Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_033123_10 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 04, 2020 |
Start Time | | 2020/01/04 00:00 |
End Time | | 2020/01/05 00:00 |
Key Words | | 0104 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -25.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.58 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiajia_Wei_033123_10 |
Minimum Dst Value | | -25 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIE1heSAwNSAyMDo1NjozNCBVVEMgMjAyM1Y195kAAAF8dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIEppYWppYV9XZWlfMDMzMTIzXzEwIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDIwLTAxLTA0VDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAyMC0wMS0wNVQwMDo1OTowMC4wMDBaIiwgImxlZnQiOjEwNCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJjcGNwbiIsICJtaW4iOi0xLjAsICJtYXgiOjE4MC44LCAidG9wIjo1MiwgImJvdHRvbSI6Mzc3LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF190HI5lgAAAARnQU1BAACvyDcFiukAAD8lSURBVHic7d0PiJXXnf9xYTKYwQxGCDIEEQkbmpIttkwISbEyuBIrdkjEdUklCYMVqWyFhq6bdJhkZSNJSijZIk0IkU3YUlLaLUIlSLBEMTSh/AKSSJFgRcmauKuDYkUGmcj9nTvneubM8+fc53nuufc893zfLwa59/rc555z75l7PnOe85xnUQMAAABeLQpdAAAAgNgQsAAAADwjYAEAAHhGwAIAAPCMgAUAAOAZAQsAAMAzAhYAAIBnBCwAAADPCFgAAACeEbAAAAA8I2ABAAB4RsACAADwjIAFAADgGQELAADAMwIWAACAZwQsAAAAzwhYAAAAnhGwAAAAPCNgAQAAeEbAAgAA8IyABQAA4BkBCwAAwDMCFgAAgGcELAAAAM8IWAAAAJ4RsAAAADwjYAEAAHhGwAIAAPCMgAUAAOAZAQsAAMAzAhaAoo4fP75ixYpFi/jeAIA2+KIEUNRDDz107NixzvfTNqKZDXoc5siOAHzh2wRAUYsXL+7k6T2IL1evXl2+fPnNmzfNI9u2bTO31eMjIyOXL1+uvP+pqaklcyYnJ82D77///tjYmHpzhoeHn3rqqS+//NL9eGPurdDsnavt161bp7ffvn37xYsX2+4nU+bO8woPoEsIWACK6jAh9WZ8aOvWrb///e/17Rs3bgwMDMzMzOi76vHNmzdX3vOBAwfWrl07PUclHnVXP75hw4b33ntvdnZWBbhXX331wQcfdD9uJN6QTZs2HTlyRG2sCvz000+rsFVwP5kSO88rPIAuIWABfeaZZ55ZunTp8PDw/v379SOqK/35z3++fPnyxYsXT0xMmDxRamP1uOp0V65cOTg4+K1vfeuTTz5JvO4ii7qrnrhr1y49IqJu2PtRrzUyMqKSTXoPiRvnz5/fsmXL0NCQetGNGzeaMZviW6YdPnx4fHxc3z506JAqhvpX31WPv/vuu/r25OTksmXL1Juwbdu2a9euJV4ukwoo5gipurFmzZrMzfLG+dKPO15OZSlV01L7d++8YOEB+ELAAvrJ888/r+LF9PT0jRs3VHjSD6qudPPmzVfnqBvm8VIbq8dV1FAbq65dJbDMYRK7z96zZ8+jjz5q9qPumm2eeuopE1kyn25u3H///R9++KF6xdnZWVUSFfjKbpmmtrn77rtVRRpzKWrr1q26jiqTqcf10cO9e/eqwqtt1N527Nixe/fudAXTVLwzBx/VDXU3/dK/+MUvNm3aVPBxx8upmGhGsNruJ1Ni520LD8AvAhbQT1REOHfuXOJB1ZV+/vnn+rb635GRkQobq8fNKFTe8IndZ6snmp2rG8uXLzfb6HDjeHpmsFAvOjw8XHbLTCrt6RG7DRs2nDx5cv369eq2So0mBa5YscK8CdevX1+6dKnj5dLl1xJvkR7bU+/D6dOnizzueDlVZhUoE5+dYz9FSusuPADvCFhAP8nskvP6zk42bvvcUi+a+C9z48MPP1y7du3Q0JBOD+aoYvEtM/3lL3958MEHVQ77+te/ru6qf9Xtb3zjGyq4mN3a0q+bqcgI1iuvvPLtb3+74OOZL3f8+PF77703fYjWsZ9MjGABYRGwgH7S1RGsxGbpV0+MYNn7sUew8gqfjk0rVqw4dOjQ7Oysuq3+TW/Qdss8KmC9/fbb27dvV7cnJib2798/Ojpq/lftLXMWV6k5WOpu5mZ5g0Ppx9Mvd/DgwZUrV544ccJRjIKDT+45WHmFB+ALAQvoJ3palQoH6WlV1+ak52AV3LhswFJP1HO51H4effRRew5WXuHTsWnZsmVHjhxpzE2