Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit246-07-20020131_014000_20020131_062500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/01/31 |
Start Time | | 2002/01/31 01:40 |
End Time | | 2002/01/31 06:23 |
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 | | 28.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 235.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit246-07-20020131_014000_20020131_062500-constBx0 |
Minimum Dst Value | | -11 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIERlYyAxMSAwNToyMjoxMCBFU1QgMjAxNyI6O6QAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDYtMDctMjAwMjAxMzFfMDE0MDAwXzIwMDIwMTMxXzA2MjUwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDEtMzFUMDE6NDA6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAxLTMxVDA2OjIzOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4zNDkzMzQ5OTk1LCAibWF4IjowLjczMzM0NTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2BYuj+AAAABGdBTUEAAK/INwWK6QAAQKxJREFUeJzt3X9cVNedP35+KShIBksEFSIGTIlBQnngDwJJiKXGRJKQrJtiRcVoIrW4YVN+TCIqbqlxW+Nili206IY8HqQhlrW0QUOzbtmWtCRLN5jSQgxpkJAuhkmcJqRFweD3vXM+37u3M3Mvd2bu3Htnzuv5h4/LeH+cc94zc95z77nnBlwDAAAAAFUF6F0AAAAAAH+DBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZUiwAAAAAFSGBAsAAABAZf6ZYAUE+Ge9AAC8yhtfnr/+9a+XLVs24569cWj0BaAj/3zzSX2o8GEDAJDhjS/J7OzsU6dO6XJofOerCI3pKv9sL1d/Kr3yyitr164NCwtbuHDhjh07PvroI/H/WiyW+Ph4u03OnTu3bt268PDwRYsWnThxwulRpqenKyoqTCZTVFSU2WymP4Wji0VGRjrdXKpUUruVet3V/YhLKC7P6dOn77jjjtDQUNrPtm3bLl68KL++S20ivxPHELjaCDLHdcRbyzt9M0sV3u7d63ZENGPXOELJAwMDY2JiCgoKRkZGZDZ3o/yjo6O7d+9OSEiYNWsWbbV+/XqKoNPC2L1IC8uXLxcfgpZvvvlm8QrCfw0MDDz00EPz58+fPXt2RkbGj370I/b6n/70JyrnsmXL5syZQ0d/4IEHzp49O2OZHQvj9gqO6Cvu8uXLnh/aDd7OCWRiTfr6+u65554IG1r47W9/Ky6Y04+SS+Fz+vGX786EDT2tuWI8p2X+WXNXvyO+8pWvnDlzZnx8/MMPP9y1a9eGDRvE/0ufn0OHDok3OX/+PPX3zc3Nly5dGh4e3rRpk9OjNDQ0pKenv2dDC42NjY7rHD16tKyszOnmUqWS2q3U667uR6qV7rrrLvoZarVaP/3004MHD9JnWH5999rE6U4cQ+BqIyiJhYCrlpd6M0sVXupYqrS8NzgmWGzh888//+Mf//jNb34zOztbZnNXy//BBx8sWbKEdtvf3/+Xv/yFureXX3757rvvdloYuxdpgVKln/70p8J//fjHP6ZXHBOsd955h7LDI0eOUMgod3n99df/5m/+hv0XHevRRx+lFa5cuTI2NvbSSy/deeed8mV2Whi3V3B7E59LsORjPTg4eP311z/zzDOjNvRVT3/Si/IFcyN8LnVn8kf3BiRYPoO+Sh5//PEYG1oQfhVRCOntGxcXR79K2Z//+I//uGDBAvp5941vfIPeqcJq1/76p4PjIagPo5/ywp/0yUlMTJyYmBCvTJ1QXV3djKXNzMykNzpbpoWsrCy7FahgS5cupU/pjLsSl0pqtzMeTuF+BDIfDPr0zp07V/n6AjcO6jQErjaCksZxyu9bXsmbWVx4qWN52PJTU1P79u274YYbTCYT5Q3sRZnPe319PfVt9DN9zZo1fX197HX6rf+lL32JXqT/YpmQ44fdrvx/+tOf5syZQwvFxcX/+q//Krx+4sQJekW+/E6b4pFHHnnyySed1lFqE3HZTp48KT4E1e5HP/qRY+G/9rWv1dTUOD0EVYcqJVUA8UFlviSvSTS+/Jenq5s4fm87DavU20CMfidQikl1iYyMfPDBBy0Wi5LqyB+U3gC0Q1qfGsqNWG/evPnAgQPiV/bv319YWGhXMDsKwycm8/G3686E9R0/FOJAzNiY9OPkW9/6VkJCQlRU1Pbt2z/77DP2uuOn2PFYSjrx22+//cUXXxQKTL8iFi5c6GqzGIGPJVgUvNzc3BEb+llP71f2OsXmgQceoN+jwp+02gc2tFBdXS28brfgqK2tLScnR/jz3nvvfeGFF+w2oXcGlYRCTm/BrVu3Wq1Wp7uid6fw1qTfIvSes1uB+gB6dyqpuLhUUrud8XAK9yOQaiX6OD399NOOP4yUdPNuHNRpCFxtBCWN45Tft7ySN7O48HSs6OhoSvJSUlKOHTt29epV+f0rbHlKF+gQ77777qVLl0pLS9mLMp/3/Pz8oaEhapCDBw8KGQnVorW1lb6y6Rt5x44dThtH3EmMjo5WVlayMwSUYdxxxx0vvfQSLbe0tNDy5OSkfPmdNjuVgfonp3WU2kT8vUSlWrZs2a9+9Sv6s7Ozk5bpFccvLoraH/7wB6eHuOeeex5++OHXXnvtL3/5i1Qxrin4kpRpfKl9urqJ4/e207BK7VYsNTX15z//OVWZuuGSkpKdO3cqr47Tg1ZVVVFL/tFm3bp1bsSaYkTvZ/Er9GdsbKx8mygMn5jy7kxqE7tAzNiYzzzzzJe//OX33nuPPq2UMj7xxBPsdaefYrtjKenEOzo6br75Znrns/+iz/Lhw4cVtoah+FiCdeONN/7+979ny/RTIzExkS1TbC5cuCCsRn8Kq/3ud78Tr2a3YOfNN99cunSp8Jl59dVXV61axYZEiDcJDg6md9WHNgUFBUVFRU73FhQUxL6jCS3QVuL/pXfPTTfd1N/fP2Ot7UoltVv5wynfj0CqMyD0w1c41y2/vh1XDyoVAlcbYcbjOsVDy8/4ZrYrPENJTE9PD/VGwteohy2flJQknDwQyHzeKTdiy3/+85/ZKSgSHx//7LPPvv/+++KdOPYlYvQTnL4i2H9dvHiRamo2m+lfYaCbq++ckJAQcdfoeKrAcRO7//3+979///33X7NdLfrBD37guAI7ysTEhNMCfPLJJ9SH3XrrrWFhYdSAZWVlTn/6z/glKdP4UnV3dRPH722nYZXarRRqgbi4OOXVkTrowMAAW6YNnVZBPtb0VrGLEa1Mm9itbLeVwvCJKezOZDaxC4SY08ZMTk5+++232TJ9UpYsWcKWnX6K7Y6lsBNfuXIl+139zjvvUAEoNE6LZ3A+lmDRe054y9IC/cmWKTZ2I4WlVrNbEKPfizfccMMbb7whvLJixYquri7HTehHLf2WZcvULdEPemEd8UdF/rc7/Uq+7777xK/YbS5VKvdOFSjfj7g815yhj9yBAwduv/12heuLuXpQmRB4+wwWJy0v9WaWKrzY8PCw2y1v924Xf7QFMp93p9X/7//+7/z8/C984QvLli0TrutJrczKs3fvXvGYNvo9TSsI1yhlyi8lNjbWsUsTDjpr1iy7K1xUL8rhxKvRCgsXLvzhD39I/wpX2ez2I3MGS0BfiZQ5bdu2TWoUjnzbKmx8MVc3cfzetvtf+d2KUbpPcaR0mb2phDzY1eqI1xciZTc+QSAfa/ot5MYZLIFj+Jx2EFK7kv/kOtZaHIgZG5PSUHFqKLyBnX6K7Y6lsBNva2v74he/ePXq1U2bNtGvJqe1MD4fS7AU/kIS/zijBcfV2JVmMUp3Fi1a9Jvf/MZuP05/ZGRnZ1NXxJYpf7frkwTyo0/S0tJee+01+fo6LZUbg11c2o+4+lIFo57e6aV9+eq4cVCpEHh7DBY/LS/zZnZaeLGRkRHq6eX3r7DlKSVy6QyWeDW7P+lrur29XejJ7D7sdit/+umnwkmLc+fO0W/lU6dOLV68WDhN6Oo7h3pEs9ls96Jw0Jtvvvn1118X/1d3d3dCQoLdak8//XRISIhwWcQxwfra17526NAh+ZIwVqt13rx5jq/P+CUp1fiOX54CN85gKflTyRksevH555//+OOPqUumfx1bzNX3kpIzWPKxpszAcQzW5s2bnR5XilT4nB5RMOMnV/5DMWNjUuozNDTkuFunn2K7YykMBH2K6dd1eXk5fTqEAYI+x8cSLPq5KVy+pRS7qqqKve74IVm3bh0bXkALjkMBrr/+evG1uWeeeYaSfeHj5JT4ECdOnKDPiXBVRWocVX19vdT9R6dPn77tttvkKytVKqndSr3u6n6cVpls2bKFGm1ycvL9998vKSlxbySQqweV+i9XG2HG44px1fJSb2apwtM69LVIX3lUJPow7tmzx73GsfPtb387JyfnD3/4g3j0hvLPu1A2+u6mslGCRR0Me9Huwy7e9qOPPtq3b9+aNWuu2ca30Rf6L37xC1r+6U9/+qUvfYld/ZEpv9Nmv3DhAh1auLOMqvPyyy8La/7Lv/wLHeU///M/P7Hp7OxMSUn5zne+I7ND8evCwjvvvEMZ5NGjR6llLl++/MYbbwh3Ed55550vvfQS5cr0hqEy79q165577nG6T/kvSanGt2tPMYXxkmpAqT+lditGrfHjH/+YmoLeQtQUji3m6nuJ1hfGYN19991uxPrtt9+mnysUI+EuQvpTOOMl1SYKwyfTbkq6M5kPxTUFjVlbW0uNSXugz9pvf/vbr371q+x1p59iu2Mpf5NQmkgvHj9+XKayBudLZb1mO6NIX+jsBgRaEM40On5I2A0yUVFRX//618X3KbAFeguaTCbx+8bO+Pi43aHtDkHfR/Rpof1T5yc1yJ1ycErATTaVlZXi85/Z2dltbW3ylZUqldRupV53dT+Om7AXT548mZqaOnv27Pj4ePrY0y8b+fVdbZMZdyJ+0dVGkDkuWt7pm1mq8KwwoaGh9NOTviuFz6CHLU/dyVNPPRUXF0fFoK6Ivaj8884WXnzxRfptHRYWRunRz3/+c/aizId9/vz5999/P7uOs3XrVjbgiaEysFxTPlhO6zI8PPzII49Q1xsSEvKFL3zhwQcf/PWvfy20xnPPPZeRkXGdDS08//zzM+4wwKGHu2a7u5b2TKWiN8bKlSuFebD+4z/+g16nZqR2WLp06Te+8Q3xG0a8T/kvSanGt2tPMYXxkqqv1J9SuxWjn6wU+lmzZlFu8eyzzzq2mKvvJVrhscceo8ahJvqHf/gH2rPTKsjEmrz11lvr168Pt6Es7dy5c+IDOf3wKgyf051I7dmxO3P8ULjUmJ9//jm9npycTN8D9INB6MucfortjqX8TUJv6WXLlk1NTdlVWao1DMiXygoAAKrwrY5KX5QnUa6jdyl0dvXqVWGEvjbuu+++H/7wh1oeUXX4jAEAcAcJ1oxKS0tHR0cvXLjw5S9/+e///u/1Lo7Oenp6hLsFve3zzz///ve/v2LFCmGmBh+Fzxh4heNpagN+oftEIV3ll5UC1eFdMaPa2tq4uLgFCxY8+uijPjpNgIoiIiK+973vaXMsenMmJCRQSqfN4bwHnzEAAAAAlSHBAgAAAFAZEiwAAAAAlSHBAgAAAFAZEiwAAAAAlSHBAgAAAFAZLwmW03vXAQAAQGN6ZwQa4aae3EQUAADAsPjpjv25nnymzAAAAIbFT3fMTT25iSgAAIBh8dMdc1NPbiIKAABgWPx0x9zUk5uIAgAAGBY/3TE39eQmogAAAIbFT3fsz/X040HuExMTehcBAADAZX7WHcvgpp7+EtGpqalbbrklLCzs2Wef1bssAAAArvGb7nhG3NTTLyI6Ojq6efNm4ZxcbGxsYWFhU1MTva530QAAAGbmH92xEtzU08cjSilUaWlpWFgYVSQoKGj+/PkxMTHiC6ApKSllZWUdHR24eggAAIbl692xctzU02cjKk6tQkJCioqKBgcH2X8NDAzU1tauX78+IiJCyLRozVtvvXXRokXf/e539S05AACAHd/tjl2ldT2np6crKipMJlNUVJTZbKY/nZTpr0VGRirfVmY/6lfGy2RSKzsTExOdnZ3UJhkZGUJ9g4ODp6amNC4zAACADF/sjt2jdT0bGhrS09Pfs6GFxsZG+fWPHj1aVlbm3rZiPhRRyoqUp1aOLBZLYWEhy7Fqamq8WlQAAACX+FB37CGt65mZmXnmzBm2TAtZWVkyK1+5cmXp0qUffPCBG9vaMXhEKaPq6+tjZ6HmzJkTFBTkRmol9pOf/ITtoaOjQ/XSAgAAuMfg3bGKtK5nZGSkxWJhy2NjYyaTSWblxsbG7du3u7etHQ0iOjEx8eCDD95yyy1PPPFEtYT7779/0aJFtBplTrm5uWlpaXFxcQHObNiwwb3USkCHo/1QK3m4HwAAALUgwfKWoKCgyclJtkwLwcHBUmt+/vnnN910U39/v/JtnWYqmo3BqqyslC+AjOjo6OTk5JycHMrAFi9e/PDDD6tSpLy8vADbDYbj4+Oq7BAAAMATSLC8RflZqJaWlvvuu8+9bR15NaJUqo0bN7JUKTQ0tLi4WOoM1po1ayhNzM3NbWpq6ujo6OnpGRoa8l7BKK+ivI1KRcXz3lEAAAAUQoLlLcrHUaWlpb322mvubevIexFtbW2Njo5mF+MobZrxxj2N7+wbGBhgkzhgwDsAAOgOCZa31NfXS90JKG7006dP33bbbcq3nZE3Iio+cZWXlzcyMqL6IVTR3t6OAe8AAGAESLC8ZXp6ury83GRTWVkpnstK3OjZ2dltbW3Kt52R6hG1O3Gl7s5VhwHvAABgBEiw/IGXBrn7yokrOxjwDgAAukOC5W9UiSilJr514koMA94BAEB3SLD8jecRrampCQ4O9rkTV2IY8A4AAPpCguVv3I6oxWKpra0VP+Pvn//5n9Utm5Yw4B0AAHSEBMvfUERXrlz58ssvCzNpyZuYmGhpacnLy6NchOVV8+bNi4uLe/LJJ71dVG/DgHcAANALEix/IDVtemxsLGVOZWVllEL19fUJE1ONjo7Sv52dnTt37mSX0tjJnvz8/NbWVkq5dK2NmtiA96VLl2LAOwAAaAkJlr9hj6PJyMgQMidBWFhYWlqaMHRdeH3NmjV1dXUKz3j5lubmZmEwmd5lAQAAjiDB8jfiiA4ODra1tVVXV+fn5yclJdnlWwkJCVVVVf59+aylpUWob3t7u97FAQAAXiDB8jcyER0fH+/u7i4oKEhOTnZpdnjfNTU11draumPHDnbB1C/P0gEAgAEhwfI3/ETUJTk5OZgZCwAANMNPd+zP9bS79qd3cYxoaGiIDUprbm7WuywAAOD/+OmOuaknNxF1VVNTExvd74tTpwIAgG/hpzvmpp7cRNQNbNaG3NxcvQsCAAB+jp/umJt6chNRN1gsFjZLRV1dnd5lAQAAf8ZPd+zP9cQYLOVaW1upiSIiIgYGBvQuCwAA+C1+umOt6zk9PV1RUWEymaKiosxmM/3pdLVz586tW7cuPDx80aJFJ06cYC96kjDxE1G3FRUVselVhantAQAA1MVPd6x1PRsaGtLT09+zoQWn806dP38+Pj6+ubn50qVLw8PDmzZtYq97EhV+Iuo2q9UaFxdHDVVTU6N3WQAAwD/x0x1rXc/MzMwzZ86wZVrIyspyXIcyKqeDgZBgeVtnZyd7/GJvb6/eZQEAAD/ET3esdT0jIyOFecPHxsZMJpPjOjExMfv27Vu4cOH8+fO3bt1qtVrZ6+x5gnPnzk1JSTl27NjVq1eVH5efiHqopKSE2opa2J8ebg0AAAbBT3esdT2DgoImJyfZMi0EBwc7rkMvFhYWfmhTUFBQVFQk/t/Lly/39PRkZWWVlpbabRggy0s18jOUVyUnJ1NzlZWV6V0WAADwN/x0x0Y8g0Xr0H+xZcqxoqOjHdcZHh52uq0UfiLque7u7hCbzs5OvcsCAAB+hZ/u2IhjsLKzsymvYssXL150mmCNjIzExMQoPy4/EVVFdXU1m7Xhl7/8pd5lAQAA/8FPd6x1Pevr66XuIhQa/cSJE5s3bxYuEW7fvp29Tst9fX1Xrlzp7+/Pzc3ds2eP8uPyE1FVTE1NBQUFUaPNmjXryJEjGI8FAACq4Kc71mEerPLycpNNZWWleB4scaPv378/Ojo6Kipqy5YtwiD3kydPpqamhoaGJiYm7t2716Ven5+IquWWW24Rhq8lJCQ0NTXpXSIAAPB5/HTH/lxPDHL3xNTU1ODgYEdHR1paGmtAWjh79qze5QIAAB/GT3fMTT25iajqKNNqampic5CyZ0JjliwAAHAPP90xN/XkJqJeMjExcfjwYZPJxNKsoqKioaEhvQsFAAA+hp/umJt6chNRr7JaraWlpWFhYdSes2fPDg0NfeCBB/QuFAAA+Ax+umNu6slNRDUwODhYWFgoDG4bGRnRu0QAAOAb+OmO/bmeGOTuVc8++2xgYGBQUFBfX5/eZQEAAN/AT3fMTT25iaiWSktLqWGzs7P1LggAAPgGfrpjburJTUS1ZLVaY2NjqW2bm5v1LgsAAPgAfrpjburJTUQ1RqkVtS2lWcJ8sAAAAFL46Y65qSc3EdVednY2NW9paaneBQEAAKPjpzv253pikLs2+vr6Qmww2h0AAOTx0x1zU09uIqoLjHYHAAAl+OmOuaknNxHVBUa7AwCAEvx0x9zUk5uI6gWj3QEAYEb8dMf+XE+MwdIYRrsDAIA8frpjres5PT1dUVFhMpmioqLMZjP96XS1c+fOrVu3Ljw8fNGiRSdOnHBpW6f4iaiOMNodAADk8dMda13PhoaG9PT092xoobGx0XGd8+fPx8fHNzc3X7p0aXh4eNOmTcq3lcJPRPWF0e4AACCDn+5Y63pmZmaeOXOGLdNCVlaW4zqUUdXV1bm3rRR+IqovjHYHAAAZ/HTHWtczMjLSYrGw5bGxMZPJ5LhOTEzMvn37Fi5cOH/+/K1btwqDppVsK4WfiOoOo90BAEAKP92x1vUMCgqanJxky7QQHBzsuA69WFhY+KFNQUFBUVGRwm0DZHmtTmAPo90BAMApfrpjI57BonXov9gy5VjR0dHKt5XCT0SNAKPdAQDAKX66YyOOwcrOzqa8ii1fvHhRSLAwBsuHYLS7kZ04cYJ+rmzfvl3vggAAd/jpjrWuZ319vdSdgEKj07f/5s2bhUuEQjcgs+2M+ImoQWC0u5Gx0AQGBmKcHABojJ/uWId5sMrLy002lZWV4rmsxI2+f//+6OjoqKioLVu2CH2AzLYz4ieixvH8889Ts4eFhZ0/f17vssD/sVgss2bNYgMTy8rK9C4OAPCFn+7Yn+uJQe766ujoYC1/22236V0W+D+HDx+moKSlpYWEhNBCQ0OD3iWSYzabKR2sqKjQuyAAoA5+umNu6slNRI3DYrFER0dTywcHB/f09OhdHPhfU1NTCQkJFBRKf9mEGpRm0bLe5XLu+PHjQUFBVMjw8HC9ywIA6uCnO+amntxE1FCoO3/88cep8desWaN3WeB/tbW1UTiSk5PZn9XV1fRnRESE0e73HBgYyMnJEU4/z5o1a3R0VO9CAYAK+OmOuaknNxE1mvHx8bi4OONfiuJEbm4uxaK2tlZ4pbCwkF6hGBkkg6GkvKamJiwsjEoVHR3d0tKSn5+PadUA/AY/3TE39eQmogbU2tpK7W8ymYRpzEAXAwMD7HyV+OZBSmjYxLAZGRmUDetYPNLd3Z2SksLOWhUVFbFyUrHZtGqDg4P6Fg8APMdPd+zP9cQgd+NYv3496zL1LgjXSkpKKAr0r93rlPgmJyfTf+Xn51O+pUvZKLejgrFx90lJSZ2dneL/pXcO3j8A/oGf7pibenITUWMaHBxkF326urr0LgunrFZrREQEhcDpcKuBgQF2R4IuEze0t7ez68iUYJnN5omJCbsV6P3DTmJRObUvHgCoiJ/umJt6chNRw6qpqaEopKSk6HWOhHN1dXXU/rm5uVIrUO6r/cQNlFqtXr2anWNes2ZNb2+v1Jrs2QD5+fmalQ0AvIGf7pibenITUcOamJhISkqiQBw+fFjvsvCIXQRsa2uTWUfjiRt+97vfsdQqNDS0trZWPvMeHR1lJ0FlkjAAMD5+umN/rifGYBnN2bNn2SDrkZERvcvCFzbpa1xc3IynD7WcuIGNCSP79+9Xsr7ZbJY/CQcAxsdPd8xNPbmJqMEVFBTgQo/28vLylJ871GbiBsq2Q0JCgoODq6qqHAddOWW1Wk0mE5XNbgg8APgQfrpjburJTUQNbmRkhPWRhp093P8MDQ1RKhMWFqZwmoypqalVq1ZRjObMmfP22297o0iUurEHTldXV7u0ITvBlpOT441SAYAG+OmOuaknNxE1vtraWgpHQkKCwvMW4KGysjJX5zhgMSKJiYmqT45FCRyb75T+dfWOByoMy8zkB5MBgGHx0x1zU09uImp81KempaVRRKqqqvQui/+jLJadMnTpcZCjo6O33nrrrFmzaMPs7Gx1cyx2ForyJPcuQbLkj95CKhYJADTDT3fsfj3pi5s6SPqBGxYWRv/u37//8uXLKpbMcxjkbljd3d0UEXrnqDKt0SuvvPLUU0+JZycHwfHjxwPcfRYkRYedLlIxx2JDrwgtuLcH+uZhk2a1tLSoUiQA0BI/3bH79dyzZ8/atWv7+vro+47+veuuux5//PEZt5qenq6oqKCf1FFRUWazmf50UiaJxMiThImfiPqKnTt3qnJHGEsg2KBs3Z/0YkDsZKHbuYi6OZbbQ6/sNDU1BdgmfMecagA+h5/u2P16xsTEiG+2p2V6ZcatGhoa0tPT37OhhcbGRidlkmh9T6LCT0R9hdVqZVOHf/e733VvDxaLZePGjeKcW/WLWb6uq6uLXYzzZLibWjmWJ0OvHHfF5lSjTMuT/QCA9vjpjrVOsDIzM8+cOcOWaSErK8tJmZBg8UE4+fTQQw+5um1rayvLz0wmU01NzXe+8x16+yHHssMmxfB8rJsqOZaHQ6/stLS0sNOWuFUCwLfw0x17dImQfon+/ve/py84+peWlVwijIyMFO4VHxsbo97RSZkCAqjvnDt3bkpKyrFjx65evSr/uhL8RNS3hIaGUmgCAwOLi4sHBweVbCI+cZWXlydk+d4YMOTTKI9ho51USWg8bF7Ph145Ylc/a2tr1dohAGiAn+7Yo0Hue/fuvfHGG8PCwujfffv2KRnkHhQUNDk5yZZpITg4WGpN2ltPT09WVlZpaamS1685DNLCIHfj+7d/+7cbbrhBiFF+fr7806DFJ64cLw8hxxKrqqqipqBkVK0dut28ag29stPW1sZOieH+BgAfwk93rHU9lZzBEhseHna6jtTrUviJqC8aHBwsLi5mT5oLsN3yRn2n3TAdqRNXdpBjMdR6rB3kE1ZXudG8Kg69cpSTk6N63gYAXsVPd6x1PZWMwRKTGtqlcMiXgJ+I+q7R0VHqKdkJKnaPWF1d3cTEBPXK8ieu7CDHuvb/D1HyxmRRrjavukOv7HR2dgbYZpx3+1YJANAYP92x+/Xs6+uj9Ii+2ly6DFdfXy91F6GweUFBAe38ypUr/f399Kt3z5498q8rwU9EfR1lVJRXsXvEyHXXXcemu5Q/cWVHlxzr7NmzK1euNJvN2hxOHnvWTUNDgzd2LjQvhWbnzp2U5dArTp/D442hV3aWLVvG3h5r165V93QdAHgDP92x+/Vcs2bNwYMH//znP7u01fT0dHl5ucmmsrJSPA+W0OgnT55MTU0NDQ1NTEzcu3evcJeQ1OtK8BNR/zA1NdXW1kbvMSF3dzVx0TLHslqtVVVVwcHBrKiHDx/Wd34mNvo7PDzce3fYUfM6HemYkJCQkZGxfv36oqKibdu2UWrl7Ut4wr2oTEpKCqWV3J65BDA+frpj9+sZFhb22WefqVgU1dl99etdHHBHc3NzUlLS3/7t37qRsmiQY1GpamtrhcuagYGBbIGSDL3OpgwODrIyLF++3KsHKikpiYyMvO2223JycihG7IE8Tp07d86rJenp6enu7qYcl4U7wHYpmYqnynMCAEBd/HTH7tdzyZIlQ0ND6pXEu/iJKIgJOVZwcPCOHTvU3XlLS4twKZOSDOrjrVYrvcge5EIKCwsVXtNU0ZEjR9jFu3//93/X+NCUbtJ3ArVDe3t7U1PT1q1bKQO7++67tSwAtT/l00Jul5ub29raignfAYyDn+7Y/Xp+73vfy8/P98bAVW/gJ6Jgh3IsNoorMDBQrZ8EnZ2dGRkZrAtPTk5ua2sT/y97TCe7KTIiIqKmpkazyTB7e3vZcSnF0eaIxtTX11dcXEyNz2K0YMGCDRs2fPDBB3qXCwA46o5dfqKfPC+V0nNGLht4W11dHUs7YmNju7u7PdkV9dx5eXns3U57O378uNTZEUrmhHklkpKS7JIwb6A0LiUlhQ5XUlLi7WP5BKvVSqEXRsHHx8fjVBaA7vjpjv25nr6S/IEGqK9lszFRptXc3OzGHh599NHw8HA2kt1kMlVXVys5L3X27FmW9LDLVT/72c88zPBklJaWsjNqGOItRq0hnMpScdpVAHAPP92x+/UMDAxUsRzexk9EQcrU1FRxcTHraF19PJ9wqxq97UtKSly6Mk7HraurE48Bp725WPaZdXR00J5DQkJ6e3tV37mvGxoaOnLkCEuzHJ8AAQBa4qc7dr+eixcv/p//+R8Vi+JV/EQU5DU0NLC5A/Lz85Wc6RkYGGDThZO5c+e6/eQ7i8Xy4IMPsv0sXbrU6axRbqO9sZH1hw8fVnG3fqarq4uFvqamRu+yAPCLn+7Y/XoePXr0oYceunDhgnguK8PiJ6Iwo7Nnz7LzSWlpaTJ3+U1NTVFPzAZvRUdHt7S0eH7oQ4cOsTkdkpOTVbxBhJLFANudjBhjJK+1tZXlWHV1dXqXBYBT/HTH7tcTg9zBdw0MDFCKIzPsnV4Uxk4VFRWp+DhhyqvYnunQqkzUxC5fUsroQ9Om6KihoYFdS6VkS++yAPCIn+7Yn+vpK8kf6EJq2Pv4+HhJSQk7z5GUlNTZ2an6oekQbK6m6OhoD+cjHRwcZEOLVDnBxonDhw+zHMsbwQUAefx0x9zUk5uIgnKOw97b29vZYCbqfc1ms/fmr6I9s0kcKD1ye84qKj97mlBBQYG6xfN77I5Lanzv3dQJAE7x0x1zU09uIgquEoa9h4aGsmSLshYN7sUT0js6unszR1BSGGB7/J+KVzD5QVmpihdqAUAhfrpjburJTUTBDXv27GGpVVhYWG1trZZDxVmSRFy9P7G7uzvEBte53ENRZnPGxsXF+coTKQD8AD/dMTf15Cai4IaRkZGbb7556dKl//Vf/6X90Sm1YqfQlE/RND4+npCQQJuYzWavls2/CYPhkpOT1Z04AwCk8NMd+3M9McgdfIUwfUBhYaGS82dFRUVsmgnMy+Ahq9XK7iddvHjxN7/5zc7Ozt7eXtyPCeA9/HTHWtdzenq6oqLCZDJFRUXRj2+nc2hJJUZKtpXCT0TBR1HXzu4HDA8P37ZtG/05MDDg9LQKZWNsgDYGD6lidHR07ty5jpPO0FdNQkJCTk5Ofn7+1q1b161bd9999128eFHv8gL4Nn66Y63r2dDQkJ6e/p4NLTQ2Njopk0TrK9lWCj8RBd/V09MTFBTk2NNTN5+RkbF+/fqioqJdu3ax5yH+0z/9k97l9R+PPvooNem8efMonUpJSWF3kjpFv+40eG43gB/jpzvWup6ZmZlnzpxhy7SQlZXluI5U6yvZVgo/EQWfVl5eHhoaeuutt1JPn5SUJH6CoZ2Ojg69C+tXKLu1m5XDYrEMDg52dna2trYeOHBAnPtu3LhR5hkAACCDn+5Y63pGRkYKVz3Gxsao/3BcJ8A2AePcuXPpp+SxY8euXr2qfFsp/EQU/MzU1NTQ0FB3d3d7e3tTU1NxcTF9OujHhvfm6AKnKKN699136+rq2JVc+v5paGjQu1AAvoef7ljretKvwMnJSbZMC8HBwVJrXr58mX5TZmVlCbdWzbit1G99u7FcAABuo0yLze9AsrOzMRIOwCX8dMdGPIMlNjw8LKyDM1gAYBCtra2xsbEBtrnTqqurcTsngEL8dMdGHIMlRj8WY2Ji3NtWjJ+IAoA2rFbrzp072ams5ORkPHUHQAl+umOt61lfXy91J6DQ6AUFBX19fVeuXOnv78/Nzd2zZ8+M286In4gCgJY6OzvZTFpk+fLlv/jFL/QuEYCh8dMd6zAPVnl5ucmmsrJSPJeV0OgnT55MTU0NDQ1NTEzcu3evMJhXZlunMAYLADRA31HCI49iY2P1Lg6AofHTHXNTT24iCgC6SEtLYzlWV1eX3mUBMC5+umNu6slNRAFAF1NTU7t372bjsTCJBoAUfrpjburJTUQBQC+UY7HxWHgIN4AUfrpjburJTUQBQEfd3d0hNr29vXqXBcCI+OmO/bmeGOQOANorLS2lL5y0tDTOJ8ei6vf09OhdCjAcfrpjburJTUQBQF/j4+MJCQn0nXPkyBG9y6KnzMxMaoQNGzboXRAwFn66Y27qyU1EAUB3Z8+eZZO8c/sgnampqdmzZwtTVxQWFjY1NY2OjupdLtAfP90xN/XkJqIAYARFRUX0tZOTk6N3QfRRUlLCUsyYmBjxUI2UlJSysrKOjg7caMktfrpjburJTUQBwAisVit7WGFdXZ3eZdFac3MzVTwkJISNwRoYGKitrV2/fn1ERISQaVHutXLlyujo6A0bNnA+WI03/HTH/lxPDHIHAB21trbSN4/JZBoZGdG7LNrp7e1lidTx48ft/mtiYqKzs9NsNmdkZIi/nDEWniv8dMfc1JObiAKAcWzcuJG+fPLy8vQuiEasVmtSUhJVuaioSH5Ni8XCbrcMCwvD5UJ+tLe389Mdc1NPbiIKAMYxMjJiMpno+6elpUXvsmhh/fr1VNmMjAyFORObl7W1tdXbBQMjoE8BVxeUuKknNxEFAENpamqi75/o6GiLxaJ3Wbyrurqa1XRoaEjhJnV1dbQJpWXeLBcYxbe+9S0kWH6In4gCgNHk5OTQV1BhYaHeBfGijo4ONrD97NmzyreyWq1hYWG0IbfzWXDlzjvvRILlJzDIHQCMYGhoiI37bm9v17ssXjE4OMiuhNbU1Li6bXFxMW1YWlrqjYKBcbAUnL1P9C6LRrSu5/T0dEVFBTVxVFSU2WymP6XWtFgs8fHx4kh4kjDxE1EAMKAjR46wAd1PPPGE3mVR2fj4eFpaGtUuPz/fjc17e3tZv4uh7v6NvUnYB0HvsmhE63o2NDSkp6e/Z0MLjY2NUmvu3r370KFDdgmW28flJ6IAYEBTU1MLFixgPw77+vr0Lo6aCgsLqVLJycmUabm3hzVr1jid1gH8BhuJGBcXR2k0P92x1vXMzMw8c+YMW6aFrKwsp6v19/cnJibaRQIJFgD4Lvp5yRKsn/3sZ3qXRTVslHpERIQnWSObmDQjI0PFgoFxUFfOJu+gNOsaT92x1vWMjIwUbqUZGxszmUxOV7v33ntfeOGFa38dCXZ/yty5c1NSUo4dO3b16lXlx+UnogBgWN/+9rfpuyghIcHtkz3GMTAw0NjYGBIS4vk8C9QB03c77ae7u1ut4oFx1NbWBtieksSm7OenO9a6nkFBQZOTk2yZFoKDgx3XefXVV1etWsWGZzlG4vLlyz09PVlZWY6DIgNkeaE2AAAuoA6GXQ4rKSnRuywe6evrE75ay8rKPN+h2WwOUDA9Kfgcq9XKsue2tjb2Cj/dsRHPYK1YsaKrq4stS0VieHhY6uyXU/xEFACMbGBggE1M0NnZqXdZ3Hf8+HGWXS1fvlyVJwkODQ2xmwD8frYw3rDZ0cRPPeenOzbiGCwlJ59GRkZiYmKUH5efiAKAwbEbqXz3QmF7ezubdWLJkiUXLlxQa7d5eXnsLjO1dghuKyoqioqKamho8HA/o6Oj7OeEcNLkGk/dsdb1rK+vl7qL0Gmji18sKCjo6+u7cuVKf39/bm7unj17lB+Xn4gCgMH59IXCw4cPs3FXhYWF6k6swJ5SR3mnivsEN7CJM0hQUFBxcfHg4KDbu2KTnNnN38FPd6zDPFjl5eUmm8rKSvE8WDMmWCdPnkxNTQ0NDU1MTNy7d++Mn22MwQIAY/LFC4WUFxYVFbGvUzcmFFWCsivaeUdHhzd2Dkq0tray05MsjWYoQxKfglKCOuiHH36YUjTaj12Kxk93zE09uYkoAPgE37pQODo6mp2dHWCbkUEYray6w4cP0yHy8vK8tH+Qx8ZLsbsNKJ+mxKi4uJj9EiBr1qyh0MsMuaP/6u7upiCuX79+zpw5bKv09HS71fjpjrmpJzcRBQCf4EMXCvv6+ti5pbi4uN7eXu8dyGKxUHceEhKi/HHRoArK8vPz89mJq9raWvF/UW5NiRe7E5AkJSXV1dVNTExQsKZshKSKnfoShNgIo64F/HTH3NSTm4gCgK/wiQuFwpB2Sgepr/X24di88Gaz2dsHAgGlsykpKQG2BxZJPaubMirKq9h8oexEZlBQUISNOKlKS0srLS1ta2uzWq20Cf3ruCt+umNu6slNRAHAhxj8QqH3hrRL6e7upsPFxsbi0YTaoOSenZ1KTk6ecTz71NQUJU/szKvTpErJEfnpjv25nhjkDgAGZ9gLhRoMaZfCngrc0tKi5UH51NDQwBLovLw8l1L8559/fvny5Y899pjCpEqMn+6Ym3pyE1EA8C0GvFD41ltvLVmyxNtD2qWwhzZS3qnxcf0DZcZdXV0znv+j1Xbu3MkS6KqqKlVmi1WIn+6Ym3pyE1EA8DmGulBIZWDXjAIDA3/1q1/pUgCTyUQF8OQB0txig9gWLFhQLaGsrOymm25iIaYEurm5WeMS8tMdc1NPbiIKAD7HUBcKCwoK2IkN6qS1PLEhRu1ABSguLtbl6L5raGho7ty5AcrMnz+/p6dH+0Ly0x1zU09uIgoAvsggFwqrqqrYiY3nnntOx8cCUmuwYhjhlJ6voEaLjY1ltwg88sgjUmew/u7v/i4yMjIqKurNN9/UpZz8dMf+XE8McgcAH8IuFFLn9+677+pSgObm5gDb9EVGmEs9JyeHClNXV6d3QXxDV1cXmzGB2m3GrJTNX6VNwRzx0x1zU09uIgoAPur1119nvwZXr16t/dGph2Y3lHn+iF9VtLa2UmFSUlL0LogPEJ5vs3HjRh0zJ4X46Y65qSc3EQUAH2W1WufNm0dfVrNmzdJ4KvPBwUF2dckIg8AYShRYkYxzc6UxHT9+nGXGpaWlxs+urvHUHXNTT24iCgC+a3x8fOPGjQG2iT21PGhycjIddP369Ybqodmj8QoKCvQuiHGxpzdqP1eZJ/jpjrmpJzcRBQCfNjQ0xEa7e/WpfwLKqHJzc9nFOKONKB8ZGQkKCgoMDOzq6tK7LEZUWlrKxswZ5KquQvx0x1rXc3p6uqKiwmQyRUVFmc1m+lNqTYvFEh8fL46E8m0ZDHIHAF9E329stLIGxyouLmb3nRnw+cqUYrJv79TUVL3LYiyUFrMznZSLt7a26l0c1/DTHWtdT0q009PT37OhhcbGRqk1d+/efejQIXEklG/riJ+IAoCvs1qtbKbN9vZ2rx6otraWddLd3d1ePZB7JiYm2LVLgpNYgvHxcXbSMSIiwhebhZ/uWOt6ZmZmnjlzhi3TQlZWltPV+vv7ExMT6dMljoTCbZ3iJ6IA4AdY6pOSkuK9QVGUvbHB0QZ/6h+bmosyLTz++ZrtsuB1113HTjr66Ez3/HTHWtczMjJSmLxubGyMfqU5Xe3ee+994YUXrv11JBRu6xQ/EQUAP0B5VVJSEn1xHT9+3Bv7p76Z3dhfXV3tjf2riJqCnccym816l0VnR48eZefzqPsbHBzUuzhu4qc71rqeQUFBk5OTbJkWgoODHdd59dVXV61axYZYiSMx47ZSDwTAGCwA8DktLS3sRIXqZ25OnjxJv1c1vlfRE93d3SE22gz8NyCLxcIGXRHqCp977jm9S+Q+frpjI57BWrFihXBdGWewAIBb7AGF6p5keuuttwIDAwNsjxr0oYtu7I65tLQ0Q00koY3W1lb2bGbq9Zqamox2s6er+OmOjTgGS+rkE8ZgAQBXOjs72Vjm0dFRVXY4MDAQExPDvle//vWvq7JPbVBWkZCQQMU+cuSI3mXRjvjEVV5e3sjIiN4lUgE/3bHW9ayvr5e6E9Bpo4tflNl2RvxEFAD8SX5+Pn19FRcXe76rrq4udnPi6tWrX375Zc93qLGzZ8+yex4pTdS7LFqwO3Gld3FUw093rMM8WOXl5SabyspK8VxWMyZYMtvOiJ+IAoA/GRwcZMOPPMwq2tvbhcfV+dCVQTtFRUWazRCmI788cSXgpzv253pikDsA+AE2F2h+fr7be2hpaWEzMuzcudOnxzBZrVb2gMK6ujq9y+IVlEu9+OKLfnniSsBPd8xNPbmJKAD4mdHRUXZpz73HHrMptUhZWZnaRdNBa2srSz785rwOxbevr4+CW1JSwu4/8MsTVwJ+umNu6slNRAHA/7DHHmdkZLi6IXvqDqE0yxsF0wW7fEYpiGZHrKurmzdv3urVqykN6u3tdfpYoYmJCaf39wn507Fjxx5++OHHH3+8qKgoNzc3LS0tLi7O6aRC+/bt83qV9MNPd8xNPbmJKAD4H+q82aUx5bOuT01NsWuLISEhzc3NXi2exkZGRtgpPW/PQW+xWCgxpbzWaRpEZUhISMjJycnPz//qV78aERExe/bsrVu3zpg/2YmOjk5OTqb9PPTQQytWrHjyySe9Wind8dMdc1NPbiIKAH6pqamJvseSkpKUDFEXHgZMvX5bW5sGxdMYaw1KTYTJEVVELUypW15eHhu4xpoxMjLyi1/8IqVBKSkpCjMnu/yJJYVLliyhwnd0dPT09BjwAdsa4Kc79ud62r3L9S4OAID7KGeirj3ANmWDfI41Pj6enZ0d4LMPA1aIUpYAtSej7+zs3LlzJ7vdkp38y8/Pb21tddrglNsNDg7SJrTCD37wg1WrVqWmpj711FNS+RP9WVdXp9aUZr6Ln+6Ym3pyE1EA8FfUbbOOf9GiRdUSKioq5s+fT+vExMT493xRlK+wTOjUqVMe7qqkpGThwoXXX3+98IN8zZo1lAx54/QY8NMdc1NPbiIKAH6MPUNQifr6er0L63VHjhxhld24caMbmzsOsUpISKiqqvLd5yj7BH66Y27qyU1EAcCP/fKXv8zJySkuLpY6g/XYY4/NmTNnwYIFPFyKmpqaCg8PZ7mRyWTKz8+nhGnGB0I7DrGaZePf9+4ZBz/dMTf15CaiAMC58fFxn55N1CXPPfdcTEwMu8VSIJVsyQyx4qfFdMdPd+zP9cQgdwAAToyOjra0tBQXFycnJ4u/+a+77robb7xx9erVixcvxhArI+CnO+amntxEFACAc1LJFoZYGQE/3TE39eQmogAAIPjJT34ya9askJCQF198Ue+ywP/ipzvmpp7cRBQAAMQsFovVatW7FPD/8NMd+3M9MQYLAADAUPjpjrWu5/T0dEVFhclkioqKMpvN9KfjOqdPn77jjjtCQ0MXLly4bdu2ixcvstc9SZj4iSgAAIBh8dMda13PhoaG9PT092xoobGx0XGdu+6669SpU1ar9dNPPz148ODatWvZ655EhZ+IAgAAGBY/3bHW9czMzDxz5gxbpoWsrCz59cfHx+fOncuWkWABAAD4NH66Y63rGRkZKUw9MjY2ZjKZZFb+7LPPnn766Q0bNrA/A2yPJad8KyUl5dixY1evXlV+XH4iCgAAYFj8dMda1zMoKGhycpIt00JwcLDUmmyg1YIFC+zmLLl8+XJPT09WVlZpaanTTaSoXhcAAABwCT/dsaHPYH3yyScHDhy4/fbbHf9reHhYfls78rkXAAAAaMOltMF3GX0MFuVY4eHhjq+PjIzExMSoWzZtoo6jGPMomh0IR8FR/OMomh0IR+H5KD5N6waqr6+XuotQiNaWLVv6+/snJyfff//9kpISYQxWQUFBX1/flStX6H9zc3P37Nmjbtn86U2Joxj2QDgKjuIfR9HsQDgKz0fxaTrMg1VeXm6yqaysFM+DJUTr5MmTqamps2fPjo+P37Vr18cffyx+PTQ0NDExce/evRMTE+qWzZ/elDiKYQ+Eo+Ao/nEUzQ6Eo/B8FJ+GBvo//vSmxFEMeyAcBUfxj6NodiAcheej+DQ0kNbwpjQshMaYEBfDQmiMCXExCIRBa3jrGxZCY0yIi2EhNMaEuBgEwqA1vPUNC6ExJsTFsBAaY0JcDAJh0Bre+oaF0BgT4mJYCI0xIS4GgTBoDW99w0JojAlxMSyExpgQF4NAGAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgQLAAAAQGVIsAAAAABUhgTLI9PT0xUVFSaTKSoqymw205/s9VdeeWXt2rVhYWELFy7csWPHRx99pHxbqdfBJVLNePr06TvuuCM0NJRCs23btosXLyrfFqHxnHwbWiyW+Ph4qVl8EBevkmrGgL/m0rYIjedk2vDcuXPr1q0LDw9ftGjRiRMnlG+LuGgDCZZHGhoa0tPT37OhhcbGRvb6V77ylTNnzoyPj3/44Ye7du3asGGD8m2lXgeXSDXjXXfdderUKavV+umnnx48eJDyYOXbIjSek2/D3bt3Hzp0SKoXR1y8SqoZlcxaidB4j1Qbnj9/nn6NNDc3X7p0aXh4eNOmTcq3RVy0gQTLI5mZmZRIsWVayMrKclyHOnL6hSH8KXxbSW2rZJ8wIyXNSBnw3LlzhT8RGg3ItGF/f39iYuLExIRdj464aEOqGWUSLIRGA1JtSBlVXV2d000QF4NAguWRyMhIi8XClsfGxkwmk+M6bW1tOTk5wp/CW19qWyX7hBnN2IyfffbZ008/LT65iNBoQKYN77333hdeeOGaQ4+OuGhDqhmp/aOjo+mnSEpKyrFjx65evSpsgtBoQKoNY2Ji9u3bt3Dhwvnz52/dutVqtQqbIC4GgQTLI0FBQZOTk2yZFoKDg+1WePPNN5cuXXr+/Hnl2864T1BCvhnZaJIFCxYMDg4q3xah8ZxUG7766qurVq1iY0GkTpkgLl4l34yXL1/u6enJysoqLS1Vvi1C4zmpNqSFwsLCD20KCgqKioqUb4u4aAMJlkfkfwd0dnbecMMNb7zxhkvb4reFKmZsxk8++eTAgQO333678m0RGs9JteGKFSu6urrYslSChbh4lZJmHB4edvo6QuM9Mm1Lf7JlyrGio6Nd2hZx0QASLI/IXMluaWlZtGjRb37zG1e3xdVxVShpRsqxxMPjZtwWofGczECfGe9WQ1y8SkkzjoyMxMTEKN8WofGcVBtmZ2dTXsWWL1686DTBQlz0hQTLI/X19U7vxXjmmWduuOGGgYEBx02EnkNqW6nXwSVSzbhly5b+/v7Jycn333+/pKTE6RgshMZ7lLSh1BgsxMWrpJqxoKCgr6/vypUr9MHJzc3ds2ePsAlCowGpNjxx4sTmzZuFS4Tbt28XNkFcDAIJlkemp6fLy8tNNpWVlVIzx5Dx8XHhv+S3lXodXCLVjCdPnkxNTZ09e3Z8fPyuXbs+/vhjYROERgNK2lAqwUJcvEr+IxMaGpqYmLh3796JiQlhE4RGAzJtuH///ujo6KioKPrd6HSQO+KiLyRYAAAAACpDggUAAACgMiRYAAAAACpDggUAAACgMiRYHpF6qLOrj9hU8nBomc2viYbVy5RW5jnHSjYHAAAAhdChekTqoc6uPmJTycOhZTYXyGdIMz7nGAkWAACAKtChqkb8UGdPpnezezi02IybK8+Q7J5z7OrmAAAAIAMdqmrED3X25AEFdg+HFptxc4UZkuNzjl3aHAAAAOShQ1WH3UOd3X7EpszDoZVsriRDknnOMRIsAAAAVaBDVYHjQ53dO4PluB+7seeunsGSGrou9ZxjJFgAAACqQIfqKacPdXZjDNaMD4eW35xRniE5fc4xEiwAAABVoEP1iNRDnV19xKbMw6GV7FYgnyHJPOdYyeYAAACgEDpUj0g91NnVR2zKPBxaTOYJnXabOy2t/HOOZ9wcAAAAFEJXCgAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKkOCBQAAAKAyJFgAAAAAKvv/AKpdxIk/ABCcAAAAAElFTkSuQmCC)
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