAIDu9BmOPRBnUVHRCy+80BRfr+jTo0EaGxsLCwsl/JycnH379jldHQCA1vQZjt0e55EjR8aOHXvt2rWmCHolwVKb1NeN6urqunfvrhqB7woBAA7SZzh2e5zDhg2rrKxU05zBitnq1atVgtWzZ09yLACAU/QZjt0ep10novTpUTP79+8fP368uuad3xUCAByhz3DspTiDeiWqTtKnRy00Njaqa965PxYAwBH6DMdeipMEyxbl5eXq/lgDBw48e/as09UBAGhEn+FYmzi16dFIPP300+o8Vt++fevr652uDgBAF/oMx9rEqU2PRqKurq5Lly4qxyooKCDHAgC0DX2GY23i1KZHIyQ51iuvvJKdnU2OBQBoM/oMx9rEqU2PRqWqqoocCwDQZvQZjrWJU5sejZaRY6WlpW3fvt3p6gAA/Eyf4VibOLXp0RhIjpWUlCRNlJiYyC2yAACtR5/h2M9x8qicyC1fvrxdu3bGZe8nT56srq6ura11ul4AAF/RZzjWJk5tejRmDQ0Ne/bsUV8XqhNaHTt2lDTL6XoBAPxDn+FYmzi16dE41dXVrVy5MjExUZ3NWrBggbzjdKUAAD6hz3CsTZza9KgtXnvttUGDBqkcKz09fePGjaRZAID46TMcaxOnNj1qo+PHj8+cOVOlWWlpadOmTTt37pzTlYpUbW3t0aNHGxsbna4IAOD/6TMcaxOnNj1qO0mzioqKVJqVmZl55swZp2v0f4KSp5qaGuM028WLF6WqUuEHH3zQiaoBAMLTZzjWJk5terQ11NfXG4/WSU9PP3z4sNM1alq9enXHjh3Hjh27sdl9992XmJiYnJw8ffp048tN0alTJ248AQDuoc9wrE2c2vRoK6murt63b9+MGTOkJSWP2bRp07FjxxoaGtq4GvKJe/funThxYoKltLS0oUOH9unTx7jxxIkTJyQv5MYTAOAsfYZjt8d56NChyZMnp6Sk9O7d+/777//4449jK0efHm1tGzduNPKY66+/vm0+9OzZsyNGjEhNTe3WrZv66A4dOmRmZhYVFakzWKWlpWPHjpVEavfu3SdPnjQWNG48oX4X2atXL67KAgAH6TMcuz3OKVOmHDx4sL6+/tKlS0uWLJkxY0Zs5ejTo23gwIEDycnJKtG56aabNm3aZPuFWRUVFePGjRs1atTo0aPT0tICz04NHTp0x44dkf+qUd14Qt1GVdIsWZ3srSoAIHL6DMdeivPq1aupqamxLatPj7aNV155ZciQIZ06dTLyHumafv36vfXWW/EUa/YNYHZ2dk5OTo8ePZ599tnYSpaMTaqnSluxYgVPtgYAR+gzHHspzv3798vQG9uy+vRoW5J8SDpl3rx5HTt2VLlLYmJicXHxgQMHGhsbo7oL/E9+8pNRo0ZlZGSoctq3by9/O3fu/C//8i923YJLqrRly5aUlBQpOS8v76c//emFCxdsKRkAECF9hmPPxPnWW2/179//9OnTFvNYX/jcZlXV0NmzZ3Nzc7t27Wp8ddihQwf5e+utt6prpObMmdOpU6ebb765pqbGWKqhWdApK+MbQMnPWuMi+qqqqvz8fCMdPHTokO0fAQAwo89w7I04KyoqZPx+4403Yi5Bnx51luRPmzdvzsvLs8h009PTR48e3a1bt5SUFJk2ch35O378+DaoZGNj44IFC9TnSlLIfRwAoDVUVlaWlJQ8++yzxqG1TOgzHHsgzr179+bk5Lz55pvxFKJPj7rEmjVrbrrppqVLlxr3qerZs2efPn2ysrKC8i11yurixYuyKbbZT/zkg771rW8ZV2UVFBQE/vYQAOIn+5mjR48ad4eprq7+5je/OXv27LKyMrVjXLlyZXFx8apVq9RLmbjlllvuvPPOjX8xb968WbNmHTlyJPSy0bq6uueeey43N1cWafs75lgLezWtHE7feOON6lja6Qq2EbfHuXXrVlmBqqqqQv8VVSfp06Pupx5iM2bMmEGDBv3sZz9ztjKB93Ho0aOH7BScrQ/gDzL8Hzx4cP78+YsXLzbSBTmS+du//dsXX3xRpQsyDB84cMC4yPI//uM/xo4dO3LkSCP/yM/Pl0OyBQsWqJcLFy6Ug20ZttXLDRs2TJ48Wco05pfPuvXWWx966CH1Ut6XCmzfvj3wyoSgSu7fv19VQP6+8sory5Ytk0HHbP4W7d69e9q0aZI2qQpI6iP7lpSUFAkq6NfQMZBj0alTp8qBq8QYeDtl0b9/f+PX3EHJVtDL2mYWIbz++utGj0hGKAfJkvAdOnQobIYnXVxSUiL9YvRIXl5e586djfvpqHRK3gk6tI6teT3H7XGGrmRGN5NgwRbqPg5q7ZIdgXueBQS4TUVFRWDycfLkSTlYUtOyHS1atKhTp07Dhw8PGv7N0gU5eJaJjIyM0Lux2C49PV3StSlTphQWFq5du1YlBKoCmZmZoRVW848aNer6669/9tlnw2aETc1PuQh7LWlYRpJxzz33qAqod+TT1UtJZRKaL2AtLS1VJ7RUgiL1VL/OCSQtJnlbly5dkpKSjDdTU1OTk5Nnz56tCiwqKpIShgwZol5KtpTczPhuQTI2KdxIYSVhVRUImxFKlw0bNkxqIklei12svpo4d+6ctIxaZySxe+mll2677bYEbYZjbeLUpkcRm1mzZql7ZbnkWUCA7UJ/22vxU19JI2Tc7dWrV0lJiRp9VQIh46s6Y7RixQo1lKqz0aHDf//+/dW0OqMjS0k+IdnA4MGDQ9MF0b17dxnaZUHjKzMZyOWYx6jA3XffLTPceOON6uXy5cslV5AE4r777gvMV2RoN06YJTSfRFFPJrUmnztw4EA1bfycOShjUFeXyqcY+YrUp2PHjsb8ah9iPMJLApFGe/jhh43TQlVVVceOHTMa+cKFC88//3zgKSWZITCBk+M9lcJK3x0/fnz8+PEJzXcfDLykwfg1t7RVi2FGpUePHioi6d+wGd6AAQMSmlvYOGk3YsSInJwc6/vpJGgzHGsTpzY9ipjJfq24uDih+VlA3/nOdyTNiupOE0C04rwfm6yfFRUVge8YY7NMvPjii8OHDx89evSGDRvU1zfqNyWykgcmTH379lUvJQ/Iahb0QM8IqeFWPkLSHTX8q/M6kluEhqzShc2bN0sdpGJG/iGLWF+IGfqI98CbrUghstka80hpe/bsUQmNJDE//vGP1Qkh4yKnhx56aNq0aVu3bg2scGVlZdNfrmSQxpGMUBKvsBlhIOOEjSzVqteSWlwtKvW/5557JAt84IEHVICSIufm5k6dOtX4zvSWZsY5PHVRlDSCsQ5IVrps2TKjR6SF1Ul91WVz587t2bPnkiVLVDXkTcnt5P2oQtBnONYmTm16FHHaGPAsIDk8tb4ziEuoiyFkYAu8fERGCGPHJzPIv8aMGfP4448bg7rbLoyNn3W+Ig0ig4FF1DJaGCVIi8nYPGvWLOPQfPXq1fn5+cZYJWQYKykp+dWvfhX2c999992lS5fKgKfyG3UCJvCXHzLMSyovw6FRvgxdkqCsWLHCKF9GO+OlDIoyEBrf5hjfHxkPjFInbKTAGNKjsAlTdnZ2x44dZ86cGXg+Zs6cOUYLSHQSxXPPPeeV34hISqryp8ipPCMwIzTSl9LSUslfx44d+2//9m+tU9+20Pb7AX2GY23i1KZHEb8DBw6oO50q6moMGb1kcA17saciO+I2+xWkOj8ho/sdd9wR9vIR2e+rEEaNGhU6gxxtT58+vXPnzjKnjOtqtJCBfP78+Wbpglk1zF6+8847Q4YM6dWr1+7du42TFseOHVNNJHM+/fTT6gdQEd7u9e23377rrrukC4x8RVIfGeCNC5yLi4sl4TDyFRn8rr/+eond+L4p6PsjSXQGDBggFTDml5RCMp7QK4gjIcVKqiHrieRAbXBFUYukAsOHD5f0qGvXrkYXSxNJhmdkbNICN954o6R9RoY3qNn3v/99ryRM8KIEbYZjbeLUpkdhi9/+9rcTJkyQISr0vhIJzaOp/FfGcuNi0gULFsjYLKOaMZjJQCUZzLx589TLoqKiDh06yNCrXj700ENScs+ePY3hXwY/WcQ4OJYJKb+wsNA4eyH/zcnJCfv1jXyuujqkXbt2YS83UWcjEpovLmnxyw4jQFlKMgZVgdAvFyR9kYTGqOHMmTPVxS6S0oW9PLZ3794JzV9Ihc0Ib7755n79+smCxvU0MiHD/6RJkxzJV+QTu3TpkhDwDZqkswnNXx+rLpOOVrfVlYYN26TGdTnGz+hUFxg/gpP3pdeMl9Kw0qTyccY5M+lumd+45EiSy4Tm612MdUaqJG8aPSIrm6SMkj8Z6ZGktjzdHG6ToM1wrE2c2vQobFdbW/vTn/5UnRCSASySBKW1yfCvqiGJi3ExxL59+9R3glLhioqK+fPn33rrrT/4wQ+M4TbwWop/+qd/kuF8xIgR6gxQaWmpShck57MlwF69eqkLeqSGYS+PleQ1NTVVUqvu3btHUqCkbpI+SiVV/iEVVk8LkBCMlFR6x7iaRLIQ+XQp3/jR/tKlSydPnmykL5KdSGmSxBinxCR9lNpu375dtZg04969ewMvQK6urg48Syez7dmzR102JE0qKanURwo0rl+RNwNvMRPt86MkPTp8+LDxDY4sLi/D3rMG8JAEbYZjbeLUpkfRSmpqatTYpkbT22+/XVYq4wTPww8/fNNNNxnfN4mRI0fKWGucvZDhPDs727iCR4b/3NxcSQiMM155eXmBV5uqC3RkHvVS8gkpTTKGxx9/XA3/MlSXl5fHfMOeUBLUzp071RedMr1kyRLJTgoKClQF1C+2An/gXVRUJHU2boEj7w8ZMmTWrFmB99FRVIFr166V5vrud78b+vWTyghHjRol6Z1xDk/dQ0jyp8DrbQNLPnbs2LZt26xv6mN9/sb2q08qKyv9d2UbYC99hmM/xxl0BOx0deA3tg+lQXlJnD8xs51UzzqbsR1P4wb8R5/hWJs4telRAABcS5/hWJs4telRAABcS5/hWJs4telRAABcS5/hWJs4telRAABcS5/hWJs4telRAABcS5/hWJs4telRAABcS5/hWJs4AQCACzidEbQRXeJs8n7WTP0d5/UQvF7/Ju+HQP0d5/UQvF7/Jl+EECFd4mzyfqdSf8d5PQSv17/J+yFQf8d5PQSv17/JFyFESJc4m7zfqdTfcV4Pwev1b/J+CNTfcV4Pwev1b/JFCBHSJc4m73cq9Xec10Pwev2bvB8C9Xec10Pwev2bfBFChHSJs0mnTnUn2t9xdIHj6ALH0QWO06cLdImzSadOdSfa33F0gePoAsfRBY7Tpwt0ibNJp051J9rfcXSB4+gCx9EFjtOnC3SJs0mnTnUn2t9xdIHj6ALH0QWO06cLdImzSadOdSfa33F0gePoAsfRBY7Tpwt0iRMAAKDNkGABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGzm1QTr2rVrq1evTk9Pz8jIKC0tlZfW79u1LBSztjp06NDkyZNTUlJ69+59//33f/zxx5EvS/tHxbq5amtr+/XrZ3a/GbrAFhbNdeLEialTp6ampubk5OzatSvyZemCqJg11/vvv19cXJzeTCbkZeTL0gXRSviLwDcZi5u8m2CVl5ePHDnyg2Yy8cwzz1i/b9eyUMzaasqUKQcPHqyvr7906dKSJUtmzJgR+bK0f1Ssm2v58uWPPfaYWYJFF9jCrLlOnz4t2e2ePXuuXLly/vz5e++9N/Jl6YKomDXXuHHj1q1bV9dszZo18jLyZemC2ATtbRiLm7ybYMkGIwO5mpaJ8ePHW7/fFND9MSyLIJG01dWrV+UI3nhJ+9vLorlOnTo1cODAhoaGoF0eXWAvs+aSjGrHjh1hF6EL7GXWXJ07d5b9j5r+9NNP5aWxCF3QSoL2NozFTd5NsLp27VpbW6umL1++nJ6ebv1+U0CnxrAsgkTSVvv37584caLxkva3l0VzFRUVvfDCC00huzy6wF5mzdWrV6/169f37t07MzNzwYIFdXV1xiJ0gb3Mmmv27NkbNmz45JNPpPHLysrkpbEIXdBKgvY2jMVN3k2wEhMTP//8czUtE0lJSdbv27UslBbb6q233urfv//p06cjX5b2j4pZcx05cmTs2LHqqgWzrwjpAluYNZdMzJs371KzkpKShQsXRr4sXRAVs+b68MMPr7vuOnVhkEx89NFHkS9LF8QmaG/DWNzk3QQrnszX91lzG7Buq4qKitzc3DfeeCOqZWn/qJg117BhwyorK9W0WYJFF9jCohnlpZqWHCsrKyuqZemCyJk1V2Fh4Zo1a4xrsORl5MvSBbGJ/AxWi/P4pgu8mmDF892t77/3bQMWbbV3796cnJw333wz2mVp/6iYNVdCiMiXpQuiYtZcBQUFklep6YsXL4ZNsOgCW5g1V6dOncyuwWpxWbogNpFfg9XiPL7pAq8mWE899VTYXxmYvd8U0P0xLIsgZm21devW3Nzcqqqq0EVof3tF0lxm12DRBbYwa65du3bNnTvX+Ipw0aJFxiJ0gb3MmktG6LKyMnUGa+3atWGvsKYL7BW0t2EsbvJugnXt2rVHHnlE3ebk0UcfDbx/Rtj3mwI6NYZlEcSsrUJPn9TX1xv/sl6W9o9KJM1llmDRBbawaK4NGzZkZWVlZGTMnz8/7EXudIEtzJrrvffemzZtWrdm06dPP3v2rLEIXWC7sKfMGYubvJtgAQAAuBYJFgAAgM1IsAAAAGxGggUAAGAzryZYZg8VjvbhkZE8E9Ri8UiebRz/4gAAwFu8mmCZPVQ42odHRvJMUIvFI3m2cfyLAwAAb/FqghUo8KHC0d64zOKZoIFieLaxjYsDAABv8UOCFfhQ4WhvvW/xTNBAMTzb2MbFAQCAt3g+wQp6qHC0D4+M5JmgFoubVcPexQEAgLd4O8EKfahwtGewzJ4JGnRT2mifbRzn4gAAwNM8nGCFfahwtNdgRfJMUIvFzaph7+IAAMBbvJpgmT1UONqHR1o8EzSSYi2ebWzj4gAAwFu8mmCZPVQ42odHWjwTNFAMzza2cXEAAOAtXk2wAAAAXIsECwAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABsRoIFAABgMxIsAAAAm5FgAQAA2IwECwAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABsRoIFAABgMxIsAAAAm5FgAQAA2IwECwAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABsRoIFAABgMxIsAAAAm5FgAQAA2IwECwAAwGb/C4mxZGjKsgTGAAAAAElFTkSuQmCC)
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