Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_Zheng_021022_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 29, 2018 |
Start Time | | 2018/04/29 04:50 |
End Time | | 2018/04/29 05:50 |
Key Words | | python project |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 5.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Yihua_Zheng_021022_2 |
Minimum Dst Value | | 8 |
SW Source | | WIND |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-4 for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIE1heSAzMSAxMjowNTowNSBVVEMgMjAyMkncIFIAAAGedEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQ2x1c3Rlci00IChwbG90IG9mIEJfeHl6X2dzZV9fQzRfVVBfRkdNIGZyb20gY2Rhd2ViLmdzZmMubmFzYS5nb3YpIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDE4LTA0LTI5VDA0OjUwOjAwLjAwMFoiLCAibWF4IjoiMjAxOC0wNC0yOVQwNTo1MDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTUxLjAsICJtYXgiOjUxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiblQiIH0KICB9CiBdfZ8qJCEAAAAEZ0FNQQAAr8g3BYrpAAA7n0lEQVR4nO3dDUwUd/4/cJOe4Uc805+JMaYxxpiYXtM0xPwSRYQF5UlBioioh4qWenoW5UG0ehStpVS5sz2lig8U/fmz9rRW63k8LMvK04I8K6ACIoVii6jIaZW/Ukq5+X9mx063y+4ysAM77Pf9yobMzs7OzOf7Hfbz2XnaMRwAAAAAyGqMrVcAAAAAwN6gwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQoskGTMGKVvKomJiSEhIZanGY4odDrdlClTlN8+MByU0/vDsQ6yz1M5zSU7+vDZs2ePrdcClMUON3QYDgr/TOzp6Zk4cWJra6vlyYYjCmdn54KCAtlnC6OCcnp/VBRYymku2TU3N0+aNIk+iGy9IqAgis6aMPIaGxuDgoLGjRs3duxY+jS8ePGiMH5oH7UyfkA/evRo2rRp5mZ46tSpFStWWL8+Q1hhBwcHc7MSOTo6UqsOWP/ZAXPbj8ByJ4pMTiCONGxV6vSOjg7LszIkjr9///7mzZunTJlC60lr6+/vr9FoxLc4OTkZzWfmzJkm18pc74+8UVFgKae5hkNwcPDp06dtvRagICiw4Ff0JWzq1KlpaWnC97Dq6urQ0FDhJZsXWLGxsUlJSeZmSIn2woUL1q/PEFbY3FsMxz979iw+Pr5/2rYzFrYfgeVOFA1YYAkDT548CQ8Pp6w22FlRdUXrSWvS2dnJ6Xd/qtVqqrHEt1BpqNVqxenpVRpjea1sblQUWMppruFw7tw5KV/zgB32vLnDYK1duzYlJcXkS/3Tm9FTSkJvvPEGfUOdNm3aiRMnuN/uPBCnj4uLmzBhAk1Gqberq0ucycGDBydPnvzSSy+ZXHpjY+P06dN7e3vNfUBTvmxvbzdcq08++WTSpEm0IAqqu7vbaG1pzMaNG8fp0YAwgckVFg32Lf3HWPj6HhERYfjdl4ZpjIeHB31kiyMpwFdeeYUazdxemf6odKDwabnUFPv27bPQWQKTvSOdhe2Hk9CJIokFFqevXC3vFDE5K+o+2jwsvCU9PZ0aXxzj6up66dIlk11s2AtGm7HJDUaYjFqJttixY8e+/vrrxcXF1AXUMvR05syZdXV1Jtdq+/btL7/88vjx42kRwhhzndvW1kZFp6OjI81w4cKFwh6+V199taGhQZjg7NmzwgCNmTFjhjBs7h/T5P+RIenbWP+Ntn9QRs1LxbrQUNQytbW1FgI0uUQLE0sJoX8PUstMnDiRKnvxvTSG3iWMEQp3k90HbEKBBb+iDzvDzw5DAxZY9LkjfOmnj7DNmzebnHj37t2BgYGdnZ2UZdetW2c4WVhYmIWMHhAQIJQa5nIzfXoarVVQUNATPRqgz3Gj9dm2bRutiTgBPTW5woYG+xbD8RRafHy8SqUyN/O+vj7K6JTFafjixYvClDqdjhKGOA2VXPTpb/guyiK0SubmyekTGK0qLZ3WmdKM5c4y1zvSWdh+OAmdKBruAovCf/TokeW3UEVSVVVFAyUlJTQ84Fpx/TZjCxvMihUrKBlTpycnJ1N6Nnzq4uLSfym7du2i4oC6hkoBcWMWOlecv7gmVLTROtPcqB9pGiodaGRUVJRQc1CZTtWGsIuRyhehly38Y5r8PzI0qG3MsLlMBmXUtlTt0QQUC9V5s2bNshCguSWam1hKCCZ7kFrS8N+QhmNjY8Wn9n0MFAYLBRb8yqhMMTRggUVf3ehrqOFupP4TT5ky5bvvvhOGKTVSPhYnEw7WmER1hph1pBdY4oJaW1snT55s9HYaI54RRQOU5CzPfwhvMdrPRJ/+5nZOCCgrTJ8+PSEhgf6K37OdnZ2F/Q3C0TfDU2gpl9DXempGC/OkdaZv8MIwDVjuLHO9I52F7UdKJ4okFlgSDxH233HSf2sxfFUYOHLkiHBRKtWF4g4Yy6tqtBlb2GDEIowSv9FTk234yiuv9D+Bj0YabuQmV49mOH78eBpIT08XDtfu37+fNjAhIirsaDxn8R/T5P+RoUFtY4YraTIoo4nFfWbmWkYM0NwSzU0sJQSTPdjU1GS4m4oaU3wvhwILfgsFFvzKmj1YtbW1lJBoDvR1X61Wm5vYkHhA0NxkwlMnJydhX0L/KUXTpk0zOkRo+Kr40Wwuiv4T9DfYtxiOp8IoKSnJwh4swZ49e+hdycnJ4hiNRvPaa69x+qNvhodRGhsbqZ0NP9mlrPOAnWWyd6SzsP1I6URzqy0w3FoElMyknOTef+SECRP678Ey2jYoGVPZcenSJfpLw+ZmZVRgWVi0uQ3G8lPpI8WnJSUltKU5Ojoa9mNvby8Fwuk7gkpzV1dXTl9X0XhO8j+myRJnyB8Ig90MLAdobonmJpayIHPh+/v7C1dv0F8q8cUJ6CMIhwjBEAos+JVRFjckftbQJ5SQbzj9ka/+n5I6na7/HiMBfaCbTIeWP2rH9NN/Gkq0hqcrjZGwB8twAol7sAb1lv7jLX+7rauro09nqqjor+E3+5kzZyYkJFAFKTY7tSFVXWVlZRbmJq6zWITRylvuLHO9I53l7WfAThRRsOIJQwJ6KqauAROz0XL7j6SkaHSwlTOVVmmacePGiWdrDbbAkrjBSCmwBrUHi/oxPT1dqJwMz3jz9fXNzMwU9iPSX8Pz+i38Yw5qD9aA25jhq1L2YJl8ai5Ak0sccGILIZjrQZq/UKHSX8Pd0mfPnsVJ7mAIBRb8SjgOdezYMeHz6MaNG6tWrRJeEj90/ud//ic5OZmSPX0ih4aGiuMpuQofl/TpM2HCBGEk5af79++L809KSgoICBA+y5qamsTzIaSnTHNT/uMf/wgKCjKcTDipgpg8B0s8f4UmCAwMFM+PMVphQ+beIqXAovbcs2cPlUrm4uru7n7jjTfo2zan32tFU4pHAy9cuECzOnnypDgxfayL5ylbRuscHBwstAN9ubfcWeZ6RzoL24+hAbub1sTZ2Vnc41VdXU0FAY2U+PYBl0VZk3In9YjQ17QxU5ub229heVYWCiyJG4yUAks4XYn+4/qfgyV0Ls1ffCN1qHgqErW/OJ4qxRkzZhw5coTTHwCdPn36/v37hZcs/GOa/D/ifvuvJH0bM4zOZFCG05hrGXMBmlyiuYmlhGCuBzn9jsC0tDSqWQ3XELdpACMosOA3GhsbhYtuXnrpJaql+t8Hq7a2ltI/vUqplD6mxfHnzp177bXXxo4dS4WCuH+ePsEdHBwMP9Too3zatGn0dvqEEvc5WV9gUUan75eU4MXJ9u3bJ1wVtW7dOrFYEd9OBc3mzZsd9CIiIsQJ+q+wyNxbLORjEb2FEpi4ev3RSp46dUp8Sg1LY4Rh6gLhKKHJOVtuOlrn8PBw6hRqCmoQ8RiHyc7izPTOoJjbfozWf8D5HDx4kNZtrB4NGO4Ys77A4vSn2lAL0zZD6zl+/HhaZ8rKlt8y2AJL4gYjpcDi9CdcU/VvdBUhhSB2rvhG6lAqnoT/0JSUFHF8XV0dTSwcG6W/NIHh3hdz/5gm/4+43/4rSd/GjKLrHxQnocAyF6DJJZqbWEoI5nqQ018fQCPFbYbDjUbBFBRYYCcoQ4j75weVgxWOcr+UW3wNiBIAZVDr5wNgjh1sY0MOgT58+h93BsbZTx4CENlNgXX27FnDOzUMwbZt27q6uh49emR0jANALnawjdlBCKBAdpKHAAwp+WJpB1PMTTl16lTxVKShzTMlJWXSpEmOjo7mbhQ5hDlLD2HIq23DWcFgWbmNKYEdhAAKhAILAAAAQGYosAAAAABkhgILAAAAQGYosAAAAABkhgILAAAAQGYosAAAAABkxkqB1f+n0AAAAGDk2boiGCHMxMlMjwIAACgWO+nYnuNks2QGAABQLHbSMTNxMtOjAAAAisVOOmYmTmZ6FAAAgBQVFU2bNm0kT676r//6rxUrVjx8+NDCWrGTjpmJk5keBQAAIFRdffbZZyP564pUWu3YseMPf/iDhWnYScfMxMlMjwIAAHD6xGeT3662nHDZScfMxMlMjwIAAHC2S3wosATMxMlMjwIAAHAosGyNmTiZ6VEAAAAOBZatMRMnMz0KAADAocCyNWbiZKZHAQAAODkSn+EtGBwdHYOCglpbW61cLjvpmJk4melRAAAATqYCSxx+9uxZfHy8k5OTlctlJx0zEyczPQoAAMCZT3w/PX16+/jxxtTUnsePBzsHBwcH+hsREXH69GlxJA3TmAGXK+VVe8JMnMz0KAAAAGc+8VF1lT5rFj2oxpI+h66urvj4eJVKRcN9fX0eHh6XLl2i4YsXLwojB1yulFftCTNxMtOjAAAAnEwFlqGJEyfW1dUJL3V0dEyfPj0hIYH+0rCU5Up51Z4oN85Hjx4JP6JkOJLK53F6cXFxg5obOz0KAADAyX2IsKenJykpyXBn1Z49e2iC5ORkicuV8qo9UW6csbGx1JeGPZGWlkZd26nn4eFBT6XPjZ0eBQAA4OQ+yV0gnINF6urqpk6dqtFo6K/RpYUosAQKjbOxsXH69Om9vb2GPUHVVUFBgTBMA66urtJnyE6PAgAAcHIXWJSR9+zZM3PmTBru7u5+4403SkpKaJhqLBrZ09MjcbnspGOFxhkQEHDu3Dnutz3h6OjY19cnDNMAPZU+Q3Z6FAAAgJP7PlgODg6Umpubm2n8unXrTp06JU525MgRGiNxueykYyXGqdPpXFxchGHDnjDqlbFjxxq9cYxFw73aAAAAyoE7uduWEuN0cnKqqqoShrEHCwAAYAhQYNmWEuM0t/PJ6BwsoxtvDDhP+VcUAABAqVBg2ZbS4+x/FWFHRweuIgQAALAMBZZtKT1Oo56Ii4vDfbAAAAAGhALLtpiJk5keBQAA4FBg2RozcTLTowAAABwKLFtjJk5mehQAAIBDgWVrzMTJTI8CAABwct9o1NHRMSgoyOhXcYawXHbSMTNxMtOjAAAAnNw/lfPs2bP4+HgnJycrl8tOOmYmTmZ6FAAAgDOf+H766ent28cbG1N7eh4Pdg7Cjz17eHgIP2cnaG9vf+WVV7q6uiwvV8qr9oSZOJnpUQAAAM584qPqKj19Fj2oxpI+B6qf4uPjhVt863S6N954Q3wpIiJi3759Ay5Xyqv2hJk4melRAAAATqYCy9DEiRPr6uqEl5ydnc+ePUsDzc3NU6dO7enpGXC5Ul61J8zEyUyPAgAAcHIfIqQSKikpSfyROo1G89prr9HA2rVrDx48KGW5Ul61J8zEyUyPAgAAcHKf5C4QzsESzJw5MyEhYdq0aX19fdKXy046ZiZOZnoUAACAk7vA6u3t3bNnDxVV4pgLFy7QBCdPnhzUctlJx8zEyUyPAgAAcHLfB8vBwSEgIKC5uVl89eLFi8JRwkEtl510zEyczPQoAAAAN/yJLzg4+MKFC4NdLjvp2J7jNLr8wdarAwAAMHKGNfGdPXvW8E4N0pfLTjpmJk5mehQAAIAbzsTn4OAwderUqqqqISyXnXTMTJzM9CgAAACHH3u2NWbiZKZHAQAAOBRYtsZMnMz0KAAAAIcCy9aYiZOZHgUAAOBQYNkaM3Ey06MAAAAcCixbYyZOZnoUAACAk/tGo46OjkFBQa2trVYul510zEyczPQoAAAAJ/dP5Tx79iw+Pt7JycnK5bKTjpmJk5keBQAA4Mwnvqc/PT1++3hqY+rjnseDnYP4Y88WbuWNAkvATJzM9CgAAABnPvFRdTUrfRY9qMaSPoeurq74+HiVSmU0zYkTJwIDA6UsV8qr9oSZOJnpUQAAAE6mAsvQxIkT6+rqDCfQarUzZ8589uyZlOVKedWeMBMnMz0KAADAyX2IsKenJykpyXAPVmNj46uvvtrW1iZxuVJetSfMxMlMjwIAAHByn+QuEM/B6ujoeO2118rKyga7XHbSsRLjzMvLmz9/PvXi+PHjw8PDqRfFl+Lj48fpxcXFDWqe7PQoAAAAJ3eB1dvbu2fPnpkzZwpPXV1dz549O4TlspOOlRinv7+/Vqvt6+vr7u6OiYmhYksYn5aWplKpOvU8PDzoqfR5stOjAAAAnNz3wXJwcAgICGhubu7/Eq4iNEnpcVKZNXbsWGGYqquCggJhmAaofJY+H3Z6FAAAgMOd3G1N6XGq1WpxD5ajoyPVW8IwDdBT6fNhp0cBAAA4FFi2pug4b9y48frrr4s35jfqFXHPlmiMRSO00gAAAAqAAsu2lBunTqebMWNGbW2tOAZ7sAAAACRCgWVbCo3z4sWLU6dOra6uNhxpdA5W//vJWsBOjwIAAHC2S3y/+93vLLzKTjpWYpwpKSlTpkxpaGgwGi9cRdjR0YGrCAEAACz7/e9/f+/evRFe6JkzZyhBW5iAnXSsxDgtnD4VFxeH+2ABAAAMaO3atTt27BjJJVJ19d///d/5+fkWpmEnHTMTJzM9CgAAQB4+fPiHP/zB8uVfMvrd737n4eGh1WotrxU76ZiZOJnpUQAAAMViJx0zEyczPQoAAKBY7KRjZuJkpkcBAAAUi510zEyczPQoAACAYrGTjpmJk5keBQAAUCx20jEzcTLTowAAAIrFTjpmJk5mehQAAECx2EnHzMTJTI8CAAAoFjvpmJk4melRAAAAxWInHTMTJzM9CgAAoFjspGNm4mSmRwEAABSLnXTMTJzM9CgAAIBisZOO7TlOo9+htPXqAAAAsI6ddMxMnMz0KAAAgGKxk46ZiZOZHgUAAFAsdtIxM3Ey06MAAACKxU46ZiZOZnoUAABAsdhJx8zEyUyPAgAAKBY76ZiZOJnpUQAAAMViJx0zEyczPQoAAKBY7KRjZuJkpkcBAAAUi510zEyczPQoAACAYrGTjpmJk5keBQAAUCx20rFscb700ktyzWo4sNOjAAAAisVOOkaBBQAAACOEnXSMAgsAAABGCDvpWLY4qcleMmXs2LFyLYLEx8eP04uLixvs6sm4GgAAADAE7KTj0bQHKy0tTaVSdep5eHjQU+nvZadHAQAAFIuddDyaCiyqrgoKCoRhGnB1dZX+XnZ6FAAAQLHYSceyxSnvoUCTHB0d+/r6hGEaoKfS38tOjwIAACgWO+l4NMVp1Cv9S7oxFo3gmgIAAIAJ7KRjmeNsbW2dNGmS4QnvMu7Zwh4sAACAUY2ddCxznJMnTz5x4oRYBsnL6Bwseir9vez0KAAAgGKxk45ljpMabpiqK+6Xqwg7OjpwFSEAAMBoxE46ljnOl19+ubu7W955GoqLi8N9sAAAAEYpdtKxzHHu379/7dq1vb298s7Weuz0KAAAgGKxk45ljnO47+Q+ZOz0KADAaPHT06eP6+rac3O/z8i4V1j4sKrqx85OW6+UsnTduXM3J+f2iRPXdu4seeedK3/605U//7l43br8FSsuL1qUs3Ch1s9P4+urXbSoaM2a0k2bKmJjaxIT7xcW9jx+/Ky9/T8//2w0Q2rzu7m535w61ZaT86Spqa+nZ4QjYicdMxMnMz0KAKAclOCftLS0nDlTuXVr/rJl2d7eWSpVhrNz+qxZFh4Zs2dnzJmT6eqqnjePqofcxYuLwsKqduyoO3Dg1rFjLV9++aC4+Hl7u62Dkx8F1V5QcP2vf6WQM+fOTZ8923JDWf/gm9rFhfqlMCzs5t//TrVXm0ZD9e59nW6YWpiddMxMnMz0KACArTy/d6/1woWbn3xS/PbbOX5+mS4uw10fvHhQIeLsTLUC1WTZXl5af//cJUvyli7VrVpVunlzWVRUeUxMRWRk6aZNpVFRurCwghUrqNrLDwmhafKDg/Ppr344NzCQVjvb01Pj7a1dtIie5r75ZvG6ddXvv1//6ae309JuHT3acOhQ8xdftOfnd925I0Td+/z5D7dudVRUUHVCpWRDSgq1QOW775Zt2lSyYUNhaCjNv2D5cnoUrlpVHB5euHKllpYyfz491O7uVEi9qDiHv5waSgU2Z46wenwp5uxMK1weGdn94MGAG0PP48cd5eU1H35IxSK1J81HmCE76ZiZOJnpUQCAQenr6XlYUdH8+edC6dB0+nTDkSONqan1hw5V795duXUrX6BERlZs2UID9JcvWTZtKouMLHr77bygII2XF18iDLk4oDfqH3wWV2SFYfsHFY7Ozllubjm+vjkLFmh8fHL0e/WoXLvy9tu61auLwsOpeqOXqDSkB1WZksomK1o7Q/hLKzZ3LhVPVNSqPTxelFCzZ+f4+GSpVObey046ZiZOZnoUAEaFx3V11//2t7zg4CxXV+NDZvpqgxIqpVLtokX5ISFUylTv3Fl/8OAQzpvpff78wZUr9SkpV997ryA0VOvvn+PlleXunkFVEWXEEalpKBOr3d1zAwOv/PnP1QkJt0+epJKOVszkCv/Y2XmvsPDbL7+8vndveXT0lXXr8kJCchYupHXOdHHJ/GWHir0+qHahMC+/+WbNRx91lJaaayVZCE1NxXTxunVUKAvbQ4awBQ5bgOykY2biZKZHgVndDx7cOX++5oMPSt95R7dqVV5QEH2XTTdIRfzXTRcXtacnfeW9lZb209OnQ1hKV3PzN//3f5T2cpcsUc+bJ5wmIsw5i56qVFlz5/JLcXenL9n5wcG0rIqYmCZKqJWVT1tajE65pXWmR2dVVf2hQ21ZWfRq1507VHmYXLdn7e13vv76Wnx86caN195//+k33wyxpX4504XqFZpV8Z/+ROFUxMbW7t17Oy2NRjYcPkzlSM2HH9745JOm48fvFxX1P1N4aCjS0s2bs7295clV+h0/1AXq+fOzvbz4M539/KjZNfrdGNlUQo1U/WS0VhmurpSt85cto63x4bVrw3oaNXVlR3l5m1rdcvZs8+nT1ImlkZFFYWH8Ib8lSy4HBFCRSq2h1h+PEwa0Cxbk6Q8g8gcH9ZPRX/6xbFlBSEhxeDj1ERWCRWvWFIaFFSxfrtHvj8lwceFPC6MKz9k5Q3840rgw+mU/HE3J/zu4u9MSNd7eOYsWURnNP4KCLi9aRH10OTCQ/kPLNm+uiIoq27Llxr59354796C01OT/iA0Jpfk3p07dSU+ndWvPz6dh3Zo1gyoWqdHoSwK1avXu3U9u36b/d3bSMTNxMtOjoBD8ub1NTd+np1PCpuRduHIlfYJfFs5FcHXlP4KpEJkzh8oR/oNbQhYUzi9Re3hkiYnT8F1DyqPCPOm7MqWTim3bqKT49vz52ydO5OqLM373CaUiygoBAS92eIzwngP96bf0MBddxi+B82eHzJ2b4+OjCwsri4oqiYigwo7yJeVOKgS1/v6U6rL0zW5lwUEtT/MRDtBQyixYtqxk40Zqt5YLFygDPayq6n9eMBWL3379Na1YprL3u/DVwy+lQ6a+2YVCmS/XhALOy4s/EkR/fylWqKSjzaM0IqI+OfnOP/8p5bwcsANUMdO3na6Wlu/VaiqbrqxfX/LOO/Qpd/OTTx4UF1O9SAUujWw+d87kNyV20jEzcTLTo2ATVE511tRcfe89yuWZbm7pyk6leAzvQ79LTzy1yMKUVM1QrVaxZcs3n39O24+w60LYu9Z8+vT1xESqXQpWrKBiLkd/8V2mtFrc5Crx+1RUKq2fH82w+E9/urZzZ/2BA42ffdZ6/jx9E7D1PxAwhJ10zEyczPQoDDf6Tkbf3trz8soiIuh7vNLOzM2cO5e/iiogID8khL5ENh479ujGDcrcPY8fv7i8Kzxc4+1tVQk4Z47a3f3ym2+WRUXxRze++qotO7suObk8JuZqfHx9cnLd/v3Xdu2ib7G5QUE5fn784ZUBj1UZvGr55A+1m1u2p6c15+e+WArVHHPmZHt782cN63fSZLm6intu+Iera5ZwlpKsHUTzLFi+vOXs2aEdojXcDh/V1FDj1x88WPnuuyUbNhT/cr4zfyp6dHTltm3U+8N3sT3A0LCTjpmJc8yYNrX66vbtecHBlH7oo/PXMyXFb5n9P7L130Rf3JFFf0wna948rb+/buXKqzt2NKSk3C8qsvJTEkZMX08PfVOnLms+c+bG3/5WGRtbFhlZERvLp6Lt229+/HFNQkLF1q38HfyWLSsMDb2ybh2lq8sBAWoPj1+3jcHmdWHPgYcHbTa07fEXjW/adO399xtTU+lBhcj1vXvr9++/869/PW1qorrtp66uH27d6n8eBo389ty52r17qYip+stfmv73f4V71XTW1FBcwt0axYvGJep+8IBKrur3389bsiRbf9yH3/emD5BCvvL223zC1p+DUrh6ddWOHfWfftry5Ze0oCGfIyLcEoli6X3+XDi940FJiXCCzo+dndQ1hufrCJe2NR4/fv1vf/vmH//of2Z357Vr3+fkCM11NyfnelISNa/G1/fFNfb6Bs9bupQeRWvWlEdHUy3YePQoNfWQj2RR7N+eOUMtRjPMpzkvWcJf1e/tnUkVpOWdVbNnU5NSxdPV2jq0RQPYDRRY9oZ6VN6vocbfSj08chcvpi+RjUeO2Osd8KQQipjv0tOpemg6fvzWsWMNhw4J13vTQMuZM8PUOELm/j49nb9LzeHDVCoVh4fnBgWp583j744znF1v+KBaihZavXu3lYUIjFLCdiicDvzdpUvtly93lJcz+2kAYBIKLHsz3AWW6e+sKhVVXdW7dlGFQd+b6aN2sPsYFEVIHnc1GipiapOSrsbFFa9dy59BrL8v3xDODuEvMHFxES60yVu69Mqf/0wVapF+l4lu9erClSvpb3lMTFl0dMGyZfx+Agk3dxnJB61P0Zo11Brf/etfKKcAAKRAgWUPxvxWuv4WtHn6/UzXdu2ivPjtuXP3dTr6utlRUUHVzw+3bv3U1cVfHNHaSiMflJTQyAdXrtzVavlb8B0+XLd/f/nWrfxho8DALOGmalZekaQ/+JhFRYaHB39ZtZeXdsGCywEBOQsX8hf3+voKT/m7DC9bxl8etXlz2ZYt5dHR1/fu5XcOpaRQ6XY7NZXWrf7Agart2/kJIiPp7xV9pVK0enWR/p7F/CES/R0C+dsDRkfT3+K33qJAqJTh7xO4cKHa0zNr3rwMV9dM/Ukn/IXfHh6Zbm7CsVHbXOw9DI8M4eHszF8eNW8ef2GUvtmFmylnubmpvbxyqM3ffJMeGl/fHD+/gj/+sXL79uYzZ/5dW0sbRmdNDX4rDQBgyFBg2Zvh69He58+/++c/SzdtojJIvFGbzSsJGz/0d4LhizPhwm/9vQH5k96su3ewpOUKC3V1zfHxofKxYuvWb774gmojnCoHAKAEKLDszQj3KH9HxPPnr8bFXQ4IoGQv/oCA7Usf6x4Zv/wyaJara5ZKlePrm7dkiS4sjOrLuuTk9oICicdAex4/fnjt2t3c3IZDh8pjYorDw/n7AXp78+cmBwTwF6UvWkRj+IOPNNLH5/KiRVfefvvarl3tubn/+fnn5+3tj27coJnQMDU1DQx3hwIAgCxQYNkbRfXoj52d/D0JKyuFk8Gv//WvlbGx/K+QRkbq1qzRrVzJ37QtKoo/IemXA3n5wcE54o+DzpvH3zJRf79s4ZJyoeLhj3l5ego3caZKhQqUy/oyJTcoSKhUsoUbBv5yh0AaqQ0MLFi2rHj9ev6XUGNjb378caP+gCMNVGzbVr17963Dh+sPHbp98uSDkpJh/cUGAABggaLS8bBiJk5mehQAAECx2EnHzMTJTI8CAAAoFjvpmJk4melRAAAAxWInHTMTJzM9CgAAoFjspGNm4mSmRwEAABSLnXTMTJzM9CgAAIBisZOOmYmTmR4FAABQLHbSMTNxMtOjAAAAisVOOmYmTmZ6FAAAQLHYScfMxMlMjwIAACgWO+lYiXHm5eXNnz/fwcFh/Pjx4eHhHR0d4kvx8fHj9OLi4gY1T3Z6FAAAQLHYScdKjNPf31+r1fb19XV3d8fExFCxJYxPS0tTqVSdeh4eHvRU+jzZ6VEAAADFYicdKz1OKrPGjh0rDFN1VVBQIAzTgKurq/T5sNOjAAAAisVOOlZ6nGq1WtyD5ejoSPWWMEwD9FT6fNjpUQAAAMViJx0rOs4bN268/vrrra2twlOjXhH3bInGWDRCKw0AAABmsJOOFRGnyRpIp9PNmDGjtrZWHIM9WAAAAKMaO+lYoXFevHhx6tSp1dXVhiONzsGip9JnyE6PAgAAKBY76ViJcaakpEyZMqWhocFovHAVYUdHB64iBAAAGI3YScdKjNPC6VNxcXG4DxYAAMAoxU46ZiZOZnoUAABAsdhJx8zEyUyPAgAAKBY76ZiZOJnpUQAAAMViJx0zEyczPQoAAKBY7KRjZuJkpkcBAAAUi510zEyczPQoAACAYrGTjpmJc8yYuKtx51rOPeh+YOt1AQAAYBQKLHtDPTorfZb4cMty89f6ry5a/VHNRzl3c1qetvz8n59tvY4AAAB2DgWWvTEqsEw+ZmfMdslwcVe7L8hZsDh38R8L//hO6Tu7ru06XH/4QuuFovtFlQ8r6XGn6465pTzvfX7rh1sVHRW5d3PPtJw5euvo4YbD9DelIUUYTq5LTrqetP/mfhqTdjuNHjQytTGVHhdaLpR1lJV2lF7rvPa45/FINg4AAMDIQIFlb6hH3bPcZ6fPHrDMUs6D1pZqPrcsNx+NT4A2ICQ/JLwofHPpZnrElMfsrt6dXJ9MZVzhvUKqzKjya/yhkYq/5q7m2n/XXrl/hcbQ3/Ot54/fPk7l3efffJ53L6/qYVX783Zb9wYAADAKBZa9EXv06U9Pv279evvV7SsKVvjm+M7NnDu6qi7ZqrcMvnqbkzGHWsBd7e6V7bVQu3Bp3tK1RWsjSiMiyyI3l22mx1+q/vLxzY+P1B/5suXLgnsFNf+uwd41AAAYMhRY9sZyj/78n59bnrRo7moO3zr8/rX3N1zZEJIfski7yDvb2y3TzSXDxTnDeVB1GE1MtQu90SXTRRiYk8n/pWrGLcttbtZcvrLJmEtPabzwknM6v4jRUu1RcUYr75nt6af1W5q/NEwXJuxUO1B/QNipVvWwqvPHzhHrXwAAGBVQYNmb4evRB90P2p/Jf9Ct/Xl7QXvB6ebTidcTN5VuWlW4anHuYl+NL9U09JifPV+lVomVn3Aw0ajC42u1jFk0ARVzwsM2BVwGX43xRWSmi0u6C9WXHmoP10xXvuikVdKf98aXoZn8vjRVloov2nL8QgtDN5ZsjK2IPdpwtKazpqevR/YWBgCAkYcCyx6M+S1br46CdP7YWfmwUntXe7LpZHJd8q5ru6LKolbrVi/NWxpwOcBH4+Op4Ws4qnXcs9yF3W98JZdhyx1stBpL8pbsv7n/3vN7tm4/AAAYInbSMTNxMtOjI6DpSdP5b89/VPvR5tLNq4tWB+UGLcxZ6JXtpVKrRqYUm5Mxx0PtsUi7aHHeYqoIlxcsjyyL3Fu790zLmbrHdbjjBgCAYrGTjpmJk5keVZQH3Q/y2/Op7vm0/tOD9QePNR5LqE6Iq4r7e93fU+pTPv/m86/vfC3cwIIe+2/u33l1Z1RZ1BrdGmFHmrvanSq2IVRgc9Pn+uT4hBaGRpRGfFTzUV573tOfnppbSSrIajprstqydPd1uXdzaSC3PbfkQUl5RzlukAYAIC920jEzcTLTo3aJCqD3rr7np/WTcceYcNbawDPM4I9OBmgDNpZsXFe0bnnB8lW6VZFlkUnXkxp+aLB1wwAAjDLspGNm4mSmR+3b897npR2lqbdSd1zdsVq3mi93ClcF5QV5ZnvOzZzrnOE8wmeG0UKD84M3lGw4UHeg6WmTrZsHAEDp2EnHzMTJTI8yrqevp+JhRdKNpLXFaxdfXuyl8XLJcDG6xNL0Dq30Fzu0nNOtqNIyZnlqPNcXr9e0aagWtHVjAAAoDjvpmJk4melRMIdqr6YnTfT4oeeHWz/cKu0oLX1QWvmw0sKJVkK5lliTGJwX7K3xXpCzICgvKOBygFe2l5S9ZVTb+Wv91xat/bDmw2ONx/Lv5dPisr7PonUY4dgBABSCnXTMTJzM9CiMmNz23HdK31mcy+8nG9rJ+PRwy3SLqYjJbcvFfVkBgAXspGNm4mSmR8FWnvc+P/vt2TVFazzUHkMrtoTbT7x5+c3VRatjy2OT65K/vvO14Y9/Czcwu/HohoWLIgEAlIyddMxMnMz0KCgElUE7q3eG5If45vi6ZrlS8SScpCXlhDApjxcnjWX8+qNMVJyF6cK0bVrhGKjEe0xQraa7r/uq9atjjceO3TpW01kzAo0DAMxiJx0zEyczPQqjSGlH6ZqiNVQeUeEl47WNRufdU+3lqfYUfmTJXe0+N3MujbFwfwoq2jw1nofqD918fPNIw5F3yvjDoPPU8+jtKwtXxlbE7q3dS6XYV99+pWnTZHyfkdueW/mwkh53uu4YRlfeUZ56K3XP9T0Uo5/Wz0vjRQ9/rf+SvCXLC5aHFoTSsHe2d1BuUGhhaMDlACpDfTQ+0WXRVOpdaL1Q+qAUh00B7A876ZiZOJnpURiNnvc+v/LgyuGGw9urtq/UrfTL8fPI9rDJjSeU9ciY5aH2iCqPuv7oevvz9prOGqHkoubaf3P/0vylVJxFV0S/d/W9dcXrqFxTZaqoOqRGo4cqS+Wr8aXSMCQv5K2it6LLo6l589vzjapAABhh7KRjZuJkpkeBBVRnULXR2tWqvatNbUxNu512sP7ghpINVFUMrZQRfxTc9kXViDyc051dMly81F5v5r4Zkh8SnB9M5VpoYej6K+sjSiN2VO44euvoV99+ldOWU95RfuHbC8ebjlM7U4lGA/QStfbRxqOH6g8Jv0/wYe2HWyu3RpdFhxaEUnHsme05Tz1P+EVz+uut8Y4qi8puy8avAgBwLKVjZuJkpkcBBO3P26seVmW2Ze6t3bu1YmtsZWxkWeS7le9+fP1jqhW0bVqTZ8r39PV80fyFb46vUIjwhwuzPany2FK25e3it/20fvOy+dKBSjH+RyfTZ1vex0aTzc2c653jvUq3KqYiZlPZprCisGX5y4LyggIvB4bqQt8qfosqm0XaRTSGVm9l4Ur+98UzXexy1x01ZkheyMmmk9TII789ACgEO+lYuXE+evRo2rRpRj0RHx8/Ti8uLm5Qc2OnRwGs9/N/fm5/1m7bU6CoCrl059Ja3Vr+HDVTxYq3xntJ7pL52fNVapV3tjcValQ+pjWmZd/NPtV06v3q99cXrw8pCAnOC6YCbp563pzMOXJdYWD9IzA3MKEmAb+2BAxiJx0rN87Y2NikpCTDnkhLS1OpVJ16Hh4e9FT63NjpUQCw7HHP40vfXUquT44si1xesJwqs6V5S0PyQxbnLfbR+vCXAmS5i7vohJv784dQM/VXa6a70IAwzP/NdKEBtyw3/hoCjadfjt+aojVbKrdsrdyaWJOYUp+yt3ZvaGGohUO37mr3d0rfyW/Px603gBHspGOFxtnY2Dh9+vTe3l7DnqDqqqCgQBimAVdXV+kzZKdHAUCBOn/s/KD6A69sLwu7tagOM7wL2tFbR1NvpabeTk1tTP2y+ct/ffevz7/5/GTTybSmtMMNh9Nup9FL++v276reFVnOH12lSnFJ3hJ6BFwO8NX4+ub40kBwfvCy/GVhRWEbSzZGlUVtLt0cURoRXRa989rOA/UHjjceP996Hj8tACOJnXSs0DgDAgLOnTvH/bYnHB0d+/r6hGEaoKfSZ8hOjwKAklGltff6XiqkrPrVS9nPD0ufLdy/Q9g/55zJXwRAY9zV7l4aL89sTyrXaJ1fXApQsn7XtV1pjWmX2y+Xd5TjbhowKOykYyXGqdPpXFxchGHDnjDqlbFjxxq9cYxFw73aAADS9fT1fNny5SrdKtdM12G8EdpI1WdzMubMU89bUbDivavvfdH8RU1nDc7lB5PYSceKiNOoBnJycqqqqhJfEifDHiwAsEuPex5/3fr1X67+RbwLGn+Xh0z+Bv3C7TOc0535W3ylOws7mfgzwNLnCCeBuavdPbM9F+YsFI4PLslfEqYLiyiL2Fi2MVQXGpwfHJIf8ublN300PvPV8+dnz+fvIpE978UtZzOG94JNWmdVlmrx5cXxV+OP3z6uadOIv/skReePneUPyss6yoruF1Ex+tntz47eOvpp/ae7qndFlUXFlMdEl0W/VfxWcF5wcG5wYG4gNZ1Pjs+CnAVe2V4qtYq/TUaGq1uWm7A3jlqVxvtr/ZfmLw0vDt9SsSW6IjqmImZb5baE6oQj9UdSG1MP1h883HA49XZqSkPK8cbjabf5o7E0/qOaj2IrYuktkeWRq4tWC0djqc29Nd7e2d40W0+NJw0HXA6g1g7JCwktDN1QsmFz6eZ3K9/94NoHseWx2yq2ba3YGlkWufPazkMNh6i7Ka6mJ00MlqHspGMlxmlu55PROVj0dFDzlH9FAQBGP8rxFQ8rDtQdSKxNFCoY8UZfVMoIN/igcoGKPyosqI6hksIt0024oauV5RfViFTqCff+oDJIuKrA5jvkRv4xN2MuFb5+Wr8/Fv4xsSaxtKP0ee9zW28XprV2tX5Q/cGS3CVUslPxanQ5CD+QwT+omo+7Gneu5VzmnUzNXU3W91nCPX4fdD9gJx0rPc7+VxF2dHTgKkIAAIV4+tPTvHt5VJZtKt0UcDmAkq5d3sZs5B/UjL45vtFl0cLpbi1PW4aj+9qftQu3LD7ScOTjmx9HV0SHF4evK163tmitv9af/1mtjNnOmc6uWa78b0vIceIgO+lY6XEa9URcXBzugwUAoHA//+fnlictX7R8saVyS1BekJvazeT9zKQ8+H1aGS9+13xuxlxK8yq1an72fK9s/tct/bR+gbmBS/KWhBTwv4lElQHVBzHlMcJlkgfqDvz1+l+p+Nt3Y19sZeyGkg2hhaE08Ysfx8z28szib7uvylJRJUEzf3FYNvPFD6i/uBNHJn9H/nnZ8zzVnvQu4Wjs0vylYUVhUWVRURX8I7o8emPJxjW6NcsLltOri7SLvDXewq9/Uuy0tvPV8+ntwm3baEHCzp4hNwhVscLhzlAdf83Bhit8XMH5wUvyl6wuXB1RFsHXSUXhVO/65Ph4avjfIaUV8Mj2cMt0o3AoXlWmiqKzycl/7KRjZuJkpkcBAJSv88fOC60XqACKq4qLqYjZe31vWmPa+dbztf+uZeqWYM97nxfeL9xzfc+Wii1UElH1RgXQyBc9g6vwMmdTbUeFbPy1+K++/Srr+6yi+0U5d3OEgcqHldSVVGgKv6YqHDE0vMcvO+mYmTiZ6VEAABjtmp40HW04ujx/uXuWO1+gDPOpacJ1oC5ZLvOy5/nk+PhofBZqF4YWhu6t3atp0xy/fXzfzX1/v/n3k00nKx5WDPn8sMc9j7//f9+zk46ZiZOZHgUAALv09KenNx7dONV0SriOcnXR6sDcQCqGvDXewg960kM4OumV7bUgZwHVZ5GlkfzFj2WR0WXRWyu37ry2c9/1fe9dfW939W6qlq49vDbylzGyk46ZiZOZHgUAAFAsdtIxM3Ey06MAAACKxU46ZiZOZnoUAABAsdhJx8zEyUyPAgAAKBY76ZiZOJnpUQAAAMViJx0zEyczPQoAAKBY7KRjZuJkpkcBAAAUi510zEyczPQoAACAYrGTjpmJk5keBQAAUCx20jEzcTLTowAAAIrFTjq25zjH/JatVwcAAIB17KRjZuJkpkcBAAAUi510zEycAAAAoAC2rghGCCtxcgNVzQN2uZUTDPf8sQI2XwG7DxArYPcBYgXsPkDlr4A9YSVOztZblc23WqzAaJ8/VsDmK2D3AWIF7D5A5a+APWElTs7WW5XNt1qswGifP1bA5itg9wFiBew+QOWvgD1hJU7O1luVzbdarMBonz9WwOYrYPcBYgXsPkDlr4A9YSVOjqVOHSZoQCuhAa2HNrQSGtBKaEDrsdOGrMTJsdSpwwQNaCU0oPXQhlZCA1oJDWg9dtqQlTg5ljp1mKABrYQGtB7a0EpoQCuhAa3HThuyEifHUqcOEzSgldCA1kMbWgkNaCU0oPXYaUNW4uRY6tRhgga0EhrQemhDK6EBrYQGtB47bchKnAAAAAAjBgUWAAAAgMxQYAEAAADIDAUWAAAAgMxQYAEAAADIDAUWAAAAgMxQYAEAAADIbBQXWPHx8eP04uLijF569OjRtGnTzN1sY8xvSZyn/TEZrIXGGfC9FsbbJWsa0NwETDUgZ0Ub5uXlzZ8/38HBYfz48eHh4R0dHZbnaa+saUAPDw+hAcPCwtrb2y3P015Z81/Mmck1TDUgZ0Ub2n0uHq0FVlpamkql6tSjjwl6avhqbGxsUlKShU4dwjztjLlgpdwCztx70YDcIO+hZzQxUw3IWdeG/v7+Wq22r6+vu7s7JiaGii3L87RL1jSgr6+vRqPp7e2lNty/f/+sWbMsz9MuWf9f3D/XMNWAnHVtaPe5eLQWWNT6BQUFwjANuLq6ii81NjZOnz6dPjiMOk98aq5TLczT/pgL1vJOF8vvRQNy0hrQ3BimGpCTqQ0JlQhjx461PE+7JFcDEgcHB8vztEtWNqDJXMNUA3LWtaHd5+LRWmA5OjrSp6owTAP0VHwpICDg3LlzXL/OM+zUl19+mT6RX3311cTERCnztD/mgjXXOJxBA5p7LxqQk9aA5sYw1YCcTG1I1Gq1uAeLqTaUpQHpjcnJyf7+/pbnaZesbECTuYapBuSsa0O7z8WjtcAy+pgQv7/qdDoXFxeT0/RH3z8WLly4bds2y/O0SwMGa9Q4Ut6LBjRkoQHNzYSpBuRkasMbN268/vrrra2tEudpT6xvQOHcl0mTJjU1NUmcpz2xpgHN5RqmGpCT6b/YXnPxaC2wzFW4Tk5OVVVVwrCUY8BPnjwZN26c5XnaJSnBGjaOlPeiAY2Ya0AR9mBZ2YaU5GbMmFFbWzuoedoNWTZCeuO+ffvEWgENaMRcA5rLNUw1ICfTRsjZaS4erQWW0TFaeioMj+nH8nwMO9XcPO2SlGDN/VeYey8a0MhgCyymGpCzug0vXrw4derU6urqwc7TbsiyEQrMncSGBjTXgOZyDVMNyMm3EdplLh6tBZZwlUFHR4eFqwzMHX9Zu3atsD+8ra0tKCho48aN0udpN8wFa65xOIMGNPdeNCAnrQHNjWGqATnr2jAlJWXKlCkNDQ0S52mXrGlAGtnc3MzpE1tcXJyYw9CA3CD/i41GMtWAnHVtaPe5eLQWWIQ+FCzfJ8NcgUVffJ2cnOjpK6+8sm3btu7ubunztCcmg7XQOIbtaa6h0IASG9DcflamGpCzog0t7Ktmqg2H3IDiNBMmTDC6kRgaUOJ/sbmRTDUgJ8dGaK+5eBQXWAAAAADKhAILAAAAQGYosAAAAABkhgILAAAAQGajtcAawk+9mrxxQ2trq7+/v6MeDQiX1Zg05N+WtrC29MbQ0FAaP2HChISEBOnhAwAAgJKN1gJryD/1alQGOTk57dmzp1cvMTFx5syZJhdnzW9LW1jbsLCwdevW9fT00Pj169efOHFisO0AAAAACjRaCyxDg/qpV6My6KWXXjJ8Kv7iqZEh/La0lLWlxYkXptKAWHgBAADAqGYPBdagfurVqAwKDg5OTEzs00tISKCnJhcxhN+WlrK2hgVWT0/P6P1BAAAAADA06guswf7Uq9EEbW1twulThAbu379vcinmZjuo35buv7arVq1av359tx4NjN6ftAQAAABDo7vAGsJPvRqVQV5eXomJieI5WOK+JaMz4gf729ImT6jvv7aPHj1asWKFg4PD5MmTU1JSXn755aG0AgAAACjMKC6whvZTr5Z3cZnbh2T9b0ubXFtDJ0+eDAsLM/cqAAAAjCKjtcAa8k+9GtVAM2fOTEhIEM/BsnwV4aB+W1rK2kZERNA8adFqtXrGjBnCz14CAADAaDdaC6wh/NSryempphHuUEVowEKJM9jflpaytidPnpw8eTIt2svL68aNG9LDBwAAACUbrQUWAAAAgGKhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQGQosAAAAAJmhwAIAAACQ2f8H10P5glJAtYgAAAAASUVORK5CYII=)
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