QeuKJJxwBK2/LPCpRqRSlTyf8zW9+c9ddd5lp/srLL788Pj5+/vx5dfv06dPpuV+Z9Il4qgCJE/F27dp15syZxtwiEZOTkya75D2efkO0X/7yl6rMp06dSmzWdj+ZMs8iTBceQJcQsIA+o6LMkiVLEicGvvLKK/qcuB07dqg4VWHjsgFrZmZm9+7di+f88z//c95+Mp9ubhw+fPiee+4ZGBhYuXKliheOgJW3ZZ7Lly8PDg7q2WBffvmlup1Y/kplrFWrVqkdrl69+re//W3bwmsq36SXkjp48KDaiXquelft9avyHm+kjlFmPmged+wnU+ZO8goPoEsIWEDfaxsLKm/sUal5P+4pVgBQfwQsoO/1RcB6/fXXx8bGimx55swZMzMMAPoUAQvoe6WuYNPh5W6qGR4etk/icxsaGnrjjTeKbLk4S2cl7eJu/eqLQgKSEbAAAAA8I2ABAAB4RsACAADwjIAFAADgGQELAADAMwIWAACAZwSsKtILLgMAgCJC9+E9IqWefslpHwAC++Js441/a5xNXqAQ6FNyOlAp9eyczAAOILCdY43RRc1/gSjI6UCl1NMvOe0DQGAqXekfIApyOlAp9fRLTvsAEFikAeuDDz5YtWpVb2f+oOtuv/32xx9//NKlS46PfpGYDlRKPf2S0z4ABPbgbVEGLJWu3nzzzZmZmdAFgU8qWj377LP33XefYxs5HaiUevolp30ACGzjiigDlvoWJV3Fyt1FyulApdTTLzntA0Bg46tiDVihi4BuIWBpUurpl5z2ASAwAhb6DQFLk1JPv+S0DwCBEbDQbwhYmpR6+iWnfQAIjIDV8a7MBj3+6hbbUxCwNCn19EtO+wAQGAGra3to6+rVq8uXL79586Z5ZNu2bea2enxkZOTy5cuV9z81NbVkzuTkpHnw/fffHxsbW7x48fDw8FNPPfXll1+6H29Y62DbO1fbr1u3Tm+/ffv2ixcvtt1Ppsyd5xXePMW9Q/crRkNKPf2S0z4ABCYhYH012/jT4caNcicV9uZ7eOvWrb///e/17Rs3bgwMDJiTH9XjmzdvrrznAwcOrF27dnqOSjzqrn58w4YN77333uzsrApwr7766oMPPuh+3Ei8IZs2bTpy5IjaWBX46aefVmGr4H4yJXaeV/jMjd27ipiUevolp30ACGzLffEHrI+PNiv4nTsazz3R+PORZt4qswdz4/z581u2bBkaGhocHNy4caMZsym+Zdrhw4fHx8f17UOHDqmApf7Vd9Xj7777rr49OTm5bNmyxYsXb9u27dq1axl1TFEB5dixY/q2urFmzZrMzdQ+Cz7ueDmVpVRNS+3fvXN34QlYmpR6+iWnfQAITF+LMO6ApRLVH3/X+MljjYdvb9Z044rGf/xL468nC+7B3Lj//vs//PBDFSZmZ2efeeaZiYmJslumqW3uvvvu6enpxlyK2rp1q9pe3VaZTD2ujx7u3bv30UcfVduove3YsWP37t0ZdUxR8c4cfFQ31N30S//iF7/YtGlTwccdL6diohnBarufTImduwtPwNKk1NMvOe0DQGASApZx5VLjv19vTDzUqvL3v9n4r1ca0xfce8jcler1h4eHy26Zac+ePfv372/MHVw7efLk+vXr1e2f//zn6nG9wYoVKz7//HN9+/r160uXLnXVMVV+LTHCpKc9LV++/PTp00Ued7ycKrMKlOfOnSu4nyKlbVv44ruKmJR6+iWnfQAITFTAMj4/3Xhtan7+2e7vNt79VWKSVjo2ffjhh2vXrh0aGtLpYWBgoOyWmf7yl788+OCDKod9/etfV3fVv+r2N77xDRVczG5t6dfNVGQE65VXXvn2t79d8PHMlzt+/Pi99977ySefpP8rbz+ZGMGqQEo9/ZLTPgAEJjNgGSc+aLz4w8bYnc134PihzD2YGytWrDh06NDsbHMKl/o3vUHbLfOogPX2229v375d3Z6YmNi/f//o6Kj5X7W3zFlcpeZgqbuZm+XNnUo/nn65gwcPrly58sSJE45i5O3fvXN34QlYmpR6+iWnfQAITHjA0r6abU5+v34tcw/mxrJly44cOdKYmyD1xBNPOAJW3pZ5VKJSKUqfTvib3/zmrrvu0gcNtZdffnl8fPz8+fPq9unTp9NzvzLpE/FUARIn4u3atevMmTONuUUiJicnTXbJezz9hmi//OUvVZlPnTqV2KztfjJlnkWYLnyRisvpQKXU0y857QNAYASsdnswNw4fPnzPPfcMDAysXLlSxQtHwMrbMs/ly5cHBwf1VPcvv/xS3U4sf6Uy1qpVq9QOV69e/dvf/rZgHVW+SS8ldfDgQbUT9VyVAu31q/Ieb6SOUWY+aB537CdT5k7yCl+k4nI6UCn17FxeIwOALiJgZcmctJTHPcUK3hGwNCn19EtO+wAQ2L/+IwEr7fXXXx8bGyuy5ZkzZ0ZGRjp5LZRFwNKk1NMvOe0DQGB7JwhYCcPDw/ZJfG5DQ0NvvPFGkS0XZ6lcyG7v1i+/hSRgaVLq6Zec9gEgMAIW+g0BS5NST7/ktA8AgRGw0G9uu+02x//K+eil1NMvOe0DQGCRBqw77rjjwoXsJdrR19555x339Dg5HaiUevolp30ACCzSgDUxMfHss8+GLgU8U+nqzjvvPHr0qGMbOR2olHr6Jad9AAgs0oB16dKl++67L71WE/rXbbfdNjY2pldwdVgkpgOVUk+/5LQPAIG9sCPKgAWx5HSgUurpl5z2ASCwN/6NgIWYyOlApdTTLzntA0BgBCzERU4HKqWefslpHwACI2AhLnI6UCn19EtO+wAQGAELcZHTgUqpp19y2geAwAhYiIucDlRKPf2S0z4ABEbAQlzkdKBS6umXnPYBIDACFuIipwOVUk+/5LQPAIERsBAXOR2olHr6Jad9AAiMgIW4yOlApdSzc4lrAoQuDgAZTMCa5tLIiIGcDlRKPf2S0z4ABGYC1hdnQxcF8EBOByqlnn7JaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA5USj39ktM+AARGwEJc5HSgUurpl5z2ASAwAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAjMB6+yp0EUBPJDTgUqpp19y2geAwEzA+vho6KIAHsjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAiNgIS5yOtCo6rnolswH0/81NTW1ZM7k5GTZF/JQXABoi4CFuMjpQCOsZzpgZW524MCBtWvXTs8ZGxtTdyu/BAB0CwELcZHTgUZYz4IBS6WrY8eO6dvqxpo1ayq/BAB0CwELcZHTgUZYz3TAWrp06eDg4Ne+9rV9+/aZx4eGhm7evKlvqxvqbuWXAIBuIWAhLnI60AjrmffhffbZZxs3btyzZ0/mZiqBpffj0I2SA0ASAQtxkdOBRlhPx4d39erVJUuW6NuMYAHoAwQsxEVOBxphPQsGrMQcLHXXy0sAgE8ELMRFTgcaYT0TH97ExMTp06fVjfPnz2/evHnXrl36cX0W4cWLFzmLEEB9mYD1p8OhiwJ4IKcDjaqemdOkDh48uHr1anX37rvv3rNnz8zMjNl+cnKSdbAA1JoJWH94K3RRAA/kdKBS6umXnPYBIDACFuIipwOVUk+/5LQPAIERsBAXOR2olHr6Jad9AAiMgIW4yOlApdTTLzntA0BgBCzERU4HKqWefslpHwACI2AhLnI6UCn19EtO+wAQGAELcZHTgUqpp19y2geAwEzA+q9XQhcF8EBOByqlnn7JaR8AAjMBS90A+p+cDlRKPf2S0z4ABEbAQlzkdKBS6umXnPYBIDACFuIipwOVUk+/5LQPAIERsBAXOR2olHr6Jad9AAiMgIW4yOlApdSzc5lXkgaA7iJgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA5USj39ktM+AARGwEJc5HSgUurpl5z2ASAwAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA5USj39ktM+AARGwEJc5HSgUurpl5z2ASAwAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqWfnFi0UujgAZCBgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA5USj39ktM+AARGwEJc5HSgUurpl5z2ASAwAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA5USj39ktM+AARGwEJc5HSgUurpl5z2ASAwAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqWfnFi0UujgAZCBgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA5USj39ktM+AARGwEJc5HSgUurpl5z2ASAwAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA5USj39ktM+AARGwEJc5HSgUurpl5z2ASAwAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYC/sIGAhJnI6UCn19EtO+wAQ2N4JAhZiIqcDlVJPv+S0DwCBEbAQFzkdqJR6dm7RQqGLA0AGAhbiIqcDlVJPv+S0DwCBEbAQFzkdqJR6+iWnfQAIjICFuMjpQKXU0y857QNAYAQsxEVOByqlnn7JaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMB2f5eAhZjI6UCl1NMvOe0DQGA7xwhYiImcDlRKPf2S0z4ABEbAQlzkdKBS6umXnPYBIDACFuIipwOVUk+/5LQPAIERsBAXOR2olHr6Jad9AAiMgIW4yOlApdTTLzntA0BgBCzERU4HKqWefslpHwACI2AhLnI60KjqueiWxONTU1NL5kxOThZ5vMgLdVpWAChiy30ELMRETgcaYT0TH96BAwfWrl07PWdsbEzddT9e4SUAoFvGVxGwEBM5HWiE9Ux8eCpFHTt2TN9WN9asWeN+vMJLAEC3ELAQFzkdaIT1THx4Q0NDN2/e1LfVDXXX/XiFlwCAbiFgIS5yOtAI65n48BJ3BwcH3Y/bT3ToQsEBIIWAhbjI6UDrWM9z584tX75cfQYDt6TTjwMjWADiQcBCXOR0oHWs58jIyH/+53+a9FOWew6Wuut+vMJLAEC3ELAQFzkdaB3rqd79yumqkXMW4cWLFzPPIkw/XuElAKBbCFiIi5wOtI71XLp06czMTIUn5k2TmpyczFzvKu/xIi9UoXgAUNrDtxOwEBM5HWgd6/nqq69OTEzMzs6GLkguOe0DQGA6XRGwEAs5HWgd6zmQUmqSew/IaR8AAiNgIS5yOlAp9fRLTvsAEBgBC3GR04FKqadfctoHgMAIWIiLnA60pvXcvn378PCw+hiWLl26c+fO0MVJktM+AARGwEJc5HSgdazn+Pj4448/fu3aNXVb/bt58+YtW7aELtQCctoHgMAIWIiLnA60jvUcGBiw18GanZ1dvHhxwPKkyWkfAAIjYCEucjrQOtZzaGjIXqPhxo0bS5YsCVieNDntA0BI0xfmA9ZrU6FLA3ggpwOtYz337t07Pj5+9epVdVv9u2HDhpdffjl0oRaQ0z4AhPTF2fmAtXcidGkAD+R0oHWsZ3odrLotiCWnfQAIiYCF6MjpQKXU0y857QNASAQsREdOByqlnn7JaR8AQiJgITpyOtA61nPv3r3PP/+8ufvMM88wBwuARAQsREdOB1rHeg4ODtZwmYZFC4UuDgABCFiIjpwOtI71VHFqZmbG3L1+/frQ0FDA8qTJaR8AQiJgITpyOtA61nPnzp3r1q0zyzSMjY3t2rUrdKEWkNM+AIR04gMCFiIjpwOtaT337NmzbNmygYEB9e/k5GTo4iTJaR8AQvr46HzA2v3d0KUBPJDTgUqpp19y2geAkOyAtXMsdGkAD+R0oFLq6Zec9gEgJAIWoiOnA61pPbdv3z48PKw+hqVLl+7cuTN0cZLktA8AIRGwEB05HWgd6zk+Pv74449fu3ZN3Vb/bt68ecuWLaELtYCc9gEgJAIWoiOnA61jPQcGBmq4DpZNTvsAEBIBC9GR04HWsZ5DQ0MqVJm7N27cWLJkScDypMlpHwBCImAhOnI60DrWc+/evePj42YdrA0bNnCpHAASvfdOM1o9MkLAQjTkdKB1rOdAvsHBwdCla5LTPgCE9Ie3mtFqfBUBC9GQ04FKqadfctoHgJAIWIiOnA5USj39ktM+AISkA9aW+5r/TjwUujSAB3I60DrWc+/evc8//7y5+8wzzzAHC4BEOmDtHGuNYwH9T04HWsd6Dg4OskwDABCwEB85HWgd66ni1MzMjLl7/fr1oaGhgOVJk9M+AIREwEJ05HSgdaznzp07161bZ5ZpGBsb27VrV+hCLSCnfQAI6devNqPVTx4jYCEacjrQmtZzz549y5YtGxgYUP9OTk6GLk7TooVCFweAAG/8WzNa7Z0gYCEacjpQKfX0S077ABASAQvRkdOBSqmnX3LaB4CQCFiIjpwOVEo9/ZLTPgCERMBCdOR0oFLq6Zec9gEgJAIWoiOnA5VST7/ktA8AIRGwEB05HaiUevolp30ACEkHrBd/2Pz3kZHQpQE8kNOBSqmnX3LaB4CQdMDS/47ytYMYyOlApdTTLzntA0BIBCxER04HKqWefslpHwBCImAhOnI6UCn19EtO+wAQEgEL0ZHTgUqpp1+t9vHF2eYXn/qZvhC6RABiRMBCdAhYcGm1D/Ott3cidIkAxIiAhegQsOCSDFjq5+OjgcsEID4ELESHgAWXVvt4Ycd8wPrJY6ELBSA6BCxEh4AFl1b7mHhoPmCN3dm4MRO6XADiYgLWd+5o3rh+LXSBgE4RsODSah+71re++/7hruaNt14KXS4AcTEBa3xV88YXZ0MXCOgUAQsurfahc9VfTzZ2jjVv/Ph7ocsFIC6hAtb0hcaBFxr/9z+ubdT/vjbFOdQoi4CFpEULNT4/3fy++84dja9mGwffbN7+p78PXUYAcQkSsFRm0jMf1Os67H+WS1CjAgIWXJrt44+/a365/GBN8/7frjQevK1598ql0EUDEJEgAes//qUVsH7+Y9dm+ktvdO6vTaAwAhZcmu3jwAvNb5Z//cfWQ08+0LyrUhcA+NL7gPV//zN/7o5jBEuFKhOw1JchUBgBCy7N9mG++LSfPt5+RB0ASullwFLRyl56xj2CZUa5+N5DSQQsuGQErMRdAOhczwKWPXClfvQZPGaEPm9jPYjl8XvvyqXm3tyT69HnCFhwIWAB6AXzxaJX3fv0o269kJ7zYH7ee6f57/e/2fwvFXcSZxSajfWIl3uqVrViqJczF3tNxMpuhzC157deIuR1DwELLhkBS38vcCIhAF/MQJH6ntFrwXTvklz2hb/Ut5kKMfosaRVu0scB9cYqV9l5yAu1T73DF384fzvxh6t50b+erPIS7nymHteDhepfMlZ3ELDg0mwfegqC+c3XUz7VDyfUAPDisb/rXcDS+7fPChy7sxV09IO71s9vbP68NBHw4ds7XRBLJTmVnPSC9YmfRMAywataBnKHQnskj8n73UHAgkuzfTz3RPM38OCb849uuY/fSQAeqL5frzLVjYClD/mpfZpI9NVsa9KVva6VPihpgpc9PG+P35u4o/7m7ITZT9uAlRhsy6QPL2aulbp3Yn4Kf3ooyy4GUz66g4AFl2b70N8+9vcd07AAeGGnK78ByxwCUz8qajTmsoi5rKqKF2bC0+7vJoOOWefP/q5T25v1GiofU/vryflXUaWy76a/VPWfsu4MZEJYYpQrMZc/Uez05P1q873Ss9ZgIWDBpdk+9Pi5/StEwALghV5XrxsByz4Epqc02GM2tnQQMev86aeY7zqTS6qN35vMp8rz4g9bX6o6o5jRJpNXzGQMfQzB/r61w5A9ymUPrdmrS6SHwcybow+M/tPfV5lkZtIhfUEOAhZcmu1j9NZ1cgz9q6jXdgeAyroXsMz8dHscqGDA0okhM07p4FLtLB/HpHU7J+mxKL2xKnz6D1o7DNlPNPEoc/hK/+hxO/Pm2MuolsqO9gDhxhVV3g0BCFhwaQUsfQ6z8afDzQfH7mzcmAlULgD9z1x6y042+oCd+pLpkMkliQiSTm/qrj3WZdJM5qBOJ2f5mFiTpqdSmTE29Tftv/7jgvLbActs9vDtrfUjzLqpqmBqS/OuJtZT1UNWql564Erv85GRBRsUzI7pAcJORHqokYAFl1bASqzCZyaKHj0YqFwA+t/xQ60e3WQgdUMfLPvDW53uPDNg5S1klVjvSiePvDxU+SyfIpMrzLFCM56UuFhZo5ERGdUj6WOCquT68KL6+fOR3IE6U/cff69EWtIhzwwQdnLOk71IR1wIWHBpBSz1506Cnisa3e8DgB4xc8affKArActMn9KDQyo5qZ+8BeKvXGq8NtXaMhGw0t9ylSehFnmiPTKkjxX+8XfN2/aUDH29skRUmr7QOmXS/Kjq6HMI9PmS6Vim/0I2dW8Uzo72wdPOp+SaKntcx1W/G6GHxAhYcGkFLI9fMQD6l8dDOXZ/7z1gVZ6Nbn+z6dlged9+iTRgVmPPXJM9vfM8Khm89VJzIXuzxvrnp1sHDc1EWD1xTQWvvBVKDb0Khj3vyv5Jz/HQ26gkqj/lvCXmMyeBVW4VZg8e16/Wo3HPPeFth5UQsOBCwALQ4vdQTlcDVuWF1803m2MiROZc9fTqVun1SPXIU4V3T5dEv5yZuHblUrmxn8Q1gjJnpic+FHM3sX890KVPWrSfcvZU6ao1Fq5GoSJR5/FdR1L9Y5+e1XMELCQtWoiABaDJ76Ec0zF/fNR/wDIzhKqVSv3rOJXHPoFOr6dlLytlT9tXdVE/ZgTIjDyVtWt984nv/qp520xca8wNdxWPvKaQep67Y4zNFN6+q56ul4dQn5c9zd/e5uHbS8cjc9KA/b45dlJkDNWOkn8+Uq48XhGw4ELAAtBixyBfezNreJpDUZ0ELDPdqtrxwYZ1+E930ioSZUqsF2ovQKpCT2Kiut6hPfJUllkKS+1fhZhRa867nmyUN7csQacTx8b6DdQvkfgx0+31z5b7FjzF3rLtOJa9jldiNQr3B1dwDDUxDhcOAQsuuQErfWILgLj5DVh5M5wSAUvPSSp4+b/MRaFKyTydMJPaeWKNCXvAzAxxmR+9GkK1aUaZpw12jz1EN2qdXahXjsgsgIpZxS8lZN5kFcVMzraDWtuTPd1jk/biFLqcgZaBIGDBJTdgpU9sARA3jwHLMcNJ99O/frV52xwCKzgWZU+EqnbFwPQ1ZBwSucceGVIlV928CouJlajsK0kXl5g+ZV/np0vM+6CSVjre5b0z5oLZmVFGX+Va/Ze9bL1eXcLszdRUPZ5O1XktUO3TnBOQvvqQqYvHsxSLIWDBJTdgpU9sARA3XwHLXBMwc4aTfeiw1KyvxIG5ysMVxa+CbJ856Eg8nV9W2SzB0MthGHMGoj06NTo3Dz2vvibKJCZj6WOC9gCY/jFXgTQB2h48Uxk38SrpFpgom/0SP3mstaUdTz/9yPv75EDAgktuwGosPLEFQPR8nU5vesTMs+jtgGUWfGqbS+yLw/zsRx2lELs/9nIkrshCXPWn3tXRW0tqOZgP1774dOaFEc1P+jLV5thrIlib9mAezxxd0x2TmU7X+YHjqghYcHEFLPvEFgDRM8uCd3JpFPsYXNvFosyVCtsGHdOFn/igYsEM+yR/zuMxCi7daQ8p6RWq7WN29qw1M1KV/ivdLEKbyEP2lSv1MUTdWuz5Yeq2PX1+NHW9oE4WnS+JgAUXV8BKX+MdQMTMAZ3RqjOcGgVWqLJXovrOHdkjGXrO8mcnWjNsTBdeuVQJpu/v3wGnsEze/dPh1pupco8eWdRXflT/2hOn0tJLxZr2YE5yVK+SmCNvH7tMXPFan1ShDx2m2Sc2+kPAgosrYJlxV76DgOjdmGl2bOrH9J3VeiNz4Ma9gfr3048WzK0xEh2n+dlyn7cOcvpCs5odXsBYMnsUMG+Yqi09EmZCs24PTz4wv1ZF24HGxOw3vYfvf3PBNjqZZQ6YdYyABZdCAWv/s70uFoBeUp2QHr4au7P6VWi0tle7MwFLj3X9YE3rcJKROKXO/FRbRhxdoj6ODsc77TMK9RmIo7fm7SUWksgLWOpZ9jbXrzWDlApn6oaRWIL/hR1tTlkog4AFl/aHCEfDX+8JQGmljonY04Qb1nWUyzLLdjsGh0zAMjf06II5Ydm+AJ+eOV6Dy/oig70cQwV2irLbg/lfc3FrRx5KnHio/0547535nZiZW0WGxEoiYMHFFbBem/LbFgH0Tqmr9SUCVrULOUxfaB3ZMYuAO17L7lC//83mjb/8v+b/djh+hl6qfEVII72aa9lWl5iblZg6bJfQHhn11LoIWHBxBSz1dVlkLT4ANWTGgYr0JWaC8MdHm3fNwbuC9GiZPu+47TdGOmDpTvHgm/Mv7XuuDLpCfe7q7/AOD7clFlnosLtJ/G1gX7PSDJgllo3oAAELLq6A1Sj/PQugJkxmGm13nkp61XXHhZAz2csgqbTkfrl0wNLrg+sg2HaOPCKTuNahl4A1OncFSbOqlr3MqePExvIIWPFYtJD9X1NTU0vmTE5Olt2nq02X/Z4FUAcmMxXJWOlfc8eFbtISJ/21lQ5Y9qhD5elf6GvpVRiqSS9M6m+8Ko2AFY+8z/LAgQNr166dnjM2Nqbultun4+us1PcsgJrQmangkRc9UP3kAwse1Ne6KRJ0Eif9tWXilDnfMN0pMgEL1djnFY5WXT+iMAJWPPI+S5Wujh07pm+rG2vWlDii1yZgNcp8z2YKdJFzwAPVblXL78fVkkxmKjKTMnPQqPg8d72lnqiup3AV2f65J1oFU29vImB1c8gB8dODYT/7Ufuj1R0jYMVDfZZLly4dHBz82te+tm/fPvP40NDQzZs39W11Q90ttc82X6PVzifSzLEDTrRGP9KTr3d/N3Q5yrN/bXXYslfytOWdtVd8neGyXxHm4ifq340rmo+ol9An/Kt/+aJA/yBgReizzz7buHHjnj179N3EZ6wSWGL7RU5dDFiJYwfMq0B/MdOY+o79a3v8UPN23vWb887aSywv5FB21pTHGc1AUASsOF29enXJkiX6dn1HsBIj/5wZhP6ycUUMAetvV1rDRVcuZWypJ0KlV+I2c1ncv/sVlq0iYCEWBKw42QErMQdL3S2+n54GrLy/oYF6MstM21fe6AuJUaUnH2je/ePvmrenLzTDkPq30W7h9SK/+xWWrSJgIRYErHhMTEycPt38Hjx//vzmzZt37dqlH9dnEV68eNH/WYQNrwHLfQENoG7MFWf1IuP9Ij2qpBcE0r/F9sQyHY/yFl4vsgxe3gCYAwELsSBgxePgwYOrV69Wn+jdd9+9Z8+emZn5takmJye7sg5Ww0fAUr2U+sbXX8QqY3X5tA7Aj+kL8zng3V+FLk1h6vfLXHvEjCqZ3+KvZucrpf7acU+farsMXpErD6bZAauP3lgghYAFl/YBy30Kklv6VCb+ZkW/+PSjvhxoMfHFnvJofhPt9bHUL7V7+pR7GTyT5NxXHnSUsO+GBoGFCFhwaR+w3KcgudkBiysbol+YRaX7OmDZQ8XmNzFxYm/b6VP6ejuZ1S9+mmHeE/txchtgIWDBpX3Acp+C5JY4vKi/3H/2o0olBXpFz1Kyf3wFLBV6ur3OU+Yxff2rp/5MemFH60i9qZp6pOzeNHMx6bIH/U3Ie+zvyj0RqBkCFlzaB6zGwlOQSjGXwtDUHtTdH3+vQjmB3tENvmDAKnWtAjN44z1jqb9/1M7NZMfEUT89WcpUR1+eoUh2zAxY0xeafya5Dy86mMOUu9aXfi5QJwQsuBQKWPYpSMX9+cj8XFrtryf5sxV94JGRogHLnK9XcI03s+dSp90VYR/7y5x1roOXmfk0dmfrtvsyo4mApUfg7KxWISmaifb/cFfp5wJ1QsCCS6GAVe1Ewv3PJr9Db8y0vpqZeIHaSgz2uAOWHWvaRo3Env0OYpkDdqNzF5xJS0x+NxvnnSGoJVZq8LV0sPorK6+cQP8gYMGliwFLf+MnZnj8099z6pBEX5xtvPVSf6yCljkNPK/x24Gj7cEyvefv3FH94JqDHqB6+PbWgcI0k8D06+rJWPpSgA4nPph/B6YvtK4YaB6pvOSKKuFrU/3RHoB8BCy4dDFg6ZPAE+vcZD6I6OlZTT99PHQ5CkgM0hQPWG1/Qczvkc46vq4cZXKPez2qxJLrOuIUSUgmEeqpAqO3VrYDxCNgwaWLAStzsOrFH1bZFfrdaP9cK8msiGsHLHU3M1Ik0pg7r5jp5ybrqF+HTsaBGgtXQ3WvR3XlUtFElaB/Z+0f0hUwh4AFl0IBq8LyCnnTrTpZFx596m9X5odAas4sTV5wpYbic5LsRc/N1PjRrIUSzCpcRcKQfUCzS79W+pxBkzi5ZDtwCwELLoUCVoXlFfJOGLQXJ+SaOULotWpHq14PoJfMtflMcDHBInNNAT0opRKS2ezTj9rsWfuPf8kdEyq1gGfPVkPVq1HwawtYCFhwKRSwKiyvkJfJ+nR1bHTChJUnH2gOh7z1Un2PMaUvKaPC0/e/mX188+Oj8zOfzKBU3kBv4qp/+n0wvwtm1Qa1H5PVihxR5S8WIBwCFlwKBawKyyvoPjW9SDQBSyDzof/DXa3p2I+M1DRjmSvDmLWaVLrKvJiBKr9e1MqsNfDfr+emorOnWntLnDmoI5oZ+koMaxW5iLKe6ej3hEQAxRCwkLRooUJZp+zyCnlzrQhYndBnfk1fCF2OMuxZ2PZPDTNB4trG9lpN6YsZmGG5v55sPeK4qJQjVibmY5l5Tg/f3v5dsud1Aeg5AhZcigassssrELC6Qa/dOr4qdDnKUKXNDFg1/PT1YcGxO1trb9prNaUvZqBbcmLGd+ZFpcz6oh8fzX5de+BK3dYhLHP/CeYKgwBCIGDBpWjAKru8Ql7AstebrmEXW3M//l7rreuXEQtVzsx0pUeGVAPo9pWPS9F5RYWktHR7zmzhmReV0pftc6yhYA4g2nEqPUJm02ca8nsEBEXAgkvRgFV2eYW87XtwVnl8dG+ql96u7fG1TJmroqd/VMKoA0cjT/+XPuqX2Di9mTlC6m7t+hw9e5a6ekQP/ql/0xmUkWCgBghYcCkasHRP+dwTRfeb11fp1Q4zOyfkSa8t3i9vXeaq6Okr/e1/NnRB5+xaXyJg7f5uxkHz9Gb6qK76+exE6fKYka30+2NWQ+XkQSAcAhZcigYsfbrTxENF9+se8YpgudFeLjcQWcAyBzrtnzrM3NcjRpkLWaVb7NidGWNvic3M8FXlBGnymX1QmLntQD0QsOBSNGB9Ndu6JFnBjjD6gNXL5QbsmKIPFPbLW6dL/uIPm3O3zdroB9+cn/lujnsGP+ipctXo3JWY9Qz3hMR0cp2c0hvbDfuLs/NjdZUbiTnHUO1KlUH/9ulJ8e4L4wDoPgIWXIoGLEUvt/inw4X2m1hWMaHfA5Y9dzvvKnUemYCl+mzd0/9gTXdf0RezrFTDqsXHR1tHuHSucjeVnnHMcG+kBo3eeyd7QNdu2OZ8jg6vLWPPvXv49lYQrEMkBcQjYMGlRMDKPEMqj3tZh34PWOm525mnevliv12JpQTqLLGslAlYekK3uV2TxtC2GOZSzY1bDSB95R8Tf+2Rpw7nSNknDNo/9Tn7EpCKgAWXEgGrVEfoXpi0Jn1qZekOL/NUL78vp9+uRGqps0QW1KsVqB9VBX2ug04edRiTUyVpO7nN/hTyGrCpsqqd3xikSmgvcWIurQMgHAIWXLoSsNpeWkf3qXlXbes91d+rehXvC/VboVdy0mN1XT1kY4+dKBMP9Uc8TRx006fdjaZ+T+swJldkTakiAcvE3y7FILMkKcNXQA0QsODSlYDV9uLQ7/6qucFPHy9czC6zj1gVkXgrujqLKH3KWL+M/yXKqa88kw5YdRiTs2e5ubfR1UlEXpuOv6PFriRYVs0vlQ0IQ8CCS1cC1h9/19zyx9/L3eDEB+GPCmmJCS4FR6ESb4W++8KOrqxLrsOffcpYnwYsvTpD5ocefEyuyFtqTiR0r5JgmpO5CDSASBGw4FIiYBW/8JneUgWOPPosvI0ripezWxKzqQqe8JUYsurqstrpwZI+DVhnTzVvO0JJzQOWyVU/eSwZeW06spc64gygPxGw4FIiYBVf3rBtd3VjZn6+c1jp6epF+sXEOZL2SYUdnpNvuucTHzQPBql/0+95v1zit3hs6ouA1WjMry7R1Sl3APoEAQsuJQJWwzn1xFaku9LTboL/lZ8OWEU6zsQ5kuac/M5zT6I8D9+eMVjSLwt5F5+aFjwyFiyqnaSDN10AoRGw4FIuYBX8Q7/IZnrZ0szLkvSAHihS/aVenn50bvXLgr1s5jmSqrvVa7t3mHv0YmOJn3SRCibdsNxrodmCR8aCRTVJusNxSgBRIGDBpVzAKjjSUCRg6SnPf/xdsWL6Zi8pNHrrQm8F46PjHMnOc8+TDxQKWOYSNG+9VIur+GVyr4WWEDYyFi+qXiWV6ysDIGAhbdFCJQJWwZGGIklFhQO1za9fLVxqf+wjeqPWwgEFA5bjHEm9h8rDG3+70hob++xE6+Bg3lFL+0jia1OlX0inhK4e5Gq7FlqCOROzcmQsu5iZUbaoADCHgAWXcgGrcWukQcUjhyJJJeAV6NIXurEfbzs+5zhH0uz57KkqBTt+aL4A9uUO03HWrsJzT5R7ld4c52q7FlpChcUyEsx78tPHm3srPshUtqgAMIeABZfSAcuxJqe+FHHBq8sFPHFMZzv178dHW7OvtM7H50x26SQimCvc6flY6QveNW6tfp53ADGTKpteo7I3M7XbroWWYAesCskvfbJC8aZVtqgAMIeABZfSAevsqfbHrV7YUd+A5c5ARWYCucfedN2rDQ4l3pPpC7kH8r6aLRdH1E7GVzU3Vv/qEo52+ZJ2bddCS9CnHegDo4lMWeTYX5GJa76KCgBzCFhwKR2wGvkJw8wc1zNa6hmw3FfFaTuJqu0YVdmr7qRfveB7Yq48o37+erLNxnrGW+ZPlwaxqn2+9kFSo8hbaqqjcpJufpkjf5n0iQU1PyUTQP0QsOBSJWCZvlN1eK9NzU9JThymKXLhkd5fLUePUeWN3LTty9tu0MlRwueeKHfITy8M4ZiGpQ8I/vlIRq4y41gP396VjFUtYJlp/lcuzT9ognveW6qepTfQpwHqQ34Fm9bnp5vvQP0XFQNQPwQsuHQUsPY/2zrqpCXWPnDvU88iGruzeQ5Xz7SdZdU2Hpn5Ww5Ftsm0a33ziUUWjjIOvpn7NqZPlnzvnQWfjsln3RjHqjxCqceT7PU7THDP21ti3EufH/CdO5LXCUj8PaClL/UIAMUQsOBSJWCZwaeNK+ZHUNLduXufqvPTi7kfPdhRBUop0ps6plgVHJ2qfJRQvyFtj/fZHG9j4mRJvVs9pqVPskts4DdjVQ5Yemq//cS2AStxckAj551M/D3QYTkBiEfAgkuVgKUHn75zx/wy6DpzlApYysRDvevb9BzqIpPDHIs1FExOJoeVmkKeN+7SVt7b2Pa8vCuXFgxi+Z3wvnOs4oebOACt3hZTkbxpVemQlDkWqI/Aji5c9oKABaAqAhZcqgQsM2pifh4ZqXKefIfLcpZSfBUAx2HE4gVWYaXssFCpmUPpUpl32ywiqmebqYq4F4Wyhx59DWJ1MjxpPimdhl/84fwjeUuUpUNS5mw2sx97AJKABaAqAhZcqgSsxsJT2PQcIH38pVTA6uSEu7LsgNW2YHkT4Yt3xhWmuqePcxVkXzbn04/mD9oWv7pfh8t3pXUywS6R1L//zQWP2JPfE09JH1XMC1j24/oiOZxCCKA8AhZcKgYsc9r/a1MLRrP0qIP+abuUtunX3evCe2GuxFLkQnJ5ya/U9fLMlP+CS4pXHkpJjx2an+Jztz0urK/eNL2c1ZMPVHm6ervsKvxgzYIKZl68Mi9gJZa2Sges4BeZBtDPCFhwqRiw7L5Kxw7989ZL8yMoRVQ4lFZNqfiSOaJTtjM2b1HBY6DdCFjF9+brSJl9wLHy3uwabVzRms7l2Gc6+GZG5PShRt382l4cCQCyELDg4iFg2dPbr1xqrRhecMa0WRdeBZfiF4+roNTgUyNrRKfs+fyqOmY8r8ilCTucFV6TgGU3Bi8Byz5WmLnPzOCbeb0Be3aX2tj7gVEAwhCw4FIxYOmT8vTsaRWqTC/YmLvAi0pXxY+5mENp3btWSYUjQQWn9biZLrxtfPQyK3zvRPO2PqlQ/xTfW8ELXRcvTPGhuzTTuh4Zae3KnuSXeCfzgm96dMou289+NJ8FEytjAUAxBCy4VAxYCfqkrWrdsz3S8+lHuVff60SFxSTTgaPaGI9ZMN2dNrzMCtdlsy9TWHxvXmYjqQ/OnoTncTzssb+bv22fL2lWXigysmUHrPFV1deDBYA5BCy4+AlYqqt766VCB8IymQM6vjrmhArZSHfP6lknPqi+k8bC+Dja7go8lWeFm9FEbfd3m3sru+KDWdah2rFaex3/gicTtGUahqrd9IXkMmb2qaxF5mbpNKaXyDI/HB8EUBUBCy5+AlbnzGz3bgwqlJ2ApeklxVVY6WQnjdQla1RN08ekPJ7E15g7Slsh37RdMN3N/vg8TqfTy3rpHSaGFe13NfMVdY30kVP1nujc+d47C07L6MESIQAiRcBC0qKFahGwVP9n+rz0oUadGKr1hZUPfp34oFUe9cQOj6CZXZkpWao6JmbVZLa1WR+hwihdDybSNayPMnH56rwC28cEHxlpLh6hfv52pfQJngCQhYAFl7oErMZcitJXbknkGJO9qhWyk6v5mhVHvVwS2BzkMkNZdgnrMJpSYaq7vWzV+KquV8EefDKpNG/ALH024ve/ueDxOjR7AH2LgAWXGgUszfSg+siOfU3iauMNnSxAYF5aH13q/F2yL4loElUvLxnkVnagzk5X6lk9XpFf/Xx8tMTG6ucnj7WKnZi1BgDlEbDgUruA5VjVqdpZip0ErMT0KV/vUuJq0LW6HF611erzZkF5ZzePtnmuwgXIAaAwAhZcahewEldKSUxdqjAFqvLkdM2eff/ZiYo7cez27KnW7Zp8BMXTnklX3V4k1qZe6Gc/aj92pakEplfS2jnGkBUA7whYcKldwGpkDTyovlxf3i5xon5bnS/vpOfXe1+dywxi6bgQfIa7Ufx4pfl06rxQpz4JMfjkNgAxImDBpY4B68ql5jWk9Rrx+kYjdeiwLXu2U4eT07vErEFakxnuWsEZ92Y501+/2quSAUC9ELDgUseAlalswLK3r2ftvFxVxru2l/eZvtBcVPYPbzW3qbb0PABEgYAFl74JWInjhm2ZGUK1nXljzmWrWwntty7NXj+92tLzABAFAhZc+iZg/d//NJdZMl27e+CkJkt39ilznkF65QX7Qoe1GngDgJ4jYMGlbwJW49aE5dFbK0bqUZ8rl5qF1znAjAnVbWJT3zHvocpYP/vR/NuoL0pd82OvANATBCy49FPA0szccD18Yk/KTkwbN0uloyz76jfm3f70o/kjg/YlAgFAJAIWXPovYE1faC3ZoHv9vEWzGL7qnL0GGANXALAQAQsu/RewGqn5WImfPx+ZX9wBndAnDH760XyiJWABwC0ELLj0ZcBqLJyPpacKqSqwpGSXmOtt1/msTADoLQIWXPo1YGlctbdnVHLd/yzvMwAYBCy49HfAAgAgEAIWXAhYAABUQMBC0qKFCFgAAJRFwIILAQsAgAoIWHAhYAEAUAEBCy4ELAAAKiBgwYWABQBABQQsuBCwAACogIAFFwIWAAAVELDgQsACAKACAhZcCFgAAFRAwIILAQsAgAoIWHAhYAEAUAEBCy4ELAAAKiBgwYWABQBABQQsuBCwAACogIAlwtTU1JI5k5OTpZ5IwAIAoAICVvwOHDiwdu3a6TljY2PqbvHnErAAAKiAgBU/la6OHTumb6sba9asKf5cAhYAABUQsOI3NDR08+ZNfVvdUHeLP5eABQBABQSs+CU+48HBwfQGDgQsAADKImDFr9MRLJWuvjjblZIBABApAlb8EnOw1N3iz3UPbgEAgDzd6dVrR0o90/RZhBcvXqxwFmHDXwb32NRquKsaFqmeu6phkeq5qxoWqZ67qmGRPO6qhkWq565qWCS/u6o5KfXMNDk5WW0drAa/AL3dT/S7qmGR6rmrGhapnruqYZE87qqGRarnrmpYJL+7qjkp9fSOX4Be7if6XdWwSPXcVQ2LVM9d1bBIHndVwyLVc1c1LJLfXdWclHp6xy9AL/cT/a5qWKR67qqGRarnrmpYJI+7qmGR6rmrGhbJ765qTko9vZPTROLDZ9e/+Oz6Gh9f/+Kzq4C3rCJaW//is+tffHZ9jY+vf/HZVcBbVhGtrX/x2fUvPru+xsfXv/jsKuAtq4jW1r/47PoXn11f4+PrX3x2FfCWVURr6198dv2Lz66v8fH1Lz67CnjLAAAAPCNgAQAAeEbAAgAA8IyABQAA4BkBCwAAwDMCFgAAgGcELAAAAM8IWC1TU1NL5kxOThZ53Ndz0bm89/nkyZPr168fGhpasWLF22+/Xeq5fHa9segW+8H3339/3bp1ixcvHh4e3r59+8WLFzOfy2cXXObHd+7cuU2bNg3NUTfOnDmT+Vw+vrDo8nqAgNV04MCBtWvXTs8ZGxtTd92P+3ouOpf3Pp86deqee+45fPjwzZs3VQ+9e/fu4s/ls+uxRA+teuUjR46oD25mZubpp59WYSv9FD67+kh8fKtXr37xxRdn5+zbt+9b3/pW+il8fGHR5fUGAatJNYtjx47p2+rGmjVr3I83rO+UCs+FR3nv88TERN6oFZ9d3TgWiVYxa3BwML0ln119JD6+gYEB++7ixYvTW/LxhUWX1xsErKahoSH1Pa5vqxvqrvvxhtXaKjwXHuW9z0uXLn399ddHRkbU9/vWrVsvX75snsJnVzeOgHX48GF7BIvProYSH9+WLVv27dt3c86///u/q7vpLfn4wqLL6w0CVlPiC8L8xZz3uK/nonOO93/Hjh03btyYmZnZuXPntm3bSj0383F0SV7AOnny5P3333/u3Lm2T+GzCyjxnp8/f37VqlV6bpa68b//+79tn8LH12N0eb1BwGrqJJIT58NyvP8qWunbKmbZxymKPJfPrpcyA9bx48fvvffeTz75JPMpfHb1kfj41q9fv2/fPjMHK3MKHR9fWHR5vfH/AVeMxG9W0/E5AAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |