Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: devi_rn_080822_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 29, 2013 |
Start Time | | 2013/06/29 10:51 |
End Time | | 2013/06/29 11:43 |
Key Words | | heating |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 23.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.00 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 103.60000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | devi_rn_080822_2 |
Minimum Dst Value | | -91 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-1 for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIE9jdCAxMSAwNToxNDozMCBVVEMgMjAyMgB4PngAAAGedEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQ2x1c3Rlci0xIChwbG90IG9mIEJfeHl6X2dzZV9fQzFfVVBfRkdNIGZyb20gY2Rhd2ViLmdzZmMubmFzYS5nb3YpIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDEzLTA2LTI5VDEwOjUxOjAwLjAwMFoiLCAibWF4IjoiMjAxMy0wNi0yOVQxMTo0MzowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTUxLjAsICJtYXgiOjUxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiblQiIH0KICB9CiBdfWrr76YAAAAEZ0FNQQAAr8g3BYrpAAByl0lEQVR4nOydCVCUR/r/U7Wb8mftL7W/rUqltrZSqVSqtnZTW6lU6l/FLSCKihci8UK88AjGA42aeBB1WSUkRl1ivFCMcUl0UVfdOZlhmAMYGGBguBmu4XIQGDkFHRH5P0xD+/K+M8MMDDLM2596i3p5p99+u99+3+7v2/30028MEggEAoFAIBAcyhtTnQACgUAgEAgEV4MILAKBQCAQCAQHQwQWgUAgEAgEgoMhAotAIBAIBALBwRCBRSAQCAQCgeBgiMAiEAgEAoFAcDBEYBEIBAKBQCA4GCKwCAQCgUAgEBwMEVgEAoFAIBAIDoYILAKBQCAQCAQHQwQWgUAgEAgEgoMhAotAIBAIBALBwRCBRSAQCAQCgeBgiMAiEAgEAoFAcDBEYBEIBAKBQCA4GCKwCAQCgUAgEBwMEVgEAoFAIBAIDoYILAKBQCAQCAQHQwQWgUAgEAgEgoMhAotAIBAIBALBwRCBRSAQCAQCgeBgiMAiEAgEAoFAcDBEYBEIBAKBQCA4GCKwCAQCgUAgEBwMEVgEAoFAIBAIDoYILAKBQCAQCAQHQwQWgUAgEAgEgoMhAotAIBAIBALBwRCBRSAQCAQCgeBgiMAiEAgEAoFAcDBEYBFs4o03nP1ROXHixIoVK6yHmYxcKBSKd9991/nvD2EycJ7Sn4w0ODxO57ldDgcqn9jY2KlOBcG5cMEHnTAZOHmdaDQa33777bq6OuvBJiMXHh4eMpnM4dESpgXOU/rTQmA5z+1yODU1Ne+88w5URFOdEIIT4dStJuH1o9VqQ0JCfve737355ptQG967dw8dH19V66gK+o0RLAW4cePG6tWrJ56ecSR4xowZlqLCzJw5E+7qmPrPBbD0/AzaUIjUkFYOUu8qFHpra6v1qKjg448ePdq1a9e7774L6YTULlq0KCUlBZ/y8ccf0+L55JNPzKbKUum/fqaFwHKe2zUZhIaGJiUlTXUqCE4EEViEV8BH2HvvvXf16lX0HVZQUBAWFoZ+mlqBNWZs0NDevXt34ukZR4ItnUI93tvbGx0dzWy2XQwrzw/GIQIL7XR1dUVERECrZm9UoK4gnXFxcQaDYdDU/SkQCEBj4VNAGorFYhwefoUj1lM15UwLgeU8t2sySE5OtuUzj8AeXPlxJ9jLxo0bz58/b/YnZvNG+xcaoY8++gi+UN9///1r164Nju48wOEPHz78hz/8AYJB09vT04MjOXfu3B//+Mff/OY3VpJnpXaG9lKv11NDnj59+p133oELQaaePn1KiwGObN++/XcmYAcFMJtgjL2nMI9Y+XzfsWMH9dsX9uGIv78/VNn4IGTwT3/6E9w0S70yTEA6QPbhunArTp06ZaWwEGZLx3asPD8YBwqsQZNytd4pYjYqKD54PKycwuFw4ObjIz4+Pg8ePDBbxNRSoD3GZh8YFAzuEjyxb7755t/+9reMjAwogg8++AD+/eSTT0pLS82m6quvvvr973//1ltvwSXQEUuF29TUBKJz5syZEGFQUBDq4fvLX/5SXl6OAty6dQvtwJE///nPaN/Si2n2PaJi+zPGfGiZmaLdXhDr6EbBnSksLLSSQbNXtBLYliwwSxDuzNtvvw3KHp8LR+AsdAQJd7PFR2AnRGARXgGVHbXuoDKmwIJ6B330QxW2a9cus4GPHz8eHBxsMBj6+/u3bNlCDbZ+/foxW3QrbTPUnrSQISEhXSZgB+pxWgwHDhyAlOAA8O+Yl7D3FOpxyFp0dLSvr6+lyAcGBqBFh1Yc9u/du4dCKhQKaDBwGJBcUPtTz4JWBJJkKc5BUwMGSYWrQ5qhmbFeWJZKx3asPD8YZxBYkP329nbrp4AiycvLgx2lUgn7Y6ZqkPEYW3lgVq9eDY0xFHp8fDw0z9R/vby8mFc5evQoiAMoGpAC+GFGhYvjxykB0QZphtigHCEMSAc4GBUVhTQHyHRQG6iLEeQLKmUrL6bZ94iKXc8Y9XaZzRTt3oLagwCQF9B5bm5uVjJo6YqWAtuSBbMlCHeS+hrC/r59+/C/rj0GSrAXIrAIr6DJFCpjCiz4dIPPUGo3EjPwu+++29DQgPahaYT2GAdDgzXWsUtg4QvV1dX98Y9/pMUAR7BFFOxAIzfmJew9hdbPBLW/pc4JBLQKH3zwQUxMDPzF39keHh6ovwGNvlFNaKEtgc96uI1W4oQ0wxc82ocd64VlqXRsx8rzg3GgwLJxiJDZccJ8Wqi/op2LFy+iSalLlizBHTDWk0p7jK08MFiEQcNP+9fsPfzTn/7ENOCDg9SH3GzyIMK33noLdjgcDhquPXv2LDxgKEcg7OD4oNUX0+x7RMWuZ4yaSLOZogXGfWaW7gzOoKUrWgpsSxbMlmBVVRW1mwpuJj53kAgswmiIwCK8YiI9WIWFhdAgQQzwuS8QCCwFpoIHBC0Fs5QGJu+//z5tiJD6K66aLeWCGYCJvadQj4MwiouLs9KDhYiNjYWz4uPj8ZGUlJQPP/xw0DT6Rh1G0Wq1cJ+pNbstaR6zsMyWju1Mag8W9WlBQGNmi5E78+Af/vAHZg8W7dmAxhhkx4MHD+Av7FuKiiawrFza0gNj/V/bD+J/lUolPGkzZ86klmN/fz9kBHY+/vhjkOY+Pj6DJl0FxwdtfjHNSpxxVwhjPgl2ZdDSFS0FtuVClrK/aNEiNHsD/oLExwGgCiJDhAQqRGARXkFrxangugZqKNTeDJpGvpi1pEKhYPYYIaBCN9sc2tLoWg8GDS3VXMnSlzf125QawMYeLLtOYR63/nVbWloKtTMoKvhL/bL/5JNPYmJiQEHi2w73EFRXdna2ldhwmrEIg8RbLyxLpWM7Vp4fjC1lDZnFBkMI+Bc3XTY+LVYCQ6NIG2wdNNesQpjf/e532FrLXoFl4wNji8CyqwcLypHD4SDlBH/x8fnz5/N4PDQECX+pdv1WXky7erDGfMaov9rSg2X2X0sZNHvFMQNbyYKlEoT4kUKFv9Ru6Vu3bhEjdwIVIrAIr0DjUJcvX0b1UXFxcXh4OPoJVzr/7//9v/j4eGjsoUYOCwvDx6FxRdUl1D5/+MMf0EFonx49eoTjj4uLW7JkCarLqqqqsD3ExAXWr7/+GhISQg2JjCoAszZY2H4FAgQHB2P7GFqCqVg6xRaBBfczNjYWpJKl9D99+vSjjz6Cr+1BU68VhMSjgXfv3oWorl+/jgNDtY7tlK0DaQ4NDUX3AT7urReWpdKxHSvPD8aWsoaUeHh4IBOoQdNsRBAEcND2GKxfDlpNaDuhRFBZw8MM99xSv4X1qKwILBsfGFsEFjJXgjeOaYOFChfixydCgWJTJLj/+DgoxT//+c8XL14cNA2AfvDBB2fPnkU/WXkxzb5Hg6NfJdufMWruzGaKGsbSnbGUQbNXtBTYlixYKsFBU0fg1atXQbNSU0jcNBBoEIFFGIVWq0WTbn7zm9+AlmL6wSosLITmH36FphSqaXw8OTn5ww8/fPPNN0Eo4P55qMFnzJhBrdSgKn///ffhdKihcJ+TLYMFVJgBoEWH70to4HH4U6dOoVlRW7ZswWIFnwuCZteuXTNM7NixAwdgJhhj6RQr7TEGToEGDCePCSTyxo0b+F+4sXAE7UMRoFFC2+8GNc0RERFQKHAr4IbgMQ6zhTVooXTswtLzY1eygXPnzkHa3jQBO9SOsYkLrEGTqQ3cYXhmIJ1vvfUWpBlaZeun2CuwbHxgbBFYgyaDa1D/tFmEkAVcuPhEKFAQT+gNPX/+PD5eWloKgdHYKPyFANTeF0svptn3aHD0q2T7M0bLHTNTgzYILEsZNHtFS4FtyYKlEhw0zQ+Ag/iZGSSORgnmIAKL4CJAC4H75+1qg50caPttcfE1JtAAQAs68XgIBEu4wDM27ixA5cMcdyawHNdphwgEjMsIrFu3blE9NYyDAwcO9PT0tLe308Y4CARH4QLPmAtkgeCEuEg7RCBQcebJ0jPMYSnke++9h02Rxhfn+fPn33nnnZkzZ1pyFDmOmG3PwriTPYVREexlgs+YM+ACWSA4IURgEQgEAoFAIDgYIrAIBAKBQCAQHAwRWAQCgUAgEAgOhggsAoFAIBAIBAdDBBaBQCAQCASCgyECi0AgEAgEAsHBsEVgvUEgEAgEAsEJmGpF8JpgTT5ZU6IEgl3oJRKOuzvHzQ22igsXnhkMktBQ9K8tG8/XV33okLGjgxbtgNFoUKu7tFrYf97d3avXD1hYRQTOTQkMHE7ApUtV16+nb9ggX78+LSSE5+PD8/LCyWNu8rCwR3J5W26uas+e1CVLREFB4oUL4aD28mXm5dIjItBZKfPnFxw/zowtY9Om9uJiCNmmUkmWL6f+JJwzB26UQ2443BauhRwJAwIaudynLS29TU1cT084IgkOHvdVUJzKyEgbT9HExKBTGjgc+Bf+4lShcjQLDqYID+/v60MHO8vKhgqOkjV4tJjnvnzxIj86GofJO3jQ3myq9u5F50Li7T2XMFWwpzl25XyyUzITCDaCdE/FxYvUhlDg52eLroLmP2ffvscajSXZZBe4kXbgpo6Opl6iOilpOOXe3j06HTTteYcPM89CggZEiRn1M29e6dmzWZ9/rvzsM5BBKOOgPIq//x7kGlJmYwJnZW7dOpyS0RKE7+eHlA0AMhcJLOHs2a2mJcDtAnKXvXs339cXRCeOc0zK4uNRSh6lpw8ikeTjA//qrK5K+aSxUbRwITqx7Icf4AjIrPTNm9ER6apVOINF33xTmZgIjxw+F6tAvKVv3AiP5Zi5g0jgFsHjRz23WSazMaeEqYU9zTFr8smaEiUQrAPyIu/gQdGCBVwPDySVeF5eaJ8moeAvz9u75LvvQHCkb9iQumyZYPZs8aJFxadPQ/Pm2FQJ5861Lphkq1ZV/fST+tAh2erVkpAQ/qxZY2os3OcEbbZi3Tp0ECLBFwVVBJqp6NtvBf7+w4Jg5Uo4nnvgwKt4LPU2BQamjNxDdLu6KirgtlAFBBPt1auckW6hFoUCFIZq717x4sWZ27bRbmnltWscO7ugcKYU69dT9aKNgPgrOX1avHAhXBHuWN3du9qEBOvZGU5qYiK+LYUnT4pH9Bbfx6eJz08b3RcoW7MG9Xe2qVS4+4ra3QX3xPrlhnvaGOUCRWCjzCVMLexpjlmTT9aUKMFeoEKHr3z4EJ/qhEwIaJ7LL13K2bdPuW1b3qFD0LCh49BqQhvZLJFkRUaCIBAFBdE6TtCm2rWL2nclCwt7+eLF60x/e1ER39sbXR0ER2pwsHT1asjRQ7HYoNHgsScM5Cv/2DEQfLiFztq5U33kSN6XX6bMm4cO4s4b9UhnFfzUXV3NvPrTlhbt5cvqr77SXrnSWVFRFh+fd/hws1QKtw4uXTPS+2V9w6OZcF1Inl4q1d2+3SQUgqQAzQHClBo4d6wF77q0WqzeoFgfikSDI8+q2SwgoNSog5v2ijPcdSdavBjtZEdFjXkW3CIs6agbFMegqSeMdjz/6NFmmQwrJJDLbTk5aaaB6SGdank4kpZItIE4xkOuOQcOjKnPWEV6evr777//Oo2r/ud//mf16tVtbW1WUsWe5pg1+WRNiRKoQAOp+cc/ZKtWCWfP5nl7oxZLGBCQtWMHNH7QGuGxmNSlS5mtuPODdIaZxt7DA1p0yKktygA2kBTQhIMQAXGml0iYNlWvASgsaB0n3jcGLbQmJqYoLg5yAfcn54svcDYrExOtnIXNnmj6DKhNTkaGYhBGMGfOqLvH6EoRzZ+PVSxvRDVSN3FQ0JgDYUDZjz9Sz0oHEWO6Fs/HR3PiBDUGkKfi4GD+rFk8UxbQxvf3t/eRxmZY9ko0EExoPBFv8vBwnEI0KkpV9tQeU9TNBiWVtWsX+tfKzUHdbNQeL5CquuRk6qVROZacOWNX3l0SUFdXrlx5nasrgrQ6ePDgX//6Vyth2NMcsyafrClRAhVtQoIVVVH03Xcgv/C/stWrq65fd4hR0aRCtR+vvn7dRglF2zI3b6759de2nBzdnTstSqXz59ouoMUVzp0r8PPjUUYSFZQmnwm2B8IjXDTrJWT6g6Rnk0ik3L4dZHp1UtLTlhazJvOWNhBqNvay9Oh0fF9fS/Hw/fyqfvoJnnD4y6XoKrSpv/7altE9GpDH1JG+K47pUwTSYOO5OpMGBZklXbUKvl6Y2g6OZIzMM8CbdOVKeOlQACxtraQcG4rVJCd3VlTgAmWazdnbe+eSQMM3JWtXW29w2dMcsyafrClRAobWe2Hjhqt7DLKonZIsYNqLi6G9f1xQAInBA16iBQto3SfQwokWLuSZMxsS+PuDIJCFhSk2bmzLypra7Ew2zOY2dckSKyNrg6hr5NSptNDQ1GXL0jdurPzpJ9tFJ4TUxMTAuaPsjUabtYEGgjih+Gzpu8KAjJYsW8bUT9a3tE8/HfcT+1Akyv3iC8WGDUWxsQ43aYLspMyfj9NZe+sW9deiuLihxC9fbqXjjTbVEaOXSGQUg3rY5GvXjkNiuhhT1fARgYVgTT5ZU6IsB6rmRh4P2gb5mjWCka9/wezZ8vXrKy5fbhIIWjIysnbuFI7Y7phtC+EjHrdPqIsLWrgptO2A9t56gwqf/tAu4ubwaWtrwdGjGZs35375ZROf/5qtqZwB2lCXYt26py0tY55FncyoTUgYx3WHRmyPHhXNmyddtcqQmysKCuKYvA9MsIMQdAmaqQfPYU1Skjw8nPkM8Dw9cw4cqLpxo7epaSLXeg3o7tzJiIjIPXDALq2JeKzRgHrOjooyqyCbZbLi776DG47uCfHdQATW1MKafLKmRNkMNJA0U2K0FZ48SQvZplJh+6S0FSsepacLRo/FIJMsqm1H5tatUKd3VlT01Nc7SrKgng9oMPB8N7gEKDnqlzck1bq64vv62j4VnyVAAUFJ5e7fD9rUdlucIctryx2ZUwt6MPCAXd2dO7TRw/xjx6YyfQ6i/v59eCNqb940+yvcBHiXIYD1/jn42ED3pCgubnKSOW0gAmtqYU0+WVOirIVpn4s26YoVZnsvmvh8UDbUz+iKS5eoJ+Z++WXqkiWjOglGDJZFQUEO6dCieYNsEgiQzZBwzpwurRZ+7e/pMSsZuZ6eQ+ODpjFB6yNfBLtoFAhAllUmJjq/URp8AMAT0paVRVPk0xr8hNOOo08R/ogd/Zj9i6Cx4KtjHD1kLgYRWFMLa/LJmhJlIUPOx0NCqPpD4Ocn/fRTtWmmve2V7MsXL5BfInoXkTmXSw4ZfWjNykLTqRTr1lHN7V9lhDINsPjUKfRxD4mEpEL7aq9BD4Hg5CBfIVxvb5oZViOPR30vnK1/0WmZeMNHdcEwc+bMkJCQurq6CV6XPc0xa/LJmhJlIbW3blEVSfW//jXBITya08uSU6fEJmMa6iYMCGgvLtanpqYGB4sWLCg/f97eqxg7OoSUCf9me6rwVpOUNJEcEQjTgvbCQvT2UecAwpvCpXi7yNm/f8z+RagBmvj8hyIRCw0QqThEYOH93t7e6Ojojz/+eILXZU9zzJp8sqZEXRioLjUxMXV371IPDjmyGjFRTwsN7Swrm/iFOisqkM8evq9v9Y0bUJsrNmxAA3MPhcLCEyfQ5bBDS7QVHD9uV23eq9dTT5eFhYnmzxcvWcJneE5K37SJ9FQR2AB+Kag+6PHBlLlzDRqNLW9Z7c2b6BRL5lwswVLDB/VJZWKiNiFhTI93zBhmzJgBf3fs2JFE+eqDfTgy5nVt+dWVYE0+WVOirgpUslhI4YNQ1eJlOsSLFzvQbqZHpzOo1bj2QSbGyNu79YXz+LNmST/91HqH09OWFmQWVhYfn7ltm3L7dtnq1ej0NpUK+duEq6DJ+cXffcfyr3ACexhaI/Krr4QBAfKwMLwIY8WlS+KFC1OXLrW+KiIV7ABvfLNBXQZLDR+uNse8P9QYenp6oqOjfX19YX9gYMDf3//Bgwewf+/ePXRwzOva8qsrwZp8sqZEXRXZmjXDIsbDQx4eLlu1Kn3TJjHFCB1PxHsN4DXUhhRVQADNhzXaHopEzG4n0G3SFStQgIytW3O//BK+sJtlMrzWB3U+4JgL2xEIrgee+cH381OsW4c6j81avlsBXpzCkye5Z768kH/2bt3dsU9wURwisKi8/fbbpaWl6KfW1tYPPvggJiYG/sK+Lde15VdXwnnz2d7ejhZRoh4E+fw7E4cPH7YrNvaUqEtSNZa/cp639+tMD1TfWbt2pcydm7FpE+qOko+sJUzdJMHBNIVU9sMPzGD4a1uyfDlRVASWw1y7cNi8cvZse6PambUTnaw2sHSBQscOERqNxri4OGpnVWxsLASIj4+38bq2/OpKOG8+9+3bB2VJLYmrV69C0RpM+Pv7w7+2x8aeEnVJmI65qVtqcLAhP3+q0zhEe3Fx+fnz1LRR18p9rNEwF1oW+PrCWdKVK0GNkXVqCQRAe/ky7TXhenp2jHSc2E5UdhQ6v7jdwS7ppwuONXJHIBssoLS09L333ktJSYG/tKmFRGAhnDSfWq32gw8+6O/vp5YEqCuZTIb2YcfHx8f2CNlToi4J8lCFXYOCTMF+QTUxMc5movRqNNPUiYWcItbevIm9amVERGRs2iRasCBjy5b2wsKpTi+B4HQ0CQTZu3dLQ0PFixfDa9JRUjKOSHQ9ugRtAqdheNhd1izzBKXG9VS2Kh2aWOfFsQILWuTY2NhPPvkE9p8+ffrRRx8pTXZyoLHgoJFiAksEFsJJ87lkyZJkkz0jtSRmzpw5MDCA9mEH/rU9QvaUqGujl0i0CQkGtXrAaHTaadjIQxW200qZPx/bsA9Zlvj4NI98JxAIhEkiWZcM75ufwK+sc3hmMYgt9BLCztSm7bXhWD9YM2bMgKa5pqYGjm/ZsuXGjRs42MWLF+GIjddlT3PsjPlUKBReXl5on1oStFJ58803aSe+YZXJTjZhknhmMLQXF9uylpxTAfrP7IAmddCQQCBMEjGaGPTK4R4sVZsK/vXh+bDHJIt4cp9anDGfH3/8cV5eHtonPVgsZ2hZsZEZdm0q1VQnxw4GjEbmIs1VP/1EzNgJhNcA6sHy5fte1l6m2mDxm/iRysgj6iPdz13ftxwRWFOLM+bTUucTzQaL5nhjzDgdn1DC5INn2NFcGEwLnhkMmn/8Qx4WpggPLzh2jIwMEgivmXB5OOq1MjwbMoVEqos9UwuJwJpanD2fzFmEra2tZBYhS3ja0iJdtYrn6cn18EgNDkZ+PgkEAsFGgiXBSE6tU6wDdYXHDb24Xroe3VSnbtIhAmtqcfZ80kri8OHDrPKD1aPTNXA4Dln+ZTqCfaY7ZGVlAoHg5FR3V3MaOA70qiB6KPLmeiNRBWIL9WDN4s9K1ac66hLODBFYUwtr8jk9SxStdsf18GDh6vG9en3FxYvIcRR2N/zsmUEiCQbZlZOz7zkLTCgIBBfAOGC8XHF5b87eCxUXmJZP2i6ttFla31MP+34CPxBAIIn6+vscdXU8JhipjDQbgDnf0GUgAmtqYU0+p2GJvnzxApsfiQIDH6WnO3CtPSfH2NEh8PdHeU+P3tTWmouOq9VHQF2hLSVlXmMjb2rTSSAQxmS5ZDl1rsfN2lcLMKsNag+uBzruwfHAYaKyLU621fXotmZunS2cvUq6qvDx2G7k4sviN6VvOl5w3JJV+x7VHtp8Q5eBCKyphTX5nIYlmh0VNfTWj8yhG3JZvmRJl1Y71emaFPr7+gqOH4cMKtavhzz26vWcQDfOYTfOv4blVE7O3oqKy1hd4U0g8Ie/YvGS7u5qszE/f97d0MB5+FD08qXTecwiEFyVDmOH4pEity33xcsXNFclh/IOoTAgfVakrTC7PkOQOIiph0CNhUhCvLhe1JAHcg/QglV3V88RzoGf/sU5qZdIzLrK26DYAAFAqN2vv4/i8eZ7kx6s13Pd6dgcjw/W5HMalqgkONjsunVTna5JQce5PaSovIa9nxeePcm978WUU1yuO/zl8/2ZP410awUKBAEi0fzs7N09pkGH3NwD6Kc6Fq/5SiC8TjSPNVgGbUzf6M/39+Z5+wv8cWeVL9/3s8zPcMeVF++VZvLgeVhSTthTKHULlgTTgnEaOMMq7brbv/2Hll3X9+rnpcyDI5cqLqEw+HTX9j7qWEejM2fODAkJoa2KM47rTsfmeHywJp/TrUSfNDZmbt2aMncu/M354guBnx+qEDK3bBlzec5px5MnjQKu75AMSnbjxLpxfnTj/HOUbOLxfPD+w4eiZ88MjY081HdlZRMKAzMyNo+OxzMnZ99UZ5dAcCn6+vuSqpNAoHQYh6smLHGoG6gcswoJWUcl65JBKq2SruI2ctHBiPSIF6N7nanRrpau9hX4ws4K6YpqU+/1wbyD6Kc5wjnuHHe0v//AkHsXtUFNNcOC1Prz/NGRvaq9O7N2wlZtoQt8WuPYpXJ6e3ujo6M//vjjCV532jXH44Y1+Xy9JdokEGR9/nlaSIhk2bKsHTuqk5K0V64UxMRUXrnSU19vSwzwyqOaBC8AnLN37zR1B2Wd/v6+tLRQMwopyY1zy00uD1Orj4jFS7hcb9OAYACoMXRia6syPT1CodigUkVxOO7WxRZ162HB9GwC4bWRWJmI+6Ju1d6CIy1PW1bLVntyPbEe8hf4g/zSdmnnp8xnCixqZxXItV3Zu5BCAs1kHBg2PC3rLPPh+cDBcHl4XFEcxFbcXoxOB3k0SPHIQN2+vbb5eXe34ZkB9WBdr7pOCxkkDnKgQb2zYanhe/68u7IyUatNMBrH+Fy3tNizv78/Ws4Oodfr//SnP/X09Fi/ri2/uhKsyedrKdEurRZUlCgoyOwaKdSNN2tWaXw8WgaYCdV9ORZYxadODRt9b9rU3+ciNUL1v/4l37XeihiCMBpNDNoXiRbAXwljRADo7q5uaLivVEbKZKsLCo6lp28cbac1m8+fhf+Vyda89owSCC4LqBZq7ZbXlncs/1ikMvJC+YXFqYvdTLMCi9qLcPiqrqodWTtmC2eDuIEwaoOaZm5F7anyE/iFycLgEtuztqMjMZphpy2axxoskm7X3aaZ0ocrwvlNfKzPqCADLHfucC8XaC9XdTpqqeEDdYUqQ+1YA6PUGEA/RUdHIxffCoXio48+wj/t2LHj1KlTY17Xll9dCdbkczJLFHRS3oEDeBTPvs0kpLgguby9kYm3dPVq8YhEy4+OxhaaA0ajdMUKdDxj8+a6e/emu8wqi48fys4+N84dk/T5wY1313u0xdXQkpQ6XTJTdVkHvs8EAl/TmKBXfv5R9JXW3V07MnQY0NXlmnMFCITXjOGZYV/uPtQ/hPUKdTxO36tHXtRtp/FJY5AoyFKlSZ2EeDT/KO2iaAtMCWx5Omr1Ul2PbqV0ZbAkWKKXQHpAUQmbhDg8Fm0uhkMEFpW33367tLQU/eTh4XHr1lCHZU1NzXvvvWekTHInAgvBmnyOt0RB1mivXs3etavg+PGyc+c0//hHS0YGNcCQM0zKRD+8CQICMrdtgxNFixaBeAL5JQwMhB3btRfX07O9eJTDPfWRI9QA8vDw590WfUFByh8pFIXffCNetEgUFAS5MDubZgpRRkYOZQSbTAUEdFaVNzXxU4SB6IheL0Uhnz5tga2oKE4iCc7PP2ZL5E+eNBoM6meja3aN5h8oZj7fWyj0F4mCKioSIFhvL319wJ4eHRwfs/+cQHAxzpScARUSlR1ltu+HCe5t2qPag7xYDY0VmozZmVbqtgMaKDQtlFkt0nxZiR6KaAEulV9K0CYwe6RwOrGW6n7evU25DR10SQv3QUcPEYKEiouLw4vUpaSkfPjhh7CzcePGc+fO2XJdW351JViTT0qJdnXV1tff12ovqdVHMjO3KJXbCwtPwpG+Pnor28TnpwQGmpE+Xl6gftBIH11X+fpmbt3a8OCBle6lttxcxdq1XA8P6wKLOWEQNFPq0qXUMLkHzFdhuuRkvq8vLUL5unU1N29OlaOHly9fgI7B7zPkBTTr0O29aRJYt93yjx1DPzU3yzSaGHj5He5Y4fFjjQVz+ABqsM7OCi53aA6jXL62vb24rS2vuVlKLLcIbADbJy1PWw5qRqKXWAkMGiVMHobCgzI7ln8MVzfbMrdNcDVlbZf275q/U/04hMvDma6qsG07bN8Xf28pNpBcyCYssTKRerysswx+euGiPlwca+SOQDZYiE8++SQmJub9998fGBiw/bpEYLkaUKKlpfEiUdAYFtD33Iba+9uePI43774n51s3jhm7SfNb9p49XZWVdqXK2NHRUVr6pLGxq6qqMjExOyoqfdOmjC1b0kJD4W93tZlZLSCPNKBLTB7e0aamDCMOmtyTFn/3HdJ/ljbF+vW4b6xHp8vatUswezZ/1qysnTstmYVNhK4urUKxjsfzMo36eahUeweRSdmOITN2kFacODdO4NgDfw6hqOgbs0WvVEbqR9oSoXAuMwCX65aVtWPAts/6aQTI2YYGjovlq6Likslnx7yno8eJCNbhN/EDhAHUysKH72NJY3UYO05oTmDpg3q88IlM7wnjBq0hSB0ZpALyaG7KXHRRVZvKSjyGZwZ9r96SloLsQFR6Rmf2tMaxAqu/vz82NhZEFT5y9+5dCHCdsdAIEVgI1uTzjTdsn2VG335y42/0Q6N7fB8fpl6Bg61K5evMzoDRmLl1K05AdVLSoMlXZ69eX3D8+KueNkibr69s5UqmfRj8VPTttxDPsDtTyrCjY5MKLVxa2nLaLe1srhD8Mpfz4NWR4isWPz0dTktLhkoVlZkZKRYvNCknT9yPZTCNLFh5GMrKzjEjNJqUMp7eOI0AdYXyVVJyxlIYKEE82Pr4sabdcevETR4gl1G+DC5qvDxJRCojmR9k6xTrmPPsYgtjqWHwuNudujvzhEPmUMdsG8p3FCCMWiYgppOqk9AURdCXHS5kGOBYP1gzZsxYsmRJTU0N/vXevXtolNCu6xKB5WrQBRY07f8xdZ/8ZPIVfseN898xZBa0vlLpCp3uTldVVSOX28DhNGdkKCMjQejoJdZ60SeJHp0ODwKCwhPOn88cc9SLxSjw8+5uzd//nhIYSOvZkgQHp8yfP0p4eXrm7t9P7ccC8dBVW6u9cqXq+vVxrNXTYFqxmboNWbL/TL+9U9XT0NurpyZDIJiD5hvyeLNgM8kvd5N301duINLTI7Tai0rlZwUFMZDs4uLvOByPkV/d8/O/Bi0CQgQyzjTtep0MDBjb2nL1ellXVwW2M4OEYc3R1VXF5/uilCsU6/v7e7q6aiFAd3ctnGvqd9yI1SeX6/GqBHleer1oCrP2/Hl3ScnZlJQFKSnzKiuvodHn2tpb1dX/6u6uhn/V6sMmSzvfpiaBw69eXZ2k0cS0tr7Wb6rXAxrj8+Z602zGaSZKlyouUX8NEgXZaLDltFCVpZVxxmnHZEuZ0NDQu3fNOHAmAgvhyvmkTX8YahuuunG2DbsLH6Uq3N1Tly0tSv5ek3NCcjOE871pkZYLbpz7HhyG0uLxvMXiRWr119AUTW0GQQbheYW0LXXZMpqBPD6l+PvveaYVlKmbcvv2jM2b8b8Cf3/18ePVP/8sX7+eqtsgjBWzeiYNDQ9EonnovqlUe9vacoQ8+uhbUdE3bVY79icVo7EDawjaRpVHIDgEggBzwcz43+JyvXCcVVUOWKW7tvY2GrVMTV1aW/vviooL1lf+gfuJ3IaNfm49U1LmUxLpRtGF9E0iCWX2O47Oo3tZ2Q/MSxsMuQrFOpEoCASoTnevuDguPX1DauoSHs+Xz/dJTV1UXf0zCgkiCe4wHppsbc2EDxgQTAUFf4eDIE/l8jCBYLZQOEciCcnK2lFZmdjYyAddJZOtpao92OBE7IpWIlleXn6e+uujRwqIsKmJTxsJBR0MElmpjFSp9sFZEEljI7e9vRgEqJV7CxoOxwx5dLFpEH39fWqDWjdibnih/AJ687/I+QKNrHU/78ZOqtxMxuxr5GusD8xNC2I0MdQKcbrrRcykSplbt25RPTXYfl0isFyNIYHla0aIcD098w4e7NWP6mnQJSfDwcrExF5Ds1Z7GRkPWWhmPOTyNQ8fTkEPFk4qM1PioKDOMmuLavXU1aWOXofnoUjUo9ONaXc/FPmiRWalG6KzswzaJ2jGoO1sbVXhhlAuD0fdDKOa/AvetVnJlqJ6baDepvz8aGraUlODn4820e3qqk1JCbSsOcx7OoVTmpqENqYErgh3j2lNbzZm0FjUMB0dpZWVV0H0yGQrrQij8W7mcwfqp6zsR7QkEaRHKLRyf0a9NWlpnyJJpNHEmOTUfeolJJLgiaSWJr/g/ZVKV6H99PRN/abRLrhodvZOSzGAtnvG8CwAJ0LpMCL3ycs71NVln/Gl00JzqQB6a0P6BvTmBwgDlkuWf5r2Ka4LFqQs0LnKzA+Qj5D3QGEgytpE5j86FZMnZWbMmPHee+/l5eWN47pEYLkaUKLD8/68vCTLl2tiY2uTk9tycmzpjzGNPiQXFn5j1vYZbSLRwrq6e68hI0xA7hR8/bVq9+6qGzfKf/xRExODfZNaR33oEKoqQU0iM/muysph1wljbbn799f88kvZjz8a8vNRbNDGwAc9aiaZkrSw8CSE6XlYz7k40oZJw5zKsBrazrS05SJRkEZzwtLoj6lV3o3SLxDMpnZ9wUMCW1bWLloDjLbmZhmOoarqulab0G/OeXRGRgRqs2mtu0Dgx4yTz/fr7q4aNEkr0K+W1YY7Z7i/yszG43mWlp7NytpOOTgq/Xl5h43GDlB+Wu3VioqLIP6amvh4YJGqM8YnhiABdnnhp6oomWxVSoqVVzLIbMzwFotE89FtsbKp1Yeo/VhwBzIytlgJn5IyD5fyNAWtY+PJ9aT6ODhZeNJsFTBbOFsz1V34DkdjGPZc6kAL/amFLPY8tbAmnw4q0bY2VXn5hezsXcw2hmNyEV5Z+VNjIw+CmW1BnQrc+1V7c9T0nGapNH3TJoGvL8/HJzU4uPSf/zR2dPT39WXt2GFWbAnnzs35eh+Pa7GfT6+Xobaq5tdfuV4enINuwh/mTlMTFmhoi4riNJqYri4tyKC0tBWQwczMrThAefl5oXB2SkogXmQatrS0Tzs6SgZHZrfBVkmZK47jTE1dwhmRa/jXzs6y4mL49URFxQX01GFhx+N5gyYzqxX4fB9QTni0q7u7Vq0+DBIBDnZ2VoAy0+tT4UHFSu7Jk0YQaqClQAKq1UeQNIFTzA6WgcySSJZZKm5QMCC1BQJ/SCfIULl8DdwKuC0VFVfMr4k0WqZQ4plXXHyqpOS0UhmZmroMKT/QmikpQUj2DZo+fjSaf0gkISC2Skvj4T7j00HIVlX9PKZQgxRCnKY7T7+NqI8Q7gDcf9pPjx7J8/IOMmOz9NhAOsvKzkFenNnZBx4mo7pC0Pfq18rW0t75FWkrJuiCwTkxDhgjlZGBKYFbM7e6RuccEVhTC2vyOQklCu0iVOJQQVuquyWSYGh6CwqOQtPS0pLpVB02iMcajUGtttEBKQQrv3CBS/OVOteNs8c0XcB8N4NXxcjy9QA+q0ensyud8K1cPB0mr9HQaq9Ql+hJTV2EW3EQTDgYthkSixeCVigsPEGVNdgWCqsurNKYd1sg8EVmTBPU9yC84HLW/ZC1tChlsjAQeRRV5zvmcDm8NYWFsZApuXwtVdOkpi7V6W6DzpNKV/F4s6TSld3jWny3r6+5tvbX+voH8LrBTRCLF6H4s7J2ZGbSu6CwEdXTpy0jCi8QB2sw6QyQWbSzQI2h4eOurgqVaje1f1EsXsz8cgBRJRYvocaQ+7pGoKAc29uLbZzfKmuWBUuCw+XhNFcFff191yqv7c7evSF9w+LUxatlq5XT5Ouoic9XRkaqjxyx3XIUL7+zSrYK7sYa2ZpprbSIwJpaWJPPN97w5Hp687wDhAEb0zdmtGSMfY7NQEVMNR+2tCkU65iGHdOOpy0t6TERnAR3zg137o8ew6vcjGz5+V/X1v6i1V5uby+CFhqbMbWpVOKFC5G64vn42HXF8+XnUZUnm4ZDMHghReaGTPsfP9ZwR3f+qVRRtSMuf+DRwuOt1ImWNDtuLtezsPDkVCn4R4/Sy8sv6fUSex3DdnVpdbo7TU0Cpo9fBwISClnTQ/LKyy+AsIPPnuZmGe12wccSmhsIekij+bta/TUo3by8QxRZ5q5S7enqqnrO6Lyprr5BVYpIa5aUnMnOjlIqI+FytKLn8TwdMvvBLNrHBTfL4q+mhVBH6mvq713VXv06/+v79ffNnlXWWbY8bflK6UqtC60ihQ0ebLSaGKQIrMCUYXus4wXHJzWRkwoRWFMLa/L5xhu0Xm5/gX9UdlSJaeCGSvfzbvhQg18jMiKg0rEx/pGFXJbxeD4msxKLMgvawvr6/zg6f6+PxkaepWl3nMtulYmjvCTDh2PGpk3COXOEAQH43uulUhuvpWpTcRo4h/IO0UYuoA1QG9TTYqYPtOIlJaepA8r48UAqiunGgjMy2AQKDHeAVVRcoMUMUiA9fYNYvNDU6rtOo+gMFBefohVHWtpyK55E4MNJLF4w5icW9cVJS1vhwBmIoPkKCo5LpaGpqcsWjkzxu0i59PrUVx6TzcZwonDYZagrLRqTd/AgmslkfdIPjYsVF/35/tTGYvouBU0E1tTCmnwyBBba3LnuR/OPVnVVoUnIoLeWpi7FvwaJgko7Ssdxuf7+vrKy+IyMTVLpypSU+UwTYKhqFYp18D09XTxNQxNismE333KIeAuG1mz2cBMtWlRx6VJhbKzu9m3Vnj1Uj/NoE82fb2N3PahbtLRFmDxsg2LD7uzdaH6TslWJjq+RrYkripsWXgFfvnyRl3dQKAyQy8Nqa5ORg1Mez6uq6qfW1kyFAnTSooyMLSCY0Igb/M3J+QLLMi7Xy5ltd1wP7KcUb8rRS+CZxdIiAWiDB+DFiz6DQSMQ+KMjsDOm19bmZhl8udXW/ttK7+DZ/KNb+D5HOG73OG4XOG7YFfKs4YfHHS60UDgHHfTieTEH+NIfpeNXlN/Et+UWTQugqjGo1WaXxLACXrUQb+Hy8E5j5yQlclJxrKPRmTNnhoSE1NXVTfC6RGC5GlCiafq0X2t+PZh3kLYWBN48OB5mj58tPTvBqw8MGAsKjlqauJSSEqhWH+rsLO/t1TPXJ3YGmpuluFXAm0wWJhIthL96vQgqMuGcOWPOPSyKjbX9orivHm14oQxa9cdcm8z5obbfAoEf9aeursrMzM9oU/n0evEUpZSlVFbfuCUIuDPSfQjKOKtJOOakudZWJXI/Bp9VEknIiDh2p3ZYAjrdbVyyfL5/ff0DSxHq9RIcMivrc4kkOCtrJ1VpQV1xWDj3le05x81/9CvX3V2bmL3bd+RjEh305fvGFsfe1t2+W3/3u+LvlkqWoi8W2A6rDzvkBk5rituL0WLVwanB/oLhriy4S1OdrvHg2KVyent7o6OjP/744wlelwgsV4Naoi9evshpy9mXsw+9RWa3haKF1H8XiBbUm5z9TJDHjzWpqWP4+BEIZuutLrD6OoHGgJlgszPSH6WnW9JVKfPnK7dvL/vhByt9V6o2FQjZWfxZ6HvxWP6xC+UXvi/5Hi8li0YujAPGI+ojswWzceyWbEqcmYYGjli8mDoaiKG5CjMNDl6yFA/BEvA4xWhizpScGd84MppPB4pkvXhhmnLbdtkaLE1AgtgYZ1lZPChpnS6Z5ry0v79PpdpDLeJOc6YIRmOHVPops36oauTHFcV9lfvVtsxts3melmqwcEV4REZElCrKhxLG0jck2uDL03ajCNcGrVo4ONrD+7SwSaBhScp0P+9OrEyESnXMEQAriz3TXHnbcl1bfnUlWJNPcyVa0VmxMX0jWoIKb9DGnys719ffd73qujfPm/qTr8B3R9aOf5b+817dvYmMTHV3VxcXfwu1p1mfSWhISCxeOLXLqMHHsakrZVTC1OpoS5bUIJ7SVq5Etwqt2Ah/VXv3NnA4xo4x7hUeDWRuc4VzYQOZVW2aU6Y2qGkBvLneRe1Fjs//JCOTrUG3NDf3gFabgGfMPX/ejX07KZWf1dffc8LJp06LqEm0Xbl9d/ZubKF8svCkLfNPe573wKsNT9r2rO3QslKb1dnC2bRH7o7uzsSTWl5+Ab9W1Df96dMWZDaAZy+iXrGj8JnHcZvPcaOvKop6p4bE36t6DGowXiOPFgZO/IdioxWBdcbyepSsBUTVzqyd6FN8lXSVwfmGF6xjScqAuqJ+uNoYQ09PT3R0tK+vLy3MtWvXgoODLZ1le6pcD9bk02qJvnj5IrctV6aX0d4fbZeW6QMGfwtuSN8QJgtbp1g3kQq3pSUjO3unWa9aYnFwx7gswCaIaUDzOKNfbVaTDcYZzwwGmlt8W1C1qqzU+26UpWRBZiEp5i/wx8oYdq5P2pyscQCt9aG8Q/BgRKmi7tbdZS6UO0hxvvDTyLAO7opz2pFiJwTeXNDcGS0Z8Pd08WmzD48X16u2u9ZK90Pjk8Y5IyZKsEWkR4SmhVrp3oYnMM9g3oG1WaAagUY6KjuK9lX28KEkM3OrSDRfJFqUm/sFvHR4YBEqBLw0U1pa6HeQC6svyO3aW8sky2ZxZy0ULfy5+meox2gfh8f5QyrtHsftVOHJlWkr4TPSk+cJL44P32dF2opfan7BdqgEGiC48W2EQpzq5NiHQwQWlbfffru0dFSrJBaLP/nkk97eXluua8uvrgRr8jmBEv2x7EcvHmP9wtHbV3lfTaR6QsvIGI0dtbW3aF1ZNvqwsZfu7mpoxZkTzru6tBLJ0tHSyl+nuzN5flO7n3cvFi/GdzJMHgYtHFqzAhoJtOrZ+fLzOLyuRwetKZyVrEv2pAx/TIlxLlS+kJiW0TMVqNmBbaV05c3am7THo61NpdHEFBaePDESbI9qz0RGtVwJPEAzaHLOtD9n/9f5X2e1ZlHvobBJuDxtOV4Ub8zNT+D3a82vtKtsydhi6v4ZFQmWJtRe1VWyVXBF3DEG8mtT+qYrlVeOa45/ofribOlZKz5EzDrwRIy5KNAN0YIY1S4fRjY9TcbsaGrustQloOOpnyJUTQDbEfURqXQlinC6zKpxHuCpgxoJ30y41VOdIjtw7BCh0WiMi4uj9mBptdq//OUvTU1NNl7Xll9dCdbkc2IlCo9jcXsxNIHzUub58/0tmTIsEC2o6xl7hoV1mptlWVmvVklrbpZPMEIm+flfIx+PItE8rfbyixd9VVU/y2QrqV4xTfLOMzf30PPnPQ5PAJUNiuHFzuamzIUXHtdlaGo08shwr/5esCR4vWJ9RWcF1YU0CC9cFgHCgHG78Mlpy4H2clvmNnvnY8PzAJeGv7Df1Nsk0UvKOssstvF8v9MlpyH9IKHgQmXtRXJ5+BU4buosAblAzTjbqO6uPpp/NCIjAuQpUjwgXKJUUdQbCConqTYpqSZpo+WhLvwtBAW6LHUZXZdwPaXNUnQ5H74P7VeaMv619tcTmhMH8w7e0d1B3ZCihyIrGs6SmeaB3AP4AaD58MQjxcwtieP2GUP8+QmGVlSNVGysa+Ln5X2Zn3+0x1ThQO2E5CDuyo0rivtM+dmXuV/COwUfAD09OpVqNzxvbDPpQ54apCtX9vdN6BNxd/ZuqoSdLjjWyB2BbbBaW1s//PDD7Oxse69LBNZUkpaWFhAQAKX41ltvRUREQCnin6Kjo39n4vBh+2a7OLZE4dv3eMFxqI5D0kJ8BaMWkYZv3JqemolfoqTkNHLuIBQGONBfTn7+MXNm9fQZgpyh9W7XTurHLu6lwLfuVPEp+BfaM/Qv1XSGahNDWyas4HEBbTTHXn+kuh4d7quAC9nVE4kvulK6Eu9DeqDxBrWNbPZp267sXYfVh9H+etOtvp+6ZLtyOw4wHX3WTxC457MEZu6VvRvcc5Cnmsca+AtxgpDdnLGZ1v3sznXfq9o7i0e/XGxhrLxZ/urfIvMzXn+q+slSt9lc4VxofWl24sm6ZGqYH8t+xD+B7snVyzjF3+0TLdrO87kinCOVrtSUnL6k2hPEcXdnxH+77raVe4heKCtPr9lJFS6PZGRV+3GYLlABRe4n8HObbm4sHCuw+vv7Y2NjP/nkE/Svj4/PrVu3xnFdIrCmkkWLFonF4oGBgadPn+7duxfEFjp+9epVX19fgwl/f3/41/Y4J69EoV6Dz25mRT/x1STw8EFv74SqhtZWZXHx94WF36Snb7I+HoE3reWBefiUh+/4CxUXrmqvKluUNsoRaEtAd0Kzh9aduF9/H2maX2p+CU0LdTPNHEQhu593cxo46Y/SqafD5zj19kKjRf01uXZUGwZaZ6NiI4gbqBCpY4s0ICUXKy6eLDyJhiPxti1zm5V11qCehVxUdlVCUwoi+3Pl55Yae2jtoKWPSI/w5fvSfgqmeH1M4rgdl654Jb+ydqlMHt7Zg7ZLS+s6om0+PB9fHv0ewhYgCLhRfaPT2AklYr3zMqs1i2plRd2+yP0CHoO7dXfRk3yj6gboY3g4aU8gFbjcicITi0SL3IdkkDtqd/FG6+FAKyhTt/qeeghj1lkMPHtM9ebF9YJ3RNgknOB9FgpfrfM4eX7knY38Y8fgLsrDwyfYg0UFqi8oQew4xplxrB+sGTNmLFmypKamhvkTmUVoFmfPJ8isN998E+2DupLJhjsnYMfHnhVXXkOJnik5Q6sZoaWfyDpW5eXnUSeWTBZm77lPnjSq1UfQ/COzm0QSUln5E16pzTRcuBB0WFtbzsCAEfQQfGp/mfflZe1lZPgPzc/9hvvrFOto3UWrpKsyWzPRyF2HsYP5DQ2nH8o7hJsNL54XVlduI2Yu8HfM6Tlw6VcChbHWPQg+T3NT1qFtNusoK9+QT+1zcjN1O1Hj9xf4g0rGSs44YISspenToLVzYwzc4A27GvLmeeMcwQ2BcwsfF65MG74iiD90OUheweOC0yXD1tk42hY2GcrgMWI30yDdKtkqeJX2qPbAXYKnZb18fWtfK9zD+NJ4kDJwxJvvHZgSeDDvoL1TuvhNfFqf4iUHjZftzN756hkA1cV1XyFd8WP5j5BO9EhsydyyXDI8BDwnxbzUY27wkKxXrHfUkLHBoMEvuy1+U8fEaOwwGNQT/PybRkAlAI8QbLiApjpFY0M8uU8tzp5PgUCAe7BmzpwJegvtww78a3s8r6dEz5efpxl2QG0Lba0v3zciI0L+SG6v/TKuEK3PKXv+vBtquoKCr4XCAD7fl7r+LnODALhOlKoPJ5kOgrTCsYEopPUoQKbGNPPH4gCUUFV3FeT0ju7OXIoXROubfqxqGgScvFmOHWWZDXOy8CQz5oj0CKz5Gp80xhTE0NbBQNuXOV+ulq1m6jPUE4nGKC3NLAMFOT9l/iLxooyWjNKOUijoRnNTE0A2gZjAHVogYRWPFGgu5Mb0jSAEQ9JCbLwbzszd+rvITny2YPa58nOW+jjRZAVQIfg2blRsnGwDf7ji5szN81LmrZWvdeDSlth7iKXXJEYTo+3SWhFSSLjjDSR+ojbRSk/qOIAPJ4lkOa4H6hjG2i9fvoBqZMxll0wOXLbheKDOKS7+TqOJGd/i3NOI61XXUemgbzl4c6c6RWNDBNbU4tT5LC4u/tvf/oYd89NKBfdsYd6wymtK9OCg8KHQ2hxvnic08CvSVkCbGqWKii+Lr+issBSVUrkD1WIZGRFWrshc2YNhZTU06zslJTAv7xC26DpXds7DpIoSs3fWd1Yk1yb/q/pfP1X9xBzSYmopX4GvN9fbShiz/UmWAnxT9I2NQ41o1p6lrgv49VjBsSBRENzhMFkYtn+HmhGZduEeJryBFAgSB92qHbIk6OvvWy2layz4lWogRdv8Bf5XK+0Yqqa6oY8tjAVZhvYjTT0KqjbVgdwDX+Z+Wfi40PY47QLbJ9l+CtwWuLFmnU1QAU35df7XcLtotyipJokaDETDLzW/YOWNFcn3FIk/7QBdCBIKVJGl5wQNJ+FOLNhCJCEgxDuMHWjcHD8YfgK/SZ3lgNe+lEo/pX62wUcarkZkspVWvujKys6ZrWRAYzU3y+TytampwfCxp1Yfzs//2hlU19OWFoNa/cwwUb8n2LWBm6nTHb6mHJK8SYUIrKnFefOpUCj+/Oc/Fxa+ammcvweLytnSs9YVBnULlYQeyz92uvT0jqwd0L5i+y3s11vCGBTDQI1pdnlpLtdDIgntsWBxD5/v+OorpSvNKsJAYSDN/yd8+l8sv4g+rKFROVNyxo/vhyxRrOQOGtH9ufuL24t/KP3Bmz8syyCnxwuO78/Zb5dLIbvAFeKhvEPMxg8+QLdkbKH1FWm7tKDP3EyGL0w1hratmVtRh8Q4koQtcqiPB6REMuK7Hxn0TMbHMTxUR/OPoivuzdlrVmOBikI3Cp5GfBB17IEgRoIV0gZyEK+Sfkd3B+4YCG4rHxXwIQECIqctZ7dqt9k+HlAe07rTDoF9JVDXM4Vc4265vhd98MzD/QS5T8sv3Hl4m5g28g6ns7MMrzldVhaPDtbU/EK1FoDtkQUTNINBjSYgj2zuMtlqtG9a7Z7udULjBHPuxIsXQ1FIgi1WoTYC33WfZ32OqwWoVSROs+SGJYjAmlqcNJ/37t177733CgoKqAdpNlhMf7JWmJISBSEibZb+R/efPdl7LNnYWlIky9OWnys79+xFn0ZzQiicLRTOsWSXmpERQRFV7rm5X+XlHXz0SGEpVfo+/Yb0DdYXzRjqUSj5HrXBybrkM6VnLlVc4jfxLY3goI6lpt6m2MLYV4OkXLclqUtoAzHQkECTo2xROnb4wyy6Hh1e8oh6/7dlbstsybTUi9P4pBHUAMjBa1XXqDcEac0JehqEJEEMIFBAn+HuqwhK9yS+3ESugoGbfKv2FihCrGtfZYfnCS063AQ8nfN8+XncKzk3ZS5e5tzs4wHPz1blVqq1PnXzF/gnahMtLfrJ3JzKT+xEgMcGXoQOYwfqyQPpOdUpMgPUJFgelZX9SK1A8JaSMg87yYPPPNSh1dFRkpa2AgXIzNzS1qbS6yVIrslka54+bcW/4i0nZz+KpKurSi5fCzJOq71qZeHqyQA/aBOPCrs0QxvTGNTZmCop89vf/tbKr0RgTSXnz59/9913y8vLacfRLMLW1lanmkVoF1D5/lrzK7ylm9I3hcnD4EvXum0TtPSmT0aLdqm4roRqrrj4O0vfnZhj+ceo8Y+y+eUO21HNF83PbM0cdx5BQ/xd8/d/FPzDGSy1qXO44NPzQO4B2+f+gJoElQktZYAgACSRw7MDykbUJBI9FFFHPCc4QQnkLGQZ/oK0gsSPKXFwtxPIPrOjul5cL3hEbfTn6c5z35yx+UHDA+S9UNWmojkxwdtK2co0fZq8WR5XFHdbd9v1fKtCmcLL7pzdcgMDRqWSvgrWiCnCZtyVpVLtpaww4S4QvFptgs/3efhQBPFgY6z09PVK5eejY/MY0Vh7q6quUX3BCIUBr3MdsLL4eGVkZMUlB0xoQPUJfGuhFwdeDSf/Nvjf//3f5ubm13zRmzdvQgNtJYCTNMevAWfMpxXzqcOHDzuDHywHAk3LpYpLq2Wr56XMmyuYu0C8gNqYbVBsMHRVCQR+ljrb4SCqs2ptaJKTqpNojejO7J0gp3z5vlsztzY+aUTTAF2ptSvrLKOuDO3aPjwhd/jhWSReZEkGmTUVovkaYG7bldu3ZW4D/RedH01zIgUyLrog+kLZBaYGreiqGNZeIwnbnb27vJP+7UR4zTQ3y9AMZcok4gVVVT+BZiopOSMUBlpaJpU68IcNGGhRgX6Cv6mpi63GcGKq78E4gRoS1PMd3R30PEc6Yj7m5LFx48aDBw++ziuCuvq///s/qVRqJYzTNscOhzX5nD4lqu3S/rPsn3hRDvjKNxo7KiouV1RcZM6IbmtTpaUtl0pXjrmiTvfz7hUj/pZAZh3MO2h9gTaXoa+/72ThyVXSVftz97+GccnJAxKP5C/oGJqUgYO5bbnIeoy5gYY+XnCc6r9U16NbJqF7OXczeZaq6qqKLYylTXQIEgdRbx1o8d2q3QvFCz+Vfnqj+oZ1+/dkXXKMJkail6DhM7LgnZMAVYdUugoJKbl8PXVNcSvCiMfzKik5jQL39/choyu8sKapDyyiq6vKYFA/flwgFtM1llA4B++np29iLtU1STxpbDSo1c+7HXY5eBPRKg5xRXHoSHV3NTItcNQlHEJbW9tf//pX69O/HMhvf/tbf39/sVhsPVXTqDmeIKzJ53Qr0SPqI6htA6Wlrf+PWYtR0FvZ2VFKZWTPiLetss4yPN87vjSeGhj76oQAE/HORZhsoI5+UP/gROEJUDDuHHcPrsex/GOghpEZGS7fSxWXglODA4QBWzO3Ml3dom1J6pL79fctaRpoDxK0Cd8WfTusw1LmF7UX4V81jzWJlYnblNsO5R2y1+MUYVqDZBCX65aVtaOzswKEVFOTsLz8R53uDm12IfwEtVBnZznWUg0Ut3MUYy+kqDbCQbX6CD5SUXHhNWQHdJVwzhx4xpWRjuxtwh88g6bR8Gnku2HKmXbN8bhhTT6nW4nCe4tnvBfUJo8Yln6G7EOhXmtry8GGFMjxelJN0oKUBdT2Ff79ufpnjUGT35YfIhn2sTQtHBCzFpAyeLFh6rZUvNSshGJu3xZ/G1sYG5IWsiF9A4ikMa/Y198Xrgh3G7H5ew15JDg5XV1a0El2eViAbzz4/CsqiqOt6wXyq729GGJrG1mfACIXiRZgjQUarmkSFp+BehKiffhQBDu9ej16OSY+kZBGsi4ZLfWIFxJ1m25r6UwJ0645Hjesyec0LNHz5efni+YjL01q9SHOsEer2cjmlPppWFt7k7ZcjKUNGt1pPUzm8kBlbaOQYm7wDR0mCxtHbxM23XVtGzWCkzAwYKR6hbDig8ZeQE6BzlMqI3NyvsB148sXLzQxMcrISF3y8MIMTxobGzic9uIJDefhlb9PFp5cI1uDX0Pnn1o45UzH5nh8sCaf07NEsRsqrTbBrElEHMctXramuL2Qahq/PWs7bR0YvCVVJ419VcKUkliViGZ3rpatvld/D1vjuZm8Ux5RHzmQdwD9685135i+cbZgNoT/TPnZROY5ItNdB+aCQLBCZ2cZ/kqUSJbn5x+XSEKUys/HsfDOs2cGOAt17dfV3aPVkGaXVZWHh8MLxPPxQd5Hn3d3g97SSyQgxWy/Ll4zZ37K/K/zvz6YdxAN34PYsjcL8NGL12llA9O0OR4HrMnn9CxRNLcLZFZ2s1QqHeVj5gp8KjFcO3pwPXiNPHhdX7x8cVV7dbF4MZZo8PLDlxYbrNpdjKjsKFy++GBVV5W0WcqeGpngejx8KMrK2sHnj5qBmJW1a8CGOqq9vVgmWysQ+AqFgUioISGFfaiiTSr99Km5rw5JcDB6pfIOHtTLZNKVK9G/D0Ui29MPdexu1W5q9fug4QGngTOOtxLZUHrzvLHzOddmmjbH44A1+ZyeJZrTloMcrgRLgnt6dOKcfV9LgjenfRpowb+Rwpx/0fRH6fDaO6dLHsKYQD2OXJLOEc6Z6rQQCI4EO/mjbnL52n7TvNT6+vvIBwTNGqytTYU8QdA2leoL2hFLzmtASHE9PFCtyffxwTVoA8c+G0Tsux9t9o6w9/X3JVUnJWgTlqQuQTHMFsy2K4ZpyjRtjscBa/I5PUvU8MyAuqB8eD5fqL6w5Dgbbdeqrk11egmTgjN7rSQQxs2zZwY0/RBUVEpKIBZGqanLRoxN6ToJvjNFoiArjiRMkxMTmpulXV1VVi7N9fSk1aDKzz4bMNrdwZ9YmQjfwFBL/1D2gxUXJNgcnnYuHvrH6aCuUuWqTNPmeBywJp/TtkSvVV6zpKhAdX1X9B1qfce3NB6BQCA4A0Zjh0KxwYJm8mxo+O/AgLGwMJY6pJiT81VW1o7MzC2jXW3NteReq1km43p4cN3cJCEhdffuKT//HFWlsjVrHopEdhlg2cUvNb+gGvuLnC/wQRBbVG/AeO2yAGGAy1fm07c5thfW5HPalmh1dzVt3UBfge8a2RpBo4BYJRMIBJfh5csXCkW4pX4pne4W9d+ysnP4xMLCk+ggn+/X2VlhKX5tQgKuRzO3bh0wGnXJyXCwVz+JfcO6Hh11/Yy7dXfRcU4Dh/bBvFA8vHCqk3uHnzjTtzm2F9bkczqXqNqg/jTtU9BVfgI/2Gkcy2k7gUAgTEcoy+94FhZ+U1JyGnZw1xRWV8XF31FXjC4qikPHHz60ZqXeplJRJY1B/cpkqjopSRIcnBERgeYVOhCovakqKmFkVqPmscaH5wNHQtNC5wjnrJWvlT+S2yWwoCHYmbUTAk+7yS7Tujm2C9bkkzUlSiAQCNOX6uokjSYGex9tbpZxua/c/qWmLm5nLEfz/Hl3QwMHuRXFB9vaVMgh1tOnLb16fcq8eaBeKi5dUu3ZAztcT8/OsrLn3d1FcXGamJj0DRuQBBLNm5d/7Jij8vJN0Te+PF9PrmeQOChMFgZiiDr8h9Z+pVpuIVMtG4cI8Ur2CeZcUTghhmeGpOqkEEkIe5pj1uSTNSVKIBAIrgR1ZLBoZO2/MQGVxhlZvcegVg9bskdGgqiCf7urh2YmNnA46Dj21IA2R6UcxxgsCQbZtDNrZ1R2VMdoZ/fjBtQYinxL5hZHxTlJGAeMp0tOe/GGl/liT3PsyvmkrUM51ckhEAgEgt3odLfS0kIlkmVlZeds8ZKFqKi4hARWW5vqmcEgDAyExl2xfj2SVohmmQxJoJLTp1MXL0b7PC+v8vPnJ5jmSxWXkCtgPOoXo4lB+1e0VyBAl1YrDAgYOuDuzvP2RqkCIXKm5AyErLZtnaI9qj0ozilc5ArSrO/Vdz/vZnbIIUo7SrEfCiKwXBP2lCiBQCAQXr58YTCou0aG23BnlSYmhhpML5HATwNGY3VSkmLjRhRm4qsWgqLCeiKrJauvv+98+XnsDrqyq/I7zr6tJ9zOho1ywYW9w4PGGvMShmeGo/lHUXiRVeMzRwFXgYTdrbsra5Zd1l6WP5KDnEKrhnhzvdFqIt8UfXMo79CG9A1LU5cGCAPWytdilTmkODnuy9OWs6c5Zk0+WVOiBAKBQKDxUCRCrXxRnMVBxv6+PlFQEITJ3rVrgl4brlddx6oCe7ADtYGO3Kq9hXZW/OiGDMLQwoh4fcM400jopYpLINTgLzN+tUGNXCTuz9kPZ1lxweUosECkblcqr9COUBdto22rpKtKOkoG2dQcsyafrClRAoFAIDABjdXA4TzvtrbafVdVlWD27KFBwzNn7I3f8MwQLBnyBY0kUVlnWYI2gTp4J9FLQDAdyD3wfcn3SIhEPliTs28fXE44Zw7yFgFqCU5BNlVYmjA98mAvD/tz98NVbtbenFSNpe3S+vF9zcqmTembLCkqvHnzvC9rL+MUsqc5Zk0+WVOiBAKBQBgfVHN4e8/FHhms+1nQ9+pRML9/uwm/2g4XorqNAFm2PG05CLXEykTQJSjkOvk62jKyEMka2RoIhnvF7F2ox3aSVBdn/WfYF6P7f4c1E17l1o3rtjR16b6cfYfyDmFFFZoW+pnysx1ZOwKFgUHiIFmzjBohe5pj1uSTNSVKIBAIhPHxzGBQbNggCQ7WJSfbe27L05YgURDIizMlFnu/QBjtzt6Nuq8WJw7JuKrr10GTpMybh3qwsPMFrK6sW2XhxeBvWlh4cYL8VzFqEPB0uNvWE26rLnnF3vwM+fGiDoManhmK24tbzC2wTYU9zTFr8smaEiUQCAQC0N/fZzCoe5zJD+ca2RosSgTffUl1dopgenhHW4AwQNmqZEao69HNS5mHwtT01Dg2taD5Tn7+Sud9FuNOTVR83Bpf07jh/JT53RaWJzILe5pj1uSTNSVKIBAIBCA//xhaSdp5NBYy0oLNl+vJ5XpA8urr79PCROdHYxWToE0ITg223omF45wvmu/Y9dOqcqVLE9x87rotuuZ2JWn/i5cvir79lqqxau7e1vfq7fXCxZ7mmDX5ZE2JEggEAgFQKiORKyyDPfZJnWVlPB8fUA91d++O77qaxxrkUxTPH8TImmVH1EeOqKJujLhO1TBkk65Ht0e1Z4V0xamSU8YBY/qjdCRn0Mhjsi4ZlBZ1QBDPPYRtmWRZfU/9+JLNJLtWiqLd+CAUHXnS2Cjw88MCS5swHify7GmOWZNP1pQogUAgEICmJj5oLLX6iNGeLhZLHrNsB/sUteT/88mTRoFgFhJYtbU3y8+flwQHKyMj+/v6zIa/o7uzSLxoqWQpdWVDaoAvc76kjid+lffVuCcV3q+/DzHMEc6p7q4Ggegn8KNZlT3v7m7LycnauVO2YkX1zz+P4xLsaY5Zk0/WlCiBQCAQENXVSaCxioriXtosOHAPli452aBWaxMSHorscOOZ/ih9f+5+JHTMWk0hnj/v7u3VI8f0oK6QNEJ27kyw5fv+nP1+/CHF4851P18+yt08/ETVWNerrtueZkzB44LQtFAUQ1BKkNd/hyYP7ry3linXyuLj0aX0Eom9V2FPc+ywfP7mN79xVFSTAXtKlEAgEAgIiSQYdRT1MkbrrPNYo4EtbflyJCN66m0ad8PDeV/lflXMWJSaRnt7sUy2BlKo/GbIU4MoKMiSjy6JXsI0ew+WjHI33/28e0/2Hi+uFzbesjGnGFWbyqyb0Pk3PZmBNTEx6HcQo7X//rd172I02NMcE4FFIBAIBNckM3MrqCuhcI5do4S65GSkHlLmzUM7Ni6eg+cAWl/rBuIHgaIWHkLiT1txuVevN3ZYS+Fh9WGseNDcPbPetgzPDHDpuKK4cSz/bGkC4/YfA5mBe3Q65PUebQI/vyY+38YLsac5JgKLQCAQCK4J6CqDQW1v95U2IYGpNGw5sa+/D63WXNZZZinM05YWFKFo93wu1xMEVlMTf8BoBI1lpR8ImUa9Ej3K7dsytzl2jeestqz1ivVLU5cezT+6ULwQXUicHG9J+VVcukS9PzxPTxudh7GnOXZYPuGW/cYcb775pqMuAURHR//OxOHDh+1NngOTQSAQCIRpgUKxAURMZuZW20950tgopnTPpAQGpm/eDAdtPN3wzMCcP4h5ZjBwPT0hWunKlX19zbW1vz58KIJ9W/rJ0MrKeGN2YrUXF8uzkiMzPzuQe8CuTixtlxY5Zz+Yd3DQNNtx2zee0buGRgCtnNWmUqWOGJDBJg8PB6U45rXY0xxPpx6sq1ev+vr6Gkz4+/vDv7afy54SJRAIBAKGM+IQYWBg7LYfg0YJue7uspUrsR6y5UTRQxFSKla6l0AGNXA43dXVZWXxw8nbYFM/WXF7cYI24efqn9EljqiP4J8qEhL4plUUt54Y1jsPqu/26vVoZiIIpkBRIDorMCUQItmTvSdMHnY0/yhyncVc5wfl2pauu4cSCX8ksC1rOLKnOZ5OAgvUlUw2vKQR7PhYVdY02FOiBAKBQMDI5euRiMnNPTCO0/GIno1mWHjGny1m5hpNDEpb+g+bIf7cA2OnEAQThExc7PbryW1tD2vQxMOS06dxN9LuI8N78256BNx0++ysf2Fr/gLRArP2Vch1VlJN0hLxEm+e94L/+F09u60yMVEvkejT0rQJCa1KixMhqehu30bxpYWGWpoLiWFPc+ywfDp2KNAsM2fOHBgYQPuwA//afi57SpRAIBAImN5ePRIxEolNColJ1fXr+dHRjVzuyxdj+3rQdmlXSlcGS4I1jzVmA/T398nl4Ujw9fToQGMVFcU96zOUnDmDlia0Hv8jhQJP30M74kWLqJLpnpfbih/Na6kxt8CkV//Z5ZzieXe3bNUqfC7f21u+bp2lQVX2NMfTKZ+0UmFKujes8hpTSiAQCASnYGDAqFRGgroqH+04ynZ6dDqkZgpPnoR/6+/fzz92rOLyZUt+Qa1jVvD16vU29pNhXcXc4KfWrCzN3/9uSWCdLDx5o/oGmoQYIAhYlLqIFmDd96/+a+DYZ0FfnZTEvGbm1q1dWi0tJHuaYwfns66u7p133qEavDuwZ4v0YBEIBALhNWNQq5FcUEYO2Sdh9YD+tRcQfMjuPj//GD5o7OhAS9DIw8Otn25JXQkCArqqqiDAQ5Ho1GavRT+5LfiX26zbwz9733c/Hh/K8fEa0mFhyxsf1xoHjLB9W/St53+HfF95/cft6I6h3i8UW/rGjdQpjUZjR0bGFkizQOBfU/OL2YS9fPGiMDaWmTBxUFB3dTU1JHuaYwfn849//OO1a9ewDHIsNBss+Nf2c9lTogQCgUCg8fRpS3Z2lFIZade6hIhnBoMsLIzn7Z0yd26rUimcO9cuqyzrPH6s0WhiSkrO9DysLzl9uiw+ntnlgwFRpL16NWvHjmHtsnixYt26tJCQkrNnIZE4WHVSEqRNvm7dQ6EwcbHbjyteKSe01f76KwrZplJx5vglBbrd9nVLDQ5uePBAm5BQmZjYUVLSwOFA0gZNXW6pqUvxXAEOx5rZO6SwLTdXHR3NGTF7H5J0Xl6gvfAEQ/Y0xw7OJ9y4SVJXgyOzCFtbW8ksQgKBQCDYToNpiUGziyvbdDplgcKuykr52rXihQuLT52aeMLwitQ6VbL1jrEmPl8YEAAB4G/Ovn0QzJZlakrOnDHb4wU/lZ07h/+VhIZSRzyR2wjYHjcWpKTMo6orLtezu7va8gWHgdgKjh2jXlG0YMHjgoJBNjXHDs7n73//+6dPnzo2TiqHDx8mfrAIBAKBYDu9vXqBYDbSB2Vl8T09Oq32Snn5BVuEAsKgViO3BZWJiehIm0oFqmvMGXNjkpPzBUpYneo/1gVWekQEFiu2X/dpSwtWS1k7d/K8vYf23d1ppvFdWq1Ol6zVJsDN0SUn81D/k5dbpiISSyuFYg3yjCqV2uSxAig/f57r7v7qQu7ustWr2dMcOzifZ8+e3bhxY39/v2OjnTjsKVECgUAgUDEY1EgiyOXhAwNG0AfoX6EwwPZInhkMIGs6Skq0CQnay5eR3sqOippg2ozGjoYGTnPzkPVL7c2bWTt2FH3zDVM/YefyXDc3xfr1dtnXv3zxArTgQ5EIdvAkRLxxPTx0d27J5evQPVEqI9P3RnAChn7KPf8lVld5eV/19NSjfR7PE1SYjVfvrqqShYVRr8ie5tjB+ZxsT+7jhj0lSiAQCAQqz54Z0DiXQrE+M/OzlJRAW8yJaDTLZFyKXdHwyNqyZSB9xjedkEkTn48HImk/4cWVtVeuTOQSxo4Oai7Eixd3V1c/eqSgDgIObffc+KtnNRUL0b+ZmZEvXw65qCgq+hbrMLuuq716lTdrFhFYrgl7SpRAIBAITLTaBCwgpNJPQWzV1f3HjtNHL1BYEBODFQMeN5wgD0UiFCHyB4Hp0mplYWF8Hx/Qc7QZeePAkJur2r07IyKi/MKF593d7e3FXK4HXWBx3Gor/v3kSWNV1XWd7vazZ8MW9HBEIPCFX0WioNZWm3yQYgaMxtIffkhdupQ9zTFr8smaEiUQCAQCk9ram1g9qFR7QTT09uptXz9nqAdrxJxIc+IENnsfcmqwYYOlFZGZZEdFIQdRzJ9evnhR9fPPeQcOVF2/3qZStRcVoRWgsbaDHVtzazN4wNQ09ueFdlJSFnR0lAiFc5idVaC3JjJdYJBNzTFr8smaEiUQCAQCk5cvX2i1V4TCAGyABX+zsnYOmpw4NDRwxuySqbh0CQkdUD+dZWVcis9P1e7dtvh5B4bMm1a4cQLNj06CtKKNQqbMmwcb2q+7e9feXFunv79PLF6EbkhV1c9dXVq4IRkZEcXF31ZWXjPrAd9gUCNT9/z8o2jc0F7Y0xyzJp+sKVECgUAgWCI7O4o6ECYWLwaVgA+2txdbORcklEGtxn6qjB0dBcePYyXUyOPZkgDeHe8hZwf/8TT7a2VioiVXoqqoKBs1nO3k5x9Dnheo7kNBY4308w15DmPas1dUXBgeRqy9OY6Lsqc5Zk0+WVOiBAKBQLAE6qxqacnIzNyGVEJh4UnsjMpeN6QDRqN87drh6Xje3lRvn5awbl8PMUgpi/pRtzGXKbSXuro7PJ43M+Njyk1szaa1YUFrJuxpjlmTT9aUKIFAIBDGBPtuEIuD6uvvaTQx5eXn+/vtng9o7OhICQy03T1VVdV10HMVFZcsBejv62vgcOru3m3NylKsW8fz9hb4+WmvXnVs95VeL+Fy3dEdSE/fZDS+siEz+QlLABlq6dzeXj1yi2+7IzEq7GmOWZNP1pQogUAgEMbk2bP/3979xUZ15Qcc5wVZVoQQLxEPCCEknnjgzUkcx7heVinrEvpnaShKSUpJREqzCWGRUi/NKm66QWWbiCo0W5bNUmWr7Xqjhe7YHv//h2NwsI3NODYTQ8Z2gk0GY7CJAeM47sEHLsP1zHDnzvXMwb/vR1Y0c33n3HN+x8P55c6Zc4arqzcmOV9bCxUXH3/++U9efHG4vd3Fy4eG6lUFVE7jcEqTqnlj4/M1NRtVrubiclNTE4HAO9bKqyUlT8T/YDRWHT7//FeqAs6/JWCRMxyLaaeYHgUAOKEyG51knDjxSihU3N//fy5SDU1v1Vyak+PitSpV0tUYH3e0Prt17y3RxaimZ2b6t7Tcm4VWVrb24sWGxKs83dn5r7qEODe6YpEzHItpp5geBQA4NDhY09z8csQ6BTnWmk8JsVbvdPHaxsbn9Z0kh5c+d+43ej2FM2f2JXotlcNFzvHv7j4Q9TSVbjY0bGlq2nbp0qmoJ1gJViDw80TrIGc4FtNOMT0KAHDo1q2xxsa/jcw52tvfdFHOhcrKjqIid8so6Hn3DufXq5Ot7z+6+Hiuq2u/Xla0quqZixcbYpVg3VQrLX0y6gkqF6yr+6E+58KFyoTqIGc4FtNOMT0KAHDo889/pbOE2tq/dLF/TupZCZZteao4QqGPq6oKVEJWV/es1UaVWcZ5ib6pFj8a1moOPt9jnZ0/i19n9WM9lTMcz+d2LrhfuqsDADBLb++Ru8tsHtG3bUpLs1taXnM4HSrS5PXr44OD8fclHB5s7ah/q7f91+5rPD09MOALBg85vOP11Vfls7fBKS9fF/9VM3PYP+zq+nmcxVdHR4N+/9o4eZgq5MSJndY57e3/rGfxyxmOxbRTTI8CAByanLyukhX9bbixsS8iZn8/ldBeeyqvqtm40ZeVdfLVV+OcVva7p3T5V4fORh4fGzun0iYnU+yvXu12eOb0zIyrsrJcW3ZVUpI9Onr2wS92QNVEr6RVXv69yBpWV2/Qd7Zsl66t/WFT09/JGY7FtFNMjwIAXJiYuFJS8qSVDVRWFly7FnL42vHBQT3JXaVZcU4r/ejOZn8j/fdlSPo2T2npg7+EqM5xeOZ0xPcNy8p0ux4/c+adb7750slrHbp5czgU+vjcuY9Ujnj27H+Wl+dby2vF+pEzHItpp5geBQC4ozKq1tY3HvglO21oqH5gwKeX6JyamPj09ddVdhXYvz/OS3o+fr/m3Y3N77+kzo88rnf3czL9yzrzwoVKdfWhoZqOjqKurnejTlf/4ovfVlb+oKpqfShUPD4+6O4LkvGpMktKcmZujEXPq1paXlOVrKn5CxKseUtOjwIAktHb++sHLsI5OFhjLQTf1/cHd9seW1S2pPKkvr4HfAlR5X+nTxedPPmjzs63737L784tsS+++F/byS6mw7tgW/fB+jlz5h2V/1lLvd+6NRYM/kKlWdXVz8gZjsW0U0yPAgCS1NLyWpyFNCcnrx8//veR+UR19ca5uD9kU1f31/py58//z6yc5rGvv26KPPnKlc/0r9Sr5rRWn312wJpuVVe3KRT6eHQ0GOd8OcOxmHaK6VEAQJIuXKisqdlYX/83UadhWXObIn8S3Sg6UZcutfj9efpao6O9x48/b6tA5JpVKtsrL8+fmX2VGz/d8YSK0sDAsYsXjztZmkvOcCymnWJ6FAAwp1Q+oSebNzQ8V11doJMb5zPi3Wlu3uG7s3Piv3z33bdXr3arFLCqav3Moup3biB1dv5MpTgqo6qs/MEDF7JKFznDsZh2iulRAMBcU+nU8HCbXq5zjuaPW4aG6vXy63e+gThrWlhv739bv62o+H5l5Z9aT11sZTPX5AzHYtoppkcBAMk7e/YXeoa4LXnq7z/W2vpPgcB+67hKs1SyleQdLJWlqUJ0md99962VtPX3/1F/2BcnYZqYuKLXo7L9tLX9JMnZ93NBznAspp1iehQAkDzrIznb5CorfWloeE4faWra5ou9UfTN4eFTe/Y079gRbo65cqnKkMrLv2eV2dFRpL/DaJtKP7NGaPQJVVeudDU0bIk8uaPjbfeNn0tyhmMx7RTTowCA5HV3H5hZbnS9bWXO8vJ1tuUPrK2RZ2+wMz40pFd4Vz8VTz8d/OUvh+rrZ1/LWuxAFXXpUkvkLSvrJxg89MA69/f/QVW4omLdmTP/5mIr6NSQMxyLaaeYHgUAeKKr612V8Zw8+Wp39390dBRdvdo9fXtbm/MnTuxsbNza23tEnxYKFTc371An2HKayevXq9av19nVnZ/vZ/nys0YCUdbWUvmcKkQVpW9fRf6Ul+d9+WWJgR/2uSNnOBbTTjE9CgDwhHVrSv+oBMj5a2+NjdVt2nRfdvWTmXKOZn3VUh7rVd9886W16HlNzZ+Xl/9JQ8OWy5c7vGiNKeQMxya2s7a2Nj8/PyMjY9GiRdu2bQuHw9av9u7d+8iMwsLChMqU06MAAE98+unrkQnWJ58kkGA1bdtmpVan33qr/c03fe/fKefSxZZYrwoGDxk+gyp5coZjE9tZUFBQVVU1NTV148aNXbt2qWRLHz98+HBubu7wjLy8PPXUeZlyehQA4ImpqQnbp3UVFeuibp6jzhwfH9SrNiiXOzr8a9fq7Kru2WfVkY6iIt/OLN9vsqp9z0SdC69e29r6Rm3tX93d+ua3c9q0NJIzHJveTpVmLVy4UD9W2VX93emB6kFOjqPtxDU5PQoA8Ep7+0/Ly/MrK9dH7rI3+7TGxtvrqpf/Pr95x47Bmhr1X51dtbz6qt7X+eyn/+X742O+Y499HWqa/fLpiNXh/f61oVDxvJlxNZuc4dj0dvr9fusOVmZmpsq39GP1QD11Xo6cHgUAeGt8fLC6+hkrx+ruPmA74d5drqwslV21vvGGTrCs+ezW1PWomxtOz6xc6vM9fvfzwaK5bU9ayRmOjW5nIBBYvXp1X1+ffmrrFevOlmVBXCmqNABgPmprK7QSKduKDO3tP62qKPD9+2MqqTq1Z8+tsbEBn+/i8eP6t+Fws14ItKQkO+onjFooVKwL7+p6d25bklZyhmMj2hk1B2psbFy1alVnZ6d1hDtYAIB0uXSppazsqVhLXinXQqGBY8dUXqU/FrRYU9cfuJaVSr+Gh9uMXcLKE3KGY0PbefTo0eXLl58+fTryoG0OlnrqvEA5PQoAmCNXr3arJCnWx3zDbW2+xx/3ZWWVPvnkpz/+8cSVK/p4X9/vS0qyVYI1NBRllVFp5AzHJrbz4MGDy5Yt6+npsR3X3yIMh8N8ixAAYJTu7gN1vk23vyp4d3WGAd/tPGx4uK2k5AmVXfX0HEx3HY0gZzg2sZ1xpk8VFhayDhYAwCjWXjelv3vSSrAuVFaqXw2oPEvA1HXn5AzHYtoppkcBACk2MXHF71+rd2u+PjR07qOPVHb13be3l1q4eXP41Kk9zc07wuGYmz2LImc4FtNOMT0KAEi98fHB4eG2qIuIIpKc4VhMO8X0KADAHAMDvmDw0NjYuXRXxBRyhmMx7RTTowAAQ4yMBPQErBMn/jHddTGFnOFYTDvF9CgAwBDhcItOsJqbE9goen6TMxyLaaeYHgUApEV//7Fg8NDoaFA/vXVrrKrqz1R2VVOz0ToIOcOxmHaK6VEAQOpdvtxhu1llrd2gEqz01s0ocoZjMe0U06MAgNSbPd3q5MkfqadlZTksMRpJznAspp1iehQAkBa2LwxaO0Ont1amkTMci2mnmB4FAJjgk09e1EuPprsiZpEzHItpp5geBQCky9BQ/cCA79q1vqam7Xr21a1bY+mulFnkDMdi2immRwEAaTE4WGPNarc+HxwfH0x3vcwiZzgW004xPQoASAtrX+fKygL9oKpqPXewbOQMx/O5nQvul+7qAADms8nJ66dO7SktfWLmu4T/0N19YGpqIt2VMo6c4VhMO8X0KAAgXYLBQ/relXqQ7roYSs5wLKadYnoUAJAuw8NtJSXZMx8ObmCD56jkDMdi2immRwEAadTRUaRvYg0M+NJdFxPJGY7FtFNMjwIA0igUKtYJ1uXLHemui4nkDMdi2immRwEA6XXjxtfqJ921MJSc4VhMO8X0KAAAxpIzHItpp5geBQDAWHKGYzHtFNOjAAAYS85wLKadYnoUAABjyRmOxbRTTI8CAGAsOcOxmHaK6VEAAIwlZzgW004xPQoAgLHkDMdi2immRwEAMJac4djcdo6MjKxYscLWE3v37n1kRmFhYUKlyelRAACMJWc4Nredu3fv3rdvX2RPHD58ODc3d3hGXl6eeuq8NDk9CgCAseQMx4a2MxgMrly5cnJyMrInVHZVX1+vH6sHOTk5zguU06MAABhLznBsaDs3bNhQXFw8fX9PZGZmTk1N6cfqgXrqvEA5PQoAgLHkDMcmtrOxsTE7O1s/juwJW68sXLjQ9sIFcc11tQEAQHxyhmMj2mnLgdasWdPa2mr9yjqNO1gAADzU5AzHJrYz1s0n2xws9TShMr2vKAAASISc4dj0ds7+FmE4HOZbhAAAPIzkDMemt9PWE4WFhayDBQDAQ0rOcCymnWJ6FAAAY8kZjsW0U0yPAgBgLDnDsZh2iulRAACMJWc4FtNOMT0KAICx5AzHYtoppkcBADCWnOFYTDvF9CgAAMaSMxyLaaeYHgUAwFhyhmMx7RTTowAAGEvOcCymnWJ6FAAAY8kZjsW0U0yPAgBgLDnDsZh2iulRAACMJWc4FtNOMT0KAICx5AzHYtoppkcBADCWnOF4Prdzwf3SXR0AAKSTMxyLaaeYHgUAwFhyhmMx7QQAAAZId0aQIlLaOe0sa/bqnIf3ch4WRc3NvJyHRVFzMy/nYVHU3MzLeViUmTWfH6S0c/qh/XM086/fwMt5WNT8vpyHRVFzMy/nYVHU3MzLeViUmTWfH6S0c/qh/XM086/fwMt5WNT8vpyHRVFzMy/nYVHU3MzLeViUmTWfH6S0c/qh/XM086/fwMt5WNT8vpyHRVFzMy/nYVHU3MzLeViUmTWfH6S0E96S8w4xBzFPPWKeesQ8xQj43CGycIP3ZOoR89Qj5qlHzFOMgM8dIgs3eE+mHjFPPWKeesQ8xQj43CGycIP3ZOoR89Qj5qlHzFOMgM8dIgs3eE+mHjFPPWKeesQ8xQj43CGyAAAAHiPBAgAA8BgJFgAAgMdIsAAAADxGggUAAOAxEiwAAACPkWABAAB4jAQLty24y+HxSHv37n1kRmFhoZPj0JKJeaxziHl8rmNeW1ubn5+fkZGxaNGibdu2hcNh61fEPL5kYp6Xl6djvnXr1sHBQetXxDyOZP5hUUZGRlasWGE7jYC7Q4KFe2K99+K8Jw8fPpybmzs8Q/1rqJ7GPw4bFzGPdQ4xd8hFzAsKCqqqqqampm7cuLFr1y6VbOnjxNwhFzF/+umnKyoqJicnVdjfe++9rKwsfZyYO+H6H5bdu3fv27cv8jQC7hoJFu5x/p60jqg3Xn19vX6sHuTk5MQ/DhsXMY91hJg7lEzMFTXeL1y4UD8m5g4lGXMlIyNDPyDmTrgLeDAYXLlypUpqIw8ScNdIsHCPi/dkZmamGm/0Y/VAPY1/HDYeJljE3KEkB3u/32/dwSLmDiUTcxXYAwcOFBQU6KfE3Al3Ad+wYUNxcbHtIAF3jQQL97i4q2z7lfV/9rGOw8bDjwiJuUPJxDwQCKxevbqvry/qS4h5LK5jrqcNPfroo729vVFfQsyjchHwxsbG7Ozs2acRcNdIsHCPi/ckd7CS5GGCRcwdch1zNQKtWrWqs7PTOkLMHUrm71wFdv/+/dbYT8ydcBHwNWvWtLa2zj6NgLtGgoV7XLwnbR/Pq6fxj8PGwwSLmDvkLuZHjx5dvnz56dOnIw8Sc4eS+TvXYs17I+ZRufs4wkYfJ+CukWDhHhcf2+svmITD4ajfIpx9HDYezsEi5g65iPnBgweXLVvW09NjO4GYO+Qi5i+//PL58+fVg9HR0cLCQmtcJ+ZOJDnRcPa3CAm4CyRYuC3q/7jEP249Vv/2RV0iJdZxaMnEPNY5xDw+1zGP9T/308T8QVzH/OjRo2vWrFFPlyxZYlt7jJjHkcw/LLEOEnB3SLAAAAA8RoIFAADgMRIsAAAAj5FgAQAAeIwEC242sp09U3I67uasNrGKDQQC69aty8zMXLZs2ZEjRxKq7cjIyJYtW9TxJUuWFBUVJRoEAAA8RIIF9xvZ2hKsWJuz2sQqtqenZ+XKlX6/X71cpU2vvPJKQrVVKd327dsnJibU8ZdeeunDDz90HRAAAJJEgoX7JLSRbdTv91qszVltYhX7wgsvxLpr5aS26nIqtdKP1QMr8QIAIPVIsHCfhDayjZVg2TZntYlV7OLFiz/44IOlS5eqVGnTpk0jIyMJ1TYywZqYmGA/BwBAGpFg4Z5EN7KNtULdgvs3Z43/qsj9oSM/49uyZUtCtX3uuefUq27MUA/YkRQAkEYkWLjDxUa2ce5gRW7OapsRH2d/6MhbUNYnjFEn1M+u7cjIyObNm9Wrli5devDgwcWLFyfWfgAAvEOChdvcbWQbfw5WrHtIsYrNy8tz+Blf1NpGOnLkyNatW+PUDQCAOUWCBfcb2doSrFibszosVmVF1md827dvj5Uhxartzp07VZlTU1N+v3/VqlWxPqAEACAFSLDgZiPbqOfH2ZzVJlaxb7/9tnptRkbG5s2bY01yj1VblZ/pCfLr1q0LBALuQgEAgCdIsAAAADxGggUAAOAxEiwAAACPkWABAAB4jAQLAADAYyRYAAAAHiPBAgAA8BgJFgAAgMdIsAAAADxGggUAAOAxEiwAAACPkWABAAB4jAQLAADAYyRYAAAAHiPBAgAA8BgJFgAAgMdIsAAAADxGggUAAOAxEiwAAACPkWABAAB4jAQLAADAYyRYAAAAHiPBAgAA8BgJFgAAgMdIsAAAADxGggUAAOCx/wfGtFRSp0VxqwAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |