Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit326-10-20020809_235600_20020810_044100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/09 |
Start Time | | 2002/08/09 23:56 |
End Time | | 2002/08/10 04:39 |
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 | | -8.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 144.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit326-10-20020809_235600_20020810_044100-constBx0 |
Minimum Dst Value | | -35 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzo0NDowMSBFU1QgMjAxOErx9U4AAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMjYtMTAtMjAwMjA4MDlfMjM1NjAwXzIwMDIwODEwXzA0NDEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDgtMDlUMjM6NTY6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA4LTEwVDA0OjM5OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MS4yNjM5Mzk5OTk1LCAibWF4IjozLjI1MTg2MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX176D5QAAAABGdBTUEAAK/INwWK6QAAPe5JREFUeJzt3X90FeWdP/AQArlAhCCRn0kIElqwAaMb3bAJGDAgCraxm8OmK0gU3FCMa7T8iBIEuinSbvBEFyVKdOOeVCNwaI5GxJ7UbE+6TdlYYhslxaABYzdqsFe4thcJku/HPLvznd57Z+7ce+fOr8/79QdnMtyZeX7MPM9nZp6ZiRkEAAAAAF3FmJ0AAAAAAKdBgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgMwRYAAAAADpDgAUAAACgM2cGWDExzswXAEBURaPx/PWvfz1r1qyga47GptEXgImcufMpHVQ42AAAVESjkczNzT18+LApm0abryMUZqicWV6hniq99tprCxcujI+PnzJlypo1az7++GMx//XXX1+8eLHL5aL5a9euPXv2rLTI22+/vXTp0jFjxkydOvW5555T2ZAgn3n58uXNmzcnJiaOHz++vLyc/gy4rNLWlRZXmh/qet5///0VK1YkDqEJ+lP99263+6677rryyiuTkpK2b9+uWvCKiVGqgpi/Jl9VwCoItXBsUfKDke1IWn7c39+fkpLif+AEnB9SYkJKZDQoJX7YsGGTJk0qKirq7e1VWTyM9Pf19W3YsCEtLW3EiBG01LJly2j3DpgYn5k0cc0118g3QdNz5syR/0D6r66uru9+97t03I0cOTIrK+vgwYNi/ueff07pnDVr1qhRo2jr3/nOd5qbm4Om2T8xYf/A39ixYy9cuBD5psMQ7ZhApa5JZ2fnrbfemjCEJn7/+9/LExawcQup+sJuFowMlTiHZc7MeahtxKJFi+gEiwKF8+fP79y5kzpFMX/JkiVHjhzxeDyffPJJSUnJ8uXLxfyTJ09Sr1NfX/+nP/3pzJkz3/ve90LaXE1NzfXXX//BEJrYv39/wKWUtq60uNL8UNczf/78rVu3uoc8/PDD9Kf674uLi6mX+njIypUrn3/+eZWiUEqMUhUoVaVSFYRaOLYoeUl4O5KWH1MnsWvXLv/SVpqvPTEhJTIa/AMsMfHVV1/98Y9//MEPfpCbm6uyeKjp/+ijj6ZPn06rPXHixF/+8heKql999dVbbrklYGJ8ZtIEhUqvvPKK9F8/+9nPaI5/gPXee+9RdFhVVUU7P8Uuv/nNb/7+7/9e/Bdt695776UffPnll59++unLL7980003qac5YGLC/kHYi9guwFKv6+7u7quuumrPnj19Qx5//HH6k2aqJyyM6gujWUCAZQyb5ZyakgceeGDSEJqQzoqoCmn3TU5OprNS8eePf/zjiRMn0undfffdR3uq9LPBvz518N8EdYejR4/2n08d/5gxY8Q0ded79+7VnmyfDVHHSf2umKaJnJycoGuQb11pcS2r1bIeyj79TEyfO3dOKg2l30+YMIECCDFNMZZ6d6WUGDl5FSgdnEpVEEnhBE2kWSUviWRHUvkxdQ8zZ870er0+61eaH1JiNCZyYGBg27ZtqampdOZNcYOYqXK879u3j/o2l8uVnZ3d2dkp5tO5/nXXXUcz6b9Ev+J/sPsk+/PPPx81ahRNrF+/Xn5u8Nxzz9Ec9fQHLJZ77rmHguOAeVRaRJ62AwcOyDdBuTt48KB/4v/xH/+xsrIy4CYoO5QppQTIN6rSSA4qFL564xnqIv7tdsBqVdoN5OiMi0JMysvYsWPvuOOO/v5+LdlR3yjtALRC+j0VVBh1feedd/pc0X/00UdXrVrlkzAfGqtPLtRmIeBBIa+IoIVJJyf/8i//kpaWNn78+LvvvvuLL74Q8/2PYv9taenEFyxY8NJLL0kJprOIKVOmhFosVmCzAIsqLz8/v3fIokWLaH8V86luvvOd79D5qPQn/eyjITSxY8cOab7PhA/aUR577DHpSoNcY2NjXl6emKY9g1JCVU674F133eV2u9WT7bM52mulXZbOUWhfDJpx+daVFteyWi3rKSwspIKlvZnyVVFRQX+q/54CLPpTTFOkpSU7/omR+FQBFV1SUhKFGhkZGU888cSlS5fEfKUqiKRwgibSrJKXRLIjqfz4tttu++lPf+q/fqX5ISVGYyIpXKDyOXXq1J/+9KeysjIxU+V4Lygo6Onpob1l586dUhdC+8OhQ4eoyaYWee3atQHTKe8k+vr6tmzZIq4QUISxcOHCl19+maYbGhpo+uLFi+rpD1gslAbqnwLmUWkRebtEqZo1a9Z//dd/0Z8tLS00TXP8Gy7a/+V3kOVuvfXWlStX/upXv/rLX/6ilIxBDY2kSuErrTPURfzb7YDVqrRauXnz5r355puUZTp8SktL161bpz07ATdKByCV5B+HLF26NIy6pjqi/Vk+h/6cPHmyeplorD65MJoF/4NCXhFBC3PPnj0333zzBx98QEcrhYwPPfSQmB/wKPbZlpZO/OjRo3PmzKE9X/wXHcu7d+/WWBqWYrMA6+qrr3733XfFNJ1q0Om1mKa6OX36tPQz+lP62TvvvCP/mc+EnIiy6ZROuoorOX78+IwZM6Rjafjw4bRXfTKkqKiouLhYPdk+m4uNjRVtN6EJWpv64j5bV1o86Go1rkdc9xalQRPSUaf0+9WrV9O5migNOrGOi4tTz07AxAhKVUBdZnt7O7V90kGrVAVhF46WRJpV8vLykf8ZUqaUfvzzn//8xhtvFAM15OtXmh9qYjQmMj09Xbp4IFE53ik2EtN//vOfxSUokpKS8uSTT3744Ycq6Yz5a3QKTk2E+K+PP/6Yqqm8vJz+lUYBhrrn0P4v7xr9LxX4L+Lzv88888y3v/3twaG7Rc8++6z/D8RWvF5vwAScO3eO+rBrr73W5XJRAW7cuDHgqX/QRlKl8JXyHuoi/u12wGpVWq0SKoHk5GTt2VHaaFdXl5imBQNmQb2uaVfxqSP6sdQ8xviREq+l+uTCaBb8Dwp5RcgFLMzZs2f/4Q9/ENN0pFBjJaYDHsU+29LYid9www3i7O69996jBFDVBEyexdkswKJ9TtplaYL+FNNUN/KhfPSn0s98JnzQzrR9+/YFCxbIZ9J5ZGpq6rFjx6Q5dIogv2aTlJQkrVZ+qMjTI/9T6Qwj4OIBtx7GpQLt66HTi4cfflgaCUR/qv/+s88+o7iKOio6Y/vRj34knaKp8E+MJGAVCGfOnJFnNmAV6HgFyzolLwnjVDXoj+fOndva2uq/fqX5oSZG494uP7QlKsd7wJT89re/LSgomDBhwqxZs6S7JEo/FunZunWrNOBvcOgmDv1Aukepkn4ltP/7X9WQNjpixAifO1yUL+oR5T+jH0yZMuXFF1+kf6W7bD7rUbmCJaEmkSKnNWvWBLwkH7SR1Fj4cqEu4t9u+/yv+mrl6ASM6pFaIbFTSVFFqNmR/16qKaW75Op1TSeKYVzBkvhXX4T9i8oiPhURtDApDJWHhtIOHPAo9tmWxk68sbHxm9/85qVLl773ve/RWZN/FmzBZgGWxjMk+ckZTfj/TNxpDog6ePnAoIaGhqlTp7711lvy3+Tm5spHHUm9uxKf5GkfOhNw62EMdglpPXTwhDQGS+6pp56iYEspOyqJkfOpAklvby/1K2JaqQr0GoNlqZKXhL0jqfxY6UxaaX6oidGYSAqJQrqCpZISaqabmpqknsznYPf5MRW4dNHi7bffpnPlw4cPT5s2TbqGGuqeQz1ieXm5z0xpo3PmzPnNb34j/6+2tra0tDSfnz322GNxcXHSbRH/AIuOsl27dqmnRKBg/YorrvCfH7SRVCp8lcYzjCtYWv7UcgWLZr7wwgt0skddMv3rX2Kh7ktarmCp1zVFBv5jsO68886A21WiVH0Btyho2WPVD4qghUmhT09Pj/9qAx7FPtvSWBF0FNM53qZNm+jokAYI2o7NAiw63ZRu31KIXVFRIeb7HyRLly4Vwwtown8owFVXXXXixAnp96tXr6Y/L168+OGHH5aWlkpnDHv27ElNTZUOM8lzzz0n3RQrKiq6++671ZPtk7x9+/ZpeS5JaetKiyvND3U9dHxSwYrrKI888oh0fCr9noqCqoN+/NJLL6WkpEiXjkPKlFIVUPHSQUgHGP0vVf39998v5itVQaiFY4uSl4S3I2n/scaOMKTEaEzkj370o7y8vPfff18+ekP78S4maE+gtpv2FgqwKK4VM30OdvmyZ8+e3bZtW3Z29uDQ4D9q0H/5y1/S9CuvvHLdddeJuz8q6Q9YLKdPn6ZNS0+WUXZeffVV6Zd0BkJb+c///M9zQ1paWjIyMn7yk5+orHAwUID13nvvUQT5+OOPU8lcuHDh2LFj0lOEN91008svv0xnHXQ0UZpLSkpuvfXWgOtUbySVCt+nPOU01pdSASr9qbRaOSqNn/3sZ1QUtAtRUfiXWKj7Ev1eGoN1yy23hFHX1BLSiR/VkfQUIf0pXfFSKhON1adSblqOOJWDYlBDYVZXV1Nh0hroWPv973//D//wD2J+wKPYZ1vadxI6O6WZtbW1Kpm1ODuldXDoiiJ1seIBBJqQrjT6HyTiAZnx48d///vflz+nICao50tMTJT+PHDgwLx580aOHEnxAe3QFLNLv/fh8XjEf1F7REcLrZ8iA5VB7gGvAVBsToG5eN3Rli1blN6so7R1pcWV5oe6Hmq7ly1bNm4IHdvSVW6l31OsQ63M6NGjlyxZcvz4cdUKVEyMUhWI+fHx8XSiQ0em/PpzwCoItXBsUfL+qwojU1p+rNR4+R9f2hOjMZHUnVBMmZycTBVKXZGYqf14FxMU4tO5tcvlovDozTffFDN9DnZ5yq+88spvf/vbopzvuusuMeBJoDSIqF0l/UrFdebMmXvuuYcOiri4uAkTJtxxxx2//vWvpdL493//96ysLFHLNPHCCy8EXWGMXw83OPSMJ62ZUkVHzQ033CC9B+sXv/gFzadipHKYMWPGfffdJx1NPutUbySVCt+nPOU01pdSfpX+VFqt3GuvvUZVP2LECDqlefLJJ/1LLNR9iX7wT//0T1Q4VEQ//OEPac0Bs6BS1+R3v/sdHdFjhlCU9vbbb8s3FPA40lh9AVciZmo54vwPipAK86uvvqL5s2fPppaZThgaGxvF/IBHsc+2tO8ktEvPmjVrYGDAJ8tKpWFBdkorAADowl4dlbkoTqJYx+xUmOzSpUsaH2DSy+233/7iiy8auUXd4RgDAGAHAVZQZWVlfX19p0+fvvnmmx988EGzk2Oy9vZ26WnBaPvqq6+eeeaZuXPnSm9qsCkcYxAV/hfALdig2yKRoXJkpkB32CuCqq6uTk5Onjhx4r333mvT1wToKCEh4emnnzZmW7RzpqWlUUhnzOaiB8cYAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADojEuAFfDZdQAAADCY2RGBQdjkk02NAgAAWBaf7phNPtnUKAAAgGXx6Y7Z5JNNjQIAAFgWn+6YTT7Z1CgAAIBl8emOnZxPnqPqAAAALItPd8wmn2xqFAAAwLL4dMds8smmRgF0MTDE7FQAgNPw6Y7Z5JNNjQJErqenZ9KkSVdeeeU777xjdloAwFH4dMds8smmRgEi0dHRUVFRQdGVGLl44403mp0iAHAUPt0xm3yyqVGAMIi4Kj09XXooJD4+Pi4ujiaqqqrMTh0AOAef7phNPtnUKIAWXq93MFBclZSUtG7duubm5oGBgcbGRppDYVZLS4vZ6QUAh+DTHbPJJ5saBQhqz549FDYlJCQEjKvkv6Twi/538uTJvb29ZqUWAJyET3fMJp9sahQgqMTERBFXTZgwIWBcJaH5+fn59Mvs7Gw8VAgAkePTHTs5n3jRKIC/vXv3iht/JSUlWmKm/v7+tLQ0WmT9+vUGJA8AnI1Pd8wmn2xqFEBFV1eXuDN46NAh7Uu1t7e7XC5aqq6uLnppAwAO+HTHbPLJpkYBlAwMDGRnZ9OxUFxcHOqyFFrRghRmdXR0RCNtAMAEn+6YTT7Z1CiAksrKSjoQkpOT3W53GIuvW7eOFk9LS+vv79c9bQDABJ/umE0+2dQoQEAdHR3ivVZhv3NhYGAgKyuL1rBs2TIMeAeA8PDpjtnkk02NAvjzer0ZGRl0FJSWlkaynt7e3smTJ9N6Kioq9EobALDCpzu2Sj5fe+21hQsXxsfHT5kyZc2aNR9//LH/by5fvrx58+bExMTx48eXl5fTn9rXz6dGAfxt3LiRDoHZs2eL94tGorm5WVwJa2pq0iVtAMAKn+7YKvlctGjR4cOH3W73+fPnd+7cuXjxYv/f1NTUXH/99R8MoYn9+/drXz+fGgXw0dLSEjekra1NlxVWVVXRAZWQkNDd3a3LCgGADz7dsRXz6fF4Ro8e7T9//vz5R44cEdM0kZOTo32dfGoUQI6OJvEWqx07dui42sLCQjFe/qOPPtJxtQDgeHy6Y8vl84svvnjssceWL1/u/19jx46VHl/69NNPExMTta+WT40CyIlH/zIzM/Udlk5x24gRI8RtRx1XCwCOx6c7tlY+xSvXJ06cGPDWQ2xs7MWLF8U0TQwfPjzg4kqinnoAi2lqahIvr+rq6tJ95RMmTKCV01HZ19en+8oBwKn4dMeWy+e5c+e2b9++YMEC///CFSwA7ehgEU/8VVVVRWP9dBY0b948Wn9ZWVk01g8AjsSnO7ZiPinGGjNmjP98jMEC0E4Mk8rLy4veJrq6usTweYx2BwCN+HTHVsnn6tWrT5w4cfHixQ8//LC0tFQ+BkuqjH379uEpQmDO6/VWVFRUVla2tLR0dHT09PT4/2ZgYIAOFvGgX8Af6Ki4uDi8b+8AAE98umOr5PPAgQPz5s0bOXJkSkpKSUnJZ599Jv2XVBmXL1/etGlT4pAtW7bgPVjA0HXXXec/vpCOiLS0tLy8vIKCgrvuuispKUnMN+DbzN3d3eIiVjSGeQGA8/Dpjtnkk02NgoM1NjZKQdXf/M3fZGRkJCcnKz3VMW3aNGNSVVZWRpuj2M6YzQGArfHpjtnkk02NglN5vV7xRqs777zT5y3q/f393d3dLS0thw4dqq2tXbp06bXXXnvs2DFjEtbX1+dyuShhHR0dxmwRAOyLT3fMJp9sahScqry8nHbjrKwsC35oWaQtPz/f7IQAgNXx6Y7Z5JNNjYIjSc/r6fW5G3253e7ExEQ6ylpaWsxOCwBYGp/u2Mn5xItGwTHy8vJoH16/fr3ZCVG0Y8eOaL8VAgAcgE93zCafbGoUnKe+vp524KSkJLfbbXZaFHk8HvFe08bGRrPTAgDWxac7ZpNPNjUKDkNBlQhcKMwyOy1BVFdXxwx999DshACAdfHpjtnkk02NgsOsX7+e9t7c3FyzExKc1+sVr41oaGgwOy0AYFF8umM2+WRTo+Ak7e3t9nqNZ11dHR1r6enpFnzUEQCsgE93zCafbGoUHINilKysLNp1y8vLzU6LVpRmiq6MeYk8ANgRn+6YTT7Z1Cg4Rk1NDe23aWlpHo/H7LSEoKGhgZKdnJzs9XrNTgsAWA6f7phNPtnUKDhDX1+feLOUHR/Ky8zMpJRXV1ebnRAAsBw+3TGbfLKpUXCGVatW0U67YsUKsxMSDvHNxMmTJ1v5vRIAYAo+3bGT84kXjYJNtbS00B7rcrl6enrMTkuYxJtRH3roIYx2BwA5Pt0xm3yyqVGwO4pIZs+eTXtsZWWl2WkJn4gRSWpqKgZjAYCET3fMJp9sahTsbvfu3bS7Uoxl92s/06ZNEzFWd3e32WkBAKvg0x2zySebGgVbe+ONN+Li4mh3bW5uNjstkXrhhRcoI+PGjbN7pAgAOuLTHbPJJ5saBVu74ooraF9NTEw0OyH6SEtLo+w0NTWZnRAAsAo+3TGbfLKpUbAv8VFnkpOTY3Za9CFud9r0WUgAiAY+3TGbfLKpUbCp/v7+pKQk2lH/+Z//2TGjwvv6+sSnfnp7e81OCwBYAp/umE0+2dQo2FRRURHtpfn5+WYnRGeFhYWUrx07dpidEACwBD7dMZt8sqlRsKOmpibaRRMSEuz74islR48eFV/OwVB3ABjk1B07OZ940SjYgtvtpvjDwd+WwVB3AJDw6Y7Z5JNNjYLtlJaW0v6ZnZ3t1Gs8GOoOABI+3TGbfLKpUbAX8cbzuLi4rq4us9MSLRjqDgASPt0xm3yyqVGwEa/XK76K4/gx4BjqDgACn+6YTT7Z1CjYyMaNG2nPzMjIcOrNQQmGugOAwKc7ZpNPNjUKdtHR0SFunLW1tZmdFiNgqDsADHLqjtnkk02Ngi0MDAxkZmbSbrlx40az02IQDHUHgEFO3TGbfLKpUbAFEW2kpaV5PB6z02IQDHUHgEFO3TGbfLKpUbC+rq4ul8tF+2RLS4vZaTEUhroDAJ/umE0+2dQoWF9ubi7tkMXFxWYnxGgY6g4AfLpjJ+cTb3IHq/F6vXv27BFBhtvtNjs5JsBQdwDm+HTHbPLJpkbBsvr7+6+66ioR7h86dMjs5JgDQ90BmOPTHbPJJ5saBct64403RHQ1Z84cs9NiGgx1B2COT3fMJp9sahQs65577qH9cPTo0e+++67ZaTEThroDcManO2aTTzY1CtZUW1tLO6HL5Wpvbzc7LSYTQ93T0tLMTggAmIBPd2yVfL7++uuLFy+m7mfKlClr1649e/as/28iGbTOp0bBgtra2uLi4mgnrKurMzstliCGulOkZXZCAMBofLpjq+RzyZIlR44c8Xg8n3zySUlJyfLly/1/E0mt8KlRsJq+vr7JkyfTHlhaWmp2WqxCDHUvLCw0OyEAYDQ+3bEV83n+/PkxY8b4z0eABbYzMDCQnZ1Nu19eXh5e/iSRhrrThNlpAQBD8emOrZjPxsZG6o3851OtJCUljR49OiMj44knnrh06ZL2dfKpUbCUdevWibdeIZLwIYa679692+yEAICh+HTHlsvn8ePHZ8yYcfLkSaUfXLhwob29PScnp6yszOe/YlRFOeEAvjCwXQWGugPwxKc7tlY+W1paUlNTjx07FvSXZ86cSUxM1L5mPjUKFoGB7UFhqDsAQ3y6Ywvls6GhYerUqW+99ZaWH/f29k6aNEn7yvnUKFgBBrZrgaHuAAzx6Y6tks89e/akpqZ2dXX5/5dUGUVFRZ2dnV9++eWJEyfy8/Pvv/9+7evnU6NgOgxs14jC0OFD8FZ3AD74dMdWyaf/kCmPxyP9l5g4cODAvHnz4uPjZ86cuXXrVq/XG9L69U80QCAY2K4RnVCJg/322283Oy0AYBA+3TGbfLKpUTAXBrZrJwVY06ZNMzstAGAQPt0xm3yyqVEwEQa2h+oXv/gFBaNUYt3d3WanBQCMwKc7ZpNPNjUKZmltbRWxAga2h2TVqlVUaJWVlWYnBACMwKc7ZpNPNjUKZvnGN74hbnidOnXK7LTYSWNjIxVaZmam2QkBACPw6Y6dnE+8aBSMNG7cONrNUlJS8ORgSLxeb0JCAu4SAjDBpztmk082NQqmaG1tFe8lR3QVBtwlBOCDT3fMJp9sahRMUVZWRvtYRUWF2QmxJdwlBOCDT3fMJp9sahRMkZycTPtYa2ur2QmxJdwlBOCDT3esfz6praTz+JkzZ7pcLvr30UcfvXDhgu5bCRWfGgXjtbW1iTeLmp0QG8NdQgAm+HTH+ufz/vvvX7x4cWdnJ0Va9O+iRYseeOAB3bcSKj41CsajMwrawcrKysxOiI3hLiEAE3y6Y/3zOWnSJPmXxUL9KnOU8KlRMF56ejruD0YIdwkBmODTHSPAAohIR0cH7V1JSUlmJ8T2cJcQgAM+3XFUbhHm5+e/++67dEpK/9I0bhGCg4n7g+vWrTM7IbaHu4QAHPDpjqMyyH3r1q1XX321y+Wif7dt22bWIHe8aBQMQAEB7V3Nzc1mJ8T2cJcQgAM+3TGbfLKpUTAShQLi/iDeL6oL3CUEcDw+3TGbfLKpUTAShQK0a1FYYHZCHAJ3CQEcj093rH8+Ozs7c3JyRo0aZanbc1ZIAziPuD9IYYHZCXEI3CUEcDw+3bH++czOzt65c+ef//xn3dccCT41Cobp7e2l/YoCAgoLzE6Lc+AuIYCz8emO9c+ny+X64osvdF9thPjUKBimuroa9wd1h7uEAM7GpzvWP5/Tp0/v6enRfbUR4lOjYJjc3FzarxoaGsxOiKPgLiGAs/HpjvXP59NPP11QUNDX16f7miPBp0bBGOL+oMvl8ng8ZqfFaXCXEMDB+HTH+uQzJhhdthJhCs1OAjhKTU0N7VR0LmF2QhwIdwkBHIxPd+zkfFotyAMnyc/Pp52qvr7e7IQ4EO4SAjgYn+5Y/3wOGzZM93VGjk+NggH6+/vjhuD+YJTgLiGAU/HpjvXP57Rp0/7nf/5H99VGiE+NggFqa2tpj8rPzzc7IY6Fu4QATsWnO9Y/n48//vh3v/vd06dPX758WfeVh41PjYIBli1bRnsUhVlmJ8SxcJcQwKn4dMf65xOD3MHZPB6Py+WKi4vr7+83Oy1OhruEAI7Epztmk082NQrRVl9fj/uDBsBdQgBH4tMds8knmxqFaCsoKKDdqbq62uyEOBzuEgI4Ep/umE0+2dQoRJW4P0i7U29vr9lpcT7cJQRwHj7dMZt8sqlRiCpx3yo3N9fshLCAu4QAzsOnO2aTTzY1ClElrqng/qAxvF5vfHw8FXhFRYXZaQEAffDpjp2cT6s9yQh2h1FBxhMFPmrUKLMTAgD64NMds8knmxqF6MEdK+OtWbOGyvxb3/qW2QkBAH3w6Y7Z5JNNjUL0rFu3DmOuDdbX10dlnpiYaHZCAEAffLpjNvlkU6MQJQMDA+PHj8f9QePNnj2bir2jo8PshACADvh0x2zyyaZGIUrmzJlDe9GECRPMTgg769evx4MFAI7Bpzu2Sj5ff/31xYsXu1yuKVOmrF279uzZs/6/uXz58ubNmxMTE8ePH19eXh7Stw751ChEyfDhw2kvmj59utkJYaehoYFKvqCgwOyEgAncbndXV5fZqQA98emOrZLPJUuWHDlyxOPxfPLJJyUlJcuXL/f/TU1NzfXXX//BEJrYv3+/9vXzqVGIhra2NtqFKMZqbm42Oy3sYBgWWxRdjRkzhmr/2WefNTstoBs+3bEV83n+/Hk6qPznz58/n4IwMU0TOTk52tfJp0YhGnJzc2kX2rFjh9kJYQrDsHj67W9/K16yk52dbXZaQDd8umMr5rOxsTEvL89//tixY/v7+8X0p59+GtIZLZ8aBd2JtzNMnjyZzqfNTgtTGIbFkMfjESc2hBp/r9drdopAH3y6Y8vl8/jx4zNmzDh58qT/f8XGxl68eFFM08Tw4cN9fhCjKupJBycaGBhIT0+n/aempsbstPCFYVjc0HFXWFgoTmwyMjIQXjsJn+7YWvlsaWlJTU09duxYwP/FFSww3t69e2nnoRiLWnyz08IXhmFxI75JRdFVV1eXuISMY9Ax+HTHFsonnaROnTr1rbfeUvoBxmCBwdxuNzXxtPNQE292WrjDMCw+ysrKqK4TEhJaW1vFHHEVmfoIcxMGuuDTHVsln3v27ElNTQ34OK5UGfv27cNThGCkiooK2nMCjggEg2EYFhO7d++mio6Li2tpaZFm1tTU4CtVjsGnO7ZKPv2HTHk8Hum/xMTly5c3bdqUOGTLli14DxZEVV9fn8vloj2nra3N7LQAhmGxIO7IU3R16NAh+Xyv1yuuJcujLrApPt0xm3yyqVHQS3FxMe02RUVFZicEvoZhWI5HQRWFVkoPlFRWVtJ/LVu2zPiEgb74dMds8smmRkEXHR0dcUPw5UHrwDAsB2tubhbRVVVVVcAfuN3uhIQE7AAOwKc7ZpNPNjUKuqATZdpnysrKzE4I/H8YhuVUra2tInhSP+LE4Pfi4mLDEgbRwKc7ZpNPNjUKkaOTaXE3Cm8WtRQMw3Kkrq6upKQkLZFTT0+PuK7c29trTNogGvh0x07OJ140yoe+L8jJzMykHWb37t06rhMih2FYzkMxkxi9XlhYqOUoFu/HwqVlW+PTHbPJJ5sa5YYa5QULFowZM8bnsaOw1dXV0d6SlpaGT3NYEIZhOUlra+vYsWOpQnNzczUeblT1zK8uU0HZfWAon+6YTT7Z1Cg3XV1d4grl+PHj6Ww4wrVR45WcnExrozBLj9SBzjAMyzFqa2vj4+PFwfvLX/5S+4L5+flsLzBTA0UNHWV/3759ZqclfHy6Yzb5ZFOjhFqrhQsXbt++va+vz+y0RF1VVZV0F3jy5MkRviZHvOQQ7zO0LAzDcgA6KcrLyxPHbGxsbEpKSkhXi8UQSTrYuV1jbmpqksptxowZ9v1wEJ/umE0+2dQoGTdunBRzJCYmZmdn03k/nfQfPXpUCrna29s7OzvNTWfkOjo6xLtAqd8Vz/3FxcXRmXF4a+vv76fiwssMrQzDsGyNYoLKykpxzCYlJdFhSwddGIGCGCXJ5DIzFRGdRqalpYkmfcQQmigvLzc7aWHi0x2zySebGhWvQhadkHg2xwfNFwNZyJtvvml2esNH568ZGRmUi9LS0sGhtptaHJEvCijDaLXFQ+B4k6HFYRiWTbW1tYkDVjwwGMkgqvr6eloJ7Qk6Js+C6DSYCkrEo2JgKEVaFG/RGaB4Z1jYJ5Pm4tMds8knjxrt6uoSr5N54oknxBxxNFLURVFIXl6eT8hFf9r3M8YiHqJGVvqq0uBQyyvaI8os5V3jqihWu++++2JjY6nZcsCFPWfDMCzboSOU2h8RE6Snp0d+hZhOn8QVHfs2XyqoOaqrq8vKypIa6hUrVjQ1Ncl/Q6FVjN8XG+2CSXc8iADLSajRyc7Ojgn2OhkKO5qbm1euXHn11VeLo7ewsNB275U5evSoaF/8r2TQaZ948Jua4KDREi1eUVExadIkURQ33XRTtFIMOsEwLBvp6+ujyEA8OEJHa3l5uV4DpyjCjnHKh9iplKilolCppqZm8eLF4slKcQK8ceNGpWd3xAX7xMREOq82Nr2R4tAdC2zyyaBGxbe6qC3TeO2dArK9e/eKK150lAb8/pc1UYwommylJ4mowRKxJuUu4DmuiKvoZNrn/qmt75kygWFYtkDVlJOTIx1ZdDzqe1fX4/GIEZM2+hb7wYMHqUyKh+Tn52dmZop2zN+3vvWturo69WCUGnA6zRBX8bVfrbcCDt2x4OR8+uyyZicnusS382JCH6Dd29u7YsUKUUS5ubm2OBkSzQqdvKoMtKK2SXytmezYsUM0Vf5xFZ0jrlu3rrm5+Z133rFF3mEQw7CsgY4p6VyOpqk6KCYoKyuj0EE+FCE2Nra6ujoaj7zRsWyXa5lUOEVFRQFjKdEK0S5NDdoNN9xAfw4fPlzjLQWKMsV4f/XG0Goc3x1L2OTT0TXqM9w7DIcOHRK31VwuF4UjVj5WxeADOnnV8tarqqoqEXdSKy9deJfHVVbOKSjBMCzT0dE3btw4OriWLl1KjY84yuToCL3mmmtmzpxZX18fpTT09fVRe2XxL7LL360wbNgw+nfevHkUiR49erS9vd2/EaNGKaQzPSoE0XTb4hONFBGKO5tmJ8QgbPLp6BrduHGjuFAcyfgGOhmlmEM0BLSqX/3qV5G/t1N31JKKe5oNDQ0aF6GGTGr9J0yYgLjKAdgOw6LelPrmu++++3e/+525KRFVIEdhVmFh4e7duymkMGxMp2iyKOA2ZnPaiYHq0lOTFG5SK03FQkGV7tuidYpW0fovX5Uecjc7IQZhk0/n1qh4ZJfoMhaB1ia9xIE88sgjka9TL9Io/qKiopAW3LdvX0pKyoYNGxBXOQOTYVgq991cLpeJw248Hs/f/d3fiSqorq6mDt6sd37SGZe4Pr1r1y5TEuCPzlQp0BFXlWKGBsVSEUX7wz6NjY1icxZ/rPLVV19FgOVATq1RaunE48o7duzQa53UVorBDWTMmDHWGekiUkX5ZfsZMpA4dRjWQw89NHfu3BUrVijdd7vyyiuly8ymfKqBzlIKCwtjht6lboWnj8V7lSnGkr+uxRQ//vGP6QyQ2kxRQZmZmfX19Yad1ImvUCQkJETjIplexAAPp3bH/tjkU6FGpedjH3zwwdtvv/3UqVMGJyxC4go5Hcm6H8Z0uIqPXlErb4XBLm1tbeJCnR3f+wK6c+QwLNrJg953o7OLmpoaEV9SiBPekxniXS3hNRqrVq2KZNO627Rpkyir3NxcE2Ms8QEfYdmyZfSn8WkQj/VQ1fz3f/+38VvXQtyCQIDlNDFDD76WlZWpPx87Y8YMs1MaAmpzxc2CKLV0Xq9XvMxTNBnm3pIQF+rs+3UI0Jcjh2G99NJLMUNDoel8T/2+Gx0RFE/EDD2u0draGtJWaLUTJ06kZR944IFQUygahISEhFA3GlXvvPOOuCVnYox18OBB0VQ++eSTpiRgcOjiojSgftGiRWYlQ0lnZ6e4CosAy2n8YylBej5WDBIk0XvmRV8U7og2paqqKqobojBODP6gzZlyWjb4f2dm0bhQBzblvGFYbrdbHNFPPfWUlt9TnCRu1VHb5fOabxVUbvfdd59o66644oqQ7rGKm1DWvIpMJ5nmxlgisvn+979v/KblqF8YNWpUzNAnC632MWzxMJa49mx2WgzCJp8xMdOnT3/kkUeUno+lY3Lbtm2itbLyQ78S0bYa8yLj3t7e/Px80SiXl5cbHOUcOnRI1ItFbkmARThsGJboeCg+0L4IHYliKQp6gp4ZUmhVVlYmPiQ1fPhwcSFB+wAA8fwX/Z6OR+0pNJKJMZYYY04nolYYHvr8888PGzaMqthSr2ClaE+cqFPniwDLCXwuVmlZRLwLzvpXSsS3TinmMOxNClQgdP4qRt1mZWUZtt033nhDbNTEC+9gTU4ahtXa2hr27X7pkRSlopCHVnQ0FRcX0zlkSAMAKKgSh6HFv/dgSoxFbaOI9a2zK4pdIiMjwzodmThPpr510LnPnPljk09tNUrHpHjNNzU90U5S2LZt2zZy5EhKZF1dncGbplMiMRaKYjvtb6IKD50LUjMhPUhlwbsSYC7HDMOSeuiwnwWmrl0cKT4NV8DQSv4DLQMAaL5YebRHI+jC+BhLPBlHHYd1ohmKnkVHZp03Y1EQT+nZu3fvIAIs59Feo+3t7aI10T6swUhinGCMeePxKe6RvvkwceLEDRs26L4Jaqeow5De+jNq1KisrCyrjScA0zlmGBbFVTERvyhYusi0atUqOoKChlYS9QEAra2tYnyqlc85fRgZY1GViW1F+4QzVHRGKq6JWmHEC+1jIjHiFioCLKcJqUbFd9qpg7fCW1587N+/XzSF+/btMzEZdNImXVu65pprKisr9TqMqZ2SvhWYl5dnqWEEYDUOGIZF0YAIgyJ/Lo/6VBEMpaSkjBgxImhoJVEaAEBpE+c5tvgMi5xhMZYIjqnQoreJsIlngyh6Njsh/1tK0guiEWA5Tag1Kq5nWu0LmhTwiaGpzzzzjNlpGfzJT34yfIg0yi0zMzOSSIu6B2qnxKqo47T4K4nBChwwDEs8fbZu3Tpd1tbe3i59c/OWW24J6WD0GQBAYZaIUQoLCy3VDGpkQIzV19cnGmRrDmDo7+8X8bHxg0l8iJciSaWEAMtpQq1R2jXFPqHjG9Ijt2LFCtHemZ2Q/+UdQpHQqlWrpPdchBFpdXZ2iqyJsSC1tbV2bNDBeHYfhiWG79A+r+PTZ88++6w4lOiwCnVZ+QAA8UZyik7se3c+2jFWaWkprZzaLt3XrBfxOBSFWSa+xfDo0aMxQ1/gkOYgwHKaMGpUDO0kFnmlHp2FmH6oqAgYaU2dOvVv//ZvN2/evEMBteYpKSniMhidC9Ic+7bmYDxbD8OiA1lc/9B9+E57e3skt+wp7JPuMFqztdFOirGuueYafWMsKmHRQYQRyBpJDLAz8SaveKOQfLg9AiynCa9GxcOuycnJprcy0s1By76ERiJFWuJ9d1oMGzaMzgVN+bAa2N03v/lN2oX+4z/+w+yEhExcK7Lm9Y877rhDXMQy/QN/kXv88cdFO5Oenq7j+2VE3GD90WkUCIpBfqa8Jpq6Tto6haHyAc0IsJwmvBodGBgQ36Mw/R6E1W4OanHq1KmRI0fGxsZSsKV0BSsjI4PytXLlSrMTC3YlfRvEXkPdxX0TI19lFxLqF6urq+1VpErEG5ikEQi6jJcSX42k0MEWp4XiFfwUXxp/f6Cqqsr/LAIBltOEXaPSpSMTB9Ja/OagCrfbHbT/sOCjmmAjW7duFX3nK6+8YnZatJK+rWmLN0s5AIWzR44cEY8uxcXF1dbWRrhCEdZXVFTokrxoGxgYEKeyxn/LVWzX54klBFhO4HMfKuz1iM8g0MmKKedzNro5CGA86jwWLFhgi5s1EvFRtqysLDzMYSQqbYowRHewfv36sAvfUh/G0aitrc34EWMbNmyIGXpdok9RI8BymghrVDwtEh8fv3nzZr2SpJEdbw4CGEkaZWKLW1qUSNHVtbe3m50Wjurr68XekpeXF8Y9AQt+GEcj0YtlZ2cbE9a/+uqrIpZduHChz38hwHKaCGvU6/VKb5c5efKkXqkKyr43BwGMJD6rZ4V3Kqqjvk287G3jxo1mp4UvCm3Fo4VpaWmhXtGx4IdxNHK73eLdQ+J7NVHl8XhuuOEG0WO++OKLPv+LAMtpIq9ROl+JjY2NGXoHpjEDG3FzEEAj6jzEwWLKo1Laia9EUL/ugKfzbI3a8OzsbPGcgfZ3Glv2wzgaiZubdKREdeQrhZ7iEcuJEycG/BQHAiyn0aVGaacUF4fpPCCMj96HCjcHAbQTj0plZmaanRBFBw8eFCdp1vzOKTcULYmPycRofqG0lT+Mo1FBQUG0n4tftWqVeGBTqZdEgGWCoKPRIxm0rleN0omyeHED7T1R/Uwebg4ChIT6S3EHxPQPgwTU09MjrrHZZawYE1VVVeIjjLTzPPPMMyrtrcU/jKORdGMkSt8iEzfrExISVF7QjQDLNOoBVjRWGyqPxyOuLdE+FKUjDTcHAcIgTkvS0tKs9j0A6X3i8fHxt912m9nJgb8i3kkmoZqiFn7jxo0NDQ2dnZ3SWKt77703xqovhg3Jrl27xHPxp0+f1nfN4ioyBazqPSMCLNNYP8AaHLrHLN7CTHtSNGIg3BwECAMdmJmZmTEWe78UncqL70fl5eVh6JU1zZ07V4Tm8i99CRSI0E4lBmwNGzbM4h/G0eLpp58WWUtNTdXxPbd79+7V2CciwDKNeoCVlJQ0evTojIyMJ5544tKlS7qsNmziWijtT/o+lPFv//ZvuDkIEB5xNSIxMdEi7yiizkb02XS+ZLvnzliRHl3q7u5ubGzcsWNHQUFBenq6T7xli1e3q6MMTps2beTIkTH6vdqe9nNxp7WmpibojxFgmSZo0V+4cKG9vT0nJ4fiG/9lVUQjteKKKKmsrNRlhc8++yydJNEK6+vrdVkhADfiLdtWeA9CbW2t6HWosUJ0ZVMej6etra28vHzu3Ln/+q//anZy9EF7I+VLr1fbNzc3i/1c45VjBFim0Vj0Z86coZNU3VcbBgrYpTY0wlXRXh4fHy8itqiOoAdwsI6ODnFnx9zP/Ol+9gWgL11ebS/dAdfeAyLAMo3Gou/t7Z00aZLuqw2PdHU07LsAXV1d0jdrp06d+tBDD+meSAA+xIPiJn48Rxo/oOWOCYCJInm1PfVcSUlJoR5rCLBM41/00pyioqLOzs4vv/zyxIkT+fn5999/fySr1ZcUxV977bUhnTdTQEYnuGL/pj3Vpu+vA7AUEz+eI71lkRKAp4DBFsJ7tT31dGKpUK8sIMAygdKQKWn6wIED8+bNi4+Pnzlz5tatW0N6EtuAGn3++eelxNOpQG1tbdAnhtra2sTHxsUZgEWG5QI4gPEfz6EW6c0337z55ptjgr0HCMBqQnq1Pf34qaeeEp+Py83NDfWtKAiwnMaAGqWTABEqjRgxQkzQKWxRUVFTU5N/dE+xV2lpqbixmJ6ebus31wFYkPEfz6HTP3Hg02m9Ax7mB26UXm1P8zs6Ourq6uikhc5YxD1ByR/+8IdQN4QAy2mMqVGKkyicopad9kXaEaVdkPZI2jUpAhscCq3oN+KV0xRglZeXW+2liADOYOTHc2pra8Xzv6NGjeru7jZgiwDRIL3anrqtm2++OSMjQ/wpR6cu3/jGN2hixowZYQw7RoDlNKbUaG9vLzXx0k1AsV+KVphkZ2fjixkA0WPMx3PkT6hQf4M7g2B3Pq+2J9SLFRYWUnfW1NQkfSiaJsJ7qAsBltOYW6MUSJWVlYnxgCQ2Nra6uhrvxQGItqh+PAdPqIBTLVy4kPqplStXtre3637sIMByAp8Y3OzkfN0c/+AHP0hNTX366afNTgsAC9H7eA6eUAFni94ubYXu2Bhs8smmRgFATtzvGDZs2IMPPtjS0tLV1RXhR6jwhApAJPh0x2zyyaZGAUCut7c3JpC0tLSsrKxly5YVFxeXl5evXr26qqqKoqWOjg6VV9nhCRWACPHpjtnkk02NAoCPkpKSq666avHixXl5eenp6eL1DUHRzygIo0UKCgoo/MrNzZ05cyaeUAGIEJ/umE0+2dQoAAQ1MDDQ09PT1tbW1NRUV1cnRlONHDly4cKFNC2uUQUUHx+PJ1QAIsGnO2aTTzY1CgChcrvde/fu9bko1d/f393d3dLScujQocrKyrghhw8fNiuRAM7Apztmk082NQoA0UBBWISj4wFgkFN3zCafbGoUAADAsvh0x2zyyaZGAQAALItPd+zkfFrtRaMAAADM8emO2eSTTY0CAABYFp/umE0+2dQoAACAZfHpjtnkk02NAgAAWBaf7phNPgEAAMACzI4IDMIln+qMqW9sBVtxzIawFWzFGVsxbEPYCkMopq85aafEVjhvxbANYSvYijO2YtiGsBWGUExfc9JOia1w3ophG8JWsBVnbMWwDWErDKGYvuaknRJb4bwVwzaErWArztiKYRvCVhhCMX0Nu4s1oV4sC1VjTagXy0LVMIQq/xp2fWtCvVgWqsaaUC+WhaphCFX+Nez61oR6sSxUjTWhXiwLVcMQqvxr2PWtCfViWagaa0K9WBaqhiFU+dew61sT6sWyUDXWhHqxLFQNQ6hyAAAAAJ0hwAIAAADQGQIsAAAAAJ0hwAIAAADQGQIsAAAAAJ0hwAIAAADQGQIsAAAAAJ05MMC6fPny5s2bExMTx48fX15eTn+qz9drWVCnUoYx/yfUZVEvulAqxtdff33x4sUul2vKlClr1649e/as9mVRNZFTKsPXXntt4cKF8fHxVC9r1qz5+OOPtS+LetGFejH29/enpKQoNWioGj4cGGDV1NRcf/31Hwyhif3796vP12tZUBe0DFUCLNRLVCkV45IlS44cOeLxeD755JOSkpLly5drXxZVEzmlMly0aNHhw4fdbvf58+d37txJQbD2ZVEvulAvxg0bNuzatUupQUPV8OHAAGv+/PnUK4hpmsjJyVGfPyjr2sNYFjQKWob+7RHqxRhaipH68jFjxkh/omoMoKUMKfwdPXq09CfqxRgqxXjixImZM2d6vV6fBg1Vw5ADA6yxY8f29/eL6U8//TQxMVF9/qBs1w9jWdAoaBmqBFiol6jSUoyNjY15eXnSn6gaAwQtwy+++OKxxx6TX1lEvRhDpRhvu+22n/70p4N+DRqqhiEHBlixsbEXL14U0zQxfPhw9fl6LQvqgpahyi1C1EtUBS3G48ePz5gx4+TJk9qXRdVETr0MxbDFiRMndnd3a18W9aILpWL8+c9/fuONN4rhU0oNGqqGDwcGWJGcH+DcInrCuIIVdFnUiy7Ui7GlpSU1NfXYsWMhLYuqiVzQMjx37tz27dsXLFigfVnUiy6UinHu3Lmtra1iWqlBQ9Xw4cAAK5I73Lg7Hj1hjMEKuizqRRcqxdjQ0DB16tS33nor1GVRNZHTUoYUY8nHxgVdFvWiC6VijPGjfVlUjfM4MMDat29fwGcxlOYPyrr2MJYFjYKWocoYLNRLVCkV4549e1JTU7u6uvwXQdUYQKkMV69efeLEiYsXL3744YelpaUBx2ChXqJKSzEqjcFC1fDhwADr8uXLmzZtShyyZcsW+VtGAs4flO36YSwLGqmXf8BzPtSLMZSK0f903OPxSP+lviyqJnJKZXjgwIF58+aNHDkyJSWlpKTks88+kxZBvRhDSzEqBVioGj4cGGABAAAAmAsBFgAAAIDOEGABAAAA6AwBFgAAAIDOHBhgKX2hNtRPbGr50q3K4u+///6KFSvEiEWaoD+VEhzwgV58+BMAAMC+HBhgKX2hNtRPbGr50q3K4vPnz9+6dat7yMMPP0x/qifbJ8DChz8BAADsy4EBlpz8C7WRvN7N50u3ckqLjx49mpYS0+fOnZN/kDUgnwALL50DAACwL4cHWPIv1EbygQKfL93KKS1eWFj46KOPfv755263u6Kigv5UT6pPgIXPJgAAANiXkwMsny/Uhv2JTZUv3aos/tFHH02fPl0MrqKJP/7xj+qp9Qmw8OFPAAAA+3JsgOX/hdrwrmD5r8dnTLrS4vn5+Q8//LA0Bov+DLi4fLXyP3EFCwAAwL6cGWAF/EJtGGOwgn7pVmXxUaNGYQwWAAAATw4MsJS+UBvqJzZVvnSrZbUUIVVUVIgrWI888kjQCMknwMKHPwEAAOzLgQGW0hdqQ/3EpsqXbuWUFn/vvfeWLVs2bsitt9566tQpjQlWXy0AAABYnwMDLAAAAABzIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0BkCLAAAAACdIcACAAAA0Nn/A9qWx/mCvivkAAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |