Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Costel_Bunescu_051418_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 07, 2016 |
Start Time | | 2016/01/07 01:44 |
End Time | | 2016/01/07 01:52 |
Key Words | | inner magnetosphere ionosphere |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -29.52 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.06 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 99.90000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Costel_Bunescu_051418_1 |
Minimum Dst Value | | 0 |
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 THEMIS-B for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAwNCAwODozNzozMyBFU1QgMjAxOXBxNS4AAAGZdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiVEhFTUlTLUIgKHBsb3Qgb2YgdGhiX2Znc19nc20gZnJvbSBjZGF3ZWIuZ3NmYy5uYXNhLmdvdikiLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTQtMTItMDZUMjE6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDE0LTEyLTA2VDIyOjMwOjAwLjAwMFoiLCAibGVmdCI6MTA0LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTYxLjAsICJtYXgiOjYxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiblQgR1NNIiB9CiAgfQogXX3OoBsmAAAABGdBTUEAAK/INwWK6QAAXLRJREFUeJzsnQd4FEea923Yb9c+3/JIHLscXttrn8+Pd2+PvVuevVGORJExSeRsDDY5SCYa22Bsg000GCxjMBhsMEkTlHNAWaCMMsoBSUhIQgLE9840alqTNBpaSDP1/z39QKumurre6up6/1VdXf3cIwAAAAAAICrP9XQGAAAAAADMDQgsAAAAAACRgcACAAAAABAZCCwAAAAAAJGBwAIAAAAAEBkILAAAAAAAkYHAAgAAAAAQGQgsAAAAAACRgcACAAAAABAZCCwAAAAAAJGBwAIAAAAAEBkILAAAAAAAkYHAAgAAAAAQGQgsAAAAAACRgcACAAAAABAZCCwAAAAAAJGBwAIAAAAAEBkILAAAAAAAkYHAAgAAAAAQGQgsAAAAAACRgcACAAAAABAZCCwAAAAAAJGBwAIAAAAAEBkILAAAAAAAkYHAAgAAAAAQGQgsAAAAAACRgcACAAAAABAZCCwAAAAAAJGBwAIAAAAAEBkILAAAAAAAkYHAAuBZsHPnzjFjxuiP89xz4t+PUVFRb731Vqcp64rQpSwZeK5eQu/JbXfkQfQ0e09xiY6bm9tnn33W07kAZogZ3i0A9Dbu3r07YMCAmzdv6o/WHd7L3t7+4sWLnUYTRWAZeK5eQu/JrUkIrN5TXKKTkZHxhz/8oampqaczAswNCCzQe3lOG490OA8+UOshXPh//dd/tbW18YfQ/l//+ldhBG6nrq7O09OT+usvvviipaXlhAkTAgIC9Ofw+eefHzhwoLu7e1FRkWa0U6dOjR8/3hB7nzKCJv369bt3716nSYkisHSdq3fSe3JrEgKr9xRXd+Dm5nb27NmezgUwNyCwgAlgiBrQ1EmaEf75z39evXqVD7l06RKFaB44cuTIJUuW3Lx5s6WlpbKy8ueff3ZyctKfsYcPH5aUlKxbt446+prRpk6d+uOPP+q2T59dXYpg+CHdIbBM6/lR78mtSQis3lNc3cGJEydmzJjR07kA5oY53zPAbBBLYP3yyy92dnZ8iLW19fnz5zUPfPHFF+vq6ozIGB1Fx2pGe+ONN3JycoRHff7553/84x/79+///vvvk4xTS+3evXurVq0aqIJ2uJEDzTE5IV06ROvw3pEjR/785z+/8MILVCwpKSn6s6q1KIRpUgbee+89OoryQynwJwoICPjHP/5BZ6FzHT9+XHfRdi0F+vWbb76hcv7tb3/7t7/9LTw8nFzmW2+9xZmTkZGhP7f071dfffXKK688//zzugrTiLMQ9+/f37p162uvvWZhYbFnzx4ukIpx+fLlnGlffPEFb1pWVtbkyZMpvF+/fpMmTaqqqqLAN998MzU1lYvwww8/cDsUQuGPVMr+k08+ef311y0tLRcsWHD37l3DL5zhJaxWXFqNUiterdVJq4G6rqmuyIaYoHkFb9++PWDAgJqaGv5YCqHy4UKoN8WVJwAiAoEFTACxBBZ5I3KHkZGR9GdwcDDtU4jmgW5ubtOmTYuIiOh0WoZwBKusrMzDw0PrWBeprsbGRuFRw4YNK1ZBOx999JFaauS9KLxIhYuLy7Zt2/SbZsQhmkU6ceLE/Px88tA7duzgZaiurHaa5pYtW6gYS1SMGDGC/2nQoEEXLlwgh1dYWLho0SI9qXUpBfp1zJgxpGIp/zt37vz9738/fvz43Nxc7k+tF0WYW9qfMGECnYj7U09hdvUsn376qbOzMx1Cjnz16tVc4Pbt27lS5dLnc/L3v/89KCiIah0p9Q8++GDx4sUUSFKMVB3tUGQ6Y319Pe0fPnyYZBPt7N27d+jQoXl5eZT+7Nmz165dy2e10wvX1RLWb5Ra2WqtTloN1HVGXZENMUHrFSQptnv3bv7Yzz77jM885VNr1wiApwECC5gAegZgtA7G6Aqnf7/99ltuOtTIkSOPHTv2SJsyu3PnDjXQ//M//0Nd6v/4j/9Yv369rgEttRNZWlrygw1CKB01gZWWlsbt80MRwgzQSfkI1PvXjKBJVw/RLFISiNw+ZZV3Nrqy2mmalB9+RIdS4H969dVXDxw4cOvWLT3pGJEC/VpaWsrnX5c5unJL+wUFBcJT6yrMrp7lP//zP/nxGx5KUJi+1mtElfCVV16hnStXrkyfPp12SBz84Q9/4AZ4qAPAPez+y1/+kpmZyR1SXl7+5z//mc9qpxeuqyWs3yi1yJ2WDG+grjPqimyICVqvIMV87bXX7t+//0g1CPf666+TnuPiQGCB7gACC5gAYo1gPVI9O6Du8k8//UT/8s/RdB3Y1tZGzmnevHn8CgtaRRtHZWXl5s2bXV1dNU/9xhtvZGdnC3PS3NzM7dMOyS+11ChEfwRNunqI/iIVGqg12U7TpJj8kzU6kP8pISFh4sSJ//Zv//bWW2/J5XI9qXUpBQPN0RVI+8K3HwwsTEPOIkxKV/r8gXFxcVR/SKZzdaxv374U2NDQQLKAdgYPHiyVSm1tbWmfQringSQLhBK/T58+fGY6vXBGl7BWowwpGa0G6jqjrsiGmKDrCrq5uZ07d452zp49O3PmTD6dmzdvkibTYxEARgCBBUwAEQXWI9Wjgd/85jf8w4JOD6ytrf39739vSMbq6+u19oOnTp3Kz5551HF0gXYMH8HiZghppasjWGpJ6RFYWrOqFUNGsDhIzZBW+Pd//3c9qXUphacXWGqnNqQwDTkLKQb9I1ik4PkDKfzkyZO3b99+8OAB/cuHOzs7//zzzxKJhPbp38uXL7u4uHA/vf322/n5+Vqt6/TCGV3CWo1SO7vWP3UZqPWM+iPrN0HXFfT19bWxsXmkmn+ZmJjIp3PixAl3d3c9FgFgBBBYwAQQV2B1eqCTkxP5s/Ly8tbW1ry8vKVLl1LHt9M0q6urt27dSg23ZrRTp06NHTtWeNSIESO4+TG0ozlfavPmzfwMEurEb9myhQv/wx/+kJ6erjUnug7RZbVaUnoEltasakWYCOWHnxwzcuRI/idyY+T5WlpayJW+/PLLelLrUgriCiwDC9OQs+zcuZPkUW5urnC6EtUTvlTpRPyBpC0uXbp07949ij958mQ+nDoDf/rTnw4cOED7+/fvf+WVVz7//HPup3379lEKdCmpQG7cuME9THyk98IJq5lxJazVqEe678FODdR6Rl2RDTFB1xUk/va3vx08eJB+FeZwzJgxZ86c0bx8ADwNEFjABOiqwFJDz1GPtHmFwMDASZMmWVpavvDCC2+88cb7779PHWhdx/L0799//PjxwrcFeRobGwcMGJCVlcUfxb3hRadYtmyZ8CU1bqe5uXnFihXcO1C0wz/s2Lt3r4WFhVZDdB2iy2q1pPQILK1Z1VUawvy8++67dBQd+/HHH/+///f/uPCzZ8++/fbbVLD/+Mc/goKC9KTWpRTEFVgGFqYhZyGNvmnTJpJEZMhXX33FBXLvvnGmCd8ilMlkZBpZ+tprr5Gc4sOTkpJ+85vfVFZW0n5FRQXtJycncz89fPiQYv7lL3/53e9+N3jw4MuXL/OZ0XXhhNXMuBLWatQjAwSWLgO1nlFXZENM0HUFiePHj/fp08fX15cPyczMxEKjoDuAwALgWbBr167Ro0dz+7pEj7ly/fp10qk9mwLQjxmUsNEm0I2JT+WA7oCthh6A3gAjAmv16tVlZWUFBQVDhw5ds2ZNj6QA9GMGJWwGJgBzhYmGHoBehakLLM2HsFot2rdv3yuvvPLHP/5xyZIlwlUqDE/NwBSA0ZhBCZuBCcBcMe2GHgAAAACgFwKBBQAAAAAgMhBYAAAAAAAiA4EFAAAAACAyZiuwkpOTR4wY8dJLL7388steXl5cYFtb28aNGy0sLCwtLT09PYUfxwAAAAAAEAvzFFhZWVmvvvrq6dOna2pqCgsLZ8yYwYUfPXp0yJAheSpoh/tsKgAAAACAuJinwCJFdejQIc1wGxsb/kuitGNnZ2dc+lpfLAcAAABApxjv3U0K87Rz4MCBW7duHTRoUP/+/efOnVtbW8uF9+vXr6qqituvrKy0sLAwLn126gcAAAAgIuw4UPO0s2/fvrNnz65Q4e7uPn/+fC68T58+ra2t3D7tUDQ9iUCAAwAAAOLCjgM1Tzv79evHfRj1kerbqAMGDODDMYIFAAAA9BTsOFDztNPe3p50FbdfXl7OCywR52A9fSYBAACA7iMpKWnx4sXkAbt7ThWHhYXFP//5T60ToIWw40DN004vL69Zs2bxjwgXLFjAhR85ckTXW4RduuTs1A8AAAAmyl/+8pc9e/bws5C7GzrR5cuX//d//zcgIEBPNHYcqNnauW3bNpLtlpaWc+bM4atXW1vbhg0bLFR4eHgI18GCwAIAAGBOkKu6f//+Mz5pdnb266+/ricCOw6UFTvFhZ36AQAAwETpKVel/7zsOFBW7BQXduoHAAAAEwUCq2dhxU5xYad+AAAAMFEgsHoWVuwUF3bqBwAAABMFAqtnYcVOcWGnfgAAADBRnt5V8UswPP/88wMHDnR3dy8qKnrK87LjQFmxU1zYqR8AAABMFFEEFrfz8OHDkpKSdevW2dvbP+V52XGgrNgpLuzUDwAAACaKHldVnZBQl57e1RTq6upefPFF2nnvvfe+//57PtzLy4tCDDlvp7+aE6zYKS7s1A8AAAAmii5XVRoU5C2R0NapxhKOYJWVlXl4eDg5OdGfLS0tjo6OP//8M+2fO3eO9vnv/Oo5ryG/mhOs2Cku7NQPAAAAJoouV1UklXICqyo2ttMUhFhaWqampnI/lZeXv/HGG56envQv7RtyXkN+NSdYsVNc2KkfAAAATBRdrqrtwQPSWKVBQV1KobKycvPmza6urnzItm3bKMKePXsMPK8hv5oTrNj59KgJ+Z7ODgAAAKAPESe5c9TX13NzsIjk5ORXXnnl4sWLf/rTn7Kzsw0/LzsOlBU7xYWd+gEAAMBEEVdgVVdXb9261dramvbv3r07ePDg0NBQ2r969eo//vGPpqYmA8/LjgNlxU5xYad+AAAAMFFEXAeL6N+///jx43Nycih87ty5x44d46N99dVXCxYsMPC87DhQVuwUF3bqBwAAABMFK7n3LKzYKS7s1A8AAAAmCgRWz8KKneLCTv0AAABgokBg9Sys2Cku7NQPAAAAJgoEVs/Cip3iwk79AAAAYKJAYPUsrNgpLuzUDwAAACYKBFbPwoqd4sJO/QAAAGCiQGD1LKzYKS7s1A8AAAAmCgRWz2LOdlZVVb366qvCa9nW1rZx40YLCwtLS0tPT0/607iU2akfAAAATBQRFxp9/vnnBw4c6O7uXlRU9JTnZceBmrOdy5cv37Vrl/BaHj16dMiQIXkqaOf48ePGpcxO/QAAAGCiiPipnIcPH5aUlKxbt87e3v4pz8uOAzVbO9PT0998883m5mbhtbSxsZHL5dw+7djZ2RmXODv1AwAAgImix1VVVyfU1aV3NYW6ujruY88ODg5nz57lwwsLCwcNGkS/dnreTn81J8zWztGjR585c+ZRx2vZr1+/qqoqbr+ystLCwsK4xNmpHwAAAEwUXa6qtDTI21tCW6caSziCVVZW5uHh4eTkRH/6+Pj89a9/pUDu10WLFu3evbvT8xryqzlhnnb6+flJJBJuipXwWvbp06e1tZXbp52+ffvqSeQ5vXRr/gEAAICnRJerKiqScgKrqiq20xSEWFpapqamcj/93//9HzeKcfPmzVdeeaWxsbHT8xryqzlhnnYOHjw4PDyc28cIFgAAAAbR5ara2h6QxiotDepSCuQ0N2/e7Orqyv15+fLlt99++8GDBzNmzDhw4IAh5zXkV3PCPO3UNeCEOVgAAAAYQcRJ7hz19fXcHKxHqrfyBw8evGHDhtdff72lpcXw87LjQM3fTuG1PHLkiK63CLt0ydmpHwAAAEwUcQVWdXX11q1bra2t+ZBz585RhO+++65L52XHgZq/nWrrYJHctlDh4eEhXAcLAgsAAIA5IeI6WET//v3Hjx+fk5PD/3r+/Pm33nrr/v37XTovOw6UFTvFhZ36AQAAwETpblc1bty4n376qavnZceBsmKnuLBTPwAAAJgo3eeqHj58+O233w4ePJhfqcHw87LjQFmxU1zYqR8AAABMlO5zVZTy66+/HhcXZ8R52XGgrNgpLuzUDwAAACZKT7kqCCwOVuwUF3bqBwAAABMFAqtnYcVOcWGnfgAAADBRILB6FlbsFBd26gcAAAATBQKrZ2HFTnFhp34AAAAwUSCwehZW7BQXduoHAAAAE0XEhUaff/75gQMHuru7FxUVPeV52XGgrNgpLuzUDwAAACaKiJ/KefjwYUlJybp16+zt7Z/yvOw4UFbsfHq0fj0aAAAA6J3ocVUJ1QnpdeldTaGuro7/2LMenwiBxcGKneLCTv0AAABgouhyVUGlQRJvCW2daizhCFZZWZmHh4eTk5NanGPHjo0dO9aQ8xryqznBip3iwk79AAAAYKLoclXSIiknsGKrYjtNQYilpWVqaqowgr+//z/+8Y/6+npDzmvIr+YEK3aKCzv1AwAAgImiy1U9aHtAGiuoNKhLKVRWVm7evNnV1ZUPSUtLe+uttwoKCgw8ryG/mhOs2Cku7NQPAAAAJoqIk9w56uvr+TlYFRUVb7/9dkRERFfPy44DZcVOcWGnfgAAADBRxBVY1dXVW7dutba25v6knR9++MGI87LjQFmxU1zYqR8AAABMFBHXwSL69+8/fvz4nJwczZ/wFqFWWLFTXNipHwAAAEwUrOTes7Bip7iwUz8AAACYKBBYPQsrdooLO/UDAACAiQKB1bOwYqe4sFM/AAAAmCgQWD2LedqpUChcXV1feOGFQYMGLVq0qLq6mgtva2vbuHGjhYWFpaWlp6cn/Wlc+uzUDwAAACZKj7iqqqqqf/3Xf9UTgR0Hap52Dh8+XC6XNzQ0VFRULF26dMyYMVz40aNHhwwZkqeCdo4fP25c+uzUDwAAACYKCZ2MjIxnfNLVq1dPmTJFTwR2HKj521lfX//SSy9x+zY2NiS8uH3asbOzMy5NduoHAAAAE2X+/PmzZ89uaGh4Nqerra396KOPBgwYkJKSoicaOw7U/O28fPmys7Mzt9+vX7+qqipuv7Ky0sLCwrg02akfAAAATBTyd+T+nntW/OY3v7G3t09KStKfK3YcqJnbmZiY+MYbb2RlZXF/9unTp7W1ldunnb59++o5Vn9N6vasAwAAAGYHOw7UnO0MDg5+7bXXYmJi+BARR7Ck1tYKJ6foZcsqo6PjPvwwfO7c3NOn2x48uFdd3drxu+Ki86CpKXbt2tCZMxO3b6edKoGBAAAAQG8GAsvkOXfu3MsvvxwfHy8MFHEOlrdEomdTyi9X19Dp0xM+/DBx27aUL7+8sWvXratXtab2sKWF/r13+3ZzZWVjcTHtkIRqLC1tyM/XjFzwyy+UuNrpbsfG1ty4ET5/vp+bm8LFRe7gkL5vn3GmAQAAAN0HBJZps3fv3tdee03z7YkjR47oeouwS5e8U4GlU3jZ2obNmxcybZrP8OGkwOhPZbiVla74pM+SP/44bM4chbNzV891t6hInNLsItUJCXfy8oQhOSdPRi5dSvovatmyuvT0prKy7h7kE4XSgAASx3Hr1kUsWhQ0caKvm5vP0KH+Y8bEb9rUXFHR07kDAACTBALLtNGcMsW9RtHW1rZhwwYLFR4eHsJ1sLoqsBrLynJOnQoYN05mZ+c/ejSpB7m9vVSvWhJxk9rY+I0dS/5eczSL30jT8BlurqyMXbcufMGCstBQEctZyL3q6pqUlMQtW7izX1u5kgvP8vLSmj3SlxVRUd2Umafhxu7dviNGSDu7jnJbW7ruEQsXZv/wAzcGKQp1mZlpX30Vu2pVzKpVSR9/XNkriwgAAIwGAgvoQ3/9aK2vr8/Pzz1zhnxk8LRptAVOmOA/ZoxO7cWFW1mRbJLZ2PB/6nLtwVOmtD14wJ3rTnZ2wNixJLNoC5o8OW3PnpTPP3+suqysKqOjgyZO9KY0BYdTtIbc3HgPj3hPT7GUwfWdOzXzSTKF0pe7uuoyhIxN8PSk8oldvdrH2ZnEiohKxQjiPD071VX6JO+IEWQOSaLyiIi6rCy1UTq6ZGRdS22tcquru3vrVpFcTjFLFIr0w4eTPvooZOZMEuuaKfsMG9ZQUNBTZSIuVAjZ1C2hvsHw4RGLF5Pcv1tSkvXtt3SnxG3YUNz++L5HMlbw66/pBw7cuXmTC7nf1NRTmQHAvIHAAvowrn6Qf83+/vvw+fNj1q4ln5rt5XVLKuUkhaawoPb92ooVMicnvzFjot57L+XLLxtLSx8Z1u5T5MfuWcf4lsLFhd+pz8kxwhYhRTKZLtkROmvW4xMNHRo+d64PnVevggmcNKnT0z3N48XatLTHStfKKnr5ck6nZhw5EjhxolRD3JBmChg3LtjdPfq995I//piiFVy6lPzJJ2SLoarL2lrm6OijehYsNUq38RvVGV5VmxwPmpoyjx3zHz9eV4UUqn/+XmiuqODljnHQ/XV91676jg+sNSGZK+Me1qu2G198kbB1K2XVZ+jQ+uxs/g691/5BCADA0wCBBfTRy+sHOQOFk5OmqPIbPVrLMJK9/dN01kmyPHlMaWMjd3SMW7eO5AifPgnKsHnz7rSvlMFlj/yWLl9bHhYmTL+ltpbil/r7B0+dKrW35/QZuUPF8OHh8+ZlHj7c6XSohoKCwsuXb3p5ZXzzjfoTVUpNIxuUeOLmzbV6lz8mxVASGJj86adhixbJHByeRjlpbj4jRpAwDZszR/N6kRDkdHbvhy7cratXSZRUREbKOtNVwo1ELV1xXrUHTJiQvH17yPTp195/v/DKlZvffUeXUlNkV8XFhcyaRQI967vvmisrqScjF9wCfqNGJe7YkbJ7d4i7e+KmTfe5CQMPHsStXy+nStVZlq6tWePn5kaCuzQoqCfKEgCzopc7UBFhxU5x6f31I/vECd49kDppqqzkwklkaPqPqthYo0/k0z773t/NTTjEcuPzz3ntQrJGs/dfHhJCUoZ+8hsxQulHx4zhIkcsXMhFuFtUFDxliiEuOXnnTq2jO6S9AsePN9y1SyWStD17jCuHhlu3ru/aReJA7uBAm1QwIqKm56Sq8TP6l8SozMlJTsLXzY2UU/T77+eeOaM2llmXni7v+H6DlDvW2Tn+ww+1jqmQXNZaGiQ0I997j4qXLjedpbG4WO1cYj2f5R6GkqZRZlj18LpDIVhbX1uxIvPIkZBp02R2dqRaFM7OpJ/8x43j4ygcHfWPdJL5t6TS/F9+IVvuFheHLVjQJQlLBZi6d6+8fRyXvzqyzsRW+v79j1TTDUnAkXAUpbgAYI3e70DFghU7xcUk6seN3buDp0695e2tFh44YQLnLbJ//DFo2jS/ceMSt24ld9vV9JUDABs2PPY9NjZNZWXCX8kJ8QKLhJTWQTJKgQvnBiR82h+9pR84QH8q1Pyf3o1cdU1yMpfsnaysiMWLdb13KbWzaygsJAcp46emWVuT7Ej+9NM6sT/aRZqmNDi44Ndfq5OSnka+5Pzwg66BlvD2iWsPmprKQkKCJk/mFG1auxSgwkz96qvMY8eeTC9TKTxOZyhcXUlVyEnoqC4WXSnfESPC5s3LOHSosby8q/msuXHDZ9gwH1fXmNWrNTVNzMqVZYGBeg7P/PbbLumkzjfSTIaNLyocHKgCU0nGbdyoLBAHh4glS5Rl0l5oVBsjFi1K+eILKlh+qhzpvKTt23t24iAAJodJOFBRYMVOcTHp+tGQn+8/ZkzIjBkttbVyR0fex4TOnNmlWT4lfn78sSUBAWq/ktfxGT6cc/Ylvr6GJJghGF3rMJagEgQB48dXRkSQFKNskxK6eewYuUA12UHiSessdfKXSiWhUg/CGTkkK+8WFZnK3KZihUKrdRkHD966fFnzp2srVih0v2FgyCa1tU3YskWPgKCfSIqFzpqV9vXXtO+ruuJat+qOK9LpguTgkzrg5JT/88903X3d3CLffTdgwgSFkxPpZl2z2SjCtQ8+IKlEcp8Mj/7gA27glvR0vKenMp2RI0Nnz+4w2c7KKnX/fpJWWusAZzj1UjopKGtrqY1NwubNmKQFgCGYtAPtEqzYKS5mUz98Os7XrktPN/zYzKNHuaPCZs/WGuF+U5Nw6lWnUHxND5338896BBD9FLt2rZ6p0yTyum9limfPg6am8tBQEgRpBw8+GeEz+M1H0qP+o0frnG6vI53A8ePD58/3GTbMd9SolC+/vN/QwC2Bq3xFVDDKSHpO7cDIxYsLr1y5/umndZmZhttYn52dvGMHXXddEaoTEoInT1YuqOviIrW3l6p0c965c4aXYdTy5dS1IOV0+/r1TuNnHTtmuCTVk20AAIfZONBOYcVOcTGb+tFYWhrv4cGNAwVOmvRAx2x3zTGM1vp6bvTLb9QoEfNDJ4pYvPiJh16yxJCjGouL/ceOfTLuIpHQn9knTrTU1oqYt15I6OzZmj7++q5dkUuXCkMUTk4yW1vhKhicZi3x80vdt68yJqY8LOxuURH9WnP9etY33yiHBocO1f/aY5yHR2VEhFZ9xlUM35EjzePZGVkROHEiv3gK9Uni1q+/V1lZER4es369WrEoXF2f/rVcAMwbs3GgncKKneJiZvVD+ThP9Szpxu7daj/db2oKnjaNnEr2yZMhM2bknDxJkW9+/314+7Ti6GXLRM9P/oULiVu2dHWNTZJT2adOGfgoyjxorqiQChY5q01N5YYMST8lbN5MP0mtrTMOHzYucUokqqNQU9sCSHaoNIdi2DA+kFe6OT/+KKqtPQkVBQlQqvY1KSlqP9Wlp1dERyft2CF8reHaypVdGrsFgCnMzIHqgRU7xcXM6gepKG5Zh+s7d6r9VJ2QwPkMPzc3bsd35MgnY0XW1j31QR7AEe/pSRciZtUqrV+ufMrpZXT1lSt42diQwk7atk3rOqhyJ6fCixf5Pwt++SXonXdIZmnNjxlTrFAIiyXE3Z3/icRW/vnz3JscpNJi1qwp9vHpuZwC0MOYmQPVAyt2Pj1q397p6eyIDPmA1D178i9eVHPJBZcuKdcoHz1a+BY9/zwocdu2nsow4OlWKSNc9OFedTXJiAdNTT6qlTW4Lf3gwYctLeFz5ypcXFLbPzFuKu8NiAiZ7CcoFtoqo6MfqR6mK1RvMgZPnUpXiv81/sMPM48eNYmPcgIgLubnQHXBip3iYn71g3rY/MRk8pdpX399Y/fuhtxcf9XyVJpvqClcXRsKC3s616BnaCwtjVi4UOHsHLtuHYNaShekn1L37g1of0gqs7MjeUqqlH+MW3jxotqqYHEbNvR0rgF41pifA9UFK3aKi/nVj1T+6zoSyZNXC9V0VfviSeQkFC4uviNGsPYYCHRKa2t9RMTC0NDZd++y9ey4vrX+4+SPv0z5svFuHb+IfPInn2QcPvz4ebq2lzRJe2EQCzwDSvz8opcvT9y2LfPYsZqkpJ7NjPk5UF2wYqe4mF/9aKmtjRS8vtfBB/Bvhzk71+fkUKc8etmyxxNuLl7s6YyD3kVJiZ+3t4S2vDxD100wD87lneNumB9zf6zPy+N6I6EzZlxbuVJ99FewtgX/3QIAug/hs+nHldDZOXnnzp76orn5OVBdsGKnuJhl/WgsLeVHqvjPs/iPG1ceGek3apTvqFFVcXFczEDV62Mye3t0voEaLS21YWFzQ0JmMDWC9aDtwZncM7z7cvNzC9/SYQUH4feO0r76KnDCBLp9Ci5fxgNW0E1Q41ybmvqwpeVBU5OuBYel1taFV6+Kdcb67Oyb332XtGVLp5/EMEsHqhVW7BQXc60fEe2LL0S9917G4cMxa9cqJ+dOm6YWrSIi4tqqVfjwLdAkNfUrb2+Jv/+YsjLzWd9VP0V3i8b6j7XythL6rl2XV3ZwY5cuXVuxImj2zJjv9nHvDZD/K7xyhfF57nfuZMXFrQ0JmRkaOjs5edf9+w1c+MOHLW1tkJ5dprWhoS4zszIqKmn79scTPGxs+BFTqZWV7/Dh9GeHJe6srJ7mW7Q8ke++K0zzxq5dIdOnUy8icPLkUj+/R6qHJHx3wlwdqCas2Cku5lo/GouL+QeCjaWlYXPmYKQKdImQkBncI0Jf3xHP5owP2h4ElQYlVCc03e/G5x2ljaVHM4/SWdTC0+vSd17fqTk44OrjesXZnp/tTt6l5WHLxMCJ1lJraZGUUguM+4X7Nev48e7Ldm/m5s3jXFURblKptUxmr9q3io/36Ok8mgbVCQnRy5erfZZDcyv49Vcu/u2kpIhFi568b2FldduoWVnkF4JnzuS/bapnS/n8c6mNje/o0ZwrMVcHqgkrdoqLGdePFNVs94Bx4+7cvMndG7Hr1vV0poBpQBqiqio2MHACOcj4+E0ipkwq6vvs7xdGLBzrP9bW21YilVg9btc7jBuN8RtT21KbVZe1NXGrT1GHtaau11wvbSrVTJm0TvU99W8I0umyarNO5Zz6Ku2rgoYCCtmUsIk7xZywOX4lyh55RXPFlKApap5kSeSS4T7DHw9i/frB+o1WDuclUw9JItPk+9L2ceHDfIbZSG1oZ/sHSg9XrFCIWFD6uVBwYbjvcBJ57wS+0616tKGhsLIyKirqg6Cgd6KilgQEjPPzGx0QMDEyctmdOznZ2Sfi4z1JQmkKLA29ZZuTYz4r1nYH95uaZIJFbnVtuadPqx14r7qa/xS636QJD1ta2h48KA8Pzzh4MH3/fj2fYaADqVdQFRfnJ1gT8fEgmZ2d1szw/fb0Q4cembUDVaMX2WlChW5CWTWC5ooKutOoz82tPlp45YoRiZCjlcsdFQqX6upE/THJIyqKFdT0P8BDgaeA/D2VZE+dvb61fmrwVFeFK4mSuvpcHx9XhcLpzh0RVjPPq8/blLhpbMDYThyIts1B7jDUd6ijzJHXYSuurRAm/mPOj1y4ndRuUuAkMoGUx6yQWZwA4jdSJJODJgtD1sastfa2VjudZ7wnpZl1J4tUIG2dZu9I0v6uflenrqUus64LH3YUcrHwovDsbv5uJIj5X2m/sEHfwisPH7bU1FzX/+SuoSGvsPByYOAkvbLJWvgnNRFxcRuvXVvp4+Oi65DQ0BnGmawHKnlT/5QTdYalNjZqgkaq+vQ4beELFzYUFITNmxcyffrtRPVGmNqKndd3fhS3ZeluW7vLEqurEuefreZ+bbNtuWT3AskVa+Wn1jWnwDfk58etW8fN6JLZPx6g9VgjGXlKYntJMuKiw3fZ370f/f6+L90vOdqQqNrkNd35nGT8ccmZYZJLtqocWlsHT5tm3g5USC+y04QK3YSy+jSQxtL84gc58tO5p4tUU5jJrX6Z8uXhjMPClppobq7gHxXFxKzSlf7pnNOOCke+bXAPdn+WGovORbZw+2TIpYJLRruuHiehOoH8vZXU6uf8bv/YMJXVI9XEo3cj3x3mM2y03+i5YXPd/Nz46zhMZndWdemjo1e2tnbh4XJZU9nK6JWkpdbErokojxgfMN5WamugliLbDYz5RcoXygGqO1myYpnh6aufzlv9dMGlwbwh0iKpvcxe64H20ifha2LWGFgylwsvuyhceBtH+I5Qu+M0ia6MDioNIkspJtWK0LJQVx9XtcyM8R9DMU9kn+BzO85/XGxVhxk5lELT/aby8jCpVCmMQkLc1U5EEXxLfNPr0ulO73RESm2TyRxaOvYKqD9WXBzY2FialraPOyO3JSV9bGBZGULStm3eqnF6zZcM6ttrLDUOFwsucqOb1Oe8tnJlyIwZSR991FRaylmtNWVKMG3fvoxvvunWaRWUqzlhc0acsjoySXndlu1Q6huHyzbv+E9cGrGU+qurr62mDgN1eCYETggrD6PcFt8t5o4NLQ+dGTpTswILN5vLEq+xkrA5c4QnrYyOVltqhDST61mdN4jwFHa/SuwuKTO5+kOJ1zgJIw70EQSWcZhQVkXk9u3khITNs1Rd+XEB44obi3ck7eDun1DBjOZ796p9fFz5ljE8fAEF+pT4zAmdcyrnVGRF5PSQ6XZyOye5k+ZtSS1+QGkA5zwiKiJWxaxSlCj2pu79NuPbhvsN9dq89bXKa1OCpzgrnMn90L90yMprK3ff2P1znnapcbv5tl+x3+cpn9vIlKMUDjIHOinvuj678ZkRJUMZXh+znkQGdQq5ENIfSyKXkEubHTZ7d8rur9O+PpFzgmRQp36xS9xtrdsesWC67yiygi9DKl66NFrjx1fHzwubR13Mkrsl1OZS0XGTikjZzAufN9RnKHnuGaEzKMLJnJOVzZVRlVFqjuTXgl/1N83ctklq8523ZK63ZLHCYe/1z8j87DvZKTUpqbWpallKr02nIqIL5yB16JCItm9N05XaFL8pqiKKK0auPpQ2lnJPu4LLgskEEpq0Ocgd1I4VKjBDTKCN5BdlTJiTMXI7tTgns0+ezz9/vea60Cg7mZ2uc1lLO4x7UXnyR/mV+JFHVytwcvOLIxZrlsaVW1rGlalAqDRoJ6YqhotG8ldtNG5CwATlbdueoJ1U3SLaFkYs9C/xv33v9tVbVx3ljpSCp9zRy1typH2alFzuEBQ0JTv79Inknbyxw7wlpzs+3fPzc4uMfDcoaFpi4rbr13fGxW0QSCtbudyZmhQ91fvhw5bIyMX83KyaGi3zhKi1yck5mZ39Y3b2D7Sfn38+KOidrKzvNGNGf/CBzN4+fNEi/nPyuxdaOXk7jPAZcfPOTYpAVZTToBMDJ3rd9HKROSulxhWrPSfePTnaasdSyey9khn7JBvWSYaftSahYXtZsnuB8iGvzNY2wdPzYQtpxVr+IwcKJ6eibnv4+0nyJ09q6aXOazK3kXXvBL1jaOSzqrvQRjkQpVwpt+MCudw2+oShp1bb2HGgvcjO53Qj1ina2to2btxoYWFhaWnp6elJfxqdVeW9J7NxD3Ef7T96pO9I6s0vilj0btS78VVPPjZ8/fb1dbHrPkz48EDaAXJgp/NOk+fjukTkvbTOCOEpaCggOcIPsVCzS4phY9xGOh0plcw7mdsSt1E7eKnwEvlIOtGs0FnDfYZPC57GjSeVlPilp+9vbW0wzkBNqLFTKIZSA2qj4ZzIdXEDWqqJF9EymZ1aP/XzpO1dvQOFLoo/C/kq8k9ULHSun3J+mhs2lxpHPYlMCZpCRfF16tfU29t1fVdefd788Pmdnnpy4GTq+lO3/mbdzYbWhrLGMrpklA5dkbqWOjq1f6n/Z9c/e//a+3PD55IDc1I4CZ0oefeJARN1JU4xyWPRlXJQOFA7/kP2D/qLnfRoQEkAVZsvU77cmrCVioVqHQnKHck7pgdN0zNsYy+zP5p19ED6AapplPn8hvzallreuwv7l8N8h+kpjflh82/U3OBqIMkI/QNFjqp/bbwlO/zH2eiIQ+UzVDF0Ufgi0qMGCh0XuQvdPt9mftsleUr3Dt0dBzMOkojh6icVuNb06SqElIasurZqbezaTQmb6F7m6hjP9MAJFM2WBITMTnHrKn/gQT+3nJxTDzVy9U6guhtTztwq9fPK8uL+5B8gUiFwh0RXRnMh0iLpI9WoElWtGSEzpgVN65CUVNnscOW2N2Wv8KRUS6kqkhiiFkBNxgm3wNJAikwC2pCSF9TbdkNUd/QZuk3IB2uLuVJqs1Bm5xG5pEH1SiBVG2G/qLw8LCZmTWlpwCNla2zQcDU/MCaVSoqLFdevf6pQuPj4jTootbkk7fC0USp9MqmLn5lAdYaqweyf3CYdlRwUlOXPzhLrK0/alvS69FG+o7pUJlyxjPOSzPxaMvkbyfQDkqmHJQt3K1P2Vo3u0I6vm1vhpUsG1ti4qjjZLVlGXSdrHDQ9aHKUOXY1q1oyL7WiDgl1dLcmbpUGH1u802rUSYnzr3b8XTnpW23HWVsHTpokd3L69N0noeT7jmQdoZaN9pV93fYU6BTvRryrmQoEVg/wDAr96NGjQ4YMyVNBO8eNfX+HE1i6NgeZg6Y+0LpRv8BR6kA1kiTa5oTNpMNkRbLg0mBln1UVwV5uf+zmsfci31Prhur3c6PbB5CoE9nQkG+IReSBEjtOlqL+3KWCSzn1Obn1udTQzw6actRbslvb6WaHzL7TWEzy65K35Fh7G0enDgwcT/3Or/WWAN3e62PXb4jbwJtsyOYsdzYwprCDbqA7f8Yb5cpBrqwDJHRWRq/0L/EnxZxSkxJYEsjP+1FO6zYgqZHa5CavpZylhhaa5jbGf4ytzFZt1pGt1JYE/WiFI+d9R6iu+xTupAY/sFPbXBWu70e/z+2TkoitiOVErSiQXF4cvpgrDfqX8k8OJqoqSv9RpAmoYu/1llzwGxUVtTy/JoWTL+sFgzFqi37RXUMlQyJylN+o6cHTSRwXtUcg/UR/khiicKWNV62TrpwmdbUubh1n9b60fSSgtRbOlVtX6EBhCOlsXnSSe+avuOaxXJ6XRC7h4x9KP8T/OlFlyHSBkNJdXSWrDIgmzImyhiscDmcept4m3e/Uph3P6kLDW1ubqtZh8/KWzHp8Xyj3tT58vCC1mhX0jquvK7WrT/JzVXK+XZlsXNshq05y7Y90jdjoLI6/PC4ip/OSzxZJalM7DNxyY138n3eLis767BFqYrrR6HZzUbhcLeywSFXWsWM+65bYtbcG1pefnJS6+iTKqXvA9ZfoBlwft5669NQbt5apq23S7uRW1O4sygb39UzqXvIx7S9I3v1E8uU85awsCrg6Y8JUn0l01yyOfNJcf5P5DZ8IL6YvFl6Mqnh8Z32V+pWyqkttqH+rHBKGwOoRnkGh29jYyOVybp927OzsjEtHv8DqDdskb8mvqoYmLGwedSI/T/l8tP/o77O9HjzQ8urQmpg13FF7U5V9YmqCtyVu40LICdm2azsrVUOs1no+bp5kdifIhbe3eouVm9WN0gCp1GZyexxKij+EfAwpqgXhC/ghOiLudtw4/3GatihnF+nVRpTylsQtyTXJZOakoEnjAsZxt7GuzV5qT56PmvvixuJ1MevIF14ouED9wlUxq4wucErzg6gPhK3kMJ9he1L3UN9uYsBEsmuoYqiaShZls1KNG7l5S055S8rKQi8WXOxUfdq3+5IOV1Dh9GPOj0cyjiyPWj41aCrF0VXm1H/ghvS4qxYZueSsSnlfUdW3GR3zNlz15MheW53hQyYFTjqacZSuXVlTGZdmYUMheQth3RARynnWnSzDXwiIjV0n9NyJiVuv554+1dGdh4UtMDA1kmI3bnxWUPCrX6kfVwKuv3QoE80RYolK4NKV5VKYGjy1w09Su+FyOxuptZ3GTTE9ZPq8wEleMevLGosra9Nq6vO4FKqrEwIDJ0qlVhtVDcXnHW1Z7W3tqrzp2msL9VL0VqehqqZmv/IWMLR60x3dpdmWaWlfU0ty3lsyQUPbfaDsy9n4+roIh69oG63j1CfoFl+q3J1/+LHUsrncIcLSy2N44fLOEat3jtnYXpTYXFF2BScHTp4R7O501X74RfsfTnkYrDIla7fY1mVl3S0ujli82MfVlVvUQLkeleq52+Ep+gQrKS26QXwL5P6qb1wu3/7kp/0zJP5XvzmaefRk9km+PGkntCyUJL6wAJvuN22IXcsd9XFy57PZdiarrzxi620zwX+85sgotbSGXEHKAJ/DiIoICKwe4BkUer9+/aqqqrj9yspKCwsL49Lhsvpj7o/Lo5fvvL7zUMah2WGz54XNo3awQzsitSZn7+brRjcn7XCzGawMWTZEx+bkbT3XZ4R1exNsr3ocY618b8R6YtBE6iPOCp0liCw5q/K7y8Pm8YEe3hJF3Mak20nkR9+NfJdyPtJvJP+ro8LxfMF5A4ffaBvuN9zFx+VxO6Xx68zg6Ym5P3E+1UXuwt1g5DVTalL0lC15PvLfP2b/GFsVS/v+pf4kfcj1Uud7QcQCfuYWJTszdObXaV/TVdDqibcmbuVzolwHsn1Mhbpues5+Nvescj6QzMFV7sq1JspHk6qnkzbeNlwi5LroQlNvjATZ3pS9fiV++fX5fArUiSSR923mt1rTJ1t+yvtpf9p+/xL/96+9b8Qk61XekvEq1TLVW7JNZhcevrCy8pq//1hyKsHBU+/dq66sjLpx+zon5jTfdCM1WdpYuj52/ebEzdSF9cryIqXrW+KrJav3m0i2ak6Vo/zzcYqL/biX7ePiNpB2Ly0NuJzzZEFzuoKhobM4h3fEd9T5/PMN9xuK7xbvSdkzI2QG3TtptWl6rsWzpLm5oqhIqnVKfmHhFXLhMpmNxrICVtRH4/y6j4+hi34lJHhyh8dnn9J3oaUdRgH5wYBHKoFI/YFhPkP1HG4ttZJfWxYbu5Y7F1c9aEtJ+SIuzkPrkI9CYa8WctBb8r3Uqro6vqWlNqLYN746XthDIMe/MHz+hvYySUraSnfrsqhlTjInalI0J9SrbYrirs1PUuT/orXNtJPZ0u2vXHFglJP3pxJvUhHU2l2RqC0VoJSJV5U7m1S5vfyLDXWx6Kb2+HXBjmWC1Lwll65KvnOXjPhZMvGsY1WjsmG5W6T9mwQk0z+7/tnSiKVUmakfNS903tyQuboeztpelszYL9m8QnJqlOCVOonk9AjBk8qrEvuLyn+1puB5QDLvxycxt62x8x8zprnCoE4IyXpffzdPajGkds33DZo3Qr2sTtsiO6mVT8oXmo/IOwUCyzzp06dPa2srt087ffv21RNZz5wwPfWDPOivBb9Kb0nVumhNTZVNTaXV1YmlpaE+fm7eKvXzjbfkU9W2UNURdJXaOModSOWM9x+7XWrzA/UvZfbDfIa5KVzWquJzbdmPqpkQS7wl59ufUBQWXrp169K1ayvDwubO8dE3pca4Ta1pI/dMLSntbE7YHFgaqOnFnzT07Vrwu6wjolxB6sdTs0gS8FrltU4jJ99O/irtq6giWUNDbmiJz4ro909nfKN/5gf9mpFxuKMrtU5K+ljryJ8olDaVBhX7nkrYtEHuNLJdNHPbOCphb8kab8kyb8lpue1PIdNP+I309R2akrJXrVGTy53bn8zacP/KfVxOyuyueFt/7G1Fleeo1Nozbv2WhE1VXR8W+iT5E/KXpIeOZB4RTjF8pBy+epc7b1bWY9ladLeIG/0iFfVIVZ7c+6SUpYSErTdufJbVlcdDz4br13dxV9zXd5hawVL+IyMXk5DSVCR+qulTubln2gex5tC+ZuK5uaejoz+oq0un/czMozLZ46p1/fpnK/zdhDfLeMH+++2TBVdGrwwq1fLJhLD4D8dou+PGqJ70HerCe3yudIEyM5W3Z17ez4I1FEg+OpSW+glP6n3L20XhYi2zpr4B176R+qQ6UFGh/TEr9YsaWhto84z3pE7LMMWwDbEb2lsG6/EB47kp+YYgnD/H9dkc2gdiR1904ZcM4DavKRKnq0q1xDdcq9rH5BaorDveHv5lypfRVx5PjCNN9hVn+yXlv0FBUwzMmxCSv1TztyVty7mTc6vhlqtM53CyzWXl/HQ+h7YXJWe5vqqHZO+vkgOXJFqv7+Oqospy1LJlneaHKnB09DLhFQ8NnX1L2xsSmmTXZ68Jnz9S4dKxSbd297a2UY0Rnn0szZ27+l0sCKweIyUlxc7O7sUXX+yOSe7ijmDp4v79huTkjxWK4eT2/PxGyGQOupbUS0r6qLjYW9phqqZVYOBEX9/hwhCtx8rljh0PfLItN0AkqW0LwxeqPb4Z4S1ZJHO2ldraqCTgHsGDnpNh88nM/PbZXd/EruOP2pG0Q+0RBrel3PLWWlbkz/Lzz/r7jwkKmtxoWGtbfa/a8OcL6enf8MUilT4uz5AQ96ioZbm5p9TEVllZmFRqq8MVWfn6jvD3dwsJmZmWtleUtwdycn4gwzlJpPWM3OgIXeW0tP36kyoouGCAN+UqknVBwcWqqjhS/MIUNHUnXZpOX/KiMqE0AwPfEeqS+tZ64QO4vLxzmpmJi9toaDHpzQBpgoyMbzIzj2VlfZeS8vnt2/FkCBVXePj8rKzvKUJc3FqZzF4ms4uL+1Crtq6svCbMGMkpPvH4eA9yHsIC9PMb6f3YqQxtUK0aVVYWKjy8uOPATEtLbbuOsU5N3asm3AP8pruplPTi9kD+Efye+MfrmkZURGjmubGxWCq1O9weeZS31Qo6VkqeT3KqkzrweKOaXFurZTJ1a2t9RsbB7OyTRgxLGMhYvycrhL0T9I4h9/LNOze5+NSzkhfLm+43kY75df08brCHlMpZbrzMyip+48bcM2e+iHn8kt3iYxKXXyRzriqfX69TPUy3VbWEU70lniqxJY98NyJioZe3ZKu35NJ59VLy9R1548aup/loD+XzPf/5Eh2DUkLJmH0nu6GhQOrdof2hLvQ+1bMIYWSqM5d+Uu76jx2r/+zUolKfQVcdoIaF7txb2lrmO3cyo6Le46vrzzLbtTK7Zd5Wm+jU2mW6/d32ZSC4ZpwKLSlpm4/PsGvXPqCb1N9/HOn4/Pzz1FMtKvKGwOoxrK2td+zY0djY2B2JizgHKzFxC9VdEk9yuT21wgqFE/1Jblsm0+Wh1bfU1McvAdXUXDfkKGrTg4ImqZ5W2MbHb7x3r7qmJllt5gG/vR86U3hPLlXNyRVqLP45oLPM4VCGcnXdgwFjbVXNPfWkjytcVHegTXzih+fb06Rba4/PMC+Nr6BQ92WNz6hhMvuvVa81XSm8oibsVqsOT08/dF9j8ejIyCV8nm/c+Ny4y6EJZcnHZ4SqgdC/WrRVePgCakZVxaj+AEj/5QgOnpyTc7qrjS/FJ5ccE7Nal5Ij8Xft2qqysmAufk1NioFijiSFgRWvvXm1ysn5PixsDmc7tbaqBndSRUU4Odfa2htcnVQoXEtV751pcv36p2o1WSskMqRS9cdPqgzYpqhGuboKlWF1dXx6+n7N91U7M9nh9u0Ob3LcuiXVvIPS0vbRT0FBU4SBUVHLSTzRqUtL/esE66VRiHCFTB8fV2Elb2jIV/WvtFcqX8XIyT8+Hjvh/Naw9rvmTPyRkznKBSAamytaOk5GpvtIJnPkUvjEd8THiVtL7hbRiUg082fhaxe1S1Sj6EYOCZkWG7ueZJmq6k7vPv3UKT7FPsL2wT3EnVvkglvptEnbUDH/BgC3OEWRTBYybRoFbFr9OBHnXyTOP0smyEdfKLzwXtR7Nt7KR5kU8vhJ3GiJ9y/KNlB4XgdvyXsdr3vMkZXeG7RUG7nchbpVRaq3O7Oyjvv5jaZ+UXGxH+2npu4rLLxIDTiVZ3l5aHNzBVVpP79RCoVLcPAs/k3GqtvJHgHjRnpb2WubY2cvs0+oTigp8dfamMsuOFxSDWZzkafx4Sdtq+KVo/h0f/Hj6+QUqqpiMzOPhobODAubp3aDkKvSel9Ql17YjpWXhxlwN1nl558LCprKV2lqPQICxnFD6VQ+pK70HA6B1WO88MILd+/e7abEjxw5oustwi5dcorcpZa9vdWzphpPjWNw8JSqqg5PuKh+l5T4qd1gYWFzpU9eyrPhhmGp+RbeDLdvJwUHv0NpyuWOdOfTIdRRyMk5+Ui10EN+XaYieAr/bDExZc/+4MnOqnb8hNT6ZPuQOLXOdGdqeKMnmsPffyylT92UvLxfEhO3V1ZGCzN/48Zu+ik398mnGPIb8vek7qHmwFHueFruKEyT/BMXh5okavGFZ/TxGSrKF17v328gzaRhTheuFAllKue6unTybcnJO9o/jqZzowjh4XOTkz+OiVkTF+dJ5c8vYk4FW1eXlZDgoRr80CmjFQpHahDLysKMtppyS5rSx2c4XR2qYORQqZ2tqIiki6v6LIn2wU6tm2ZZ5eaeoXac88rUz46L25CQsLV9WSPrWo3VrdS4c+dmdPQH1Oyq+iQdRuxIkRS0T982hNLSYLncqet335ONajKnCEm8Csp/KL/kkmqMc6bwkGvXVurJUnV1nNCZFRc/+UQPuS5BOo8vQVDQ5PZhS6vdVyZbX5Es9lIV++e23y0ZOf64ZPEuSc6VX+vrc27e9OJagMDACenpB0n73r6dLLhMto0dFzyjkiSvz12pgoLzdKs2aawFo9nJefZUNFdsT9S5dIuNzGZjvHKeaPLt5LN5ZzPvZD5+G1FqVd9aX5OSwsc9M0xidVXn6y9TDiv/Vzg6Bk2eXOzjE1EapDmZgW8bg4OnUsaKUmXtZduF+0VvZXPV2pW6ohqa2idzSrx5hNqrtLSDAvFtlZCwMTf3XGVlPHexSLdRpWp90ETqMzPzW0EFsOObJqp+eu4LaqIpKdpSUr4MDJyqaR0pwvDweTU1N5qaKqkdFpxCXfNR1Y2JWcm/nK4awe38k0dqGwRWj/HnP/85Pz+/mxJva2vbsGGDhQoPDw/hOljiCiyqr1Sni4v9MzIOFxRcaG6uMkQ6ULNYVCRPSNh87doKfqmY1taGpqayLq2IrQaJubCwOdSloBtMoXDVzC2JA9XDlA0KhfO1a2u03VTWJDW4NZcpSyQgqB3n3C0pCc4fay7xTM0o9UrJ33dsYpTypbGxVPhshe/l+/gMy8099TSfWKGy0hjYsKbmgGwnharK/KmYmFWhobO0tqFkhdqzM46ysqD09P3p6fso83K5g+aBmpu2UTG1TVkUDXq/T9Il6IroqWZ0ojt3cnQ/kdS38d/fDQ2dI2jHrWg/v+trx4eFLVBLn9Sn8AExWVFVFcON3NCNUFTkS1IjI+MbkiaaZUhVmmSlr+8I1fK23ENVW9Wwja0qh46Zmcfo2qlJTOptC5yTTXl5yKOO46ncFhu7tqqqk289cVRVxXJl6+8/isr5kUrKcCel8LCwWSEh06nKUf+HrCN/yZ8i4tcVcicnb9WAsvK1srUS6QWr+NhNOirVk1uJpHxXS75XMTdsrv4HZ0821bKouxN2Fly8GDprFh8sc3DYFOup6yiF96GbXl78916oOeLCueWaaJvgQzXHhXR/aurXvO6sqIjIyzvX2lpH3RLqshpxs3R9e9JKUJ2sb3/ZUyt0j6vNqep0y8lR/wohR1VVXFDQNF1HUSuXn3+WopWU+EZELEhK+kiXDyL/oqtV8fEZKZUqZ8j4+4+j25NrcqlhhMDqMb755puJEyeWlZX1dEb0QfWD2vSUlD2VlbGVlTGFhZeLixUJCZ7k2qmN7sHh906hTrBcNaSkUDgJJ4fJZE6cfiI/p3GfWFNXmE+htDSICy8sVA7XJyZu4f5MT/9G10npzrx2baXQw0VELImP38Tdb5QfPk1+I5WpmQ5JhOTkT9LS9kdELCRHRR4rIGBCbOy6goJfSakEBEyiQOHD1ry8M+T27ml8ypcnO/uHwMDJkZFLGxpuNXdl9ndRkQ81Onpm1+nZqDEKCpqUnf19902c1wM5kpISv4aGXOqw0hWhTjB1AEjKlJYGl5WFkOzgG31f35GlpT5+qhcy9GzU8hqRDboo1ItQKxaSa3K5fVDQRB8ffuaTzuKlakMKQ/Neu6/jJanGxiJypZrpUKeC/1oLCXHh08ywsHldMkrYe0lJ+ZL6Idw+PxGezOHuGjKf90nUdCRu3/5EGJztxPAnJbbOOmGzltvEhPi14NdJgZOspdbcu9Xcji7B5L3tyeRSqY1NiLt7TUqK8ivgN79fEbPiaObR+WHzrWXWzgrnT69/mqjtE6gXCy5uT9yeVpt2Ovf0xUKDxk1v3066ceOLgICJ7e2kXUTEIuoH0uVTzQwZqlA4cj1MVWtmTdUyIWFLXt4v1DQJLpayr0VtV01NIrV1ZWXBwcEztMmRES2GrR6i2RNQOxd1MKiNTU3dW1/fyccuk5N3aE2Hn6VgCNTCU4VPTt5OPjE4eDqXQlDQO9yvwpuUmln6EwKrx+jWldzFohdmyXBIpnBPyqnhoLuCv6NImpBHoe616omS8oFdRsbhqo4fJnv0eMjKhjZuBjT3VRxyLZ3KSnLqmmNjdBbu0aem86NwUgNpafvIx8vlrmFhMw0ft6eY3BDgM4AyWVh4iTQfqZPg4GlBQVOo/RW+jaVap2c0idSamuuNOj5i03sg318rWD1BU/u2l7Atp4o0a4jh1NVlUrkZeE35zd9/bEODvl6+Hqh951eO4Lb8/HPCCKr6/6FqYMypqxeL3KowZe4JOFXFpqZS6o+1B27gIicnf+ytGkjjBh1zz5wJnzMnaPJk3wMj1JzujRufh4ZO518UpS0p+hPv9pnijaWPR/6qYmOj3nsv//z5hvx8zU/s9ULuVVfnnDyZ7eWlttbAobT9o33dlK/XyGy471kpZ3Z3XHn++qefPuPcUnOkq6tGV7CpScuIQEVFBLWlt25dorZRs3mk9lP1ZNmW020xMWsNnyBBKXM14dq1VTk5pyljpaX++fkXmptvPzJ4iXwOylhm5tHo6GW+vqP4ChYXt97wFNRQDT8rxx30ZMOkHWiXYMVOcTHp+pGbe5q7iwIDlT2MtLQDwgadezxHN7+uAeE7d26mp+8vKwuhm5D6cJzo4V7z7hRqCKhboyawuJ8aG0uzs71UM7Ufi7CsrOPp6Ye66n1Vm3VFRaRIpWU81HLpGk0xLbgJbYGBkxSKx7O5uQkrdDVFmTNXXh6hVyvbyOWOqqECFz+/UTk5WpZC6Cq5uWfCwxeQcI+KWq61nre01BpnWnl5OD//j5tRHhGxiMLz889zfvSO6rN3j5Trl65V9Uyc1CZFkXPipblwOhfBjS9GR68gRRI2Z463lVXghAm0Xd+5kxSV7/Dh3Jt09G/kkiWPVB8e1pXPeA8P5eJu1tbxH35ooGm6loPqKplHjwZPm5a6Z4/yC3ftgolCCi5cSNm9W2b3ZFlTmYND3uWLm1ZbbVj/ZAV2qcrqhm6bRvLsMW5WHDXRNXoXFDQCuhdaW+vqOvtWz9Nj0g60S7Bip7iYdP1oaMgn1+LjM4xfvSY+/vFHWAMCJug/trm5gh+6EHrBMsHHnvVDmoPcs2pK/qiwsLm1GktN8jNX9Dvd6Oj34+LWREUt4aY6BQdPTk7+hPpziYnb9DwTBEZAaqOyMpoEB3XiqZz9/MboX77BCBoaCkjo5+f/UlQkCwqaRnUjI+NIRsZh0V3IM0C1eoVSY3Evbd28+T0Xzk0E5KNRj4IMrFZ9bFuNysrI9PSDmoMidDiV/MOWFoWT8s1932HDAsY/XjyrNDCww5wlK6u0vXtl9vbp+7Us8NFUWiqMnHPqlGYcjtuJiT7DhskdHHxHjqSYtN/0dJM38s6dM3DaldYtYMIEfk4VMF1M2oF2CVbsFBfzqx+Rke/KZPbcq8h6KCnx0/o8zsAvHhpIeHiHSdA+PsNTU/dGRy+Pj/eoqbmhmkLU4XS9edIbYBB5+5uzMpmd4a+nFPv5Je3YUZ/TyaSZltpa4dgPtyXv2BE8daowhMSQ8t+hQ9UOj/PwUPuQhMzWNv3gQc0TkZKTOzpqqpyw2bMfGKVyiqRSb2trYVIkBBUODlomtat96sLKKmjy5Ojly4Wf8AOmi/k5UF2wYqe4mGX9MPA9x+TkT7hleEhXhYfPLyqSP80bjlppbq7gX1UjX6X/tRoAehvZ2Sf57oHWMSpN+NUH/EaO7DRy/oUL/mPHasosWXuIzMlJubi5lVXchg1tDx6QaKN/s7//Pnj6dOE8cVIt/J9lwcFqZym8fFnXSFLI9OkGFkWRt7fyU15WVjKBkCJJp9yxtq6KV34YoEguD542TeHq6jtsWJynJwk7Cmytrw+YMEEZ2c6uMrLnn/gDETFLB6oVVuwUF3bqh1Zu3vyOcx7cK1HdAam9goIL1dVx3ZQ+AN1KYeHl4GB3w9fOrU5I4MRH4KRJBh6S+e233tzKDoKRnuhly/zd3NSGf5TRbNW+zifJO3u2MiqKH80Kce+wzEp++7M8Sj9+8+bQWbNSvvxS4ezMH16Xnt5pDknV+aieLXZQgXZ2jaWlDbm5hgxHkcwyiQn7oEuw40BZsVNc2KkfWmloyPfxGapQOHX6DjAAwEDKQ0LS9u9Xkx31OTmBEyaEzZvHzT26/umnckfHuA2PX0WsSUmJ37SJV0KpX39Ngckff8wNUOkaf/IfM4Z/xtdcUaFwceHCg6ZMyTh06HaycoJdoGr0SPmQ0dVVmJ/0/fu58OCpU/Wbk7Jnj+ZH7UNmzDDu8SIwJ9hxoKzYKS7s1A9dcOsC93QuADBzErZs4aRJzsmTtWlpvFKJbv/QLymkzKNHq2KfLJbBD4bJNDRWyMyZ6QcP3qvu8BZIzunTatF8uBcSJRLf4cPrs7OFkZUTs9q/rJx//jwfXhkTI3dxkdnaxq5bR39GLFokTDDz0KH0AwfUkgLMwo4DZcVOcWGnfgAAniWkWoKnTeO1i8LVldMoEQsWpHz5pVC16JoOfycri4sQOmdOY3HxnezsspCQuPXrb0l1vsISs3at1rGuvJ+1LNOf8+OPfITwhQtT9uzJ/eknXaNlJLkyjhi0hgtgB3YcKCt2Pj29fO1TAIAZ4KeaQeU7cmT2iRMkjyKXLOGUys3vvw8YN46fTRUwYYKeyUmkvYp9fHT9qpXYNWvUtFH4/Pm6IvNDXI+fTupQV1FLl2IGFdCEHQfKip3iwk79AAA8S3JOnvRxdfUZOpSbR1Vw4UJVbOzthIRrq1ZxqiVu3bruWAuqpbY26/jxUn//eA+PqGXL9M9hbygs9NWYva5wdU366CN+Zv31XbtEzyQwD9hxoKzYKS7s1A8AwLPkTlaWcDVzb7X3BCWSrg5NdRPNFRXBM2bw7xVSnnnZpzbHCwA12HGgrNgpLuzUDwDAs0S5GqeOJ260+Y0Z09seuuWcPBk2d25ldHRPZwSYDOw4UFbsFBd26gcA4Flyv6lJ7embr5tbnIdH8JQpWceO9XTuABABdhwoK3aKCzv1AwDwjHnQ1HTz++/Lw8JSvvhC4eSUd+5cT+cIADFhx4GyYqe4sFM/AAA9SG97IAjA08OOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOAzVPOxUKhaur6wsvvDBo0KBFixZVty9819bWtnHjRgsLC0tLS09PT/rTuPTZqR8AAACAiLDjQM3TzuHDh8vl8oaGhoqKiqVLl44ZM4YLP3r06JAhQ/JU0M7x48eNS5+d+gEAAACICDsO1PztrK+vf+mll7h9GxsbEl7cPu3Y2dkZlyY79QMAAAAQEXYcqPnbefnyZWdnZ26/X79+VVVV3H5lZaWFhYVxabJTPwAAAAARYceBmrmdiYmJb7zxRlZWFvdnnz59WltbuX3a6du3r55jn9NLt2cdAAAAMDvYcaBmYqdW3RMcHPzaa6/FxMTwIRjBAgAAAHoQdhyo2dp57ty5l19+OT4+XhiIOVgAAABAD8KOAzVPO/fu3fvaa69lZGSohR85ckTXW4RduuTs1A8AAABARNhxoOZpp+aUqYaGhkeqdbA2bNhgocLDw0O4DhYEFgAAANDdsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbFTXNipHwAAAICIsONAWbHz6VH79k5PZwcAAAAwPdhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoKzYKS7s1A8AAABARNhxoOZsZ1VV1auvviq8lm1tbRs3brSwsLC0tPT09KQ/jUuZnfoBAAAAiAg7DtSc7Vy+fPmuXbuE1/Lo0aNDhgzJU0E7x48fNy5lduoHAAAAICLsOFCztTM9Pf3NN99sbm4WXksbGxu5XM7t046dnZ1xibNTPwAAAAARYceBmq2do0ePPnPmzKOO17Jfv35VVVXcfmVlpYWFhXGJs1M/AAAAABFhx4Gap51+fn4SiYSbYiW8ln369GltbeX2aadv3756EnlOL92afwAAAMAsYceBmomdarpn8ODB4eHh/E98NIxgAQAAAD0IOw7UPO3UNeCEOVgAAABAD8KOAzV/O4XX8siRI7reIuzSJWenfgAAAAAiwo4DNX871dbB2rBhg4UKDw8P4TpYEFgAAABAd8OOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFTnFhp34AAAAAIsKOA2XFzqdH69ejAQAAAGA47DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQVuwUF3bqBwAAACAi7DhQs7UzOTl5xIgRL7300ssvv+zl5cUFtrW1bdy40cLCwtLS0tPTk/40LnF26gcAAAAgIuw4UPO0Mysr69VXXz19+nRNTU1hYeGMGTO48KNHjw4ZMiRPBe0cP37cuPTZqR8AAACAiLDjQM3TTlJUhw4d0gy3sbGRy+XcPu3Y2dkZlz479QMAAAAQEXYcqHnaOXDgwK1btw4aNKh///5z586tra3lwvv161dVVcXtV1ZWWlhYGJc+O/UDAAAAEBF2HKh52tm3b9/Zs2dXqHB3d58/fz4X3qdPn9bWVm6fdiiankSe00u32wAAAACYHew4UDOxU0339OvXr7KyktsnjTVgwAA+HCNYAAAAQE/BjgM1Tzvt7e1JV3H75eXlvMAScQ4WAAAAAIzg6b28SWCednp5ec2aNYt/RLhgwQIu/MiRI7reIuzqJdeMrzWFHgzsbfkxiUz2tvyYRCZ7W35MIpO9LT8mkcnelh+TyGRvy4+uQLPEbO3ctm3bgAEDLC0t58yZw09yb2tr27Bhg4UKDw8P4TpYEFjIZC/Mj0lksrflxyQy2dvyYxKZ7G35MYlM9rb86Ao0S1ixU3R6fz3ubfkxiUz2tvyYRCZ7W35MIpO9LT8mkcnelh+TyGRvy4+uQLOEFTtFp/fX496WH5PIZG/Lj0lksrflxyQy2dvyYxKZ7G35MYlM9rb86Ao0S1ixU3TYqSIigkIzAhSaEaDQjACFZgQoNCNgp9BYsVN02KkiIoJCMwIUmhGg0IwAhWYEKDQjYKfQWLFTdNipIiKCQjMCFJoRoNCMAIVmBCg0I2Cn0FixU3TYqSIigkIzAhSaEaDQjACFZgQoNCNgp9BYsVN02KkiIoJCMwIUmhGg0IwAhWYEKDQjYKfQWLETAAAAAOCZAYEFAAAAACAyEFgAAAAAACIDgQUAAAAAIDIQWAAAAAAAIgOBBQAAAAAgMhBYAAAAAAAiA4GlRKFQuLq6vvDCC4MGDVq0aFF1dTX/03Pt6Dq2ra1t48aNFhYWlpaWnp6e9Kf+cLPhaQpNV5znOtJdWe85nqbQZDKZo6Pj7373Ozp23rx55eXlXDhqWqdVpaqq6tVXXxVGY7am6SlMHrRpRhTaI7RpXS80s2/TzPB6G8Hw4cPlcnlDQ0NFRcXSpUvHjBmjFkHPjXH06NEhQ4bkqaCd48eP6w83G56m0HTFMcsGSMjTFJqLi8vFixdra2vr6+t37NhBjRcXjprWabVZvnz5rl271ASW+BntTegqtE4L8xHaNKMKjQdtmv5wIWbfppn5tTcCutIvvfSSWqDmTcKH2NjYUDXi9mnHzs5Of7hZ0tVC0xVi9o2REKMLjaBm61/+5V+4fdQ0/YWWnp7+5ptvNjc3MyWwhGgtNM1wtGlCulpoukJQ0zTD2WnTGLr2BnL58mVnZ2e1QD13Ub9+/aqqqrj9yspKCwsL/eFmSVcLTVcI/TlgwAC6zf77v/97//79Dx48ED2rvQejC+3u3bufffYZ3yNETdNfaKNHjz5z5oxaIGqaZjjaNCFdLTRdIahpmuHstGkQWB1ITEx84403srKy1ML19EL69OnT2trK7dNO37599YebH0YUmv449+7di4uLo17L6tWrxcli78PoQuNmcvzxj3/Mzs7mQlDT9BSan5+fRCLh5nBoRmO5pukKf4Q2zahC40GbZmA4jxm3aRBYTwgODn7ttddiYmI0f9LTgjPe2zOu0AyJU1hYiELTyp07d7Zv3+7g4MD9iZqmp9AGDx4cHh6uPxqDNU1PYT5Cm2ZUofGgTTMkXA1zbdMgsB5z7ty5l19+OT4+Xuuveu4ZlucrGF1ohsQpKioaOHCg8ZnrrTx9oT1StUf8nAbUND2F9pwGmnFYq2n6C/MR2jSjCo0HbVqn4VoxyzYNAkvJ3r17SWVnZGToiqDnQfuRI0e0vu+gK9xseJpC0xXi7u6ekpLS0tKSnp4+bNiwFStWiJXbXsLTFNqcOXOoWFpbW2/duvXBBx/w8xVQ0wx8M0AYyGxN01OYaNOeptB0haCmaR7CTpsGgaVEs5vb0NCg9SfhIdxOW1vbhg0bLFR4eHgI14zRGm42PE2h6Yrzyy+//P3vf//d73735ptvbt68ubm5+Vla9Ax4mkLjCue3v/3tq6++unTp0tu3b3PhqGn6a5rWQGZrmv7C5HbQphlRaJrRuEDUND2FZvZtGgQWAAAAAIDIQGABAAAAAIgMBBYAAAAAgMhAYAEAAAAAiAwElhJdn6XU88lJzXm1PJpfltVE6+EGflJUT66Sk5NHjBjx0ksvvfzyy15eXoaXAAAAAABEBAJLia7PUnb6yUmtKkrzy7K6UItj4CdFdeUqKyuLhN3p06dramoKCwtnzJjRaQYAAAAA0B1AYKkj/Cxlp8udaaoorV+W1YWeOLq+mqknV6SoDh061OlJAQAAANDdQGCpI/wsZacL9msqJK1fltWFnji6vpqpJ1cDBw7cunXroEGD+vfvP3fu3Nra2k4zAAAAAIDuAAKrA2qfpez0k5NqCkn/l2U10RVH/9cxdeWKdmbPnl2hwt3dff78+Z1mAAAAAADdAQTWEzQ/S9nVESxdX5bVNSNeq8DSzIba4Xo+xUp/cvuksQYMGNCpyQAAAADoDiCwHqP1s5RdnYOl+XEA/SfVjGDI1zF15cre3p50FbdfXl4OgQUAAOD/t3fHKAwCARQFzyB4O7HwIt7EuwabYJM1hBdsZnphy4crfp4isE6fZilvJycHCfXDFeHtqO34VMdxLMvyviLctu32AADAPwis06dZysHk5O2bqi//g3V9fLCOeTU41b7v8zxP07Suq4/cAeApAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiAgsAICawAABiL7dZfkDQVKeVAAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |