Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit371-01-20021123_065400_20021123_113900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/23 |
Start Time | | 2002/11/23 06:54 |
End Time | | 2002/11/23 11:37 |
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 | | 25.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit371-01-20021123_065400_20021123_113900-constBx0 |
Minimum Dst Value | | -52 |
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 GOES-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IFNlcCAyMSAxNDozNzo1NCBFRFQgMjAxNyl2ubUAAAHLdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNzEtMDEtMjAwMjExMjNfMDY1NDAwXzIwMDIxMTIzXzExMzkwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0xMS0yM1QwNjo1NDowMC4wMDBaIiwgIm1heCI6IjIwMDItMTEtMjNUMTE6Mzc6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjA1NTg1MTQ5OTUsICJtYXgiOjEuNzUzNzc4NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjI0OCwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfXDeN0IAAAAEZ0FNQQAAr8g3BYrpAAA2IUlEQVR4nO3df3wU9Z0/cEgC+UGEDSwSIEAiP0QfkQuY9hHMSiMNNNiosZejUVBXpYJnaLc1QICosaUl7QGP6IOWKLHGu1yJEHHbLtTHHedeL7apF2q8prLVoAGjt2i0Udd2kUXyfX/zucc8prs7+yuzO7Pzfj3/4DEZZmc+n897Zt/vmZ2dHTcCAAAAAKoap3UDAAAAAIwGBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAyoxfYI0bZ/w+AgCoLh5vnr/97W8XLlwYds3x2DRyASSY8Xc4pYMKBxsAQAjxeJO0WCxHjx7VZNN4z48BBm0sjD920Z4qHTt2bMWKFenp6TNnzrzrrrvOnTsnLSY3efJk+RqEEFu5dOnS1q1bTSZTTk5OfX09/RnVy3/1q1+tXLkyIyODWnXvvfd+8MEHoVerNF9pPSGaEXS+0nqURi/aMXn11VdXr149adKkWbNmPfXUU34tCdrOoaGhOXPmyOdHOzhBGXLko92o0sqHh4fvvPPOqVOnms3mRx55RFpelZGPB79+SZ0dP378jBkzampqBgcHQ7w8hva73e5//Md/zM/PnzBhAr2qoqKCBjNoY/xm0sTVV18t3wRNX3XVVfIFpP9yuVxf+9rXKBATJ04sLi4+cuSImP/RRx9ROxcuXJiZmUlbv+WWW06cOBG2zYGNiXmBQPTOef78+bFvOgbxrhVCxJr09fWtWbMmexRN/OEPf5A3LOibW+ThUzoS5RJZKqEsE4w/CtG+R9xwww10gkX76yeffPLoo49SMgt8yb59++rq6qLaUEtLy7Jly94aRRMHDx6M6uWrVq06fvy4x+N57733Nm7c+NWvfjX0apXmK60nbDP85iutJ5LRCzsmr7/+OpVK7e3tf/7zn8+ePXvbbbdFMkT01vaDH/xAvky0gxOUIUc+2o0qrdxqtVJRcm7U2rVrf/rTn8Y2OAkTWGCJic8///zdd9998MEHLRZLiJdH2/533nln3rx5tNpTp0799a9/pWr4l7/85Ve+8pWgjfGbSRNUKv3iF7+Q/uv555+nOYEF1htvvEHV4Z49e+hgodrld7/73d///d+L/6JtfeMb36AFPvvss/fff//ZZ5/90pe+FLrNQRsT8wIxvyTpCqzQse7v758+ffrevXvdoyiD0J80M3TDIg+f0pEohwIr8ZJ4FOit5Fvf+taMUTQhnRVRaGn3zcvLo7NS8ecPf/jDyy+/nKr7Bx54gPZUabGRvz11CNwEpbGsrCy/mbSGgoICOpz85ofepZYvX055UUzTRGlpaVQvl6MkN2nSpNCrDbs5v/WEbUaI5gVdz4jC6MkpNZIqqv3790fVBnpTmz9/vtfrlS8zlsEJyjAjP5aNylc+bdo0qvPENL2zS9XJGEfe5/M99NBDc+fONZlMVDeImSGO9wMHDlBuy8jIKCkp6evrE/PpXH/p0qU0k/5LVEKBB7tfNz/66KPMzEya2LRpkzxFPfXUUzQndPuDjtg999yzfft2pZEMW2AdPnxYvgnq3ZEjRwIbf/vtt+/atSvoJqg71CmlBsg3GuJNckRh8EO/eUb7ksD37aBhVdoN5OgMjUpM6svkyZNvvfXWoaGhSLoTeqO0A9AKaXkaqBhivW7dOr8LSw8//PD69ev9GuYnwvCNKB+JkqA7v3zAww4anYR873vfy8/Pz8nJufvuuz/99FMxP/BoDdxWJMn6+uuvP3TokNRgOluYOXNmhN3XrSQusCio5eXlg6PoDJv2VzGfYnbLLbfQ+aj0Jy32ziiaaGxslOb7TfihHWj37t2BVxrozZp2r8DlQ1dItNdKuyydi9C+GNXL5ex2e1lZWejVht2c33rCNiNE84KuR2n05JQaSQchBZeOLjra77zzzuHhYakNZrOZsnthYeFjjz128eJFaVU33njjv/7rv/q1cyyDE7anST3yMW/Ub+X0tk59FNP0/h52ECIceSoXqF+nT5/+85//bLPZxMwQx3tVVdXAwAC17dFHH5UqEtp/Ojs76a2c3qnvvffeoP2SJw+3271t2zZxhYAqjBUrVjz77LM03dHRQdMXLlwI3f6gI0ZtoLwVtI9KL5G/L1GrFi5c+Jvf/Ib+dDqdNE1zAt+46Hh58803g25izZo1a9eufemll/76178qNWMkgjfJEIOvtM5oXxL4vh00rEqrlVuyZMmLL75IXab0XFtbu2HDhsi7E3SjDQ0NNJLvjlq9enUMsaYY0f4sn0N/5ubmhh6TCMM3onwkygXu/PIBDztoe/fu/fKXv/zWW2/RUUml4Xe+8x0xP+jR6retSJL1Cy+8cNVVV9EeLv6LjtmmpqbQvda/JC6wrrjiitdee01M06nG/PnzxTTF7MyZM9Ji9Ke02B//+Ef5Yn4TcqL6plM66SquQOFftGjRqVOngr4kRGtTUlLEezShidTU1KheLnnllVcKCgqkI1lptWE357eesM1Qmh90PUqj50epkTRBB/B7o2pqaqxWq/xVlDJ7enrovU86mP/t3/7ti1/8orhbRd7OmAcnkp4m9cjHttHAld9xxx10ai4idfvtt6elpYn5Yxz5BQsWSBcPJCGOd6qNxPRf/vIXcQmKzJkz5/HHH3/77bdD9Gvc36JTc3qLEP917tw5Gt76+nr6V7rnLNo9hwZEnhoDLyEEvsTvf5944ombb755ZPTToieffDJwAbEVr9cbtAEff/wx5ba/+7u/y8jIoAGsq6sLekkg7JtkiMFX6nu0Lwl83w4aVqXVKqERyMvLi7w7Sht1uVximl4YtAuhY027il+MaGHpeBkXQGp8JOEbUT4S5QJ3fvmAywUdtMWLF//pT38S03REzJs3T0wHPVr9thVhsv7CF74gzpPfeOMNagCFIGjzkkgSF1i0z0m7LE3Qn2KaYuZ3C7nSYn4Tfmgne+SRR66//nr5TDqdvemmm4Iur/TeLf6M9gqW38sFOoudO3fuyy+/LM2J7VJB4HqUmhF6foj1BB09PyEaLz8bM5vNga89e/astPw111zT1dUV2E4Vr2AZbORj22jgyj/88EN6N6e6hE7Qv//970tn5NEOjt/eLj+0JSGO96At//3vf19VVUVn9gsXLpQ+11NaWLRn586d8nvX6DybFpA+owzRfiU0ICEq6QkTJvh9wkX9ohpOvhgtMHPmzJ/97Gf0r/Qpm996QlzBktBbIlVOd911V9BLm2HfJCMcfLloXxL4vu33v6FXK0cnYBRH2i3FTiXVwdF2R768FCm/+xAkoWNNpyUxXMGSBIbP75BROhKDNkb6Uz7gYQeNyk15CSjtqEGPVr9tRZis7Xb7lVdeefHixdtuu43OjkKPSVJI4gIrwjMk+ckZTQQuJj6BDorSid89LkVFRS+99FLQhUMfJGO/B4tqu1mzZp08eTKS1YbYXND1hG1G4PzQ6xkJNnp+lBppsVjk9xMELbAGBwfprURqW9DzP7XuwTLeyMew0bAr//GPf0xv8WJ6jCNPJVFUV7BCtJzevh0Oh5Rv/A52v4U/+eQT6aLFq6++SufQR48enT17tnTFLto9hzJifX2930xpo1ddddXvfvc7+X91d3fn5+f7LbZ79+60tDTp45LAAouG/Qc/+EHolgjDw8OXXXZZ4Pywb5JKgx/izTOGK1iR/BnJFSya+cwzz1DNQama/g0csWj3pUiuYIWONVUMgfdgrVu3Luh2lSiFz4/8SJQLvfOHHTQqfQYGBgJXG/Ro9dtWhANORyudLW/ZsoWOAulGwKSWxAUWnW5KH+tS6d3Q0CDmBx4kq1evFrcX0ETgrQDTp0+Xf+R3xx130J8XLlx4++23a2tr5Sd8x44du+6665TaE/ogOXDgwFi+Rbh37965c+dKB3nY1SrNV1pP2Gb4zVdaT4jRC6TUyKeeekq63F1TUyPd8UbTdHDSgUeboNBv3rw5dDujHZygDDny0W5UaeUUJjr66H3/0KFDc+bMkT5BGOPI0yl4WVnZm2++Kb+rI/LjXUzQ3kLv6bS3UIFF9aiY6Xewy1/7wQcfPPTQQyUlJSOjt5rRG/2vf/1rmv7FL36xdOlS8elPiPYHHckzZ87QpqVvllF3fvnLX0pLUiKkrfznf/7nx6OcTmdhYeGPfvSjECuUz5cm3njjDaog9+3bRyNz/vz5l19+WfoW4Ze+9KVnn32WzlIodtTmjRs3rlmzJug6Q79JKg2+33jKRRgvpQFU+lNptXI0Gs8//zwNBe1CNBSBIxbtvkTLS/dgfeUrX4kh1nRo0IkixUj6FiH9KV3xUhqTCMM3onwkyoXY+SMZtObmZho0WgMdU3/4wx++/vWvi/lBj1a/bUW+M9DZI81sbW2Vz4ywANWhZG33yOiVRkqx4osJNCFdgQw8SMQXZHJycu6//3759xfEBGUsk8kk/Xn48OElS5ZMnDiRdlPaoamWl1ZlsVjsdntgS4JePvFDtTkV5qZR27ZtC/ocrBAvD7xI4/F4QqxWab7SekI0I+h8pfWEGL2oxoTe4ukNiEJGqV26yV2sPD09nU6A6IgNet+JvOXRDg6fkY92o0orp1KYkkpWVtaqVateeeUVtUae0smOHTvy8vJoB6BUJGZGfryLCco0dM6dkZFB5dGLL74oZvod7PKeTp069eabbxaf49x5553ihieB2iCq/NBHcdC+nD179p577qFRSktLmzZt2q233vrb3/5WGo2nn366uLh4yiiaeOaZZ8KucFxA5hsZ/RYtrZlaRTH6whe+ID0H6z/+4z9oPg0jjUNBQcEDDzwQdMcYF+5NUmnw/cZTLsJ4KfVX6U+l1crRmTCFfsKECXQq8vjjjweOWLT7Ei1w33330eDQEH33u9+lNQftQohYk//5n/+pqKiYNIqqtFdffVW+oaDHXYThG1E+EuUCd/6oBu3zzz+n+YsXL6Z3YDoxkFJh0KPVb1uR7wy06y5cuNDn88lnKu0z+pes7QYAAFUkbwJLPKqTqNbRuhUJcvHixaD3y8fPTTfd9LOf/SyRW4wrHFcAAKyhwArLZrO53e4zZ858+ctf/va3v611cxKkp6dH+rZgvH3++edPPPHENddcIz2pwQBwXEHcBV4A1+EbelI0MlqG7BSoDntFWM3NzXl5eZdffvk3vvENAzw+IELZ2dk/+clPErMt2gnz8/OppEvM5hIDxxUAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKgMBRYAAACAylBgAQAAAKiMS4EV9PvqAAAAkGBaVwQJwqafbCIKAACgW3zSMZt+sokoAACAbvFJx2z6ySaiAAAAusUnHbPpJ5uIAgAA6BafdMymn2wiCgAAoFt80jGbfrKJKAAAgG7xScdG7ifP74UCAADoFp90zKafbCIKAACgQz6f7+DBg3zSMZt+sokoAACADm3dupXVB0ps+skmogAAALri9XptNhu3O3bY9JNNRAEAAPSjr6+vqKiIsnBaWtq9997LJx2z6SebiAIAAOjE/v37MzIyKAUvXry4t7d3hFM6ZtNPNhEFAADQ3D//8z8vWbJEfCa4adMmj8cj5vNJx2z6ySaiAAAA2vr1r38tSqvs7Gy73S7/Lz7pmE0/2UQUAABAQx6P59prrxUF1r59+/z+l086ZtNPNhEFAADQis/nq66uppxrNpsPHToUuACfdMymn2wiCgAAoJX169dTws3NzXW5XEEX4JOOjdxP/FQOAABAwoiHXWVnZ3d1dSktwycds+knm4gCAAAkXlNTk3jYldPpDLEYn3TMpp9sIgoAAJBg+/fvF9VVZ2dn6CX5pGM2/WQTUQAAgESioopKK8qzLS0tYRfmk47Z9JNNRAEAABLmxIkTorras2dPJMvzScds+skmogAAAInR1dWVnZ1NGdZms0X4Ej7pmE0/2UQUAAAgAVwul9lspvRqtVojfxWfdMymn2wiCgAAEG8DAwO5ubmUW6urq30+X+Qv5JOOddTPsA+sGstzrfhEFAAAIH7cbndbW9u0adMosVosFq/XG9XL+aRj3fUzdIEVj9UCAABAUFQ/9fb2UkVls9nKy8vFZ4LC+PHjT58+He0K+aRj3fUTBRYAAICGjhw5UlFRUVVVVVhYKL4hKGcymQoKCmhiypQp0V6+GuGUjnXXz9AFFtXOWVlZFPLHHnvs4sWLqqwWAAAAhoaGmpubi4uL/SoqyrnV1dVNTU0Oh2NwcFAs3NXVNTw8HMNW+KRj3fUz7NCfP3++p6entLQ08Euh40KKW5MBAACSldfr7ejoqKyslC5WpaSk0L/XX389ZdsYrlGFxicd666fEQ792bNnTSaT6qsFAABgwul0btiwQTzISvzQTVVVVWdn55kzZxwOh+qllcAnHeuunxEO/eDg4IwZM1RfLQAAgIG53e4bb7zxqquumjVrlvQJT0lJyf79+4eGhhLQAD7pWHf9DBx6aU5NTU1fX99nn3126tSp8vLyzZs3j2W1AAAA3OzYsUOqq/Lz8xsaGvr7+xPZAD7pWEf9VLplSpo+fPjwkiVL0tPT58+fv3PnzqiuXvKJKAAAQFAOhyMrK4sS4sSJE48ePapJG/ikYzb9ZBNRAACAQE1NTeI29nXr1nk8Hq2awScds+knm4gCAADI+Xw+q9UqPh3atWuXto3hk47Z9JNNRAEAACRut9tisVASzM7OttvtWjeHUTpm0082EQUAABD6+vry8/MpA+bl5fX29mrdnP+PTzpm0082EQUAABgZvaVdPOOqpKTE7XZr3Zz/wycds+knm4gCAABIt7SvX78+To8MjQ2fdGzkfuKncgAAgBWqpZ577rmamhqd3NIeiE86ZtNPNhEFAAC2KisrRWmlk1vaA/FJx2z6ySaiAADA08DAwKRJkyjfpaamnjx5UuvmBMcnHbPpJ5uIAgAAQy6XKzc3l5Ld7NmzT5w4oXVzFPFJx2z6ySaiAADATVdXl/jCYFlZmYZPaY8En3TMpp9sIgoAAKx0dnaK6qq6utrn82ndnDD4pGM2/WQTUQAA4KO1tVU8jsFms+m/uhrhlI7Z9JNNRAEAgImmpibdPo5BCZ90zKafbCIKAAAc2Gw2Sm1paWktLS1atyUKfNIxm36yiSgAABibz+errq6mvJaRkdHZ2al1c6LDJx2z6SebiAIAgIF5PJ7y8nLxKNGuri6tmxM1PumYTT/ZRBQAAIzK6XQuXLiQMlpubm5fX5/WzYkFn3Rs5H7itwgBAMAwBgcHU1JSKJ2Zzeb+/n6tmxMjPumYTT/ZRBQAAAyprq5OXC/YvHmz1m2JHZ90zKafbCIKAADGc+LEibS0tNTU1AcffNDr9WrdnNjxScds+skmogAAYDBut1v8zmBjY6PWbRkrPumYTT/ZRBQAAIzE5/OJrw3Sv0nxrPbQ+KRjNv1kE1EAADCSxsZG8bVBt9utdVtUwCcds+knm4gCAIBhiFuvCE1o3RZ18EnHbPrJJqIAAGAMRrr1SsInHbPpJ5uIAgCAARjs1isJn3TMpp9sIgoAAAZgsFuvJHzSMZt+sokoAAAkO+PdeiXhk46N3E/8VA4AACQdQ956JeGTjtn0k01EAQAgeRn11isJn3TMpp9sIgoAAMnLqLdeSfikYzb9ZBNRAABIUga+9UrCJx2z6SebiAIAQDJ6/fXXs7OzjXrrlYRPOmbTTzYRBQCApON2u6dNmya+knXy5EmtmxNHfNIxm36yiSgAACQXqq4WL14sqqv09HSj3n0l8EnHbPrJJqIAAJBEpOqK/j1x4oSxq6sRTumYTT/ZRBQAAJKFvLoyfGkl8EnHbPrJJqIAAJAUGFZXI5zSMZt+sokoAADoH8/qaoRTOmbTTzYRBQAAnWNbXY1wSsdG7id+ixAAAPSGc3U1ggLLePhEFAAAdIt5dTXCKR2z6SebiAIAgD45nU7m1dUIp3TMpp9sIgoAADpUVlYm7lfhXF2NcErHbPrJJqIAAKA3ra2tKSkpHB7UHhafdMymn2wiCgAA+uFyuaRrV3Pnzv35z3+udYs0xicds+knm4gCAIAe+Hy+Xbt2ZWRkUAIym80dHR1at0gX+KRjNv1kE1EAANBcd3d3YWGhuHBltVqHh4e1bpFe8EnHOupn2AdWXbp0aevWrSaTKScnp76+nv6MauVqtBEAkszAwEBJSUlmZubatWsbFdx3333XXHPNPffc43Q6e3t76SVBV+Xz+RLbdkhKHo+ntrY2LS2N8s6CBQtop9K6RfrCJx3rrp8hhr6lpWXZsmVvjaKJgwcPqrJaADAMqo0cDseePXusVmtxcXF2dva4WNG5XH5+fllZWVVV1de//nWz2Tx16tRnnnlmaGhI616CTlEJTrtfXl4e7T9UYNXX13u9Xq0bpTt80rHu+hli6JcvX378+HExTROlpaWqrBYAktfvf//7m266yWKxKJVTubm5BQUF06dPv+eee5SuYK1evZqWvPzyy6mcKiwsFAkyBFpnZWVlXV1dR0dHX18frmwBld0LFiwQt1uRkpKS3t5erRulU3zSse76GWLoJ0+eLJ07vv/++3R+qcpqASDp0FtBc3MzFVWBpU9FRYXNZmtpaenu7o78xpfA61I0p7+/3+l0dnZ2Pv7444sWLZo7d+61114bWMZRWi0qKqL/mjFjRnt7u9p9Bb1zu91U5YudYeLEibRnouYOgU861l0/Qwx9SkrKhQsXxDRNpKamBr42hDg2GgASwuv1dnR0VFZWihtcyKRJk8QEzU/YfcRUeNnt9sbGxqqqqgULFsjfZ6g9+AyRDyqtqJoXF67Gjx8/e/bsrq4urRuld3zSse76iStYABDI6XRu2LBBunpEBRYVN52dnVRy9fT0KN2Wnhgej6e7u/uGG24QT5Jk/pxuJuSlFe2NVquVym6tG5Uc+KRj9ftJ73cNDQ3z58+nPY/+ffjhh8+fPx9Fg3APFgCM8vl83/ve92bOnJmTkyNdIiopKdm/f78+rxJR0hXfzM/NzXW5XFo3B+ICpdUY8UnH6vdz8+bNK1eu7Ovro0qL/qWzum9961tRNChg6KU5Bw4cwLcIAQxvYGCgpaWlurraZDJJdVV+fj6duek/k3k8HovFMm70wZL4tMhIKLIorVTBJx2r388ZM2YMDg5Kf9I0zYmoKQq3TEnTly5d2rJli2nUtm3b8BwsAMOg7GW32zdt2uR3S9PUqVNTU1Nvu+02rRsYBTq3pOqQGp+dne1wOLRuDqigubk5ZRRKq7Hjk451VGDFFZ+IAiSR//qv/1q/fn1paal00/q40QdQUYHS0tIi7qxKxicJ+Xw+KhZFMsb3CpMdVf9U6Iud8x/+4R9QWo0Rn3Qcl48Iy8vLX3vtNXpbpH9pOqqPCOOET0QBksWRI0ekoooKEYvF0tjY2N3dbZivuDc0NIjeNTc3a90WiF1NTQ0FMTMzc8uWLVq3xQj4pOO43OS+c+fOK664IiMjg/596KGHorrJPU74RBQgKTQ1NaWmpor64+677/Z4PFq3KC6otBIX52w2m9ZtgViIKjk7OxvfWlALn3TMpp9sIgqgc0NDQxUVFaK0qqmpefLJJ5PxQ8DIdXZ2ihpr/fr1hrk4x0R7e7u4vPrCCy9o3Rbj4JOO2fSTTUQB9Kyrq0v8EI3ZbOaTtJxOp3iC19SpUx944AGtmwMRoX1VVMYtLS1at8VQ+KRj9fvZ19dXWlqamZkZ9CuBWtFDGwCYa2pqEhnLYrHIvwrDQU9PT1ZWlng/fP7557VuDoTR39+fm5tLwaqtrdW6LUbDJx2r38+SkpJHH330L3/5i+prjpbScx8AIMHkHwvW19fz/KTs4MGD4nv+2dnZbW1tWjcHFHk8nsWLF1OkaKflua/GFZ90rH4/MzIyPv30U9VXO0Z8IgqgNzw/Fgzq3LlzVqtVFJo0YdRb+5MaVVTl5eUUoMLCQgQoHvikY/X7OW/ePG1/FywoPhEFSABKQkePHt2wYcOTTz7pdDpdLlfgb9fQMlRObdu2je3Hgkra2trELVmUwvv6+rRuDvwN8QCz3NxcHSYyY+CTjtXv509+8pOqqiq9/dYpn4gCxE/QH7GRy8/PLy4urqiosFqtK1askOaz/VhQCdVV4lcL8XGhrjQ3N1NQMjIyuru7tW6LYfFJx+r0M+hbra7uf9JDGwCSkdKP2IjrUnl5eWVlZfRfSiUXwaPMg6KBxceFuuJwOMRe3dHRoXVbjIxPOmbTTzYRBRi7gYGB3bt3U9a3WCxKP2LT399PE/JPBn0+H82nU39KVG1tbfX19bfccsuhQ4c07Ij+4eNCnaDBF4FobGzUui0Gxycdq9/P8ePHq77OseMTUYBIUDqRPrOjqohKoj179lBFVVxcLNKM/EqV8X7ERlfwcaHmWltbJ02aNG70YbBat8X4+KRj9fs5e/bs//3f/1V9tWPEJ6IAYd1///3jRh96GVhOCTk5OWJi27Zt+OgqAeQfF1Kxdfr0aa1bxAgNvnh8xrRp04z9owI6wScdq9/Pffv2fe1rXztz5sylS5dUX3nM+EQUIITe3t6amprx48fLy6nc3NyKigqbzdbS0tLd3T08POzz+To7Ozs6OnDJKpG++93viogsWrQII58YVFFZLBYx7HV1dVo3hwU+6Vj9fga9y1X1rcTQKq2bAKAlh8NRVlYmjsfU1NT58+fff//9opzSumnwf4aGhqSnvdfX12vdHOOjKra6uppGe8aMGSdOnNC6OVzwScds+skmogBydILe1tYmbvERd6nTabrenqICEqp329vbxRcLWltbtW5OKC6Xq6enR+tWjMmGDRvEQUF90botjPBJx2z6ySaiAJSke3t76d+mpibxe2rjRp+n0NzcjOtVSYFKK/H1AqfTqVUbglbh4ouiVFc98cQTYr9K3rvy6UxDfLGgq6tL67bwwicdG7mfevuYEiABvF7v1KlTaYefOHGi2POLiora29txT09yqa+v1+riCu0qDz74YEpKyuzZs61Wa2VlpcViyc/PD/p9CFJWVkYVYXJ9GUI8UJRKWIfDoXVb2OGTjtn0k01EgTnp0sK40Z+qxZ0lSYqqnKqqKgri4sWLA3+GKB7CPqZfoEqLSnYqqqjqWrp0aUZGhphPEzU1NVSv6L+Up/MN0WY8UFQTfNIxm36yiSiwRWlY3LFL5s+fz/xnlQ3A4/FQKSMuEcWpalF6TP+cOXMKCgpuvPHGtrY2WsDpdFL5FfTzZVoDLSN+HVkwm802m03cnqXDy1rUHXGLW3Nzs9ZtYYpPOmbTTzYRBZ46OzspsYkPlZL3thjw43a7xV10VqtVrXVSqbRmzRraT66++mqlx/THsNrBwcGmpibp6xRihSkpKTt27FCr5WPX1dUlPujElzQ1xCcds+knm4iCblHe2rRpU1VV1ZkzZ1RcrfzCVWVlJeU5FVcOmuvp6RE1AZUvMbw88Y/p7+3ttdls0rcrsrKydHIdy+Vyie7TYah1W1jjk47Z9JNNREEnQiS2yZMn2+12VbaCC1cc0N4i9pywuw0VSS+++OLKlSuvHRX0tnQqffLy8ui/tm/fHr/SR9wpL75pQTWc5jVWf3+/qPnobET/d4kZG590zKafbCIKWjl9+vTatWtvvvlmpd+fmT59uvwR6vRGP5arTbhwxUpTU9O40WcKBH30VIj70wMf05/IZrtcLlHWaFhjUTm1d+/e2bNni2agutIcn3TMpp9sIgqaaG1tTU9PD5vY3G73H//4x/3794sKjNIh/W8Mm8OFK4bEjxXSfiWeUKV0fzpVEikpKRMmTDhy5IgeHnumbY3lcDiWLl0qRmbRokWaX0iDEU7pmE0/2UQUEozyh/QTNIQS27//+7+HTWyDg4OVlZXiJZR4InzWEZ18v/TSS8uXL8eFK4Yo+mJPy8zMvPLKK0Pcn07/JubJDhFKfI1F3d+zZ09+fr689MQjr3SCTzpm0082EYWEoYS3a9cu8Rwgs9n8L//yL+3t7X19fZGvobOzUyQeWkljY6PShxdBPwDavXu3Sv2ApEF1g3ShNB73p8dPwmqsnp4eq9UqPZ2LaiyqtJ577jkapfhtFKLCJx2z6SebiEJi0Pu19I10ekOP+bMYeqH4QbRxo4+UfPHFF+12u2dU0A+Apk+fLiaiquTAML75zW9S9FetWpV0n3bFtcYSv7lZXFwsHSmVlZW4ZKVPfNKxkfs57m9p3RwwCMoNtbW14gMaqn5U+bU4WglVV9K+OmXKFKUPgCiRtLe34yGinCVdaSWJR4313//931Ru5uTkiIPFbDbX1dXF9igvSAw+6ZhNP9lEFOLE5/NReqBz4ry8PPEBTX19PZU7aq2fVtXQ0CB9zTC5PgACiJCKNVZvb29NTY10yBQXF7e1tal4SEKc8EnHbPrJJqIQJ+JHS4SSkhJ6c4/HVp5//vmVK1c+/vjjyXuVAiC0sddYdJ4jfbNEFFj5+fmqtxPihE86ZtNPNhGFeBgYGBDv46mpqc3NzbikBDAWUo112WWX0RmFePBEWOJGK+neR5PJVFdX99prr9FMfJ02ifBJx2z6ySaioDopGZjN5mPHjmndHAAjoMMqKytLfqNhSUnJpk2b6ATmhRdekEouj8dDSw4PDzc1NUk/v5OXl0eL6eEpXxADPumYTT/ZRBTUJf06bFlZGT62A1DRoUOHqMaaMmWKeGquHyq5iouLxQMXpMcuFBUVtbe34xJyUuOTjtn0k01EQUWdnZ2iusLvlwHEg3RYDQ0NOZ3O/fv319bW0slMYMlVUVFx4sQJbVsLquCTjtn0k01EQS2tra3iWQk2mw3VFUCCiZKrpqbmuuuuQ2llJHzSMZt+sokoqEL8ti7ZtWuX1m0BADAOPumYTT/ZRBTGzmaziSdRxfZLzAAAoIRPOmbTTzYRhbHw+XzV1dXiptrOzk6tmwMAYDR80jGbfrKJKMTM4/GUl5fTrpKdnd3V1aV1cwAADIhPOjZyP/2+hKJ1c0C/fD7fY489VlBQQPtJbm4ufkcZACBO+KRjNv1kE1GIwT/90z9JDzDs7+/XujkAAIbFJx2z6SebiEK0HA5HZmamKLCee+45rZsDAGBkfNIxm36yiShEpampSTzsqqKi4je/+Y3WzQEAMDg+6ZhNP9lEFCLk8/msVisedgUAkEh80jGbfrKJKETC7XZbLBbxhUG73a51cwAAuOCTjtn0k01EIay+vr78/HxxS3tvb6/WzQEAYIRPOtZLPy9durR161aTyZSTk1NfX09/Bi4zlscu8IkohOZwOMTvN5eUlLjdbq2bAwDAC590rJd+trS0LFu27K1RNHHw4MHAZcYSFT4RhRCkW9rXr1/v9Xq1bg4AADt80rFe+rl8+fLjx4+LaZooLS0NXAYFFsQMt7QDAOgBn3Ssl35Onjx5aGhITL///vsmkylwGYqK2WzOysoqLCx87LHHLl68GPn6+UQU/FBp9fOf/1zcdIVb2gEAtMUnHeulnykpKRcuXBDTNJGamqq05Pnz53t6ekpLS202m99/jQspjq0H/RkYGGhpaamurqZiXewAtFOdPHlS63YBALDGJx3rpZ+RXMGSO3v2bNhl5PhElDOPx2O32zdt2rRgwQJ5bS3uap8zZ47WDQQA4I5POtZLPyO5B0tucHBwxowZka+fT0S58fl8K1asoAL9mmuuETewC1R/V1dXt7S0DAwMeL1eKrykCh4AALTCJx3rpZ8HDhxQ+hahFIyampq+vr7PPvvs1KlT5eXlmzdvjnz9fCLKARVV3d3dTU1NFRUVWVlZUlFFBZbFYmlsbKT/pWW0biYAAPjjk4710s9Lly5t2bLFNGrbtm3y52BJwTh8+PCSJUvS09Pnz5+/c+fOqL5mzyeixuNyuYaGhuRFlfjIT5KTk0O7za5duzwej9aNBQCAUPikYzb9ZBNRI3G73XV1dRS7lJSUSZMmyYuqoqIim81mt9uHh4e1biYAAESKTzpm0082EU1eXq+3t7e3ra2NKqfy8nKz2ez3PVAUVQAAyY5POmbTTzYRTSI+n+/BBx/Mzc394he/WFhYKL9FXbpR3WKx0P/W1taiqAIAMAA+6ZhNP9lEVP8Cn1AloTKL5jc1NTkcjsHBQa1bCgAAKuOTjtn0k01E9UnpCVVTp05NT09fu3ZtT08PfhwQAMDw+KRjNv1kE1FdaWlpufHGG5cvX670hCqtGwgAAAnFJx2z6SebiOqE1+vdtGkTnlAFAAByfNKxkfvpd3+P1s1hxOFwyD8KrKurwxOqAABgBAWW8fCJqLZcLldFRYWoqxYvXvz00093dXVp3SgAANALPumYTT/ZRFQrw8PDdXV14l4rk8nU3NyMjwIBAMAPn3TMpp9sIqqJ1tbW3Nxcca/Vhg0b8LPKAAAQFJ90zKafbCKaYN3d3cXFxeIzQYvF0tPTo3WLAABAv/ikYzb9ZBPRhHn66afT09NFaZWXl9fe3q51iwAAQO/4pGM2/WQT0cRobW2dMGGCqK6++c1v4kuCAAAQCT7pmE0/2UQ03lwuV1lZmSitsrOz165dq3WLAAAgafBJx2z6ySai8ePz+Xbt2pWRkUGDaTabOzo6tG4RAAAkGT7pmE0/2UQ0Trq7uwsLC8WFK6vVOjw8rHWLAAAg+fBJx2z6ySaiqvN4PLW1teIBVwsWLHA6nVq3CAAAkhWfdGzkfuKncsbO4XDk5eWJB1zV19d7vV6tWwQAAEmMTzpm0082EVWFz+f74Q9/WFBQIGrTkpKS3t5erRsFAABJj086ZtNPNhEdi4GBgZaWlurqapPJJEqrtLQ0/OgNAACohU86ZtNPNhGNkNfrFWWTx+Ox2+2bNm1asGCB/BPViRMn0r+1tbVatxQAAIyDTzpm0082ERX6+/sDZ1JFNTAw0NPT88QTT1x22WXZ2dnFxcXi7nXBZDJVV1e3tLTQYrSwy+VKfMsBAMDA+KRjNv1kEFG3293X1+d0OlevXk39nTdvntVqraystFgs+fn5VE6NC4YKLFqgsbGxu7sbHwUCAEBccUjHApt+GiWiVAOtWLFiypQp69evp/qpvLy8qKhIfNEvElRp0fKlpaUFBQVXX3314cOH8Ss3AACQMIZJx2Gx6WfyR7S3t7ehoWHOnDlKxZPZbF68eHFZWVlFRcWVV15ZU1PT1tZmt9udTufAwAAeDQoAAJozQDqOEJt+Jm1ERV0lvwM9PT3dZDJt3LiR6qcXXnihp6eH6ietmwkAABBe8qbjaLHpZ/JElCoqt9sdWFeZzeYNGzacOHECd0oBAECSSqJ0PEZs+pkkEd21axc1NSUlBXUVAAAYT7Kk47Fj0099R3RoaKi5ubm4uFiqq3JyclBXAQCAweg8HavIyP30uwdc6+YE4fV6Ozo6KisrpYdRTZkyZenSpdu3b0ddBQAAxqPPdBwPbPqps4g6nc4NGzZIz6aiAquqqqqzsxO/pgwAAAamt3QcP2z6qYOIut3u22+/nYoq6Zf+xo3+jvL+/fuHhoa0bh0AAEDc6SEdJwabfiY8ol6vt7e3t62tzWazlZeXm81mvwd+NjQ0BP1BGwAAAKNCgWU0CYioz+ejWqqioqK6urqwsFD+G3+CyWS64oorsrOzt23bFu/GAAAA6BAKLKOJU0SpqOru7m5qaqK6KjMz06+iojKLii36X4fDMTg4GI8GAAAAJBEUWEZDEV22bNmOHTsaFdx333233nrrgQMHnE6ny+UKelNUV1fX8PCwvKjy+wXl8ePH07/f/va3e3p6cLs6AACAHxRYRjMuJvn5+cXFxVRIWa1Wi8VCczIyMvyKqqKiIpvNZrfbqfYaHByk4kzrvgIAAOgUCiyjoYjOmjVr69atSlewsrKyaJmFCxeWlZUtWLBA/kW/QPKiSuueAQAAJA0UWEYTNqKDg4NUMMk/1/P5fAMDA93d3Q6Ho62t7Tvf+Y7FYmloaEBRBQAAEBsUWEbDJ6IAAAC6xScdG7mffp/rad0cAAAA7vikYzb9ZBNRAAAA3eKTjtn0k01EAQAAdItPOmbTTzYRBQAA0C0+6ZhNP9lEFAAAQLf4pGM2/WQTUQAAAN3ik47Z9BMAAAB0QOuKIEG49DNyiYm9kbaSsA1hK9iKMbaSsA1hK9iKkTaUdDAu/oy06xvsAMNWsBVjbCVhG8JWsBUjbSjpYFz8GWnXN9gBhq1gK8bYSsI2hK1gK0baUNLBuPgz0q5vsAMMW8FWjLGVhG0IW8FWjLShpINx8Yd9RbcQGn1CXHQLodEnxIUJhNkfdn3dQmj0CXHRLYRGnxAXJhBmf9j1dQuh0SfERbcQGn1CXJhAmP1h19cthEafEBfdQmj0CXFhAmH2h11ftxAafUJcdAuh0SfEhQmEGQAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlBi+wLl26tHXrVpPJlJOTU19fT3+K+eP+1uTJkyN/rdJ8iIrSML755puVlZWmUTRBf0b+WoRm7JTGcHh4+M4775w6darZbH7kkUeiei3iohbpLUs+M5LhRWjiKmhcQsyXIC7GZvACq6WlZdmyZW+NoomDBw8GLrNv3766urrIXxvJOiEspWFcvnz5zp07h0dt376d/oz8tQjN2CmNodVqrampOTdq7dq1P/3pTyN/LeKiLr+EHcnwIjQJoFRIhSiwEBdjM3iBRen5+PHjYpomSktL/Rb47LPPCgoK3nnnHWmOdDAovTbsOiESSsOYlZX1ySefiOmPP/6Y/pRegtAkgNIYTps27b333hPTVGNZLBbpJYhLgvkl7BDDi9AkUuQFFuLChMELrMmTJw8NDYnp999/32Qy+S1AZwZ33323fI606yu9Nuw6IRJKw1hdXf3www9/9NFHw8PDDQ0N9Kf0EoQmAZTGkAos+lNMU6UlH1vEJcH8EnaI4UVoEimGAgtxMTaDF1gpKSkXLlwQ0zSRmpoq/9/PP/980aJFp06diuq1odcJEVIaxnfeeWfevHnixgWaePfddyN/LUIzdkpjeMcdd6xbt+69UbfffntaWlrkr0Vc1OWXsCMZXoQmAWL4iBBxMTaDF1ihzwM6OjpuuummaF+LcwtVKA1jeXn59u3bpXuw6M/IX4vQjJ3SGH744YdUV+Xk5MyYMeP73/9+bm5u5K9FXNQV+RWssMsgNCqKocBCXIzN4AVW6E+yi4qKXnrppWhfi0/HVaE0jJmZmUr3YIV9LUIzdpGM4Y9//GMqtiJ/LeKirsjvwQq7DEKjohgKLMTF2AxeYB04cEDpuxjHjh277rrrAl8iHQxKrw2xToic0jDSO0tDQ4O4grVjx46gd+wiNPGjNIbr1q0bHBykoBw6dGjOnDl/+tOfpJcgLgnml7BDDC9Ck0gx3IOFuBibwQusS5cubdmyRTxUadu2bfKniVgsFrvdHvgSaddXem2IdULklIbxjTfeqKiomDJqzZo1p0+fll6C0CSA0hg+9dRTs2bNysrKWrVq1SuvvCJ/CeKSMH4P8BMzQwwvQpMYQeMSer6YQFyMzeAFFgAAAEDiocACAAAAUBkKLAAAAACVocACAAAAUJnBC6xf/epXK1euzMjImDlz5r333vvBBx+I+dH+xKbSegLF/KufIbZy7NixFStWpKen0/y77rrr3LlzsY0GAAAAJIbBC6xVq1YdP37c4/G89957Gzdu/OpXvyrmR/sTm0rrURLDA1FCbOWGG244evTo8PDwJ5988uijj1IRFvkIAAAAQOIZvMCSo+pk0qRJYnosj3eTr0dJbAVWJFuh8ivoszcBAABAPxgVWHa7vaysTEyP5QcK5OtRMvYCK+hWPv300927d4e9fgYAAADa4lJgvfLKKwUFBa+//rr4M+af2PRbj5IxFlhBtyJu4br88sv7+/sjWQkAAABohUWB5XQ6586d+/LLL0tzYruCFbieELe0B22J3/ygLw/ciuTjjz9+5JFHrr/+euW+AgAAgPaMX2B1dHTMmjXr5MmT8pkx3IMVdD1KYr6CFXYrVGOFvQMMAAAAtGXwAmvv3r1z5851uVx+86P9iU2l9SiJrcBS2sodd9xx6tSpCxcuvP3227W1tbgHCwAAQOcMXmCNC+DxeEai/4lNpfWE3WLY+ZG09vDhw0uWLJk4ceKcOXM2btz44YcfqjhEAAAAoDqDF1gAAAAAiYcCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVIYCCwAAAEBlKLAAAAAAVPb/APTpSN2F7shzAAAAAElFTkSuQmCC)
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