Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit378-08-20021211_075400_20021211_123900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/12/11 |
Start Time | | 2002/12/11 07:54 |
End Time | | 2002/12/11 12:37 |
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 | | 24.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.88 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit378-08-20021211_075400_20021211_123900-constBx0 |
Minimum Dst Value | | -17 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEphbiAwOSAxOTo1NDo0NiBFU1QgMjAxOepl2pcAAAGbdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiR2VvdGFpbCAocGxvdCBvZiBJQl92ZWN0b3IgR1NFIGZyb20gY2Rhd2ViLmdzZmMubmFzYS5nb3YpIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTEyLTExVDEyOjQwOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0xMi0xMVQxNzoyMzowMC4wMDBaIiwgImxlZnQiOjEwNCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJuVCIsICJtaW4iOi04MDEuMCwgIm1heCI6ODAxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiMC4xblQiIH0KICB9CiBdfYix//IAAAAEZ0FNQQAAr8g3BYrpAABdgElEQVR4nO2dC1hWVb7/S+dS0xn/4DjjsSnL0+k055njnMnnHEaE0kzNW1pajaapWaapZWUIXitLs4ueLA0m1LKrZpnFVVSQiyBXQRDkDoIgFwXBKyb8v+/+wZ7X98YLbOR92d/Ps5/32e96915r/dZae/++e62113tDEyGEEEII0ZQbujoDhBBCCCHdDQosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIsQubrjB8sWyZs2acePGte/cjhAbG3v33Xd3RszdFccpsc7Ig+ZxOk5xac6YMWPefvvtrs4F6f50w4uHEA1RHYxFT3Pu3Lk+ffrk5OTYGYmGeHp67t69W/NouzGOU2JOIbAcp7g0Jysr6/e///2FCxe6OiOkm0OBRZyJ8vLy+fPn33nnnb/85S9dXV1Hjx4dFBTUvqja6pAsHv/5559PmDCh42m1wzv26tXr0qVLNqK6oYUbb7yxb9++U6ZMKSkpaWsqbUITH2+jimtra318fO6+++6bb74ZP02cOHH//v1q0iaYx2ytxK4/TiGwHKe4OoMxY8Z88803XZ0L0s2hwCJOQ2lp6R133LF48eLMzEw8fVZXVwcEBDz00EPti00TgfX4449/8cUXHU+rHd7R2inmXW5Xr149efIkys3T07OtqWiSJfuxXcXYmTNnTk5OzuXLlysrK3fu3Dl06FD7k3ac0S6nEFiOU1ydwaeffjp16tSuzgXp5nTnS4h0M2bPnr106VJrv0JGvPnmm3feeaerq+vTTz997tw5CcdT+KJFi/oqYEceys27OrKzsydPnty7d288uD/66KNVVVUSbnuIcMCAAXl5eepXHPPOO+/84Q9/QDwLFiyADjA5187MGNPWU6xluLa29uabb7ZYdKdPn+7Tp8+ZM2eMQ2AFQqyV6pUrV1auXNm/f38XF5f333/fYpYs5lyO3LBhw2233XbjjTea5MR2FSP/sMLiT/ZIWOPsmeTBRlY//vhj1PKvfvWrP//5z9HR0XDMd99990033TR48OCsrCzzhMxLBqAlzJ8/H60C8b/77ru2W91dd92VkZEhB3z22WeygxCEN1lv59banjGwa968eZINHKxmY//+/ffeey+Mgrr19/c3Ly6LRpkUr6+vL06XkklPT7dhoMUUbRxsjwnmNWijVWMfMl3Kk5DOgwKLOA39+vXDLdjar+vXr3/wwQcLCgpwA50+fforr7wi4XAMI0aMKFF44IEHVq1aJeEmLvkvf/lLeHj4hQsX4MIXLlz47LPPmhxm0YXD5Z8/f179imOQVqkCdl5//XWTc+3MjDFtPcViD1Z5ebm3t7fa32MOnNa6devUr2+//fZLL73UZL1U33rrrWHDhkFcIlyONM+SjZxPnDjx5MmT5tmwXcVjxox54oknYmJizGfPtLUHyyQPNrI6btw4mAkds2bNmt/+9rcTJkzIz8+XrxbL02LJvPbaa9IwJH41JxZbHaQYVB12cDBSrKurw/7mzZshm5qs14i1tmfMihUrUIYnFUaNGqVmA8X+3XffQZQUFxc/88wz5sVl0SiTsn3kkUcKCwtRMm+88YaHh4cNA62laO1ge0ywWIPWWnWTMnvS2vMGIVpBgUWchl/84hfGntWkv+RPf/rT8ePHZf/UqVN4Mpb9f/u3fzt27Jjs48FafWy14ZLPnj172223mRxm8Xg8gpsILDUttcvB+Nx2ZKatpxhn2BhXV1e1X8ScrKys/v37X7lypUnprrjzzjvh+Zqsl+q///u/q70U5km3mvOioiKL2bBdxagX+NH//u//RrEj8ldffVXt0LrBDBslY54HG1ktKyuTfVQ0vkKqql8temiLJYMIjeO3mD211f34449///vfsQNx8Pvf/146eKAsf/rppybrNWKt7RkDM9VeNxysZuP222//8MMPT5w4YXywcSYtGmVycKslY3xZWUzR2sH2mGCxBq216iYKLHJdoMAiTsO//uu/mndvqHdY3C6N/WuPHj0kHM744sWLso8dfDU5UUhMTBw+fDhUiJzes2dPk8MsOsUBAwbk5uYaZ8Z2WnZmxpi2nmIxw5WVlcuXL4eB1lJpUvqHduzYgZ1vvvnmySeflEB7StU86VZz3tjYaDEPtqtYBadDQ8ycOVNdIKMdPVjGebCzkG1/NY/KWvzqiRZbXX19PWQBdgYOHBgYGDhkyBDsI0RGA63ViLW2Z5INdfTTOBvJycmPPPLI7373u7vvvjs4ONjcOotG2VMy1i4riylaO9geE6zVoMVW3aQMEUKT2bCIkI5DgUWcBjhUHx8fk0D1DnvPPfcUFhaan2Wtc8JkAhDCt2/ffvr06Z9//hmf5jLFojd9/PHH1VkyTdf2ImDH/h4s89lIrea/TQIL1NXV2X5k37t3r7u7O3YGDx6ckpIigdZKFX7RvEvDxIp2dNfZrmITampqfvvb37Yap8V47O9ss5ETi4laLBnjHixIQ/VEa61u2LBhO3fudHNzwz4+9+zZ88ADD8hP1mrEWtszMdNi948AxQk9B41rbp1Fo0xSt/jVmoEWU7R9sG0TrNWgxVbdpExynzJlig2LCOk4FFjEaSgqKrr11lvVV8zOnDkTEBCg3mE/+OCDESNG4KfLly8fPXpUBlnA8uXL1ckZeD5esWKFhP/+97/HwWrkuMv/8MMPeDjOz8+fPHmynQLr888/Hz9+vPoVx4waNUrmwWDHfL6UnZkxxtopbRJY1dXVK1euhI+xeIrKn//8548++gjJqSHWSnXNmjUQASgr40k5Jla0NedNrVXx0KFDITtOnTrV0NBQUFAwd+7cMWPGtBqnecmYH29nVu0RWBZLBoWvNgwkpJ5ordWtW7fuj3/844cffoj9jRs33nbbbe+88478ZK1GrLW9pmubnzqB6aGHHlLDITWgThAh5A7K39w6i0Y1Wb86WjXQYorWDrbHBGs12GSpVYNx48Z99dVX5tVHiIZQYBFnori4ePbs2bgj/+IXv/jd73736KOPxsbGyk9Xr16FQ/rTn/7061//euDAgXjol/CLFy++8MIL8noRdtRxhPXr17u4uKg36KCgoHvuueeXv/xl//79EY+dAuv8+fN9+vRRR7VuaHmTy9XV9fnnnzd+Ga1NmTHG2in2CCyV3r17T5gwwfiFR4v4+/v36NEDD/1qiLVShcRZtmwZHD8s3bBhg0Ur2ppzwUYVHzhwAF+R4k033TRgwIAFCxacPn3a3FjBRsmY58HOrNojsCyWjLz7hhC0DeO3CK21uiNHjsD8yspK7FdUVGA/NTVVfrJWI9baXtO1ze+5556TbKxevRrpSvg333yDbKBU77333vDwcHPrLBrVZIfAsmagxRStHWyPCdZqsMlSqz5+/DgXGiXXAQosQjrE2rVrx44dK/v29KMQ4gikpaVBpHZ1LjpEu03ABcu/yiHXAfoDQjSDAos4OC+99FJ5eXlRUdGDDz748ssvd3V22kM3MIHoBPoDQjTDKQSW+WiaU2SbaMIHH3xw2223/eEPf5gzZ47xCiNORDcwgegE3lgJIYQQQjSGAosQQgghRGMosAghhBBCNMa5BVZ+fv748eNdFLCDrxLe2Ni4ZMkSBLq6uvr4+KhLNlsLJ4QQQgjREOcWWO7u7suXL69RWLp0qazYC/z8/AYNGlSggB3139qthRNCCCGEaIhzC6zf/OY38lfzTcqfg+Kr7ENpqf9vhR31r92thRNCCCGEaIhzC6zHHnts1apVtbW1NTU1K1aswFcJ79WrV1VVlexXVla6uLjYDm8rFl90J4QQQkirdMzzOw3ObWdpaekdd9whFYadkydPSniPHj0aGhpkHzvqv7JbC7cI2wchhBCiLfpxoM5t54gRI5YuXarOwVL/zvM69GB1LOOEEEKIHtGPA3VuO2+++eYumYOln/ZBCCGEaIh+HKhz2wnBtGLFCunBWrZsmSqYfH19Lb4taC28qY1Vrp/2QQghxEk5cuTIs88+26dPn06cTmWEi4vL//zP/2zatMl2rvTjQJ3bzpycnNGjR/8/hTFjxuTl5Ul4Y2Ojl5eXrI/l7e1tvA6WxfAmCixCCCHdiz/96U/vv/9+TU3N9UkOCe3Zs+evf/3r/v37bRymHweqFzu1RT/tgxBCiJMCV3XlypXrnGhubu6dd95p4wD9OFC92Kkt+mkfhBBCnJSuclW209WPA9WLndqin/ZBCCHESaHA6lr0Yqe26Kd9EEIIcVIosLoWvdipLfppH4QQQpwUCqyuRS92aot+2gchhBAnpeOuSl2C4cYbb+zbt++UKVNKSko6mK5+HKhe7Ow4Jgt+dHV2CCGEEFtoIrBk5+rVqydPnly8eLGnp2cH09WPA9WLndqin/ZBCCHESbHhqqqTk2szM9saQ21t7c0334ydefPmbdu2TQ3funUrQuxJt9VfuxN6sVNb9NM+CCGEOCnWXFVZeHiAmxu2VjWWcQ9WeXm5t7f30KFD8fXy5cv333//zp07sb9jxw7sNzQ0tJquPb92J/Rip7bop30QQghxUqy5qpLAQBFYVQkJrcZgjKura0ZGhvx06tSpAQMG+Pj44BP79qRrz6/dCb3YqS36aR+EEEKcFGuuqvHnn6GxysLD2xRDZWXl8uXLhw8froasWrUKB7z//vt2pmvPr90JvdipLfppH4QQQpwUDSe5C3V1dTIHC6Smpt522227d+/+4x//mJuba3+6+nGgerFTW/TTPgghhDgp2gqs6urqlStXDh48GPvnzp0bOHBgZGQk9n/66ad77733woULdqarHwfq9HZCRI8aNeqWW2659dZbt27dKoGNjY1LlixxcXFxdXX18fHBV9vhbUU/7YMQQoiTouE6WKB3794TJkzIy8tD+IwZMz755BP1sA0bNjz99NN2pqsfB+rcdmZnZ99+++1ffvnlmTNniouLp06dKuF+fn6DBg0qUMCOv7+/7fC2op/2QQghxEnhSu5di3PbCUW1adMm83B3d/fg4GDZx46Hh4ft8Lain/ZBCCHESaHA6lqc286+ffuuXLmyX79+vXv3njFjRk1NjYT36tWrqqpK9isrK11cXGyHtxX9tA9CCCFOCgVW1+Lcdvbs2XP69OkVClOmTJk1a5aE9+jRQ130DDs4zHa4RW6wSafZRAghhGgABVbX4tx29urVq7KyUvahsfr06aOGsweLEEKInqHA6lqc205PT0/oKtk/deqUKrA4B4sQQojOocDqWpzbzq1bt06bNk0dIlRfE/X19bX4tqC18KY2Vrl+2gchhBAnhQKra3F6O1etWtWnTx9XV9ennnpKneTe2Njo5eXlouDt7W28DpbF8CYKLEIIId0LCqyuRS92aot+2gchhBAnRcOFRm+88ca+fftOmTKlpKSkg+nqx4HqxU5t0U/7IIQQ4qRo+Fc5V69ePXny5OLFiz09PTuYrn4cqF7s1Bb9tA9CCCFOig1XVV2dXFub2dYYamtr5c+e77vvvm+++UYNLy4u7tevH35tNd1Wf+1O6MVObdFP+yCEEOKkWHNVZWXhAQFu2FrVWMY9WOXl5d7e3kOHDsXX0NDQ//zP/0Sg/PrMM8+sW7eu1XTt+bU7oRc7tUU/7YMQQoiTYs1VlZQEisCqqkpoNQZjXF1dMzIy5Kf//d///eqrr7CTk5Nz2223nT9/vtV07fm1O6EXO7VFP+2DEEKIk2LNVTU2/gyNVVYW3qYYKisrly9fPnz4cPm6Z8+ee+655+eff546deqHH35oT7r2/Nqd0Iud2qKf9kEIIcRJ0XCSu1BXVydzsJqUZY8GDhzo5eV15513Xr582f509eNA9WJnx+F/ERJCCHEitBVY1dXVK1euHDx4sBqyY8cOHLBly5Y2pasfB6oXO7VFP+2DEEKIk6LhOligd+/eEyZMyMvLU3/dtWvX3XfffeXKlTalqx8Hqhc7tUU/7YMQQoiT0tmu6uGHH/7666/bmq5+HKhe7NQW/bQPQgghTkrnuaqrV6/+4x//GDhwoLpSg/3p6seB6sVObdFP+yCEEOKkdJ6rQsx33nlnYmJiO9LVjwPVi53aop/2QQghxEnhnz13LXqxU1v00z4IIYQ4KRRYXUt3sLOqqur22283rrPGxsYlS5a4uLi4urr6+Pjgq+3wtqKf9kEIIcRJocDqWrqDnfPnz1+7dq1xnfn5+Q0aNKhAATv+/v62w9uKftoHIYQQJ4UCq2txejszMzPvuuuuixcvGteZu7t7cHCw7GPHw8PDdnhb0U/7IIQQ4qRQYHUtTm/n2LFj5f8mjeusV69eVVVVsl9ZWeni4mI7vK3op30QQghxUjRcaPTGG2/s27fvlClTSkpKOpiufhyoc9sZFhbm5uYmU6mM66xHjx4NDQ2yj52ePXvaDrfIDTbpFHsIIYQQjdDwr3KuXr168uTJxYsXe3p6djBd/ThQ57Zz4MCB0dHRss8eLEIIIUTFhqtKrk7OrM1sawy1tbXqnz3b6HSgwBKc205rHUvXYQ7W5qzNkeWR2P+58We01I2ZGwvrC+05t/pSdV1D3Y6CHfY0bkIIIaR9WJMy4WXhbgFu2Fp1Q8Y9WOXl5d7e3kOHDjU55pNPPhk/frw96drza3ei+9hpXGe+vr4W3xa0Ft7UxirHwWia7oHuk8Mnj983/oGQB/B1RvSMebHz/LNtvZmIA3DkzKiZ+BwaMhRKq41WEkIIIXZhza8FlgSKwEqoSmg1BmNcXV0zMjKMD9i3b9+9995bV1dnclY7ctX96D52mqyD5eXl5aIAxW28DpbF8KZ2CSzRVdjGhI3B5yMHHpGvZefLTI6HkFp0eBHUlUeQBw4Yt28cPh8MffDy1csdsJg4HD83/vxe+ns+ST7h5eFr0taknUkLKQ3Jq8tDA6i+VI1f7ezmVCk5V4JGghPZVLorrFzSeVjza2h10FjhZeFtiqGysnL58uXDhw9XQ44dO3b33XcXFRXZma49v3Yn9GKntqB9ZNZmVl6ohCuFcio9X5p6OhXt1TPIc3bMbJODobdCS0NFe61IXoFTUk6nhJ0MO1ZzbHrk9KkHp5oLsi7B4l1e8gaJgB1ckxUXK657vhwdlFtydTKKCDX7ZtqbUtH3B9+Pz7H7xuLTI9ADwto90H1a5DR8fSXhFSjyxYmLvRK9FsYtPFZ7DCKs9nItbnb5dflf5n/pd9xvd9Fu/Ppu+rs4fuKBiTh+1N5RW3K2IBA/zYyauTlrM5pcXGXchSsXkLqaGQgyEw2HWkP8aJzIp3lLU+tU6rfzS8sRQcmgEJYnL0fJy77m8eN6R9UYB+IGgtrcmr1VKhftR9tE2wTa3oaMDQlVCXg8QKOquVyDdoWnArQx84PlRkFR6BRoOMldqKurU+dgVVRU3HPPPTExMW1NlwKL2MJa+8BdqUm5dao+b1fhLvjIyeGTpxycMil8kvFNFm5PnDGOqb5UbU+6uKlpPnML7iSyPPLr/K+hAFalrEKucLeFF4e/WZO2Btl7MvJJGQ+Vjjf85GieGPlJP5N+fXKFVLDFVMQU1RdB5aCIZkTPMO6/hLMcGjL0qainsD8tyqCohgQNMVZdI/aOkK+yydfHIh7Dp2ewpwSitCUqfA4OHGwcOHLvSOPTx+wz9J5C5Y/fNx4OWwK9E73htjce24jAF+JekMBJBybh8+Osj9Hess9miyGQ+Ah84bDhGDwbQGaJvLCzQbYDNGA0Y6hArZJQa1/ihCyAWIEVOwp2FNQV/Fj8IxSDHKZ+GoNKRME+HfO0lNLI0JH4urtwN06XqxWnoJbnxc4zUa7+2f6rU1ebqDEcjKtJDYRchhpenLBYeqwhs7B9nvc5ivrZQ88aV+7zsc+jsrbnbcd1hzxbzKoxKENcp+UXypEEth+KfsCJMFyKVz0MBYIQSH9c18YRosQQ+FX+V3jAQwOWpjU6bDQ+h4UMw4Mi2rD00HsnGdoShBfaGJJAtvHrqiOrcMprKa9ty9mG5oScoBgjyiMMfbdl4RBqaGCtmtAlOGCWOhVtBVZ1dfXKlSsHDx4sX7Hz2WeftSNdCixiCxvtA3cuuWNGlEVIr4a4RnN3gsdE3LVxq3062nBzx7211XQh0XDkO0ffwe3sYPlB3O+wyUQu8fqIE/dTubu1CuRg/ZV63PfVUUtVCqhaweD1gzyNA2dFzUIIXA4s7drHbhURFgsOL1h3dJ15McJNolheSXgFvkRG66zFAw8qElnAWfBV8HawNLAkEDG/e/Rd2C5yZEhgc1nBIRnkS/gk1DI+cQoiQXUgLezgxIyaDDjjDRkbQktD4ZO+K/wOOVmRsuKJiCfgU8WrTTww0dDXpXR0SSHjc33Gerjw74u+xyca0rxDhgl8y5KXwfk9E/OMpC6aTCIx2UaEXqPkJMPSqTY8ZPiEAxOQaLNn3Ttaetqkrf494u/YeT/9fbRP6IxWyx8mS9tr9UiR7I+FPyYJmUiW1NOpJi0KccK1o/R2FuzEuRb7enEJIDY8wEgBwjRV7z4U9pDYjocEtPPXj7yO6tuYuRHPP2gVkAKI+eH9D0tTx09qMT6013Di4xGPo6aeO/ScBC5NXorqCyoJQltalrRMAqFiUUpQUSgulCd+Ei31YeaHqHEpXplCoKpnEVXQu/h1RuQMxCkmqFece4A7coXYROGhxeKpJqk6CfcKbGvT1qKZvXj4RUM9hg43jvPRA4+K7bARtwjpMcXTnZQMrnGcuClzEzIsP6ltWJqKNCq0SeM45Sf3IHfjtgQZany6HCmFJk8R2PCMgXJAw2i1VWjCxYsVBQU78Hmq9vjFyzUypHCoInpZ/MvfF+16bN/4Fw/NQSMZtXfkNwXfoMyN+32vJw0NdRUVMRculB8/7oed6tqssqqks5drwgp3WuwUbGz8ubIy7tKl6qtXL18xujvZiW0pU3WpCtuhikM7C3cWnys+ce7ExZ8vmseg0rt37wkTJuTl5Zn/xLcILaIXO7XFRvvA47LcXybsn4DPVSmrcDHj/mgjNlEwC+MWXmjt+pEjRQypugf3EfwEbaHeoLFBEyA23N3gxf2O+0Hemfg/iDDc/nCjlGlhLye8POfQnDdTm0e4Ju43+PsPj32IW39oSSi0BZ5TYQVsEe+r3lu7UGPhfoQ8w3tJgajOBg/0yPDX+V/DdrFINBA2+Et8LklcgrPwLP5q4qvwWL5ZvggX348C/DT3U7hGCCDV5QwOaO5mkLKSPiR4R/hy1ALu1/IOKRxhW5+Ppd8FIqaovgglDHGMmhIZYVGviEyXVKAPwk6GHa48jNR/OvET/OLbR99GVDAfogTuWXqw0DAQrWhE1ObSpKUisMQilA8Cw8rC1A5L1V+qZkJhLDq86IfiHxBVSlUKRAliQ/tR5RFahWhE+YomgbRgDoQgTlFzDpeG+jJUR3BzdeBiUfUubDFpUYh/W842Y7/+fOzzqFMYWHGxQj1ROuHUOI2vPmnG6iYtRGxXu47QGNAGQkpDpPqQIuSsdECKMBLhgotFOgvVokMICufjrI+bCy3gnyJDvTogvNBCvsj7AqURcCJAAucemotAk35rNDkU4Kojq4yz/XL8y7B3QewCY+EimwhltWGLZhWVqd4ZxEbE4Nai4NUN2hGfeLRD6cH8yguV8lSGT+QK7Qf6LOpUFD6/Lvh6XNhotA2UBiKB6Ic+Q5vHWThMWoj0dT0X+5x6ianbS/EvoTxbnUndEbKyNsfEv7IjfLJXgNvavaOGoGoCm1MfpujC+1vqWrb7m++io2E7mm6700V7llaNK7HsQtm3OVsrL1buOu6bXpWQXhoalff5uXMlxcU/Xr5c06C01ZyqxITSIN/9D88NcFu396EJAW5zAv42DHcVXGuKEJ+xd9RTQUNWRjyGMkRRb4lb6B103/qIv98f4DYtaMi4QPdRgX/74tjGZYdfTKxKQENNrErE4x9uy2mn03BVor5wnX6V/xVu+Kg43ArgU+CqEI5LCcoJG3bwFfnMOZuDusZZ6oY6xSdODygJkEkLJ8+fxCk48mzDWWPDz1w+E3kqEmrsws8XzAWZgHRxgewp2iMZQ2vBs8ei+EW4wa5MWUmBRWxhu33geoODgXfBNYObUaux4SLxSfLBVYFblcXj4U5wyWFDu8eNWPwZnrZxy8OGFuyV6DU/br7xXRh3VXnJUW792MdtV1wXvCOOh/KTI7fmbMWlqLpz+DwZcLE2EyWyPBI3JvHTqn/CKa2XmtaonYUoPRTLZ7mfwUzV5YjHVV9EmB09G/csEQ1qoGz3Bd9n7DjdjIbz1B4F6YqAm4HLhOKEd4TPgMLrvKG0TkLmA+XW5eJ+h81YxuEnCFNs3xZ+ixYiY2fS1aF6a9Gy0raxfZT5EY6Ud2NHhI6A20bbuD/kflWdIAbf476IUzpKobfglWMrYtFoP8//XPTHP47/AzlRxf2rCQbVi3blpvQ8IQYkNzbMoCekc8Uz2FMC95ftR9M9euYo4oyvjMcVhHrBNYKcQ7DCTNQO2jMcCdKFtvss7zNkzzvJ281ILuMU81JCseD0uIo4tBl4KZmHLr3RC+IWIGlcjPVX6uW5BVbgcnsr7S20FhQdsoRzYRe21NOpxt0SaLEiNWxMYMJ1h2ildiSfUuYj9o6AfkL+If1RtpBrEJqQziXnStT5kXCfuBDgKSV1FCzyLBMoEecLsfMXx7+MssVPuEGV1hfbbir19YVlZeFHj64LCHCLiXkmPWtzfv6XjS2PEFevXoZ0CEr0ik5766zScd7UMpMPNzTcA1EpSEuex1AyGs7ZQrqlpSEVFXGfh43+MXLKQ4pGeUi5QocF/M34Kn440PB1eqDnCKjPgL89A2WJHeXIsUrtG3Rh5LQZ4ZPyarNQktjwpIFb4trExa9Gz95XEvhm4pLUM0dgTlZtlqEXOXbelzlb50c99eYRw034vpBmLTtc6fsfo0g395bUZwR5QBt5h41+JOBvc1tuL55KDoddq/nuUwKHX5t5T+XzgWuPHCw9ncrdaUhAs46/Tx78lNva3/55pCE2uCpca7AIGzQZPvEVohmfuGGKtAoqCUJb2lP8A/ZxjARuz92OT7RnfOIJAZfV3pN7D5QdwP73Rd8bjszdtiVnC44vPV+aX5cPNYZmn3YmDRcUDpD3wOR5Q70ny4abMAUWsYU97SOmIga3dfs7eNT7qXnXBW5Y8pP0hMnKW3jglvfLxPcvOLwAbR2PMjgGV4UcPz1qOhybdBtgw20Cx8tXeJcVySuQw/bd+HAWLiQ87jRLnETD3Atrg0Saz3uA7fCmPxT9AK2Jm7g6JIr7e/mFcikQPP3D9k2Zm+By1B5EZBLlvLNwJ87CgxQ+4bPhGnHkJ9mf4EjcPqQDACficTC6Ihp3DcSPmHW4btmFKxfgcqAe5JEaxTIr2jB2OSpslPEd8+WEl3HD3Zi50c1oLBLlj7Ogloz1mdqh1aRUlvw0KnSUiLadBTvVFiWDUHDMUAbIhsw9h3bBYXMPzTWOE+m21SjEg5aAmNv6YCCddtLTXFz84/Hjfg0NdbW1mdVm401V9fkn7Iv84sWK8+fLoFdqzRrY6tTVKAFc/nBvJnPkbYMrUXr4oIegkzIzNxYVfRcU5BkSMjQxcUlQ2DjIpsBA9+Tk5ci5pCvKCZ9XrlzIy9ueB58aMhTSat++sfgMDr4fn9hiY+cdODAxLW0NTo+OniGBSUk+hw7NOWtpZgJMcFOGvGHIpPBJaBVoSNCd9j+ZyN1Dxut/SF29MXr2lvDJT6GBKSJjcEsjHKPMZZx58Mn54ZPXHn5x9+EXPgqfXFwSHJrkU12dCKUIM1EOMDkq6qnPA9z8w0YPhwJTpZjyzPDotUPtIoZGKPJlSGCz+vFQdkT3qKkPVfrMRimB7v+UOMqj2rWyabzypLEobv7I0OEvx7+4Mm7BS1Ez9uZuXRs186OkZThlUsgD0xQhOEoZU54bOe3xsLGrExfP3vfw9LDR45UkHlH0nBrzMHmoDhwyWLFoiJL0xED3wS0C64vcT0U2fZn3BT6/L/zO8ISTt/1odcqx02klpSE5Odtyivfsy/Y/nIvnq524t4sUk24tVYrJhsvHoNLyv5avUFrS9YVPSC4JRLoT4IBk/knocFQ6ng1eVLTmB4fmUmARW3RG+4D/xrOyPJWqvhxOCEoCT+pQRdgs3pWgEtCITebKbM/bjtgkHvgDmZPxUvxL8E/Lkg3TR/CrJtnGIx3UyexoQx4eD38c6ULNIEW4Ipmak1SdhAduOOnQ0lDYghulsQ7D3dPOxcBQFHj6h9xBOUhfAjaLs81wZEcmWCA/DvJep0MhM9Nlqh/aoQwZT4ucZpgSruhXCCA0RbSrlNMp0ASiQlBlbko/1p5iw2CBSQNGe8Dxa9PW4hivRC8JlBb1Re4XUM8yP90EmZjll+0nUtieyYtnzqRDD0HEQAQ0WpH7VVUJ586VQFtAPVxs7UVCRCja4ujRtbIDF5WVtfmczJqqy4P+QGB29paUlNeQ6GWzZw+ZW4NNjty3bxw+09LegmirsjSghswXFu7CpuZfBp6Q1UuXqnGKcmJcaurqEyd+hJJAZuLjX4JIioycbqyQZNu7d6SyM1i+RkXNwpGpqW9ChEEqSWBg4BB8QpHAhOzsT5QQd/kpNHSE8tUDx8u+or3m49wSZcYCgFCrV/QoHjL/cfwfxiJDurWWJC2BcEQLkUsbDSyyPBJXH6QkPqF90YrQQlDLrxxeMCTgb8MDm/uc7lckzv0tA/crkpe/HL+ooK4Ap9vzuIiMVVTEnDmTdvDg1EPxL08wdB25DVXEyqiAwRAlI6GfFJkyQVEz45UHtr9BwylHPqk8P7wUMtQ7wG19gNvHIcPeCRwSl/UxlF96SeCWRK+Ygm++ydz48ZHXfY9tmBD20NpEn6GBQ2bsn/DpkTc2JrxyrqHWxlM3DEdtRkQ8sW/f+PKaDFxrJk+nldUp+4++nZK6+sMAt10hw7YGuP0DhX/gkQ8C3BKTl/0Qcn9CwuLQmGdColGh9+9SBNaRbP/MbP9QZcvO/wJfcwu/jcz2T8v9NCdnC7ZshGf75+d/iU+0/9zcT/FZdDY7ofJw7eXajOqUknPFUFq45PcWfvt1ztbjp6Izi38oqzy8N/ezvbnbRYrJBR5QvGdnztbdOZ8iXTSJoL2jkbHvAj2iombExMxRGw8FFjHFxoQ+DcGznVvL9JSmlgm8uMXYnp5lz+MgjpGY4ck0H9iCm3RTZqW4GU12kdcPZQK1us2IMrxz90r8K3DGLyW89HjE47AO/hIKbGv2Vtj7bvq7zx56Fprs09xPEW3giUCIzu+LvhdvKu/cSfwIcboRuu5Hq3PbZXyqg5FYixmXiXggeE14iJMnw4qKdqenv3f27HEoKsiOmJjZ8fEvijKIiPg7Pg8ffglHlpaGQjpAfBw//gn8WVLSMkUxNAuOlJRVUCqnLS1SIMALSpzQMXJKSMgwRanMhNuOj1/colEMx4SHP44d/IQsQSFBbCFjGRnrlbMeMFYz0l0E1VJQsBOGSH8S0hIXKEfCRmSgoGCHEudT+MQWFOSBn8LCxqhRqduBA48oeXgMxQLhdeTI6wcOTIQThRhKSVlprrqkEBBnWZmhMBtann/Ony9DTiC2cDocMAoWvyJ7P/98AVFBn+3f/4iSeQ+Ig8jIaRJbevq7hw8vSsn/ZtHhRatTV7+a+Oqk8EkyGV+dNidjtXg8M/Qh7X9U6SUaIiNcDyjdVPcFNk+xl/GvqcoctcWHX4RHh0RrR8sxBioQ1bErdfXs4Pt2xC2AKAkKGVpxOqmw/GDV6bSgI6tyC3e8FXz/9vDHpDZRg0dyP6uvz0fVl5WFt2/ueatYewxQfy0vj7xwoQyZQWOW4VqTs2AUcghXBelfWrq3quow1Dz20ZAKCr4RLSXtqqzswIkTP507d6Km5lh1dbIEFhbuhPaCXMZ+UdF3jU2NV66ck5/y8j7Hp6rMjuRui0AklYfO1BeePp2CkNjYd2655Sao2JKSIDSGuLj5ak9nbOy8nJxPKLCILTqvfeAhTG4lYcptdEPGBjdl6okmo2x4HISssbi2TQepuFgBGbSjYIdby2oCbi2zcPAJnbQkcYnIL3lR676g+4xVl/xkEvhAqGFKgcn4vYxvolhkNq7mhpDrA1yCbRdiP3AkCQmvQDcYawXpENq796EW+TJY1R+qppEtOHio8jmsRSc9AD8qR4aHT1Jze/FiBTwxfNK5lqE6qI06pSsCXhZ+CCpNVTNK35UfnFlMzNMibq7VMaMUtfe4aCnpMKioiIb6SUt7S8nDg3LkwYNPIjMtXVD3SWBZ2cHS0pDY2PnGXVChoQ/KTCkluScQLbajR9+GDIJMxHbVyhtqyDnyb5gnHjM7N3c7VCAcNixttQ/PBMQPz6rmVt1CQ0eK+oQsQ2nExS1E2e458sbTIQ+sVN6KVbcRyuWvTk4SLfVM0JAJAW6rQobNDR628sCj2TVH958IxM2w8/qYa2szzbsbpfTUGnci/uVf/iUr659Dz+fPl0BmwcC6unxI5zNnUrEZX4mwFMLo1KlI0U95eYZuLTTRS5eqGhrqy8sj8vO/ll/RCLGdPLlXRFth4bciyxA4a9bIyZMfVeNEc8LVgQaminUKLGKLzmsfssDu7qLdW7K3QAwlVCXIdKtOSk5zMmszce+DCdBAqdWp23K2qf3h0EOyNiaeZbfnbYdqnBk18+Osj32SfDZnbZa36IeGDEW4zI6SN6rmxMwR0YZHVWi4C1cutPquJXFY4KIKCnbgNg2RAY976VqJDKlkPg9JgESQ/hJxBjjy7NlsCQwPf9x4CExGrMLDJ4tCwgM07uw1NRmQEdXVKWlpa44d+1B6aKKjZ8HZHz26DuokK8sXGZMOifPnyxITvXDMoUNzkcnY2AU4AMcjKkX0TEOi5qN4yBue/svKDKbhSV0CkVsIMmQVEjAj4/9aNNxQpSPtBegq804yRFJREWusC/fte1jUIbw7fJXos6Qkb8RZWLhL6UvYhpKUeWDIPBJV31y7zqAQkIFDh+agAE+c2JOe/p501EVGTrtWdRnkYFDI/dti5wceee2TA4+uCPLYHjbWO8DNN3joywFuywP/tjt2/sfhjx2KX4QjYen1t6V7MGvWrOnTp9fX17f1RFwyEE/19fnQW6dPH5HOKsgs+dVYk50/fxIqraQkCAckJ3/82mur+vTpk55uawIiBRaxxXVoH9IPpNVMKWdBVpBSv4qyhCzjpCjHB/dcCJSKlnWP5FHYpDPg8OFFin8dLo72+HE/5a5tkFknT4ZJIGSEKg4QJ8Jxo5fRmdjY57ATF7fAWH9ERc1UBvVeg1iBmoGPxyfihAyy1g0DLXK+tRYFVZSRscG8V2z//onytdUYzIFpUJDIJ6y2fTqORAag+eLiFkIXSq+D/CTqJKUD6wtcZ2QyFqoJOik5eeXBg1PT09+FyoyJeda4eKHJYBSUK8rHuHAszp0ndlJVVTVs2LAbrhe/+EVPT0/PI0eO2M4VBRaxxXVoH8uTl3sGecqazqR9OGZ/PpRHSUmgyAjoAHnPq6llzrL94CzxPRJPTs426AZEbnEwqK0xFxf/eOFCJfJZ37LYlUzOKC+PgMuHdkHS+AlpQc1AVynTmHzEU544EYAT5Wt4+CQZDYS9CExMXKKMo02Er01M9BbZlJDwMuJMTX1TToeCQXh6+juIU46XmT3K4NpoGVYzDoTh5mM6mgAxpOTBKzt7S2rqajzNl5dH5uZ+Kh1gl7pohBolbzw1ykmROf6oyr17R6WlvR0bO88xr1bSpNyy8vO/NH7BooNQYBFbXJ/2wX/7ah+4cePRX0Z5kpOXd3ZycLSlpSEQGWFhY6AbZFZyk/LgbnIk7lOQKZmZHwS0vIGlzFmZiq9xcQvwNTp6FmKA2jDpeoE3hYaAXUePrsNtDj4pPv6lgOb3v2Yqk51nSZxhYaPxa1lZGGTHhQvlyNj582VQQqKZUCbQBzggJWUlosLW0FBv3pUifSQHDkySaUwREY9DZxhPow4KGtIihsYrnw8bzweS2UL790+QedOIDZHI6RkZ61FQUj4oDUkoLGycyKaioh9g3TWjSC1aCsKuoiLm5Mn9sBfHwBZoHRiFQK1u+nYi84upBjRBFijv6lyQ6w0FFrGFftqH0wHPZ+yhw8MftThj5uzZbNzc09LWKI/O+bW1mdb8tA3/jRjOnSuR2c0yQUedJX34sOHNNagc4+MPHpyqTOL5u7FGkclDLa/NN29xcfMQYXHxD8rEoP0hIUMhNUS4yBQcdZNhMhE66tCbxHngwKPGM6blyNDQa06X+T3Hjq1PSvIpLNwBeYcdiUcEljolXN6Sk0G6qKjp1w7SzUJpp6e/p0yPjRZVdOTIGzAfMbccOUQRWBuMCwSqUcbLjKUwzkIeEAirIUahZs50xTK2hJBOQj8O1LntDAkJGT58+E033dSvX79nnnmmurq5076xsXHJkiUuLi6urq4+Pj74aju8reinfTgXkDv19fky8ARfnpq6OjX1LXHw54zWaSwu/jHA6LUseb0cTt1cS0ExQDrExMyGljp/vkz+RwzP3PX1hXV1BZJQWNhDIjKgnw4ffqFFT7grc3uny1BOZWXcyZNhoo0OHXqupCSwtjYLGiIzc2NpaSjyWVYWdvjwoszMTbIETstbb6MDjN66Fw2XmOiNYzIy1kM4FhbuggKDRqyqSoSIPH++PCXlNSgV6ROS99TU2d8REYZ32Y4eXRcePik19Q3YpczdHqwOvakJ5eZuQxHBXnyePn0E5sfFLayvL0ASKCJYJGsyIQMnTvyEzJ+7dg1MaFycKB14kFAoWAjZmpoMWG3thXZnH/AihNiPfhyoc9s5cuTI4ODg+vr6ioqKuXPnjhs3TsL9/PwGDRpUoIAdf39/2+FtRT/to1XOns2G42xHP7/oldrazNLSEHm969SpaFnKCIHmcZaXR+LXrCzfkJChWVmbzSOUWdL49cyZo2qXFU4RuZOd7Zee/t7Fi5VQSJmZHwY0LxH0KESPvMx/4MAk7B86NEdkFuw6ftxPnVckI1wixaQjSu0uQmagNmTYC+fiK0RMXt6X0CXQT0hanRYN/YRf66/9h2NzJBLIqYSEV6Qr7tixjcg8krBzwi+OhJky0RtKDiLMeLEcQWZroZyhydLT3xU5iEQPHJjYjunbhBBiJ/pxoN3Hzrq6ultuuUX23d3dIbxkHzseHh62w9uKg7SPyso4i4s+a8XFixU5Odvg1Ovq8lSnC/ePROvri2Nj58XHvyTjQYmJXpAd+fmfK0skp+MAePSqqnhIDezD01+5cgG+HIIDMgi6ISvrIyiPkJD7padHelBkEEodeDpy5A0ceeLET8nJyyG/Wgb+hsvEIEiQopY/wIFuQOTyQjg2YxWC3CJLZWVhxnOGYmPn43RZchoiAxnOyNiQlLS0ZXjOsCC1vDIWGfmk8s5581TrvXtlztDYgOa1jgyvLttYZhDaxXg8rrSNiyIib5CV10fuyKwvFNd1ntJECNEbDuJArwPdx849e/YMGzZM9nv16lVV1bxiR2VlpYuLi+3wtuII7QO6QXXbsn5Pq6fAVcNhq0eqrhQ7skBRbW2WuvAghEV09OyAloWFlK6aTdA68fGvqKNX6riSDH4FB3saK6R9+8bI6YqWGt6ikEYqHUL3GR8py+QcPPik9Da1qK4RAS3rQCrhHspMnRWRkdPj41+WQJk7FRNjyGd09AzlP9d2mxsOBSZTslqWMppqfgyiQjzqGJ/M5lYX4FE6zzafOZOWl7ddBJn6lyA2gDBNSvKBSMUp1386NiGEOCCO4ECvD93EzpSUlAEDBmRnN3dd9OjRo6GhQfax07NnT9vhFrG94EenmWIvkEots48fkClEUD8lJQHm79PKS7bQTyIyZKJxfX2hjAcdOjQ3JGRodPRM42Gvlv6ehwOMlsNuUR6jZdwKp0OpnD6dAqmRn/8VIomNfd54QO3gwWkBLW+TKfk0RC4KJjHRKz39PYgVdTRQXsuCEIEKlMCjR9cpx78YFOQJuVNfn6/+pa46Gnjw4BTkRJaahPCyUVyyBCJSOX7cz8YrYDgM8SC506ePyHQrbWqLEEKIgiM40OtDd7AzIiKif//+8fHxakg36MGCAILIsDH5V9Z1xCYLQ8u4lfpuGsLVIxGPcW/ToUPPQbLIv2qom8lfi0RHP41ooWOUIapyKKHCwu/Cwycpk5n8s7I2nz6datIfI6NLpaUhlZVxkDL4xFdIpUuXqiGVIGvUP3+1f9UiORKFYN73c+5cSXV1kuT2yJE3IR85c4gQQhwfCiynYceOHbfeemtSUpJxYBfOwYKMkKWM2rcOISTF4cOLsMlQmsX1mqEtIFnUJbMhYiAvjh0zrK4UHv6EaI7Tp9NwGHRJdXXyqVPRLYOJQTgyOnqGjMTFxy9KSvI5dmzjoUNzqqsTZYGiqqoEeSvevPNGRhLbYVTnkZa2Bplvddo4IYQQB4ECyzlYv359//79s7KyTMJ9fX0tvi1oLbypjVVu42D1Hz/y879UAyGboqJmHjw4tdVeFrW3SWZ8Q2CZd97Iy2VBQZ4m/VvyN2SyqqS86dby56+T6ury1HfpocwiI6ebLNFECCGEXAcosJwD86lR8q+WjY2NXl5eLgre3t7G62BZDG/STmBdulQdEfHEgQMTjbtVSktDRDalp7+fmbnRXGYpf2+eBzlVUPC1nF5VlQCxVVT0HYRUYqKX8cFZWZsDDMsaPWEtD4itZYkmmWb+oI033QghhJDrBgUWsYW19nHuXImMrKndTrW1mYcPL8rO9jt0aE5U1MyWid6LjM+Ki1uoTAmfIiN3xv1S0lmFzaSzCmrM9vxrWd+osjIOakydG04IIYR0LRRYxBYW24esaXngwETjQT11pUpZZyg83PD3I0ePrjt9OvXSpeq8vO3Z2f6ylFR4+GTzFQSgjZT1Kj9CeETEE6dORXXeX9sSQgghnQ0FFrEF2gfkkcnsqOTk5dIFZTwTvLj4R4RAJMnXK1cuQDNlZW0KMPqTOFlR88yZdJmWbp6c/LWLsiiUh6zI0KnWEUIIIZ0EBRaxBdqHzIKStQkgjAoLd9XUHEtLW6OuP3n16mVZUtx8/pMs8B0U5CGLap4+nWo7OSi22Nh52GQZhaNH13WGUYQQQkhnQ4FFbCECSxkQnLRv33hZx1xd9VuIjJyuzGp/z/z0ixcrjh/3k3+Lk6FDO5H/mOOC4IQQQpwUCixiC7SP5OTlqanNf5Anf+piMnIn63/Gxs7rqkxeN65e5nLnhBBC7IICi9hC2oesKQoJVVt7rLQ0xORFv8rKuKNH13XXNTAv19SkrVmT+cEHUTNmBHl6loWHX6xoQ1ccIYQQfUKBRUxxtP8i7Ahns7Pb3e1UX1iYtXlz+rvvBri5qdvBv/8dn4leXufLyi5VO9Zq74QQQhwHZ3eg9qMXO7XFSdtHZVxctr9/2tq1EEOR0239NbJFoJyqEhJi583D6SEPPhjk6Rn64IMZ69fHLVwYoQiskKFD8YnwU1FRJYGBFdHROLg0JKQzbCGEEOKMOKkDbQd6sVNbnLF9NNTVQfpAAIWNGSNiqObYsXMlJdaOv3LhQl1eXtqaNVBI0EmHX3opdPhwQ2fVk08aPqdOvVxTo3aDnU5NTfLxOfL669KhFThkCD73PvQQPoOHDi3ctetkWBj0GQ5rUvrA8HmxogJJXBfTCSGEOArO6EDbh17s1Ba0j8yNGyEaujojzTT+3Pp7hRBDe0eNguJJXb366Lp1uZ9+KmLobLZhLQmInowNGyrj4qoSEs6kp8fMng01FvHYYwaFdN99zbJp8GB8Hn37begkiyOMEEzH/fxy/P1FyR167jl8Rs2aJaeHDBuGz5inn5bPQHf30AcfPO7rm7x8eVVKSv6XX4rwIoQQ0o2hwOrMJJ2/cA3LNEBwuLvbmG8ECSLapa3gRHu6dpB01MyZUEKx8+dD0ORs2QKlYnE8DhFCvhTu2iVjfKLGin/8UXTP4RdeODBxYqTSLxWsjPGp24FJkwydVVOm4ICDU6eW7duXs23b5ZrW15GH4ciJGIId4zhF5AXff79xYNjo0fgMf/TRksBAiLx2FFonAROKdu+WjreOg5KvzcxsUl4R0CRCQghxOrqBBrATCqz2IAIrbMwYix05dXl58KOR06fjmPT3LKyDZRGon+N+fiVBQaEPPogt74svUlevtijR4O/jFi5MWrbMXLgEeXhEz5wZO2+esQuHapFjyiMj1UBRXbnbtjVrqUcewef+CRPka8qqVYgEqWODLLCnh8wG1cnJ9YWFSB0GnoqJgRCEVju6bh2+QrpBp0pZ7Rs/XlIvDQ1Fnh1h9YeszZtFSUc8/jiqu32KWQVqGLHFPf88IoRg7WCpdjbIHsRuJ2lBKG/ED5WftmbN+bJr/vsc9Y7WgssB0tbkJ0JIN6AbaAA7ocBqDzABvtZiPxOkVfOImNIbBD8K6ZPkY/nPbeBj4E7OpKfnbNuW6O2tzl5Sdw4vuuZvoSG5oL0Qp3h96JKomTMzN22C5z6yerWqk7DBdckpyCT0jQRK94kJKa+9BmUDV4ps/Kx0OJWFh3e4hOwFJQBXikwi0bwvvzQei0xdswbeF2ryYkVFm8QWlFzBjh02egFRdygxGI6YYbXFYyD+UIMof4NsbakU6K2qhIQLZWXQzZCAciT0NKrPmhRA/mEgjoes3DtypDo1zRDbpk2IEPmUmXCoJqgZaRLGMeArxChyezY3F4k21NV19tw15ApNK+GVV0T1Hvf1hYH2VAGOUVUjdlBW1q4RNOOwlnJIWroU8ctjSX1xscwRjHjiCUOn5qRJcgpaApr6iYAAFAUeQg7NmYNrKvXNNxFosVWreUC7QhWjeeNxojPKDUnkbd8u9ah55IR0S7qBBrCTrhFY1ujspBsbG5csWeLi4uLq6urj44Ov7YvHRlbhVMRtZG7cCLcat2CBfDUfTIRLhi/BFvLAA+JLDN53zJijb78NLyLv5cHNG58iUeEnqKu4hQvNI4SrhvzCJh4l7/PPcWSil1d9YaHjdwbAV0EbVR46hDyr44ahI0fKbK3Mjz6CRrFtBQRKbVaWlFK2v7/5wSgfFEvKypXGSq4kIAAyyKQ/CSmKm4eHRpxw57Hz5om0lZFTw/Sy6dNxgOQTv8LTQ/0YR5KjdBCGtAy8QiWgSZRHRCA27Df3HT76qGFS2rPPGowdPnzfuHFQ5Lmffopay/viC+ibmGeeaZbsSpaiZs0K8vREILQF8nPk9ddx/LGNG9GQUt94A84eW0V0NJpfzbFjEJqnjxxBomhRyJusVWZNKqEEIK9PhoU1j9vKOwotg7lpb7+NbKMocACKC0kjAxVxcUgCxY6QmowM5AQZhqBBPUL9GFr144+jIlDmBTt34vTsLVuQz1hlct4/h4YnT1atU7d9Dz9s6FJ9+GGUsIxfG8pHxpeVyXzqhgsBOYEKxBUE4YXaFB0Mq1EsxkcefvFF5FDEnFyPHelErIiJKdq9+9TBgxI59tsdFSG6ggKrM5PsusL18/MbNGhQgQJ2/P392xePbRNKAgMLd+0SN1adnAxXlLFhg8XDjB1n2ltvwSuoIzK49YsqgrdQpyVBb8Hf4Kvtx2W4UnHq0hkAgeJcj9dQKvD0SUuXqvpD3VBK8OgWZRacOiyFLBB9FjVjhmGsc+VKFJo6NU0UUrgy3hc1bVqA0VSzuPnzIZLS330X0ufwokWQBShqtZtKkEFM6SYMVWSxQRMrKuHglCmGwAcfhCBDctUpKag4KEIp/70PPYQaMe4tg9SDTsJP8g5Bc3eOIvjkFEPMSo+XIdoRIxCzfFUHUo23vSNGGH+V7s99Y8ca5IjywoFBrEyciM+EJUuQLtSbeZmr0urQ3LlIruDbb1EIxT/+iMwYNiVv0H9ipnFCsgqaNDY1RUnORAyFKvkM8vBIXrYMmu9KfT3KAcLLcLoSM7ZjH36In2qPH4dkOfbBBxIYOW0atNHhF17AfvSMGSiEyOnTDz33HAJlXDuo5VWM5gJRylPNJ1JUS0letjCM0k6ZImPxyAAuvVabJY7BkTLefSYtrTm3H3wg9YhwOUyG1HEHgKx0hGFuQhwNCqzOTLLrCtcd/iw4WPax4+Hh0b542moC9E3q6tVwt6KfIIDgt2qOHUMIbtnwMXgatngvFg+NO3ibFJL6wmDiq69CNECRtCm3jsPZ7OyLFRWGdx63bYNPhRtrnnc/darxYXV5eVAzqW+8IT6v/OBB+EIRIrK0BLb8r77K2749eubMAKW3SbouoIRytm0T1y4lpm4mfYcCVAgSgn/Fdrm2FjoMbr4mIwPVJ6uLqZv0SkbPmgWNAuVn8cUFNAYoRfya8tprEM2GCWoHD2IfTQISB6cfef318EmTIPjkdCQKt10RF4f8Z/v5HZozJ2b27Iz33z8wcWLWRx/hyCRvb1FmIoMiFQUJDQFth00UUmiLmTgXMVwoL0e0mUpPz36l0wgbtIJx1w6q4FJ1tcyTk08oFejXWOgwpXhFS2E/ccmSpGXL5B3S5JUrUVYF33wjaiZ88mR8whbkNvvaBxtYhwK8UFmJCjLpB0LekCLKWb06UAUm3U44CymmrFqFVhG7YIGIqqinnjKI5gULIJFhDsoZTQKRI3UZ9v2n5lNqCuoQojP9vfdwpCqVTJAWtffajj3EicKRVopspL39NjKgdjrmbN2KK53vNBBiDAVWZybZdYXbq1evqqoq2a+srHRxcWlfPOYm2BZA6pt0cJD4intxgDJy1KpsavZ848dHPPEENvuH+XDHF79u5/GOD9wqHBU0gcF9zpxpPDGruV9q8mSoWAgmCYRkgcvM+L//UzswsGVu2lQWHm4ykHcmPT1jw4ai775DjSCq8EcfhY9s65uDyA/0RH7LNDLpVoFaare97VsQH9lAI0HJQIjgE21A1hvDBqkBvX7ixx8hrRJefVXyGab0csl6HNAHVUlJ1ialSZawQa+rk/2lmZ3NyUFDVTuBkDTauVrIMmNdqq8dFtmDseRCuvJmhrkUUw+AloXuwWUIqZqweLGhBB5/PMBo1Dj3s89QXHW5uWgYhd99h3JDocUrykwam0HHR0QYv/Eq0jb02q5E+YokoAKrExORIppo/tdfQ+SdCAjAJwpTZt3h0/EH8QnRBAqs7kmPHj0aGhpkHzs9e/a0cbCNuWJq+4DfgtvA/Re3VzhXcSTmUcEP4RF576hR4plEYMGL29MvBU+PO7L6uNxmm7sXKG2oVTgnmZglPjtu4ULpl7J4Chzt2ePHxf/ZLkC1OjoiTCFQpD/SfF6X44AGKXP1RHrC06e/9x6y3dX56hqkfwvyWu3D2690Vu1rGbUMaJlVKf8EhR31JRIVSKjI6dNzt283vHeiHAllKcOmB5Qevn++vyLjv9KVqAwf4zBReElLl2L/yOuvy1y686WlJ8PC0JbkcUICpXGi5eOGU52UhJsJ6i7r448hAavi43F8N/5XUFQTtDuuYhR1wXffYQcaFwUi9wEqVGeBAqvTSU9P9/DwuPnmm6/nJHdte7BwPYcq/xgTqHgpmZoT8cQTFt2qPKfizou77YnAQDwf27+uJu7p0BDY+Dd/gqyeEKDMvE5dvRp+SO6zNk6x8cKgnikLD09bs8bGgv76QeR1eWQkhEukMsIo8/9wjUfPnAnd047l0HCLwJWe8d570psFUWWITVmtI/HVVw0jpy1TDK9RXepAszICG60s1au+IBy3YIHh1QflrQiT9eREIEKxIfIkH5+T+/bhSlH1Fgy088lBvYN14eBmQ10d7pDIM2qkJiPDeGEaGX8PaZneh0JD6R16/nlDqXp7G3djE8eEAqvTGTx48BtvvHH+/Pnrmai2c7Bw5Qe0vGd+aM6cWOUKD7D0wqCKHICD25cuEWTKy7H169Wuha7OEelWoIEV7NiBT0hPkwHldiAriuG2AH0jEkfihHzBjkzEPPHjj1AGhTt3hk+alLJihbxYIBqiuSNt8GAJvEZLjRwZMnQoRBtUF3ZEiqkvFkifWbTyrwyQXHJkSVDQcT8/i/coGIufToaF7WuZk4Dksj7+OOW114yX0NMEKQEIUOzgyQcytCo+HgkV794dNXPm4RdflNd05GVqeV1DHcCF2IJF8sZDYMt7ITKXTn31BKWa8Morp6KiIDHr8vK0zTzpIBRYnc5NN9107ty565yor6+vtbcI21TlcjDum3Dt8gJ8kzLVGjcI24NQGRs24OblOP+x49Tg6TZszBj4gOu5cBch1wGZS3c2O7tw167qpCTIBUgQhGBLW7NG7iFo9rKGnPS9ySw3HF924ACuCxwjE+yaxz3VF1QV1YVnwmx/f3k/ozo5uTQkBPexGGWCY8i1vWLSqRY6fDhOSX/vvRN79uAmhmzIUrEQXtY69qAp87Zvrz1+HAnh3ijzzLAPNZn+7rvSFSfzI5t775S3cU1SlzHW/RMmQBpC8NVmZSFadelj7NcXFuZs2wZtChMSvbyyP/nEMHmg5fVbefEWJxomWe7ejTx34/FTJ4ICq9O54447Cq/7f881NjZ6eXm5KHh7exuvg9UOgUW6HNy1OWxKiAkiQfDgB/UDCSXLEUOZHX3nHRFMMvoZ0tLfI/1A+5XA8MmT4xYuhFjJ/fRTiCE8NKrTyNQtcvp06BgZpsQGCWiY6ZidbVBgAQEQNFFPPdX8Qqsi8vY+9BAUkjqnTd70VMc3JfUo5QXV2LlzkVbM7NlF33+ftXnzmfR0+ZdS+6dFQkJdrq0NnzQpZOhQeZFWXeoF9iJXmR9/DOuqEhK60ztAzoV+HGiX2fnxxx8/8sgj5eXlXZWBjqCf9kEI6U5crqmBthDZFNYy5UvWnsj//HOLi+9D39RkZECvGN7UUY6UZWDVafsylCldZSYDlAeVFfnVNdJwTJCn53E/v8OLFkFCZWzYAP0ka7BB7mg7lidzzirj4koCAoznbDUPvI4dC50HpYjMQHpClslrp+q/KUCenispKdix41xpadHu3dWJibLUcNGuXYbl0FJSEDMOgAo8um5dfVFRWXi4sWJz2BdcHAH9ONAus7NLVnLXCifKKiGEmCBrj12qroYskJdeWxU3olfknyKhLQ7NmVP0ww8QRiVBQdJZFa4s9hE5bZosXaa+eoL4z+bmJrzyCoSI9KtdHxuNgRJC/vO2b0ceEpWFbdXlNgKM/1BhzhzDYnuPPBI2ejSEoCy2IsJRnezVvDKw0jOn/omW/CfBoeeei3jiiZSVKw1/8DBmTPaWLdBkRd99F7dwIXQYZByU2Zn0dFk7zWI5yFiqbMhzd11ETT8OVC92aot+2gchhNgGKk1eV4R6cIqeG+gbSBmon9S33gp98EHDfy0onXkmb3FKd90B5a+cDP9P9eyzUE44Sx3QNLyIMHw4fmo+vaWjLsDozVB1QliA0ZuhUcoYK5TowSlTDkycmLx8ObKRrPx3xf7x4yHO1H9ugFSFKCwNDc3Ztg2FjJxXJyfjE1+r4uOz/f3VwOtW8pCGMiOw3THox4HqxU5t0U/7IISQbozM4zydmmr4n9CDB6F1crZuzdy4MeW11+pyc0+GhV2uqYGCNF5VR15+LNy1SyZyiVzL2769NCTE8JcAixfLX5cmLFkCFYV9KLDIadP2jR9vmIimdH2ZLLEmryCIolK7ykSKNf81Vkug/KeWrJqmDtHKiUne3oleXvlff53wyivY8r/6ytBhlpYGEyTD2CDC2jfN3/j05v+2Gjv28IsvGhZzXr8+auZM2J6xYYO8dtCq9tKPA9WLndqin/ZBCCGkfciENhkNlKldEB/FP/54OiUF0iRnyxYooUNz5mR+9NHBqVMLv//+6Lp1J/bswSd0Xu3x4yWBgdmffCIzxuQvL2UCmbxzIH1vamDzRDf1dVF5cUEZ35T1GrFFKH+Zemz9esOfOvz0k7yLWpuVBbF4NjcXsrIyNtbw1+w7dkgg8gk5lbt1K84NGTpU/pdd/i9LfUPCWOTJ4hrIUtGuXVmbN1cnJSHOU5GRMBMpVqekyH886MeB6sVObdFP+yCEENKFyMQs+cvL6uTk435+50pKZGU148DsLVtkDhzkFzb5t3v5NHlhU4Y+//mOgqKKZMKZ+t/wsiOi7Z9/QqCcnrB4seFPUWNi9o0fHz5pUuz8+YhB/uJzX8t/IciRcrq69Ebzew9TpujHgerFzo7jpPPxCSGE6AF1zRqZj4WvsjTamaNHMzZskMXAkpcvl3XI5KUEdSxSZv03j0i2vGspS9dGz5yZ/t57mRs3Fn77rWHktOV9CHXWl+zUZmZeqa/P2769YMcOmZQWNXOmIaFJk6C0DC+QKn95sn/8eP04UL3YqS36aR+EEEK6GefLyqCKqpOTsWFflsk4nZp65cIFmUSlBrZvMrss0I8kEKf6BwaIuTwysjYrSz8OVC92aot+2gchhBCiIfpxoHqxU1v00z4IIYQQDdGPA9WLndqin/ZBCCGEaIh+HKhe7NQW/bQPQgghREP040D1Yqe26Kd9EEIIIRqiHweqFzu1RT/tgxBCCNEQ/ThQ57YzJCRk+PDhN910U79+/Z555plqdRWQxsYlS5a4uLi4urr6+Pjgq+3wtqKf9kEIIYRoiH4cqHPbOXLkyODg4Pr6+oqKirlz544bN07C/fz8Bg0aVKCAHX9/f9vhbUU/7YMQQgjREP040O5jZ11d3S233CL77u7uEF6yjx0PDw/b4W1FP+2DEEII0RD9ONDuY+eePXuGDRsm+7169aqqqpL9yspKFxcX2+FtRT/tgxBCCNEQ/TjQbmJnSkrKgAEDsrOz5WuPHj0aGhpkHzs9e/a0HW6RG2zSaaYQQggh3Rb9OFAns9OivomIiOjfv398fLwawh4sQgghxAHRjwN1ejt37Nhx6623JiUlGQdyDhYhhBDigOjHgTq3nevXr+/fv39WVpZJuK+vr8W3Ba2FN7WxyvXTPgghhBAN0Y8DdW47zadG1dfXNynrXXl5ebkoeHt7G6+DZTG8iQKLEEII6Xz040D1Yqe26Kd9EEIIIRqiHweqFzu1RT/tgxBCCNEQ/ThQvdipLfppH4QQQoiG6MeB6sVObdFP+yCEEEI0RD8OVC92aot+2gchhBCiIfpxoHqxU1v00z4IIYQQDdGPA9WLnR2Hf5VDCCGEdBD9OFC92Kkt+mkfhBBCiIbox4HqxU5t0U/7IIQQQjREPw5UL3Zqi37aByGEEKIh+nGgerFTW/TTPgghhBAN0Y8D1Yud2qKf9kEIIYRoiH4cqF7s1Bb9tA9CCCFEQ/TjQPVip7bop30QQgghGqIfB9od7Kyqqrr99tuN66yxsXHJkiUuLi6urq4+Pj74aju8reinfRBCCCEaoh8H2h3snD9//tq1a43rzM/Pb9CgQQUK2PH397cd3lb00z4IIYQQDdGPA3V6OzMzM++6666LFy8a15m7u3twcLDsY8fDw8N2eFvRT/sghBBCNEQ/DtTp7Rw7duxXX33VdG2d9erVq6qqSvYrKytdXFxsh7cV/bQPQgghREP040Cd286wsDA3NzeZSmVcZz169GhoaJB97PTs2dN2uEVusEmn2EMIIYR0a/TjQJ3MThN9M3DgwOjoaPUn9TD2YBFCCCEOiH4cqHPbaa1jiXOwCCGEEAdEPw60+9hpXGe+vr4W3xa0Ft7UxirXT/sghBBCNEQ/DrT72GmyDpaXl5eLgre3t/E6WBbDmyiwCCGEkM5HPw5UL3Zqi37aByGEEKIh+nGgerFTW/TTPgghhBAN0Y8D1Yud2qKf9kEIIYRoiH4cqF7s1Bb9tA9CCCFEQ/TjQPVip7bop30QQgghGqIfB6oXO7VFP+2DEEII0RD9OFC92Nlx+Fc5hBBCSAfRjwPVi53aop/2QQghhGiIfhyoXuzUFv20D0IIIURD9ONA9WKntuinfRBCCCEaoh8Hqhc7tUU/7YMQQgjREP04UL3YqS36aR+EEEKIhujHgerFTm3RT/sghBBCNEQ/DlQvdmqLftoHIYQQoiH6caBOb2dqauqoUaNuueWWW2+9devWrRLY2Ni4ZMkSFxcXV1dXHx8ffLUd3lb00z4IIYQQDdGPA3VuO7Ozs2+//fYvv/zyzJkzxcXFU6dOlXA/P79BgwYVKGDH39/fdnhb0U/7IIQQQjREPw7Uue2Eotq0aZN5uLu7e3BwsOxjx8PDw3Z4W9FP+yCEEEI0RD8O1Lnt7Nu378qVK/v169e7d+8ZM2bU1NRIeK9evaqqqmS/srLSxcXFdnhb0U/7IIQQQjREPw7Uue3s2bPn9OnTKxSmTJkya9YsCe/Ro0dDQ4PsYweH2Q63yA026TSbCCGEkG6Lfhyok9lpom969epVWVkp+9BYffr0UcPZg0UIIYQ4GvpxoM5tp6enJ3SV7J86dUoVWJyDRQghhDgg+nGgzm3n1q1bp02bpg4RPv300xLu6+tr8W1Ba+FNbaxy/bQPQgghREP040Cd3s5Vq1b16dPH1dX1qaeeUie5NzY2enl5uSh4e3sbr4NlMbyJAosQQgjpfPTjQPVip7bop30QQgghGqIfB6oXO7VFP+2DEEII0RD9OFC92Kkt+mkfhBBCiIbox4HqxU5t0U/7IIQQQjREPw5UL3Zqi37aByGEEKIh+nGgerFTW/TTPgghhBAN0Y8D1YudHYd/lUMIIYR0EP04UL3YqS36aR+EEEKIhujHgerFTm3RT/sghBBCNEQ/DlQvdmqLftoHIYQQoiH6caB6sVNb9NM+CCGEEA3RjwPVi53aop/2QQghhGiIfhyoXuzUFv20D0IIIURD9ONAndvO/Pz88ePHuyhgB18lvLGxccmSJQh0dXX18fHBV9vhbUU/7YMQQgjREP04UOe2093dffny5TUKS5cuxVcJ9/PzGzRoUIECdvz9/W2HtxX9tA9CCCFEQ/TjQJ3bzt/85jd1dXWyf/bsWXyVfSit4OBg2ceOh4eH7fC2op/2QQghhGiIfhyoc9v52GOPrVq1qra2tqamZsWKFfgq4b169aqqqpL9yspKFxcX2+FtRT/tgxBCCNEQ/ThQ57aztLT0jjvukP+uwc7JkyclvEePHg0NDbKPnZ49e9oOt8gNNuk0mwghhJBui34cqJPZaaJvRowYsXTpUnUOFr5K+HXowSKEEEJIO2i/CHAqnNvOm2++uUvmYLXKdWhATMIR4mcSDhI/k3CQ+JmE4yTRDUxwdpy7dCCYVqxYIT1Yy5YtUwWTr6+vxbcFrYU3ad1QukfL7gZJdAMTukcS3cCE7pFENzCBSThI/NcnCafGuUsnJydn9OjR/09hzJgxeXl5Et7Y2Ojl5SXrY3l7exuvg2UxvIkCq5sm0Q1M6B5JdAMTukcS3cAEJuEg8V+fJJwalk6n0D1adjdIohuY0D2S6AYmdI8kuoEJTMJB4r8+STg1LB1nhS3bQWBFOAisCAeBFeEgsCK6HFaAs8KLx0FgRTgIrAgHgRXhILAiuhxWgLPCi8dBYEU4CKwIB4EV4SCwIrocVoCzwovHQWBFOAisCAeBFeEgsCK6HFaAs8KLx0FgRTgIrAgHgRXhILAiuhxWACGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgOQo3tGAcGBQUdP/99//617/u16/fzJkzT506ZX5iY2PjkiVLXFxcXF1dfXx88NV2OLGNxYoQqqqqbr/9dmury7AitMViRdxwLRZPZEVoi7XSTk1NHTVq1C233HLrrbdu3brV/ERWhLbYc0X06tXL/ERWRFdBgeVYmFw8DzzwwO7du2tqaurq6t54443hw4ebn+Ln5zdo0KACBez4+/vbDif2YNF5z58/f+3atdb8OiuiMzB3J62eworoDExKPjs7Gw8bX3755ZkzZ4qLi6dOnWp+CiuiM7BxCWzYsOHVV181D2dFdBUUWI6FjYunvr7+N7/5jfmR7u7uwcHBso8dDw8P2+HEHswrIjMz86677rp48aI1l8+K6AzsF1isiE7FpOShqDZt2mT7SFZEZ2DtErh8+fKAAQNKS0vNj2RFdBUUWI6FtYvn3Llzb7/99rhx48yP7NWrV1VVlexXVla6uLjYDif2YF4RY8eO/eqrr8x/YkV0Kual3adPHzxp/Nd//dfGjRt//vln8yNZEZ2BSUX07dt35cqV/fr1692794wZM2pqasyPZEV0BtZ8hL+//9NPP23xSFZEV0GB5VhYvHhkcP0Pf/hDbm6u+a89evRoaGiQfez07NnTdjixB5OKCAsLc3NzkzkK1m5wrIjOwGJpX7p0KTExEQ/cL730kvmvrIjOwKQiUHrTp0+vUJgyZcqsWbPMT2FFdAYWr4irV6/+x3/8R2ZmpsVTWBFdBQWWY2HNeZ89e/a111677777zH/i00lnYFIRAwcOjI6OtviTCiuiM7AxJlhcXGyxMFkRnYFJRaAwUYayD43Vp08f81NYEZ2BxStix44dDz/8sLVTWBFdBQWWY2HDnUBj3XLLLebhHF/vDGy/qmOxmlgRnYGNK6KkpKRv377m4ayIzsCkIjw9PaGrZP/UqVMWBRYrojOweEX89a9/jYmJsXYKK6KroMByLEwunqeeeiozM7OhoeHEiRMLFy60OAfL19fX4psg1sKJPdgzmdrkKyuiMzAp7SlTpqSnp1++fBnXxYgRI1544QXzI1kRnYFJRWzdunXatGnqEKHx7B9WRKdifmsKCgoaMmSIjSNZEV0FBZajYLGD5Ntvv/3LX/7yq1/96vbbb587d+7p06eNj5edxsZGLy8vFwVvb2/jNU4shhPbtNpTZU1gsSK0xcYV8etf//quu+5avnz5xYsXjY+XHVaEtli7IlatWtWnTx9XV1c8B1qc5M6K0BZrFeHp6blnzx6Lx8sOK6KroMAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAcghCQkKGDx9+00039evX75lnnqmurpbwtv5Jp7V4zLE4ibuDp9sIJ4QQQnQFHaFDMHLkyODg4Pr6+oqKirlz56rLMbT1TzqtxWMNEyXUwdNbDSeEEEJ0Ah2hw1FXV6cuKNqRBeKM47GGDSXUkdMpsAghhOgcOkKHY8+ePcOGDZP9jvzFgXE81rChhDpyOgUWIYQQnUNH6FikpKQMGDAgOztbvrb7TzpN4rGGNSXUwdMpsAghhOgcOkIHIiIion///vHx8WpI+3qwzOOxMSfdnmy06XQb4YQQQohOoCN0FHbs2HHrrbcmJSUZB7ZjDpbFeKxhroQ6eLrtcEIIIUQn0BE6BOvXr+/fv39WVpZJeFv/pNNaPNYwUUIdPL3VcEIIIUQn0BE6BDeYUV9f39T2P+m0Fk+rKWpyuo1wQgghRFfQBRJCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxvx/Eoksw2rr4I4AAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |