Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Katariina_Nykyri_101019_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | October 17, 2016 |
Start Time | | 2016/10/17 11:00 |
End Time | | 2016/10/17 16:00 |
Key Words | | MMS |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -9.78 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.17 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 75.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Katariina_Nykyri_101019_1 |
Minimum Dst Value | | -20 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIE5vdiAwOCAxMDoxNzozNSBFU1QgMjAyMFhmCJMAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiS2F0YXJpaW5hX055a3lyaV8xMDEwMTlfMTogTEZNIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNi0xMC0xN1QxMTowMDowMC4wMDBaIiwgIm1heCI6IjIwMTYtMTAtMTdUMTY6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjA5NTIyMDQ5OTUsICJtYXgiOjAuMzY5MTA5NTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfYPE7DEAAAAEZ0FNQQAAr8g3BYrpAABDUklEQVR4nO3df3AUZZ4/8PwkCSG/+BFifhF+BvlhJnssBVwMAaMEARGFAhVzIYUICyyykoKdjUYht7gXbyNyAT3AsBc0npSb8lgvclHCml0pRCtHRStSkQp1oYyVbJmiUltTViqV76fm8+Wptmemp2emZ3pmnvfrj1RPz9Pdz9PPpJ9Pdz/9dMQYAAAAABgqwuwMAAAAAIQbBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABaAWEYH/iyDlj6r59NNPs7Oz3a7ZH5vGLw0gjOHfG4KFaGxMb3W8zoDpOQ97/tjDS5YsuXz5simbxg/GC9hpECrwSwX3lEe0r7/+OjMz89ixYzrTm44ys2bNGseZ2ov4LzNMNb+6ujrRzmq1Gp7+hx9+ePLJJ+Pi4tLS0g4fPux1Jl0l1liDcj00UVBQoEpZWFjo0d72x3Um2jOGbNoL/v5P+f777/fu3ZudnR0bG0u/FvpHuHjxovi2q6uL5iTYrV69mj4qM+a0Eu/cubN///7c3FxaYVJS0uOPP/6Xv/zF6aZv3bolVk4TN2/edEwTyANFUB2UQBL4zYF74tj0+eefZ2RkvPfeezrTBwPKTEVFxZtvvqmaqb2Iv7Ok/Hj69Oni4uK/2ZWUlNBHY9OXl5dv3779xx9/tNlsO3bseOutt7zIpEfJXM1csmRJW1ubmNPa2kpzTA+wfCmpj/z6S6PoiiKhV155hX4n9JF+ALTDxcnGjRs36H+ZfjwjdvSrSE9P7+np0c4YxWHPP//8d999xyt8//336RfoNCUF07/97W955bW1tRRJO6ZBgAXhDb85cI+PTdxV5dKlS2L+7du36RSWzlDpdJaOvAMDA2M/PffVSMYpjx8/Tkf56OjoMcURUDlBDQCfLtMB+vr169ordJX54eHh+fPni8ZDbILaBmWwSM1GZmYmJRYZ6OzspDkUnGmkdFoEPftToGhJ3KKiiaKiImPTx8XFUWjF0zSxcuVKLzLpdI6nMy9cuKBsjynnH3zwgavE//qv/0pNPmWe4mORf5GY5uzatYsv49EEJ3D87Sl5uohj5Tr9NTpdrYrGv4D2SlxtlIIb2i20c2gX1dXVOS0vrYf2oeN8RourrkPTR5qpypgKZWN0dNTVOpV4pwmOlwmdXuNU7nC3O41Yrda0tDRa+ZNPPkn/j2L+wYMHU1JSkpKSaIVOt6Wxw0UeXP3X6yk+wBgCLNCDm0Y6yovjO6Oo5bPPPqMDLp2k0hHN1dFZI1l5ebk4YDkNsOi4SefftCw1FYsXL9ZeoavM019KLxYXMylkXLhwoZi5e/duaqvEtxcvXqTjKZ30a6d0WgRtqmTUhIhGiyboo7HplQEWNcyO6fVk0ukcL2bm5+d/8cUXY/YaoWmNxBs2bLhjRxNUy6o1V1VVrV+/XiSgjxqb9m4Rx8p1+mt0tVolt/8pGnlzulFaCSWjvFF6ikKcFmHy5Mk//PCDq71BcYnqW1oVBSXa+4Si88rKSi6LqzUzylVtbe2o3eHDh+mjYxrVVlQ73O1Oe+mll2in0c6hBNu3b9+7dy/Pf/HFFykgo/n0a3f85TCNHS7y4Oq/HkAnBFjgHh106HyOQw1X6DhI54sivc5kfPNCtZRyQkQGtCCdyGqv0FXmeYIOu3REVs1csmTJu+++SxM3b96kCJKOyGN3LxtQdMWhgHZKp0XQ5tiuKD86FtPH9Fu3bt2xY4fNjiac7ka3mfQoWcRPKVOePHly06ZNNLFu3Tq+WelqDf/3f//H07du3crIyFBtjubQfJEgPT3dbbY9XcSxcp3+Gl2t1hWn/ykaeXO10du3b/M0TTgtgqqinVaHq0UiHPB8ismqq6sp7KAwPTs7+/nnn3cVw1Gu8vLyeFma+P777x3TOP6wlTtcyelOowyIH8nf//53ER3Sf67Yma62pbHDlXlw+l8PoBMCLHCPDjrvvPMOnRDTCaVyPn0sLi6mQy0fRsVNAdWxTGcypwGW0wSuVugq8zxBx+jFixd//vnnypkXL1689957x+x3TPhuAn+bn5+v6g/uKqXTbWkL8BUsagK3bNkSFxdHjUpDQ4NohzzKpEfJNGZShqld/OCDD+gvl0LPGpQNv84EXqxTO73bn6tqtUpu/wV05s3tv4aS4zUqZUr6Gdy5c0f51fDwsNsrWEoUl+zevVvccVaFYqWlpbW1taIPltMb09ql0LPTlFwdWPRsy9UOd/pfD6ATAixwL+LuLTM6ZCufQqI28sKFC3QApWn66+rorzOZ/gDL1Qo1Ms9u3LhRUFBAJ7vKmYWFhRRL0Um2iFro24GBAYqxVJ1UnKZ0tS2dWRpz6FNFH41Nr3T27Nny8nIvMulRMu2ZdXV1iYmJonuQq8Rur2ApE+i8guXRIjoDLFerVXL7L6Azb8r04goWLei0CJWVlY63tERK7/pgOXJ1QVQ132ky7T3sdqdRAqf9L3VewdL5Y3D8rwfQCQEWuKe8dDR58uR33nmHP1K8xQ+F0WFu69atIhk1n8o7Aq6SeR1guVqhdubZm2++uWvXLuXM999/nz5S5KFahFY+f/58ZRPlKqWrjzqzxE8F0uY8eopQf/rdu3dTYmoeWltbZ8+erezsrz+TTuf4PlMjMfcxIk77YHEnpDt37lCC9evXiz40qt+ekqtFfAywXK1Wye2/gM68KdM//vjjvH82bdrktAgUQFAY8dvf/pZ3CP0A6OxIpKSTDQpE3nrrLYpd6CuaoI9unyJcuXJlS0sL37Wknx/l0zG+ZxyXiD5YTp8iVFWWaqNud9orr7yybt06DjQp5yI65D5YtJSyD5ZqW/p/DI7/9Rr7B0AJvxJwT3k06e7upgNxfX39mP0x+xkzZkRHR+fm5jY0NIhk9G1cXJz46CqZ1wGWqxW6zTyjg7JyJjUYfBfAcRE6RhcUFNTW1rpN6WpbjplREvOtVqv2uFa+pKe2gRpaqpHS0lLlWEeeZtJVJOSY3pAAi0JbfkCMx5hQJaY2fu/evXF2FEGKBKrfnpKrRXwMsFytVsntv4DOvCnTV1ZWxsbG0i6iHeXqMhIFH7T30tPTadM8bNWnn34qvv36668pEOGNqn4bTquV/OUvf6F4LiEhgVZIPyo6V3H1DC9FPBSN8cppwmlYr6osVWH1HDcoxsrLy6M09H+qfOKPAib67xBPETpuS/+PwfG/3mkyAEf4lYDsqNWhk1RjU4KP0IDpd/PmTQoyzM5F4Gj3uTQc/uvBaziKgdTeffdd5ZPYhqQE3yHAcquqqmp4ePiHH35wdV8yLFE0KTrkBQD+68EXOIpBmIhzxu0iubm5yrEYfE/pXU4CL8gzGVSZCU4NDQ3p6ekJCQnKgVjDHpVX9VYG//Hovx7AEQIsAAAAAIMhwAIAAAAwGAIsAAAAAIMhwAIAAAAwGAIsAAAAAIMhwAIAAAAwmCwBluPAxAAAABB4ZkcEASJNOaWpUQAAgKAlT3MsTTmlqVEAAICgJU9zLE05palRAACAoCVPcyxNOaWpUQAAgKAlT3MsTTmlqVEAAICgJU9zLE05palRAACAoCVPcxzO5ZTzuVAAAADT2Wy23t7eoaEh1Xx5mmNpyilNjQIAAJhu1qxZ1PJmZWWp5svTHJtQzurq6kQ7q9XqNMGlS5dKSkri4uKSkpLKy8u/++47nu/LFSl5ahQAAMB0rhpreZrjQJfz9OnTxcXFf7OjKIo+OqZZtWrVxYsXR0ZGRkdH6+vrFy9ezPN9qRV5ahQAAMB048ePR4AVUBRdXb58madpoqioyO0icXFxPIEACwAAICTMnTuXAyxVNyx5muNAlzMhIWF0dJSnaYI+aiSmBMeOHVuzZg1/pFpJSUmJjY3Nz8+vra31aLvy1CgAAIDp8vLyOMDq6OhQzpenOQ50OVV7lqIljZQkPT29p6dH9dWNGzdWr15dVVXldBHJ3y4JAABgrpGRkZiYGG58a2pqlF/J0xwH+xWsurq6ZcuWOX51586dxMRE/duVp0YBAADM1dPTI65uPProo8qv5GmOTe6DRR/dLuL0KhcCLAAAgODU2tpKzS5fxJo8ebLyK3maY3OeIhwYGHB8ilDs9F27dt28eXPMHkVZrVYRhFVUVPDtwtu3b2/YsIGS6d+uPDUKAABgruPHj1Ozu2XLlvj4eJr4+uuvxVfyNMcmlJNiJqfjYImd3tLSUlBQQB/T0tIqKyspGlPNz8zMrKqqstls+jcqT40CAACY68CBA9z7KiMjgyaoxe/t7eWv5GmOpSmnNDUKAABgrkcffZSa3aampvT0dO6J1d7ezl/J0xxLU05pahQAAMBcFouFmt0rV6488sgjNHHPPff09fXxV/I0x+FcTgzTAAAAEHgTJkygZndwcLCxsZEmKioqxFfyNMfSlFOaGgUAADARxVXU5lKMNWbvPK0aqUGe5liackpTowAAACa6cuUKtbkWi4Wm29vbabqkpER8K09zLE05palRAADwh87OzpqamqamJrMzEtRsNtuiRYuozZ0xY8aYfaeJYIvJ0xxLU05pahQAAPxh1qxZ3KNX9NcWKIxob29XvdVYTr29vbyXUlJSxMe8vDyRQJ7mWJpySlOjAADgD2lpaRw6fPvtt8r5FF3xkOVlZWVm5S14DA4ORkVF0d5YsGABfaRglKazs7NFAnmaY2nKKU2NAgCA4UZGRqKjoznAOnDgwF//+tcmO5rP3YxIamoqfTQ7pyagKGrFihU5OTnvvPMOvyQnOTmZIq0x+x1D+hgfHy8Sy9Mch3M5MUwDAAAYgp+Gc3T06NGvvvpKfNy2bVt3d7fZmQ20HTt2cPGzsrIqKipoYuvWreJbvrwnQk95mmNpyilNjQIAALt+/foDDzzwq1/9yqNXqzlVVlZG7Uh9fX1OTo4ywFq/fv2ePXsi7r7YmOTn5xuS+ZBAezg3N9cx7qR4VKTht+X09/fzR3maY2nKKU2NAgAAE21/Y2OjL+vhx+IiIyMHBwc/+OCD6dOnz5o1i19jzCi6unz5Mk8nJycblP0QsGzZMi51UVFRVVWV2CHKiJYfDujp6eGP8jTH0pRTmhoFAABCLbpo78+ePevLqlx1Ndm5cyfPpxhi7O6dsqlTp/qyrdAyZcoUcatU9EWbPHmyMs2SJUsi7K/N4Y/yNMfSlFOaGgUAgOHhYb6pxz755BNf1pacnEwruffee1Xzm5ubef3l5eVj9g7d/IoYSbphcQgbGxt76tQpKrt4mnLFihXKZCUlJRF42XMYk6dGAQBg/fr1HPosX76c/u7Zs8frVVG0FGF/QtCxI9fIyEhdXV1NTQ0/MUfWrl3LXbW8z3roOHnyJBW2tLRUzKEoqrGxUTVO2JYtWygZBaP8UZ7mOJzLqepzZ3Z2AAAgQPLy8vjIT7EO/c3IyPC6n/uBAwcifvpYnAbHmCOM6Ywm+blC0Q1OnuZYmnJKU6MAAMD9fn72s58NDQ3NnTuXpjs6OrxYz8jIyOTJk1WPxWkQd83+/Oc/e7G5EKL/fuihQ4e4kxZ/lKc5lqac0tQoAABYLBbRsfq5556j6Z07d3q6EoquHnzwwQj7OJn6L4DxeKTKoTXD0u9+9zsqZmJiouOLg1RqamooJf3lj/I0x9KUU5oaBQAAvrjCLwfkTlQTJ07UEyQNDg6uWrVq+vTpbW1t4rV6tDb9m5akX0pmZiYX0+0QGEeOHKFk1dXV/DHs94wgTTmlqVEAAMlduXIl4u678Mbu9osi27dvd7tsXV0dJ87Kyvr888952mKx6N86D9Ywf/58L3MfCnp6eviFg4QiUe3EFIFRsoqKCv4oT3MsTTmlqVEAAMmdOnVK2aLzLSqyaNEi7QV7e3vT09NVD0iVlZWJUcj1oMTcrd77AgQ97rdOe6azs9Nt4qamJuVTAvI0x9KUU5oaBQCQnKpXdXd3989//nOak5OTI9IsXLhQdZ3p448/TkhIoJmZmZmVlZUiwBJDkOuXmpoa8dPRzMMJD4ERGRn55Zdf6knPA5CWlJTwR3ma43AuJ4ZpAACQx4kTJ5YtW3b27FkePuDChQviK/Ew4NWrV++//34eOJTt27evqalp7O4bXchrr73W0dHB0+np6V7kRDV2eZjhMJT09vbqSc87s6ioiD/K0xxLU05pahQAQCoUPD311FP8RmGWnZ1Nf1VPt3HUZbVaI5yhIEB0KmppaeFeXMrrLh7ZunVrhM8vQAxOfL+P5OXlDQ8P61mEnxWYO3cuf5SnOZamnNLUKACAVMSzfioUeCmTcWQgnn0rLCykBWNjY5UxWVlZmbjsdOHCBYqQPOp9JfBzc4cOHTKgeMHkH/7hH3h3nTp1Sv9SXEGiU5o8zbEJ5ayurk60ozMJpwkuXbpEJw1xcXFJSUnl5eXfffed/mVdkadGAQCkIp71y8rK4uGvOGBSJVPGYRs3buQOUs3NzdxfionXufiIgjMO1wxZW5BQ7kBV8KqNdjUvxR/laY4DXc7Tp08XFxf/zY6iKPromGbVqlUXL16k+hsdHa2vr1+8eLH+ZV2Rp0YBAORBoUxRURFHM4ODgzyQOklISFDdwOrs7BTxgbLfOsUN48aN4/nihcQ+6uvrcxrkhSiKkGbOnCn2nhcjUCDACgSKkC5fvszTNCF6vWmIi4vzellBnhoFAJAEXygiUVFRImYS0ZKqCzY/y0aSk5NV6+no6HjwwQcPHz7s0YUZDbQe5UinIW3v3r3Tpk3jXRcTE6OzY7sKXybkV2LL0xwHupx0VjE6OsrTNEEfNRJTgmPHjq1Zs8aLZVXkqVEAAEnwCJYkNzdXzFy6dClHUdycCzab7dlnn7VYLOfOnQtA3vgFiNeuXdNOVllZmZSUtHz58uAc0+H8+fPKbm2rVq3ybj387m0OzuRpjgNdTtWejY2N1UgZYX9EVpyXuF02QpNBJQAAgKAwNDTEQwbU1dWJmRSpUEOuiq4Cj2IRtxEJ5TMmJoZbqG3btgXVU4e0G61WK1+HIxS2+rI2Djf5tdDyNMfBfgWL/m2WLVvmxbIq8tQoAIAkWltb6diempoahJd/pk+fzqFJVlbW008/rbpXODw8PG/ePMcLAcEzdJYYjoFCQGqIvbszKJSUlIgubvI0xyb3waKPbhcRV6q8WFaQp0YBACSxffv2CMU7WILKihUrHOOn5ORkCgc3b968bds2Eb40NzfHx8fzR6MeY/Tdf/zHf3CWNm7c6PvaSktLI+4O/SpPc2zOU4QDAwOOTwKKnb5r166bN2/SxJ07d6xWqwikNJZ1S54aBQCQQV9fX1paWoR9XFCz8+JEd3d3TU0NP+Go4dFHH6XEH374IXcDp0iLWjcfLxcZ4syZM5SfOXPmGHKzld9dyPdA5WmOTSgnxUxOx7ISO53+WwoKCugj/fNUVlZSROV2WbfkqVEAgLDX3NwcHR1NB/bx48cH4f1BYXh4mKKKZ599loeJj4yMFKEVxVLKQIqmRYcnCm7My/L/t2jRIspJW1ubIWvja42vvvrqmEzNsTTllKZGAQDCXk1NDcci9913n9l58UB/fz8FUi+99FJRUdGHH36o+vaXv/wlF6q8vNyU7An89sAFCxYYNW4F3yKMiYnhdxAZss7gF87lVF2JNTs7AABgjM7OTn7+joIVs/NiGIpmGhoaoqOjo6Kitm3bpvNNf/7AfdJPnjxp1ArFO3Z4ZA2jVhvkpCmnNDUKABD2+BJLfHy8iVGInzz88MPiOlZvb69R15D04xcpkn/5l38xap27d++OsD/v2d3dLU9zLE05palRAICwQY29xWKZN29eXl7eE088IaKNPXv2iB7iYUbEN2z//v0BzsCsWbN40zU1NUatkwPikpKSMZmaY2nKKU2NAgCEDVVPD9ErPDs7OyKYBjUw0NDQ0K9//evc3Fwuck5OTiAvYvHwV9HR0cY+zMjviJw7d+6YTM2xNOWUpkYBAMKGeLFghP2Fg/39/WNhfX9Q6Ovro3CEnzpcvXp1V1eXnzZEUVR7ezvHUufOneMRuU6cOGHsVmw2G98iHJOpOZamnNLUKABA2Fi4cCEdva1WK/2Ni4vjERn4/qAhA2AGOfGwpEcDa+vU3NxM609KSqL1JyYm7tu3T7y35+OPPzZ8c5MnT46wv+9ZnuZYmnJKU6MAAGGDh9/s6+vjtwVfuXJlZGSE7w82NTWZnTu/42t1ET99m7Uh+vv7eSAxp/zxxh6LxRJhfx2hPM1xOJdT9YsxOzsAAOABvtoxYcIECqq2bNkSYX+pc0NDA3cS+vbbb83OYCDs3LnT2CtYvb29EydOdBVaWa1WP42MX1ZWFmEfuVSe5liackpTowAA4YEHpbRYLDR9/PjxCPtjgzk5ORwK8HtXwl5nZycVdtasWUatsL29XYRTtG/PnTtHM//4xz8WFRVR/GrUVhxxpIhxsMKQPDUKABAe+Ik27mvFwRZ3deeJ4HwFoeFGRka447lRPfq//fZb3oelpaWGrFAnHn6Ce5UFcrsmkqac0tQoAEB44Mb40KFDY/bH0OLi4ji0Kisr80cnoaA1d+5cKvW1a9cMWVtra2uE/YG+AL/DkcNlvo4VyO2aSJpySlOjAADhYevWrXToPnXqFH8UQzacP3/e3IwFGPc/M6pTP793mfatIWvTj3tfbdy4UZ7mWJpySlOjAADhYcmSJXTobm9v549ZWVkcYIk5kuCbawcOHPB9VSMjIzxcQuBvsHZ1dXGvL3maY2nKKU2NAgCEBzFGA3985513qHl+9tlnw3h8Uaeam5tpP6xdu9bH9Vy7do2vAiYkJAT4/uCYfYR62nRGRoY8zXE4lxPDNAAAhCjlGA1m58VkPHaU7w8S8hN8xj6T6BGqTamaY2nKKU2NAgCEAeUYDZIbHh7mMdZ9vHT34Ycfcnzz4osvGpU3j3BvfXmaY2nKKU2NAgCEur6+Ph4Mc/bs2WbnJSjMnDmT9sbbb7/ty0r4Cb6KigqjcuWp0tJSBFhhSJ4aBQAIdWIwTMNfEROi+LU2sbGxXq+BYtbU1NSYmJienh4DM+YRfoBRnuZYmnJKU6MAAKGOogEeXbOsrMzsvAQFMbyq12vgN2SbePmKVFdXI8AKQ/LUKACAP9hstvb29s7OzsBsbsGCBXTc7urqCszmgtw///M/U4wVHR3t3fUnWjwYhhA7efIkAqwwgacIAQB8d/r0aYvFkp6ezsfSAMRY4v0wgR9NIGhVVFR4fQkqSF7g2NLSIlVzLE05palRAABj8XhUQgDG+ezr66MNZWdn+3tDIaSnpycyMpJ2y4wZMzx6nJDfUUPi4uLMfcXQtWvXEGCFIXlqFADAWGlpaSK6mjp16tDQkL+32NnZSdtasGCBvzcUWsQ4Ur29vToX+fd///fY2Fha5N/+7d/8mTVdOG6Wpzk2oZzV1dWJdlar1WmCS5curVy5kmLtpKSkysrKgYEBnu/LLT95ahQAwFh5eXl0CKUjdsCuKp0/fz7C/t66AGwrhJSVldFuiYyM/PLLL/WkpzhMvMDx448/9nf29OABvczORYAEupynT58uLi7+m11JSQl9dEyzZs2atra20dFRm822f/9+CrZ4vi+1Ik+NAgAYaGhoiBvFkZERvoIyODjo743W1NTQhuhs3N8bCjn6e2JRGh7cIWA95/SgAF2e5jjQ5aTo6vLlyzxNE0VFRdrpKcwSI38gwAIACLCOjg5xt47fvkwnwP7e6JYtW2hDTU1N/t5QyOnp6YmKioqMjJwzZ05/f7/TNAsXLlTe7Xn99deDJLoau/sTMjsXARLociYkJFDMxNM0QR+107e2tiqvYKWkpFC8lZ+fX1tb69F25alRAAAD8aP1W7duHbs7UGRdXZ2/N8pjNFy7ds3fGwpF/L5k0tzcrJxvs9nEu2iE5OTkAFxx1O/++++XpzkOdDlVe1Z7XNqurq758+ffunVLNf/GjRurV6+uqqpyXLkGQ/IPACAVHqDy6NGjNH38+HGapjDL3xvlMRp8fPVeuKqsrORGLSoqauHChb/+9a9rampoX/X29iqbvKKiIpoTVNEV/37kaY6D9wrWp59+Onv27OvXrzv99s6dO4mJifq3K0+NAgAYiO/ptLa2jt29Xbho0SJjN/GHP/whNzf3wQcf7OvrG7O/25i2EhMTY+xWwsbIyAhVBLWAynDqkUce2bZtG0/TnjQ7j85x1zp5mmOT+2DRR6fJWlpa6P9N47YxAiwAgADgju0c+nCH9/j4eGrjlWkaGhoeeOCB9957z9OV19bWiqEHyJkzZ2jm73//+wi85tmd3bt3O71Xc+rUKbOz5lJPT8/SpUvlaY59KmdFRUVSUhJ3jaqsrNSzCD9FODAw4PgUodjp9L+anZ3d3d3tuDl+S8Dt27c3bNiwa9cu/VmVp0YBAIxCh1w6eE6ePFnM4afA/vCHP4g5YnCjqKiouro6j4ayFN2JGB3keYAGMn36dCNLEo7a29vb2tq2bdsmdmNWVpYq9g1C8jTH3pfz8ccfX79+Pd8jp7/r1q178skn9SxotVqdjoMldrqr7lMtLS0FBQX0MTMzs6qqyqNXKMhTowAARuFO02lpaWIOdz8n1K43Nja+//77Tz31lPJwzaONjx8/nk68J06cmJOTc//99zueMI/dfSCOElNzcPjw4ejo6JiYmJ07d/J6MMqoftQEU2y6cOHCjz76yOy8uCdPc+x9OWNjY3/88Ufxkabj4uKMyJJfyFOjAABGUZ3lkuXLlzu9M1VcXOx0PisrK+vt7VVeXGlra7NYLBH20US5IzYPZMomTJgQJANjguHkaY69LyeFU8prSBRguR1zwUTy1CgAgFEmTZpEB8+cnBwxh+KerKwsvvIkTJw4kYKnhoaGwsLCadOm8RWsCPtNQ2Uy5V0LMQYmd/wgR44c4TnJycn6XwUDIUee5tj7cm7YsKG0tPTOnTtj9i7nK1eu5IFSgofqFMrs7AAAhBh+hNDx7c6Dg4Nr1qyxWCwFBQX012n3dgqS+vv7adn169fzQVjZQ4jvJCqPzEePHuU5hw4d8luBwHzyNMc+lXP79u2JiYl0IpKUlORRl/PAk6dGAQCMkpqaGnH3EUKvdXd35+XlcUS1bt26q1ev1tfX0/S4ceOUzznZbLampqbGxkaP+tdCyJGnOZamnNLUKACAIQYHB7k7lCEPpokxkMR9w2AeUAD8R57mWJpySlOjAACGuHLlCh05LRaLIWvjQUqFhISE4B9QAPxBnubY+3LeunUrPT2d9lT0XdrvvTGXPDUKAGCIpqYmfsrPqBX+7ne/W758+bRp01JTUysqKoxaLYQWeZpj78uZkZHx1ltviffeBDl5ahQAwBB8Uw9dzsFY8jTH3peT9lGQR1d4ihAAwGtbt25FTykwnDzNsfflTElJCaFnPeSpUQAAQ7gaowHAF/I0x96Xs76+vqKiIlR6KcpTowAAhjBkjAYAFXmaY8/KGa0JndwBAMKDsWM0AAjyNMfSlFOaGgUA8F1DQwMdNufOnWt2RiDcyNMce1/O6OhoA/Phb/LUKACAj/r7+/ldgUlJSWbnBcKNPM2x9+Wkf7wff/zRwKz4lTw1CgDgo97eXn74OjU11ey8QLiRpzn2vpyvvPJKRUXF3//+dwNzYywM0wAA4IWRkZHk5GQ6bNbX15udFwg38jTHPt0iRCd3AIDwc/78eTpmFhUVmZ0RCEPyNMfSlFOaGgUA8FFJSQkdMxsbG83OCIQheZpjacopTY0CAHhtaGjooYceioyMTExMDKGhpCGEyNMcS1NOaWoUAMBr7e3t3Gk1JyfH7LxAeJKnOZamnNLUKACA1y5evMgB1mOPPWZ2XiA8ydMcS1NOaWoUAMA7/f39GzdupKNlWVkZ7g+Cn8jTHIdzOTFMAwCATleuXImLi6NDZVRUVE9Pj9nZgbAlT3MsTTmNqNFnnnkmLS1t6dKlw8PDvq8NACB4NDY28rlobm6u2XmBcIYAy4+qq6sT7axWq9MEly5dWrlyJZ1LJSUlVVZWDgwM6F/WFUNqND4+ng9Avb29vq8NACB4dHd3x8TE0PFt7969ZucFwhkCLH85ffp0cXHx3+xKSkroo2OaNWvWtLW1jY6O2my2/fv3U7Clf1lXfKzR4eHh+vp6cbfx+++/92VtAADBpqOjgw5udBqJK/TgVwiw/IUipMuXL/M0TbgdKZjCLDFAvKfLKvlYo3PnzlV25zp//rwvawMACDZ79uyhg9ujjz5qdkYgzCHA8peEhASKmXiaJuijdvrW1lZxBcvTZZV8rFFlaEV/LRZLZ2enLysEAAgq2dnZdHBrbm42OyMQ5hBg+W17P92z2q8v7Orqmj9//q1bt3QuG6HJl2xPmTKF38w1MjIyfvx4mo6Ojqbs+bJOAIAggfuDEDAIsPxF/1WoTz/9dPbs2devX/diWUe+1CgFVdy9nfu2Z2ZmcsTW3t7u9ToBAIIH3x/cuHGj2RmB8IcAy19U/ajoo9NkLS0tubm5qttwOpd1ypcapWzQ4hkZGfzx0KFD9DExMXFoaMjrdQIABAk6h+T7g01NTWbnBcIfAix/4ScBBwYGHJ8EFDu9oaGB/tu7u7v1L+uWdo329/c3NjYeOXKksLBw9erVt2/fVn57/PhxWnzt2rX80WazTZgwgeY45hAAIOS89dZb3O3h22+/NTsvEP4QYPmR1Wp1OpaV2Oka3adcLeuWdo2WlZUpN0cHmoyMjI8//pi/3bJlC808evSoSE/BFs2pr6/3KA8AAEFowYIFfOij80yz8wLhDwFWuNGu0by8PMeobtasWSMjI+JbZY+rkydP0pzS0lJ/ZxsAwN/ofJIPei0tLWbnBcIfAqxwo12jxcXFlGDp0qVvvPHGtm3bRIy1bt26zz//nCZiYmKUrz7t6ekJlSduKEbs7e29ffs2BYhXrlwxOzsAEFyGhoZ4APfW1laz8wJSQIAVDvQP0zBr1ixKIIZdoEDkkUce4aX40OP4ci4+5xs3blyQRy2bN2/mm544QwUARxcuXKAjw4IFC8zOCMgCAVa44fDi7NmzY/Yztt7eXnFFik/g4uPj+YYga2pqUgZnycnJqhXOmzcvJHotTJo0SVmQ5cuXU4aVV+MAQGYHDhygI8OePXvMzgjIAgFWuOHwwmKx9PT0ULRE05s3b+aveIQ91QkcBVuHDx8uKiriaz8LFy5UrZC+pfmRkZFffPFFgMrgOREmpqWlxcbGijDL00cEACBcLVq0KAKv/4IAQoAVbsTjgefOnePp9PR0/op7rG/dutXpgt3d3e3t7YODg6r5FIHxXcKgvUX4zDPPcHR44sQJnrNx40ZV/30AkJnogOV4iAPwEwRY4YZqlEdbEL2RSE9Pz9jdIYzr6uo8XWdFRQUteOjQIT/kd+yrr77KyclJTk7mQeSfe+45T9eQkpLCxRRj2/T39z/yyCO8B1555RXEWACS42GT6TiDYZMhYBBghRuq0T/+8Y+qbu9FRUWdnZ1Lliyh6ba2Nk/XKV78bGxWP/vss6ysLD6tFKZMmeLpejjAogVVh84XXniB1/nQQw81Njby+38AQEJ0FsdHA7z4CwIGAVa44d7ofCiZOnVqd3c3T48bN46HZe/v7/d0ncPDwxwGGRujzJkzRxlaiUiLr7fpJK78Ow7NLPYDu+eee5YvX45XZABIaOLEiXwcUL2XDMB/EGCFA9X1qr6+voKCgtTUVH7HTlRUlPgqJSXFu03wEPDHjx/3MasUD9EZJIV9yqcXX375ZQrdRkZG+F7kokWLxEASbmk8ek2B2vz58xMSElT7x8ciAEBoEadhuHwFgSRPcyNNOR1q9NVXX+VrV8yLK1ikvr6elqUwy8fsLVu2LELRP6yysrKjo0P0kfrss894/syZM3WuUM+j13v37i0sLIyMjIywPw6JLlkAUsEIWGAKBFjhxmmN9vb2igDLu9t8PT09MXY+Duk+fvx45cWkM2fOOM2n/itt+h+9/tOf/sRb96IXGgCELoyABaZAgBVuXNXom2++SSdwNTU13q32ypUr/JTfkSNHvFtDV1fXjh07OH5KT0+nv4mJideuXVMlO3jwIH2VlJSkZ4zQ69ev88UwnY9eb9++nRLv3LnTmwIAQGjCCFhgCgRY4cZPNUqRGcdGy5Yt824NFE7xGk6dOqWdkp92dNvfa2hoiEdSHT9+vM48tLa2cvpPPvlE5yKe4nNlyhgeWgQIBhgBC8yCACvc+KlGW1pa+FrRfffd590aRF97t12g+Om/adOmaR8Qxf1Ex9f7uEKbFt2/vOuL5pZ4Y09zc7M/1g8AHlmxYkWE/TFqvDgLAgwBVrjxX422t7fTyrOzs71YtqenhyIbirEOHz7sNjGFQXzGOXXqVI1kdLjkzvu//OUv9eeEL3p53RdNA50oW61W0b0sMTFx8+bNfgrjAEAnMRAxLipDgCHACgcRP+WnrVDcwwFNX1+fp8vy+Av0V2d6PWVpbm6mBEuWLPEoJydOnOBQz6PRtrQ1NjbSWXJqairnmcIsfrkQ2bdvH8VY9913H31bXV1t1BYBQCf+Z3QciBjA3xBghRu/1ujcuXNp/a2trR4tdfDgQQpoKKzRH9OsX7/ebecq7qpFwY1HmRm7+8og/dGeW8qRxvhEWVzKmjRp0muvvcbTOTk5Rm0RAPSw2WzxdoiuIPAQYIUbv9Yov+Xw6NGj+hfp6+vj8IKOcR5ty2KxRLh4w/Tw8PBjjz3GEZgX/SoozqOQKDIy8t577/X9Fh6tjQtIK8zLy9u0aZPN7sSJE5MnT1ZdXMRRHiCQ6AASYR+72OyMgIwQYIUbv9bo8ePHPb32QxEMj/Dpaectfm7R6ZAK3BvMbSctDWlpabwGH0d2psWLiooi7C9qvHDhgurbhoYG0R+Lik8TJ0+e9GVzAOARPoz46UX1ANoQYIUbv9ZoR0dHhIdvfeYLPLGxsVevXvVoW9euXaMFMzIyHK9RdXd38125f/zHf/RonQLfgqTIj1bl3Rr27t27YMECMTq807uftPKZM2cmJSW9/vrr/Gog2nUYRx4gYPgdXxgBC0yBACvc+LVGBwcH+ZKM/vHcT548SelLS0u92BzfYisqKlLdWaOPPNqC4wuedaL886ju3gVYHGgKEyZMcLsIxVX8NNNLL73kxRYBwFPffPONRwMRAxgLAVY4UHX08eu2+FaX065RTq1du5bS19fXe7GtnJwcpzfyDHmzmNcZa2lpefTRRzljFDNZLJY33njD7VKiL5qeaAwAfMdnaOPGjTM7IyApBFjhxq81arPZcnNzaRO/+tWv9KS/evVqQkKC1xeKVq5cyTfg/vd//1c535A3i3l3aY2iKxHIbtu2TX8feUrJJ9P0NzADHvb29noxoAZA2AjMOSeAK/L89qQppz9rVPQupzDLbeLOzk4OKby+ZjM0NMS31SisUc435M1i3DksLi7um2++0b9UXV0d74GsrCxPe1PR3uPwVFUcYz377LNcLs7nvHnzCgsL9V9xBAgP9O/JZ3ebNm0yOy8gKQRYflRdXZ1oZ7VaXaVxeo7lyy0/v9aoiJn0PBIoojGKRbzeIr+eeevWrWKOgW8WmzJlCufwww8/dJvYZrPV19fzTQcKGT/66CMvtnjkyBFVcQzU39/f3NwsQiul1NRUDGMNUuEXj9IvH2/IAbMgwPKX06dPFxcX/82upKSEPmokdgywvN6uv2v07bffpk3MmTPHbcovv/wy0s7ta5s18FGSApq//vWvfX19Fy9e5BEWvHtjj8q8efOUUcjZs2c1EpeXl3MyCsu8DlY46ExOTv7++++9W4OGe++9V5SFzt1pKzzyPouPj29qajJ8owDByfHcDCDAEGD5C0VXly9f5mmaKCoq0kgcQgEWX0Ci1lr7Bll/f//GjRsjfB4wXVznV6FgwpfVsnfeeYeiEB5qQfsyD80XwUpdXZ3XWxRvm05PT/d0WdrzjY2NL7zwAq+Br1RRK0IzDx48OGvWLLFzOjo6xFLNzc2bN28WlxIxSATI4Ny5c/yYsF9vxwNoQ4DlLxQWjI6O8jRN0EeNxI4BVkpKSmxsbH5+fm1trUfbDUCNcluu8d6b9vZ2DgIMeeXfnDlzHAOsAwcO+Lha4U9/+hPtanHh54033qBwim8rUOAyffp08WLBxMTEp556ysdbk6II+mMdCq1olz788MOO+0GFskohl2rNra2tXB3k1KlTvmQeIPgF/oESAKcQYPltez/ds9SE608s3LhxY/Xq1VVVVY7pNfiYc7dKS0tpK44Dlws7duzgnFAo5vvmPvjgA4py8vLyKOhMT08/f/48BUCGX4kRvdcZbYvCKdWObW5u9n1Djz/+OB/99cc6PFiiiggKhbi4OFdr6Ozs5Ecvydq1a30vBUDQwpAoECQQYPmLL1ewlO7cuUMtvf7tBqBGn3vuuQgXd8r+53/+R7yAj4ocQp1+KG5zFbDyqPEUvng97LsKj+pOKGrUPsOmqCgjI0PcxJw6derGjRvFIhRlPvvss4sWLXrhhRcaGxspitJYFUWlvBIK79DhHcIVnfjxCd64cePo3Mzs7IDUEGD5i6oPFn3USBxaAdapU6ci7L1/HL8SQ4Nu27Yt5Lr7tLS0nDlzZunSpampqdzD6Z577mlvb6e4iiIS318LrcQdRIirWOf48eP8umtGYdZjjz3my/0OWlb006IYi4pZU1OjjICHhoaoTh944AGKkv1xjRDA33gIYoa74WA6BFj+wk8RDgwMOD5F6LjTVXMqKiq469Lt27c3bNiwa9cu/dsNQI3yk32qbvvUJFNWxdGN0vg7G37V19dHoZWxQZWSeBnil19+qZw/ODi4aNEi1d3J5ORko7YrrmMpxcbGxsfH84U64ZlnnjFqowCB0djYyL9ePM8BwQABlh9ZrVan42Apd7qqqeOZLS0tBQUF9DEzM7Oqqsqj6xYBqFF+I+HkyZOVM++//34uwlNPPYVhLfWgMJrj1PPnz1Nj8NVXX+Xk5KhGscrOzqY4z9g7enPnznWMsRxlZGQYuFEAf7t27Rp3NKQTBj0j2wH4GwKscBOYGuWhPr/++mtq/r/55puOjo5x48Zxw/zxxx8HIANhoKenR1w0or2nuoBEAWtNTY1ywAWjDA8PU8R25syZFStW8E1D0V9++/btzz///IwZMyIMegIUIDD4zVcMNwchSCDACjeBqdHCwkLaEI/5KYYASE5OppgAV+b1czoCxd69e8U4EQHTZyc+8tU1i8Wi3XEeIEiI/gl0zoBDEAQJBFjhQNVC+3tzQ0ND8fHxjpGBPy63hDfaYxSqzpw5k3dgfX19kPQu/+yzzzhLeXl5ZucF/OvFF1+kH2F+fv706dN9fJDCFP/5n/8p+ixOnDixvb3d7BwB/H8IsMJNAGpU2VF6/Pjx99xzT2pq6tKlS4eHh/296XCluoBkOjGSUFRUVF1d3dNPP02t7+zZs++7775nnnkm5NpgOVGoUVNTs2XLFqo7CuILCgrWrFlz9uzZxsbGq1ev0rdPPPGEGERXKTk5OSQG8uju7t63b5/othiKTy5DeEOAFW4CUKN0FCspKUlLS9u/f7+/twVmee211yhudmx9CS4SBLlf/OIXFFQ5fccUEyOracyJjo5OtSssLFyxYgWFZX59rtYLdFKnzHBbW5vZOQL4CQRY4UaeGgV/U43pINrgP//5z2ZnTWqdnZ01NTUnT550/Orpp592elHKMX4SZs+eTcETRScUPz355JOukrGJEydSvPXSSy/Rb2NwcNDw8eE0vPrqqxTnLV++3GKx/PznP6cTPFGo119/PaguAAMweZpjacopTY1CABw5coTas/3791Pr+9lnny1cuJB+YOfPnzc7X5LilyaJpz4PHjzY3Nw8MjIyNDREX02ZMkUZDMXFxVFEQjVIdXf16lWKos6cOfPYY48VFBRQUDV9+vTa2lr6yvHdmvX19VFRUdHR0aonW1X4UWJKlp+f/8QTT/g10uro6HCah3nz5uHBGgha8jTH0pRTmhqFwGtpaaEfWElJidkZkQgFT729vWvXrp0wYYLTIEM8xitQxEORk+8XdShmok0fO3bshRdeeOihhygmc9yWUFxcTBt1jHX4VeVdXV18uYtCJU9vMVMIuHfvXt4KX7US165w4QqCmTzNcTiXU3WkMzs7ELao+eQ7UFu2bHG88iGna9euvf/++/wKzl/84heuknXYcciijEK6u7sbGxtpJWP23UvBR2dnJ6X87//+73/6p3+aN2+eGGFOmDRp0pQpU5ze9duwYYPTi1JGoTiJcku1n5qamp6enpKSogr7KA6jBC+//PKKFStmzJhByZKSkkRIJC6J0VK0LBWE/nKCzMxMi8WyePFiWvDFF1+kUly5coXip//6r/8Se2DdunVvv/02rZ8CffqLx5YhyMnTHEtTTmlqFEzB7xgg1MKZnRfztbW18Z0ygUKHp59+WiS4fPkyRQxi9HyOMFatWvWb3/xmyZIlFH+IG200nZyc7Or6EJs2bZpY88WLFwsLC2fPns1rsFqtFJQE/gFP2mJTUxOVUTvnvsPbbyDkREjTHEtTTmlqFEzBY5CSqqoqs/Nivrq6OlcBgas7ep5KSkqi2OvQoUO9vb1BOxJKX18fxVgTJ05U5pzvJyYmJubl5VFomJKSQglycnLuueceDjQ5Ab/4nJ95dNUZn3bmsWPHzC4lgGcipGmOpSmnNDUKprDZbJs3b46wX02R+YrC0NDQ888/z9ecxo0b19DQQNGPqpu50uTJk3Nzc9PS0kQXdTZp0iSLxZKVlRVh7zaemZlJO5ZSTp8+3Wq1NjY2htCtWPptbN++fdGiRXv27Kmpqfnkk08oKKQd5ZiSb5Xyc4h81a2np4cK++6779KCtBIqPoVitHspuGxubg54UQAMIE9zLE05palRMAvFVfn5+fRLW758eVANjOQP3d3dPH7BzJkzKyoqxPydO3dyhEQRgBiWkzuk84uk+JJMRkbGwYMH6+rqlDfvDh8+/OCDD7733nviohTtUg44Als4APAjeZpjacopTY2CiaxWK4cXDz30kNl58SOKeMRA4Wz8+PGqgab27dtndjYBIBjJ0xxLU05pahRM1NTUJCIMCjjeeOMNs3NkMJvNtnv37mnTprm65RdhH6KzqqrK6S0wAAB5muNwLqfquG92diD8Ufzx8ssvz5gxg39yEydONDtHXurv729vb+/u7uZRmvilkM3Nzc8995yy+9QzzzxDyebNmxdx90nAtLS0kHhhHwCYRZ7mWJpySlOjYDqKS8TIk+vXrw+qcYmGh4d5BPOmpiYKmLhXNX/FPaWOHTu2YsWKSZMmiZjJ6cDlS5cuFevkMTOp1OYUCQBCijzNsTTllKZGIRh0dXXt27ePY5GsrCxXT435G3dFf/rpp6dPn07ZUI1vKSZ4yErHoTudio+Pr6urC/te/ADgJ/I0x9KUU5oahSDR19enjEtmzJjhpw0pH7Wjv+Xl5UuWLElPT6dYSuMVLtqioqJ4lCaKySZOnJicnDxp0qT58+cXFhZ+9NFHfioIAMhAnuZYmnJKU6MQPF577TWLxSKillmzZu3fv9/A9b/33nsrVqzgLuexsbEUBmlEVPxVfHx8Tk4ORXsLFy6cN28eBU8Uh/G1K5qmcOrhhx+uqanx9L14AAA6ydMcS1NOaWoUgs369euVw5dTWHPw4EEe/0nZBUpDR0fHiRMnOAz6zW9+wzNpQdXgnKpLUPQ3PT19+vTphw4dooDp22+/NetOJQCAIE9zLE05palRCE5z5sxRxUCRdhF33/qydevWxsZG7irOd/3OnTtXWFhIEZJqqZSUlNmzZytnJicn00ye3rRpU01NDYdTMo8pDwDBSZ7mOJzLqWrPzM4OSI3CHYqfVq5c6eqaE0tISKBgKy0tTTsZi46O3rdvX0tLy5h9hIj29vYrV66YXVAAAC3yNMfSlFOaGoVg1t/fX1NTs3Hjxii7lJSU5OTkmJgY7UBq6tSpCxYsuHr16rVr10RoRX9/9rOfmV0gAADPyNMcm1DO6urqRDur1eoqjavLTnqWdbVCb/IK4H/8ct8DBw4UFhbyMAp8Heu+++77/e9/zxeohLa2tsbGxo6Ojvb2doyVAAAhR57mONDlPH36dHFx8d/sSkpK6KNGYlU1eLSs9qoAgpPNZkNXdAAIY/I0x4EuJ0VIly9f5mmaKCoq0kisqgaPltVeFQAAAASePM1xoMuZkJAwOjrK0zRBHzUSq6rBo2W1VwUAAACBJ09zHOhyqvZsbGys/sRul9XuKexbxgEAAMBX8jTHuIIFAAAAASJPc2xyHyz6qJFYuw+W9rLaqwIAAIDAk6c5NucpwoGBAccnAR13utOnCJ0u65Y8NQoAABC05GmOTSin1Wp1OpaVcqe76j7lalm3tLtnAQAAQGD4GEWEClnKOeb/qBnrN3f9AdgE1m/u+gOwCazf3PUHYBNYv7nrD8wmgoQs5RwL/d8l1m/6JrB+c9cfgE1g/eauPwCbwPrNXX9gNhEkZCnnWOj/LrF+0zeB9Zu7/gBsAus3d/0B2ATWb+76A7OJICFLOcdC/3eJ9Zu+Cazf3PUHYBNYv7nrD8AmsH5z1x+YTQQJWco5JlOlBifsf9OhCkyHKjAdqsB08lSBLOUck6lSgxP2v+lQBaZDFZgOVWA6eapAlnKOyVSpwQn733SoAtOhCkyHKjCdPFUgSznHZKrU4IT9bzpUgelQBaZDFZhOniqQpZxjMlVqcML+Nx2qwHSoAtOhCkwnTxXIUk4AAACAgEGABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABgvhACviLp3zlaqrqxPtrFarnvngyOl+vnTp0sqVK+Pi4pKSkiorKwcGBpwui/1vCFdVUFJSwlVQXl7+3XffOV0WVWAIjaPNDz/8kJeXp3EgQhUYwmkVRPyUq2VRBYZwtZ+7urpKS0sTEhKys7PPnj3rdNnwroIQDrCYq38ejX+q06dPFxcX/82OmiL6qD0fNKj285o1a9ra2kZHR2022/79+ynYclwE+99YqipYtWrVxYsXR0ZGqBbq6+sXL17suAiqwFhOjzbPP//8K6+84upAhCowlmOA5XYRVIGxVPu8u7t7xowZra2tdCCiM+29e/c6LhL2VSBRgCXmUM1dvnyZp2miqKhIez5o0DiQ0f9VbGysY0rsf2NptyVxcXGOKVEFxnKsghs3blDrQmGuq4YfVWAs/QEWqsBPVPu8oqLC1VUreapAxgArISGB2n6epgn6qD0fNGgcyOjcRXkFC/vfT1xVAe3DY8eOrVmzxjElqsBYjlWwbt269957z/ErVIGfOO7nlJQUOsHLz8+vra11mhJVYCxVFdD+P3nyZEZGBp3jbdq06YcffnBMGfZVIFGA5eorcZXF1XzQ4Go/d3V1zZ8//9atW24Xwf73kdMq4C4R6enpPT09bhdBFfhItd8+/fTTZcuWOf3K1SKoAh+52s83btxYvXp1VVWV20VQBT5yjHG3b9/+448/2my2HTt2PPnkk24XCb8qkDHACvuoOZCc7mdqYGbPnn39+nWni2D/G0vjClZdXZ1o6ZVQBcZSVUFBQcEXX3zh9CsBVWAsjQP+nTt3EhMTHeejCoylqgLabxRa8TSFWcq+Cso04V0FMgZYqvu79FF7Pmhw3M8tLS25ubmdnZ2uFsH+N5Z2HyynJ3+oAmNpP8LmtIJQBcbyIsBCFRhLVQUlJSXKAMtpkBT2VSBRgCXm8BMKAwMDTp9ccJwPGlT7uaGhITs7u7u7WyMl9r+xVFWwa9eumzdvjtnbFavVqjw2oQr8RH+HBFSBnzj2sOab47dv396wYQP9UzimRBUYS1UFZ8+e3bFjh81u+/bt5eXljinDvgpCOMBydY6oMV9MU8PjdIwNV/PBkdP9rHHujv1vOKe7uqWlpaCggD6mpaWphiJDFRjO7ZUqVwHWGKrAINr/BZmZmVVVVeJSyhiqwA9c/RfU1tbSUSguLm7Lli1OO7mPhXsVhHCABQAAABCcEGABAAAAGAwBFgAAAIDBEGABAAAAGCxUAyyNlwq7ekmkq46oel5IqbG4zndSOl1c1TcwJSVFu9QAAAAQEkI1wHL1UmG3L4lUhTh6Xkipsbin76R0+pwRq6+vD+nHJQAAAEAI1QBLSflSYbcviYxwGC5F46qVI9Xinr6T0lWARUWgOO/777/XnxMAAAAIWuEQYClfKux2iH1ViKPxQkqnVIt7OqK/qwDrrbfeUg6FBwAAACEt5AMs1UuFVRGM43tCHHtBuX0hpfbi2pvTXlzIz893Ovo5AAAAhKLQDrAcXyrs6RUsVy+kdNWlXecVLJ2Ls/fff//xxx/XKicAAACElBAOsJy+VNjtSyJVIY6eF1JqLO7pOymdBliFhYWff/659oIAAAAQQkI1wHL1UmG3L4lUhTgaL6R0yulThPrfSekYYF26dMlt13gAAAAILaEaYEU4EF+5ekmkpy+k1N6i283pXJzis4sXL3pUdgAAAAhyoRpgAQAAAAQtBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABkOABQAAAGAwBFgAAAAABvt/awrnMrItEO8AAAAASUVORK5CYII=)
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