Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit339-04-20020908_175100_20020908_223600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/08 |
Start Time | | 2002/09/08 17:51 |
End Time | | 2002/09/08 22:34 |
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 | | -11.85 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit339-04-20020908_175100_20020908_223600-constBx0 |
Minimum Dst Value | | -76 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzozNDoxMSBFU1QgMjAxOO6ygE4AAAGbdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiR2VvdGFpbCAocGxvdCBvZiBJQl92ZWN0b3IgR1NFIGZyb20gY2Rhd2ViLmdzZmMubmFzYS5nb3YpIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA5LTA4VDE3OjUxOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wOS0wOFQyMjozNDowMC4wMDBaIiwgImxlZnQiOjEwNCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJuVCIsICJtaW4iOi04MDEuMCwgIm1heCI6ODAxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiMC4xblQiIH0KICB9CiBdfdOtq1cAAAAEZ0FNQQAAr8g3BYrpAABdZklEQVR4nOydCXQVVZ7/Fez/aDvDJDbdtrbr9HjsOX2cmebMMMREQUAwgKCICIKyKA0iLQiGBMKiKIoiTKPQpI1g02KLTTeCZIfsG2QjG9nISjbyEpKQsCVA8v+mfqTm8TZeksryXn0/p06d++67dfe691u3bt17SzshhBBCCNGUW/o7AoQQQgghzgYFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFiF7fcYvlm2bhx48SJE7t3bU9ISEh45JFHesNnZ2Xg5FhvxEFzPwdOdmmOp6fnRx991N+xIM6PE948hGiI2sFY7GnOnz8/dOjQgoICOz3REA8PjwMHDmjurRMzcHLMIQTWwMkuzcnNzf3pT3968eLF/o4IcXIosIgjUV1dvXjx4oceeuhHP/qRq6vrM888ExgY2D2vutohWXT/5z//efLkyT0Pqxu945AhQy5fvmzDq1s6ufXWW+++++4ZM2aUl5d3NZQuoUkfb6OIGxsbfXx8HnnkkTvuuAN/TZky5ejRo2rQJpj7bC3H+h6HEFgDJ7t6A09Pz2+//ba/Y0GcHAos4jBUVFQ8+OCDK1asyMnJwdNnXV3d4cOHx48f3z3fNBFYL7744tdff93zsLrRO1q7xHzI7dq1a5WVlcg3Dw+ProaiSZTsx3YRw7BgwYKCgoKWlhaDwfDdd9+NHDnS/qAHztsuhxBYAye7eoOvvvpq5syZ/R0L4uQ48y1EnIz58+evWrXK2r+QEe+///5DDz3k6uo6b9688+fPiz2ewpcuXXq3AgzyUG4+1JGfn//CCy/cddddeHB//vnna2trxd72K8KHH364sLBQ/Qk3H3/88c9+9jP48+abb0IHmFxrZ2SM6eol1iLc2Nh4xx13WMy6s2fPDh06tL6+3tgGqYCNtVy9cuXK2rVrH3jgARcXl08//dRilCzGXFxu3br1vvvuu/XWW01iYruIEX+kwuJf9khY4+iZxMFGVP/whz+glP/f//t/v/71r2NjY9ExP/LII7fffvuIESNyc3PNAzLPGYCasHjxYtQK+P/JJ5/YrnW//OUvs7OzxcGf/vQnMcAG9u3W67m1umcM0rVo0SKJBhyr0Th69OhvfvMbJArq1t/f3zy7LCbKJHt37tyJyyVnsrKybCTQYog2HNuTBPMStFGrYYZMl/wkpPegwCIOwz333IMm2Nq/W7ZsGTNmTHFxMRrQ2bNnL1++XOzRMYwdO7Zc4amnnlq3bp3Ym3TJ//7v/x4REXHx4kV04UuWLHn99ddNnFnswtHlX7hwQf0JNwirQgGGd9991+RaOyNjTFcvsTiCVV1d7e3trY73mINOa9OmTerPjz76aNmyZe3Wc/WDDz4YNWoUxCXsxaV5lGzEfMqUKZWVlebRsF3Enp6e06dPj4uLM58909URLJM42IjqxIkTkUzomI0bN/7TP/3T5MmTi4qK5KfF/LSYM+vXr5eKIf6rMbFY6yDFoOpggGOE2NTUBPOOHTsgm9qtl4i1umfMmjVrkIeVCuPGjVOjgWz/29/+BlFSVlb22muvmWeXxUSZ5O1zzz1XUlKCnHnvvffc3d1tJNBaiNYc25MEiyVorVa3K7MnrT1vEKIVFFjEYbjtttuMe1aT8ZJf/epXeXl5Yj5z5gyejMX8L//yLydPnhQzHqzVx1YbXfK5c+fuu+8+E2cW3eMR3ERgqWGpQw7G13YjMl29xDjCxri6uqrjIubk5uY+8MADV65caVeGKx566CH0fO3Wc/Vf//Vf1VEK86BvGvPS0lKL0bBdxCgX9KP/8R//gWyH5++88446oHWLGTZyxjwONqJaVVUlZhQ0fkKqqj8t9tAWcwYeGvtvMXpqrTt06NBLL70EA8TBT3/6UxnggbL84Ycf2q2XiLW6ZwySqY66wbEajfvvv/+zzz47ffq0sWPjSFpMlInjm+aM8W1lMURrju1JgsUStFar2ymwSJ9AgUUchp///OfmwxtqC4vm0rh/HTRokNijM7506ZKYYcBPkwuF5OTk0aNHQ4XI5YMHDzZxZrFTfPjhh0+dOmUcGdth2RkZY7p6icUIGwwGX19fJNBaKO3K+NC+fftg+Pbbb19++WWxtCdXzYO+aczb2tosxsF2EavgcmiIOXPmqAtkdGMEyzgOdmay7Z/mXlnzX73QYq1rbm6GLIDhscceCwgIePzxx2GGjbwNtFYi1uqeSTTUt5/G0UhNTX3uued+8pOfPPLII0FBQeaps5goe3LG2m1lMURrju1JgrUStFir25VXhNBkNlJESM+hwCIOAzpUHx8fE0u1hX300UdLSkrMr7I2OGEyAQj2e/bsOXv27NWrV3E2lykWe9MXX3xRnSXTfuMoAgz2j2CZz0a6afy7JLBAU1OT7Uf20NBQNzc3GEaMGJGWliaW1nIV/aL5kIZJKroxXGe7iE1oaGj4p3/6p5v6adEf+wfbbMTEYqAWc8Z4BAvSUL3QWq0bNWrUd999N3z4cJhxPnjw4FNPPSV/WSsRa3XPJJkWh38EKE7oOWhc89RZTJRJ6BZ/WkugxRBtO7adBGslaLFWtyuT3GfMmGEjRYT0HAos4jCUlpbee++96idm9fX1hw8fVlvY3//+92PHjsVfLS0tmZmZ8pIF+Pr6qpMz8Hy8Zs0asf/pT38Kx6rnaOW///57PBwXFRW98MILdgqsP//5z5MmTVJ/ws24ceNkHgwM5vOl7IyMMdYu6ZLAqqurW7t2LfoYi5eo/PrXv/78888RnGpjLVc3btwIEYC8Mp6UY5KKrsa8/WZFPHLkSMiOM2fOtLa2FhcXL1y40NPT86Z+mueMuXs7o2qPwLKYM8h8tWIgIPVCa7Vu06ZNv/jFLz777DOYt23bdt9993388cfyl7USsVb32m+sfuoEpvHjx6v2kBpQJ/AQcgf5b546i4lqt3533DSBFkO05tieJFgrwXZLtRpMnDjxm2++MS8+QjSEAos4EmVlZfPnz0eLfNttt/3kJz95/vnnExIS5K9r166hQ/rVr371D//wD4899hge+sX+0qVLv/vd7+TzIhjU9whbtmxxcXFRG+jAwMBHH330Rz/60QMPPAB/7BRYFy5cGDp0qPpW65bOL7lcXV3feOMN44/RuhQZY6xdYo/AUrnrrrsmT55s/MGjRfz9/QcNGoSHftXGWq5C4qxevRodP1K6detWi6noaswFG0UcHh6Onwjx9ttvf/jhh998882zZ8+aJ1awkTPmcbAzqvYILIs5I9++wQZ1w/grQmu17sSJE0i+wWCAuaamBub09HT5y1qJWKt77TdWv9/+9rcSjQ0bNiBcsf/2228RDeTqb37zm4iICPPUWUxUux0Cy1oCLYZozbE9SbBWgu2WanVeXh4XGiV9AAUWIT3iww8/nDBhgpjtGUchZCCQkZEBkdrfsegR3U4CblhulUP6APYHhGgGBRYZ4Cxbtqy6urq0tHTMmDFvv/12f0enOzhBEohOYH9AiGY4hMAyf5vmENEmmvD73//+vvvu+9nPfrZgwQLjFUYcCCdIAtEJbFgJIYQQQjSGAosQQgghRGMosAghhBBCNMaxBVZRUdGkSZNcFGDAT7Fva2tbuXIlLF1dXX18fNQlm63ZE0IIIYRoiGMLLDc3N19f3waFVatWyYq9wM/Pb9iwYcUKMKi7tVuzJ4QQQgjREMcWWD/+8Y9lq/l2ZXNQ/BQzlJa6vxUM6tbu1uwJIYQQQjTEsQXWtGnT1q1b19jY2NDQsGbNGvwU+yFDhtTW1orZYDC4uLjYtu8qFj90J4QQQshN6VnP7zA4djorKioefPBBKTAYKisrxX7QoEGtra1ihkHdld2avUVYPwghhBBt0U8H6tjpHDt27KpVq9Q5WOp2nn0wgtWziBNCCCF6RD8dqGOn84477uiXOVj6qR+EEEKIhuinA3XsdEIwrVmzRkawVq9erQqmnTt3Wvxa0Jp9exeLXD/1gxBCiINy4sSJ119/fejQob04ncoIFxeX//qv/9q+fbvtWOmnA3XsdBYUFDzzzDP/rODp6VlYWCj2bW1tXl5esj6Wt7e38TpYFu3bKbAIIYQ4F7/61a8+/fTThoaGvgkOAR08ePA///M/jx49asOZfjpQvaRTW/RTPwghhDgo6KquXLnSx4GeOnXqoYcesuFAPx2oXtKpLfqpH4QQQhyU/uqqbIernw5UL+nUFv3UD0IIIQ4KBVb/opd0aot+6gchhBAHhQKrf9FLOrVFP/WDEEKIg0KB1b/oJZ3aop/6QQghxEHpeVelLsFw66233n333TNmzCgvL+9huPrpQPWSzp5jsuBHf0eHEEIIsYUmAksM165dq6ysXLFihYeHRw/D1U8Hqpd0aot+6gchhBAHxUZXVZea2piT01UfGhsb77jjDhgWLVq0e/du1X7Xrl2wsSfcm/7rTOglndqin/pBCCHEQbHWVVVFRBwePhzHTTWW8QhWdXW1t7f3yJEj8bOlpeXJJ5/87rvvYN63bx/Mra2tNw3Xnn+dCb2kU1v0Uz8IIYQ4KNa6qvKAABFYtUlJN/XBGFdX1+zsbPnrzJkzDz/8sI+PD84w2xOuPf86E3pJp7bop34QQghxUKx1VW1Xr0JjVUVEdMkHg8Hg6+s7evRo1WbdunVw8Omnn9oZrj3/OhN6Sae26Kd+EEIIcVA0nOQuNDU1yRwskJ6eft999x04cOAXv/jFqVOn7A9XPx2oXtKpLfqpH4QQQhwUbQVWXV3d2rVrR4wYAfP58+cfe+yx6OhomH/44Yff/OY3Fy9etDNc/XSgDp9OiOhx48bdeeed9957765du8Syra1t5cqVLi4urq6uPj4++Gnbvqvop34QQghxUDRcBwvcddddkydPLiwshP2rr776xRdfqM62bt06b948O8PVTwfq2OnMz8+///779+7dW19fX1ZWNnPmTLH38/MbNmxYsQIM/v7+tu27in7qByGEEAeFK7n3L46dTiiq7du3m9u7ubkFBQWJGQZ3d3fb9l1FP/WDEEKIg0KB1b84djrvvvvutWvX3nPPPXfddderr77a0NAg9kOGDKmtrRWzwWBwcXGxbd9V9FM/CCGEOCgUWP2LY6dz8ODBs2fPrlGYMWPG3LlzxX7QoEHqomcwwJlte4vcYpNeSxMhhBCiARRY/Ytjp3PIkCEGg0HM0FhDhw5V7TmCRQghRM9QYPUvjp1ODw8P6CoxnzlzRhVYnINFCCFE51Bg9S+Onc5du3bNmjVLfUWofia6c+dOi18LWrNv72KR66d+EEIIcVAosPoXh0/nunXrhg4d6urq+sorr6iT3Nva2ry8vFwUvL29jdfBsmjfToFFCCHEuaDA6l/0kk5t0U/9IIQQ4qBouNDorbfeevfdd8+YMaO8vLyH4eqnA9VLOrVFP/WDEEKIg6LhVjnXrl2rrKxcsWKFh4dHD8PVTweql3Rqi37qByGEEAfFRldVV5fa2JjTVR8aGxtls+cnnnji22+/Ve3Lysruuece/HvTcG/6rzOhl3Rqi37qByGEEAfFWldVVRVx+PBwHDfVWMYjWNXV1d7e3iNHjsTPkJCQf/u3f4Ol/Pvaa69t2rTppuHa868zoZd0aot+6gchhBAHxVpXVV4eIAKrtjbppj4Y4+rqmp2dLX/993//9zfffANDQUHBfffdd+HChZuGa8+/zoRe0qkt+qkfhBBCHBRrXVVb21VorKqqiC75YDAYfH19R48eLT8PHjz46KOPXr16debMmZ999pk94drzrzOhl3Rqi37qByGEEAdFw0nuQlNTk8zBaleWPXrssce8vLweeuihlpYW+8PVTweql3T2HO5FSAghxIHQVmDV1dWtXbt2xIgRqs2+ffvg4Msvv+xSuPrpQPWSTm3RT/0ghBDioGi4Dha46667Jk+eXFhYqP67f//+Rx555MqVK10KVz8dqF7SqS36qR+EEEIclN7uqp599tm//OUvXQ1XPx2oXtKpLfqpH4QQQhyU3uuqrl279sc//vGxxx5TV2qwP1z9dKB6Sae26Kd+EEIIcVB6r6uCzw899FBycnI3wtVPB6qXdGqLfuoHIYQQB4WbPfcvekmntuinfhBCCHFQKLD6F2dIZ21t7f33329cZm1tbStXrnRxcXF1dfXx8cFP2/ZdRT/1gxBCiINCgdW/OEM6Fy9e/OGHHxqXmZ+f37Bhw4oVYPD397dt31X0Uz8IIYQ4KBRY/YvDpzMnJ+eXv/zlpUuXjMvMzc0tKChIzDC4u7vbtu8q+qkfhBBCHBQKrP7F4dM5YcIE2W/SuMyGDBlSW1srZoPB4OLiYtu+q+infhBCCHFQNFxo9NZbb7377rtnzJhRXl7ew3D104E6djrDwsKGDx8uU6mMy2zQoEGtra1ihmHw4MG27S1yi016JT2EEEKIRmi4Vc61a9cqKytXrFjh4eHRw3D104E6djofe+yx2NhYMXMEixBCCFGx0VWl1qXmNOZ01YfGxkZ1s2cbgw4UWIJjp9PawBLnYBFCCNE51rqqiKqI4YeH47ipxjIewaqurvb29h45cqSJmy+++GLSpEn2hGvPv86E86TTuMx27txp8WtBa/btXSxy/dQPQgghDoq1riqgPEAEVlJt0k19MMbV1TU7O9vYwZEjR37zm980NTXZE649/zoTzpNOk3WwvLy8XBSguI3XwbJo306BRQghxLmw1lVdbbsKjRVRFdElHwwGg6+v7+jRo1WbkydPPvLII6WlpXaGa8+/zoRe0qkt+qkfhBBCHBQNJ7kLTU1N6hysmpqaRx99NC4urqvh6qcD1Us6tUU/9YMQQoiDoq3AqqurW7t27YgRI+QnDH/605+6Ea5+OlC9pFNb9FM/CCGEOCgaroMF7rrrrsmTJxcWFpr/xa8ILaKXdGqLfuoHIYQQB6W/uioKLEEv6dQW/dQPQgghDgoFVv+il3RqS7/Xj7Nn0+vrsyz+deXKxXPn8mG4fLmubyPVTS5dqsG5ubmkpaWhtjaptPRAU1NxcfG+8+dvviEDIYQQa1Bg9S96Sae2dKN+XLvW0tRU2JNAoT8qK8PCw6ekpq46fHg4juRkr4iIqRUVIXl5frW1yVVVEWfOxBw5Mgl/JSQsxjk2dn5MzJyEhEXFxd+lp28wGI7l5u6AOGtruwoPIWVgCR0DQSY2fcmFC1WQU5mZmxDPuLgFOAcEeEi6wsIm4hwZ+WJGxsbCwj2IcHl5ADKwj2NICCEODQVW/6KXdPYckwl9kZHToXWysj6BIT//y6iomdnZWw2GxJqaOBErjY05x44tLSz8GiImLW19RMQ0iIaTJ/8XWqG5uQRywYZiuHLlItQY5EVVVSRkEI64uHkBAW7h4c+LBDE+QkOfwTko6En5GRAwQrEcr5gfv9Flh2VIyJjw8MmQL2IpBvgPfVZXl4pwKyqCm5vLINoaG3PFsr1j68YmRBgJRNxwII1IIFwWFX0THDwS+YDkQwxdvlwH9ziXlR26dKmmvj4LQgoXQsbJ5fX1GWFhntHRswIDPZQoPY1zcPBTxpEPD38O5yNHJhpHPjFxCWJeULAbHiICfVfwhBDimPSLlKmtrf3Hf/xHGw4osIgtUD86O/4RIlmMpUBu7h+ysjYnJCwytoQ8wvno0cmKnhgVFvZMaOi42tokaBQTpYUL4Tg6+mVjhSTKIzZ2Dq6CmoFKq6wMg247cmQSZJwy6uMpLk+d2gOtU10dmZzsBfUD5RcTM+fo0WcVFTVfcTm+c6BovKpmVH0WGOiuxHOSEs/RYgl1CD0UF/eamJHesLAJ4lIUkpjVCIsQlLE0pCUkZCwMMTGzzWVTWto6xFMG4aDJIO+gUGWs7vTpw7gWcZCsQ6YpWT1aMhyXlJTshwSEqjt37lRx8T6ot5ycbciTCxcqIPL6fkyOEEIGFBA6ubm5fRzosmXLpk2bZsMBBRaxBepHUtJyKCHoA3T22dlbcFYVVVBQx9hMVNTLUAYQN5BE+Le0dH9Gxsbk5JXGakZEQ2LiEmiRzMyPoCpwiJ6IiHhBUSpTxGV29v8ixEZL+0ZBSUBPXLlyEdJERpssurlwoQpnSLrm5jJEFb61tDTCUobKcnI+71RI7qKi1Fd16gFRaD7alJz8DjQcIo9oy7WqPlOVnPH4GQRWfPyClBSfmpr4oqK9tseiZPQLqa6qiigp+Vt09Ozjx5fdGKXxxuKyM/QOFXvs2LLS0gMynNbcXGK7QEWNwSUnfhFCnIa5c+fOnj27ubm5b4JraGh49913hw4dmpVleYqwQIFFbGGtfkDiVFdHR0XNUCTRVlEPxm8DW1ubysoO1ddnpKWtT031lfEYE32QkfEBJFd9fRakj7yJ6+HkLXtAQBAxBkMigisvD4D2grmlpQGW0GR5eX7Hji09cyYmN3dHbW1icrJXZuamhoZspEVNGsQQUofkFxTsbm4uhrg5d664sHBPRUVwcfE+uBd/ZAJ+t7l0qQZeFRR8KTJUht9EjELwQcMFBnqIEJRchTMZXTtx4l2o2Ly8PyJvIYihKSEx8/L+AAkr+hhSWPzEz7i4+ShKyDK+iySEOC61tbWjRo26pa+47bbbPDw8Tpw4YTtWFFjEFrbrBzSHnTICzkpK9peXB6KbT0paIQKr9ma7b5J25atDZJRIOsggyMHz58shE2EDjZiTs+3kya3qm1ll1PAJ5d3iU8ZattNyrLGlCDJ5vxkaOi4j48OUFJ+GhpOQjFCcMn/OnhgiMhwPI4QQEyiwiC16qX7U1aWePZveGz7rEOgbaC/oIUjYvDy/nJztUEuZmR8HB4+UDxRCQsakp78Py9zcHXFx87OyNsNlfr7/iRPvQZbFxs658f1mhwiLjHxJtBfUcELCImgveIILw8I8k5O9KivDIMIaG3MLCnZfvFiFUOA4JWWVqDT4rHwRmYFzU9MpnCEEoQtR4ogkroVuu3Chql35XBQysb/zj/QKWfVZmzI3JdQk7MjdcaD0QE5jTnR19FXOFyR6ggKL2EI/9cP5UN/62f6K89KlmuzsrSUl+yCeoKKOHPFUpNWz5h8umHziIF8GJCS8Kf/KRwBGlzyuzBJ71ng2m0zFi42di3N09MuBgR5QgQUFX6Wm+paXB6ak+JSVHTp2bCkMzc1lUI3QjrJ4GNGEFus1QaRPUm1SvjImLT9xbmpt8s/3h0IKqwyDVGpoabAzrCnhU4YfHj46ZDTOOEYEjMB5V8GuiKqIJqpqog/004E6djqD0ZuNHn377bffc889r732Wl3d9aU129raVq5c6eLi4urq6uPjg5+27btKL9UPNPQ22nrSL0DNQG9duFBVWnqgoeFkRsbG4uLvoqJmHjky6eTJrRERU/Pz/4ifycnvdM6775Bi0EYVFcFwXFKyH25kVEz5oHKMoqJmKi7HGauuI0cmHLaysob6kaZ8PyGfc0JyQSOmp29ISlpOvdVVSppLZkfPfjPxzdfjXx8TMsYvz29+3Py9RXuXJy3fmLHxaOVR2Pjl+3kEeixJXCJiaFb0LLh878R7sHw97nWxlMM31RdHoiExtS61pPOLin3F+yCncIZygiZLP5t+qOzQiqQVcP9KzCs4PxH0hFz+7NFnxRJhbc3e2q8ZQ0ivQ4HlGDz99NNBQUHNzc01NTULFy6cOHGi2Pv5+Q0bNqxYAQZ/f3/b9l1F2/qB9jegPCDmTAyabxwlN/vkjQwEzJeBaGoqPHs2vaWlobo62nx4DBro8uU6HDU1cVevdnzyCXNlZRgMMhWvri4lLW19eXlgVtbm3Nzt8oZR1uCIi5sP3Xb06LOdS2OMV8a9Rp45EyPCKyvr47w8P5nyhaAzMzelpPhUVoZCftXUxEPnlZcH4EAoZ85EwbKHnxoMQKBgoG9sDwLBwe6C3cdrj29I3wCdZKyQxoaMxdk90N3Y8umQp3F+MuhJY8unQp5SLUcEjHgyuMMwPmx8x7hUcMe4lFuA25f5X27O2iyyCZYQZJ5hnnL5V4Vf5Z/LR2xxmyO2EGRQXTOiZuCvcaHjxM2ugl17CveUNZfhr7rO/RiqLlRlWdm8gRDHggLL8WhqarrzzjvF7ObmBuElZhjc3d1t23cVk/rRcq0lrDKs/Hw5mks04mgKgyuCL1r5AE3s0bziQDsLx2ju0aqOCholzes7Se/g2TqpNgm+WfOEOD0QcLLZkYxOiZ6DgINIqqlJkClfEHPh4VNCQ8fJi8jo6Jehw2R8S53Cj39vnNffIdFiYuZkZ2+tqoq4aTQQRGHhHoPheFLScqi9buy/hBqOei5He2f91wTcd6JUcPetSlmFe2d65HR5bYfbZ1/xvr2Fe/HEsjV7K2QK9AqkD9yI1oE9HM+Pm/9Rxkc4b8rchH9x68Eewkhe4UGEzYmZs79kP4ROXE0cNNOC+AV7i/bCEjYIF942tDRAMMkt/FLUS8ZSbHHiYmimNxLfMH4biMvNE4KmA7E9fPrwyOCRUyOmivsJYRNwfjn6ZUTPO9lbIr89ZzuikdOYw5aBOC4UWI7HwYMHR40aJeYhQ4bU1taK2WAwuLi42LbvKqgfaGRnRs2MORODlvH99Pc7FFLwdYWENhrn9Wnr1RkbONAi+6T4fJH3BR5nX4t9TVy+EPECzrNjZsvjMvxBQy9/TT46Gecp4VPeTnrbK9kLDSva2eS65IiqCDTr3ZgVKy8fa5TeGo/OfBfpHEB4XbvWEhU1U/3yUURVSMiY6OhZ3xweHh//+rewUd4/KvP0pysLW7woc8hiYl7FtU1NxbK1ZWNjjjpHDQoMck1WdwsMvP7iEvLu0pXmdksDeCbgSWNbzrYtWVtE90DW4FgQtwD1H/cC6iEqIbQCjoz6DNxEUCpZ9VnNV5r3FO6BCoHmiK6OVl+aq7cSKj9scBdAQkG+QIXIGNKUo1PUMSRVzciY0OMBj0OdjAwaKS7nxM7BeVHCIpMIi2SR4BBKehc/N0GE4QPUWGB5oISLp6x2RV/6pvruyN0BVYRo275z4QNyRrTUs0eeVeWgekgC0SxAiuExLOpMFDKT97JDACHOaXYCBZaDkZaW9vDDD+fnX3/xMWjQoNbWVjHDMHjwYNv2FrG94Ie0d2i1cX4u/DmcPYI8rr9ECO54iTA3di76kjePvYnWcNKRSfL2YVzIOOPmEk0/zm8ff1seiCVcNMdoPWWWBnwwdi8vHdDmwkN4W2Nz5g3uZxlaw8P3ksQl8BMKryNiMR0RgwrEYzEel9EfoPVHd4LGvfdaaulX7J8L7NCoyTROr5q9sIQBhYIueWv2VmT+30v/Djl+4uwJdM/ST4uwKOxc/wy5J+V4oPTAhvQNcCOvmVTPW1ubDIbEgqojq8M8/3TszfVp694+vmxh/G9R3EuPLXULGPFi5LTVx1csS1hUC2XTVFhYuGcXBFbIWP/Dw/0ODw8Km+CvDGvBMvjIpNzc7VBX21EzDw//OnTce4eH7wp56p3QsW8HP7UgzPPxw8M3x857J8Dt67h53yR7/TnpnajTAZtTV6XVpiAtSZ2LjEjV9TziqdZz9ZDniufDn5efcuO8FPmSOmyj3llvJLwBf1YkrZAKD6HW8UCiuBzT+Twjnr934j2/PL8/nfqTWMr0pneS30ENl2lPonhSlZV4ZfC49yoASrC8Byt0QJMhnri7UdyR1ZGQa3i4CqkIgfSUCWHqKJccf8j9A2pOnYNs7m4byNAco+WUcQt0o1HaXbB7QfwCrd6oom0stL4SISo8yhrKyXaJoyg7anXwyDcT38STueqhvPFAm1ClfEFsEQ3rKjLT4thnH3/HSoHlSERGRj7wwAPHjx9XbfpgBGte3Lw5MXPk+XJ1ymrcP+jz8MyNh9SCcwVo7946/pZxIygi7MOMD3Hn7z61G4/sOA6ePoieNd9sQoy8OkR3BfUjXYv0NBBtxi8T3zr2FrqcpBvXzQooD9iUuQneqo/16qE+0Jtbjgkeg5sf5uqL1dYmgeHmRHMgD9nyKCZnuWMRYRkYQ0ODth4ZggbOK9nrk6xPXo9/HT5Dz4maRKYh61alrMIj+KHTh6AYkG+bszbvLdqLS9ALwhPxCmbYiCUiBj9xVi2hOSouVMg8FemQTCIsEUP7CJdVF6tweVFzERpfBAcbBJdZn4leOa02DTn2XfF3aPiQ21tObkGuflv0LSzhOXo1yCC/fD9Y7szbiTi/e+Jd/AW1mliTiMtPNpyEn/E18Thvy9km5e6f749O0S3Abf2J9chY9PQywQ5BwFKmSD8d+rTxcAuCFkspCJEaK5NX4qf6mkmOaRHTcIb/7Ur7jir31amvED3pfUccHiHORNOPDx1vfO1HmR8hw5FG5a/rcn+8cskLgR0VY8zh4TNhRmeg1JMJyjwkj6Drk5P+Rx4hDv8Pzm7/95ygVCRF07gHPI4MQf8hn8u9n/E+Hhi+L/se2dUxgpv/Ber//Nj5Ej1UaaRORnxlyFaEETJEIv9M2DNq/qjH2EA3icOKpOXwPLshGyWrjg1Id4jKgLqqynrULtxNDroagnG0YUZzgQQuSliEeigZIq0QMrYfI6kJuIslRdKmociGK8Of8i9uLphRrNYuR8uDWifyHQcan55HCTeX+JbbmCstj/G/aMOHK7PuZHAUrYo1fxB54zq87eS2jhmBp3bLjSC1/cv8L3FvIggkpPlK8/Kk5WgnN5zYgHsEDQ7aBIgzsbShxmyAmwKewDd0Q8hJNG5opkIrQ2FGvvXkkaCrUGA5DPv27bv33ntTUlKMLftsDha6dtxUFp+x0NCjC9yesx33Oe4KuLQ94GQNdfKKvB/BLY3WBx7ikHv1t/G/RRDfl36PbmZ/6X55vyDdqgwD4EBbjMj8reRvHS7Lvsftiht+depqdOrSK0tPNrxzYi+aNriJPRMLA4TI0mNL0Yj/VhkReT78eQSBrvHFyBdxhriE5ZJjS8RSLhcFYNK1y+xg3N43dJbK5GIZ81O70tfiOl6hQpYZuxT9IWdJI46JRyaq4hWhQ/XCAR7oIYOQQNjIXx0uwzpcTjo6ydhPeeGipv26XFB0hkRMPaQFFCmgHvJSeMKRCcYiQOL2auyrYhAVpYqe6z2iMq4DUYsY4pCByVnRs4yDMH7JpXouF8oABlxCW1yPniKARJONDhmNbMGFUF0obmh0qJA/nfoTcgaWomCkaFRv3ZUkP61MPPofRTwpOdDxE4pQUipRXR0774WgJ9+K6YjqU53Dq08FdFwyWRFkT3VeHlcdlVwV2a6s7tYKuaws7pWeviE0dFxwxgevh4z5Iumd4qqIipqE0+dO/VCwO7c+84PjS6PKA9HQ407JacxBVUfrj+5kW+bGWQGPzwt0X3d4+Bz0Q0cnrz08/LvomfAtK2uzneu+OiUQW+inpYzQ+0IN2BhrGfioauajjI/QvkFEyn0t6ln+QltkfAlqizySwYzHWnEDxYCr/lb8NzxtWtQiaEjR7iEIeQZD02o+4RWPYWhGZNQfx8dZH4sBzw+qzIJAMb6v//fk/yIyFsfpESLa0sPlh5Eo3L8yXvt8xPPGrZk01/JULK2l2hyhrTAOaGHCQtz+aPDtz1v0R2gKrrctSnMkX2aoz9to8HH0zSdWFFiOwZYtWx544AHzzSx37txp8WtBa/btXSzyAVI/1qetR5cp703kPlTlAuQF7hY0vnE1cbZnk6BxgWJDlwbfZK6ueu/JY5l6SK+sLuHT2Q13CJEnAp8wthTdAykGOYV+XeTddyXfoUVDr4lHbe8Ub7QREG1vHesY70EnKnJH2poxoWOGG81pG34zgSWW6iEaQp2OM9xIYEmL5h5wfTzmuaPPqcoGObkyeSXihnxDtNekrpF8QEuN4KBR0KJtyd6COC893iE38XNq+FRVgsjHYnD5ec7nSCbyHM09DN8Wf4tmGjobeQufkXyInsTaxD2Fe6Ah0BbLN/wy/of+4FTTKbjcnLU5qCJoa/bWg6UHcTkcSzmKS3Si8AqlBh8kIb879jtpcOEGfsKZuegXSyRwuPJCDZ6jP8PjAa6Kr4mX2oJwOz5qi3zpxYgXTp071dHrXL2IPkNeghj3HAgINgnVUbFVR04bjh9K/+DkyW3b0TV2dgxblXn3sbHzZAWKwEAPHJ1TxG5YG0xW0o+MfFE+kExKejslxUeWWq2piYuJmaMugXHixHvJyV7nzuWfP19eXLxPLHNytufkbNPzQhXovFFGqHgiR+RdIYoVt1WEHd8xoJRRGVATcJNKrUA97JfRPgSKoFED5QZfGL8Q1RI1X/7FfYGb1DhFqM/yQCLjOrjLIL9gRs2EWsI9K42DeVrw0Di8cyQJTeWatDXDjYbKBGmUkJ/fFX8nA97DjZ6gVqWuQmS+LvwadzRuHNzs0E+4VYebDSVCqOGWT71xl1gZ350bOxfe4nKccTkkMizx4CoBzYiaAWfbc7ejhdlVsKtjNCt9A86wlCYODhB5xA2ttwgj45TKewC0FYghkilNnLzc+CD9A+TbsuPLlMeqp2GA3JTW3nxuYm8wQDrQPsCx02k+NUp2tWxra/Py8nJR8Pb2Nl4Hy6J9u2MKLAG9L24MubdxpJ1N68lgL1q3jRkb16WtkxZHmhh5nXek8ohfnl9KXQpaYQQKM9qyA2UHcHP+vfTv6JthiYYG9zAe8tC+47ZHM3fTllqeuaEb4FjeBqLJwH2Os/ErwooLFRZfEcKytLl0d8HuyKpINGRogBB/KKTPcj5D9GR6meoSfY+oSfnoHSGidZPXmuaKBG2WNFLmQ48iVvCXXA4/4bNFl72NvCK0vzuEy94b5GhuLqmrz3zv8AgcPyh7gR85MlFdvgtHUtKyyMjp0EPBwSPj4xfduPjqZOPFVyuUGeLx8QtkMn5KyqqMjI3Gg1WNjTnwJDR0rCzoevz426mpvta+i5Qp+RBhBkMizLLlUVTUzMTEJUVFf0lP33DhQhU8vOnM/YGMvFBD97+3cC/uRHkQejHiRXSo6GJR+WHZ3NoMUS5LWqCuoiag45dRUpPxZngiHxnYGTp8Q4OgiiEBt1jHjIiC3V1NC65CQhDtduVFP2QEDvPI4C8RWPJUiUuMR6Fk8AnPQtIuGd8juLXlZaLxh6XIBwkCCUH7A8GKZgTNmlwiMxZCKkKMR5ug3ozjI89a8+LmoRVVH2sle03UW/65fIRiPlyEEkHTJJMTbOQPUgQP30jomDkwImCEpAIPfmirP836dGrEVO9kb+SM+kpBfS41nqgnj9aqjfQgfbMM24DqQHsVvaRTWwZa/ZAhdDRn5tO5uo00xDIBUys/iR6AjsFRXh6Qlra+piY+N3fHmTOxEFU4jBWS7C9eXR0N0ZOX59fcXKSsQBF/5Mik8PAptbVJZWWHoH4CAz3gj8WArly5eOVKs6zs2rk4/kjzN4ZNTYXwE8IuOPhJZZH9hequR+oRHv6CsnrFbLiE8HLErYqgANAry2RqGUdBhyrDMOohb8ylK1UX/ZJJS2/Ev9HxZWLMbOOxYegMOMYTC6QAGgS0MJAF8TXxS48thWwSS9igs1+cuFgexqDMoGb+WvJXXCvDpcM7F2Lt0jd0arMTUB4gnsBg7gwtHpL8l6K/IGgEYfwXpANi8mX+l3L5hvQNiDYeCBExXCLPSCKttmRvgTyNOxMHTSbPlhJnixGDzPLP999zao+sImv8F1pLdbgImf9y1MvwX+ZgIA/tT7udyKO1Ouni+vD/jdMYxoZ2vGF4O+ltc/lrAnIDmQnJhdLsbZk10DrQ3kMv6dQW/dQPQvoYWTofUgmKJzNz002nWEEMnTuXDxmnKKRXIiKmRkfPVhUSvCos3NM5VDZCXRgsKOgJSK64uHkychYe/rxiOarzteM2B33tiD5eOtqwyjBZHUYGMMRSJjuKqlDfs0MTyKQiGb+BZkIvK25MpifK5SaWxp9oqO/lZWaPTNOUgXAckDvWoo0QoeQgAsz/Qq8v8/9sj7xaG2yDz+aCA76Je2g+9aNF9SXgtMhpcGBjxrptRPeo2Qvp1nsD27L0AzIWmu/rwq/nx82HoERZrE5dLbNEipuLI6oi7F81zSvZS6Jt8lGqfLoEhYoDChLCHYU1LnTc+rT1CAXy8UjlERhOnTsFAXrTOfj66UD1kk5t0U/9IKTvUQVWVucLGns4f75c1VInT34GhZSXt0NeLyYkLEpO9jIYEoqL9505E52UtLyys/uEgIOQamzMgZgrLw+ES1k9H0d6+oaior3NjrazgnwiYPwTYkIsoTbQCx6vPQ4xATM0hMm7MxWomd0Fu384/QM6UfVzE/mKYl7cvA7ZFHVdNi1OWDwmZAyUXGpdakpdiljOjZ0LhQGpga4d3S3kGvw5UHYAvb7FadTotuVCi+PlMlXRxFImWtmTIUgL9IF81eud0rFk6/Kk5ebOkD9ICKIqa63Z47NFkJ/QNLmNuT4pPgviFzjWzhzR1dEoKcRcFnoULfVR5kfDzaa6mnwGJJJa5paNC+mY7LU5a7N8cm4ein46UL2kU1v0Uz8I6ReamgrLyg5d6eJ65RcuVMXFzU9IeKNzH+5xyiqpHl2aXIVAZZQrImKqLN8KyZWRsdGhZ2j1kIDygH3F+6A8ZPELkTsQVdBnJlpE3hu2d85bEGRdN3mZtSBuwfq09fDQ+MPq4Ipg/GvtrZw5MqyFS7okX4wXl7GI7A1gv4fOCopjuNH3hvIpNITpCxEvQEJ5JXkh52XVjA3pG2QBGlnWTmahqbtLyVdEn2Z9uihhEdS26r9+OlC9pFNb9FM/CHE4rl1rkYlZ6ekb4uMXlHbla3YBGqu5uUSGskJDn5EBrdobF5wjXUWWF5EpXzI1G8ffSv7mn+8v+ynZ44lIMXUzDIsTs0gPaWhpWBC/YE7MnBVJKyBk/5j3R9HEFh2LepaFkSFeZXVclBEOeX18famagBHeyd7wB7pcPx2oXtKpLfqpH4Q4IjIxq4eeQGZVVUXU1CSGhIwJD59y+XJdN2ZltbQ05ORsK7E+/chOGhtzEJmbjqLBQXb21rS09aWlf4dAHFCiEH1wVn2WTHWSdWXV0Q77FwWVOePDlbWyNmdt5jZBvU33clhe4EJL+ab67szbCZX2ctTL6qQ9/XSgekmntuinfhBCrl1rUUfFsrI2x8TMKSr6S16enz2yCc5kACw52Ss+foGNGV1QbxBG+fnXF+crKNgdGjquuHgfhF1TU6G6F6S1y8+eTT9yZFJc3Hzjrb4jIl7EJXV1qdXV0WVlh+SLAahPxTI5NdVXRFhR0d66uhT8RHCIRvemndXXZ9n59WXHflBXL+4p3OOf7y+fK27K3GRnKImGxDkxc/zz/W/ulAwYZHxrXOg4zzDPqeFT9dOB6iWdPcdkwa3+jg4hpO+A5uhcFnW0Mq/rCfl5VlnuqKoqAuKpvDzg/PnylhunaVdWhinrR1x3n33jB/CQPtA95eWHIYyOH18mbmTsTeaBhYaODwhwCwt7Rl1IDCrKRGYVFu6BpawZJuu4BgZ6JCQshjkubp5iOUL+Sk1dh4Ag9YwtZe2xsLAJnd9adkxfKyr6Jjd3h6q0EKWznQs7tbVdramJgw6DXLty5SLEH+Jz8uQ2ma9m/NWnwZAYHj4lI+PDnJxtEKaq/DIeh5PF5OobcyEuy/m+z6mRN4lX267qpwPVSzq1RT/1gxAiFBfvS0/fACUB+SJiCAZ5aQgZoSoVWJ4+HVBQsLu+PiMvzw/6A6rr8uW6mJg50Ex1nSt6K0ub5nZKnNEy2QviBhqlqakYzhAcvE1IuL4c6+nT0GEBISFjlEUlpsBcX58FT6B7xPLo0SmRkdNTUnxknYt25e1kfr6/EiV34zVdZSgOlhER02AOD38OP6OjX1FCn9A5ADZSsZwdFTWzU5B1LJqPHEhPf1+EZseuRx1rvT6tSKtnRZydPPl7yKmLFw1QV+oS/HLExs5H5mRlfYyrUlK8S0sPQJlVVh6Fn4mJb8jljrgCGekq+ulA9ZJObdFP/SCEmCADMM3NJVBXiYlLoFFOnHgX4iA2dq6xnggNHa+saDrd5ML2/xvWGi3DRYmJHSoqN3cHJNHFi1ViKXPzIaHS0tYXdn6BBQNkTedCEm7qy0fEweLbQxltgsI7dy6/tjYpI2MjPC8o2CWW4gCBVlVFQJPBgJ/wB+pQFmKVRcLUIyjoSVWfiVZT1WFS0tvK4mHb1VE0JV1vQi8mJ6+UjZI61yEba+yn+BMZOQ1niLneLjsyENBPB6qXdGqLfuoHIcQajY05ohJkQVQIFIikwsI/y66LolHib9yZrqhob0jImMTExYev7wgUWF0dDVmjvlmDEpK/CqzvMIO/1HVTcRQafQB/U+xc+QLxqatLPXMmBnIKAg6KEIIvPv515dvMD5CK2trjWVmb09M3NDWdqqgIFm8hOhUh5RYcPEpRXdeXm5LdvvPz/WNi5iC20dGzZRhMGY3rGD/Ly/ODlNTzQhi6Qj8daD+k0wky1wmSQAjpOampvpALjUYLe7Yr09WhTqBRDIZEk5XojxyZJINb2dlbi2/caEUFagYqxIYSgp/QNAgULqF1urpaWLeBALrp/HcIqcuX6+rrsyCnLthc0bupqRCHPX4SJ0M/HSgFVndwgiQQQvoemVllTVoRiLPLN27SQpwP/XSgFFjdwQmSQAghA4rGxpyAADccJiOCxMnQTwfaPwLLGr0ddFtb28qVK11cXFxdXX18fPCze/7op34QQkjfUFERLBOzysoO9XdcSC+inw5UXyNYfn5+w4YNK1aAwd+/m6vV6ad+EEJI33DtWktenl9u7o5rXJ/dqdFPB6ovgeXm5hYUFCRmGNzd3bvnj37qByGEEKIh+ulA9SWwhgwZUltbK2aDweDi4tI9f/RTPwghhBAN0U8Hqpd0CoMGDWptbRUzDIMHD7bh2MZcMf3UD0IIIURD9NOB9ls6s7Ky3N3d77jjjr5ULRzBIoQQQvoR/XSg/ZbOESNGvPfeexcuXOjLQDkHixBCyE1paWkoLT0gGwoRbdFPB9pv6bz99tvPnz/fx4Hu3LnT2leEXSpy/dQPQghxMiCe0tLWywZH1twkJS1XNrGexA18NEc/HWi/pfPBBx8sKSnp40Db2tq8vLxcFLy9vY3XwaLAIoQQPVBcvE8W3KqsDLPmRgRWePgUpxdYyITy8oC+TKZ+OtB+S+cf/vCH5557rrq6ur8i0BP0Uz8IIaSPQX+fmup77lx+L/kPn0NCxoSGjrt0qcaam9bWprKyQ7a3U3R0WloaDIbEzn3Hg/ssXP10oP2WTof+NM+BokoIIY5FQIAbuvykpOW9F8SVKxd7vpwpfIAWrK/PKizck5m5CXrFYkA1NXFwWVubZEPP9R5Qijg3N5cYpxeWpaUHkM8REdNEYGVkfJSQsAiR7IMo6acD1Us6tUU/9YMQQvqYmJg56PILCnZ37/KUFJ+QkDFVVRHaxsoc6CpRJ3Lk5u4wdxMXNx9/RUa+iHNgoIeJCDt7Nr2XNreuq0uFsEtOfgfhHj++VOaTnTr1FSIpP6OiXpZoGwyJiAbiBjM0Vm9ExgT9dKB6Sae26Kd+EEJIH9PWdrXb7+agV0Q39OoAmCACKyDALTj4KZyLi/cVFe1VPzwsKdmfl+cXHv4c3ISFTZBYSbqqq6OTk70yMz8S1VVY+DVcylCTRerrsyDUsrI+ycnZlp6+weJQmYl7CS4g4HGcQ0PHKeYRnZYdA4QxMa8gDoikXAIz7BF/jfLGFvrpQPWSTm3RT/0ghBDHIjt7a1TUTK3edkESWRtkunatpbIyrLEx58qVi3AWGTkdwiUiYnp4+JSEhN+KmsnK+jg/37+hIRva5cyZmIyMjceOLQ0JGavonrHGA2AWR+wgxVJTfY8de8vYJYSdtdhCm9bUxFVVRYpLaLjExCUVFWGZmZtOnfoTxBxU1MmTnyEOdXWpJtdC4V26VJObuwM+9CTHbop+OlC9pFNb9FM/CCHEWYFCamoqtOFA5oBDlNizIJa8DTxyZJKIm8BAd5yN31RC88lf8nouI+MjaK/Tp3+Q13PZ2VsSEhZB3DQ3l0CxySUhIWMU0fYCDHFxr4WGjoPjvLydcIm4mccB8gjug4NHQpkhaJNvA1taGmzPA0tLW2/xVaa26KcD1Us6e46DzscnhBBiDsSHiCEb78XUBR1M1MzZs+kZGRtxNrZsbW2CrDEYjoeHT0lKWn75ch2kkrEDyKbIyOkQSSZTr2CGgBMtFRY2EeeQkHExMa8iehBSyjDYZpFKUIQIRQRZTMycCxeq1KnrjY05BQW7T5x4VxRS96Z25eX5yQvNY8feQtBQY72x1Kp+OlC9pFNb9FM/CCHEIYAEKS8PsLG0lQmQIDIbKS1tvTU3kET5+f6iwOBeVTOQUMrA0tRuxNPa14tQbCKbjN8GInTz6WiIMGJ+/PjbMmAG+ZWeviE0dDx+xscvgig0f/1nP/X1WWVl30voR45MxjklZXVYmGda2jqTFbMgv2CGAuuqCNNPB6qXdGqLfuoHIYQ4BOj+RRbYP4UIciEzc5OqYCAUrA38VFdHQ9OEho5LTHwTukoGlpKTvbSJeicylwuCqbT070lJy+PjF1jTLnAJUWUsxcLCOgRWaqpvz6OBTIiKmolkyltOmSOvHllZHyOUkyf/VyaciWVR0Tc5OdvU+WpQaTjOncsvKdlvPnlfPx2oXtKpLfqpH4QQMhC46Xwp6Crp7NG1iw3cm0xCgl7Jy/MzebUHn3FtdXWUTLcqKNgF7WIybgT1YCwysrO39t46qHaCGGZkbCws3CsTswyG4wZDYs8X9zKmqioCWVFa+jeIreRk7xu/TBx/45eJHZbR0S8rM8xmiGVw8CgZACstPWBcdvrpQPWSTm3RT/0ghJB+pLW1CX08DlkSMz/f34ZjSKvGxhwxQwMpnf2s3NwdBQW7RWkdO7ZUmeE0xliIpKb6KiNAnsYSyuS94aVLNYgDtBd8iIycroYyEJCJWX0QEFItC0Yo41ifIN9Onz5YVLQXR3h4x8vEo0efU3JvRKfAekrZbmiqDIPl5HyG4qusDNNPB6qXdGqLfuoHIYT0I2Vlh4zHSOx/K5eYuESme8vl8jWfzHOCQjJ2KaorNNQzL8+vqOjPMr9KXSCKmGM+LezKlYtnz6ZDgaWk+JSWfl9REYzj/PlyyKnU1LWK2BrdWY4j9NOB6iWd2qKf+kEIIf1CS0sDVE51daTsG1hcvC8zc5P986mbmgqVN2hfBwS4QWbJK6q2tqu1tUnqIggC5EJ+vr86KHXtWotzb0HYxyC3lY8PwlEQOI4efVY/Hahe0qkt+qkfhBDSL8ibO6irK1eaezK16NKlml7ajoZ0CZSCfImpnw7UsdMZHBw8evTo22+//Z577nnttdfq6q7fRW1tbStXrnRxcXF1dfXx8cFP2/ZdRT/1gxBC+oXMzE0yNUqTidt9tkEhuSn66UAdO51PP/10UFBQc3NzTU3NwoULJ06cKPZ+fn7Dhg0rVoDB39/ftn1X0U/9IISQfkE2ojFZeVxm+ZSVHeqSV+oGhbhW0ziS7qCfDtR50tnU1HTnnXeK2c3NDcJLzDC4u7vbtu8q+qkfhBAycJCp6wEBbibzqG5KdvbW6OjZPVmBk2iFfjpQ50nnwYMHR40aJeYhQ4bU1taK2WAwuLi42LbvKvqpH4QQMnAoKtoLgRUbOzcubn58/AJOrnJE9NOBOkk609LSHn744fz86yu/DRo0qLW1VcwwDB482La9RW6xSa8lhRBCiFXk60J55VdeHtDf0SFdRj8dqIOl06K+iYyMfOCBB44fP67acASLEEKclQsXqqKiZkZHz5YRLIMhMSZmju01SMnAQT8dqMOnc9++fffee29KSoqxJedgEUKIToiPX9C9iVmkX9BPB+rY6dyyZcsDDzyQm5trYr9z506LXwtas2/vYpHrp34QQsgAp7w8IDDQw2RzGzJg0U8H6tjpNJ8a1dzc3K6sd+Xl5eWi4O3tbbwOlkX7dgosQgghpPfRTweql3Rqi37qByGEDFhKSvYnJ3sNqK2XyU3RTweql3Rqi37qByGEDExaWhoCAty6tAM0GQjopwPVSzq1RT/1gxBCBixxcfOhsUpK9vd3REgX0E8Hqpd0aot+6gchhAxkuNaow6GfDlQv6dQW/dQPQgghREP004HqJZ3aop/6QQghhGiIfjpQvaSz53CrHEIIIaSH6KcD1Us6tUU/9YMQQgjREP10oHpJp7bop34QQgghGqKfDlQv6dQW/dQPQgghREP004HqJZ3aop/6QQghhGiIfjpQvaRTW/RTPwghhBAN0U8Hqpd0aot+6gchhBCiIfrpQPWSTm3RT/0ghBBCNEQ/HagzpLO2tvb+++83LrO2traVK1e6uLi4urr6+Pjgp237rqKf+kEIIYRoiH46UGdI5+LFiz/88EPjMvPz8xs2bFixAgz+/v627buKfuoHIYQQoiH66UAdPp05OTm//OUvL126ZFxmbm5uQUFBYobB3d3dtn1X0U/9IIQQQjREPx2ow6dzwoQJ33zzTfuNZTZkyJDa2loxGwwGFxcX2/ZdRT/1gxBCCNEQ/XSgjp3OsLCw4cOHy1Qq4zIbNGhQa2urmGEYPHiwbXuL3GKTXkkPIYQQ4tTopwN1sHSa6JvHHnssNjZW/Ut1xhEsQgghZACinw7UsdNpbWCJc7AIIYSQAYh+OlDnSadxme3cudPi14LW7Nu7WOT6qR+EEEKIhuinA3WedJqsg+Xl5eWi4O3tbbwOlkX7dgosQgghpPfRTweql3Rqi37qByGEEKIh+ulA9ZJObdFP/SCEEEI0RD8dqF7SqS36qR+EEEKIhuinA9VLOrVFP/WDEEII0RD9dKB6Sae2oH40FRY25uT0d0QIIYQQR4ICi9gC9ePw8OE4Tv/wQ3lAQGtTU3/HiBBCCHEAKLCIKSYrmorACh49GudUX19xc+XiRYitzE2bwjw9i/fty966tTo62sSftqtXcT6bnl6XmtqYk1O0d29LQ4MmMaxNSqrPytLEK0IIIaQ3oMAitkD9KDt0qGT/fggpCKz4BQvCp0xJ8fEJHjky0MNDtFfo+PE4B7q7x86ZEzNnzuW6OlxYHhAAB3Hz5l3XZyNHij6zR2OJMrMIPIeSEz+T3n4bkcndsePIpEk5n31WuGcP4tmQnY0zR9oIIYT0LxRYxBZq/WguKYFwOb5smYgbOY4tXSp6C+awceOuW/7udxFTp0a/8oqxy5AxY0SfdZxffx2qCMeV5mZ4CzllSEy8ZDDkbNsGy6QVK6DGsj7+GPosZfVqaLK09etbGhvhsmD3blweNXOmsc+hY8fiHPD44/JTDMnvvJOwaFHp999XRUTA8/7NQ0IIITqEAovYwqR+VEdHH5k06cS772Zv3Zq1ebM6UNSYk3OxujpGGcESoQND3Pz5Bbt2VYaF4bhYVYVrE3/3uw4NNGKEuDkycSLOscolwYoCM5FNhztdhj3zDM4Qcx1DZR4eZYcOQTmlb9jQMXb1+ec4p65aJS6Dnniiw+cJE4xV19m0tAtVVf2Rf4QQQnQKBRaxRTfqR8bGjaHjxkFUmf8FHZbs5ZXn5weR1HG4u6syK3jUKLHM/Oij6NmzC/fsgUTL+vhjeBU6fnyAmxvcJC5ZgsuhriyG21RYCBXVXFKCoPP9/XFJ3GuvXVdyyvvNor/8BX/JG0xCCCGkV6HAIrbopfoBldPS0FAVEQE1djY9HXqoPitLLE1cXmtpabt6FcIoc9Om8+Xl9gdx5eJFXFgdHY1rRWbJAFjE1KkVwcE1cXGaJogQQgi5AQosYgvnqB9lhw6lb9gQv3Ch8bvI9PffT1yy5Fx+flNhIaTYhaoqrT5yVBGRh3OXpCEhhBAnwDk6UHvQSzq1xZnqx+W6uuJ9+4q++cZ4slfkiy/iHP3yywFuboEeHvGLFoWOG3fqq6+OLV0qn09WhoUZEhOL9u7F5TBca2m5VFMDzYSfZ9PT8bM2Kam5rCzV1zd7y5bEN98M8/TM/OijkDFj0tatg4dhEyaEPv00gkjx9oZl1ubNcfPnw3Hu9u0pPj5NxcW4HJ70d94QQgjRGGfqQG3j8OlMT08fN27cnXfeee+99+7atUss29raVq5c6eLi4urq6uPjg5+27buKU9aPmri4sxkZMXPmQABFvPBCx7DWk0/e8M2jMsVeXYdCZuWLy4hp0yDF4F4mkEW99FLHHK9Jk264/KmnOqbbm/gplsocfPU4qry1TFi8uPTAAX7tSAghzoRTdqAWcex05ufn33///Xv37q2vry8rK5s5c6bY+/n5DRs2rFgBBn9/f9v2XcW560drU1NjTk7Gxo3VERE527YV7tmTvmEDhFf6++9D96hz5EVLHX322Q4ppugk9ZDPFUPHj+8YrPL0TFm9Onr27IIvvoiaOTN/165UX9+szZshnnAu+uYbWJ7ctg3O4ubNC588GZeIn2HKQmIdC1j89reR06fXpaRUR0dzKS9CCHFonLsDNcax0wlFtX37dnN7Nze3oKAgMcPg7u5u276r6Kd+mCDzsc6mpzeXlFyqqTEkJsKQu2NH7fHjUEsFu3dDA+X7+589cQKWUGky3cp+/+EYEqqpsFCWBDNek0K+eYydOzdz06bifft6LYmEEEJ6Ef10oI6dzrvvvnvt2rX33HPPXXfd9eqrrzZ0TsceMmRIbW2tmA0Gg4uLi237rqKf+tG/QMA1FRUdW7o0YurU8KlTO0bFlJlbHSuKzZ4d5ulZERICPQeRByXX35ElhBByc/TTgTp2OgcPHjx79uwahRkzZsydO1fsBw0a1NraKmYY4My2vUVusUmvpYlY5nx5eeGePcX79snyYNdXXlX0VvjzzwePHBk1c+aZqKjSAwcotgghZMCinw7UwdJpom+GDBliMBjEDI01dOhQ1Z4jWM7Khaqqqxcvpvr6xs2fH/3yyx1vD5U5W+pxfOnSI5MmlXz3nSEx0c6VIOQ95uW6OriHWfbMNnm5KT9bGhqM7XEJftbExeHC3B07MjdtOvXVV4gYVxQjhBCL6KcDdex0enh4QFeJ+cyZM6rA4hwsnXDl4sXq6OhzBQVJy5efUObgqx8qhiorewV4eEROnx7m6Znv7x+/YEHpwYMZGzcW79tXHhBQuGdP6YEDCYsWFXz5ZciYMbHz58sHknAv3zDCMmHhwmNvvRUzZ07a2rXBI0em+foGuLlFvPiiWCYuXqxuJRmkflypLK+Pf+2J/7WWFhzn8vPLDh2qjopCZAq//jp769Y8P7/S779P37DhTExM2vr1SOOlmhrNFyQjhJC+Rz8dqGOnc9euXbNmzVJfEc6bN0/sd+7cafFrQWv27V0scv3UD8eiqbCwNikJyunIpEnHlB0e1UNUV/Do0TdYjhypLj+hHvL+MbRzl+7rn0wqGziauBTLUOVrxwB395DRoyHRji9bBo0l0/DlZaWcZfH95pISaLuahIRjS5fm7dwJDRfy9NOyHEaYMotf3SnS+B0o1JssSJbz2WfJXl4QZOpr0NamJm5zRAhxIPTTgTp8OtetWzd06FBXV9dXXnlFneTe1tbm5eXlouDt7W28DpZF+3YKLKcDEgQqx3DsWKqvb8KiRamrV0OpJK9YIZLo+jaOyhBUxgcfxM2fLx8n5vn5nYmNzdq8uTIkBJbpGzfiHDF1au7OndGzZ5fs35/i41Owa1fMnDmR06cXffMN5A7UEi6sS01FiDLIJEukJi5ZAkmUtm4dwkpYuLBj+0hPT1nPwmTXbRn9in/99Q6Xb7whWuqoshll4htvdEwyUyb4qwdiAjdI16WamuCRI2GGVktavrwuObk6Ohoarp+znhBCrICGUT8dqF7SqS36qR/OhIz6XKiqggDCuTEnR7XUHCgt4yEodbEJ0VIQbR1a6s0309avh7A7V1BQHhCAWElkLtfVtTY14adMIINgam1uzt2xo/Crr6JnzcKFR597TlZ8rYmPN16TLEzRbbAXH3ojXYQQ0hPQRumnA9VLOrVFP/WDdJvCPXvwrFb817/KzKoUHx/IqYaTJ8sOHYL66bYAwoWGxMT4BQvgT9vVq/n+/lmbNx9ftqxjkbB580RsycvK3D/8Ac7OxMbC5bn8fG1TZ39sSw8caMzNLdm/H8epr75CntRnZTUVFnIrJEL0A5qCVF9fHPlffKGfDlQv6dQW/dQP4ijIqBXUzKmvvzaebh/6zDOiuiJfeil8ypTapCRRePb7LKvF4ip43lxaWh4QUB0VFTVzZvaWLceWLoVgQqMZPHJk7uefR06fnvPZZ3l+fjhS164NGTMmTvkCQF1WQw7ZXgmOIT07drf8/vvMTZtq09IgFkV7WXvLqY7q9QZc3YOQ3gOth9z+aED004HqJZ3aop/6QRwOiKHsrVvTN2xI9vKCxpKPHNX5XjLNP+GNN2LmzMnZtq0yLExGwsz9MSQmwp+CXbsCPTwilc0l1cuPKPPDTI6QzjVgb9g0SdmPMlj5orPj48q5c+GbLK6hRkk2tRQ/g5XPDnDIC1yoxsI9e86mpWVs3Jj1yScRzz+Pv9I3boyePRv2mmQXxFxVRAQUIfIKmSaWEHxx8+efiYlBKJzTRkjPwX0U5umJ40JVlX46UL2kU1v0Uz+IQ3Pl4sVrLS0VwcENJ08mLV8OsSXztEwUkqwclvv55zinrVnTscDY7NnXv21UBsD+7xNLRWDFvfZayJgxSStWRE6fjiPr00+jZs7M+fxzWCYvXw6lgiPjgw9gWR0djQfW8+Xl6rgUogQzBNPpH36Qy8OVvb0h+DqC6/x4M2X1asQ2/vXXOyaudQ6AiRSTaW0IImrGDES1IiQkd8eOupQU6MW61FT7Mwexai4qkrU55FPQoCeeQHxi586V4GQ3TESvt4qHEB3Q0tBQsn//ufx8+ZK6XU8dqF7SqS36qR/EyYCqKD1w4PThwx3v7zr37b4+BHXjIhQixaC3EpcsKdyzB6qoMScHIgmX237DeLmurksrR6DZhbeyXuslg6F4377CzrecsoTskQkTgkeORIRP/fnP6Rs25Pn5QRWpkRfVJYtchI4bZ3E0Dg/NaOVxIdJy6quvoJlOvPuuqDR5kZqycmXCokXJXl7iJ6RbR/4oc9ogE2WfzS7nNSH6Bo0Gmotkb++O5mXMGHXapX46UL2ks+dwqxziTIgQgWY6m56es21bxwjWjh1QHjKCFTNnTnNZWX9NjQfHli6Fiio/fLg6Olr9rNLYAZRi9OzZ0EAyoCUDYBEvvIAkQBKV/PWvmZs2VYSEQFHlfv55h5DqXAlWdGRg58/ib79Vt1dCf4BrobTkURuWVRERuTt3isuyAwcqgoM5N5+Qm4JbCUeIMjdA5lziEUh9+NFPB6qXdGqLfuoHIf2FnVIG2qs+KwttN5Tiqd27zaeFqZO9IqZNg67K2LgRbf3Jbdvy/f1lPVjb1MTFQZ8FP/mkjHXlG61OTAgx4UJVVV1a2vUbUJlRkP7++5VhYZc691xp11MHqpd0aot+6gchDgQa8YRFi5KWLZOpY8eWLsU5ycsrZ9u2wj17ZFCqe96er6gQgZWzfXtVRASXGSNEBXdWeUBAqq9v1iefdExbVD5GwVH0zTcVwcHmN51+OlC9pFNb9FM/CHFEZF5XuzK+pZWf9VlZZYcOJSpbMEXPnp25aRMnZhGdc6GqKnzKFBzy+CHfhcBc+PXXJfv3W5wQ2a6nDlQv6dQW/dQPQogxcfPnG38QAL0FsVV19Gi+v39TYWF/x46QGygPCEhcsqRLX9fayfny8oyNGzM//lhuhKOTJ+Oc9cknqb6+CNT2tfrpQPWSTm3RT/0ghBiDR/aivXvxdN4xMatz/QjZGjxi6tSauDhZwYuQfqTt6lXUUvne9rCyN5fmQaT4+MgKxsffeitp+fKWhgbjWVa20U8Hqpd0aot+6gchxCLoTlqbmxOXLAnz9JRNisKVPSI71rZYvz5h0SKTFUoLdu+Gvf2dEFHXT+rviDgehsREqYrRs2bhbPFddmtTE7K3ITu7Y2GUPXvs/zy2PCAA6ipz0ybZj6Eb0dNPB+rY6SwqKpo0aZKLAgz4KfZtbW0rV66Epaurq4+PD37atu8q+qkfhJCbgs6pJi7u1FdfGX/DmPHRR9XR0S2NjeiQTh8+LJbZW7bAktvy2EOqr6/J+knETiDuZVJUbVIShBREKhS/vMWWT25hIwpJ/ca2YNcu6C2IWhveopJXRUTIqNixpUsRSveKRj8dqGOn083NzdfXt0Fh1apV+Cn2fn5+w4YNK1aAwb/zy2pr9l1FP/WDEGIn6GygpQwJCdGzZ0MWRL/ySsewljI3RV4jyurzMMe//nplWBi6OnRXhXv2NJw8KZ1fXWqq8RCX+aQuBGFITNSJ4BAFEObpqZP0agI0UMcuC8uXX66ru1BVJZbyOk89jipDrTGzZx9W9gkVKSbTCuHS3E88D5QdOlR28KBcHjltmrVRMTvRTwfq2On88Y9/3NT5ldC5c+fwU8xQWkFBQWKGwd3d3bZ9V9FP/SCEdIO2q1ejlQ5MlpjH0VxW1tLQEDVzprGl8RSuMGX/okAPj+xPP0319T321luyxgTMeTt34hy/YIG88UH32ZiTI8vlO7H4QNJM1k/qVRBQ4pIlyV5eA3B8EXHL2batPDBQthm1OM4EOQ6xnrRihVQqVV2BiuBg1Kuo6dPlryBlF6yEhQuh7+EMR3NJiWwbmvjmm6i3uTt2tDY1IRRoXFROWB422ie0Y8eFnhWKfjpQx07ntGnT1q1b19jY2NDQsGbNGvwU+yFDhtTW1orZYDC4uLjYtu8q+qkfhJDugU4LT/nnCgrQjakz32GZ7++f89ln1/f5UQYPIpQhAXX1IDlkBr1s/vh/S6fKZtuyhfaTT4Y/91zImDGlBw6g3zUkJkKEFe3di/6v7NAhJxZevQSyTjI5feNG5OQA+Sb0bHo6ClfelqpH2vr1KT4+NQkJJfv316WlQXt1KCFliYSYuXNj5szJ2rzZxB9RjVBaqC1nYmLg3iSBkFnlAQHHFVkvs9fV3Q7keQA17UxsLKpZzxOlnw7UsdNZUVHx4IMPyt41MFRWVor9oEGDWltbxQzD4MGDbdtb5Bab9FqaCCFOjuzAXZ+V1bHsdWqqTOG6XFcHQVYeGAj9hL6tcM+e9A0bYANz+JQp0bNmoZ87ffhwnp9fxsaNN0ixp55Sh8HUI/Pjj9Ero3vu77Q6DBAcyPnwqVNVEdPfMepAxI1siB46dixKGfVBxHeosppuYOckKllc1+I7PvupDAuDkIpVNp7CcfzttyOmTq0ICYFk11Bx6qcDdbB0muibsWPHrlq1Sp2DhZ9i3wcjWIQQQgjpBt0XAQ6FY6fzjjvu6Jc5WD2hD+qWEwThBElwjiCcIAnOEYQTJME5gnCCJDhNEAMfx84CCKY1a9bICNbq1atVwbRz506LXwtas2/vw9rgHDWbrZhOgnCCJDhHEE6QBOcIwgmS4DRBDHwcOwsKCgqeeeaZf1bw9PQs7HxJ3NbW5uXlJetjeXt7G6+DZdG+nQJrgAXhBElwjiCcIAnOEYQTJME5gnCCJDhNEAMfZkFf4xw1m62YToJwgiQ4RxBOkATnCMIJkuA0QQx8mAV9DavdAIEFMUBgQQwQWBADBBaE08CC7Gt48wwQWBADBBbEAIEFMUBgQTgNLMi+hjfPAIEFMUBgQQwQWBADBBaE08CC7Gt48wwQWBADBBbEAIEFMUBgQTgNLMi+hjfPAIEFMUBgQQwQWBADBBaE08CCJIQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAqsnnJLJ8aWRUVFkyZNclGAAT/NL2xra1u5ciUcuLq6+vj44Kdte2IbiwXR0NDw6quv3nXXXUOHDl2/fr3FC1kQGhIcHDx69Ojbb7/9nnvuee211+rq6sTensxkQWiItYJot3KnGMOC0BBrBWGjgFRYEI4OBZY2mLRWbm5uvr6+DQqrVq3CT/NL/Pz8hg0bVqwAg7+/v217Yg8mBTF37twZM2acUZg+ffru3bvNL2FBaMjTTz8dFBTU3NxcU1OzcOHCiRMnir09mcmC0BBrBaFiQ2CxIDTEWkHctIDaWRCODwWWNpi0Vj/+8Y+bmprEfO7cOfw0dwnVhRtMzDC4u7vbtif2YFIQP/nJT9B+iRkay8PDw9wlC6KXwC1w5513itlGZrIgehvjglAxF1gsiN7GYkGY27MgnAYKLG0waa2mTZu2bt26xsbGhoaGNWvW4Ke5yyFDhtTW1orZYDC4uLjYtif2YC6wkIdihtIyzkwWRG9z8ODBUaNGidlGZrIgehvjglCxIbBYEL2ExYIwt2dBOA0UWNpg0lpVVFQ8+OCDMtEBhsrKSvNLBg0a1NraKmYYBg8ebNue2INJQbzyyiuzZs2qUXj55Zdvu+0280tYEL1BWlraww8/nJ+fLz/tyUwWRG9gUhAqNl4RsiB6A2sFYc2+nQXh+FBgaYNJazV27NhVq1apc7Dw0/wSPp30BiYFcfbsWegqV1fXu+++e+PGjT//+c/NL2FBaE5kZOQDDzxw/Phx1caezGRBaI55QajYEFgsCM2xVhA2CqidBeH4UGBpg0lrdccdd1ibg6XC9+u9gY1uY8eOHRBb5vYsCG3Zt2/fvffem5KSYmxpT2ayILTFYkGo2LhTWBDaYq0gbBdQOwvC8aHA0gbzrwjXrFkjI1irV6+2OKV3586dFr8EsWZP7MGkIGbNmlVeXo5S+Pbbb++///68vDxzlywIDdmyZQueyHNzc03sbWQmC6I3sFYQKjbmYLEgNMRaQdgoIBaE00CB1VNuuRGxLCgoeOaZZ/5ZwdPTs7Cw0Ni9GNra2ry8vGStLG9vb+M1TizaE9tYLIhdu3bhGfHHP/7x008/nZaWZuJeDCwIDbnFjObm5nabmcmC6A2sFYT5X8aXiIEFoSHWCsJ2AYmBBeHoUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBg9Yiubm1rzd6ejT9tXG7PlsY2Lrdna2pCCCGE2A8FVo/o6ta21uzt2fjTxuX2bGls43J7tqYmhBBCiP1QYGmGPVvb2rNAnLUNQW1cbmNLY3sut7E1NSGEEEK6AQWWZtizta09WxxY2xDUxuU2tjS253IbW1MTQgghpBtQYGmDnVvb3nSTThsbf9q43J4tjW1cbs/W1IQQQgixHwosDbB/a1vbI1jm/pistmztcmtbGtt5uT1bUxNCCCHEfiiwekqXtra1MQfrpht/2r5cxdqWxjYut2drakIIIYTYDwVWj+jq1rbW7G+6M6vty21saWzP5Ta2piaEEEJIN6DA6hFd3drWmr2NjT+NsXa5jS2N7bncxtbUhBBCCOkGFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4FFCCGEEKIxFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4FFCCGEEKIxFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCCCEaQ4FFCCGEEKIxFFiEEEL+f7t1LAAAAAAwyN96EjuLImAmWAAAM8ECAJgJFgDATLAAAGaCBQAwEywAgJlgAQDMAqTE53RDqG+2AAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |