Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit258-03-20020227_194200_20020228_002700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/27 |
Start Time | | 2002/02/27 19:42 |
End Time | | 2002/02/28 00:25 |
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 | | 6.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit258-03-20020227_194200_20020228_002700-constBx0 |
Minimum Dst Value | | -4 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IERlYyAyMSAxMTo1NDowMCBFU1QgMjAxNxIeQugAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNTgtMDMtMjAwMjAyMjdfMTk0MjAwXzIwMDIwMjI4XzAwMjcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDItMjdUMTk6NDI6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAyLTI4VDAwOjI1OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC45ODU1NDQ5OTk1LCAibWF4IjoyLjI4Njk1NTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2rn6S/AAAABGdBTUEAAK/INwWK6QAAOzVJREFUeJzt3X98FPWdP3BIAixJoAuEH8EQAgQv3EWNHPoIEmHFYINEiTansQKmkhakqaZegAABo42aa8HmfHAlPcI1Po7WaPPQPGwEzkeu6R2eKYYj2lRTiBo0eguEdoW1XY8ofN/N575ze7s7k/0xu5/P7vv1/COP2cn8+Hw+75n5vGd2dmbUFQAAAAAw1SjZBQAAAACINUiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEyGBAsAAADAZEiwAAAAAEwWmwnWqFGxWS8AgLAKx8HzjTfemD9//ohLDseq0ReARLG58entVNjZAAAMhOMgmZeX99JLL0lZNY75JkJjBio22yvQU6XDhw8vX77cYrGkpqauX7/+/Pnz2mTutOnff//9wsJC6zAaoI8+13L58uUtW7bQNJMmTaqqqqKPYvyrr766dOnScePG0eoeeOCBM2fO+Jxdr1R6i9UbH+hy9Kb3s5UmTpw4YuN7tCdxOBzr1q2bPHlySkrKY4895jHL4ODgrFmz3Gcxq3GiuuX93A7NLbxeuE1p+XDw2NK0ko8ePXr69OklJSUDAwMGswdRfrvdvmnTpoyMjDFjxtBcBQUFtMv7LIzHSBr4y7/8S/dV0PCCBQvcJ9D+1dvbe/fdd9MuM3bs2EWLFv385z8X4z/99FMq5/z588ePH09rX716dXt7+4hl9i5M0BN4o43k888/D33VQQh3TmAQa9LT07Ny5crkYTTwm9/8xr1gPvuXgMLn81iqt+d6zBhqzf3GOS2LzZoHeoxYsWLFoUOHnE7n2bNnN2zYsGrVKuPlLF68eMeOHY5h27Zto48+J2toaFi4cOEHw2hg//79Yvwtt9xC53M078WLFx9//HHaGXzOrlcqvcXqjQ90OXrT641398wzz1RWVvqsjgePti0tLaWu7sywe+6555/+6Z/c/0uHsKeeesp9FrMax6doaXk/t0NzC+/OPdymtHw4eCdYYuDLL7/85JNP/vZv/zYvL89g9kDL//HHH8+ePZsW++677/7pT3+i7u0Xv/jFV7/6VZ+F8RhJA5QqvfLKK9q/Xn75ZRrjnWCdOnWKssPdu3d/+OGHlLv8+te//trXvib+Rev65je/SRP893//97lz51544YVly5YZl9lnYYKeIOhZoi7BMo51X1/f1KlT9+zZYx9GOwt9pJHGBQsifH52ZwazhBUSrKhBh5JHHnlk+jAa0M6KKIS0+aalpdFZqfj4d3/3d9OmTaPTu29/+9u0pWqTXfm/pw7eq6CkJykpyX16b4mJiTSZGL5w4QJ99DkZdXi0oYthGliyZIn3NLQb6M2uVyq9xfqzOn+Wozf9iOOpnefMmUMHnRGrc8WrbadMmUKHAzFMOZZ7n0cHr3nz5rlcLr1wmNU4YV14OFrez+3Q3MJrPMIdYssPDQ3t3LkzPT3darVS3iBGGuzv+/bto76NTtNzc3N7enrEeDrXv/7662kk/UtkQt47u8dW9Omnn44fP54GNm7c6J7WHzhwgMYYl9/nBvnggw9SsuuzjnqzuJftxRdfdF8F1e7nP/+5d+G//vWv19bW+lwFVYcqpVcA95UaHCSv6DS+8cEz0Fm8j9s+w6q3Gbg7efIkpZhUl4kTJ951112Dg4P+VMd4pbQB0AJpemqoIGJ9//33e1yM37Vr15o1azwK5sHP8LkzyGB87rk+dwr3QIzYmHRy8r3vfS8jI2PSpEnf+MY3PvvsMzHeey/2Xpc/nfjNN9/8/PPPawWms4jU1NRAm0UFUZZgUfDy8/MHht1yyy20vYrxFJvVq1fT+aj2kSb7eBgN1NTUaOM9Bry1trbabDZtspSUFOq3srOz//7v//6LL74Q44uLi2nVFG+Hw1FdXU0ffS6Ktk5t06RzEdrmPCag7fLpp5/2eYZhUCq9xY64Oj+Xozf9iOOpS6OdbcS6CN4JFpVBDFOm5V6Y22+//ac//an3LD4LE0rjhHXh4Wh5P7dDcwuv8Qh3iC1P6QKt4r333vvDH/5QUVEhRhrs70VFRf39/bQHPf7441pGQkfhlpYWOmTTEXn9+vXaxO4rcu8k7Hb71q1bxRUCyjCWLl36wgsv0HBzczMNX7p0ybj8PjdIKgP1Tz7rqDeL+3GJSjV//vz/+I//oI8dHR00TGO8D1zUOel9I7xy5cp77rnn9ddf/9Of/qRXjCt+HCQNGl9vmYHO4n3c9hlWvcW6u/baa3/5y19SlWl3KC8vLysr8786PldKOxS15CfDbrvttiBiTTGi7dl9DH2cMWOGcZv4GT53fnZnBrN4BGLExtyzZ8+tt976wQcf0N5KKeOjjz4qxvvciz3W5U8nfuTIkQULFtCWL/5F+3JdXZ2fraGUKEuw5s6d+84774hhOtWYN2+eGKbYnD59WpuMPmqT/fa3v3WfzGPAw4kTJ+ik3GOfoeN1V1cX7XjaFiOuDIusnAa07dJDXFycOEYTGoiPj3f/r5idziC1i8Z6PEqlt1jj1fm/HOPW0BtPO8PVV1/97rvvGtdF4xGCtWvX0gnf2WF0dp6QkCDGv/baazfeeKO4K8Vn1MxqHJ8Ub3k/t0NzCy94hzvEls/MzNQuHmgM9nfKjcTwH//4R3EJisyaNevZZ5/96KOP3Bfi3Ze4o1NwOkSIf505c4ZqWlVVRX+1OyMD3XJo03XvGr0vFXjP4vHfH//4x3feeeeV4W+L/vEf/9F7ArEWl8vlswAXLlygPuy6666zWCzUgJWVlT5P/Uc8SBo0vl7dA53F+7jtM6x6i9VDLZCWluZ/dfRW2tvbK4ZpRp9VMI41bSoeMaKJtSPbKC9a4f0Jn7uAujOfs3gEwp3PxszKyvrd734nhmlPoYOPGPa5F3usy89O/IYbbhDn1adOnaICUGh8Fk9xUZZg0TanbbI0QB/FMMXG/c5Q+qg3mceAOzpfTE9PP3bsmM9V0zmxdvJKCfi2bdu0e1/oo7ZY911lxHN32nYfe+yxm2++2efseqUK7lKB/8sxbg298XTSf8cdd1zxm0c1f//731NeRb0dnfY9+eST2nneNddcc/ToUZ+zBFSpIK5gqd/yetuhT2YVXvAOd6DL99ja3XdtjcH+7j6Z9vE///M/i4qKpkyZMn/+fO17Pb2JRXl27NjhfhMknU/TBNp3lCO2jzfadL27NG2lY8aM8fiGi+pFOZz7ZDRBamrqz372M/qrfcvmsRyDK1gaOiRS5vTAAw/o3YVj3LZ+Nr67QGfxPm57/Nd4se7oHJjiSAcQsVFpeXCg1XGfXouU3v0JxrGmk+cgrmBpvMPns4PQW5Rxd+Zda/dAjNiYlIa6p4baBuxzL/ZYl5+deGtr61/8xV988cUX9913H501+ayF+qIswfLzDMn95IwGvCcT3zS7ow5j5syZx48f11v1wMAAHdTEMG1eZt2DRbP7vNXGoFRB3OwS0HL0pjcYT3Jycl5//XW9ingzOL78wz/8AyVb2mQ+z/MCrVSg92BFRcv7uR2aW3jBO9whtjylRAFdwXKfzOMjHabb2tq0nsxjZ/eYmBpQu2jx1ltv0bnySy+9dNVVV2nXlQPdcqhHrKqq8hiprXTBggW//vWv3f/V2dmZkZHhMdnTTz+dkJCgfS3inWDRDvLUU08Zl0Sg5HvChAne40c8SOo1vvfBUxPEFSx/PvpzBYtGPvfcc3SeRl0y/fVusUC3JX+uYBnHmjID73uw7r//fp/r1aMXPp9r1IzYnRnvFCM2JqU+/f393ov1uRd7rMvPQNBeTGfXmzdvpr1Du0Ew6kRZgkWnm9rXt5RiV1dXi/HeO8ltt90mbi+gAe9bAaZOner+7caePXso2dd2J01JSQltARRdmpjW+53vfEeMp2MurVpcOdi+fbveMXffvn0+f3+0du1aWuClS5c++uij8vJyvXuw9Eqlt1i98YEuR296vfFXhh88cdNNN/mshR6PkNFxh2JK7fn888/PmjVLu/6sN4tZjeNTtLS8n9uhuYW/ohPuEFv+ySeftNls77//vvvdG/7v72KAdlg6dtMOSwkWdTBipMfO7j7v+fPnd+7cmZube2X4hkg6oP/bv/0bDb/yyivXX3+9+PbHoPw++8jTp0/TqrVfllF1fvGLX2hT0skDreVXv/rVhWEdHR3Z2dnf//73DRZ4xVeCderUKcogn3nmGWqZzz///NixY9qvCJctW/bCCy+cOXOGjjBU5g0bNqxcudLnMo0PknqN79Ge7vyMl14D6n3UW6w7ao2XX36ZmoI2IWoK7xYLdFui6bV7sL761a8GEWs6iKWkpFCMtF8R0kftipdem/gZPoN2M9hzNQY7xRU/GrO+vp4ak5ZA+9pvfvObe++9V4z3uRd7rMv/jYTSRBrZ2NhoUFnFRVNZrwxfUaQsR/wAgQa0K43eO4n4gcykSZMeeugh998piAHaBK1Wq/t248HpdNL4F1988dprrx03bhxl2bRZaKujo1tBQcFXhtHW73EdWEM5OCXg4jFFW7du1a5/isWOHTuWMgnaf+gUwefseqXSW6ze+ECXoze93vgrww8SbG1t9S+GnssRIw8cOECHqsTExBUrVpw4cUJvRtMbJ6pb3s/t0LiQgRbmik64Q2x56k4oR0xLS6N9lroiMdL//V0MUHZO59YWi4XSo1/+8pdipMHOPnny5DvvvFO027p168QNTwKVQdzCb1D+UTrH+g8//PDBBx+k7TkhIWHKlCl33XXXG2+8obXGT37yk0WLFomo0cBzzz034gJHefVwV4Z/XUtLplLRkeSGG27QnoP1r//6rzSempHaYc6cOd/+9rd9HmFGjXSQ1Gt8j/Z052e89Oqr91Fvse4o6afQjxkzhnKLZ5991rvFAt2WaIJvfetb1DjURE888QQt2WcVDGJN3n77bdpDk4ZRlvbWW2+5r8iDGO9n+HwuRG/J2p6r8d4pAmrML7/8ksZnZWVR50gnDNrRwOde7LEu/zcS2qTnz58/NDTkUWW91lBQNJUVAABMEV0dlVyUJ1GuI7sUkn3xxRfaHfqRcccdd/zsZz+L5BpNh30MAIAdJFgjqqiosNvtp0+fvvXWW7/73e/KLo5kXV1d2q8Fw+3LL7/88Y9/fM0112hPaohS2McgLLwvUyt4QI+KQgYqJisFpsNWMaL6+vq0tLRp06Z985vfjNLHBJgoOTn5Rz/6UWTWRRtnRkYGpXSRWV34YB8DAAAAMBkSLAAAAACTIcECAAAAMBkSLAAAAACTIcECAAAAMBkSLAAAAACTcUmwfP52HQAAACJMdkYQIWzqySaiAAAAyuLTHbOpJ5uIAgAAKItPd8ymnmwiCgAAoCw+3TGberKJKAAAgLL4dMds6skmogAAAMri0x2zqSebiAIAACiLT3fMpp5sIgoAAKAsPt0xm3qyiSgAxLB33nmnrKzst7/9reyCAASJT3fMpp5sIgoAsaq/vz8xMZGOZhMmTBgaGpJdHIBg8OmOVann4cOHly9fbrFYUlNT169ff/78+eCm0cMnogAQk3p7e2fMmKE9C7uqqkp2iQCCwac7VqWeK1asOHTokNPpPHv27IYNG1atWhXcNHr4RBQAYs/Ro0eTk5PpOLZkyZLKysqEhAQabmxslF0ugIDx6Y5VrOfFixeTkpJCn8Ydn4gCQIxpaWkR2VVxcbH4ZpBSK/pIaVZHR4fs0gEEhk93rGI9W1tbbTZb6NO44xNRAIgllEuJ61UVFRXu911VVVXRSKvV2tvbG+gy//3f/33z5s2nT582taQAfuHTHStXzxMnTsyZM+fkyZNBTIPXdwNALKmrqxOHr9raWo9/UbJVVFRE/8rKyhocHPR/mQcPHhw9ejTNOG7cuN27d7tcLlOLDDACPt2xWvXs6OhIT08/duxYiNN44xNRAIgNFRUV4nvAhoYGnxM4nc6cnByaxmaz+fOjQsrDiouLPc48MzIympqazC47gC4+3bFC9Wxubp45c+bx48dDnMYnPhEFgGhH2ZLIhCwWS0tLi8GUdrtd/LSwtLTUeJm0nJSUFPGt4tNPP01J1csvvyzyM0ID7e3tplYCwDc+3bEq9dyzZ096errPmwm0YBhMMyI+EQWAqOZ0OvPz8+mQlZycfPTo0RGn7+rqErfA19XV+ZzA/cJVYWHhwMCA9i/K5CjTSktLE/+l9XZ3d5tWEwBf+HTHqtTT+5YpOspo/xpxGn+WH5ZyAwCY5/vf/764IkV/e3p6/JyrtbVVHBJpwONf7heu9L4KdLlclJzRBGIhpaWl/f39/h9dAQLCpztmU082EQWAKNXd3S1SnClTpvT19QU0r7gdPjk5uaurS4wxuHDlk8PhqKiosFgsNP2YMWPi4uKWLVsWXEUADPDpjtnUk01EASBKvfnmmyIf+uEPfxjE7KWlpeLS15EjR/bu3TvihSufKLFbs2aN9i1BQL9PBPAHn+6YTT3ZRBQAolRZWRkdqe66667gZh8aGrLZbO43Ufhz4cqn/fv3jx49Oi4uzv+vKQH8xKc7ZlNPNhEFgGhkt9stFktCQkKgXw66Gxwc1N5XuGXLllDKIx4SkZeXF8pCALzx6Y7Z1JNNRAEgGomEpqSkJMTlvPfee+vWrfvBD34Q4nIcDofI1Q4ePBjiogDc8emO2dSTTUQBIOqIy1d0mFLqKQmUWombuijZkl0WiB18umM29WQTUQCIOjU1NXSMKioqkl0QT3l5eaOGX4MouyAQO/h0x2zqySaiABBdHA6HeAaV9oQFdfT09CQMw93uYBY+3TGberKJKABEF3H5ymazyS6Ib7jbHczFpztmU082EQWAKOJyucS95B0dHbLL4hvudgdz8emOY7meHu/VkV0cAABP9fX16l8fwt3uYCI+3TGberKJKABEC+3ylfc7BFWDu93BLHy6Yzb1ZBNRAIgWjY2NdGjKycmRXZCR4W53MAuf7phNPdlEFACiwtDQUGZmZlRcvhJwtzuYgk93zKaebCIKAFGhqamJjkuUY1GmJbssfsHd7mAKPt0xm3qyiSgARIXs7Gw6LlGaJbsgAcDd7hA6Pt0xm3qyiSgAqK+1tTW6Ll9pcLc7hIhPd8ymnmwiCgDqy8nJoYNSfX297IIEDHe7Q4j4dMds6skmogCguCNHjogv2lwul+yyBAN3u0Mo+HTHbOrJJqIAoDibzRall68E3O0OoeDTHbOpJ5uIAoDKOjo66HBktVqdTqfssgTvJz/5CdVi3LhxJ0+elF0WiDJ8umNV6nn48OHly5dbLJbU1NT169efP3/ee5rLly9v2bKFDkyTJk2qqqqij/4vn09EAUBlBQUFdDiqqamRXZCQtLS0iFeQ3XbbbbLLAlGGT3esSj1XrFhx6NAhOqU7e/bshg0bVq1a5T1NQ0PDwoULPxhGA/v37/d/+XwiCgDK6u7uFpevov0xB3a7nU6GqS4TJkyI9rpAhPHpjlWs58WLF5OSkrzHL168mJIwMUwDS5Ys8X+ZfCIKAMqiU0c6FlVWVsouiDmWLVtG1amrq5NdEIgmfLpjFevZ2tpqs9m8x0+cOHFwcFAMnzt3js4C/V8mn4gCgJqeeeYZOhCNHj369OnTsstiDnE/WfT+HBKk4NMdK1fPEydOzJkzx+eNk3FxcZcuXRLDNBAfH+8xwShDYS86AIA+8eh2EktPkIreB3qBLHy6Y7XqSedD6enpx44d8/lfXMECgOg1d+5cOhCVlZXJLoiZxCPp09LSou6R9CALn+5YoXo2NzfPnDnz+PHjehPgHiwAiFL9/f3i9vbYS0TERazoeqkiSMSnO1alnnv27ElPT+/t7fX+lxaMffv24VeEABCNKP+go1BRUZHsgphPVC0a36sIUvDpjlWpp/ctU9pT+LRgXL58efPmzdZhW7duxXOwACBalJSU0FGooaFBdkHMR3kVZVdUu5aWFtllgSjApztmU082EQUABaWkpNBRyOdF+hjQ2NhItcvJyZFdEIgCfLpjNvVkE1EAUI14vmhGRobsgoSLy+USbydsbW2VXRZQHZ/umE092UQUAFRTV1cXe78f9FBfX091zMvLk10QUB2f7phNPdlEFABUI94/2NzcLLsgYeRyucTXoB0dHbLLAkrj0x2zqSebiAKAUijzsFgsdAjSHuMXq2pqaqiaPt/DAaDh0x2zqSebiAKAUtrb25ncAO5wOKxWK1W2u7tbdllAXXy6Yzb1ZBNRAFBKVVUVHX/or+yCRIKobEw+7gvMwqc7ZlNPNhEFAKUsWrSIjj/t7e2yCxIJdrtdfB+Ki1igh093zKaebCIKAOpwOBx08KGcw+VyyS5LhFRUVFCVS0tLZRcEFMWnO2ZTTzYRBQB1NDc308EnPz9fdkEiZ2BgIGFYX1+f7LKAivh0x7FcT49378guDgCwU1ZWRgefuro62QWJqNLS0ph/7hcEjU93zKaebCIKAOrIyMigg09XV5fsgkRUX19fQkKCxWKx2+2yywLK4dMds6knm4gCgCIoz6AjT0pKiuyCSFBcXEx1r6iokF0QUA6f7phNPdlEFAAU0dDQQEeekpIS2QWRQLx+MSEh4e2335ZdFlALn+6YTT3ZRBQAFCGu4jQ2NsouiByJiYlU/fT0dNkFAbXw6Y7Z1JNNRAFABUNDQ+Kx5v39/bLLIkdmZiZVPy4uDndigTs+3TGberKJKACooLOzkw47lGTILog0lFfdcMMNuBMLPPDpjtnUk01EAUAFtbW1dNjZuHGj7ILI1Nvbi2digQc+3TGberKJKACowGaz0WGntbVVdkEkE8/EwoPdQcOnO2ZTTzYRBQDpnE6nxWJJSEhwOByyyyKZeCYW6e3tlV0WUAKf7phNPdlEFACkO3LkCB1zcnNzZRdECeLthEVFRbILAkrg0x0rVM8R32nz/vvvFxYWWofRAH0MaOFmlBEAYGQipaiurpZdECXY7XaLxUIN0t3dLbssIB+f7li5eho0/eLFi3fs2OEYtm3bNvpoymIBAMyVnZ1Nx5yOjg7ZBVFFVVUVt5degx4+3bFy9TRo+sTExIsXL4rhCxcu0EdTFgsAYCK73U4HnOTk5KGhIdllUQWdFYungiHpBD7dsXL1NGj64uLiXbt2ffrpp7SvVldX00dTFgsAYKKDBw/SAaegoEB2QdRSU1NDzWKz2WQXBCTj0x0rV0+Dpv/4449nz54t7tOigU8++cR7XgNhLjgAwJ+JBxPU19fLLohanE7njBkz8OgK4NMdK1dPg6bPz8/ftm2bdg9WQF/n84koAMgl0oienh7ZBVEOJZ3UMjk5ObILAjLx6Y6Vq6dB048fPx73YAGAynp7e+loQzmW7IKoyOVypaWlUfs0NzfLLgtIw6c7Vq6e3k2vjVm8eHF1dbW4grV9+/YlS5aEslgAANOJizR4cLmepqYm8YpG/AKALT7dsUL11LtlShs+depUQUHBV4atXLnyvffeC2jhJhcXAMBLYWEhHW0ojZBdEEVRXkXZFZqIMz7dMZt6sokoAMhC2UNycjIdbex2u+yyqKu5uZmaKC0tzeVyyS4LSMCnO2ZTTzYRBQBZOjo66FCTlZUluyCqy8nJwQ8t2eLTHbOpJ5uIAoAs4lFPFRUVsguiutbWVvFTALwMmyE+3TGberKJKADIkpubS4eaI0eOyC5IFLDZbNRWlJLKLghEGp/umE092UQUAKQ4ffp0fHx8QkKC0+mUXZYoIL5OHTNmDC74ccOnO2ZTTzYRBQApxBOepk6dKrsgUSM9PV38Zryrq0t2WSBy+HTHbOrJJqIAIEViYiIdZ+bOnSu7IFHjiSeeoBbDNT9u+HTHbOrJJqIAEHkDAwPx8fFxcXGdnZ2yyxJNxEWstrY22QWByOHTHbOpJ5uIAkDkVVRU0EGmpKREdkGiTF1dHbVbYWGh7IJA5PDpjtnUk01EASDCHA6H1Wqlg0x3d7fsskQZu92eMGxgYEB2WSBC+HTHsVxPvXfvAACYSFyGyc/Pl12QqFRcXIznNbDCpzs2v54ul6u6unrevHkWi4X+7tq16/PPPzd9LYHiE1EAiCQ64s2YMQOPvwoatZt4cw5e/8wEn+7Y/Hp+5zvfWb58eU9PDx136O8tt9zyyCOPmL6WQPGJKABEUlNTEx1ecnJyZBckimVkZOBWdz74dMfm13P69Onu36bTMI0xfS2B4hNRAIikrKwsOrwcPHhQdkGiGG51Z4VPd4wECwAgSOKdevh6K0S41Z0VPt1xWL4izM/Pf+edd1wuF/2lYXxFCAAxSbxQr76+XnZBoh5udeeDT3cclpvcd+zYMXfuXIvFQn937tyJm9wBIPZ0dnbSgcVqteJB5KHDre588OmO2dSTTUQBIDKKiorowFJVVSW7IDECt7ozwac7ZlNPNhEFgAjo6+tLSEiwWCx2u112WWIEbnVngk93bH49e3p6lixZMn78eKUe8qlCGQAgZpSXl9NRpaysTHZBYgdudWeCT3dsfj1zc3Mff/zxP/7xj6YvORR8IgoA4UapgMVioaNKb2+v7LLEFNzqzgGf7tj8etJx57PPPgumKH5c7nrrrbduu+22pKSkmTNnHjhwIKCFB1EkAABvlAHQIaWoqEh2QWINbnXngE93bH49Z8+e3d/fH/TsBk1/8uTJWbNmHTx48A9/+MOHH3543333mbJYAAD/uVyulJQUOqQcPXpUdlliEG51j3l8umPz6/mjH/2ITuyCvvHToOkpo9q7d6/piwUA8F99fT0dT3Jzc2UXJDbhVveYx6c7Nqeeo0YS0KL0/jV9+vSdO3empqZOnjx53bp1DofDlMUCgLLa29uXLVtWVlZWo2PTpk10QLjuuusi8zCqoaGhzMxMOp60trZGYHUM4Vb3mMenO1aungZNHx8fv2bNmrPDSkpKSktLvec1JckDAOnoDKq6ujouLm7E8zdh6dKlEfjOrqWlhdZFOVa4V8QZbnWPbXy6Y/PrOXr06FBmN2j6iRMnnjt3TgxTjpWSkmLKYgFAKUNDQ/X19eI+J2Hu3Ll6V7AefvjhSZMm0WFHTJmdnd3Q0BC+q1k5OTm0FlpFmJYPV9xudZddEAgLPt2x+fW86qqr/uu//ivo2Q2aPi8vj/IqMXzmzBkkWACxp7m5WXwHR2w22+uvv3706FGXy2U818DAQHV19YwZM8SMVqu1vLzc9GcodHR00MJpLSOWB0IkbnWnTEt2QcB8fLpj8+v5zDPP3H333adPn758+XIwBfJqem3MgQMH7r//fu0rwm984xuhLBYAlELpy6JFi0SGlJWVFcRNTkNDQ5Sf0ZmYdukrPz+/paXFrN/8FxYW0jJra2tNWRoYELe6FxcXyy4ImI9Pd2x+PYO+/0lvFvfhXbt2paSkTJo0ae3atbjJHSA29PT0iNxFXB9qbGwMMSWiBW7cuDE5OVksc8KECVddddXhw4eDXiCV55FHHqFFWSyWgI48EBztVne8iSj28OmO2dSTTUQBooXL5crJyRk/fnx8fLz4Xq+mpsbEb98oE9q7d6/2heOYMWN2794dxPKpj7/jjjvEQlasWGFW8cCYuNW9rq5OdkHANH19fQsWLODTHbOpJ5uIAkSL559/XmQtcXFx5eXl4btWccMNNyQkJIh1ZWRkNDU1+TkjFamiokK8FUd47bXXwlRI8CBudad4yS4ImGbjxo3+f6kVA9jUk01EAaJCb2+vuCc9KSnpX/7lX8K9uqGhIeqwxW8ACQ20t7cbTO+eWlFyVlpaevTo0VDeUQFBwK3uMcPlctEOFdBdQzGATT3ZRBRAfZSsWK1W2ivz8vIi84BQgdKspqamtLQ07Rb47u5uj2m8U6u+vr6IlRDc4VZ3iUx80GtPT484t6Edavfu3Xy6Yzb1ZBNRAMW1tbWJ28+p45TyvANaKfXcIsMjlEKJS1NIrVRDEYkb9vbbb8suCy/i97y7du0KfVF79+4V+1RWVpY4n+HTHbOpJ5uIAqisublZ3A5VVlZm1tMTguNwOLR0auzYsRMnThQFQ2qljt7eXpEEL126VHZZGGlvbxdP7p0wYULQX4vT3k37eGpqqojgxo0btWvVfLpjNvVkE1EAZYnXJJPKykrZZfkflEitWbNGuzXk/vvvR2qlDuqSKfGluFA/LbssLFBWVFVVJfYF8dveGTNmdHR0BLGo6upqsZzExESPZ9rx6Y7Z1JNNRAHUpB24Kc2SXRZPTz755NixY++++27ZBQFPDodj6tSptNl0dnbKLkuM6+/vF98MJiQk1NXVUcsXFBSIj42Njf4vZ3BwUDxiQ8z74osvekzApztmU082EQVQDZ0Wi59n09H24MGDsosDUaayspI2nvLyctkFiWXNzc3izsiMjAwtl3W/oEW7sD/f6be0tIi3iFqt1gMHDvj8CQuf7phNPdlEFEApdFAWp7N0+A7i7TcA3d3dtP1Qty33pr1YRTlQaWmpyKJKSkq8X1RAJ0XiVkWbzTY4OKi3HPcLV4WFhQY/QuTTHcdyPUf9X7KLA8AOHbvFmwEpuzp69Kjs4kC0Ej/yR4JuOkpexasOaA81+B6wq6tLPLUuIyOjp6fHewL3C1cjPsiXT3fMpp5sIgqgiDfffHPKlCniPtne3l7ZxYEoJh6eVFRUJLsgMaW+vl78cpby1xH3ULvdnpub630p2v8LVxo+3TGberKJKIAK6HCsPWjK+JnpACMS7362WCwGX1GBn1wu186dO7OyssTuWVFR4efj6Ggy7cvEmpqaKwFeuNLw6Y7Z1JNNRAGko+5QO3zPmjVLytNEIcaIX7Q1NDTILkjUq62tFfvmxIkT29raAp199+7d4rqX9owrPy9cafh0x2zqySaiAHJp2RX9PXHiBG5MBlMcPHiQNqrc3FzZBYlulFGNHz9eJEavvvpqcAs5cuTIuHHjaAmjR48OIuXl0x2zqSebiAJI5J5d0bDs4kDscLlc4jkCeBJs0Orq6sTFp9WrV//ud78LZVFr166l5VCaFcSXtny6Yzb1ZBNRAFmQXUFYlZWV0dZVXV0tuyDRZ2hoSLt9qra2NvQFOhyOvXv3BvfTYD7dMZt6sokogBTIriDcOjo6xJMCZBckytD+qD0tRYVHXfDpjtnUk01EASIP2RVERlpaGm1mwb0dj6eenh5KSanRqOm6u7tlF+fP+HTHbOrJJqIAEYbsCiJGvEK4rKxMdkGiQ1tbm7hxLTc3V519k093zKaebCIKEEnIriCS+vr6xFddePbHiLRb2tesWaNUc/HpjhWqp5/vtBkcHJw1a1agEeITUYCIQXYFkSeeJ97c3Cy7IIqiXOqFF1649957Tbyl3Vx8umPl6jli02/atOmpp55CggUg15tvvimeNIjsCiJp7969tNUVFBTILoiiCgsLRWqlyC3t3vh0x8rV07jp33333Xnz5lGGjgQLQK6kpCTarSZMmIDsCiJpcHDQYrEkJCRgw/PW3d0tniMaHx9//Phx2cXxjU93rFw9jZv+9ttv/+lPfzriZIEuFgAC4nQ6R48eTbvVrbfeKrsswE5RURFte/X19bILopaWlhZxS/vs2bNV/qEln+5YuXoaNP1rr7124403Xr58WW+yUYbCWGgAZhoaGmifuvrqq/HyXYi81tZW2vxycnJkF0QhNTU1oqcrLS1V/P1UfLpj5epp0PTXXHON9txYXMECkGjRokW40RhkcblcKSkptAUq8mAnuZxOp7ikl5CQEBVX9fh0x8rV06DpQ7koxSeiAOHW09NDO5TValXqt9/ASnl5OW2ElZWVsgsiWX9/f3Z2ttgf29vbZRfHL3y6Y+Xq6d30et8GhrhYAAiO6Nvor+yCAF+dnZ3i6eSKfx0WVh0dHeJKXlZWVhS9A5tPd6xQPfWuTiHBAlCHy+Wic2XaoXp6emSXBVjLzMyk7fDIkSOyCyJHQ0ODeI5oYWGh0+mUXZwA8OmO2dSTTUQBwurgwYOjht+8IbsgwF1tbe2o4ceUyy5IpFE6VVZWJq5EVFdXR901PD7dMZt6sokoQFjZbDbam+jsWXZBgLuBgQHaFC0WS3RdvwkF5VJ//dd/HR8fL54jSmc7sksUDD7dMZt6sokoQPj09vaKIzufLg1UJtL9pqYm2QWJkMbGRnHhKikpqaurS3ZxgsSnO2ZTTzYRBQifyspK2pU2btwouyAAfyYSjuuuuy7mM/6hoaGamhpx09VXvvKVaPnBoE98umM29WQTUYAwoUP8jBkzaFfq7OyUXRaAP6O8Snxf9ld/9VeyyxJGdrs9Pz9fPOmK0qyou+nKA5/umE092UQUIExaWlpoP8rOzpZdEID/NW3aNNosExMTZRckXNrb28WJDf2N6gtXGj7dMZt6sokoQJgUFBTQfrR3717ZBQH4X6+88kpcXFx8fHzsPTfE/WvB/Pz8mHm5NZ/umE092UQUIBy0X2w5HA7ZZQH4PyoqKmjjzMvLk10QM8XY14Lu+HTHbOrJJqIA4SBeJVtSUiK7IACeKOkXX6JF6WMLvMXe14Lu+HTHbOrJJqIApqOz57S0NNqJOjo6ZJcFwAfx/FtKR6L9Cuurr766adOm2Pta0B2f7jiW6xn0m6EBwF1bW5t435nsggDoysvLo620oqJCdkGC99RTT4neKva+FnTHpztmU082EQUwXXFxMe1BdXV1sgsCoKunpydhWJTe7d7d3T1p0iSRYDU2NsouThjx6Y7Z1JNNRAHMZbfbRb8Vk99WQCyJ3rvdW1pakpOTqfBz5sx5/vnnZRcnvPh0x2zqySaiAOaqq6uj3ae4uFh2QQBGEKV3u4tfkJDS0tJY/VrQHZ/umE092UQUwFyZmZm0+xw5ckR2QQBGFl13uzudzqKiInHTVX19veziRAif7phNPdlEFMBEHR0dtO+kpaVxOLGG2BAtd7v39/dnZ2dTUa1Wa+w9i8EAn+6YTT3ZRBTARCUlJbTv1NTUyC4IgL+i4m53OnVJSUkRP87t6+uTXZyI4tMds6knm4gCmGVwcNBisVBHNTAwILssAAFQ/G73hoYG8aSrwsJCp9MpuziRxqc7ZlNPNhEFMMvevXtpxykoKJBdEIDAqHm3u8vl+tWvfvXggw+KW9qrq6t5fvPOpztmU082EQUwRVdX17x582jHaWlpkV0WgIApeLf74sWLRWqVnJysVOYXYXy6Yzb1ZBNRgNAdPXpU9ASTJ0/meZINMUCpu90bGxvj4uKoPGPGjKGzF9nFkYlPd6xQPUd8p83hw4eXL19usVhSU1PXr19//vz5gBZuRhkBWGhpaRE74+rVq2WXBSBIitzt3tvba7PZxA41Z84cvNCTT3esXD0Nmn7FihWHDh1yOp1nz57dsGHDqlWrTFksAHh4/fXXxak2bm+HqCb3bvehoaHa2lqLxUJlSElJaW5ullIM1fDpjpWrp59Nf/HixaSkJNMXCwBEnHBXV1fLLghASLS73X/4wx9GeNWdnZ3iMVfiEe3q3AomHZ/uWLl6+tn0ra2t1AeYvlgAoJ1LnHCjS4AYsG3bNpHlvPHGG5FZo9PpLC8vFw9iyMzMxHeCHvh0x8rV05+mP3HixJw5c06ePOk9r4HwlBcgpgwNDWVlZdH+wufFHRDbGhsbRReQmpra3d0d7tW1tbWlpaWJt99UVVW5XK5wrzHq8OmOlavniE1PZwPp6enHjh0zd7EAcOX/90Z02o0fD0JsoBRn69atV111VVhf+Udrueeee0RqRXJzcyOQzEUpPt2xcvU0bvrm5uaZM2ceP37c3MUCwJXhTkLcsIK7cSHG0LYtbngXz84dHBw0ceFtbW033nijWPjYsWMph8P5iQE+3bFy9fRuem3Mnj170tPTe3t7TVksAHioqamhPWXRokWyCwIQFpQJiTcA0olE6O9Xpixt9+7dGRkZIrUaPXo0ZVevvPKKKUWNYXy6Y4XqqXfLlDbsfVuV/29x4hNRgODY7Xar1Up7Cu7JhRg2MDCQn58vepCqqqrgLjV1dXWVlpaK5y8QyrEo06I9CHdc+YNPd8ymnmwiChCc8vLyUcNvn5VdEIDwoqSqrq5O/Mpv0aJF/f39fs5I+VNTUxPNop3k0/7S1tYWzsLGID7dMZt6sokoQBD6+vpUeOY1QMR0dnaKb/eSk5P/+Z//mT56T2O322mP6OjoeOyxx2bPnp2UlCTyqpSUlMrKSv8zM3DHpztmU082EQUIQnFx8ajhxyHKLghA5DgcjpKSEu1yVG5uLu0C+fn5OTk52u8BPVx77bVNTU34KjAUfLpjNvVkE1GAQNG5O+0gFouFztdllwUg0rQHZXlLSUnJysqy2WyUeyUkJFDiJbuwsYBPd8ymnmwiChAovBgHmNu/f/9NN9303e9+t6mp6ciRI11dXd5f//n/myowxqc7ZlNPNhEFCAhejAMAkcSnO2ZTTzYRBfAfXowDABHGpztmU082EQXwH16MAwARxqc7ZlNPNhEF8BNejAMAkcenO2ZTTzYRBfATXowDAJHHpzuO5Xp6/OBWdnEAFIIX4wCAFHy6Yzb1ZBNRAH/gxTgAIAWf7phNPdlEFMDY0NDQD37wg9GjR8fFxeHFOAAQYXy6Yzb1ZBNRAJ/6+/sbGhqKi4vFN4OEEiy88QMAIoxPd8ymnsFGVHvZ5/79+x966KHdu3fTcHd3t8/XfNJI40sCDoejra0NvRpEhtPpbG1t3bhxY2Zmpvv9iFOnTqXsCt8PAkDkIcGKNXoR1fKnlStXTps27d577x3xZZ/urFZrRkaGzWYrKipavXq1GPn1r3+9RsfMmTNpgquvvlpvgocffjgrKys3N1dvAlJeXv6tb33rueeeo2L39vYODg561wuPNYphXV1dAwMDHiMp4pTf07/a29u3b99+++23i7enuW+rxcXFDQ0N4twAWT4ASIEEK9ZQRK+55ppHH300oPxplNvLPufNm0cfqcfKy8vLzs72c/aIoTxv0aJFBQUFooJUTvqol6JVVlbS9JmZmVVVVXrT3HnnndRi3/ve9wzSuM7OTuP3q1Cvj47cHSX03d3dPseLRL+2tpaCuGnTJr24UJI0avjbvb/5m78pLCykrZFCmZyc7HOrEJsrzUWRQs4NACoYhQQrxujlJVr+NGfOnHHjxt133316L/ukTKK+vp7Gu4+ktKOvr4/6xZaWlsbGRurwKLnZvn27Xu9IHefy5csrKir0JlizZg11ipMnT66urvY5Ac1LnSuVfMGCBVRsSpK0W2oiwD2NW7p0KY1JTEzUK+qWLVsmTpxosVjKysr06kutQUugBepNQLkgrZEm05ugZjjnoGZ/9tln9XJByi3oX8apHuU9Pr/e1VKfhx56iEqyceNGvWKUlJRQZamJ9Cag/F7EbvXq1YEm+n5GhxZIGdWYMWPo49e+9jW8nhYAVDMKCVaMoYjOmDGDUh+Dl6UrYsROsb29vaGhwX0y8fVQZ2dnW1sbVZB6+pkzZ95+++16Pf3DDz9MOdy0adMofdGbJj09nRpt4cKFkU/jTOGeC15//fU0huqrV9l169aJuSjBDUfqMyIt0Z8+fboovF5Rq6qqaDJK5SnQra2tlPlR6D2uI9IY2hJwyQoAFDQKCVaM4RNRE3lcCvJI4x599NGbbrrJ4IazXbt2UYpDeQNNqTcNJUCUulG6oDcBJYtxcXEWi2XLli0+J6Ckmf47Kmy5oJb60AB9XLp0qV5Ry8rKKCczvn+OakqLqq6u1kv0XS4Xjcf3qgAQq/h0x2zqySaisWdgYMA44XA4HB7f7nnkguXl5ZQLPvjgg3p5D+WChcOeeOIJvdRHLDMM9QMAYIRPd6xQPbVrBnoTXL58ecuWLVarddKkSVVVVfQxoIWbUUYAAAAIHp/uWLl6GjR9Q0PDwoULPxhGA/v37zdlsQAAABAZfLpj5epp0PSLFy8+dOiQGKaBJUuWmLJYAAAAiAw+3bFy9TRo+okTJ2q3XZ87d85qtZqyWAAAAIgMPt2xcvU0aPq4uLhLly6JYRqIj4/3ntdAGAsNAAAAfuDTHStXT1zBAgAAiFV8umPl6ol7sAAAAGIVn+5YuXp6N702Zt++faH8ihAAAACkMy1jUJtC9dQLgDZ8+fLlzZs3W4dt3bo1oOdg6a0xxCWos5aIrQhrwVpiZkVYC9YSG2uJ2Ir45EamYN1YMbZFxlJ1sBbOa4nYirAWrCU21hKxFSHBCgjrxoqxLTKWqoO1cF5LxFaEtWAtsbGWiK0ICVZAWDdWjG2RsVQdrIXzWiK2IqwFa4mNtURsRUiwAoLGCjtskcpCaJSF0KgJcVEWQqMghCTssN0rC6FRFkKjJsRFWQiNghCSsMN2ryyERlkIjZoQF2UhNApCSMIO272yEBplITRqQlyUhdAoCCEJO2z3ykJolIXQqAlxURZCoyCEBAAAAMBkSLAAAAAATIYECwAAAMBkSLAAAAAATIYECwAAAMBkSLAAAAAATIYECwAAAMBkSLACc/jw4eXLl1ssltTU1PXr158/f16Mv3z58pYtW6xW66RJk6qqquij97x60/gzL4xILzRXhp8QI+jNi9CElV5oDEKmQWjCR6/9X3311aVLl44bN47GP/DAA2fOnPGeF3EJq1CaF6FRBxKswKxYseLQoUNOp/Ps2bMbNmxYtWqVGN/Q0LBw4cIPhtHA/v37vefVm8afeWFEeqHRGCRYCE1Y6YVmxJBdQWjCSa/9b7nllpdeesnhcFy8ePHxxx+nJMx7XsQlrEJpXoRGHUiwgkdHn6SkJDG8ePFiOlSJYRpYsmSJNpnWr+tNYzAvBMc9NBrvBAuhiTyfofEej9BEmF5cKP1KTEzUPiIukRFE8yI0CkKCFbzW1labzSaGJ06cODg4KIbPnTtntVq1ybTtXm8ag3khOO6h0RgkWAhNxPgMjfd4hCbCfMbls88+e/rpp92vLCIukRFE8yI0CkKCFaQTJ07MmTPn5MmT4mNcXNylS5fEMA3Ex8d7z6I3jT/zgv88QqMx+IoQoYkMvdDojb+C0ESEz/YXty1Omzatr6/PexbEJaxCaV6ERh1IsILR0dGRnp5+7NgxbYw/Jwc4sYgA79BoDBIshCYC9EJjELIrCE34GbT/hQsXHnvssZtvvtn7X4hLWIXSvAiNOpBgBay5uXnmzJnHjx93H+nP19v4ajzcfIZGY5BgITThphca45BdQWjCbMT2pxzL571ZiEtYhdK8CI06kGAFZs+ePXS219vb6zF+3759ej/Q0Pp1vWkM5gX/6YVGY3APFkITVnqhMQgZQhMBeu2/du3ad99999KlSx999FF5ebnPe7AQl7AKonkRGgUhwQrMKC9Op/PK8CNGNm/ebB22detW90eMaNu93jQG84L/9ELj/S/3WcQAQhNWeqExDpkYQGjCR6/9X3zxxWuvvXbs2LGzZs3asGHD73//e/dZxADiElZBNC9CoyAkWAAAAAAmQ4IFAAAAYDIkWAAAAAAmQ4IFAAAAYDIkWAAAAArRew93oC9y9ud96qHPrjfZ+++/X1hYKG6rpwH6aFb7RAskWAAAAArRew93oC9y9ud96qHPrjfZ4sWLd+zY4Ri2bds2+mhW+0QLJFgAAACKcn8PdygPEdV7n3fos+tNlpiYSB/F8IULF9zfGs4EEiwAAABFub+HO5TX4Oi9Zz302fUmKy4u3rVr16effupwOKqrq+njiLPHGCRYAAAAKvJ4D3fQL3I2eJ966LPrTfbxxx/Pnj1bPMOWBj755JMR6xtjkGABAAAox/s93MFdwfJejsdrLUKcXW+y/Pz8bdu2afdg0cdgWiGaIcECAABQi8/3cAdxD9aI7/MOfXa9ycaPH497sAAAAEAVeu/hDvRFzgbvU/dnsX7OrjcZ5W3V1dXiCtb27dt93jsf25BgAQAAKETvPdyBvsjZ4H3q7kKcXW+yU6dOFRQUfGXYypUr33vvvXC0lcqQYAEAAACYDAkWAAAAgMmQYAEAAACYDAkWAAAAgMmQYAEAAACYDAkWAAAAgMmQYAEAAACYDAkWAAAAgMmQYAEAAACYDAkWAAAAgMmQYAEAAACYDAkWAAAAgMmQYAEAAACY7P8BxU4AKfcrgBgAAAAASUVORK5CYII=)
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